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SGI Developer Toolbox 6.1
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SGI Developer Toolbox 6.1 - Disc 4.iso
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data
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demobook
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Mahjongg.fti
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Text File
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1994-08-01
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9KB
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512 lines
# Path_0
color(7);
bgnoutlinepolygon();
vertex(61.53, 73.49);
vertex(61.53, 55.41);
vertex(73.59, 61.44);
vertex(73.59, 79.52);
endoutlinepolygon(0);
# Path_0
bgnoutlinepolygon();
vertex(61.53, 55.41);
vertex(61.53, 37.33);
vertex(73.59, 43.35);
vertex(73.59, 61.44);
endoutlinepolygon(0);
# Path_0
bgnoutlinepolygon();
vertex(49.48, 31.30);
vertex(49.48, 13.22);
vertex(61.53, 19.25);
vertex(61.53, 37.33);
endoutlinepolygon(0);
# Path_0
bgnoutlinepolygon();
vertex(61.53, 37.33);
vertex(61.53, 19.25);
vertex(73.59, 25.27);
vertex(73.59, 43.35);
endoutlinepolygon(0);
# Path_0
bgnoutlinepolygon();
vertex(37.42, 25.27);
vertex(37.42, 7.19);
vertex(49.48, 13.22);
vertex(49.48, 31.30);
endoutlinepolygon(0);
# Path_5
bgnoutlinepolygon();
vertex(51.37, 66.43);
vertex(51.37, 48.35);
vertex(63.43, 54.38);
vertex(63.43, 72.46);
endoutlinepolygon(0);
# Path_0
bgnoutlinepolygon();
vertex(51.20, 48.35);
vertex(51.20, 30.27);
vertex(63.25, 36.29);
vertex(63.25, 54.38);
endoutlinepolygon(0);
# Path_0
bgnoutlinepolygon();
vertex(39.15, 60.40);
vertex(39.15, 42.32);
vertex(51.20, 48.35);
vertex(51.20, 66.43);
endoutlinepolygon(0);
# Path_0
bgnoutlinepolygon();
vertex(25.37, 55.41);
vertex(25.37, 37.33);
vertex(37.42, 43.35);
vertex(37.42, 61.44);
endoutlinepolygon(0);
# Path_0
bgnoutlinepolygon();
vertex(37.08, 79.52);
vertex(37.08, 61.44);
vertex(49.13, 67.46);
vertex(49.13, 85.54);
endoutlinepolygon(0);
# Path_0
bgnoutlinepolygon();
vertex(25.37, 73.49);
vertex(25.37, 55.41);
vertex(37.42, 61.44);
vertex(37.42, 79.52);
endoutlinepolygon(0);
# Path_0
bgnoutlinepolygon();
vertex(39.15, 42.32);
vertex(39.15, 24.24);
vertex(51.20, 30.27);
vertex(51.20, 48.35);
endoutlinepolygon(0);
# Path_0
bgnoutlinepolygon();
vertex(25.37, 37.33);
vertex(25.37, 19.25);
vertex(37.42, 25.27);
vertex(37.42, 43.35);
endoutlinepolygon(0);
# Path_0
bgnoutlinepolygon();
vertex(25.37, 19.25);
vertex(25.37, 1.17);
vertex(37.42, 7.19);
vertex(37.42, 25.27);
endoutlinepolygon(0);
# Path_0
bgnoutlinepolygon();
vertex(61.53, 91.57);
vertex(61.53, 73.49);
vertex(73.59, 79.52);
vertex(73.59, 97.60);
endoutlinepolygon(0);
# Path_0
bgnoutlinepolygon();
vertex(49.48, 85.54);
vertex(49.48, 67.46);
vertex(61.53, 73.49);
vertex(61.53, 91.57);
endoutlinepolygon(0);
# Path_17
color(-136);
bgnoutlinepolygon();
vertex(61.53, 73.49);
vertex(37.42, 61.44);
vertex(39.15, 60.40);
vertex(63.43, 72.46);
vertex(61.53, 73.49);
endoutlinepolygon(0);
# Path_18
bgnoutlinepolygon();
vertex(44.60, 37.03);
vertex(44.60, 54.42);
vertex(56.48, 60.28);
vertex(58.38, 59.24);
vertex(58.52, 44.42);
vertex(47.20, 35.22);
endoutlinepolygon(0);
# Path_17
bgnoutlinepolygon();
vertex(37.42, 61.44);
vertex(37.42, 25.27);
vertex(39.15, 24.24);
vertex(39.15, 60.40);
endoutlinepolygon(0);
# Path_20
color(-68);
bgnline();
vertex(31.00, 32.40);
vertex(31.00, 35.20);
endline();
# Path_21
bgnline();
vertex(31.20, 25.80);
vertex(31.20, 28.60);
endline();
# Path_22
color(-17);
bgnline();
vertex(35.60, 37.00);
vertex(33.80, 37.00);
vertex(33.80, 37.00);
vertex(33.80, 37.00);
vertex(35.20, 39.20);
vertex(33.40, 38.60);
vertex(33.40, 38.60);
endline();
# Path_25
color(-34);
bgnline();
vertex(60.00, 75.80);
vertex(58.60, 77.20);
vertex(56.00, 80.20);
vertex(53.80, 77.40);
vertex(56.60, 76.00);
vertex(59.20, 79.20);
vertex(56.20, 82.40);
vertex(54.40, 80.20);
endline();
# Path_26
bgnline();
vertex(52.60, 79.60);
vertex(54.40, 82.80);
endline();
# Path_27
bgnline();
vertex(56.80, 83.20);
vertex(53.80, 74.40);
endline();
# Path_28
color(0);
bgnline();
vertex(64.67, 89.48);
vertex(70.46, 92.28);
vertex(70.46, 90.08);
vertex(64.26, 86.88);
vertex(64.26, 89.48);
endline();
# Path_29
color(-17);
bgnline();
vertex(66.80, 83.20);
vertex(66.80, 86.60);
vertex(68.80, 87.20);
endline();
# Path_30
bgnline();
vertex(70.26, 81.08);
vertex(69.62, 83.32);
vertex(64.81, 80.92);
vertex(64.81, 77.87);
vertex(68.01, 81.40);
endline();
# Path_31
color(-34);
bgnline();
vertex(71.80, 28.20);
vertex(70.40, 29.60);
vertex(67.80, 32.60);
vertex(65.60, 29.80);
vertex(68.40, 28.40);
vertex(71.00, 31.60);
vertex(68.00, 34.80);
vertex(66.20, 32.60);
endline();
# Path_32
bgnline();
vertex(64.40, 32.60);
vertex(66.20, 35.20);
endline();
# Path_33
bgnline();
vertex(68.60, 35.60);
vertex(65.40, 25.80);
endline();
# Path_34
color(0);
bgnline();
vertex(69.60, 71.40);
vertex(65.20, 68.80);
endline();
# Path_35
bgnline();
vertex(68.20, 69.00);
vertex(67.80, 67.20);
vertex(66.60, 67.60);
vertex(65.60, 63.80);
vertex(66.20, 61.80);
vertex(71.20, 64.40);
vertex(70.60, 69.00);
vertex(65.20, 63.60);
endline();
# Path_36
bgnline();
vertex(41.80, 56.80);
vertex(47.40, 59.40);
endline();
# Path_37
color(-17);
bgnline();
vertex(42.20, 48.40);
vertex(42.20, 51.60);
vertex(42.60, 54.20);
endline();
# Path_38
color(-68);
bgnline();
vertex(30.00, 49.40);
vertex(28.40, 51.60);
endline();
# Path_40
color(0);
bgnline();
vertex(33.20, 50.60);
vertex(32.40, 53.20);
endline();
# Path_42
color(-17);
bgnline();
vertex(44.20, 73.80);
vertex(42.40, 75.40);
vertex(42.80, 70.80);
endline();
# Path_43
color(0);
bgnline();
vertex(33.80, 17.80);
vertex(29.80, 16.80);
endline();
# Path_44
bgnline();
vertex(34.00, 13.00);
vertex(33.40, 16.00);
vertex(29.80, 15.20);
vertex(30.20, 12.80);
endline();
# Path_45
bgnline();
vertex(31.67, 8.21);
vertex(31.60, 19.20);
endline();
# Path_46
bgnline();
vertex(35.00, 11.00);
vertex(32.00, 12.60);
vertex(28.00, 9.00);
endline();
# Path_48
color(-68);
bgnline();
vertex(44.00, 19.00);
vertex(46.80, 15.20);
vertex(42.80, 17.20);
vertex(43.00, 20.80);
vertex(41.40, 19.20);
vertex(40.80, 21.80);
endline();
# Path_49
color(0);
bgnline();
vertex(44.80, 16.40);
vertex(40.20, 13.80);
endline();
# Path_0
color(-68);
bgnclosedline();
vertex(31.63, 63.80);
vertex(30.22, 63.99);
vertex(28.93, 64.80);
vertex(28.19, 65.90);
vertex(27.93, 67.48);
vertex(28.15, 68.89);
vertex(28.96, 70.16);
vertex(30.24, 70.94);
vertex(31.63, 71.23);
vertex(33.01, 70.96);
vertex(34.31, 70.16);
vertex(35.12, 68.91);
vertex(35.34, 67.49);
vertex(35.10, 66.06);
vertex(34.32, 64.80);
vertex(33.03, 64.01);
endclosedline();
# Path_52
color(-17);
bgnline();
vertex(61.80, 66.40);
vertex(60.00, 66.40);
vertex(60.00, 66.40);
vertex(60.00, 66.40);
vertex(61.40, 68.60);
vertex(59.60, 68.00);
vertex(59.60, 68.00);
endline();
# Path_53
color(0);
bgnline();
vertex(51.60, 18.40);
vertex(53.80, 20.20);
vertex(53.00, 26.60);
endline();
# Path_54
bgnline();
vertex(59.20, 21.60);
vertex(56.40, 21.40);
vertex(56.40, 29.40);
endline();
# Path_55
bgnline();
vertex(56.60, 26.40);
vertex(58.20, 26.40);
endline();
# Path_56
color(-68);
bgnline();
vertex(68.00, 49.80);
vertex(68.00, 52.60);
endline();
# Path_57
bgnline();
vertex(70.40, 45.80);
vertex(70.40, 48.80);
endline();
# Path_58
bgnline();
vertex(66.40, 44.60);
vertex(66.40, 47.40);
endline();
# Path_59
color(-17);
bgnline();
vertex(72.40, 56.00);
vertex(70.60, 56.00);
vertex(70.60, 56.00);
vertex(70.60, 56.00);
vertex(72.00, 58.20);
vertex(70.20, 57.60);
vertex(70.20, 57.60);
endline();
# Path_0
color(7);
bgnoutlinepolygon();
vertex(46.80, 53.40);
vertex(46.80, 35.32);
vertex(58.86, 41.34);
vertex(58.86, 59.42);
endoutlinepolygon(0);
# Path_24
color(-17);
bgnline();
vertex(52.80, 42.20);
vertex(52.80, 53.80);
endline();
# Path_23
bgnclosedline();
vertex(49.80, 49.20);
vertex(55.80, 52.00);
vertex(55.80, 48.00);
vertex(49.80, 45.40);
endclosedline();
# Path_40
color(0);
bgnline();
vertex(30.40, 43.60);
vertex(29.60, 46.20);
endline();
# Path_38
color(-68);
bgnline();
vertex(34.60, 45.20);
vertex(33.00, 47.40);
endline();
# Path_0
color(-17);
bgnclosedline();
vertex(31.82, 66.09);
vertex(32.38, 66.16);
vertex(32.88, 66.48);
vertex(33.18, 66.92);
vertex(33.28, 67.54);
vertex(33.19, 68.10);
vertex(32.87, 68.60);
vertex(32.37, 68.91);
vertex(31.82, 69.02);
vertex(31.27, 68.91);
vertex(30.76, 68.60);
vertex(30.44, 68.10);
vertex(30.36, 67.54);
vertex(30.45, 66.98);
vertex(30.76, 66.48);
vertex(31.27, 66.17);
endclosedline();
# Path_59
bgnline();
vertex(35.80, 55.60);
vertex(34.00, 56.00);
vertex(34.80, 58.00);
endline();