\\ A tres grande precision
\p 2000
\e
abs(-0.01)
agm(1,2)
agm(1+O(7^5),8+O(7^5))
4*arg(3+3*I)
bernreal(12)
bernvec(6)
eta(q)
gammah(10)
Pi
precision(Pi,20)
sqr(1+O(2))
sqrt(13+O(127^12))
teichmuller(7+O(127^12))
\\ A grande precision
\p 500
Euler
acos(0.5)
acosh(3)
3*asin(sqrt(3)/2)
asinh(0.5)
3*atan(sqrt(3))
atanh(0.5)
besseljh(1,1)
cos(1)
cosh(1)
exp(1)
exp(1.123)
incgam(4,1,6)
incgamc(2,1)
log(2)
log(2,1)
sin(Pi/6)
sinh(1)
sqr(tan(Pi/3))
tanh(1)
thetanullk(0.5,7)
\\ A moyenne precision
\p 210
dilog(0.5)
eint1(2)
lngamma(10^50*I)
polylog(5,0.5)
polylog(-4,t)
polylog(5,0.5,1)
polylog(5,0.5,2)
polylog(5,0.5,3)
psi(1)
round(prod(k=1,17,x-exp(2*I*Pi*k/17)), &e)
e
theta(0.5,3)
weber(I)
weber(I,1)
weber(I,2)
zeta(3)
\\ A faible precision
\p 38
besselk(1+I,1)
besselk(1+I,1,1)
erfc(2)
gamma(10.5)
hyperu(1,1,1)
incgam(2,1)
zeta(0.5+14.1347251*I)
\\
getheap
print("Total time spent: ",gettime);
\q