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Annotation of OpenXM_contrib/gnuplot/docs/psdoc/ps_symbols.gpi, Revision 1.1.1.1

1.1       maekawa     1: set terminal postscript; set output 'ps_symbols.ps'
                      2: set noborder; set nozeroaxis; set noxtics; set noytics
                      3: set xlabel ''; set ylabel ''; set nokey; set size square;
                      4: set xrange [-1.2:1.2]; set yrange [-1.2:1.2]; set parametric; set samples 2
                      5: f(x)=cos(pi*x/38.0); g(x)=sin(pi*x/38.0)
                      6: set label '(#70--75 are opaque)' at 0,0 center
                      7: set label  '0' at  1.07*f(0),  1.07*g(0) center
                      8: set label '10' at  1.07*f(10), 1.07*g(10) center
                      9: set label '20' at  1.07*f(20), 1.07*g(20) center
                     10: set label '30' at  1.07*f(30), 1.07*g(30) center
                     11: set label '40' at  1.07*f(40), 1.07*g(40) center
                     12: set label '50' at  1.07*f(50), 1.07*g(50) center
                     13: set label '60' at  1.07*f(60), 1.07*g(60) center
                     14: set label '70' at  1.07*f(70), 1.07*g(70) center
                     15: plot f( 0),g( 0) w p 0  0,\
                     16:  f( 1),g( 1) w p 0  1,  f( 2),g( 2) w p 0  2,  f( 3),g( 3) w p 0  3,\
                     17:  f( 4),g( 4) w p 0  4,  f( 5),g( 5) w p 0  5,  f( 6),g( 6) w p 0  6,\
                     18:  f( 7),g( 7) w p 0  7,  f( 8),g( 8) w p 0  8,  f( 9),g( 9) w p 0  9,\
                     19:  f(10),g(10) w p 0 10,  f(11),g(11) w p 0 11,  f(12),g(12) w p 0 12,\
                     20:  f(13),g(13) w p 0 13,  f(14),g(14) w p 0 14,  f(15),g(15) w p 0 15,\
                     21:  f(16),g(16) w p 0 16,  f(17),g(17) w p 0 17,  f(18),g(18) w p 0 18,\
                     22:  f(19),g(19) w p 0 19,  f(20),g(20) w p 0 20,  f(21),g(21) w p 0 21,\
                     23:  f(22),g(22) w p 0 22,  f(23),g(23) w p 0 23,  f(24),g(24) w p 0 24,\
                     24:  f(25),g(25) w p 0 25,  f(26),g(26) w p 0 26,  f(27),g(27) w p 0 27,\
                     25:  f(28),g(28) w p 0 28,  f(29),g(29) w p 0 29,  f(30),g(30) w p 0 30,\
                     26:  f(31),g(31) w p 0 31,  f(32),g(32) w p 0 32,  f(33),g(33) w p 0 33,\
                     27:  f(34),g(34) w p 0 34,  f(35),g(35) w p 0 35,  f(36),g(36) w p 0 36,\
                     28:  f(37),g(37) w p 0 37,  f(38),g(38) w p 0 38,  f(39),g(39) w p 0 39,\
                     29:  f(40),g(40) w p 0 40,  f(41),g(41) w p 0 41,  f(42),g(42) w p 0 42,\
                     30:  f(43),g(43) w p 0 43,  f(44),g(44) w p 0 44,  f(45),g(45) w p 0 45,\
                     31:  f(46),g(46) w p 0 46,  f(47),g(47) w p 0 47,  f(48),g(48) w p 0 48,\
                     32:  f(49),g(49) w p 0 49,  f(50),g(50) w p 0 50,  f(51),g(51) w p 0 51,\
                     33:  f(52),g(52) w p 0 52,  f(53),g(53) w p 0 53,  f(54),g(54) w p 0 54,\
                     34:  f(55),g(55) w p 0 55,  f(56),g(56) w p 0 56,  f(57),g(57) w p 0 57,\
                     35:  f(58),g(58) w p 0 58,  f(59),g(59) w p 0 59,  f(60),g(60) w p 0 60,\
                     36:  f(61),g(61) w p 0 61,  f(62),g(62) w p 0 62,  f(63),g(63) w p 0 63,\
                     37:  f(64),g(64) w p 0 64,  f(65),g(65) w p 0 65,  f(66),g(66) w p 0 66,\
                     38:  f(67),g(67) w p 0 67,  f(68),g(68) w p 0 68,  f(69),g(69) w p 0 69,\
                     39:  f(70),g(70) w p 0 70,  f(71),g(71) w p 0 71,  f(72),g(72) w p 0 72,\
                     40:  f(73),g(73) w p 0 73,  f(74),g(74) w p 0 74,  f(75),g(75) w p 0 75