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maze.dat
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Text File
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1997-07-18
|
102KB
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1,642 lines
#_________________________________________________________________________
#|
#| maze.dat - maze description file
#|
#| this file holds the data for the maze. The maze has twelve centers,
#| each has circular walls around it. the file uses a free format.
#| Comments start with a '#' and extend to the end of the line
#| the format is very simple:
#|
#| level(num);
#| center(midpoint, exernalpoint);
#| cirlce(rotation, wall, gap, wall, gap, ... wall, gap) ;
#| end();
#|
#| you can have more then one level (simply use the keyword level, right after
#| the last circle of the level, followed by its centers and circles)
#| Just as that you can have more then one center per level, and more then one
#| circle per center.
#| the midpoint in the center specification is formed byt the tree x,y,x
#| coordinats of the actual center position, the externalpoint is a point
#| outside. there is a fixed rotation (PI/DEPTH defined in maze.h) that
#| determines the radius of the circles.
#| the keyword circle followed by
#| a fp number specifying an overall orientation of that circle (rotated
#| counter clockwise around its center). and followed by pairs of
#| numbers specifying the size of a wall segment and the size of a
#| empty (hole) segment. Whenever the total size does not add up
#| to 2*pi the size of the first wall is reduced. It is an error to make
#| walls of negative, or zero size.
#|
#| The last circle of the last center of the last level should be followed by the
#| keyword 'end'
#|
#| normally the constants are seperated by a comma, but if you use a '|'
#| instead, the wall with have caps on that end, so
#| in the sequence circle(offset, wall, empty | wall | empty ), the second
#| wall has caps on both sides (the other wall is supposely running into
#| on other section of wall)
#|
#| for this definition below the centers of a dodecahedron are used
#| as seen from the initial rotation of the maze the are numbered as:
#| 4
#| 1 0
#| 10 8
#| 3 2
#| 5
#| center 11 is behind 10, 9 behind 8, 6 behind 4 and 7 behind 5
#|
#| NOTE: this is not a really clear explanation of the format used, nor can you
#| edit it freely.
#| NOTE ALSO: this file is interpreted at run time.
#|
#| (c) Frans van Hoesel, Xtreme graphics software
#/
# the formula for the openings in the walls is 1.0 / (n+0.5)
# this might not be the absolute correct formula, but it works for me
level(1);
#center 0
center (0.850650808, 0.525731112, 0, 0.850650808, -0.525731112, 0);
circle (0.0 | 4.283185307 | 2.0 );
circle (1.2 | 1.774925988 | 0.666666666 | 3.174925988 | 0.666666666 );
circle (0.0 | 2.094395102 | 0.4 | 1.694395102 | 0.4 | 1.294395102 |
0.4 );
circle (0.671175673 | 2.257559 | 0.285714285 | 3.4541969 | 0.285714285);
circle (0.258 | 3.133529697, 2.326430309, 0.601 | 0.222222222);
circle (0.935, 0.458185, 5.825);
#center 1
center (-0.850650808, 0.525731112, 0, -0.850650808, -0.52573112, 0);
circle (0.0 | 4.283185307 | 2.0 );
circle (1.2 | 1.774925988 | 0.666666666 | 3.174925988 | 0.666666666 );
circle (0.0 | 2.094395102 | 0.4 | 1.694395102 | 0.4 | 1.294395102 |
0.4 );
circle (0.3507 | 1.199242 | 0.285714285 | 1.685082042 | 0.285714285 |
1.285082042 |
0.285714285 | 0.970922776 | 0.285714285 );
circle (3.19, 1.453389, 2.3215, 1.95329627, 0.555);
circle (3.225, 0.005, 6.2781);
#center 2
center (0.850650808, -0.52573112, 0, 0, 0.850650808, 0.525731112);
circle (0.0 | 4.283185307 | 2.0 );
circle (1.2 | 1.774925988 | 0.666666666 | 3.174925988 | 0.666666666 );
circle (0.0 | 2.094395102 | 0.4 | 1.694395102 | 0.4 | 1.294395102 |
0.4 );
circle (1.7180, 1.367471 | 0.285714285 | 4.0, 0.63 );
circle (2.8982222, 1.180485 | 1.510, 0.538 , 1.7937, 0.713, 0.548);
#center 3
center (-0.850650808, -0.52573112, 0, 0, -0.850650808, 0.525731112);
circle (0.0 | 4.283185307 | 2.0 );
circle (1.2 | 1.774925988 | 0.666666666 | 3.174925988 | 0.666666666 );
circle (0.0 | 2.094395102 | 0.4 | 1.694395102 | 0.4 | 1.294395102 |
0.4 );
circle (5.3757 | 1.214285715 | 0.285714285 | 1.984196899 | 0.285714285 | 2.227559838 | 0.285714285 );
circle (5.71, 2.710000, 3.573185307);
circle (0.546, 0.390185307, 5.893);
#center 4
center (0, 0.850650808, 0.525731112, 0, 0.850650808, -0.52573112);
circle (0.0 | 4.283185307 | 2.0 );
circle (1.2 | 1.774925988 | 0.666666666 | 3.174925988 | 0.666666666 );
circle (0.0 | 2.094395102 | 0.4 | 1.694395102 | 0.4 | 1.294395102 |
0.4 );
circle (0.2857 | 1.015082 | 0.285714285 | 1.155082042, 0.685714285 |
1.085082042 | 0.685714285, 1.085082042 | 0.285714285 );
circle (5.15, 2.012185, 2.313, 1.468, 0.49);
circle (4.3 | 0.184, 6.099185307 );
#center 5
center (0, -0.850650808, 0.525731112, 0, -0.850650808, -0.52573112);
circle (0.0 | 4.283185307 | 2.0 );
circle (1.2 | 1.774925988 | 0.666666666 | 3.174925988 | 0.666666666 );
circle (0.0 | 2.094395102 | 0.4 | 1.694395102 | 0.4 | 1.294395102 |
0.4 );
circle (0.8417 | 0.625472, 0.629714 | 4.396, 0.632);
circle (0.95, 0.0001185, 6.282); # invisible, but empty circles are not supported
circle (2.02336, 0.175185, 6.1080);
#center 6
center (0, 0.850650808, -0.52573112, 0.525731112, 0, 0.850650808);
circle (0.0 | 4.283185307 | 2.0 );
circle (1.2 | 1.774925988 | 0.666666666 | 3.174925988 | 0.666666666 );
circle (0.0 | 2.094395102 | 0.4 | 1.694395102 | 0.4 | 1.294395102 |
0.4 );
circle (0.4857 | 1.085082042 | 0.285714285 | 1.485082042 | 0.285714285 |
1.085082042 | 0.285714285 | 1.485082042 | 0.285714285 );
circle (1.218 | 2.4, 1.2 , 1.18732603 | 0.222222222 | 1.051414839 | 0.222222222);
#center 7
center (0, -0.850650808, -0.52573112, 0.525731112, 0, -0.850650808);
circle (0.0 | 4.283185307 | 2.0 );
circle (1.2 | 1.774925988 | 0.666666666 | 3.174925988 | 0.666666666 );
circle (0.0 | 2.094395102 | 0.4 | 1.694395102 | 0.4 | 1.294395102 |
0.4 );
circle (0.3467 | 1.111675 | 0.285714285 | 2.825 | 0.640, 1.135082042 | 0.285714285 );
circle (1.45, 0.500780, 0.25222 | 1.713222, 3.816963085);
circle (3.2915, 0.158185, 6.1250);
#center 8
center (0.525731112, 0, 0.850650808, -0.52573112, 0, 0.850650808);
circle (0.0 | 4.283185307 | 2.0 );
circle (1.2 | 1.774925988 | 0.666666666 | 3.174925988 | 0.666666666 );
circle (0.0 | 2.094395102 | 0.4 | 1.694395102 | 0.4 | 1.294395102 |
0.4 );
circle (2.856131265 | 2.227587 | 0.285714285 | 1.599227858 | 0.285714285 |
1.599227858 | 0.285714285);
circle (0.16, 1.279122, 0.51, 1.970963085, 2.5231);
circle (0.76, 0.005, 6.2781);
#center 9
center (0.525731112, 0, -0.850650808, -0.52573112, 0, -0.850650808);
circle (0.0 | 4.283185307 | 2.0 );
circle (1.2 | 1.774925988 | 0.666666666 | 3.174925988 | 0.666666666 );
circle (0.0 | 2.094395102 | 0.4 | 1.694395102 | 0.4 | 1.294395102 |
0.4 );
circle (5.012248 | 2.866757 | 0.285714285 | 2.845 | 0.285714285 );
circle (4.4460, 0.703, 0.557, 0.2050, 0.522 | 2.482185307 | 1.815);
circle (5.56, 0.173185, 6.11);
#center 10
center (-0.52573112, 0, 0.850650808, 0.850650808, 0.525731112, 0);
circle (0.0 | 4.283185307 | 2.0 );
circle (1.2 | 1.774925988 | 0.666666666 | 3.174925988 | 0.666666666 );
circle (0.0 | 2.094395102 | 0.4 | 1.694395102 | 0.4 | 1.294395102 |
0.4 );
circle (2.28, 1.340519, 0.688 | 1.085082042 | 0.285714285 |
2.25587, 0.628 );
circle (2.9002222, 0.71, 0.54 , 0.60 | 0.222222222 | 2.410963778, 1.8);
#center 11
center (-0.52573112, 0, -0.850650808, -0.850650808, 0.525731112, 0);
circle (0.0 | 4.283185307 | 2.0 );
circle (1.2 | 1.774925988 | 0.666666666 | 3.174925988 | 0.666666666 );
circle (0.0 | 2.094395102 | 0.4 | 1.694395102 | 0.4 | 1.294395102 |
0.4 );
circle (0.7857 | 2.501593 | 0.64, 2.855878369 | 0.285714285 );
circle (4.46, 0.593312 | 0.222222222 | 1.034414839 | 0.222222222 | 1.034414839 |
0.222222222 | 0.627414839, 0.6292 | 0.626777,1.070963085);
# number of nodes that follow is 1441
node( 0, 0, 0.880087, 0.461163, 0.113031, 1, 11, 134);
node( 1, 0, 0.904840, 0.421111, 0.062688, 0, 2, 134);
node( 2, 0, 0.913043, 0.407838, -0.004453, 1, 3);
node( 3, 0, 0.902499, 0.424899, -0.070400, 2, 4);
node( 4, 0, 0.876032, 0.467724, -0.117484, 3, 5);
node( 5, 0, 0.840734, 0.524837, -0.133088, 4, 6, 140);
node( 6, 0, 0.806064, 0.580935, -0.113031, 5, 7, 140);
node( 7, 0, 0.781310, 0.620987, -0.062688, 6, 8);
node( 8, 0, 0.773107, 0.634260, 0.004453, 7, 9, 119);
node( 9, 0, 0.783651, 0.617199, 0.070400, 8, 10, 119);
node( 10, 0, 0.810118, 0.574374, 0.117484, 9, 11, 119);
node( 11, 0, 0.845416, 0.517261, 0.133088, 10, 0);
node( 12, 0, 0.863714, 0.433708, 0.256700, 13, 36);
node( 13, 0, 0.895870, 0.381679, 0.227460, 12, 14);
node( 14, 0, 0.923192, 0.337470, 0.183928, 13, 15, 133);
node( 15, 0, 0.943965, 0.303860, 0.128839, 14, 16, 133);
node( 16, 0, 0.956882, 0.282959, 0.065655, 15, 17);
node( 17, 0, 0.961133, 0.276081, -0.001655, 16, 18);
node( 18, 0, 0.956450, 0.283659, -0.068861, 17, 19);
node( 19, 0, 0.943127, 0.305216, -0.131740, 18, 20);
node( 20, 0, 0.922001, 0.339398, -0.186341, 19, 21, 218);
node( 21, 0, 0.894400, 0.384057, -0.229234, 20, 22, 218);
node( 22, 0, 0.862059, 0.436386, -0.257723, 21, 23);
node( 23, 0, 0.827009, 0.493098, -0.270019, 22, 24, 139);
node( 24, 0, 0.791452, 0.550630, -0.265348, 23, 25, 139);
node( 25, 0, 0.757624, 0.605366, -0.244004, 24, 26, 139);
node( 26, 0, 0.727648, 0.653867, -0.207329, 25, 27);
node( 27, 0, 0.703410, 0.693087, -0.157626, 26, 28);
node( 28, 0, 0.686431, 0.720559, -0.098020, 27, 29, 256);
node( 29, 0, 0.677778, 0.734558, -0.032254, 28, 30, 256);
node( 30, 0, 0.677997, 0.734205, 0.035538, 29, 31);
node( 31, 0, 0.687071, 0.719522, 0.101098, 30, 32);
node( 32, 0, 0.704432, 0.691431, 0.160305, 31, 33);
node( 33, 0, 0.728989, 0.651698, 0.209439, 32, 34);
node( 34, 0, 0.759198, 0.602818, 0.245414, 33, 35);
node( 35, 0, 0.793162, 0.547864, 0.265968, 34, 36, 216);
node( 36, 0, 0.828746, 0.490288, 0.269811, 35, 12, 216);
node( 37, 0, 0.836247, 0.388481, 0.387006, 38, 73);
node( 38, 0, 0.869806, 0.334181, 0.362988, 37, 39);
node( 39, 0, 0.900749, 0.284114, 0.328527, 38, 40, 258);
node( 40, 0, 0.928185, 0.239722, 0.284615, 39, 41, 258);
node( 41, 0, 0.951325, 0.202281, 0.232516, 40, 42);
node( 42, 0, 0.969503, 0.172869, 0.173727, 41, 43);
node( 43, 0, 0.982196, 0.152331, 0.109941, 42, 44);
node( 44, 0, 0.989039, 0.141259, 0.042991, 43, 45);
node( 45, 0, 0.989835, 0.139970, -0.025195, 44, 46);
node( 46, 0, 0.984562, 0.148503, -0.092656, 45, 47);
node( 47, 0, 0.973370, 0.166611, -0.157452, 46, 48);
node( 48, 0, 0.956583, 0.193773, -0.217718, 47, 49);
node( 49, 0, 0.934683, 0.229209, -0.271720, 48, 50, 217);
node( 50, 0, 0.908299, 0.271899, -0.317906, 49, 51, 217);
node( 51, 0, 0.878191, 0.320614, -0.354947, 50, 52);
node( 52, 0, 0.845225, 0.373954, -0.381776, 51, 53);
node( 53, 0, 0.810350, 0.430383, -0.397622, 52, 54);
node( 54, 0, 0.774569, 0.488278, -0.402029, 53, 55, 260);
node( 55, 0, 0.738910, 0.545975, -0.394870, 54, 56, 260);
node( 56, 0, 0.704401, 0.601812, -0.376352, 55, 57);
node( 57, 0, 0.672033, 0.654184, -0.347007, 56, 58);
node( 58, 0, 0.642739, 0.701584, -0.307679, 57, 59);
node( 59, 0, 0.617359, 0.742649, -0.259500, 58, 60);
node( 60, 0, 0.596626, 0.776196, -0.203856, 59, 61);
node( 61, 0, 0.581135, 0.801261, -0.142346, 60, 62, 255);
node( 62, 0, 0.571331, 0.817124, -0.076742, 61, 63, 255);
node( 63, 0, 0.567498, 0.823326, -0.008930, 62, 64);
node( 64, 0, 0.569744, 0.819691, 0.059139, 63, 65);
node( 65, 0, 0.578007, 0.806323, 0.125506, 64, 66);
node( 66, 0, 0.592047, 0.783606, 0.188263, 65, 67);
node( 67, 0, 0.611461, 0.752193, 0.245604, 66, 68);
node( 68, 0, 0.635690, 0.712989, 0.295879, 67, 69);
node( 69, 0, 0.664038, 0.667121, 0.337643, 68, 70);
node( 70, 0, 0.695688, 0.615910, 0.369693, 69, 71);
node( 71, 0, 0.729731, 0.560827, 0.391108, 70, 72, 144);
node( 72, 0, 0.765187, 0.503458, 0.401271, 71, 73, 144);
node( 73, 0, 0.801036, 0.445453, 0.399890, 72, 37);
node( 74, 0, 0.796932, 0.328908, 0.506674, 75, 115, 289);
node( 75, 0, 0.829741, 0.275822, 0.485234, 74, 76, 289);
node( 76, 0, 0.860878, 0.225442, 0.456141, 75, 77, 257);
node( 77, 0, 0.889853, 0.178560, 0.419855, 76, 78, 257);
node( 78, 0, 0.916208, 0.135916, 0.376948, 77, 79, 257);
node( 79, 0, 0.939528, 0.098183, 0.328096, 78, 80);
node( 80, 0, 0.959445, 0.065956, 0.274070, 79, 81);
node( 81, 0, 0.975646, 0.039743, 0.215721, 80, 82);
node( 82, 0, 0.987874, 0.019958, 0.153970, 81, 83);
node( 83, 0, 0.995937, 0.006912, 0.089791, 82, 84);
node( 84, 0, 0.999707, 0.000812, 0.024197, 83, 85);
node( 85, 0, 0.999125, 0.001753, -0.041780, 84, 86);
node( 86, 0, 0.994201, 0.009721, -0.107098, 85, 87);
node( 87, 0, 0.985012, 0.024589, -0.170726, 86, 88);
node( 88, 0, 0.971702, 0.046124, -0.231662, 87, 89);
node( 89, 0, 0.954482, 0.073987, -0.288945, 88, 90);
node( 90, 0, 0.933624, 0.107736, -0.341671, 89, 91);
node( 91, 0, 0.909456, 0.146841, -0.389009, 90, 92);
node( 92, 0, 0.882359, 0.190684, -0.430211, 91, 93);
node( 93, 0, 0.852761, 0.238575, -0.464629, 92, 94);
node( 94, 0, 0.821129, 0.289757, -0.491720, 93, 95);
node( 95, 0, 0.787961, 0.343424, -0.511055, 94, 96);
node( 96, 0, 0.753780, 0.398729, -0.522331, 95, 97);
node( 97, 0, 0.719126, 0.454800, -0.525370, 96, 98, 259);
node( 98, 0, 0.684546, 0.510754, -0.520123, 97, 99, 259);
node( 99, 0, 0.650583, 0.565706, -0.506674, 98, 100);
node( 100, 0, 0.617774, 0.618791, -0.485234, 99);
node( 101, 0, -0.050064, -0.778204, -0.626013, 102, 252, 1341);
node( 102, 0, 0.018340, -0.773735, -0.633244, 101, 103, 1341);
node( 103, 0, 0.081830, -0.787846, -0.610412, 102, 104);
node( 104, 0, 0.123393, -0.816755, -0.563636, 103, 135);
node( 105, 0, -0.880087, 0.461163, -0.113031, 106, 153, 483);
node( 106, 0, -0.904840, 0.421111, -0.062688, 105, 127, 483);
node( 107, 0, -0.113031, -0.880087, 0.461163, 108, 279, 1155);
node( 108, 0, -0.062688, -0.904840, 0.421111, 107, 109, 1155);
node( 109, 0, 0.004453, -0.913043, 0.407838, 108, 110);
node( 110, 0, 0.070400, -0.902499, 0.424899, 109, 141);
node( 111, 0, 0.626387, 0.604857, 0.491720, 112);
node( 112, 0, 0.659555, 0.551190, 0.511055, 111, 113);
node( 113, 0, 0.693735, 0.495885, 0.522331, 112, 114);
node( 114, 0, 0.728389, 0.439813, 0.525370, 113, 115);
node( 115, 0, 0.762970, 0.383860, 0.520123, 114, 74);
node( 116, 0, 0.461163, -0.113031, -0.880087, 117, 648, 1375);
node( 117, 0, 0.421111, -0.062688, -0.904840, 116, 118, 1375);
node( 118, 0, 0.407838, 0.004453, -0.913043, 117, 147);
node( 119, 9, 0.802661, 0.594849, 0.043477, 129, 9, 10, 8);
node( 120, 0, -0.778204, -0.626013, -0.050064, 124, 361, 837);
node( 121, 0, 0.961200, -0.096259, 0.258512, 122, 362);
node( 122, 363008, 0.974319, -0.117781, 0.191911, 121, 123);
node( 123, 0, 0.983232, -0.130811, 0.127060, 122, 1428);
node( 124, 0, -0.773735, -0.633244, 0.018340, 120, 125, 837);
node( 125, 0, -0.787846, -0.610412, 0.081830, 124, 126);
node( 126, 0, -0.816755, -0.563636, 0.123393, 125, 327);
node( 127, 0, -0.913043, 0.407838, 0.004453, 106, 128);
node( 128, 0, -0.902499, 0.424899, 0.070400, 127, 145);
node( 129, 0, 0.835317, 0.549573, 0.014665, 119, 1416);
node( 130, 0, -0.419166, -0.058200, 0.906042, 131, 905, 1391);
node( 131, 0, -0.408062, 0.009483, 0.912905, 130, 132, 1391);
node( 132, 0, -0.427233, 0.074625, 0.901057, 131, 388);
node( 133, 0, 0.923684, 0.355209, 0.143645, 134, 14, 15);
node( 134, 0, 0.909031, 0.403097, 0.105716, 133, 1, 0);
node( 135, 0, 0.131893, -0.852717, -0.505448, 104, 136);
node( 136, 0, 0.105053, -0.886095, -0.451441, 135, 137, 1343);
node( 137, 0, 0.050064, -0.907947, -0.416085, 136, 138, 1343);
node( 138, 0, -0.018340, -0.912416, -0.408854, 137, 249);
node( 139, 0, 0.802123, 0.551899, -0.228048, 140, 24, 23, 25);
node( 140, 0, 0.819567, 0.547852, -0.167833, 139, 5, 6);
node( 141, 0, 0.117484, -0.876032, 0.467724, 110, 142);
node( 142, 0, 0.133088, -0.840734, 0.524837, 141, 143, 1162);
node( 143, 0, 0.113031, -0.806064, 0.580935, 142, 275, 1162);
node( 144, 0, 0.768929, 0.525559, 0.364056, 216, 72, 71);
node( 145, 0, -0.876032, 0.467724, 0.117484, 128, 146);
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