CSE Artifact Page

The scene consists of triangle mesh in the form of a cluster
of crystals below a floating, cracked heart-shaped pair of crystals.

Each crystals differ slightly in its diffuse value, but each has a refractive index of 2.

There is an fully transparent ellipsoid surrounding the scene, with no diffuse.
This is the source of the circular effects and seemingly floating objects
in the background.

The floor is a transparent & diffuse box which extends well below the bottom of the screen.

Rendered with 8x8 jittered anti-aliasing and glossy reflections. Rays are 8 levels deep.
There are 2 directional and 2 spot lights (the same light setup as sculpt.ray)

The distortion in the right-most crystal is caused by abberations in the surface geometry,
as I was trying to immitate some of the features of quartz crystals I had when I was
growing up.

The crystals were modeled using maya, and then exported as .obj, and then manually converted to the .ray file format. The crystal faces were created using boolean subtracts.

Render time: about 8 hours on 5-6 computers.

Below is the entire ray file:

SBT-raytracer 1.0

camera
{
position = (-9, 5, -.5);
viewdir = (1, -.18, .05);
updir = (0, 1, 0);
}
point_light {
position=( 226.848,-189.904,-164.439 );
color=( .5,.4,.5 );
}
point_light {
position=( 36.7281,-132.236,-286.79 );
color=( .5,.5,.7 );
}
directional_light {
direction=( -0.600342,-0.796668,-0.0700644 );
color=( .6,.5,.6 );
}
directional_light {
direction=( 0.481756,-0.549951,-0.68225 );
color=( .6,.5,.6 );
}

// The box forms a plane
translate( 0, -22.5, 0,
scale( 45, 45, 45,
box {
material = {
reflective = (0.6, 0.6, .6);
diffuse = (0.2, 0.2, 0.3);
transmissive = (.8, .8, .8);
}
} ) )

rotate(1, 20, 2, 1,
translate( -4, 8, 5,
scale(35, 35, 25,
sphere {
material = {
specular = (.7, .7, .7);
reflective = (.7, .7, .7);
diffuse = (0, 0, 0);
shininess = 256.0;
transmissive = (1, 1, 1);
index = 1.5
}
}
) ) )

polymesh {
name="heart";
material={
diffuse=( 0.3,0.1,0.1);
reflective = (0.2, 0.2, .2);
specular=( 0.4,0.4,0.4);
shininess = 0.4;
transmissive=( 0.8, 0.8, 0.8 );
ambient=( 0,0,0);
index = 2.5;
};
points=( (-0.194597, 6.554872, 0.166006),
(-0.194597, 6.554872, 0.166006),
(0.222481, 6.987370, 0.166006),
(0.687401, 6.484593, 0.166006),
(0.687401, 4.898122, 0.166006),
(0.222047, 4.389720, 0.166006),
(-0.194597, 4.800472, 0.166006),
(0.265164, 6.271598, 1.720910),
(0.200279, 6.408222, 1.699588),
(-0.194163, 5.977417, 1.389760),
(-0.194163, 5.844239, 1.370733),
(0.215624, 5.615010, 1.595921),
(-0.194163, 6.950195, 0.622323),
(-0.016637, 7.054504, 0.540032),
(0.222481, 7.147560, 0.369057),
(0.232497, 5.587056, 1.581723),
(0.687835, 5.946467, 1.414177),
(0.515715, 5.831929, 1.504537),
(0.266974, 7.166031, 0.452047),
(0.687835, 6.891996, 0.668237),
(-0.052605, 7.042689, 0.782517),
(0.515720, 6.057994, 1.555545),
(0.260234, 7.169072, 1.019450),
(0.200279, 7.146294, 1.117314),
(0.232064, 6.992995, 0.166006),
(0.264729, 7.096015, -0.647334),
(0.199845, 7.048748, -0.777283),
(-0.194597, 6.827805, -0.294819),
(-0.194597, 6.834815, -0.160472),
(0.215190, 7.099978, 0.021033),
(-0.194597, 5.887194, -1.101361),
(-0.017070, 5.786334, -1.187844),
(0.222047, 5.600624, -1.246185),
(0.232064, 7.091437, 0.051200),
(0.687401, 6.857731, -0.269159),
(0.515281, 6.968482, -0.174195),
(0.266540, 5.678495, -1.280313),
(0.687401, 5.943468, -1.053107),
(-0.053039, 6.026547, -1.223008),
(0.515286, 6.974941, -0.405852),
(0.259800, 6.234663, -1.392707),
(0.199845, 6.335083, -1.389226) );

faces=( (8, 9, 7),
(11, 7, 10),
(7, 9, 10),
(1, 12, 2),
(12, 13, 2),
(2, 13, 14),
(5, 15, 6),
(10, 6, 11),
(6, 15, 11),
(5, 4, 15),
(15, 4, 17),
(4, 16, 17),
(3, 2, 19),
(19, 2, 18),
(2, 14, 18),
(20, 13, 12),
(21, 17, 16),
(18, 22, 19),
(6, 10, 1),
(10, 9, 1),
(1, 9, 12),
(4, 3, 16),
(16, 3, 19),
(9, 8, 12),
(12, 8, 20),
(23, 20, 8),
(16, 19, 21),
(19, 22, 21),
(22, 23, 21),
(23, 8, 21),
(8, 7, 21),
(7, 11, 21),
(15, 17, 11),
(11, 17, 21),
(23, 22, 20),
(22, 18, 20),
(20, 18, 13),
(18, 14, 13),
(26, 27, 25),
(29, 25, 28),
(25, 27, 28),
(5, 6, 32),
(30, 31, 6),
(6, 31, 32),
(1, 24, 28),
(29, 28, 33),
(24, 33, 28),
(34, 35, 3),
(35, 33, 3),
(24, 3, 33),
(5, 32, 4),
(37, 4, 36),
(4, 32, 36),
(38, 31, 30),
(39, 35, 34),
(36, 40, 37),
(30, 6, 27),
(27, 6, 28),
(6, 1, 28),
(4, 37, 3),
(3, 37, 34),
(27, 26, 30),
(30, 26, 38),
(41, 38, 26),
(34, 37, 39),
(37, 40, 39),
(40, 41, 39),
(41, 26, 39),
(26, 25, 39),
(25, 29, 39),
(33, 35, 29),
(29, 35, 39),
(41, 40, 38),
(40, 36, 38),
(38, 36, 31),
(36, 32, 31) );
}

polymesh {
name="crystal1";
material={
diffuse=( 0.6,0.4,0.4);
reflective = (0.2, 0.2, .2);
specular=( 0.4,0.4,0.4);
shininess = 0.4;
transmissive=( 0.8, 0.8, 0.8 );
ambient=( 0,0,0);
index = 2.5;
};
points=(
(-0.722795, -0.006709, -0.777243),
(-0.722795, -0.006709, -0.777243),
(-0.484635, -0.012098, -0.738613),
(-0.853406, 1.111956, -0.505623),
(-0.897945, 1.106273, -0.513158),
(-0.905750, 1.136512, -0.494258),
(-0.915160, 1.190261, -0.460825),
(-0.918909, 1.187995, -0.462572),
(-0.826711, 1.087858, -0.353074),
(-0.432403, -0.054888, -0.430839),
(-0.763264, 0.944380, -0.245894),
(-0.927488, 0.606687, -0.220660),
(-0.820943, -0.057075, -0.415113),
(-0.863348, 0.195019, -0.317329),
(-0.740353, -0.068421, -0.333504),
(-0.903040, 0.411592, -0.243802),
(-0.927488, 0.606687, -0.220660),
(-0.900424, 2.440528, -0.983815),
(-0.702325, 2.158200, -1.637880),
(-0.464058, -0.074089, 0.404808),
(-0.937481, -0.070415, 0.061117),
(-0.024233, -0.083803, -0.387390),
(0.209506, -0.083244, -0.341802),
(0.109103, -0.052921, -0.643183),
(0.097340, 2.254004, -1.571723),
(-0.398472, 2.639443, -0.705855),
(-0.283885, 2.309313, -0.479890),
(-0.283163, 1.029457, 0.065405),
(-0.305825, 3.506054, -1.525509),
(-0.137864, 3.368050, -1.551406),
(-0.396800, 3.436781, -1.531959),
(-0.145829, 2.601275, -0.727071),
(0.253402, 2.280370, -1.130147),
(-0.293860, 3.051511, -1.036875),
(0.271293, 0.358509, -0.335166),
(-0.108598, 1.264692, -0.251946),
(-0.024233, 1.451517, -0.406216),
(-0.003721, 1.386420, -0.401417)

);

faces=(
(2, 3, 1),
(1, 3, 4),
(4, 3, 5),
(6, 7, 3),
(5, 3, 7),
(6, 3, 8),
(3, 2, 8),
(8, 2, 10),
(2, 9, 10),
(10, 9, 11),
(12, 13, 14),
(14, 13, 15),
(11, 9, 16),
(16, 9, 15),
(14, 15, 9),
(1, 4, 18),
(4, 5, 18),
(5, 7, 18),
(7, 17, 18),
(12, 14, 20),
(22, 21, 23),
(23, 21, 9),
(21, 19, 9),
(9, 19, 14),
(19, 20, 14),
(23, 2, 24),
(24, 2, 18),
(16, 20, 11),
(7, 6, 17),
(19, 27, 20),
(20, 27, 11),
(11, 27, 10),
(27, 26, 10),
(10, 26, 8),
(8, 26, 6),
(17, 6, 25),
(26, 25, 6),
(24, 18, 29),
(28, 29, 30),
(18, 30, 29),
(32, 29, 31),
(31, 29, 33),
(28, 33, 29),
(28, 30, 33),
(30, 17, 33),
(17, 25, 33),
(24, 32, 23),
(22, 23, 34),
(32, 34, 23),
(16, 15, 20),
(15, 13, 20),
(13, 12, 20),
(33, 25, 31),
(31, 25, 26),
(30, 18, 17),
(24, 29, 32),
(27, 35, 26),
(37, 31, 36),
(31, 26, 36),
(36, 26, 35),
(34, 32, 37),
(37, 32, 31),
(36, 21, 37),
(21, 22, 37),
(34, 37, 22),
(36, 35, 21),
(35, 27, 21),
(19, 21, 27),
(23, 9, 2),
(18, 2, 1)
);
}

polymesh {
name="crystal2";
material={
diffuse=( 0.2,0.2,0.6);
reflective = (0.2, 0.2, .2);
specular=( 0.4,0.4,0.4);
shininess = 0.4;
transmissive=( 0.8, 0.8, 0.8 );
ambient=( 0,0,0);
index = 2.5;
};
points=(
(-1.154161, 1.253047, -0.440321),
(-1.154161, 1.253047, -0.440321),
(-1.086586, 1.082202, -0.545067),
(-1.095655, 0.924290, -0.585818),
(-1.163903, 1.038558, -0.497692),
(-1.172121, 1.473162, -0.299388),
(-1.203762, 1.406215, -0.255793),
(-1.129134, 1.461578, -0.305602),
(-0.803973, 1.067332, -0.223139),
(-1.098611, 0.988634, -0.135968),
(-1.203516, 0.923617, -0.272594),
(-0.853405, 1.111956, -0.505623),
(-0.783933, -0.005396, -0.786812),
(-0.871561, -0.049948, -0.466371),
(-0.484635, -0.012097, -0.738613),
(-0.740353, -0.068421, -0.333504),
(-0.432402, -0.054888, -0.430839)
);

faces=(
(1, 2, 4),
(4, 2, 3),
(9, 8, 6),
(5, 6, 7),
(8, 7, 6),
(10, 6, 4),
(4, 6, 1),
(6, 5, 1),
(5, 7, 1),
(7, 11, 1),
(1, 11, 2),
(12, 13, 3),
(10, 4, 13),
(4, 3, 13),
(14, 12, 11),
(2, 11, 3),
(3, 11, 12),
(9, 10, 15),
(15, 10, 13),
(7, 8, 11),
(9, 6, 10),
(13, 12, 14),
(16, 15, 14),
(15, 13, 14),
(16, 14, 8),
(8, 14, 11),
(16, 8, 15),
(15, 8, 9)
);
}

polymesh {
name="crystal3";
material={
diffuse=( 0.45,0.4,0.4);
reflective = (0.2, 0.2, .2);
specular=( 0.4,0.4,0.4);
shininess = 0.4;
transmissive=( 0.8, 0.8, 0.8 );
ambient=( 0,0,0);
index = 2.5;
};
points=(
(0.078340, 1.683747, 1.145216),
(0.078340, 1.683747, 1.145216),
(0.060851, 1.681249, 0.994551),
(0.039558, 1.554366, 1.055676),
(0.044874, 1.550095, 1.111408),
(-0.144015, 1.491778, 0.870447),
(-0.149427, 1.486117, 0.896579),
(-0.424899, 1.656134, 0.598190),
(-0.159425, 1.492421, 0.885275),
(-0.438539, 1.733972, 0.336666),
(-0.524069, 1.717291, 0.490948),
(-0.371163, 2.036506, 0.211585),
(-0.053003, 1.804315, 0.995730),
(-0.346811, 2.076229, 0.676893),
(-0.488239, 2.192528, 0.420576),
(-0.524069, 2.139678, 0.485768),
(-0.482878, 2.124934, 0.530182),
(-0.524069, 0.578441, 0.504913),
(-0.339414, 0.964922, 0.698464),
(0.177761, 2.480626, 1.235242),
(-0.524069, 2.457997, 0.481865),
(-0.037398, 0.518224, 1.046610),
(-0.524069, -0.072764, 0.512897),
(-0.155264, -0.063780, 0.912933),
(-0.024233, 2.869968, -0.423609),
(0.220580, 3.447701, 0.095239),
(0.986514, 2.872385, -0.226476),
(0.479211, 3.561769, 0.243018),
(0.177761, -0.063524, 1.266439),
(-0.024233, -0.083803, -0.387389),
(1.111353, 2.771845, 0.797034),
(1.006906, 2.885514, 0.844266),
(0.588308, 3.398502, 0.564956),
(-0.349212, 2.877145, 0.161733),
(0.491870, 2.888454, 1.084007),
(0.986514, -0.081386, -0.190257),
(1.111353, -0.068852, 0.831867)
);

faces=(
(2, 3, 1),
(1, 3, 4),
(4, 3, 6),
(6, 3, 5),
(6, 5, 8),
(8, 5, 7),
(5, 9, 7),
(7, 9, 10),
(11, 9, 2),
(3, 2, 5),
(9, 5, 2),
(1, 12, 2),
(2, 12, 11),
(12, 13, 11),
(11, 13, 14),
(15, 14, 16),
(16, 14, 13),
(7, 10, 18),
(18, 10, 17),
(20, 16, 19),
(16, 13, 19),
(13, 12, 19),
(18, 17, 21),
(21, 17, 23),
(23, 17, 22),
(24, 25, 26),
(26, 25, 27),
(28, 23, 29),
(23, 22, 29),
(15, 16, 20),
(8, 7, 18),
(23, 28, 21),
(28, 19, 21),
(8, 18, 6),
(12, 1, 19),
(19, 1, 21),
(1, 4, 21),
(4, 6, 21),
(6, 18, 21),
(27, 32, 26),
(30, 26, 31),
(26, 32, 31),
(20, 19, 33),
(19, 34, 33),
(33, 34, 25),
(25, 34, 27),
(32, 27, 34),
(31, 32, 34),
(33, 25, 24),
(35, 36, 29),
(36, 28, 29),
(35, 29, 26),
(26, 29, 24),
(26, 30, 35),
(35, 30, 36),
(28, 36, 19),
(19, 36, 34),
(36, 30, 34),
(30, 31, 34),
(15, 20, 14),
(24, 29, 33),
(22, 17, 29),
(10, 9, 17),
(17, 9, 29),
(20, 33, 14),
(14, 33, 11),
(33, 29, 11),
(9, 11, 29)
);
}

polymesh {
name="crystal4";
material={
diffuse=( 0.3,0.2,0.6);
reflective = (0.2, 0.2, .2);
specular=( 0.4,0.4,0.4);
shininess = 0.4;
transmissive=( 0.8, 0.8, 0.8 );
ambient=( 0,0,0);
index = 2.5;
};
points=(
(0.061644, 1.536622, 1.287229),
(0.061644, 1.536622, 1.287229),
(0.079890, 1.683968, 1.158576),
(-0.098121, 1.871725, 1.127607),
(-0.149579, 1.795279, 1.222097),
(-0.051924, 1.548285, 1.353031),
(-0.000086, 1.499588, 1.357317),
(-0.197880, 1.435437, 1.130535),
(-0.144015, 1.491778, 0.870447),
(0.039559, 1.554366, 1.055676),
(-0.330508, 1.741811, 1.213926),
(-0.304321, 1.682740, 1.245752),
(-0.471349, 2.006158, 0.107866),
(-0.777272, 2.221967, -0.012365),
(-0.790817, 2.246496, -0.012791),
(-0.622735, 2.293271, 0.107344),
(-0.392642, 2.054168, 0.172659),
(-0.793524, 2.241614, 0.001784),
(-0.776933, 1.978982, 0.350720),
(-0.693161, 2.040030, 0.556669),
(-0.720557, 2.204886, 0.282012),
(-0.361844, 1.509435, 1.049606),
(-0.701685, 1.788895, 0.433693),
(-0.640227, 1.835840, 0.198570),
(-0.498099, 1.782950, 0.228720),
(-0.589773, 2.276023, 0.236558),
(0.060852, 1.681249, 0.994551)
);

faces=(
(3, 4, 2),
(4, 5, 2),
(5, 6, 2),
(1, 2, 6),
(8, 9, 7),
(9, 1, 7),
(1, 6, 7),
(5, 4, 11),
(11, 4, 10),
(16, 12, 15),
(14, 15, 13),
(12, 13, 15),
(17, 18, 20),
(20, 18, 19),
(7, 21, 8),
(21, 22, 8),
(23, 24, 22),
(8, 22, 24),
(18, 22, 19),
(22, 21, 19),
(11, 10, 21),
(21, 10, 19),
(25, 20, 3),
(20, 19, 3),
(3, 19, 4),
(4, 19, 10),
(15, 25, 16),
(25, 3, 16),
(2, 26, 3),
(3, 26, 16),
(9, 8, 26),
(26, 8, 16),
(12, 16, 24),
(8, 24, 16),
(14, 17, 15),
(17, 20, 15),
(15, 20, 25),
(22, 18, 23),
(14, 13, 17),
(17, 13, 18),
(13, 23, 18),
(24, 23, 12),
(12, 23, 13),
(6, 5, 7),
(5, 11, 7),
(11, 21, 7),
(1, 9, 2),
(2, 9, 26)
);
}

polymesh {
name="crystal5";
material={
diffuse=( 0.6,0.4,0.4);
reflective = (0.2, 0.2, .2);
specular=( 0.4,0.4,0.4);
shininess = 0.4;
transmissive=( 0.8, 0.8, 0.8 );
ambient=( 0,0,0);
index = 2.5;
};
points=(
(-0.455692, 1.429666, 1.212550),
(-0.455692, 1.429666, 1.212550),
(-0.948580, 1.142393, 1.360623),
(-0.962371, 0.776910, 1.691450),
(-0.486587, 0.610835, 1.953740),
(-0.172151, 1.048477, 1.626791),
(-0.755123, 1.598945, 2.210622),
(-0.911592, 0.898766, 1.258013),
(-0.928011, 0.929884, 1.353841),
(-0.914703, 0.864259, 1.307383),
(-0.919643, 0.842139, 1.339540),
(-0.921515, 0.876822, 1.345268),
(-0.926691, 0.886518, 1.374501),
(-0.910472, 0.856243, 1.281466),
(-0.856557, 0.666892, 1.034365),
(-0.863836, 0.635078, 1.099199),
(-0.861030, 0.698882, 1.046865),
(-0.865925, 0.676367, 1.079573),
(-0.873092, 0.720763, 1.114530),
(-0.867890, 0.711324, 1.085341),
(-0.799960, 0.384731, 0.832903),
(-0.805876, 0.348675, 0.880948),
(-0.806455, 0.362314, 0.881994),
(-0.813953, 0.392112, 0.888022),
(-0.779826, 0.369665, 0.697980),
(-0.779057, 0.451873, 0.642486),
(-0.784595, 0.417899, 0.705815),
(-0.798670, 0.451379, 0.781627),
(-0.799287, 0.489899, 0.759778),
(-0.810361, 0.371284, 0.905459),
(-0.800922, 0.283474, 0.891091),
(-0.793098, 0.340383, 0.809778),
(-0.803286, 0.358619, 0.866243),
(-0.939232, 0.764351, 1.534713),
(-0.944002, 0.812585, 1.542547),
(-0.934566, 0.799896, 1.483489),
(-0.932461, 0.822266, 1.457034),
(-0.933592, 0.807337, 1.472765),
(-0.936299, 0.811491, 1.485339),
(-0.908086, 0.704033, 1.360075),
(-0.914901, 0.716760, 1.399324),
(-0.924592, 0.734504, 1.455318),
(-0.916907, 0.720505, 1.410874),
(-0.914968, 0.647204, 1.441613),
(-0.917059, 0.710175, 1.409190),
(-0.894509, 0.826027, 1.185744),
(-0.899763, 0.781026, 1.250406),
(-0.903738, 0.769735, 1.267406),
(-0.894274, 0.819589, 1.194706),
(-0.902966, 0.787472, 1.270300),
(-0.907811, 0.796852, 1.299125),
(-0.887695, 0.806856, 1.155567),
(-0.885518, 0.750481, 1.176784),
(-0.884181, 0.774030, 1.151152),
(-0.883694, 0.687341, 1.207592),
(-0.886231, 0.678667, 1.220502),
(-0.882056, 0.715279, 1.167925),
(-0.882776, 0.694134, 1.197796),
(-0.892871, 0.745821, 1.231411),
(-0.888682, 0.706747, 1.225065),
(-0.879472, 0.694287, 1.164543),
(-0.872536, 0.745601, 1.090857),
(-0.870255, 0.649149, 1.138961),
(-0.867886, 0.666873, 1.113566),
(-0.879384, 0.648591, 1.202946),
(-0.888558, 0.671193, 1.252465),
(-0.890816, 0.676294, 1.265108),
(-0.901948, 0.675755, 1.342955),
(-0.897165, 0.680432, 1.307171),
(-0.896009, 0.650823, 1.302353),
(-0.893232, 0.657238, 1.288455),
(-0.891868, 0.670446, 1.273618),
(-0.881206, 0.637327, 1.218378),
(-0.887101, 0.595505, 1.278355),
(-0.886786, 0.591978, 1.297184),
(-0.890790, 0.576565, 1.328505),
(-0.880907, 0.512076, 1.301109),
(-0.884491, 0.493350, 1.328423),
(-0.879525, 0.535670, 1.267607),
(-0.879472, 0.523017, 1.285341),
(-0.891889, 0.568188, 1.340578),
(-0.885297, 0.538364, 1.297164),
(-0.881996, 0.556354, 1.270965),
(-0.877137, 0.511449, 1.263673),
(-0.879392, 0.599969, 1.259862),
(-0.881363, 0.632004, 1.226005),
(-0.872785, 0.751136, 1.082992),
(-0.883815, 0.754851, 1.146970),
(-0.880287, 0.766373, 1.130257),
(-0.876574, 0.657690, 1.172119),
(-0.869228, 0.563282, 1.207419),
(-0.866998, 0.581483, 1.154699),
(-0.871621, 0.601380, 1.164836),
(-0.875805, 0.566261, 1.215322),
(-0.876579, 0.610109, 1.194855),
(-0.873912, 0.628020, 1.169202),
(-0.876258, 0.583083, 1.221727),
(-0.862040, 0.521843, 1.162018),
(-0.872349, 0.530047, 1.214355),
(-0.856435, 0.510800, 1.133214),
(-0.863230, 0.454429, 1.210954),
(-0.867288, 0.491577, 1.217021),
(-0.868257, 0.501312, 1.218628),
(-0.855303, 0.566013, 1.088553),
(-0.857461, 0.559429, 1.098419),
(-0.848576, 0.610188, 1.017054),
(-0.851001, 0.582640, 1.034703),
(-0.861496, 0.610126, 1.106659),
(-0.857309, 0.569759, 1.100102),
(-0.844040, 0.595444, 0.987026),
(-0.837062, 0.584563, 0.950464),
(-0.845846, 0.553070, 1.005716),
(-0.848227, 0.586975, 1.010277),
(-0.832292, 0.417442, 1.029807),
(-0.839745, 0.502953, 1.028604),
(-0.825846, 0.512209, 0.932015),
(-0.824419, 0.487892, 0.920321),
(-0.820841, 0.504738, 0.896236),
(-0.819083, 0.501493, 0.886218),
(-0.820227, 0.495809, 0.896131),
(-0.821608, 0.486585, 0.907602),
(-0.821764, 0.481258, 0.915234),
(-0.824441, 0.458202, 0.948292),
(-0.817311, 0.433596, 0.914826),
(-0.822398, 0.405607, 0.960194),
(-0.813280, 0.418365, 0.892908),
(-0.806199, 0.414920, 0.853957),
(-0.815094, 0.363021, 0.946141),
(-0.817467, 0.360789, 0.952916),
(-0.819928, 0.384037, 0.964566),
(-0.816207, 0.415515, 0.904551),
(-0.807432, 0.346497, 0.901453),
(-0.819875, 0.372271, 0.974569),
(-0.793063, 0.433787, 0.748907),
(-0.800345, 0.377418, 0.826557),
(-0.801752, 0.507336, 0.760790),
(-0.792437, 0.419492, 0.746506),
(-0.767822, 0.348806, 0.633428),
(-0.768921, 0.340428, 0.645501),
(-0.773638, 0.305387, 0.696035),
(-0.766205, 0.362020, 0.614419),
(-0.779250, 0.362149, 0.705255),
(-0.770628, 0.370582, 0.640734),
(-0.910644, 0.773335, 1.334015),
(-0.904226, 0.738564, 1.316607),
(-0.893482, 0.620049, 1.315427),
(-0.893596, 0.598342, 1.335811),
(-0.902219, 0.589908, 1.400331),
(-0.896606, 0.533146, 1.391112),
(-0.873419, 0.441124, 1.289586),
(-0.856207, 0.496547, 1.130785),
(-0.848488, 0.553287, 1.049304),
(-0.834786, 0.556516, 0.945906),
(-0.832073, 0.563184, 0.928843),
(-0.847966, 0.494912, 1.090121),
(-0.824893, 0.342604, 1.017652),
(-0.821310, 0.361329, 0.990338),
(-0.814028, 0.290416, 0.978821),
(-0.816266, 0.544689, 0.838966),
(-0.831156, 0.569976, 0.919047),
(-0.827176, 0.613117, 0.864286),
(-0.839501, 0.634919, 0.933104),
(-0.839885, 0.643436, 0.928638),
(-0.857995, 0.733011, 0.998041),
(-0.874412, 0.764129, 1.093871),
(-0.873387, 0.754002, 1.092223),
(-0.875237, 0.811498, 1.065548),
(-0.891871, 0.842561, 1.161339),
(-0.761307, 0.265551, 0.633340),
(-0.754087, 0.322226, 0.551729),
(-0.927123, 0.723648, 1.471055),
(-0.917416, 0.779168, 1.380367),
(-0.841249, 0.619277, 0.952779),
(-0.874692, 0.513768, 1.256912),
(-0.900226, 0.709231, 1.284888),
(-0.921094, 0.760872, 1.417430),
(-0.891904, 0.762978, 1.206856),
(-0.864427, 0.507222, 1.180472),
(-0.796060, 0.459850, 0.753125),
(-0.859431, 0.536864, 1.137431),
(-0.833885, 0.469302, 1.004657),
(-0.806561, 0.473642, 0.817600),
(-0.896023, 0.806257, 1.213919),
(-0.890193, 0.739256, 1.203033),
(-0.867733, 0.533167, 1.197205),
(-0.869691, 0.544944, 1.192681),
(-0.839602, 0.526737, 1.011787),
(-0.809087, 0.452999, 0.837324),
(-0.842622, 0.439162, 1.089561),
(-0.837009, 0.382400, 1.080341),
(-0.895660, 0.721988, 1.265658),
(-0.843199, 0.454388, 1.075871),
(-0.825700, 0.387618, 0.986394),
(-0.827503, 0.444758, 0.967584),
(-0.828283, 0.438900, 0.984534),
(-0.747923, -0.066931, 0.768152),
(-0.316861, -0.057030, 1.222989),
(-0.677743, 0.076652, 0.194533),
(-0.670395, -0.072487, 0.255013),
(-0.384943, 0.408551, 0.256369),
(-0.524069, 0.570287, 0.505012),
(-0.337661, 0.965214, 0.704366),
(-0.037398, 0.518224, 1.046610),
(-0.155264, -0.063780, 0.912933),
(-0.464058, -0.074089, 0.404808),
(-0.524069, -0.072764, 0.512897)
);

faces=(
(3, 196, 4),
(1, 2, 6),
(2, 3, 6),
(3, 4, 6),
(4, 5, 6),
(5, 1, 6),
(10, 7, 9),
(8, 10, 11),
(7, 10, 8),
(13, 143, 9),
(9, 143, 10),
(143, 12, 10),
(10, 12, 11),
(14, 15, 16),
(16, 15, 17),
(15, 18, 17),
(18, 19, 17),
(21, 22, 20),
(22, 23, 20),
(23, 126, 20),
(24, 26, 25),
(181, 28, 27),
(178, 27, 28),
(31, 30, 32),
(32, 30, 21),
(22, 21, 29),
(30, 29, 21),
(33, 34, 35),
(35, 34, 38),
(34, 36, 38),
(36, 37, 38),
(39, 43, 40),
(40, 43, 44),
(42, 44, 41),
(43, 41, 44),
(45, 48, 47),
(48, 182, 47),
(182, 46, 47),
(13, 47, 49),
(45, 47, 13),
(46, 182, 176),
(53, 52, 183),
(183, 176, 53),
(176, 182, 53),
(182, 48, 53),
(48, 51, 53),
(55, 56, 54),
(54, 56, 57),
(55, 59, 58),
(55, 58, 56),
(176, 183, 58),
(58, 183, 56),
(183, 52, 56),
(56, 60, 57),
(57, 60, 63),
(62, 63, 15),
(15, 63, 18),
(63, 60, 18),
(60, 61, 18),
(61, 19, 18),
(54, 64, 55),
(66, 59, 65),
(59, 55, 65),
(55, 64, 65),
(68, 69, 67),
(67, 69, 145),
(66, 65, 71),
(69, 70, 145),
(145, 70, 65),
(70, 71, 65),
(73, 145, 72),
(145, 65, 72),
(72, 65, 64),
(145, 73, 74),
(77, 78, 76),
(76, 78, 79),
(82, 78, 81),
(78, 77, 81),
(77, 80, 81),
(80, 75, 81),
(75, 145, 81),
(79, 78, 83),
(72, 85, 73),
(85, 84, 73),
(96, 84, 85),
(60, 86, 61),
(86, 60, 88),
(88, 60, 87),
(53, 87, 52),
(52, 87, 60),
(61, 17, 19),
(89, 62, 15),
(92, 91, 93),
(91, 90, 93),
(85, 93, 96),
(95, 92, 94),
(92, 93, 94),
(93, 85, 94),
(85, 72, 94),
(72, 64, 94),
(184, 185, 97),
(185, 91, 97),
(97, 91, 179),
(97, 98, 184),
(97, 179, 99),
(100, 101, 98),
(101, 102, 98),
(97, 177, 98),
(99, 100, 97),
(97, 100, 177),
(98, 177, 100),
(105, 106, 104),
(104, 106, 103),
(107, 104, 108),
(105, 104, 14),
(107, 14, 104),
(186, 111, 110),
(106, 111, 186),
(105, 112, 106),
(106, 112, 111),
(111, 112, 110),
(112, 109, 110),
(189, 180, 113),
(188, 180, 189),
(186, 180, 114),
(118, 119, 117),
(115, 116, 186),
(186, 116, 180),
(117, 119, 116),
(119, 120, 116),
(120, 193, 116),
(180, 116, 193),
(180, 193, 194),
(120, 121, 193),
(121, 122, 193),
(122, 121, 123),
(123, 124, 192),
(123, 192, 122),
(122, 192, 193),
(180, 194, 192),
(194, 193, 192),
(128, 126, 127),
(127, 126, 23),
(124, 128, 129),
(126, 128, 125),
(125, 128, 130),
(128, 124, 130),
(130, 124, 123),
(131, 127, 29),
(127, 23, 29),
(23, 22, 29),
(21, 20, 32),
(27, 187, 181),
(187, 134, 126),
(126, 134, 20),
(133, 134, 27),
(187, 27, 134),
(133, 27, 178),
(136, 133, 135),
(178, 28, 135),
(25, 136, 135),
(142, 140, 141),
(141, 140, 139),
(48, 45, 51),
(80, 77, 148),
(76, 149, 77),
(101, 100, 149),
(99, 150, 100),
(103, 106, 151),
(106, 186, 151),
(110, 152, 186),
(153, 115, 152),
(114, 180, 191),
(113, 155, 189),
(156, 157, 155),
(131, 30, 157),
(20, 134, 32),
(32, 134, 31),
(133, 136, 134),
(119, 118, 181),
(117, 158, 118),
(159, 160, 158),
(161, 162, 160),
(16, 163, 14),
(118, 158, 181),
(115, 186, 152),
(51, 45, 167),
(181, 158, 28),
(151, 186, 150),
(49, 50, 13),
(13, 50, 143),
(37, 36, 171),
(35, 170, 33),
(41, 43, 170),
(40, 143, 39),
(143, 144, 39),
(144, 68, 39),
(68, 67, 39),
(39, 67, 43),
(67, 145, 43),
(145, 146, 43),
(146, 147, 43),
(180, 188, 191),
(28, 158, 135),
(165, 88, 164),
(88, 166, 164),
(164, 166, 163),
(9, 7, 13),
(13, 7, 45),
(11, 12, 8),
(14, 163, 162),
(45, 7, 167),
(134, 136, 31),
(158, 160, 135),
(114, 154, 186),
(170, 43, 33),
(171, 36, 143),
(143, 36, 12),
(135, 160, 25),
(162, 163, 160),
(191, 188, 154),
(147, 148, 43),
(77, 149, 148),
(155, 157, 189),
(150, 186, 100),
(136, 25, 31),
(186, 154, 100),
(154, 188, 100),
(188, 189, 100),
(43, 148, 33),
(160, 163, 25),
(100, 189, 149),
(12, 36, 8),
(163, 166, 25),
(189, 157, 149),
(36, 34, 8),
(166, 2, 25),
(2, 197, 25),
(197, 169, 25),
(137, 140, 169),
(169, 140, 25),
(138, 168, 139),
(25, 26, 31),
(26, 24, 31),
(197, 198, 169),
(169, 198, 195),
(169, 195, 168),
(140, 142, 25),
(25, 142, 24),
(142, 141, 24),
(24, 141, 31),
(141, 139, 31),
(168, 195, 139),
(139, 195, 31),
(31, 195, 30),
(30, 195, 157),
(157, 195, 149),
(149, 3, 148),
(148, 3, 33),
(33, 3, 34),
(3, 2, 34),
(34, 2, 8),
(8, 2, 7),
(7, 2, 167),
(2, 166, 167),
(138, 137, 168),
(168, 137, 169),
(30, 131, 29),
(131, 157, 127),
(127, 157, 128),
(128, 157, 132),
(156, 132, 157),
(132, 129, 128),
(124, 129, 192),
(129, 155, 192),
(155, 113, 192),
(113, 180, 192),
(155, 129, 156),
(156, 129, 132),
(125, 187, 126),
(181, 130, 119),
(119, 130, 120),
(120, 130, 121),
(121, 130, 123),
(181, 187, 130),
(187, 125, 130),
(158, 116, 159),
(153, 159, 116),
(153, 116, 115),
(117, 116, 158),
(191, 154, 114),
(172, 161, 152),
(152, 161, 160),
(152, 110, 172),
(152, 160, 153),
(153, 160, 159),
(109, 172, 110),
(162, 112, 14),
(112, 105, 14),
(162, 161, 112),
(161, 172, 112),
(172, 109, 112),
(151, 150, 103),
(103, 150, 104),
(108, 104, 91),
(150, 91, 104),
(150, 99, 91),
(99, 179, 91),
(102, 101, 173),
(101, 149, 173),
(173, 149, 83),
(83, 149, 79),
(76, 79, 149),
(173, 98, 102),
(98, 185, 184),
(91, 83, 90),
(90, 83, 93),
(83, 82, 93),
(82, 96, 93),
(173, 83, 98),
(83, 91, 98),
(98, 91, 185),
(91, 107, 108),
(14, 91, 15),
(91, 89, 15),
(89, 91, 95),
(95, 91, 92),
(91, 14, 107),
(165, 164, 86),
(164, 163, 86),
(163, 17, 86),
(86, 17, 61),
(17, 163, 16),
(63, 62, 57),
(62, 89, 57),
(94, 54, 95),
(95, 54, 89),
(57, 89, 54),
(54, 94, 64),
(96, 81, 84),
(84, 81, 73),
(145, 74, 81),
(81, 74, 73),
(96, 82, 81),
(146, 145, 147),
(147, 145, 148),
(148, 145, 80),
(143, 174, 144),
(144, 174, 69),
(69, 174, 59),
(174, 190, 59),
(144, 69, 68),
(69, 59, 70),
(70, 59, 71),
(71, 59, 66),
(88, 165, 86),
(166, 87, 167),
(167, 87, 51),
(51, 87, 53),
(87, 166, 88),
(190, 58, 59),
(176, 174, 46),
(46, 174, 47),
(50, 49, 174),
(47, 174, 49),
(143, 50, 174),
(174, 176, 190),
(190, 176, 58),
(143, 44, 171),
(175, 171, 44),
(175, 44, 42),
(44, 143, 40),
(41, 175, 42),
(171, 170, 38),
(38, 170, 35),
(170, 171, 41),
(41, 171, 175),
(38, 37, 171),
(80, 145, 75),
(195, 196, 3),
(195, 3, 149),
(1, 200, 2),
(2, 200, 197),
(199, 197, 200),
(201, 200, 1),
(202, 201, 5),
(5, 201, 1),
(203, 202, 4),
(4, 202, 5),
(196, 203, 4),
(198, 197, 204),
(204, 197, 199),
(195, 198, 205),
(205, 198, 204),
(203, 196, 205),
(205, 196, 195),
(203, 201, 202),
(200, 205, 199),
(199, 205, 204),
(205, 200, 203),
(203, 200, 201)
);
}

polymesh {
name="crystal1";
material={
diffuse=( 0.6,0.6,0.6);
reflective = (0.2, 0.2, .2);
specular=( 0.4,0.4,0.4);
shininess = 0.4;
transmissive=( 0.8, 0.8, 0.8 );
ambient=( 0,0,0);
index = 3;
};
points=(

(-0.915160, 1.190261, -0.460825),
(-0.915160, 1.190261, -0.460825),
(-0.918909, 1.187995, -0.462572),
(-0.108598, 1.264692, -0.251946),
(-0.911516, 1.688967, -0.671052),
(-0.709241, 1.426760, -1.347104),
(0.101373, 1.463108, -1.253386),
(-0.283621, 1.840568, -0.280177),
(0.259575, 1.617288, -0.855862),
(-0.199384, 1.805728, -0.370005),
(-0.046860, 1.755203, -0.500273),
(-0.629371, 1.430869, -1.336509),
(-0.813299, 1.561449, -0.999833),
(-0.819531, 1.569541, -0.978968),
(-0.830542, 1.583841, -0.942100),
(-0.108180, 1.453749, -1.277517),
(-0.909276, 1.689506, -0.669661),
(-0.463758, 1.797162, -0.392090),
(-0.517227, 1.784252, -0.425377),
(-0.589985, 1.766695, -0.470646),
(-0.721013, 1.734794, -0.552895),
(0.209379, 1.568527, -0.981583),
(-0.056695, 1.758461, -0.491873),
(-0.123881, 1.780717, -0.434490),
(0.085249, 1.695746, -0.653573),
(-0.911872, 1.664809, -0.660999),
(-0.283606, 1.814230, -0.268955),
(-0.194734, 1.778021, -0.363959),
(-0.043767, 1.728768, -0.493187),
(-0.627333, 1.410558, -1.328093),
(-0.816705, 1.543133, -0.980249),
(-0.823149, 1.551372, -0.958630),
(-0.834539, 1.565938, -0.920413),
(-0.113567, 1.432774, -1.269805),
(-0.909560, 1.665358, -0.659559),
(-0.730654, 1.707754, -0.548323),
(-0.709433, 1.406398, -1.339009),
(0.101479, 1.442234, -1.244984),
(0.259790, 1.594183, -0.846305),
(-0.473603, 1.769131, -0.387285),
(-0.529898, 1.755741, -0.422416),
(-0.606427, 1.737548, -0.470149),
(0.207895, 1.544533, -0.976576),
(-0.053904, 1.732075, -0.484509),
(-0.115211, 1.752076, -0.432031),
(0.079081, 1.674302, -0.636092),
(-0.918432, 1.220307, -0.476019),
(-0.283355, 1.369471, -0.079461),
(-0.114785, 1.301565, -0.259992),
(-0.094850, 1.295135, -0.277085),
(0.032340, 1.251636, -0.392730),
(-0.024233, 1.247504, -0.403715),
(-0.583011, 0.968673, -1.144997),
(-0.884674, 1.177636, -0.589460),
(-0.894971, 1.190651, -0.554859),
(-0.913178, 1.213667, -0.493671),
(-0.228868, 0.983812, -1.104749),
(-0.914796, 1.221160, -0.473750),
(-0.903172, 1.223884, -0.466510),
(-0.005640, 1.248862, -0.400104),
(0.016007, 1.250443, -0.395901),
(-0.713634, 0.962129, -1.162395),
(0.103743, 0.998278, -1.066291),
(0.263923, 1.150119, -0.662617),
(-0.643667, 1.284909, -0.304272),
(-0.750282, 1.259836, -0.370930),
(-0.895115, 1.225794, -0.461430),
(0.178507, 1.069329, -0.877399),
(-0.914508, 1.189433, -0.461298),
(-0.916672, 1.189347, -0.461529),
(-0.914758, 1.189795, -0.460335),
(-0.918897, 1.188826, -0.462918),
(-0.283337, 1.337699, -0.065924),
(-0.109102, 1.267695, -0.252602),
(-0.107478, 1.267172, -0.253995),
(-0.579918, 0.937838, -1.132220),
(-0.889488, 1.151751, -0.561783),
(-0.900062, 1.165081, -0.526237),
(-0.918761, 1.188656, -0.463372),
(-0.236920, 0.952461, -1.093224),
(-0.006148, 1.212511, -0.399758),
(0.021221, 1.214504, -0.394443),
(0.041872, 1.216008, -0.390433),
(-0.024233, 1.211194, -0.403269),
(-0.713927, 0.931142, -1.150076),
(0.103901, 0.967245, -1.053801),
(0.264215, 1.118797, -0.649661),
(-0.655741, 1.250528, -0.298378),
(-0.765901, 1.224690, -0.367281),
(0.176446, 1.036004, -0.870444)

);

faces=(
(1, 69, 68),
(1, 68, 70),
(2, 71, 78),
(2, 69, 71),
(15, 33, 11),
(11, 33, 29),
(20, 16, 35),
(35, 16, 34),
(19, 20, 41),
(41, 20, 35),
(21, 42, 6),
(6, 42, 37),
(8, 38, 21),
(21, 38, 42),
(23, 44, 22),
(22, 44, 43),
(5, 11, 36),
(36, 11, 29),
(30, 12, 36),
(36, 12, 5),
(31, 13, 30),
(30, 13, 12),
(32, 14, 31),
(31, 14, 13),
(25, 4, 32),
(32, 4, 14),
(33, 15, 37),
(37, 15, 6),
(34, 16, 25),
(25, 16, 4),
(39, 26, 17),
(17, 26, 7),
(40, 39, 18),
(18, 39, 17),
(41, 40, 19),
(19, 40, 18),
(27, 9, 26),
(26, 9, 7),
(28, 10, 43),
(43, 10, 22),
(44, 23, 27),
(27, 23, 9),
(45, 38, 24),
(24, 38, 8),
(28, 45, 10),
(10, 45, 24),
(73, 74, 48),
(49, 48, 74),
(59, 51, 80),
(80, 51, 83),
(51, 49, 83),
(83, 49, 74),
(56, 79, 52),
(52, 79, 75),
(58, 57, 1),
(66, 58, 1),
(67, 89, 62),
(62, 89, 85),
(63, 86, 67),
(67, 86, 89),
(61, 52, 84),
(84, 52, 75),
(76, 53, 84),
(84, 53, 61),
(77, 54, 76),
(76, 54, 53),
(78, 55, 77),
(77, 55, 54),
(71, 46, 78),
(78, 46, 55),
(79, 56, 85),
(85, 56, 62),
(46, 71, 57),
(71, 69, 57),
(69, 1, 57),
(87, 72, 64),
(64, 72, 47),
(88, 87, 65),
(65, 87, 64),
(65, 66, 88),
(1, 70, 66),
(70, 88, 66),
(73, 48, 72),
(72, 48, 47),
(86, 63, 82),
(82, 63, 50),
(80, 81, 59),
(59, 81, 60),
(82, 50, 81),
(81, 50, 60),
(74, 73, 3),
(7, 9, 17),
(5, 12, 11),
(4, 16, 14),
(16, 20, 14),
(11, 12, 15),
(6, 15, 21),
(15, 12, 21),
(12, 13, 21),
(13, 14, 21),
(14, 20, 21),
(20, 19, 21),
(19, 18, 21),
(21, 18, 8),
(8, 18, 24),
(24, 18, 10),
(10, 18, 22),
(22, 18, 23),
(18, 17, 23),
(17, 9, 23),
(36, 29, 30),
(26, 39, 27),
(25, 32, 34),
(29, 33, 30),
(34, 32, 35),
(37, 42, 33),
(33, 42, 30),
(30, 42, 31),
(31, 42, 32),
(32, 42, 35),
(35, 42, 41),
(41, 42, 40),
(42, 38, 40),
(38, 45, 40),
(45, 28, 40),
(28, 43, 40),
(43, 44, 40),
(40, 44, 39),
(44, 27, 39),
(61, 53, 52),
(47, 48, 64),
(46, 57, 55),
(52, 53, 56),
(50, 63, 60),
(62, 56, 67),
(56, 53, 67),
(67, 53, 63),
(63, 53, 60),
(60, 53, 59),
(59, 53, 51),
(51, 53, 49),
(49, 53, 48),
(53, 54, 48),
(54, 55, 48),
(55, 57, 48),
(57, 58, 48),
(58, 66, 48),
(66, 65, 48),
(65, 64, 48),
(72, 87, 73),
(84, 75, 76),
(2, 78, 69),
(70, 68, 88),
(75, 79, 76),
(82, 81, 86),
(86, 81, 89),
(81, 80, 89),
(80, 83, 89),
(78, 77, 69),
(69, 77, 68),
(68, 77, 88),
(85, 89, 79),
(89, 83, 79),
(79, 83, 76),
(83, 74, 76),
(74, 3, 76),
(3, 73, 76),
(76, 73, 77),
(77, 73, 88),
(73, 87, 88)

);
}

polymesh {
name="shardbreak";
material={
diffuse=( 0.6,0.6,0.6);
reflective = (0.2, 0.2, .2);
specular=( 0.4,0.4,0.4);
shininess = 0.4;
transmissive=( 0.8, 0.8, 0.8 );
ambient=( 0,0,0);
index = 3;
};
points=(
(-0.046411, 6.923944, -0.086955),
(-0.046411, 6.923944, -0.086955),
(-0.041043, 6.934176, -0.092459),
(0.229888, 7.098802, -0.177276),
(0.338276, 7.048693, -0.154056),
(0.443876, 6.999771, -0.127741),
(0.453802, 6.995172, -0.125268),
(0.606003, 6.679757, 0.044391),
(-0.174532, 6.679757, 0.044391),
(-0.068683, 6.881496, -0.064123),
(-0.194597, 6.222985, -0.062283),
(-0.194597, 6.662590, 0.040382),
(0.623904, 6.663105, 0.040502),
(0.687401, 6.604036, 0.026707),
(0.687401, 6.401798, -0.020523),
(0.687401, 6.198162, -0.068081),
(-0.194597, 6.198162, -0.068081),
(-0.194597, 5.965214, 0.166006),
(-0.194597, 6.186578, -0.056441),
(0.687401, 5.965214, 0.166006),
(0.687458, 5.801287, 0.330734),
(-0.194538, 5.801287, 0.330734),
(0.687407, 5.182177, 0.184722),
(-0.194590, 5.182177, 0.184722),
(0.224845, 4.710258, 0.545007),
(-0.130931, 4.922175, 0.382331),
(-0.194530, 4.961801, 0.352214),
(0.687451, 5.018393, 0.309202),
(0.667736, 5.005080, 0.319321),
(0.632370, 4.981464, 0.337270),
(-0.041975, 6.891398, -0.043686),
(-0.136387, 6.682071, 0.087373),
(0.570922, 6.682071, 0.087373),
(0.438246, 7.001925, -0.112887),
(0.426357, 7.007447, -0.116344),
(0.331214, 7.051636, -0.144010),
(-0.015114, 6.950954, -0.080974),
(-0.020180, 6.939721, -0.073941),
(-0.194597, 6.631533, 0.076602),
(-0.194597, 6.194846, -0.016471),
(0.687401, 6.194846, -0.016471),
(0.687401, 6.425409, 0.032670),
(0.687401, 6.572113, 0.063937),
(0.640532, 6.616358, 0.073367),
(-0.194525, 5.814726, 0.366092),
(0.687470, 5.814726, 0.366092),
(0.687401, 6.013534, 0.166006),
(-0.194597, 6.013534, 0.166006),
(-0.194576, 5.190929, 0.226350),
(0.687422, 5.190929, 0.226350),
(0.665036, 5.019764, 0.340369),
(0.687458, 5.035671, 0.329773),
(-0.194524, 4.976505, 0.369186),
(-0.125998, 4.931607, 0.399094),
(0.625427, 4.991980, 0.358878)

);

faces=(
(8, 9, 7),
(7, 9, 6),
(6, 9, 5),
(5, 9, 4),
(9, 1, 4),
(1, 2, 4),
(2, 3, 4),
(15, 16, 14),
(16, 10, 14),
(10, 11, 14),
(11, 8, 14),
(14, 8, 13),
(13, 8, 12),
(8, 7, 12),
(16, 15, 18),
(15, 19, 18),
(18, 19, 17),
(17, 19, 21),
(19, 20, 21),
(21, 20, 23),
(23, 20, 22),
(23, 22, 26),
(26, 22, 25),
(22, 27, 25),
(27, 28, 25),
(28, 29, 25),
(24, 25, 29),
(31, 32, 30),
(32, 33, 30),
(33, 34, 30),
(34, 35, 30),
(30, 35, 37),
(37, 35, 36),
(35, 3, 36),
(39, 40, 38),
(40, 41, 38),
(38, 41, 31),
(41, 42, 31),
(42, 43, 31),
(43, 32, 31),
(45, 46, 44),
(44, 46, 47),
(46, 40, 47),
(40, 39, 47),
(48, 49, 44),
(44, 49, 45),
(48, 52, 49),
(52, 53, 49),
(49, 53, 51),
(51, 53, 50),
(50, 53, 54),
(53, 24, 54),
(5, 4, 34),
(34, 4, 35),
(6, 5, 33),
(33, 5, 34),
(4, 3, 35),
(42, 41, 13),
(13, 41, 14),
(19, 15, 46),
(46, 15, 40),
(41, 40, 14),
(40, 15, 14),
(17, 47, 18),
(47, 39, 18),
(11, 10, 38),
(18, 39, 10),
(39, 38, 10),
(16, 18, 10),
(43, 12, 32),
(12, 7, 32),
(33, 32, 6),
(32, 7, 6),
(42, 13, 43),
(43, 13, 12),
(9, 30, 1),
(1, 30, 37),
(1, 37, 2),
(2, 37, 36),
(38, 31, 11),
(11, 31, 8),
(30, 9, 31),
(31, 9, 8),
(2, 36, 3),
(46, 45, 19),
(19, 45, 20),
(45, 49, 20),
(20, 49, 22),
(22, 49, 27),
(49, 51, 27),
(47, 17, 44),
(17, 21, 44),
(44, 21, 48),
(21, 23, 48),
(23, 26, 48),
(26, 52, 48),
(50, 28, 51),
(51, 28, 27),
(54, 29, 50),
(50, 29, 28),
(54, 24, 29),
(26, 25, 52),
(52, 25, 53),
(24, 53, 25)

);
}