diff options
| author | Simon Rettberg | 2018-10-16 10:08:48 +0200 |
|---|---|---|
| committer | Simon Rettberg | 2018-10-16 10:08:48 +0200 |
| commit | d3a98cf6cbc3bd0b9efc570f58e8812c03931c18 (patch) | |
| tree | cbddf8e50f35a9c6e878a5bfe3c6d625d99e12ba /hacks/glx/chessmodels.c | |
| download | xscreensaver-d3a98cf6cbc3bd0b9efc570f58e8812c03931c18.tar.gz xscreensaver-d3a98cf6cbc3bd0b9efc570f58e8812c03931c18.tar.xz xscreensaver-d3a98cf6cbc3bd0b9efc570f58e8812c03931c18.zip | |
Original 5.40
Diffstat (limited to 'hacks/glx/chessmodels.c')
| -rw-r--r-- | hacks/glx/chessmodels.c | 1738 |
1 files changed, 1738 insertions, 0 deletions
diff --git a/hacks/glx/chessmodels.c b/hacks/glx/chessmodels.c new file mode 100644 index 0000000..7dd7eca --- /dev/null +++ b/hacks/glx/chessmodels.c @@ -0,0 +1,1738 @@ +/* + * models for the xss chess screensavers + * hacked from: + * + * glChess - A 3D chess interface + * + * Copyright (C) 2006 John-Paul Gignac <jjgignac@users.sf.net> + * + * Copyright (C) 2002 Robert Ancell <bob27@users.sourceforge.net> + * Michael Duelli <duelli@users.sourceforge.net> + * + * This program is free software; you can redistribute it and/or modify + * it under the terms of the GNU General Public License as published by + * the Free Software Foundation; either version 2 of the License, or + * (at your option) any later version. + * + * This program is distributed in the hope that it will be useful, + * but WITHOUT ANY WARRANTY; without even the implied warranty of + * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the + * GNU General Public License for more details. + * + * You should have received a copy of the GNU General Public License + * along with this program; if not, write to the Free Software + * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA + */ + +/* chessmodels.c: Contains the code for piece model creation */ + +#ifdef HAVE_CONFIG_H +# include "config.h" +#endif /* HAVE_CONFIG_H */ + +#include <math.h> +#include <stdlib.h> + +#ifndef HAVE_JWXYZ +# include <GL/glx.h> +# include <GL/gl.h> +#endif + +#ifdef HAVE_ANDROID +#include <GLES/gl.h> +#define Bool int +#endif + +#ifdef HAVE_JWZGLES +# include "jwzgles.h" +#endif /* HAVE_JWZGLES */ + +#include "chessmodels.h" + +/* End of Data */ +#define ENDOFDATA 65535 + +/* Section headers */ +#define SPIN 65534 +#define VERTICES 65533 +#define QUADS 65532 +#define TRIANGLES 65531 +#define POLARQUADSTRIP 65530 +#define QUADSTRIP 65529 + +/* Special spin-related commands */ +#define SEAM 65528 +#define PATTERN 65527 +#define STEPUP 65526 +#define STEPDOWN 65525 +#define SETBACKREF 65524 +#define BACKREF 65523 + +static unsigned short classic_pawn_data[] = { + SPIN,16, + 350,0,SEAM,350,200,SEAM,250,300,SEAM,250,400,SEAM,150,600,SEAM,100,880, + SEAM,180,880,SEAM,100,920,SEAM,200,1160,SEAM,100,1340,0,1340, + ENDOFDATA +}; + +static unsigned short classic_rook_data[] = { + SPIN,16, + 380,0,SEAM,380,200,SEAM,260,500,SEAM,200,1020,SEAM,280,1020,SEAM,280,1360,SEAM,220,1360,SEAM,220,1300,0,1300, + ENDOFDATA +}; + +static unsigned short classic_knight_data[] = { + SPIN,16, + 410,0,SEAM,410,200,SEAM,200,360,SEAM,200,480,260,580, + + VERTICES, + 260,580,260, -260,580,260, -260,580,-80, 260,580,-80, 80,1620,400, + 100,1680,340, -100,1680,340, -80,1620,400, 100,1680,340, 100,1680,300, + -100,1680,300, -100,1680,340, 100,1680,300, 50,1680,160, -50,1680,160, + -100,1680,300, 50,1680,160, 100,1680,20, -100,1680,20, -50,1680,160, + 100,1680,20, 100,1680,-20, -100,1680,-20, -100,1680,20, 100,1680,-20, + 40,1680,-110, -40,1680,-110, -100,1680,-20, 40,1680,-110, + 100,1680,-200, -100,1680,-200, -40,1680,-110, 100,1680,-200, + 100,1680,-440, -100,1680,-440, -100,1680,-200, -100,1680,-440, + 100,1680,-440, 100,1500,-440, -100,1500,-440, -100,1500,-440, + 100,1500,-440, 55,1480,-280, -55,1480,-280, -100,1680,300, -50,1680,160, + -100,1400,130, -120,1380,240, -50,1680,160, -80,1680,20, -120,1380,20, + -100,1400,130, -83,1660,20, -80,1680,20, -100,1680,-20, -100,1660,-38, + -120,1380,20, -88,1620,20, -100,1620,-74, -120,1360,-20, -120,1360,-20, + -100,1620,-74, -100,1580,-110, -60,1400,-140, -100,1680,-200, + -55,1480,-280, -60,1400,-140, -100,1580,-110, -100,1680,-200, + -100,1680,-440, -100,1500,-440, -55,1480,-280, 100,1680,300, + 120,1380,240, 100,1400,130, 50,1680,160, 50,1680,160, 100,1400,130, + 120,1380,20, 80,1680,20, 83,1660,20, 100,1660,-38, 100,1680,-20, + 80,1680,20, 120,1380,20, 120,1360,-20, 100,1620,-74, 88,1620,20, + 120,1360,-20, 60,1400,-140, 100,1580,-110, 100,1620,-74, 100,1680,-200, + 100,1580,-110, 60,1400,-140, 55,1480,-280, 100,1680,-200, 55,1480,-280, + 100,1500,-440, 100,1680,-440, 88,1620,20, 100,1620,-74, 80,1640,-56, + 61,1640,20, 61,1640,20, 80,1640,-56, 100,1660,-38, 83,1660,20, + -88,1620,20, -61,1640,20, -80,1640,-56, -100,1620,-74, -61,1640,20, + -83,1660,20, -100,1660,-38, -80,1640,-56, 35,1780,-80, 35,1780,-440, + -35,1780,-440, -35,1780,-80, 35,1780,-80, 35,1680,-80, 35,1680,-440, + 35,1780,-440, -35,1780,-80, -35,1780,-440, -35,1680,-440, -35,1680,-80, + 35,1780,-80, -35,1780,-80, -35,1680,-80, 35,1680,-80, 35,1780,-440, + 35,1680,-440, -35,1680,-440, -35,1780,-440, -100,1400,130, -120,1380,20, + 120,1380,20, 100,1400,130, -100,1400,130, 100,1400,130, 120,1380,240, + -120,1380,240, -260,580,-80, -55,1480,-280, 0,1500,-360, 0,780,-400, + 260,580,-80, 0,780,-400, 0,1500,-360, 55,1480,-280, -50,1380,40, + -200,880,400, 200,880,400, 50,1380,40, -200,880,400, -260,580,260, + 260,580,260, 200,880,400, -50,1380,40, -140,1220,-40, -260,580,260, + -200,880,400, -140,1220,-40, -114,1220,-222, -260,580,-80, -260,580,260, + -55,1480,-280, -114,1220,-222, -140,1220,-40, -60,1400,-140, + 50,1380,40, 200,880,400, 260,580,260, 140,1220,-40, 140,1220,-40, + 260,580,260, 260,580,-80, 114,1220,-222, 55,1480,-280, 60,1400,-140, + 140,1220,-40, 114,1220,-222, 260,580,-80, 144,580,-260, 0,780,-400, + 144,580,-260, -144,580,-260, 0,780,-400, -260,580,-80, 0,780,-400, + -144,580,-260, 0,1400,400, 80,1620,400, -80,1620,400, 0,1400,400, + -80,1620,400, -120,1380,240, -120,1380,240, -80,1620,400, -100,1680,340, + -120,1380,240, -100,1680,340, -100,1680,300, 0,1400,400, 120,1380,240, + 80,1620,400, 120,1380,240, 100,1680,340, 80,1620,400, 120,1380,240, + 100,1680,300, 100,1680,340, 0,1400,400, -120,1380,240, 120,1380,240, + -60,1400,-140, -140,1220,-40, -45,1380,-20, -45,1380,-20, -140,1220,-40, + -50,1380,40, 60,1400,-140, 45,1380,-20, 140,1220,-40, 45,1380,-20, + 50,1380,40, 140,1220,-40, 60,1400,-140, 120,1360,-20, 45,1380,-20, + 50,1380,40, 45,1380,-20, 120,1360,-20, 50,1380,40, 120,1360,-20, + 120,1380,20, -60,1400,-140, -45,1380,-20, -120,1360,-20, -50,1380,40, + -120,1360,-20, -45,1380,-20, -50,1380,40, -120,1380,20, -120,1360,-20, + 88,1620,20, 61,1640,20, 83,1660,20, 100,1620,-74, 100,1660,-38, + 80,1640,-56, -88,1620,20, -83,1660,20, -61,1640,20, -100,1620,-74, + -80,1640,-56, -100,1660,-38, -40,1680,-110, -100,1680,-200, + -100,1580,-110, -100,1680,-20, -40,1680,-110, -100,1580,-110, + 40,1680,-110, 100,1580,-110, 100,1680,-200, 100,1680,-20, 100,1580,-110, + 40,1680,-110, + + QUADS, 0,1,2,3, 4,5,6,7, 8,9,10,11, 12,13,14,15, 16,17,18,19, + 20,21,22,23, 24,25,26,27, 28,29,30,31, 32,33,34,35, 36,37,38,39, + 40,41,42,43, 44,45,46,47, 48,49,50,51, 52,53,54,55, 56,57,58,59, + 60,61,62,63, 64,65,66,67, 68,69,70,71, 72,73,74,75, 76,77,78,79, + 80,81,82,83, 84,85,86,87, 88,89,90,91, 92,93,94,95, 96,97,98,99, + 100,101,102,103, 104,105,106,107, 108,109,110,111, 112,113,114,115, + 116,117,118,119, 120,121,122,123, 124,125,126,127, 128,129,130,131, + 132,133,134,135, 136,137,138,139, 140,141,142,143, 144,145,146,147, + 148,149,150,151, 152,153,154,155, 156,157,158,159, 160,161,162,163, + 164,165,166,167, 168,169,170,171, 172,173,174,175, 176,177,178,179, + 180,181,182,183, + + TRIANGLES, 184,185,186, 187,188,189, 190,191,192, 193,194,195, + 196,197,198, 199,200,201, 202,203,204, 205,206,207, 208,209,210, + 211,212,213, 214,215,216, 217,218,219, 220,221,222, 223,224,225, + 226,227,228, 229,230,231, 232,233,234, 235,236,237, 238,239,240, + 241,242,243, 244,245,246, 247,248,249, 250,251,252, 253,254,255, + 256,257,258, 259,260,261, 262,263,264, 265,266,267, 268,269,270, + + ENDOFDATA +}; + +static unsigned short classic_bishop_data[] = { + SPIN,16, + 400,0,SEAM,400,200,SEAM,250,300,SEAM,250,400,SEAM,150,700,SEAM,120,940, + SEAM,250,940,SEAM,170,1100,SEAM,170,1220,SEAM,220,1320,SEAM,220,1480, + SEAM,100,1600,SEAM,80,1700,SEAM,120,1770,SEAM,80,1840,0,1840, + ENDOFDATA +}; + +static unsigned short classic_queen_data[] = { + SPIN,16, + 480,0,SEAM,480,220,SEAM,340,400,SEAM,340,500,SEAM,180,800,SEAM,140,1180, + SEAM,290,1180,SEAM,180,1360,SEAM,180,1520,SEAM,200,1780,SEAM,270,1920, + SEAM,240,2000,SEAM,170,2000,SEAM,95,2080,SEAM,70,2080,SEAM,90,2140, + SEAM,70,2200,0,2200, + ENDOFDATA +}; + +static unsigned short classic_king_data[] = { + SPIN,16, + 500,0,SEAM,500,200,SEAM,350,300,SEAM,350,460,SEAM,200,760,SEAM,140,1260, + SEAM,300,1260,SEAM,200,1460,SEAM,200,1560,SEAM,280,1910,SEAM,160,1970, + SEAM,160,2010,0,2010, + + VERTICES, + -30,2010,35, 30,2010,35, 30,2310,35, -30,2310,35, -90,2110,35, + -30,2110,35, -30,2210,35, -90,2210,35, 90,2110,35, 90,2210,35, + 30,2210,35, 30,2110,35, 30,2010,-35, -30,2010,-35, -30,2310,-35, + 30,2310,-35, -30,2110,-35, -90,2110,-35, -90,2210,-35, -30,2210,-35, + 30,2110,-35, 30,2210,-35, 90,2210,-35, 90,2110,-35, -90,2110,35, + -90,2210,35, -90,2210,-35, -90,2110,-35, -30,2010,35, -30,2110,35, + -30,2110,-35, -30,2010,-35, -30,2210,30, -30,2310,30, -30,2310,-30, + -30,2210,-30, 90,2110,-35, 90,2210,-35, 90,2210,35, 90,2110,35, + 30,2010,-35, 30,2110,-35, 30,2110,35, 30,2010,35, 30,2210,-35, + 30,2310,-35, 30,2310,35, 30,2210,35, -90,2210,-35, -90,2210,35, + -30,2210,35, -30,2210,-35, 30,2210,-35, 30,2210,35, 90,2210,35, + 90,2210,-35, -30,2310,-35, -30,2310,35, 30,2310,35, 30,2310,-35, + + QUADS, 0,1,2,3, 4,5,6,7, 8,9,10,11, 12,13,14,15, 16,17,18,19, + 20,21,22,23, 24,25,26,27, 28,29,30,31, 32,33,34,35, 36,37,38,39, + 40,41,42,43, 44,45,46,47, 48,49,50,51, 52,53,54,55, 56,57,58,59, + + ENDOFDATA +}; + +static unsigned short knight_data[] = { + VERTICES, SETBACKREF,0, 7910,8863,0, 7790,8863,1326, 7433,8863,2611, + 6850,8863,3817, 6059,8863,4907, 5084,8863,5847, 3955,8863,6611, + 2705,8863,7173, 1373,8863,7517, 0,8863,7633, -1373,8863,7517, + -2705,8863,7173, -3955,8863,6611, -5084,8863,5847, -6059,8863,4907, + -6850,8863,3817, -7433,8863,2611, -7790,8863,1326, -7910,8863,0, + -7790,8863,-1326, -7433,8863,-2611, -6850,8863,-3817, + -6059,8863,-4907, -5066,8863,-5896, -3955,8863,-6611, + -2705,8863,-7173, -1373,8863,-7517, 0,8863,-7633, 1373,8863,-7517, + 2705,8863,-7173, 3955,8863,-6611, 5066,8863,-5896, 6059,8863,-4907, + 6850,8863,-3817, 7433,8863,-2611, 7790,8863,-1326, -1183,11744,7939, + -1183,12003,7939, -1183,14019,6547, -1183,16307,5288, + -1183,16555,5281, -1183,20128,2191, -1134,20304,2131, + -1183,20516,2156, -1417,21874,1842, -1417,23109,2185, + -1417,23961,3121, -1417,24001,4252, 0,23917,5637, -1418,23893,5418, + -1151,23389,6664, -1151,23501,6906, -1151,23806,6987, + -1151,24102,6987, -1151,24209,7189, -1151,24371,7513, + -1151,24605,7715, -1151,24939,7674, -1313,25568,7149, + -1313,25695,7149, -1598,26707,7610, 0,26837,7841, 0,27354,8076, + -1598,27262,7839, -1598,27842,7723, 0,27919,7998, 0,28449,7606, + -1598,28309,7303, -1302,28414,6723, 0,28544,6980, 0,28540,6197, + -1187,28523,5990, -1304,28447,4204, -1158,28789,1627, + -561,28931,-1220, -357,29608,-1244, -357,30527,-1441, + -357,31249,-1837, -357,31511,-2627, -357,31511,-3484, + -357,31118,-4143, -357,30264,-4538, -436,29406,-5256, 0,29409,-5243, + -2207,29018,-6763, -914,28658,-6964, 0,26292,-7237, -1305,26324,-7143, + -806,23401,-6784, -812,20723,-6228, -796,16757,-6210, + -1559,24934,7435, -1566,24633,7460, -1531,24429,7334, + -1475,24293,7131, -1440,24203,7004, -1372,23935,7015, + -1364,23606,6868, -1389,23515,6705, -1687,28010,6952, + -1687,27926,7343, -1687,27629,7491, -1687,27324,7552, + -1687,27032,7432, -1687,26791,7148, -1642,27135,7165, + -1642,27254,7304, -1642,27397,7364, -1642,27546,7334, + -1642,27693,7261, -1642,27737,7088, -1611,10591,8159, + -888,9327,-8560, -4491,13292,1032, -3840,15084,786, -3412,17397,397, + -2937,20005,-35, -5108,11669,1240, -6344,10251,1395, -6345,10246,1248, + -5109,11664,1092, -2964,20022,-132, -3413,17393,250, -3841,15079,638, + -4491,13288,885, -3743,13207,-535, -3085,15092,-710, -2727,17642,-878, + -2569,20636,-797, -4348,11575,-324, -5584,10108,-169, + -5403,10079,-1732, -4167,11644,-1888, -2465,20842,-2651, + -2522,18130,-2392, -2905,15407,-2077, -3562,13227,-1951, + -3901,13568,-3294, -3243,15993,-3519, -2861,18863,-3735, + -2776,22447,-4309, -4486,11792,-3132, -5783,9930,-2931, + -5783,9930,-3054, -4486,11792,-3255, -2776,22438,-4430, + -2861,18863,-3858, -3243,15993,-3641, -3901,13568,-3417, + -6199,9466,4558, -5766,10642,5726, -5228,11829,6090, -4801,12891,6048, + -4155,14560,5246, -3546,16847,3719, -3334,17643,2937, + -2860,20062,1230, -4822,12054,7102, -5325,10909,7208, + -5732,9938,6026, -4026,14701,5522, -2852,20170,1447, -3319,17801,3175, + -3538,16955,3935, -4090,13256,1679, -2874,20073,676, -3706,15083,1464, + -3301,17348,1117, -5931,10206,1996, -4695,11624,1840, + -4445,11658,2844, -5681,10240,3000, -3074,17398,2202, + -3456,15117,2468, -3840,13290,2683, -4642,13358,4019, + -4257,15194,3908, -6017,10188,3746, -5237,11714,4039, + -5621,11218,5077, -5026,12862,5058, -5134,10861,-3154, + -4193,12680,-3336, 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525,520,521,524, 526,525,524,527, 527,528,529,530, 53,52,701,702, + 530,529,534,533, 531,526,527,530, 532,531,530,533, 533,534,535,536, + 536,535,540,539, 537,532,533,536, 538,537,536,539, 539,540,541,542, + 54,53,702,705, 541,540,561,563, 542,541,546,545, 543,538,539,542, + 544,543,542,545, 545,546,547,548, 548,547,552,551, 549,544,545,548, + 55,54,705,706, 550,549,548,551, 551,552,553,554, 554,553,558,557, + 555,550,551,554, 556,555,554,557, 56,55,706,709, 564,518,538,543, + 566,82,743,84, 567,565,568,566, 569,84,572,570, 57,56,709,710, + 570,572,579,581, 573,489,494,511, 573,508,612,613, 577,502,567,569, + 577,569,570,576, 577,576,605,602, 578,576,570,581, 579,572,571,580, + 58,57,710,713, 580,571,598,599, 581,579,596,597, 582,575,589,588, + 583,582,585,584, 586,584,596,595, 587,586,595,594, 588,589,592,593, + 589,590,591,592, 59,58,713,714, 590,575,583,587, 590,587,594,591, + 591,594,606,608, 592,591,608,607, 593,578,581,597, 593,592,607,604, + 595,580,599,594, 596,579,580,595, 596,584,585,597, 597,585,588,593, + 653,654,11,10, 60,59,714,61, 600,577,602,603, 601,600,603,611, + 605,576,578,604, 61,716,717,62, 610,611,620,618, 611,615,623,620, + 612,610,618,619, 613,612,619,621, 614,491,573,613, 614,613,621,622, + 615,614,622,623, 618,620,626,624, 619,618,624,625, 62,717,718,65, + 620,623,629,626, 621,619,625,627, 622,621,627,628, 623,622,628,629, + 63,60,61,62, 639,638,1097,1096, 64,63,62,65, 647,634,793,782, + 1,647,646,2, 2,646,645,3, 65,718,719,66, 3,645,644,4, 4,644,643,5, + 5,643,642,6, 6,642,641,7, 7,641,640,8, 8,640,652,9, 28,27,1096,1097, + 29,28,1097,1098, 66,719,720,69, 30,29,1098,1099, 31,30,1099,1100, + 32,31,1100,1101, 33,637,636,34, 34,636,635,35, 35,635,634,0, + 0,634,647,1, 67,64,65,66, 670,669,672,671, 671,672,673,674, + 673,672,821,820, 674,673,676,675, 675,676,677,678, 678,677,680,679, + 679,680,681,682, 68,67,66,69, 681,680,826,825, 682,681,684,683, + 683,684,685,686, 684,681,824,1114, 685,684,1114,1131, + 686,685,688,687, 687,688,689,690, 689,688,1136,1135, 69,720,721,70, + 690,689,692,691, 691,692,693,694, 692,689,1135,1134, + 693,692,1134,1133, 694,693,695,48, 695,693,1133,1132, + 696,695,1132,761, 697,696,699,698, 698,699,700,701, 699,696,761,760, + 654,655,12,11, 70,721,722,723, 700,699,760,759, 701,700,703,702, + 702,703,704,705, 703,700,759,758, 704,703,758,757, 705,704,707,706, + 706,707,708,709, 707,704,757,756, 708,707,756,755, 709,708,711,710, + 71,68,69,70, 710,711,712,713, 711,708,755,754, 713,712,715,714, + 714,715,716,61, 715,712,1158,1159, 716,715,767,766, 717,716,766,765, + 718,717,765,764, 719,718,764,763, 72,71,70,723, 722,721,1171,1170, + 723,722,725,724, 724,725,726,727, 725,722,1170,1169, 727,726,729,728, + 728,729,730,731, 73,72,723,724, 731,730,733,732, 732,733,734,735, + 733,730,1184,1183, 734,733,1183,1182, 735,734,737,736, + 736,737,738,739, 737,734,1182,1181, 738,737,1181,1180, + 739,738,741,740, 74,73,724,727, 740,741,742,83, 741,738,1180,1179, + 742,741,1179,1232, 743,742,1232,744, 749,748,751,750, 75,74,727,728, + 750,751,752,753, 753,752,870,869, 76,75,728,731, 762,763,772,773, + 763,764,771,772, 764,765,770,771, 765,766,769,770, 766,767,768,769, + 767,715,1159,1167, 768,767,1167,1164, 77,76,731,732, 774,642,822,821, + 775,639,872,871, 776,780,783,787, 776,777,829,827, 778,779,828,830, + 78,77,732,735, 780,781,782,783, 780,776,827,832, 781,780,832,831, + 783,782,793,792, 784,779,778,785, 785,778,777,786, 786,777,776,787, + 787,783,792,788, 788,792,795,799, 789,786,787,788, 79,78,735,736, + 790,785,786,789, 791,784,785,790, 792,793,794,795, 793,634,635,794, + 794,635,636,805, 795,794,805,804, 796,791,790,797, 797,790,789,798, + 798,789,788,799, 799,795,804,800, 655,656,13,12, 80,79,736,739, + 801,798,799,800, 802,797,798,801, 803,796,797,802, 806,636,637,858, + 81,80,739,740, 815,814,842,843, 817,818,825,826, 818,819,824,825, + 82,81,740,83, 823,816,817,826, 824,819,1115,1114, 827,829,836,837, + 828,779,1117,1116, 828,819,835,830, 829,777,778,830, 831,832,833,834, + 833,832,827,837, 834,833,841,840, 835,818,839,836, 836,829,830,835, + 837,836,839,838, 839,816,843,838, 840,645,646,834, 841,833,837,838, + 842,812,840,841, 842,841,838,843, 86,747,748,749, 869,870,871,872, + 872,639,112,207, 88,87,86,749, 89,88,749,750, 656,657,14,13, + 90,89,750,753, 91,58,492,485, 910,927,952,953, 911,926,956,957, + 912,925,944,945, 913,924,948,949, 914,943,950,951, 915,808,864,929, + 918,941,958,959, 919,942,946,947, 92,91,485,484, 92,56,57,91, + 920,940,954,955, 924,919,992,1015, 925,858,988,1016, 926,920,993,1013, + 927,914,986,1014, 928,909,990,1008, 929,908,996,1007, 93,55,56,92, + 930,907,979,1003, 931,906,1009,1048, 932,905,981,1001, + 933,904,980,1002, 934,923,994,1011, 935,918,987,1012, + 936,922,995,1045, 937,917,989,1010, 938,921,977,1005, + 939,916,978,1004, 94,54,55,93, 940,910,983,999, 941,911,982,1000, + 942,912,985,997, 943,913,984,998, 944,925,1016,1017, + 945,944,1017,1018, 946,942,997,1019, 947,946,1019,1020, + 948,924,1015,1021, 949,948,1021,1022, 95,94,484,477, 95,53,54,94, + 950,943,998,1023, 951,950,1023,1024, 952,927,1014,1025, + 953,952,1025,1026, 954,940,999,1027, 955,954,1027,1028, + 956,926,1013,1029, 957,956,1029,1030, 958,941,1000,1031, + 959,958,1031,1032, 96,52,53,95, 960,935,1012,1033, 961,960,1033,1034, + 961,905,935,960, 962,932,1001,1035, 963,962,1035,1036, + 963,923,932,962, 964,934,1011,1037, 965,964,1037,1038, + 965,904,934,964, 966,933,1002,1039, 967,966,1039,1040, + 967,917,933,966, 968,937,1010,1041, 969,968,1041,1042, + 969,907,937,968, 97,51,52,96, 970,930,1003,1043, 971,970,1043,1044, + 971,922,930,970, 972,936,1045,1046, 973,972,1046,1047, + 973,906,936,972, 974,931,1048,1049, 975,974,1049,1050, + 975,916,931,974, 976,915,1069,1059, 977,921,1065,1055, + 978,916,975,1050, 979,907,969,1042, 98,50,51,97, 980,904,965,1038, + 981,905,961,1034, 982,911,957,1030, 983,910,953,1026, + 984,913,949,1022, 985,912,945,1018, 986,914,951,1024, + 987,918,959,1032, 989,917,967,1040, 990,909,1063,1053, + 992,919,947,1020, 993,920,955,1028, 994,923,963,1036, + 995,922,971,1044, 996,908,1067,1057, 997,992,1020,1019, + 998,986,1024,1023, 999,993,1028,1027, + + /* The base of the knight */ + SPIN,18, + 9510,0, 9510,756, SEAM, 9134,1129, 9447,1487, + 9447,1951, 9103,2371, STEPDOWN, 8211,3083, + 7167,4242, 6662,5664, 7040,7142, STEPUP, SEAM, 7935,8560, + STEPUP, BACKREF,0, + + ENDOFDATA +}; + +static unsigned short bishop_data[] = { + VERTICES, SETBACKREF,0, 5233,26960,0, 5154,26960,909, 4918,26960,1790, + 4532,26960,2617, 4009,26960,3364, 3364,26960,4009, 2617,26960,4532, + 1790,26960,4918, 909,26960,5154, 0,26833,5233, -909,26960,5154, + -1790,26960,4918, -2617,26960,4532, -3364,26960,4009, + -4009,26960,3364, -4532,26960,2617, -4918,26960,1790, + -5154,26960,909, -5233,26960,0, -5154,26960,-909, -4918,26960,-1790, + -4532,26960,-2617, -4009,26960,-3364, -3364,26960,-4009, + -2617,26960,-4532, -1790,26960,-4918, -909,26960,-5154, 0,26833,-5233, + 909,26960,-5154, 1790,26960,-4918, 2617,26960,-4532, 3364,26960,-4009, + 4009,26960,-3364, 4532,26960,-2617, 4918,26960,-1790, 5154,26960,-909, + SETBACKREF,1, 3812,31178,0, 3765,31144,729, 3624,31040,1435, + 3395,30872,2153, 3084,30642,2820, 2701,30360,3389, 2076,29899,4102, + 1492,30015,4340, 845,30033,4442, 0,30044,4511, -657,30063,4443, + -1481,30081,4214, -2190,30081,3884, -2830,30081,3435, + -3383,30081,2883, -3831,30081,2242, -4162,30081,1534, + -4364,30081,779, -4432,30081,0, -4364,30081,-779, -4162,30081,-1534, + -3831,30081,-2242, -3383,30081,-2883, -2830,30081,-3435, + -2190,30081,-3884, -1481,30081,-4214, -657,30063,-4443, 0,30044,-4511, + 845,30033,-4442, 1492,30015,-4340, 2076,29899,-4102, 2701,30360,-3388, + 3084,30642,-2820, 3395,30872,-2153, 3624,31040,-1435, 3765,31144,-729, + 240,28546,-4957, 884,29021,-4784, 1490,29467,-4537, 2076,29899,-4102, + 2701,30360,-3388, 3084,30642,-2820, 3395,30872,-2153, + 3624,31040,-1435, 3765,31144,-729, 2177,28477,4637, 1021,27605,5037, + 1021,27605,-5042, 2170,28478,-4644, 0,26833,-5233, 0,26833,5233, + -3153,28619,-3758, 240,28546,4957, 884,29021,4784, 2076,29899,4102, + 2701,30360,3389, 3084,30642,2820, 3395,30872,2153, 3624,31040,1435, + 3765,31144,729, -719,28582,4883, 4863,28569,977, 4560,28569,1925, + 4064,28569,2815, 3465,28569,3723, 2622,28569,4448, 2621,28583,-4401, + 3473,28588,-3691, 4064,28569,-2815, 4560,28569,-1925, 4863,28569,-977, + 4965,28569,0, -1678,28619,4610, -3153,28619,3758, -2453,28619,4248, + -4248,28619,2453, -3758,28619,3153, -4831,28619,852, -4906,28619,0, + -4831,28619,-852, -4610,28619,-1678, -4248,28619,-2453, + -3758,28619,-3153, -1678,28619,-4610, -2453,28619,-4248, + -644,27895,5037, -644,27895,-5037, -4610,28619,1678, -719,28582,-4883, + 2170,28478,-4644, 1021,27605,-5042, 1021,27605,5037, 2177,28477,4637, + 0,26833,-5233, 0,26833,5233, -644,27895,-5037, -644,27895,5037, + -644,27895,5037, -644,27895,-5037, 1490,29467,-4537, 884,29021,-4784, + 240,28546,-4957, 240,28546,4957, 884,29021,4784, 3812,31178,0, + 4349,30116,-867, 4197,30001,-1705, 3948,29813,-2492, 3610,29558,-3203, + 3193,29244,-3817, 2711,28880,-4315, 4349,30116,-867, 4197,30001,-1705, + 3948,29813,-2492, 3610,29558,-3203, 3193,29244,-3817, + 2711,28880,-4315, 1608,28047,-4906, 1608,28047,4901, 2711,28880,4310, + 3193,29244,3812, 3610,29558,3198, 3948,29813,2487, 4197,30001,1701, + 4349,30116,862, 4401,30155,-176, 1490,29467,4537, 1490,29467,4537, + 4401,30155,-176, 4349,30116,862, 4197,30001,1701, 3948,29813,2487, + 3610,29558,3198, 3193,29244,3812, 2711,28880,4310, 1608,28047,4901, + 1608,28047,-4906, + + TRIANGLES, 8,127,9, 7,128,154, 2,98,3, 121,96,10, 121,10,9, 121,138,96, + 122,27,26, 27,126,28, 66,135,65, 162,42,43, 165,164,141, 80,140,95, + 103,151,150, 102,125,152, 101,155,128, 100,157,156, 124,137,122, + 33,105,34, 29,153,125, 26,124,122, + + QUADS, 22,118,87,23, 21,117,118,22, 20,116,117,21, 19,115,116,20, + 18,114,115,19, 17,113,114,18, 16,123,113,17, 15,111,123,16, 14,112,111,15, + 13,109,112,14, 12,110,109,13, 11,108,110,12, 7,154,127,8, 110,108,47,48, + 135,136,64,65, 136,137,63,64, 138,139,44,45, 139,162,43,44, 109,110,48,49, + 147,161,107,106, 166,165,141,142, 167,166,142,143, 168,167,143,144, + 169,168,144,145, 112,109,49,50, 170,169,145,146, 171,81,84,172, + 111,112,50,51, 72,88,133,134, 73,89,88,72, 74,163,89,73, 75,90,163,74, + 76,91,90,75, 77,92,91,76, 78,93,92,77, 79,94,93,78, 80,95,94,79, + 81,170,146,84, 82,171,172,83, 86,82,83,85, 130,129,131,132, 123,111,51,52, + 113,123,52,53, 114,113,53,54, 115,114,54,55, 116,115,55,56, 117,116,56,57, + 118,117,57,58, 87,118,58,59, 120,87,59,60, 119,120,60,61, 107,161,160,97, + 106,107,0,35, 105,148,147,106, 105,106,35,34, 104,149,148,105, + 104,105,33,32, 103,150,149,104, 103,104,32,31, 102,152,151,103, + 102,103,31,30, 101,128,7,6, 100,101,6,5, 100,156,155,101, 99,100,5,4, + 99,158,157,100, 98,99,4,3, 98,159,158,99, 97,98,2,1, 97,160,159,98, + 96,108,11,10, 96,138,45,46, 124,119,61,62, 47,108,96,46, 63,137,124,62, + 0,107,97,1, 29,125,102,30, 28,126,153,29, 25,119,124,26, 24,120,119,25, + 23,87,120,24, + + /* Everything above the slit */ + SPIN,18, + 8870,0,8870,731,SEAM,8519,1091,8811,1438,8811,1886,8626,2292, + STEPDOWN,6989,2980,5927,4133,5548,5735, + STEPUP,5388,7642,5228,7807,STEPDOWN,4427,8149,4057,8434, + 3493,9185,2816,13524,SEAM,2690,18532,5301,18690, + STEPUP,6810,19005,6861,19277,6804,19625,STEPDOWN,6502,19845, + SEAM,4305,20394,STEPUP,4796,20522,4924,20759,4778,20979, + STEPDOWN,SEAM,3727,21207,SEAM,3726,22181,STEPUP,SEAM,4546,22705, + SEAM,3846,23385,4718,24227,5226,25516,STEPUP,BACKREF,0, + + /* Everything below the slit */ + SPIN,36, + BACKREF,1,STEPDOWN,3548,31590,STEPDOWN,2724,32633,SEAM,1581,33500, + 2013,33901,STEPUP,2281,34500,2281,34936,STEPDOWN,1947,35372, + STEPDOWN,1233,35734,STEPDOWN,0,35891, + + ENDOFDATA +}; + +static unsigned short king_data[] = { + SPIN,20, + 11378,0,11378,856,SEAM,10928,1152, + 11302,1684,11302,2209,11065,2684, + STEPDOWN,8964,3490,7603,4841,7116,6717, + STEPUP,6911,8950,6705,9144,STEPDOWN,5678,9545,5204,9878, + 4481,10758,3696,14808,SEAM,3065,26979, + 5813,27155,STEPUP,7145,27507,7424,27812,7352,28288,7131,28533, + 5477,28882,5397,29010,5406,29363,4903,29934, + STEPDOWN,SEAM,3944,30227, + SEAM,3974,31478,4703,31849,STEPUP,4832,32092,4756,32370, + SEAM,3975,32620,6899,39055,6877,39351,2833,39514, + 2786,39612,2786,39807,2734,39856,STEPDOWN,STEPDOWN,2590,39905,0,39969, + /* The cross */ + SETBACKREF,0, + QUADSTRIP,-1613,39866,0,-1543,39866,702,-1651,40481,0,-1580,40590,702, + -1531,40917,0,-1465,41008,702, + QUADSTRIP,-1531,40917,0,-1465,41008,702,-2956,41104,0,-2829,41187,702, + -3075,41520,0,-2943,41585,702,-3075,43849,0,-2943,43805,702, + -2862,44347,0,-2739,44282,702,-1116,44636,0,-1068,44554,702, + QUADSTRIP,-1116,44636,0,-1068,44554,702,-1102,45692,0,-1054,45576,702, + -973,45829,0,-973,45747,702,973,45829,0,973,45747,702,1102,45692,0, + 1054,45576,702,1116,44636,0,1068,44554,702, + QUADSTRIP,1116,44636,0,1068,44554,702,2862,44347,0,2739,44282,702, + 3075,43849,0,2943,43805,702,3075,41520,0,2943,41585,702,2956,41104,0, + 2829,41187,702,1531,40917,0,1465,41008,702, + QUADSTRIP,1531,40917,0,1465,41008,702,1651,40481,0,1580,40590,702, + 1613,39866,0,1543,39866,702, + QUADSTRIP,-1543,39866,702,1543,39866,702,-1580,40590,702, + 1580,40590,702,-1465,41008,702,1465,41008,702,-2829,41187,702, + 2829,41187,702,-2943,41585,702,2943,41585,702,-2943,43805,702, + 2943,43805,702,-2739,44282,702,2739,44282,702,-1068,44554,702, + 1068,44554,702,-1054,45576,702,1054,45576,702,-973,45747,702, + 973,45747,702, + QUADSTRIP,-1543,39866,-702,BACKREF,0,0,-1580,40590,-702,BACKREF,0,2, + -1465,41008,-702,BACKREF,0,4, + QUADSTRIP,-1465,41008,-702,BACKREF,0,6,-2829,41187,-702,BACKREF,0,8, + -2943,41585,-702,BACKREF,0,10,-2943,43805,-702,BACKREF,0,12, + -2739,44282,-702,BACKREF,0,14,-1068,44554,-702,BACKREF,0,16, + QUADSTRIP,-1068,44554,-702,BACKREF,0,18,-1054,45576,-702, + BACKREF,0,20,-973,45747,-702,BACKREF,0,22,973,45747,-702,BACKREF,0,24, + 1054,45576,-702,BACKREF,0,26,1068,44554,-702,BACKREF,0,28, + QUADSTRIP,1068,44554,-702,BACKREF,0,30,2739,44282,-702, + BACKREF,0,32,2943,43805,-702,BACKREF,0,34,2943,41585,-702,BACKREF,0,36, + 2829,41187,-702,BACKREF,0,38,1465,41008,-702,BACKREF,0,40, + QUADSTRIP,1465,41008,-702,BACKREF,0,42,1580,40590,-702, + BACKREF,0,44,1543,39866,-702,BACKREF,0,46, + QUADSTRIP,1543,39866,-702,-1543,39866,-702,1580,40590,-702, + -1580,40590,-702,1465,41008,-702,-1465,41008,-702,2829,41187,-702, + -2829,41187,-702,2943,41585,-702,-2943,41585,-702,2943,43805,-702, + -2943,43805,-702,2739,44282,-702,-2739,44282,-702,1068,44554,-702, + -1068,44554,-702,1054,45576,-702,-1054,45576,-702,973,45747,-702, + -973,45747,-702, + ENDOFDATA +}; + +static unsigned short queen_data[] = { + SPIN,24, + 11092,0,11092,914,SEAM,10653,1284, + 11018,1798,11018,2358,10787,2866, + STEPDOWN,8739,3726,7412,5168,6937,7171, + STEPUP,6737,9556,6537,9762,STEPDOWN,5536,10191,5073,10546, + 4368,11485,3678,15137,SEAM,3259,26879, + 5966,27091,STEPUP,7332,27515,7619,27882,7545,28455,7317,28751, + 5654,29177,5538,29326,5542,29982,5377,30278, + STEPDOWN,SEAM,4194,30585, + SEAM,4226,31822,5002,32218,STEPUP,5139,32477,5058,32774, + SEAM,4227,33040,STEPDOWN,4421,34778,5042,36612,5874,38429, + STEPUP,SEAM,PATTERN,3,6018,39660,6018,39660,6804,39977, + SEAM,PATTERN,3,5015,41139,5015,41139,5673,41460, + SEAM,4349,40044, + STEPDOWN,SEAM,1381,41188, + 1396,42332,STEPDOWN,1082,43072,481,43476,0,43543, + ENDOFDATA +}; + +static unsigned short pawn_data[] = { + SPIN,16, + 7395,0,7395,609, + SEAM,7102,910,7345,1199,7345,1572,7191,1910, + STEPDOWN,5826,2484,4941,3446,4625,4781, + STEPUP,4492,6371,4358,6508, + STEPDOWN,3691,6794,2912,7657,2473,10091, + SEAM,2100,15344, + STEPUP,4518,15697,4695,15900,4649,16218,4509,16382, + STEPDOWN,SEAM,3150,16755,STEPUP,3858,17678,4303,18752,4455,19905, + 4303,21058,3858,22132, + STEPDOWN,3150,23055,2227,23763,STEPDOWN,1153,24208,0,24360, + ENDOFDATA +}; + +static unsigned short rook_data[] = { + SPIN,20, + 9374,0,9374,756,SEAM,9003,1062,9311,1487, + 9311,1951,9116,2371,8521,3083,6701,5807,SEAM,6009,7595, + 6167,7812,6138,8066,5926,8460,5216,12608, + SEAM,4883,21434, + SEAM,5140,21608, + SEAM,5176,22792, + SEAM,5953,23030, +/* SEAM,PATTERN,5,6103,26819,6143,27971,6143,27971,6143,27971,6103,26819, */ +/* SEAM,PATTERN,5, 5020,26819,5053,27971,5053,27971,5053,27971, 5020,26819, */ + SETBACKREF,0, + 6103,26819, + + SETBACKREF,1, + SPIN,20, + 5020,26819,5020,26114,4906,25858,0,25666, + + POLARQUADSTRIP,20,BACKREF,0,1,1,6143,27971,BACKREF,0,2,2,6143,27971, + BACKREF,0,3,3,6143,27971,BACKREF,0,4,4,6143,27971, + POLARQUADSTRIP,20,BACKREF,0,6,6,6143,27971,BACKREF,0,7,7,6143,27971, + BACKREF,0,8,8,6143,27971,BACKREF,0,9,9,6143,27971, + POLARQUADSTRIP,20,BACKREF,0,11,11,6143,27971,BACKREF,0,12,12,6143,27971, + BACKREF,0,13,13,6143,27971,BACKREF,0,14,14,6143,27971, + POLARQUADSTRIP,20,BACKREF,0,16,16,6143,27971,BACKREF,0,17,17,6143,27971, + BACKREF,0,18,18,6143,27971,BACKREF,0,19,19,6143,27971, + + POLARQUADSTRIP,20,1,5053,27971,BACKREF,1,1,2,5053,27971,BACKREF,1,2, + 3,5053,27971,BACKREF,1,3,4,5053,27971,BACKREF,1,4, + POLARQUADSTRIP,20,6,5053,27971,BACKREF,1,6,7,5053,27971,BACKREF,1,7, + 8,5053,27971,BACKREF,1,8,9,5053,27971,BACKREF,1,9, + POLARQUADSTRIP,20,11,5053,27971,BACKREF,1,11,12,5053,27971,BACKREF,1,12, + 13,5053,27971,BACKREF,1,13,14,5053,27971,BACKREF,1,14, + POLARQUADSTRIP,20,16,5053,27971,BACKREF,1,16,17,5053,27971,BACKREF,1,17, + 18,5053,27971,BACKREF,1,18,19,5053,27971,BACKREF,1,19, + + POLARQUADSTRIP,20,1,5020,26819,1,6103,26819, + 0,5020,26819,0,6103,26819,19,5020,26819,19,6103,26819, + POLARQUADSTRIP,20,6,5020,26819,6,6103,26819, + 5,5020,26819,5,6103,26819,4,5020,26819,4,6103,26819, + POLARQUADSTRIP,20,11,5020,26819,11,6103,26819, + 10,5020,26819,10,6103,26819,9,5020,26819,9,6103,26819, + POLARQUADSTRIP,20,16,5020,26819,16,6103,26819, + 15,5020,26819,15,6103,26819,14,5020,26819,14,6103,26819, + + POLARQUADSTRIP,20,1,5053,27971,1,6143,27971,1,5020,26819,1,6103,26819, + POLARQUADSTRIP,20,4,5020,26819,4,6103,26819,4,5053,27971,4,6143,27971, + POLARQUADSTRIP,20,6,5053,27971,6,6143,27971,6,5020,26819,6,6103,26819, + POLARQUADSTRIP,20,9,5020,26819,9,6103,26819,9,5053,27971,9,6143,27971, + POLARQUADSTRIP,20,11,5053,27971,11,6143,27971,11,5020,26819,11,6103,26819, + POLARQUADSTRIP,20,14,5020,26819,14,6103,26819,14,5053,27971,14,6143,27971, + POLARQUADSTRIP,20,16,5053,27971,16,6143,27971,16,5020,26819,16,6103,26819, + POLARQUADSTRIP,20,19,5020,26819,19,6103,26819,19,5053,27971,19,6143,27971, + + POLARQUADSTRIP,20,1,6143,27971,1,5053,27971,2,6143,27971,2,5053,27971, + 3,6143,27971,3,5053,27971,4,6143,27971,4,5053,27971, + POLARQUADSTRIP,20,6,6143,27971,6,5053,27971,7,6143,27971,7,5053,27971, + 8,6143,27971,8,5053,27971,9,6143,27971,9,5053,27971, + POLARQUADSTRIP,20,11,6143,27971,11,5053,27971,12,6143,27971,12,5053,27971, + 13,6143,27971,13,5053,27971,14,6143,27971,14,5053,27971, + POLARQUADSTRIP,20,16,6143,27971,16,5053,27971,17,6143,27971,17,5053,27971, + 18,6143,27971,18,5053,27971,19,6143,27971,19,5053,27971, + + ENDOFDATA +}; + +static double piece_size; + +static int +enumerate_ring_vertices( int steps, unsigned short *data, void *h, + void (*process_vertex)(void *h,double x,double y,double z)) +{ + int patlen = 1,i; + unsigned short *pts = data; + double dtheta = M_PI * 2 / steps; + + if( data[0] == PATTERN) { + patlen = data[1]; + pts += 2; + } + + if( pts[0] == 0) steps = 1; + + for( i=0; i < steps; i++) { + double r = pts[(i % patlen)*2] * piece_size; + double y = pts[(i % patlen)*2+1] * piece_size; + double theta = dtheta * i; + + process_vertex( h, r * cos(theta), y, r * sin(theta)); + } + + return pts + patlen * 2 - data; +} + +static void +enumerate_vertices( unsigned short *data, void *h, + void (*process_vertex)(void *h,double x,double y,double z)) +{ + while(1) { + if( data[0] == SPIN) { + int steps; + steps = data[1]; + data += 2; + + while(data[0] <= SEAM) { + if( data[0] == SETBACKREF || data[0] == BACKREF) { + data += 2; + continue; + } else if( data[0] == STEPUP) { + steps *= 2; + data++; + continue; + } else if( data[0] == STEPDOWN) { + steps /= 2; + data++; + continue; + } else if( data[0] == SEAM) { + data ++; + /* Visit seam vertices twice */ + enumerate_ring_vertices( steps, data, + h, process_vertex); + data += enumerate_ring_vertices( steps, data, + h, process_vertex); + } else { + data += enumerate_ring_vertices( steps, data, + h, process_vertex); + } + } + } else if( data[0] == POLARQUADSTRIP) { + int steps = data[1]; + double dtheta; + data += 2; + + dtheta = M_PI * 2 / steps; + + while(data[0] <= SEAM) { + if( data[0] != BACKREF) { + double theta = dtheta * data[0]; + double r = data[1] * piece_size; + double y = data[2] * piece_size; + process_vertex( h, r * cos(theta), y, r * sin(theta)); + } + data += 3; + } + } else if( data[0] == QUADSTRIP || data[0] == VERTICES) { + data ++; + + while(data[0] <= SEAM) { + if( data[0] == SETBACKREF) { + data += 2; + continue; + } + + if( data[0] != BACKREF) { + double x = (signed short)data[0] * piece_size; + double y = data[1] * piece_size; + double z = (signed short)data[2] * piece_size; + process_vertex( h, x, y, z); + } + data += 3; + } + } else if( data[0] == QUADS || data[0] == TRIANGLES) { + data ++; + while( data[0] <= SEAM) data++; + } else { + break; + } + } +} + +static void +enumerate_ring_faces( int basevertex, int steps, + int prevbase, int prevsteps, void *h, int *count_ret, + void (*process_face)(void *h,int v1,int v2,int v3,int v4)) +{ + int i,j; + + if( steps == 1) { + for( i=0; i < prevsteps; i++) { + process_face( h, + basevertex, + prevbase + i, + prevbase + (i ? i-1 : prevsteps-1), + -1); + if (count_ret) (*count_ret)++; + } + } else if( steps == prevsteps) { + for( i=0; i < steps; i++) { + process_face( h, + basevertex + i, + prevbase + i, + prevbase + (i ? i-1 : steps-1), + basevertex + (i ? i-1 : steps-1)); + if (count_ret) (*count_ret)++; + } + } else { + j = 0; + for( i=0;; i++) { + while( j < prevsteps && steps*(1+2*j) < prevsteps*(1+2*i)) { + process_face( h, + basevertex + (i%steps), + prevbase + ((j+1)%prevsteps), + prevbase + j, + -1); + if (count_ret) (*count_ret)++; + j++; + } + if( i == steps) break; + process_face( h, + basevertex + i, + basevertex + ((i+1)%steps), + prevbase + (j%prevsteps), + -1); + if (count_ret) (*count_ret)++; + } + } +} + +static void +enumerate_faces( unsigned short *data, void *h, int *count_ret, + void (*process_face)(void *h,int v1,int v2,int v3,int v4)) +{ + int basevertex = 0, startofvertices = 0; + int backrefs[5]; + + while(1) { + if( data[0] == SPIN) { + int steps; + int prevsteps = -1,prevbase = 0; + + steps = data[1]; + data += 2; + + while( data[0] <= SEAM) { + if( data[0] == SETBACKREF) { + backrefs[data[1]] = basevertex; + data += 2; + continue; + } + + if( data[0] == STEPUP) { + steps *= 2; + data++; + continue; + } else if( data[0] == STEPDOWN) { + steps /= 2; + data++; + continue; + } + + if( data[0] == BACKREF) { + if( prevsteps != -1) { + enumerate_ring_faces( backrefs[data[1]], steps, + prevbase, prevsteps, h, + count_ret, process_face); + } + + prevbase = backrefs[data[1]]; + data += 2; + } else { + int isseam = 0; + if( data[0] == SEAM) { + isseam = 1; + data++; + } + + if( data[0] == PATTERN) { + data += 2 + data[1]*2; + } else { + if( data[0] == 0) steps = 1; + data += 2; + } + + if( prevsteps != -1) { + enumerate_ring_faces( basevertex, steps, + prevbase, prevsteps, h, + count_ret, process_face); + } + + if( isseam) basevertex += steps; + prevbase = basevertex; + basevertex += steps; + } + + prevsteps = steps; + } + } else if( data[0] == POLARQUADSTRIP || data[0] == QUADSTRIP) { + int v0=-1,v1=0,v2,v3; + if( data[0] == POLARQUADSTRIP) data += 2; + else data ++; + while(data[0] <= SEAM) { + if( data[0] == BACKREF) { + v2 = backrefs[data[1]]+data[2]; + } else { + v2 = basevertex; + basevertex++; + } + if( data[3] == BACKREF) { + v3 = backrefs[data[4]]+data[5]; + } else { + v3 = basevertex; + basevertex++; + } + data += 6; + if( v0 != -1) { + process_face( h, v0, v1, v3, v2); + if (count_ret) (*count_ret)++; + } + v0 = v2; + v1 = v3; + } + } else if( data[0] == VERTICES) { + data ++; + startofvertices = basevertex; + while( data[0] <= SEAM) { + if( data[0] == SETBACKREF) { + backrefs[data[1]] = basevertex; + data += 2; + continue; + } + data += 3; + basevertex ++; + } + } else if( data[0] == QUADS) { + data ++; + while( data[0] <= SEAM) { + process_face( h, + data[0] + startofvertices, + data[1] + startofvertices, + data[2] + startofvertices, + data[3] + startofvertices); + if (count_ret) (*count_ret)++; + data += 4; + } + } else if( data[0] == TRIANGLES) { + data ++; + while( data[0] <= SEAM) { + process_face( h, + data[0] + startofvertices, + data[1] + startofvertices, + data[2] + startofvertices, -1); + if (count_ret) (*count_ret)++; + data += 3; + } + } else { + break; + } + } +} + +static void +normalize( float v[3]) { + float d = sqrt(v[0]*v[0]+v[1]*v[1]+v[2]*v[2]); + + if( d == 0.0) { + /* The direction is undefined - normalize it anyway */ + v[0] = 1.0; + v[1] = 0.0; + v[2] = 0.0; + return; + } + + v[0] /= d; + v[1] /= d; + v[2] /= d; +} + +static void +normcrossprod( float v1[3], float v2[3], float out[3]) +{ + out[0] = v1[1] * v2[2] - v1[2] * v2[1]; + out[1] = v1[2] * v2[0] - v1[0] * v2[2]; + out[2] = v1[0] * v2[1] - v1[1] * v2[0]; + normalize( out); +} + +#define vectordiff(v1,v2,out) \ + ((out)[0] = (v1)[0] - (v2)[0], \ + (out)[1] = (v1)[1] - (v2)[1], \ + (out)[2] = (v1)[2] - (v2)[2]) + +#define vectoradd(v1,v2) \ + ((v1)[0] += (v2)[0], \ + (v1)[1] += (v2)[1], \ + (v1)[2] += (v2)[2]) + +static int numverts; +static float *vertices; +static float *normals; + +static void +count_vertex( void *dummy, double x, double y, double z) +{ + numverts++; +} + +static void +add_normal( void *dummy, int v1, int v2, int v3, int v4) +{ + float surfnormal[3],d1[3],d2[3]; + + if( v4 == -1) { + vectordiff( vertices + 3 * v2, vertices + 3 * v1, d1); + vectordiff( vertices + 3 * v3, vertices + 3 * v1, d2); + normcrossprod( d1, d2, surfnormal); + vectoradd( normals + 3 * v1, surfnormal); + vectoradd( normals + 3 * v2, surfnormal); + vectoradd( normals + 3 * v3, surfnormal); + } else { + vectordiff( vertices + 3 * v2, vertices + 3 * v1, d1); + vectordiff( vertices + 3 * v4, vertices + 3 * v1, d2); + normcrossprod( d1, d2, surfnormal); + vectoradd( normals + 3 * v1, surfnormal); + vectordiff( vertices + 3 * v3, vertices + 3 * v2, d1); + vectordiff( vertices + 3 * v1, vertices + 3 * v2, d2); + normcrossprod( d1, d2, surfnormal); + vectoradd( normals + 3 * v2, surfnormal); + vectordiff( vertices + 3 * v4, vertices + 3 * v3, d1); + vectordiff( vertices + 3 * v2, vertices + 3 * v3, d2); + normcrossprod( d1, d2, surfnormal); + vectoradd( normals + 3 * v3, surfnormal); + vectordiff( vertices + 3 * v1, vertices + 3 * v4, d1); + vectordiff( vertices + 3 * v3, vertices + 3 * v4, d2); + normcrossprod( d1, d2, surfnormal); + vectoradd( normals + 3 * v4, surfnormal); + } +} + +static void +collect_vertex( void *curvert, double x, double y, double z) +{ + (*(float**)curvert)[0] = x; + (*(float**)curvert)[1] = y; + (*(float**)curvert)[2] = z; + (*(float**)curvert) += 3; +} + +static void +draw_face( void *dummy, int v1, int v2, int v3, int v4) +{ + glBegin( v4 == -1 ? GL_TRIANGLES : GL_QUADS); + glNormal3f( normals[v1*3], normals[v1*3+1], normals[v1*3+2]); + glVertex3f( vertices[v1*3], vertices[v1*3+1], vertices[v1*3+2]); + glNormal3f( normals[v2*3], normals[v2*3+1], normals[v2*3+2]); + glVertex3f( vertices[v2*3], vertices[v2*3+1], vertices[v2*3+2]); + glNormal3f( normals[v3*3], normals[v3*3+1], normals[v3*3+2]); + glVertex3f( vertices[v3*3], vertices[v3*3+1], vertices[v3*3+2]); + if( v4 != -1) { + glNormal3f( normals[v4*3], normals[v4*3+1], normals[v4*3+2]); + glVertex3f( vertices[v4*3], vertices[v4*3+1], vertices[v4*3+2]); + } + glEnd(); +} + +static int +draw_piece( unsigned short *piece_data) +{ + int i; + float *curvert; + int count = 0; + + /* Count how many vertices this piece has */ + enumerate_vertices( piece_data, NULL, count_vertex); + + /* Allocate memory for the vertices and for the vertex normals */ + vertices = malloc( sizeof(float) * 3 * numverts); + normals = malloc( sizeof(float) * 3 * numverts); + if( !vertices || !normals) exit(1); + + /* Collect the vertex coordinates */ + curvert = vertices; + enumerate_vertices( piece_data, &curvert, collect_vertex); + + /* Zero out the normals */ + for( i=0; i < numverts * 3; i++) { + normals[i] = 0.0; + } + + /* Add up all the face normals at each vertex */ + enumerate_faces( piece_data, NULL, NULL, add_normal); + + /* Normalize the vertex normals */ + for( i=0; i < numverts; i++) { + normalize( normals + i * 3); + } + + /* Now draw the faces */ + enumerate_faces( piece_data, NULL, &count, draw_face); + + free( normals); + free( vertices); + + if (count <= 1) abort(); + return count; +} + +void chessmodels_gen_lists( int classic, int poly_count[PIECES]) { + + Bool queen_only_p = classic < 0; + if (classic < 0) classic = 0; + + piece_size = classic ? 0.095 / 100 : 0.3 / 8192; + + glGenLists (20); /* this is horrible! List numbers are hardcoded! */ + + glNewList(QUEEN, GL_COMPILE); + poly_count[QUEEN] = draw_piece( classic ? classic_queen_data : queen_data); + glEndList(); + + if (queen_only_p) return; + + glNewList(KING, GL_COMPILE); + poly_count[KING] = draw_piece( classic ? classic_king_data : king_data); + glEndList(); + + glNewList(BISHOP, GL_COMPILE); + poly_count[BISHOP] = draw_piece( classic ? classic_bishop_data : bishop_data); + glEndList(); + + glNewList(KNIGHT, GL_COMPILE); + poly_count[KNIGHT] = draw_piece( classic ? classic_knight_data : knight_data); + glEndList(); + + glNewList(ROOK, GL_COMPILE); + poly_count[ROOK] = draw_piece( classic ? classic_rook_data : rook_data); + glEndList(); + + glNewList(PAWN, GL_COMPILE); + poly_count[PAWN] = draw_piece( classic ? classic_pawn_data : pawn_data); + glEndList(); +} |