generated_johnson_solids.scad

use <conway.scad>

// Access JohnsonSolid geometry by index J1-J92
function JohnsonSolid(n) = 
    let(full_list = [J1(),J2(),J3(),J4(),J5(),J6(),J7(),J8(),J9(),J10(),J11(),J12(),J13(),J14(),J15(),J16(),J17(),J18(),J19(),J20(),J21(),J22(),J23(),J24(),J25(),J26(),J27(),J28(),J29(),J30(),J31(),J32(),J33(),J34(),J35(),J36(),J37(),J38(),J39(),J40(),J41(),J42(),J43(),J44(),J45(),J46(),J47(),J48(),J49(),J50(),J51(),J52(),J53(),J54(),J55(),J56(),J57(),J58(),J59(),J60(),J61(),J62(),J63(),J64(),J65(),J66(),J67(),J68(),J69(),J70(),J71(),J72(),J73(),J74(),J75(),J76(),J77(),J78(),J79(),J80(),J81(),J82(),J83(),J84(),J85(),J86(),J87(),J88(),J89(),J90(),J91(),J92()])
    full_list[n-1];

function J1() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/square_pyramid_(J1).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J1",
// 3 sided faces = 4
// 4 sided faces = 1
vertices = [
[-0.729665,0.670121,0.319155],
[-0.655235,-0.292130,-0.754096],
[-0.093922,-0.607123,0.537818],
[0.702196,0.595691,0.485187],
[0.776626,-0.366560,-0.588064]],
faces = [
[2,4,1],
[2,1,0],
[2,0,3],
[2,3,4],
[3,0,1,4]]
);

function J2() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/pentagonal_pyramid_(J2).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J2",
// 3 sided faces = 5
// 5 sided faces = 1
vertices = [
[-0.868849,-0.100041,0.612570],
[-0.329458,0.976099,0.280780],
[-0.266290,-0.013796,-0.477654],
[-0.133920,-1.034115,0.229829],
[0.738834,0.707117,-0.307018],
[0.859683,-0.535264,-0.338508]],
faces = [
[2,0,3],
[2,3,5],
[2,5,4],
[2,4,1],
[2,1,0],
[1,4,5,3,0]]
);

function J3() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/triangular_cupola_(J3).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J3",
// 3 sided faces = 4
// 4 sided faces = 3
// 6 sided faces = 1
vertices = [
[-0.909743,0.523083,0.242386],
[-0.747863,0.227870,-0.740794],
[-0.678803,-0.467344,0.028562],
[-0.114530,0.564337,0.910169],
[0.116410,-0.426091,0.696344],
[0.209231,-0.026090,-1.056192],
[0.278291,-0.721304,-0.286836],
[0.842564,0.310377,0.594771],
[1.004444,0.015163,-0.388410]],
faces = [
[4,6,2],
[8,5,6],
[3,7,4],
[1,0,2],
[5,1,2,6],
[7,8,6,4],
[0,3,4,2],
[1,5,8,7,3,0]]
);

function J4() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/square_cupola_(J4).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J4",
// 3 sided faces = 4
// 4 sided faces = 5
// 8 sided faces = 1
vertices = [
[-0.600135,0.398265,-0.852158],
[-0.585543,-0.441941,-0.840701],
[-0.584691,0.409990,-0.011971],
[-0.570099,-0.430216,-0.000514],
[-0.182660,1.005432,-0.447988],
[-0.147431,-1.023005,-0.420329],
[0.020300,0.428447,0.571068],
[0.034892,-0.411759,0.582525],
[0.422331,1.023889,0.135052],
[0.457559,-1.004548,0.162711],
[0.860442,0.442825,0.555424],
[0.875034,-0.397381,0.566881]],
faces = [
[5,1,3],
[11,9,7],
[8,10,6],
[0,4,2],
[6,7,3,2],
[1,0,2,3],
[9,5,3,7],
[10,11,7,6],
[4,8,6,2],
[0,1,5,9,11,10,8,4]]
);

function J5() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/pentagonal_cupola_(J5).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J5",
// 3 sided faces = 5
// 4 sided faces = 5
// 5 sided faces = 1
// 10 sided faces = 1
vertices = [
[-0.973114,0.120196,-0.576150],
[-0.844191,-0.563656,-0.512814],
[-0.711039,0.757830,-0.462020],
[-0.594483,0.244733,-0.002202],
[-0.465560,-0.439119,0.061133],
[-0.373515,-1.032518,-0.296206],
[-0.158070,1.105692,-0.214020],
[-0.041514,0.592595,0.245798],
[0.167087,-0.513901,0.348277],
[0.259132,-1.107300,-0.009062],
[0.429162,0.123733,0.462406],
[0.474577,1.030910,0.073124],
[0.812101,-0.759438,0.238938],
[0.945253,0.562048,0.289732],
[1.074175,-0.121804,0.353067]],
faces = [
[5,1,4],
[12,9,8],
[13,14,10],
[6,11,7],
[0,2,3],
[1,0,3,4],
[9,5,4,8],
[14,12,8,10],
[11,13,10,7],
[2,6,7,3],
[7,10,8,4,3],
[0,1,5,9,12,14,13,11,6,2]]
);

function J6() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/pentagonal_rotunda_(J6).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J6",
// 3 sided faces = 10
// 5 sided faces = 6
// 10 sided faces = 1
vertices = [
[-0.905691,-0.396105,-0.539844],
[-0.883472,-0.258791,0.103519],
[-0.719735,-0.859265,-0.110695],
[-0.703659,0.137080,-0.868724],
[-0.667708,0.359259,0.172260],
[-0.556577,0.603920,-0.428619],
[-0.481752,-0.103901,0.601410],
[-0.216820,-1.075487,0.254804],
[-0.190808,0.536633,-0.971712],
[-0.154857,0.758811,0.069272],
[-0.069738,-0.608646,0.694909],
[0.146026,0.009404,0.763650],
[0.348059,0.542589,0.434771],
[0.410958,-0.962182,0.417045],
[0.436971,0.649937,-0.809472],
[0.459190,0.787251,-0.166109],
[0.760072,0.037844,0.528270],
[0.923809,-0.562629,0.314056],
[0.939886,0.433715,-0.443973],
[1.125842,-0.029444,-0.014823]],
faces = [
[12,16,11],
[19,17,16],
[9,15,12],
[14,18,15],
[4,5,9],
[3,8,5],
[6,1,4],
[2,0,1],
[11,10,6],
[13,7,10],
[6,4,9,12,11],
[16,17,13,10,11],
[15,18,19,16,12],
[5,8,14,15,9],
[1,0,3,5,4],
[10,7,2,1,6],
[7,13,17,19,18,14,8,3,0,2]]
);

function J7() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/elongated_triangular_pyramid_(J7).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J7",
// 3 sided faces = 4
// 4 sided faces = 3
vertices = [
[-0.793941,-0.708614,0.016702],
[-0.451882,0.284418,0.565280],
[-0.252303,-0.348111,-0.973610],
[0.089756,0.644920,-0.425033],
[0.340161,-0.993103,-0.175472],
[0.385988,1.120562,0.619029],
[0.682220,-0.000072,0.373105]],
faces = [
[4,2,0],
[1,3,5],
[6,1,5],
[3,6,5],
[1,0,2,3],
[6,4,0,1],
[3,2,4,6]]
);

function J8() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/elongated_square_pyramid_(J8).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J8",
// 3 sided faces = 4
// 4 sided faces = 5
vertices = [
[-0.849167,-0.427323,0.457421],
[-0.849167,0.619869,0.087182],
[-0.478929,-0.776386,-0.529881],
[-0.478929,0.270805,-0.900119],
[0.198024,-0.303910,0.806484],
[0.198024,0.743282,0.436246],
[0.568263,-0.652974,-0.180817],
[0.568263,0.394218,-0.551056],
[1.123620,0.132420,0.374540]],
faces = [
[5,7,8],
[4,5,8],
[6,4,8],
[7,6,8],
[0,2,3,1],
[5,1,3,7],
[4,0,1,5],
[6,2,0,4],
[7,3,2,6]]
);

function J9() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/elongated_pentagonal_pyramid_(J9).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J9",
// 3 sided faces = 5
// 4 sided faces = 5
// 5 sided faces = 1
vertices = [
[-0.980309,-0.338780,0.175213],
[-0.719686,0.629425,0.022210],
[-0.520232,-0.599402,-0.690328],
[-0.299303,-0.403757,0.924054],
[-0.259610,0.368802,-0.843330],
[-0.038680,0.564448,0.771051],
[0.243026,0.902834,-0.142672],
[0.445117,-0.825453,-0.476420],
[0.581659,-0.704537,0.521323],
[0.705739,0.142752,-0.629422],
[0.842281,0.263667,0.368320]],
faces = [
[5,1,6],
[10,5,6],
[9,10,6],
[4,9,6],
[1,4,6],
[5,3,0,1],
[10,8,3,5],
[9,7,8,10],
[4,2,7,9],
[1,0,2,4],
[7,2,0,3,8]]
);

function J10() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/gyroelongated_square_pyramid_(J10).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J10",
// 3 sided faces = 12
// 4 sided faces = 1
vertices = [
[-0.776892,0.173498,0.416855],
[-0.681550,0.270757,-0.747914],
[-0.646922,-0.787150,-0.243069],
[0.020463,0.897066,-0.047806],
[0.069435,-0.599041,0.666153],
[0.152630,0.505992,1.049841],
[0.480709,0.236129,-0.900199],
[0.515337,-0.821778,-0.395353],
[0.866791,0.124527,0.201492]],
faces = [
[8,7,4],
[6,7,8],
[3,6,8],
[1,6,3],
[0,1,3],
[2,1,0],
[4,2,0],
[7,2,4],
[5,8,4],
[5,3,8],
[5,0,3],
[5,4,0],
[2,7,6,1]]
);

function J11() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/gyroelongated_pentagonal_pyramid_(J11).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J11",
// 3 sided faces = 15
// 5 sided faces = 1
vertices = [
[-0.722759,-0.425905,0.628394],
[-0.669286,0.622275,0.513309],
[-0.502035,-0.868253,-0.304556],
[-0.415513,0.827739,-0.490768],
[-0.312146,-0.093458,-0.996236],
[0.134982,0.097675,0.952322],
[0.238349,-0.823522,0.446854],
[0.324871,0.872469,0.260642],
[0.492123,-0.618058,-0.557222],
[0.545596,0.430122,-0.672308],
[0.885820,-0.021082,0.219570]],
faces = [
[8,2,6],
[4,2,8],
[9,4,8],
[3,4,9],
[7,3,9],
[1,3,7],
[5,1,7],
[0,1,5],
[6,0,5],
[2,0,6],
[10,8,6],
[10,9,8],
[10,7,9],
[10,5,7],
[10,6,5],
[0,2,4,3,1]]
);

function J12() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/triangular_dipyramid_(J12).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J12",
// 3 sided faces = 6
vertices = [
[-0.610389,0.243975,0.531213],
[-0.187812,-0.487950,-0.664016],
[-0.187812,0.975900,-0.664016],
[0.187812,-0.975900,0.664016],
[0.798201,0.243975,0.132803]],
faces = [
[0,3,1],
[0,4,3],
[4,1,3],
[1,2,0],
[2,4,0],
[1,4,2]]
);

function J13() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/pentagonal_dipyramid_(J13).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J13",
// 3 sided faces = 10
vertices = [
[-1.028778,0.392027,-0.048786],
[-0.640503,-0.646161,0.621837],
[-0.125162,-0.395663,-0.540059],
[0.004683,0.888447,-0.651988],
[0.125161,0.395663,0.540059],
[0.632925,-0.791376,0.433102],
[1.031672,0.157063,-0.354165]],
faces = [
[0,2,3],
[0,1,2],
[1,5,2],
[3,4,0],
[4,1,0],
[5,1,4],
[6,3,2],
[6,4,3],
[6,2,5],
[6,5,4]]
);

function J14() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/elongated_triangular_dipyramid_(J14).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J14",
// 3 sided faces = 6
// 4 sided faces = 3
vertices = [
[-0.677756,0.338878,0.309352],
[-0.446131,1.338394,0.000000],
[-0.338878,-0.677755,0.309352],
[-0.169439,0.508317,-0.618703],
[0.169439,-0.508317,-0.618703],
[0.338878,0.677756,0.309352],
[0.446131,-1.338394,0.000000],
[0.677755,-0.338878,0.309352]],
faces = [
[6,7,4],
[1,3,5],
[6,4,2],
[1,0,3],
[6,2,7],
[1,5,0],
[5,3,4,7],
[3,0,2,4],
[0,5,7,2]]
);

function J15() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/elongated_square_dipyramid_(J15).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J15",
// 3 sided faces = 8
// 4 sided faces = 4
vertices = [
[-0.669867,0.334933,-0.529576],
[-0.669867,0.334933,0.529577],
[-0.404300,1.212901,0.000000],
[-0.334933,-0.669867,-0.529576],
[-0.334933,-0.669867,0.529577],
[0.334933,0.669867,-0.529576],
[0.334933,0.669867,0.529577],
[0.404300,-1.212901,0.000000],
[0.669867,-0.334933,-0.529576],
[0.669867,-0.334933,0.529577]],
faces = [
[7,9,8],
[2,5,6],
[7,8,3],
[2,0,5],
[7,3,4],
[2,1,0],
[7,4,9],
[2,6,1],
[6,5,8,9],
[5,0,3,8],
[0,1,4,3],
[1,6,9,4]]
);

function J16() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/elongated_pentagonal_dipyramid_(J16).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J16",
// 3 sided faces = 10
// 4 sided faces = 5
vertices = [
[-0.931836,0.219976,-0.264632],
[-0.636706,0.318353,0.692816],
[-0.613483,-0.735083,-0.264632],
[-0.326545,0.979634,0.000000],
[-0.318353,-0.636706,0.692816],
[-0.159176,0.477529,-0.856368],
[0.159176,-0.477529,-0.856368],
[0.318353,0.636706,0.692816],
[0.326545,-0.979634,0.000000],
[0.613482,0.735082,-0.264632],
[0.636706,-0.318353,0.692816],
[0.931835,-0.219977,-0.264632]],
faces = [
[8,10,11],
[3,9,7],
[8,11,6],
[3,5,9],
[8,6,2],
[3,0,5],
[8,2,4],
[3,1,0],
[8,4,10],
[3,7,1],
[7,9,11,10],
[9,5,6,11],
[5,0,2,6],
[0,1,4,2],
[1,7,10,4]]
);

function J17() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/gyroelongated_square_dipyramid_(J17).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J17",
// 3 sided faces = 16
vertices = [
[-0.777261,0.485581,0.103065],
[-0.675344,-0.565479,-0.273294],
[-0.379795,-0.315718,0.778861],
[-0.221894,0.282623,-0.849372],
[-0.034619,1.231562,-0.282624],
[0.034619,-1.231562,0.282624],
[0.196076,0.635838,0.638599],
[0.405612,-0.602744,-0.568088],
[0.701162,-0.352983,0.484067],
[0.751443,0.432880,-0.313837]],
faces = [
[9,8,6],
[7,8,9],
[3,7,9],
[1,7,3],
[0,1,3],
[2,1,0],
[6,2,0],
[8,2,6],
[4,9,6],
[4,3,9],
[4,0,3],
[4,6,0],
[5,8,7],
[5,7,1],
[5,1,2],
[5,2,8]]
);

function J18() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/elongated_triangular_cupola_(J18).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J18",
// 3 sided faces = 4
// 4 sided faces = 9
// 6 sided faces = 1
vertices = [
[-0.836652,0.050764,0.288421],
[-0.686658,0.016522,-0.560338],
[-0.587106,-0.771319,0.365687],
[-0.571616,0.871513,0.302147],
[-0.437112,-0.805561,-0.483073],
[-0.421621,0.837272,-0.546612],
[-0.212729,-0.160030,0.845510],
[0.052308,0.660719,0.859236],
[0.087260,-0.228514,-0.852008],
[0.186811,-1.016355,0.074016],
[0.352296,0.592236,-0.838282],
[0.561189,-0.405066,0.553840],
[0.711183,-0.439308,-0.294919],
[0.826226,0.415684,0.567566],
[0.976220,0.381442,-0.281193]],
faces = [
[2,9,4],
[11,12,9],
[0,6,2],
[8,1,4],
[1,5,3,0],
[8,10,5,1],
[12,14,10,8],
[11,13,14,12],
[6,7,13,11],
[0,3,7,6],
[12,8,4,9],
[6,11,9,2],
[1,0,2,4],
[13,7,3,5,10,14]]
);

function J19() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/elongated_square_cupola_(J19).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J19",
// 3 sided faces = 4
// 4 sided faces = 13
// 8 sided faces = 1
vertices = [
[-0.889715,0.115789,-0.359510],
[-0.792371,-0.231368,0.270291],
[-0.791598,0.494102,0.251959],
[-0.522446,-0.406626,-0.704240],
[-0.521352,0.619343,-0.730164],
[-0.425102,-0.753782,-0.074439],
[-0.423235,0.997655,-0.118694],
[-0.286344,-0.218767,0.790309],
[-0.285570,0.506702,0.771978],
[-0.154083,0.096928,-1.074893],
[0.080926,-0.741182,0.445580],
[0.082793,1.010256,0.401324],
[0.095069,-0.767118,-0.580291],
[0.331944,0.146209,0.895926],
[0.463432,-0.263565,-0.950945],
[0.601096,-0.754518,-0.060273],
[0.699213,-0.376205,0.551197],
[0.700307,0.649763,0.525272],
[0.969459,-0.250964,-0.430927],
[1.067576,0.127349,0.180543]],
faces = [
[16,15,10],
[8,13,7],
[0,2,1],
[12,3,5],
[0,4,6,2],
[3,9,4,0],
[12,14,9,3],
[15,18,14,12],
[16,19,18,15],
[13,17,19,16],
[8,11,17,13],
[2,6,11,8],
[1,7,10,5],
[15,12,5,10],
[13,16,10,7],
[2,8,7,1],
[3,0,1,5],
[19,17,11,6,4,9,14,18]]
);

function J20() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/elongated_pentagonal_cupola_(J20).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J20",
// 3 sided faces = 5
// 4 sided faces = 15
// 5 sided faces = 1
// 10 sided faces = 1
vertices = [
[-0.934650,0.300459,-0.271185],
[-0.838689,-0.260219,-0.516017],
[-0.711319,0.717591,0.128359],
[-0.710334,-0.156922,0.080946],
[-0.599799,0.556003,-0.725148],
[-0.503838,-0.004675,-0.969981],
[-0.487004,0.260210,0.480490],
[-0.460089,-0.750282,-0.512622],
[-0.376468,0.973135,-0.325605],
[-0.331735,-0.646985,0.084342],
[-0.254001,0.831847,0.530001],
[-0.125239,-0.494738,-0.966586],
[0.029622,0.027949,0.730817],
[0.056536,-0.982543,-0.262295],
[0.080850,1.087391,0.076037],
[0.125583,-0.532729,0.485984],
[0.262625,0.599586,0.780328],
[0.391387,-0.726999,-0.716259],
[0.513854,-0.868287,0.139347],
[0.597475,0.855130,0.326364],
[0.641224,0.109523,0.783723],
[0.737185,-0.451155,0.538891],
[0.848705,-0.612742,-0.314616],
[0.976075,0.365067,0.329760],
[1.072036,-0.195610,0.084927]],
faces = [
[21,18,15],
[16,20,12],
[2,10,6],
[1,0,3],
[13,7,9],
[0,4,8,2],
[1,5,4,0],
[7,11,5,1],
[13,17,11,7],
[18,22,17,13],
[21,24,22,18],
[20,23,24,21],
[16,19,23,20],
[10,14,19,16],
[2,8,14,10],
[18,13,9,15],
[20,21,15,12],
[10,16,12,6],
[0,2,6,3],
[7,1,3,9],
[3,6,12,15,9],
[24,23,19,14,8,4,5,11,17,22]]
);

function J21() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/elongated_pentagonal_rotunda_(J21).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J21",
// 3 sided faces = 10
// 4 sided faces = 10
// 5 sided faces = 6
// 10 sided faces = 1
vertices = [
[-0.913903,0.139054,-0.107690],
[-0.801323,0.048332,0.456301],
[-0.780136,-0.347362,-0.398372],
[-0.694081,0.568652,0.218063],
[-0.672895,0.172957,-0.636610],
[-0.597978,-0.494154,0.514184],
[-0.584884,-0.738707,-0.014032],
[-0.468218,-0.603725,-0.817867],
[-0.378156,-0.064556,0.839937],
[-0.360976,-0.083405,-1.056105],
[-0.317215,0.868060,-0.109531],
[-0.304122,0.623508,-0.637747],
[-0.272966,-0.995069,-0.433527],
[-0.204636,0.777338,0.454460],
[-0.161718,-0.851595,0.369604],
[-0.009384,0.385994,0.838800],
[0.007796,0.367145,-1.057242],
[0.150200,-1.107957,-0.049891],
[0.185324,0.832194,-0.401350],
[0.193961,-0.156492,0.896684],
[0.327727,-0.642909,0.606002],
[0.367482,0.685403,0.511206],
[0.497242,0.575832,-0.820845],
[0.608490,0.719306,-0.017714],
[0.639645,-0.899271,0.186507],
[0.696500,-0.192358,0.604864],
[0.803742,0.327961,0.366626],
[0.920408,0.462943,-0.437208],
[1.008418,-0.448720,0.185369],
[1.115660,0.071599,-0.052869]],
faces = [
[15,19,8],
[25,20,19],
[13,21,15],
[23,26,21],
[3,10,13],
[11,18,10],
[1,0,3],
[2,4,0],
[8,5,1],
[14,6,5],
[4,9,16,11],
[2,7,9,4],
[6,12,7,2],
[14,17,12,6],
[20,24,17,14],
[25,28,24,20],
[26,29,28,25],
[23,27,29,26],
[18,22,27,23],
[11,16,22,18],
[1,3,13,15,8],
[19,20,14,5,8],
[21,26,25,19,15],
[10,18,23,21,13],
[0,4,11,10,3],
[5,6,2,0,1],
[28,29,27,22,16,9,7,12,17,24]]
);

function J22() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/gyroelongated_triangular_cupola_(J22).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J22",
// 3 sided faces = 16
// 4 sided faces = 3
// 6 sided faces = 1
vertices = [
[-0.846878,0.066004,0.311423],
[-0.766106,0.678635,-0.329908],
[-0.708152,-0.186985,-0.531132],
[-0.648970,-0.782761,0.128183],
[-0.452751,0.845109,0.486940],
[-0.212470,0.406919,-0.972407],
[-0.165405,0.101357,0.883692],
[0.032503,-0.747408,0.700451],
[0.112048,-0.404621,-0.801418],
[0.171230,-1.000397,-0.142104],
[0.414240,0.739868,0.661290],
[0.654521,0.301678,-0.798058],
[0.654794,-0.116279,0.613406],
[0.793521,-0.369268,-0.229149],
[0.967876,0.468152,0.018791]],
faces = [
[2,1,0],
[5,1,2],
[8,5,2],
[11,5,8],
[13,11,8],
[14,11,13],
[7,9,3],
[13,8,9],
[6,12,7],
[2,0,3],
[12,14,13],
[10,14,12],
[6,10,12],
[4,10,6],
[0,4,6],
[1,4,0],
[8,2,3,9],
[12,13,9,7],
[0,6,7,3],
[14,10,4,1,5,11]]
);

function J23() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/gyroelongated_square_cupola_(J23).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J23",
// 3 sided faces = 20
// 4 sided faces = 5
// 8 sided faces = 1
vertices = [
[-0.969170,0.321358,-0.364138],
[-0.902194,0.146986,0.353054],
[-0.885918,-0.386527,-0.161101],
[-0.700663,0.819184,0.114745],
[-0.670588,-0.166619,-0.835289],
[-0.389781,0.533335,0.723761],
[-0.377102,-0.207546,0.737557],
[-0.360826,-0.741059,0.223402],
[-0.350486,-0.754679,-0.517520],
[-0.022354,1.035239,0.320838],
[0.020179,-0.358897,-1.022714],
[0.351157,0.546203,0.733864],
[0.363836,-0.194678,0.747660],
[0.380112,-0.728191,0.233505],
[0.390452,-0.741811,-0.507416],
[0.668412,0.842961,0.133414],
[0.698487,-0.142842,-0.816621],
[0.886588,0.178052,0.377446],
[0.902865,-0.355461,-0.136709],
[0.966994,0.354984,-0.337737]],
faces = [
[2,0,1],
[4,0,2],
[8,4,2],
[10,4,8],
[14,10,8],
[16,10,14],
[18,16,14],
[19,16,18],
[18,14,13],
[11,17,12],
[1,5,6],
[8,2,7],
[17,19,18],
[17,15,19],
[11,15,17],
[9,15,11],
[5,9,11],
[3,9,5],
[1,3,5],
[0,3,1],
[6,12,13,7],
[14,8,7,13],
[17,18,13,12],
[5,11,12,6],
[2,1,6,7],
[16,19,15,9,3,0,4,10]]
);

function J24() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/gyroelongated_pentagonal_cupola_(J24).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J24",
// 3 sided faces = 25
// 4 sided faces = 5
// 5 sided faces = 1
// 10 sided faces = 1
vertices = [
[-1.007937,0.263193,-0.317378],
[-0.995648,-0.249677,0.045090],
[-0.928425,0.319026,0.303212],
[-0.878881,-0.297121,-0.570283],
[-0.751014,0.784617,-0.079308],
[-0.682946,-0.746755,-0.177844],
[-0.534412,-0.144902,0.458433],
[-0.506952,0.742130,0.497926],
[-0.413141,-0.682306,-0.741423],
[-0.221709,-0.641980,0.235499],
[-0.206248,1.067984,0.052991],
[-0.112939,0.278202,0.653148],
[-0.109759,-0.982341,-0.280438],
[0.107781,0.858022,0.554860],
[0.211385,-0.745233,-0.765428],
[0.393024,-0.526088,0.292433],
[0.418278,1.005057,0.028986],
[0.460247,0.042616,0.550554],
[0.504974,-0.866449,-0.223504],
[0.680968,0.622436,0.452266],
[0.756151,-0.461866,-0.633128],
[0.884017,0.619872,-0.142153],
[0.926446,-0.443346,-0.028789],
[0.993670,0.125358,0.229332],
[1.013073,0.059558,-0.395059]],
faces = [
[5,3,1],
[8,3,5],
[12,8,5],
[14,8,12],
[18,14,12],
[20,14,18],
[22,20,18],
[24,20,22],
[23,24,22],
[21,24,23],
[22,18,15],
[19,23,17],
[7,13,11],
[1,2,6],
[12,5,9],
[19,21,23],
[16,21,19],
[13,16,19],
[10,16,13],
[7,10,13],
[4,10,7],
[2,4,7],
[0,4,2],
[1,0,2],
[3,0,1],
[18,12,9,15],
[23,22,15,17],
[13,19,17,11],
[2,7,11,6],
[5,1,6,9],
[6,11,17,15,9],
[24,21,16,10,4,0,3,8,14,20]]
);

function J25() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/gyroelongated_pentagonal_rotunda_(J25).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J25",
// 3 sided faces = 30
// 5 sided faces = 6
// 10 sided faces = 1
vertices = [
[-0.897802,-0.193467,-0.273331],
[-0.877838,-0.070089,0.304735],
[-0.730720,-0.609618,0.112262],
[-0.716275,0.285603,-0.568831],
[-0.703732,-0.716856,-0.468730],
[-0.696138,-0.246211,-0.826802],
[-0.683973,0.485232,0.366499],
[-0.584121,0.705062,-0.173395],
[-0.516890,0.069081,0.752092],
[-0.378328,-1.037777,-0.093360],
[-0.358446,0.194389,-1.030805],
[-0.278847,-0.803894,0.440665],
[-0.255475,0.644603,-0.661367],
[-0.223173,0.844232,0.273963],
[-0.146694,-0.384435,0.836102],
[0.047172,0.170886,0.897866],
[0.155780,-1.086392,0.155930],
[0.180355,0.436649,-1.002815],
[0.228699,0.649956,0.602366],
[0.285215,-0.702090,0.586439],
[0.308587,0.746408,-0.515593],
[0.328551,0.869786,0.062473],
[0.598896,0.196439,0.686376],
[0.694582,-0.844133,0.183918],
[0.714463,0.388033,-0.753526],
[0.746014,-0.343089,0.493903],
[0.760459,0.552132,-0.187190],
[0.927542,0.135981,0.198403],
[1.032273,-0.403533,-0.020084],
[1.039867,0.067112,-0.378156]],
faces = [
[11,9,2],
[16,9,11],
[19,16,11],
[23,16,19],
[25,23,19],
[28,23,25],
[27,28,25],
[29,28,27],
[26,29,27],
[24,29,26],
[18,22,15],
[27,25,22],
[13,21,18],
[20,26,21],
[6,7,13],
[3,12,7],
[8,1,6],
[2,0,1],
[15,14,8],
[19,11,14],
[20,24,26],
[17,24,20],
[12,17,20],
[10,17,12],
[3,10,12],
[5,10,3],
[0,5,3],
[4,5,0],
[2,4,0],
[9,4,2],
[8,6,13,18,15],
[22,25,19,14,15],
[21,26,27,22,18],
[7,12,20,21,13],
[1,0,3,7,6],
[14,11,2,1,8],
[29,24,17,10,5,4,9,16,23,28]]
);

function J26() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/gyrobifastigium_(J26).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J26",
// 3 sided faces = 4
// 4 sided faces = 4
vertices = [
[-0.577350,0.577350,0.000000],
[0.577350,0.577350,0.000000],
[0.577350,-0.577350,0.000000],
[-0.577350,-0.577350,0.000000],
[0.000000,0.577350,1.000000],
[0.000000,-0.577350,1.000000],
[-0.577350,0.000000,-1.000000],
[0.577350,0.000000,-1.000000]],
faces = [
[1,0,4],
[3,2,5],
[3,0,6],
[1,2,7],
[3,5,4,0],
[1,4,5,2],
[1,7,6,0],
[3,6,7,2]]
);

function J27() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/triangular_orthobicupola_(J27).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J27",
// 3 sided faces = 8
// 4 sided faces = 6
vertices = [
[-0.969360,0.238651,0.058198],
[-0.683128,-0.715413,0.146701],
[-0.623092,-0.255511,-0.739236],
[-0.478567,-0.062330,0.875836],
[-0.286232,0.954064,-0.088503],
[0.060036,0.459902,-0.885938],
[0.204561,0.653083,0.729135],
[0.286232,-0.954064,0.088503],
[0.346268,-0.494162,-0.797435],
[0.490793,-0.300981,0.817638],
[0.683128,0.715413,-0.146701],
[0.969360,-0.238651,-0.058198]],
faces = [
[8,5,2],
[10,4,5],
[7,11,8],
[0,1,2],
[9,3,6],
[1,0,3],
[11,7,9],
[4,10,6],
[4,0,2,5],
[11,10,5,8],
[1,7,8,2],
[0,4,6,3],
[7,1,3,9],
[10,11,9,6]]
);

function J28() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/square_orthobicupola_(J28).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J28",
// 3 sided faces = 8
// 4 sided faces = 10
vertices = [
[-1.055402,0.383836,-0.000110],
[-1.017695,-0.474869,0.000238],
[-0.474869,1.017695,-0.000394],
[-0.448233,0.410252,-0.607929],
[-0.448179,0.410746,0.607634],
[-0.410526,-0.448453,-0.607581],
[-0.410472,-0.447959,0.607981],
[-0.383836,-1.055402,0.000446],
[0.383836,1.055402,-0.000447],
[0.410472,0.447959,-0.607982],
[0.410526,0.448453,0.607580],
[0.448179,-0.410746,-0.607635],
[0.448233,-0.410252,0.607928],
[0.474869,-1.017695,0.000392],
[1.017695,0.474869,-0.000239],
[1.055402,-0.383836,0.000109]],
faces = [
[2,0,3],
[14,8,9],
[13,15,11],
[1,7,5],
[7,1,6],
[15,13,12],
[8,14,10],
[0,2,4],
[11,9,3,5],
[0,1,5,3],
[8,2,3,9],
[15,14,9,11],
[7,13,11,5],
[10,12,6,4],
[1,0,4,6],
[13,7,6,12],
[14,15,12,10],
[2,8,10,4]]
);

function J29() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/square_gyrobicupola_(J29).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J29",
// 3 sided faces = 8
// 4 sided faces = 10
vertices = [
[-1.105000,-0.077473,-0.184867],
[-0.863019,0.717824,0.033637],
[-0.699688,-0.827387,-0.295079],
[-0.617244,-0.399090,0.445571],
[-0.487757,0.321617,-0.630438],
[-0.375262,0.396206,0.664075],
[-0.115492,1.092629,0.232437],
[-0.082444,-0.428297,-0.740649],
[0.115493,-1.092629,-0.232437],
[0.197937,-0.664332,0.508212],
[0.259770,0.696423,-0.431638],
[0.439918,0.130964,0.726716],
[0.665082,-0.053491,-0.541849],
[0.699688,0.827387,0.295079],
[0.863019,-0.717824,-0.033637],
[1.105000,0.077473,0.184867]],
faces = [
[1,0,4],
[13,6,10],
[14,15,12],
[2,8,7],
[2,0,3],
[14,8,9],
[13,15,11],
[1,6,5],
[12,10,4,7],
[0,2,7,4],
[6,1,4,10],
[15,13,10,12],
[8,14,12,7],
[11,9,3,5],
[0,1,5,3],
[8,2,3,9],
[15,14,9,11],
[6,13,11,5]]
);

function J30() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/pentagonal_orthobicupola_(J30).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J30",
// 3 sided faces = 10
// 4 sided faces = 10
// 5 sided faces = 2
vertices = [
[-1.197125,-0.118752,-0.001762],
[-1.038244,0.607337,-0.020132],
[-0.898745,-0.799482,0.017282],
[-0.619431,0.145275,0.384690],
[-0.616250,0.124807,-0.396793],
[-0.482789,1.101444,-0.030813],
[-0.321051,-0.535454,0.403734],
[-0.317871,-0.555923,-0.377750],
[-0.257075,-1.174837,0.029724],
[-0.063976,0.639383,0.374010],
[-0.060795,0.618915,-0.407474],
[0.257076,1.174837,-0.029725],
[0.418813,-0.462061,0.404823],
[0.421993,-0.482530,-0.376661],
[0.482789,-1.101444,0.030813],
[0.577694,0.264028,0.386452],
[0.580875,0.243560,-0.395032],
[0.898745,0.799482,-0.017282],
[1.038244,-0.607337,0.020132],
[1.197125,0.118752,0.001761]],
faces = [
[1,0,4],
[11,5,10],
[19,17,16],
[14,18,13],
[2,8,7],
[8,2,6],
[18,14,12],
[17,19,15],
[5,11,9],
[0,1,3],
[0,2,7,4],
[5,1,4,10],
[17,11,10,16],
[18,19,16,13],
[8,14,13,7],
[2,0,3,6],
[14,8,6,12],
[19,18,12,15],
[11,17,15,9],
[1,5,9,3],
[13,16,10,4,7],
[9,15,12,6,3]]
);

function J31() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/pentagonal_gyrobicupola_(J31).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J31",
// 3 sided faces = 10
// 4 sided faces = 10
// 5 sided faces = 2
vertices = [
[-1.142130,-0.353364,-0.133745],
[-1.138435,0.385484,-0.050817],
[-0.709570,-0.957238,-0.165587],
[-0.699897,0.977090,0.051522],
[-0.598391,0.052172,-0.438170],
[-0.543739,-0.405536,0.304426],
[-0.540044,0.333311,0.387353],
[-0.165831,-0.551702,-0.470012],
[-0.159853,0.643778,-0.335832],
[-0.005978,-1.195480,-0.134180],
[0.005978,1.195481,0.134181],
[0.159852,-0.643778,0.335832],
[0.165831,0.551702,0.470012],
[0.540044,-0.333311,-0.387353],
[0.543739,0.405536,-0.304425],
[0.598391,-0.052172,0.438170],
[0.699896,-0.977090,-0.051521],
[0.709570,0.957238,0.165587],
[1.138435,-0.385484,0.050817],
[1.142129,0.353364,0.133745]],
faces = [
[1,0,4],
[10,3,8],
[19,17,14],
[16,18,13],
[2,9,7],
[2,0,5],
[16,9,11],
[19,18,15],
[10,17,12],
[1,3,6],
[0,2,7,4],
[3,1,4,8],
[17,10,8,14],
[18,19,14,13],
[9,16,13,7],
[0,1,6,5],
[9,2,5,11],
[18,16,11,15],
[17,19,15,12],
[3,10,12,6],
[13,14,8,4,7],
[12,15,11,5,6]]
);

function J32() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/pentagonal_orthocupolarontunda_(J32).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J32",
// 3 sided faces = 15
// 4 sided faces = 5
// 5 sided faces = 7
vertices = [
[-1.086754,0.270723,-0.022210],
[-0.951485,0.016307,0.590957],
[-0.844123,0.345447,-0.650340],
[-0.727726,-0.227595,-0.308179],
[-0.678317,0.606577,0.401324],
[-0.592457,-0.482012,0.304989],
[-0.489983,-0.320625,0.954953],
[-0.316268,0.211936,-1.053507],
[-0.285732,0.727482,-0.615010],
[-0.199871,-0.361106,-0.711346],
[-0.183258,0.888869,0.034954],
[-0.047989,0.634452,0.648121],
[0.019000,-0.772761,0.280780],
[0.068408,0.061410,0.990283],
[0.121473,-0.611374,0.930744],
[0.261631,-0.698037,-0.347350],
[0.295188,-0.078813,-1.077716],
[0.344597,0.755358,-0.368213],
[0.563468,0.343703,0.623912],
[0.649328,-0.744886,0.527576],
[0.703625,0.257040,-0.654181],
[0.756690,-0.415745,-0.713720],
[0.806099,0.418427,-0.004217],
[0.891959,-0.670162,-0.100552],
[0.922496,-0.154616,0.337944]],
faces = [
[2,0,3],
[16,7,9],
[23,21,15],
[14,19,12],
[1,6,5],
[22,24,18],
[23,19,24],
[17,20,22],
[16,21,20],
[10,8,17],
[2,7,8],
[11,4,10],
[1,0,4],
[18,13,11],
[14,6,13],
[0,1,5,3],
[7,2,3,9],
[21,16,9,15],
[19,23,15,12],
[6,14,12,5],
[12,15,9,3,5],
[11,10,17,22,18],
[24,19,14,13,18],
[20,21,23,24,22],
[8,7,16,20,17],
[4,0,2,8,10],
[13,6,1,4,11]]
);

function J33() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/pentagonal_gyrocupolarotunda_(J33).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J33",
// 3 sided faces = 15
// 4 sided faces = 5
// 5 sided faces = 7
vertices = [
[-0.799512,0.192706,0.001565],
[-0.776446,0.593934,0.546986],
[-0.713384,0.860598,-0.072621],
[-0.640335,-0.340950,0.387405],
[-0.617268,0.060277,0.932827],
[-0.538299,0.090521,-0.615141],
[-0.452171,0.758412,-0.689327],
[-0.296652,-0.536533,0.937522],
[-0.280744,-0.772953,0.009162],
[-0.217683,-0.506289,-0.610445],
[-0.200278,0.902051,0.367837],
[-0.092580,0.326409,-1.067570],
[0.057277,0.038576,0.992140],
[0.062939,-0.968537,0.559279],
[0.222374,0.736712,-0.630014],
[0.228036,-0.270402,-1.062874],
[0.314991,0.558821,0.642957],
[0.324152,-1.070722,-0.057426],
[0.378052,0.825485,0.023349],
[0.387214,-0.804058,-0.677033],
[0.635607,-0.037989,0.647653],
[0.639107,-0.660420,0.380130],
[0.737643,0.393482,-0.354893],
[0.741142,-0.228948,-0.622416],
[0.896820,-0.140175,0.030947]],
faces = [
[11,6,5],
[19,15,9],
[13,17,8],
[4,7,3],
[2,1,0],
[24,21,20],
[17,13,21],
[22,23,24],
[15,19,23],
[18,14,22],
[6,11,14],
[16,10,18],
[1,2,10],
[20,12,16],
[7,4,12],
[6,2,0,5],
[15,11,5,9],
[17,19,9,8],
[7,13,8,3],
[1,4,3,0],
[3,8,9,5,0],
[16,18,22,24,20],
[21,13,7,12,20],
[23,19,17,21,24],
[14,11,15,23,22],
[10,2,6,14,18],
[12,4,1,10,16]]
);

function J34() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/pentagonal_orthobirotunda_(J34).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J34",
// 3 sided faces = 20
// 5 sided faces = 12
vertices = [
[-0.976027,0.021192,0.216616],
[-0.898600,-0.336852,-0.281155],
[-0.800821,0.595002,0.068255],
[-0.778424,-0.560713,0.282236],
[-0.680644,0.371141,0.631647],
[-0.675542,0.015675,-0.737155],
[-0.615111,0.591592,-0.521207],
[-0.523949,-0.823998,-0.215648],
[-0.360916,-0.570400,0.737823],
[-0.319728,0.941541,-0.106177],
[-0.300485,0.005517,0.953771],
[-0.194450,0.362214,-0.911587],
[-0.163033,-0.253598,-0.953472],
[-0.125279,0.579327,0.805410],
[-0.069344,-0.772544,-0.631163],
[0.050833,-0.996405,-0.067772],
[0.097779,0.931854,0.349410],
[0.151593,-0.839673,0.521506],
[0.194449,-0.362214,0.911587],
[0.283489,0.928444,-0.240052],
[0.360916,0.570400,-0.737823],
[0.411749,-0.426005,-0.805595],
[0.477939,0.566230,0.671534],
[0.606198,-0.788219,0.105992],
[0.675542,-0.015675,0.737155],
[0.735567,0.083254,-0.672317],
[0.778423,0.560713,-0.282236],
[0.829257,-0.435692,-0.350008],
[0.898600,0.336852,0.281155],
[0.930017,-0.278960,0.239270]],
faces = [
[14,7,15],
[1,3,7],
[21,12,14],
[11,5,12],
[27,25,21],
[26,20,25],
[23,29,27],
[24,28,29],
[15,17,23],
[8,18,17],
[13,10,4],
[18,8,10],
[16,22,13],
[28,24,22],
[9,19,16],
[20,26,19],
[2,6,9],
[5,11,6],
[4,0,2],
[3,1,0],
[23,27,21,14,15],
[7,3,8,17,15],
[12,5,1,7,14],
[25,20,11,12,21],
[29,28,26,25,27],
[17,18,24,29,23],
[2,9,16,13,4],
[10,8,3,0,4],
[22,24,18,10,13],
[19,26,28,22,16],
[6,11,20,19,9],
[0,1,5,6,2]]
);

function J35() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/elongated_triangular_orthobicupola_(J35).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J35",
// 3 sided faces = 8
// 4 sided faces = 12
vertices = [
[-0.903332,-0.063468,0.034076],
[-0.833437,0.283050,0.763458],
[-0.589483,0.680853,0.100738],
[-0.561749,-0.142046,-0.696749],
[-0.484641,-0.705032,0.298750],
[-0.414746,-0.358514,1.028133],
[-0.247900,0.602275,-0.630087],
[-0.143058,-0.783610,-0.432074],
[-0.100897,0.385807,1.094795],
[0.065949,0.076155,-1.160799],
[0.143058,0.783610,0.432075],
[0.247900,-0.602274,0.630087],
[0.484641,-0.565409,-0.896124],
[0.484641,0.705032,-0.298750],
[0.561749,0.142046,0.696749],
[0.589483,-0.680852,-0.100737],
[0.798490,0.178912,-0.829462],
[0.903332,0.063468,-0.034075]],
faces = [
[12,16,9],
[17,13,16],
[7,15,12],
[6,3,9],
[5,1,8],
[0,2,1],
[11,4,5],
[10,14,8],
[13,6,9,16],
[15,17,16,12],
[3,7,12,9],
[2,10,8,1],
[4,0,1,5],
[14,11,5,8],
[3,0,4,7],
[6,2,0,3],
[13,10,2,6],
[17,14,10,13],
[15,11,14,17],
[7,4,11,15]]
);

function J36() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/elongated_triangular_gyrobicupola_(J36).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J36",
// 3 sided faces = 8
// 4 sided faces = 12
vertices = [
[-0.821240,-0.196132,-0.329082],
[-0.725355,-0.267867,0.472553],
[-0.627806,0.589563,-0.281911],
[-0.577286,0.201670,-0.991803],
[-0.531921,0.517828,0.519724],
[-0.241376,-0.749828,-0.447988],
[-0.196012,-0.433670,1.063538],
[-0.145492,-0.821562,0.353647],
[-0.002578,0.352025,1.110710],
[0.002578,-0.352025,-1.110709],
[0.145492,0.821563,-0.353646],
[0.196012,0.433670,-1.063538],
[0.241376,0.749828,0.447989],
[0.531921,-0.517828,-0.519723],
[0.577285,-0.201670,0.991804],
[0.627806,-0.589563,0.281912],
[0.725355,0.267867,-0.472551],
[0.821240,0.196133,0.329083]],
faces = [
[9,11,3],
[16,10,11],
[5,13,9],
[2,0,3],
[6,8,14],
[4,12,8],
[7,1,6],
[17,15,14],
[10,2,3,11],
[13,16,11,9],
[0,5,9,3],
[12,17,14,8],
[1,4,8,6],
[15,7,6,14],
[0,1,7,5],
[2,4,1,0],
[10,12,4,2],
[16,17,12,10],
[13,15,17,16],
[5,7,15,13]]
);

function J37() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/elongated_square_gyrobicupola_(J37).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J37",
// 3 sided faces = 8
// 4 sided faces = 18
vertices = [
[-0.862856,0.357407,-0.357407],
[-0.862856,-0.357407,-0.357407],
[-0.357407,0.862856,-0.357407],
[-0.357407,0.357407,-0.862856],
[-0.357407,-0.357407,-0.862856],
[-0.357407,-0.862856,-0.357407],
[0.357407,0.862856,-0.357407],
[0.357407,0.357407,-0.862856],
[0.357407,-0.357407,-0.862856],
[0.357407,-0.862856,-0.357407],
[0.862856,0.357407,-0.357407],
[0.862856,-0.357407,-0.357407],
[0.862856,0.357407,0.357407],
[0.862856,-0.357407,0.357407],
[0.357407,0.862856,0.357407],
[0.505449,0.000000,0.862856],
[0.357407,-0.862856,0.357407],
[-0.000000,0.505449,0.862856],
[-0.000000,-0.505449,0.862856],
[-0.357407,0.862856,0.357407],
[-0.505449,0.000000,0.862856],
[-0.357407,-0.862856,0.357407],
[-0.862856,0.357407,0.357407],
[-0.862856,-0.357407,0.357407]],
faces = [
[2,3,0],
[4,5,1],
[10,7,6],
[11,9,8],
[15,13,12],
[19,17,14],
[18,21,16],
[22,23,20],
[3,4,1,0],
[6,7,3,2],
[7,8,4,3],
[8,9,5,4],
[10,11,8,7],
[14,17,15,12],
[15,18,16,13],
[17,20,18,15],
[19,22,20,17],
[20,23,21,18],
[22,19,2,0],
[19,14,6,2],
[14,12,10,6],
[12,13,11,10],
[11,13,16,9],
[9,16,21,5],
[5,21,23,1],
[1,23,22,0]]
);

function J38() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/elongated_pentagonal_orthobicupola_(J38).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J38",
// 3 sided faces = 10
// 4 sided faces = 20
// 5 sided faces = 2
vertices = [
[-1.047541,-0.144730,-0.164687],
[-0.972660,0.443085,0.054945],
[-0.794156,0.029302,-0.716846],
[-0.770690,-0.710500,-0.215961],
[-0.748241,-0.047945,0.383423],
[-0.719275,0.617116,-0.497215],
[-0.574648,0.828420,0.359043],
[-0.517304,-0.536469,-0.768120],
[-0.471389,-0.613715,0.332149],
[-0.350229,0.337390,0.687521],
[-0.321263,1.002451,-0.193117],
[-0.247853,-1.038120,-0.079291],
[-0.228431,0.309073,-0.749313],
[-0.005532,0.864089,0.631452],
[0.005532,-0.864089,-0.631452],
[0.048421,-0.256696,-0.800587],
[0.097726,-0.578045,0.604557],
[0.169581,0.694408,-0.445215],
[0.172608,0.009769,0.824189],
[0.247853,1.038120,0.079291],
[0.321263,-1.002451,0.193117],
[0.517305,0.536469,0.768120],
[0.574648,-0.828420,-0.359043],
[0.617537,-0.221027,-0.528178],
[0.692418,0.366788,-0.308546],
[0.719275,-0.617116,0.497214],
[0.770690,0.710500,0.215961],
[0.794156,-0.029301,0.716846],
[0.972660,-0.443085,-0.054945],
[1.047542,0.144730,0.164687]],
faces = [
[19,10,17],
[29,26,24],
[22,28,23],
[7,14,15],
[5,2,12],
[0,1,4],
[11,3,8],
[25,20,16],
[21,27,18],
[6,13,9],
[10,5,12,17],
[26,19,17,24],
[28,29,24,23],
[14,22,23,15],
[2,7,15,12],
[1,6,9,4],
[3,0,4,8],
[20,11,8,16],
[27,25,16,18],
[13,21,18,9],
[14,11,20,22],
[7,3,11,14],
[2,0,3,7],
[5,1,0,2],
[10,6,1,5],
[19,13,6,10],
[26,21,13,19],
[29,27,21,26],
[28,25,27,29],
[22,20,25,28],
[15,23,24,17,12],
[18,16,8,4,9]]
);

function J39() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/elongated_pentagonal_gyrobicupola_(J39).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J39",
// 3 sided faces = 10
// 4 sided faces = 20
// 5 sided faces = 2
vertices = [
[-1.006864,0.217224,-0.290603],
[-0.990318,0.219795,0.341133],
[-0.944481,-0.411647,-0.289678],
[-0.927935,-0.409077,0.342059],
[-0.687819,0.762632,-0.301179],
[-0.671273,0.765203,0.330558],
[-0.551737,-0.055664,-0.633770],
[-0.524499,-0.883775,-0.298756],
[-0.507953,-0.881203,0.332980],
[-0.446854,0.274173,0.659035],
[-0.384471,-0.354698,0.659960],
[-0.232692,0.489744,-0.644346],
[-0.131755,-0.527791,-0.642848],
[-0.109210,1.016250,-0.317365],
[-0.092665,1.018821,0.314371],
[0.092664,-1.018821,-0.314371],
[0.109210,-1.016250,0.317365],
[0.131755,0.527791,0.642848],
[0.232692,-0.489745,0.644346],
[0.384471,0.354698,-0.659960],
[0.446854,-0.274173,-0.659035],
[0.507953,0.881203,-0.332980],
[0.524499,0.883774,0.298756],
[0.551737,0.055664,0.633770],
[0.671273,-0.765203,-0.330558],
[0.687819,-0.762632,0.301179],
[0.927935,0.409076,-0.342059],
[0.944481,0.411647,0.289678],
[0.990318,-0.219795,-0.341133],
[1.006864,-0.217224,0.290603]],
faces = [
[13,4,11],
[26,21,19],
[24,28,20],
[7,15,12],
[0,2,6],
[1,5,9],
[8,3,10],
[25,16,18],
[27,29,23],
[14,22,17],
[4,0,6,11],
[21,13,11,19],
[28,26,19,20],
[15,24,20,12],
[2,7,12,6],
[5,14,17,9],
[3,1,9,10],
[16,8,10,18],
[29,25,18,23],
[22,27,23,17],
[15,16,25,24],
[7,8,16,15],
[2,3,8,7],
[0,1,3,2],
[4,5,1,0],
[13,14,5,4],
[21,22,14,13],
[26,27,22,21],
[28,29,27,26],
[24,25,29,28],
[12,20,19,11,6],
[23,18,10,9,17]]
);

function J40() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/elongated_pentagonal_orthocupolarotunda_(J40).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J40",
// 3 sided faces = 15
// 4 sided faces = 15
// 5 sided faces = 7
vertices = [
[-1.055180,-0.061289,-0.047893],
[-0.934164,0.280612,0.409939],
[-0.859454,-0.241561,-0.567840],
[-0.777777,-0.505581,0.210572],
[-0.776073,0.311702,-0.400212],
[-0.656761,-0.163679,0.668404],
[-0.655057,0.653604,0.057620],
[-0.582051,-0.685853,-0.309375],
[-0.542629,0.653549,0.630780],
[-0.421745,-0.191346,-0.951300],
[-0.400139,-0.685942,0.618017],
[-0.338365,0.361918,-0.783672],
[-0.265226,0.209257,0.889245],
[-0.144342,-0.635637,-0.692835],
[-0.142556,0.915126,-0.042884],
[-0.083446,-0.977628,-0.223275],
[-0.030129,0.915071,0.530275],
[0.028982,-0.977682,0.349884],
[0.053170,0.734854,-0.562831],
[0.090755,0.070177,-1.051805],
[0.149998,-0.635781,0.807716],
[0.233378,-0.082518,0.975345],
[0.247274,0.470780,0.788741],
[0.368158,-0.374115,-0.793339],
[0.407580,0.965287,0.146815],
[0.466690,-0.927467,-0.033576],
[0.482290,0.443114,-0.830964],
[0.603306,0.785015,-0.373132],
[0.662498,-0.374258,0.707212],
[0.684983,0.520995,0.405281],
[0.745797,-0.554475,-0.385895],
[0.759693,-0.001178,-0.572498],
[0.858225,-0.554530,0.187265],
[0.880709,0.340724,-0.114666],
[0.941605,-0.001267,0.354893]],
faces = [
[8,1,6],
[24,16,14],
[26,27,18],
[9,19,11],
[0,2,4],
[17,10,20],
[3,5,10],
[25,15,17],
[13,7,15],
[32,30,25],
[31,23,30],
[28,34,32],
[29,33,34],
[20,21,28],
[12,22,21],
[1,0,4,6],
[16,8,6,14],
[27,24,14,18],
[19,26,18,11],
[2,9,11,4],
[19,23,31,26],
[9,13,23,19],
[2,7,13,9],
[0,3,7,2],
[1,5,3,0],
[8,12,5,1],
[16,22,12,8],
[24,29,22,16],
[27,33,29,24],
[26,31,33,27],
[11,18,14,6,4],
[28,32,25,17,20],
[10,5,12,21,20],
[15,7,3,10,17],
[30,23,13,15,25],
[34,33,31,30,32],
[21,22,29,34,28]]
);

function J41() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/elongated_pentagonal_gyrocupolarotunda_(J41).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J41",
// 3 sided faces = 15
// 4 sided faces = 15
// 5 sided faces = 7
vertices = [
[-1.045033,0.161365,0.036367],
[-0.919366,0.043922,-0.521815],
[-0.855707,-0.369212,0.190625],
[-0.830432,0.382234,0.532668],
[-0.730040,-0.486655,-0.367556],
[-0.711442,0.528940,-0.271461],
[-0.641106,-0.148342,0.686927],
[-0.544409,-0.844483,0.055116],
[-0.501432,0.074765,-0.928671],
[-0.496841,0.749809,0.224841],
[-0.357534,0.622166,0.777518],
[-0.312106,-0.455811,-0.774412],
[-0.293508,0.559783,-0.678317],
[-0.197177,-0.487108,0.858148],
[-0.168208,0.091590,0.931777],
[-0.137415,-0.917347,0.467667],
[-0.011748,-1.034790,-0.090514],
[0.049132,0.242114,-1.028796],
[0.053724,0.917158,0.124716],
[0.131823,-0.794577,-0.603191],
[0.179390,0.799715,-0.433466],
[0.193031,0.789515,0.677394],
[0.238459,-0.288463,-0.874537],
[0.335483,-0.677415,0.712518],
[0.382357,0.258938,0.831652],
[0.522031,0.482046,-0.783946],
[0.538816,-0.867441,-0.190639],
[0.610965,0.820358,0.270538],
[0.693655,-0.216333,0.696143],
[0.711357,-0.048531,-0.629687],
[0.736632,0.702915,-0.287644],
[0.753417,-0.646572,0.305662],
[0.800291,0.289782,0.424796],
[0.896988,-0.406359,-0.207015],
[0.925958,0.172339,-0.133386]],
faces = [
[10,3,9],
[27,21,18],
[25,30,20],
[8,17,12],
[0,1,5],
[16,7,15],
[4,2,7],
[26,19,16],
[22,11,19],
[31,33,26],
[34,29,33],
[23,28,31],
[24,32,28],
[15,13,23],
[6,14,13],
[3,0,5,9],
[21,10,9,18],
[30,27,18,20],
[17,25,20,12],
[1,8,12,5],
[17,22,29,25],
[8,11,22,17],
[1,4,11,8],
[0,2,4,1],
[3,6,2,0],
[10,14,6,3],
[21,24,14,10],
[27,32,24,21],
[30,34,32,27],
[25,29,34,30],
[12,20,18,9,5],
[23,31,26,16,15],
[7,2,6,13,15],
[19,11,4,7,16],
[33,29,22,19,26],
[28,32,34,33,31],
[13,14,24,28,23]]
);

function J42() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/elongated_pentagonal_orthobirotunda_(J42).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J42",
// 3 sided faces = 20
// 4 sided faces = 10
// 5 sided faces = 12
vertices = [
[-1.094229,0.091579,-0.183298],
[-0.983491,-0.294880,0.177777],
[-0.974620,-0.408146,-0.350504],
[-0.882171,0.554599,-0.002654],
[-0.873301,0.441333,-0.530935],
[-0.702994,-0.070704,0.581578],
[-0.679771,-0.367238,-0.801479],
[-0.640375,0.454303,0.470066],
[-0.617152,0.157769,-0.912991],
[-0.583386,-0.570429,0.414373],
[-0.569033,-0.753697,-0.440404],
[-0.419447,0.804058,0.122429],
[-0.405095,0.620789,-0.732347],
[-0.327237,-0.853993,0.032316],
[-0.251159,-0.061675,0.877809],
[-0.211565,-0.187782,-1.002892],
[-0.188540,0.463332,0.766296],
[-0.131551,-0.561400,0.710603],
[-0.124598,0.844965,-0.328546],
[-0.032387,-0.813085,-0.418660],
[0.032387,0.813086,0.418659],
[0.124598,-0.844964,0.328546],
[0.131551,0.561401,-0.710603],
[0.188540,-0.463331,-0.766296],
[0.237051,-0.270491,0.977985],
[0.251159,0.061676,-0.877809],
[0.327237,0.853994,-0.032316],
[0.338370,0.578988,0.797554],
[0.419448,-0.804057,-0.122429],
[0.583386,0.570429,-0.414373],
[0.601401,0.125461,0.928384],
[0.640375,-0.454302,-0.470066],
[0.651509,-0.729308,0.359803],
[0.702994,0.070705,-0.581579],
[0.721009,-0.374264,0.761179],
[0.815447,0.645178,0.067860],
[0.822328,0.475215,0.580748],
[1.008977,-0.163393,-0.202684],
[1.015858,-0.333356,0.310203],
[1.078477,0.191651,0.198691]],
faces = [
[4,3,0],
[11,7,3],
[8,12,4],
[22,18,12],
[6,15,8],
[23,25,15],
[2,10,6],
[13,19,10],
[0,1,2],
[5,9,1],
[34,24,30],
[17,14,24],
[38,32,34],
[28,21,32],
[39,37,38],
[33,31,37],
[36,35,39],
[26,29,35],
[30,27,36],
[16,20,27],
[19,28,31,23],
[13,21,28,19],
[9,17,21,13],
[5,14,17,9],
[7,16,14,5],
[11,20,16,7],
[18,26,20,11],
[22,29,26,18],
[25,33,29,22],
[23,31,33,25],
[2,6,8,4,0],
[3,7,5,1,0],
[12,18,11,3,4],
[15,25,22,12,8],
[10,19,23,15,6],
[1,9,13,10,2],
[36,39,38,34,30],
[24,14,16,27,30],
[32,21,17,24,34],
[37,31,28,32,38],
[35,29,33,37,39],
[27,20,26,35,36]]
);

function J43() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/elongated_pentagonal_gyrobirotunda_(J43).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J43",
// 3 sided faces = 20
// 4 sided faces = 10
// 5 sided faces = 12
vertices = [
[-1.099924,-0.170755,-0.018241],
[-1.015744,0.184543,-0.416570],
[-0.979069,0.342745,0.098809],
[-0.891012,-0.645186,-0.170750],
[-0.854337,-0.486985,0.344629],
[-0.754806,-0.070303,-0.815260],
[-0.677717,-0.583103,-0.663335],
[-0.658790,0.343875,0.534020],
[-0.633951,0.443197,-0.698209],
[-0.581702,-0.168926,0.685945],
[-0.574610,0.699173,0.135692],
[-0.432130,-0.899333,-0.300465],
[-0.372790,-0.643357,0.533436],
[-0.361315,0.761256,-0.356893],
[-0.295924,-0.324449,-0.944974],
[-0.185624,0.480819,0.756166],
[-0.111851,-0.898203,0.134746],
[-0.108536,-0.031982,0.908091],
[-0.101444,0.836117,0.357838],
[-0.100377,0.506410,-0.755583],
[0.100376,-0.506413,0.755582],
[0.101443,-0.836120,-0.357838],
[0.108535,0.031979,-0.908092],
[0.111851,0.898200,-0.134747],
[0.185623,-0.480822,-0.756167],
[0.295923,0.324447,0.944974],
[0.361314,-0.761258,0.356892],
[0.372789,0.643354,-0.533437],
[0.432130,0.899331,0.300464],
[0.574609,-0.699176,-0.135692],
[0.581701,0.168923,-0.685946],
[0.633950,-0.443199,0.698208],
[0.658789,-0.343878,-0.534021],
[0.677716,0.583101,0.663334],
[0.754804,0.070300,0.815259],
[0.854336,0.486982,-0.344629],
[0.891011,0.645184,0.170750],
[0.979068,-0.342747,-0.098810],
[1.015743,-0.184545,0.416569],
[1.099923,0.170753,0.018241]],
faces = [
[1,2,0],
[10,7,2],
[5,8,1],
[19,13,8],
[6,14,5],
[24,22,14],
[3,11,6],
[16,21,11],
[0,4,3],
[9,12,4],
[34,25,33],
[17,15,25],
[38,31,34],
[26,20,31],
[39,37,38],
[32,29,37],
[36,35,39],
[27,30,35],
[33,28,36],
[18,23,28],
[21,29,32,24],
[16,26,29,21],
[12,20,26,16],
[9,17,20,12],
[7,15,17,9],
[10,18,15,7],
[13,23,18,10],
[19,27,23,13],
[22,30,27,19],
[24,32,30,22],
[3,6,5,1,0],
[2,7,9,4,0],
[8,13,10,2,1],
[14,22,19,8,5],
[11,21,24,14,6],
[4,12,16,11,3],
[36,39,38,34,33],
[25,15,18,28,33],
[31,20,17,25,34],
[37,29,26,31,38],
[35,30,32,37,39],
[28,23,27,35,36]]
);

function J44() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/gyroelongated_triangular_bicupola_(J44).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J44",
// 3 sided faces = 20
// 4 sided faces = 6
vertices = [
[-0.789003,0.385273,-0.254111],
[-0.772339,-0.452189,-0.185879],
[-0.761383,0.026005,0.505125],
[-0.611639,-0.798949,0.562592],
[-0.381598,-0.074991,-0.827220],
[-0.362623,0.753266,0.369634],
[-0.289802,0.760316,-0.816621],
[-0.055737,-0.771195,-0.487529],
[-0.033826,0.185193,0.894479],
[0.104963,-1.117956,0.260942],
[0.115918,-0.639761,0.951946],
[0.136578,1.128308,-0.192876],
[0.452187,-0.167262,-0.776585],
[0.471162,0.660994,0.420269],
[0.543983,0.668044,-0.765985],
[0.671820,-0.612007,-0.098176],
[0.682775,-0.133813,0.592828],
[0.878567,0.200731,-0.152840]],
faces = [
[6,14,11],
[12,17,14],
[0,4,6],
[13,5,11],
[3,10,9],
[8,16,10],
[1,2,3],
[15,7,9],
[0,1,4],
[2,1,0],
[5,2,0],
[8,2,5],
[13,8,5],
[16,8,13],
[17,16,13],
[15,16,17],
[12,15,17],
[7,15,12],
[4,7,12],
[1,7,4],
[17,13,11,14],
[4,12,14,6],
[5,0,6,11],
[16,15,9,10],
[2,8,10,3],
[7,1,3,9]]
);

function J45() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/gyroelongated_square_bicupola_(J45).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J45",
// 3 sided faces = 24
// 4 sided faces = 10
vertices = [
[-0.984615,-0.215433,0.042813],
[-0.835086,0.417027,0.382665],
[-0.776626,0.078669,-0.596021],
[-0.681291,-0.220722,0.710519],
[-0.642753,-0.628915,-0.457214],
[-0.627097,0.711130,-0.256169],
[-0.577202,-0.786781,0.255979],
[-0.300907,0.381853,0.883943],
[-0.281757,0.897979,0.363260],
[-0.143631,0.126378,-0.963315],
[-0.068623,-0.621064,0.757726],
[-0.049613,-0.984736,-0.213412],
[-0.009758,-0.581206,-0.824509],
[0.005899,0.758839,-0.623463],
[0.311761,-0.018489,0.931151],
[0.341127,0.667962,0.674663],
[0.351238,0.945688,-0.004035],
[0.458966,-0.819019,0.288335],
[0.543570,-0.100253,-0.843914],
[0.592421,-0.698626,-0.422693],
[0.693100,0.532207,-0.504062],
[0.839350,-0.216444,0.461759],
[0.868716,0.470008,0.205272],
[0.972805,-0.096052,-0.249268]],
faces = [
[20,16,13],
[12,18,9],
[0,4,2],
[8,1,5],
[7,15,14],
[6,3,10],
[19,11,17],
[22,23,21],
[4,11,12],
[6,11,4],
[0,6,4],
[3,6,0],
[1,3,0],
[7,3,1],
[8,7,1],
[15,7,8],
[16,15,8],
[22,15,16],
[20,22,16],
[23,22,20],
[18,23,20],
[19,23,18],
[12,19,18],
[11,19,12],
[2,9,13,5],
[16,8,5,13],
[18,20,13,9],
[4,12,9,2],
[1,0,2,5],
[17,10,14,21],
[15,22,21,14],
[3,7,14,10],
[11,6,10,17],
[23,19,17,21]]
);

function J46() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/gyroelongated_pentagonal_bicupola_(J46).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J46",
// 3 sided faces = 30
// 4 sided faces = 10
// 5 sided faces = 2
vertices = [
[-0.962816,0.187793,0.445444],
[-0.942301,-0.435696,0.287991],
[-0.736715,0.342260,-0.136766],
[-0.716200,-0.281228,-0.294218],
[-0.680334,0.758077,0.350950],
[-0.653736,-0.229833,0.824928],
[-0.626624,-0.874236,-0.061265],
[-0.516012,0.397771,0.858028],
[-0.476990,-0.788175,0.558536],
[-0.259134,0.641512,-0.447112],
[-0.225940,-0.367313,-0.701875],
[-0.202753,1.057329,0.040605],
[-0.136364,-0.960322,-0.468922],
[-0.116423,0.854913,0.645191],
[-0.053283,-1.063987,0.160603],
[-0.029965,-0.362198,0.739264],
[0.056543,0.202971,-0.796368],
[0.107759,0.265405,0.772363],
[0.287508,0.971244,-0.367052],
[0.341218,-0.661070,-0.779268],
[0.392401,0.966981,0.267715],
[0.393741,-0.638011,0.341331],
[0.455541,-0.951919,-0.216873],
[0.603185,0.532703,-0.716309],
[0.616584,0.377473,0.394887],
[0.623700,-0.090786,-0.873761],
[0.793330,-0.180868,0.128495],
[0.816108,0.691169,-0.130218],
[0.855130,-0.494777,-0.429710],
[0.992854,0.132827,-0.396611]],
faces = [
[18,11,9],
[25,23,16],
[12,19,10],
[1,6,3],
[4,0,2],
[7,13,17],
[8,5,15],
[22,14,21],
[29,28,26],
[20,27,24],
[12,22,19],
[14,22,12],
[6,14,12],
[8,14,6],
[1,8,6],
[5,8,1],
[0,5,1],
[7,5,0],
[4,7,0],
[13,7,4],
[11,13,4],
[20,13,11],
[18,20,11],
[27,20,18],
[23,27,18],
[29,27,23],
[25,29,23],
[28,29,25],
[19,28,25],
[22,28,19],
[11,4,2,9],
[23,18,9,16],
[19,25,16,10],
[6,12,10,3],
[0,1,3,2],
[13,20,24,17],
[5,7,17,15],
[14,8,15,21],
[28,22,21,26],
[27,29,26,24],
[3,10,16,9,2],
[26,21,15,17,24]]
);

function J47() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/gyroelongated_pentagonal_cupolarotunda_(J47).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J47",
// 3 sided faces = 35
// 4 sided faces = 5
// 5 sided faces = 7
vertices = [
[-0.908535,-0.523787,-0.144699],
[-0.894854,-0.367641,0.429886],
[-0.853258,0.048135,-0.301436],
[-0.839577,0.204280,0.273149],
[-0.708763,-0.381742,-0.687498],
[-0.672946,0.027052,0.816785],
[-0.520247,-0.782937,0.225153],
[-0.516340,0.434114,-0.605119],
[-0.494204,0.686763,0.324579],
[-0.422413,-0.790350,-0.362291],
[-0.396391,-0.493344,0.730635],
[-0.371845,0.004237,-0.991181],
[-0.327573,0.509534,0.868216],
[-0.294432,0.828807,-0.218221],
[-0.140258,-0.512752,-0.807313],
[-0.098153,-0.032185,0.961078],
[-0.026471,0.486719,-0.939751],
[-0.010949,-1.005224,0.010862],
[0.009345,0.895513,0.564533],
[0.189455,-0.536653,0.828749],
[0.195436,0.881412,-0.552852],
[0.209117,1.037558,0.021734],
[0.218444,-0.056175,-0.939930],
[0.260549,0.424392,0.828462],
[0.427671,-0.853012,0.383905],
[0.445587,-0.556061,-0.709199],
[0.516681,0.404984,-0.709486],
[0.525505,-0.860425,-0.203539],
[0.542703,0.701990,0.383440],
[0.640537,0.694577,-0.204005],
[0.725908,-0.391854,0.614349],
[0.769847,0.202104,0.614171],
[0.884207,-0.403849,-0.336156],
[0.928145,0.190109,-0.336334],
[1.008063,-0.114255,0.169326]],
faces = [
[18,12,8],
[20,21,13],
[11,16,7],
[0,4,2],
[5,1,3],
[24,19,30],
[10,15,19],
[27,17,24],
[9,6,17],
[32,25,27],
[22,14,25],
[34,33,32],
[29,26,33],
[30,31,34],
[23,28,31],
[11,22,16],
[14,22,11],
[4,14,11],
[9,14,4],
[0,9,4],
[6,9,0],
[1,6,0],
[10,6,1],
[5,10,1],
[15,10,5],
[12,15,5],
[23,15,12],
[18,23,12],
[28,23,18],
[21,28,18],
[29,28,21],
[20,29,21],
[26,29,20],
[16,26,20],
[22,26,16],
[12,5,3,8],
[21,18,8,13],
[16,20,13,7],
[4,11,7,2],
[1,0,2,3],
[2,7,13,8,3],
[34,32,27,24,30],
[19,15,23,31,30],
[17,6,10,19,24],
[25,14,9,17,27],
[33,26,22,25,32],
[31,28,29,33,34]]
);

function J48() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/gyroelongated_pentagonal_birotunda_(J48).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J48",
// 3 sided faces = 40
// 5 sided faces = 12
vertices = [
[-1.023844,0.349350,0.211966],
[-1.022840,0.245289,-0.329944],
[-0.984402,-0.132386,0.478181],
[-0.982778,-0.300762,-0.398647],
[-0.959023,-0.534178,0.100801],
[-0.762835,0.690856,-0.134076],
[-0.724398,0.313181,0.674049],
[-0.721770,0.040743,-0.744690],
[-0.659577,-0.570348,0.562884],
[-0.657953,-0.738723,-0.313945],
[-0.302078,0.865747,0.114140],
[-0.301074,0.761686,-0.427769],
[-0.278322,0.632332,0.613589],
[-0.275694,0.359894,-0.805149],
[-0.238881,0.150594,0.879804],
[-0.235633,-0.186157,-0.873853],
[-0.198819,-0.395456,0.811100],
[-0.196192,-0.667893,-0.607638],
[-0.173439,-0.797247,0.433720],
[-0.172436,-0.901309,-0.108190],
[0.169627,0.892069,-0.170988],
[0.181588,0.824063,0.376487],
[0.183498,0.626126,-0.654287],
[0.214813,0.448086,0.779020],
[0.217902,0.127816,-0.888807],
[0.256610,-0.092255,0.882858],
[0.259699,-0.412524,-0.784969],
[0.291015,-0.590564,0.648338],
[0.292924,-0.788502,-0.382436],
[0.304885,-0.856507,0.165038],
[0.651020,0.715912,-0.375257],
[0.670374,0.605876,0.510575],
[0.706688,-0.090371,-0.754719],
[0.738003,-0.268411,0.678589],
[0.760446,-0.698716,-0.103406],
[0.960498,0.539035,0.045972],
[0.974369,0.273093,-0.437327],
[0.993723,0.163058,0.448505],
[1.016166,-0.267247,-0.333489],
[1.028128,-0.335253,0.213985]],
faces = [
[1,5,0],
[11,10,5],
[3,7,1],
[15,13,7],
[4,9,3],
[19,17,9],
[2,8,4],
[16,18,8],
[0,6,2],
[12,14,6],
[37,31,35],
[23,21,31],
[39,33,37],
[27,25,33],
[38,34,39],
[28,29,34],
[36,32,38],
[24,26,32],
[35,30,36],
[20,22,30],
[19,28,17],
[29,28,19],
[18,29,19],
[27,29,18],
[16,27,18],
[25,27,16],
[14,25,16],
[23,25,14],
[12,23,14],
[21,23,12],
[10,21,12],
[20,21,10],
[11,20,10],
[22,20,11],
[13,22,11],
[24,22,13],
[15,24,13],
[26,24,15],
[17,26,15],
[28,26,17],
[2,4,3,1,0],
[5,10,12,6,0],
[7,13,11,5,1],
[9,17,15,7,3],
[8,18,19,9,4],
[6,14,16,8,2],
[36,38,39,37,35],
[31,21,20,30,35],
[33,25,23,31,37],
[34,29,27,33,39],
[32,26,28,34,38],
[30,22,24,32,36]]
);

function J49() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/augmented_triangular_prism_(J49).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J49",
// 3 sided faces = 6
// 4 sided faces = 2
vertices = [
[-0.875470,-0.255205,-0.086794],
[-0.276612,-0.313401,1.029989],
[-0.236035,0.801921,-0.374595],
[-0.051128,-0.255205,-1.050994],
[0.218493,-0.889481,0.014004],
[0.362823,0.743725,0.742188],
[0.857929,0.167645,-0.273797]],
faces = [
[2,3,6],
[2,0,3],
[4,3,0],
[6,5,2],
[4,0,1],
[3,4,6],
[5,1,0,2],
[6,4,1,5]]
);

function J50() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/biaugmented_triangular_prism_(J50).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J50",
// 3 sided faces = 10
// 4 sided faces = 1
vertices = [
[-0.878027,-0.446140,0.176652],
[-0.856560,0.548188,-0.533000],
[-0.477610,0.616903,0.626496],
[-0.069889,-0.364329,-0.736024],
[0.239836,-0.921955,0.306031],
[0.330528,0.698715,-0.286179],
[0.640253,0.141088,0.755876],
[1.071468,-0.272471,-0.309853]],
faces = [
[1,0,3],
[2,0,1],
[5,2,1],
[3,0,4],
[5,6,2],
[7,3,4],
[6,7,4],
[5,7,6],
[5,3,7],
[3,5,1],
[2,6,4,0]]
);

function J51() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/triaugmented_triangular_prism_(J51).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J51",
// 3 sided faces = 14
vertices = [
[-0.837735,-0.140456,-0.298855],
[-0.678080,0.951266,0.116678],
[-0.424767,0.019903,0.793738],
[-0.041529,-0.887587,0.145967],
[-0.017092,-0.613922,-1.000561],
[0.031619,0.531638,-0.726088],
[0.444587,0.691997,0.366504],
[0.695172,-0.337344,0.883883],
[0.827825,-0.215493,-0.281266]],
faces = [
[0,5,1],
[5,4,8],
[5,0,4],
[0,3,4],
[4,3,8],
[8,6,5],
[7,6,8],
[3,7,8],
[2,7,3],
[2,6,7],
[0,2,3],
[1,2,0],
[1,6,2],
[5,6,1]]
);

function J52() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/augmented_pentagonal_prism_(J52).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J52",
// 3 sided faces = 4
// 4 sided faces = 4
// 5 sided faces = 2
vertices = [
[-0.814810,0.221521,-0.662951],
[-0.660297,-0.683519,-0.326712],
[-0.530730,0.852939,0.027439],
[-0.280723,-0.611446,0.571485],
[-0.200646,0.338137,0.790362],
[0.085423,0.233517,-1.044348],
[0.239936,-0.671523,-0.708109],
[0.369503,0.864935,-0.353959],
[0.473247,-0.295241,1.107742],
[0.619511,-0.599450,0.190087],
[0.699587,0.350133,0.408964]],
faces = [
[4,8,3],
[8,9,3],
[10,8,4],
[9,8,10],
[6,5,0,1],
[9,6,1,3],
[7,10,4,2],
[5,7,2,0],
[2,4,3,1,0],
[5,6,9,10,7]]
);

function J53() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/biaugmented_pentagonal_prism_(J53).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J53",
// 3 sided faces = 8
// 4 sided faces = 3
// 5 sided faces = 2
vertices = [
[-0.736376,0.261231,-0.409511],
[-0.572247,-0.640818,-0.200191],
[-0.430826,0.786388,0.308330],
[-0.352398,1.103933,-0.573408],
[-0.165260,-0.673158,0.647018],
[-0.077857,0.208904,0.961301],
[0.083202,-1.290119,-0.017868],
[0.110490,0.321450,-0.814035],
[0.274618,-0.580600,-0.604714],
[0.416039,0.846607,-0.096194],
[0.681606,-0.612940,0.242494],
[0.769009,0.269122,0.556777]],
faces = [
[0,3,2],
[3,9,2],
[7,3,0],
[9,3,7],
[4,6,1],
[6,8,1],
[10,6,4],
[8,6,10],
[11,10,4,5],
[9,11,5,2],
[8,7,0,1],
[1,0,2,5,4],
[10,11,9,7,8]]
);

function J54() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/augmented_hexagonal_prism_(J54).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J54",
// 3 sided faces = 4
// 4 sided faces = 5
// 6 sided faces = 2
vertices = [
[-0.973522,0.388420,-0.100967],
[-0.837708,-0.464036,-0.184620],
[-0.457167,0.537479,-0.781617],
[-0.449574,0.863826,0.400622],
[-0.321353,-0.314977,-0.865269],
[-0.177946,-0.841086,0.233318],
[0.066781,1.012885,-0.280028],
[0.210188,0.486776,0.818559],
[0.338409,-0.692027,-0.447332],
[0.346002,-0.365679,0.734907],
[0.666998,-1.030797,0.280259],
[0.726543,0.635835,0.137910],
[0.862357,-0.216621,0.054258]],
faces = [
[9,10,5],
[10,8,5],
[12,10,9],
[8,10,12],
[4,2,0,1],
[8,4,1,5],
[11,12,9,7],
[6,11,7,3],
[2,6,3,0],
[3,7,9,5,1,0],
[6,2,4,8,12,11]]
);

function J55() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/parabiaugmented_hexagonal_prism_(J55).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J55",
// 3 sided faces = 8
// 4 sided faces = 4
// 6 sided faces = 2
vertices = [
[-1.129559,0.266324,0.624401],
[-0.925111,0.008507,-0.145991],
[-0.655368,-0.416841,0.523404],
[-0.588300,0.710070,0.164074],
[-0.438148,0.074567,-0.824427],
[-0.318557,0.284721,0.833470],
[-0.101337,0.776130,-0.514362],
[0.101337,-0.776130,0.514363],
[0.318557,-0.284721,-0.833468],
[0.438148,-0.074567,0.824429],
[0.588300,-0.710069,-0.164073],
[0.655368,0.416842,-0.523403],
[0.925111,-0.008507,0.145993],
[1.129559,-0.266324,-0.624399]],
faces = [
[11,13,12],
[13,10,12],
[8,13,11],
[10,13,8],
[5,0,3],
[0,1,3],
[2,0,5],
[1,0,2],
[7,2,5,9],
[10,7,9,12],
[4,8,11,6],
[1,4,6,3],
[3,6,11,12,9,5],
[1,2,7,10,8,4]]
);

function J56() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/metabiaugmented_hexagonal_prism_(J56).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J56",
// 3 sided faces = 8
// 4 sided faces = 4
// 6 sided faces = 2
vertices = [
[-1.111755,0.435562,-0.458586],
[-0.808867,0.159752,0.276420],
[-0.700013,-0.297342,-0.421621],
[-0.454926,0.822531,-0.102389],
[-0.346072,0.365437,-0.800430],
[-0.331474,-0.383478,0.706586],
[-0.222620,-0.840572,0.008545],
[0.189019,-1.044602,0.713507],
[0.376408,0.942079,-0.051032],
[0.485263,0.484985,-0.749073],
[0.499860,-0.263930,0.757943],
[0.608714,-0.721024,0.059902],
[0.853802,0.398849,0.379134],
[0.962656,-0.058246,-0.318907]],
faces = [
[1,0,3],
[0,4,3],
[2,0,1],
[4,0,2],
[10,7,5],
[7,6,5],
[11,7,10],
[6,7,11],
[9,13,12,8],
[4,9,8,3],
[6,2,1,5],
[13,11,10,12],
[10,5,1,3,8,12],
[11,13,9,4,2,6]]
);

function J57() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/triaugmented_hexagonal_prism_(J57).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J57",
// 3 sided faces = 12
// 4 sided faces = 3
// 6 sided faces = 2
vertices = [
[-0.902174,-0.044182,-0.142406],
[-0.852256,-0.160380,-0.950443],
[-0.656940,0.352221,0.529639],
[-0.484062,0.483825,-0.606421],
[-0.454289,-0.660407,-0.440037],
[-0.238829,0.880229,0.065624],
[-0.184058,0.919718,0.880707],
[-0.036177,-0.132400,-0.904053],
[0.036178,0.132400,0.904052],
[0.238829,-0.880229,-0.065625],
[0.454289,0.660407,0.440037],
[0.484063,-0.483825,0.606420],
[0.656941,-0.352221,-0.529640],
[0.902174,0.044182,0.142405],
[1.036314,-0.759338,0.069736]],
faces = [
[11,14,9],
[14,12,9],
[13,14,11],
[12,14,13],
[2,6,8],
[6,10,8],
[5,6,2],
[10,6,5],
[4,1,0],
[1,3,0],
[7,1,4],
[3,1,7],
[12,7,4,9],
[10,13,11,8],
[3,5,2,0],
[2,8,11,9,4,0],
[5,3,7,12,13,10]]
);

function J58() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/augmented_dodecahedron_(J58).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J58",
// 3 sided faces = 5
// 5 sided faces = 11
vertices = [
[-0.906673,0.136106,0.246909],
[-0.827056,0.097501,-0.456089],
[-0.822039,0.728118,-0.133084],
[-0.682157,-0.474972,0.526574],
[-0.553334,-0.537436,-0.610901],
[-0.486770,0.654002,0.486704],
[-0.463781,-0.891244,-0.003583],
[-0.357947,0.591537,-0.650771],
[-0.147639,0.935474,-0.068093],
[-0.123496,-0.334743,0.939211],
[-0.002740,0.363001,0.914570],
[0.084945,-0.435813,-0.901263],
[0.205700,0.261931,-0.925903],
[0.229843,-1.008285,0.081400],
[0.440151,-0.664349,0.664079],
[0.545986,0.818432,0.016890],
[0.568974,-0.726814,-0.473396],
[0.635538,0.464625,0.624209],
[0.764361,0.402160,-0.513266],
[0.909260,-0.170313,0.469397],
[0.988877,-0.208918,-0.233601]],
faces = [
[5,0,2],
[8,5,2],
[0,1,2],
[1,7,2],
[8,2,7],
[12,11,16,20,18],
[13,16,11,4,6],
[4,11,12,7,1],
[7,12,18,15,8],
[15,18,20,19,17],
[19,20,16,13,14],
[14,9,10,17,19],
[17,10,5,8,15],
[1,0,3,6,4],
[6,3,9,14,13],
[0,5,10,9,3]]
);

function J59() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/parabiaugmented_dodecahedron_(J59).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J59",
// 3 sided faces = 10
// 5 sided faces = 10
vertices = [
[-0.987924,-0.168105,-0.565605],
[-0.950092,-0.216897,0.133657],
[-0.877263,0.407337,-0.179083],
[-0.637339,-0.699196,-0.269274],
[-0.609869,-0.193139,0.747222],
[-0.519498,0.310837,-0.775297],
[-0.492028,0.816894,0.241199],
[-0.371218,-0.373038,-0.831038],
[-0.326770,0.445779,0.813687],
[-0.103824,-0.973514,0.095267],
[-0.086847,-0.660753,0.723496],
[0.086847,0.660753,-0.723496],
[0.103824,0.973513,-0.095267],
[0.326770,-0.445780,-0.813687],
[0.371218,0.373038,0.831038],
[0.492028,-0.816894,-0.241199],
[0.519498,-0.310837,0.775297],
[0.609869,0.193139,-0.747222],
[0.637339,0.699195,0.269274],
[0.877262,-0.407338,0.179083],
[0.950092,0.216897,-0.133657],
[0.987924,0.168105,0.565605]],
faces = [
[3,7,0],
[1,3,0],
[7,5,0],
[5,2,0],
[1,0,2],
[14,18,21],
[16,14,21],
[18,20,21],
[20,19,21],
[16,21,19],
[12,18,14,8,6],
[20,18,12,11,17],
[11,12,6,2,5],
[2,6,8,4,1],
[4,8,14,16,10],
[10,9,3,1,4],
[5,7,13,17,11],
[17,13,15,19,20],
[19,15,9,10,16],
[13,7,3,9,15]]
);

function J60() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/metabiaugmented_dodecahedron_(J60).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J60",
// 3 sided faces = 10
// 5 sided faces = 10
vertices = [
[-0.858966,-0.256781,-0.362035],
[-0.807204,-0.391109,0.326114],
[-0.719263,0.425042,-0.461407],
[-0.635510,0.207695,0.652043],
[-0.581160,0.712103,0.165328],
[-0.463060,-0.410585,0.938862],
[-0.364654,-0.630479,-0.694119],
[-0.311484,0.996138,-0.418515],
[-0.280902,-0.847826,0.419331],
[-0.138610,0.472734,-0.854906],
[-0.007391,-0.995764,-0.211209],
[-0.003096,0.121058,0.946694],
[0.080550,-0.179614,-0.998730],
[0.084846,0.937209,0.159173],
[0.216065,-0.531289,0.802870],
[0.358357,0.789271,-0.471366],
[0.442109,0.571923,0.642084],
[0.658614,-0.770659,-0.217364],
[0.712965,-0.266250,-0.704079],
[0.796718,-0.483597,0.409371],
[0.884659,0.332554,-0.378150],
[0.936421,0.198226,0.310000]],
faces = [
[15,13,7],
[9,15,7],
[13,4,7],
[4,2,7],
[9,7,2],
[8,1,5],
[14,8,5],
[1,3,5],
[3,11,5],
[14,5,11],
[1,8,10,6,0],
[17,10,8,14,19],
[3,1,0,2,4],
[2,0,6,12,9],
[12,6,10,17,18],
[18,20,15,9,12],
[4,13,16,11,3],
[11,16,21,19,14],
[19,21,20,18,17],
[16,13,15,20,21]]
);

function J61() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/triaugmented_dodecahedron_(J61).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J61",
// 3 sided faces = 15
// 5 sided faces = 9
vertices = [
[-0.875027,-0.215344,-0.354115],
[-0.822602,-0.401147,0.315989],
[-0.733096,0.465836,-0.400606],
[-0.648272,0.165200,0.683645],
[-0.625957,0.049095,-0.949385],
[-0.592955,0.701024,0.240765],
[-0.479753,-0.469083,0.919437],
[-0.387571,-0.561993,-0.712628],
[-0.302747,-0.862629,0.371622],
[-0.157924,0.540178,-0.787852],
[-0.033883,-0.962037,-0.264098],
[-0.020675,0.053739,0.966503],
[0.055623,-0.095055,-0.980693],
[0.068831,0.920721,0.249908],
[0.192872,-0.581494,0.773662],
[0.337694,0.821313,-0.385812],
[0.422519,0.520677,0.698439],
[0.627903,-0.742340,-0.254955],
[0.683221,-0.206515,-0.697835],
[0.756251,0.833140,0.171845],
[0.768045,-0.507151,0.386416],
[0.857550,0.359831,-0.330178],
[0.909975,0.174028,0.339925]],
faces = [
[1,3,6],
[8,1,6],
[3,11,6],
[11,14,6],
[8,6,14],
[21,22,19],
[15,21,19],
[22,16,19],
[16,13,19],
[15,19,13],
[2,0,4],
[9,2,4],
[0,7,4],
[7,12,4],
[9,4,12],
[22,21,18,17,20],
[12,18,21,15,9],
[16,22,20,14,11],
[14,20,17,10,8],
[10,17,18,12,7],
[7,0,1,8,10],
[11,3,5,13,16],
[13,5,2,9,15],
[5,3,1,0,2]]
);

function J62() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/metabidiminished_icosahedron_(J62).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J62",
// 3 sided faces = 10
// 5 sided faces = 2
vertices = [
[-0.821855,0.223834,-0.340481],
[-0.710390,-0.701977,0.157898],
[-0.692806,0.200390,0.708676],
[-0.215696,-0.533443,-0.761235],
[-0.187244,0.926618,0.129942],
[-0.006891,-0.571377,0.936336],
[0.107626,0.473083,-0.778513],
[0.793541,-0.298683,-0.550854],
[0.811125,0.603684,-0.000076],
[0.922590,-0.322128,0.498303]],
faces = [
[0,3,6],
[1,3,0],
[2,5,1],
[0,2,1],
[0,4,2],
[6,8,4],
[0,6,4],
[8,7,9],
[8,6,7],
[6,3,7],
[5,9,7,3,1],
[4,8,9,5,2]]
);

function J63() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/tridiminished_icosahedron_(J63).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J63",
// 3 sided faces = 5
// 5 sided faces = 3
vertices = [
[-0.799898,0.494585,-0.153719],
[-0.680241,-0.086273,0.717027],
[-0.306176,0.002547,-0.943688],
[-0.112567,-0.937300,0.465209],
[-0.077419,0.764103,0.564122],
[0.118618,-0.882406,-0.561170],
[0.153766,0.818996,-0.462256],
[0.841097,-0.612888,0.156672],
[0.862820,0.438637,0.217804]],
faces = [
[6,4,0],
[6,8,4],
[0,2,6],
[4,1,0],
[3,7,5],
[2,5,7,8,6],
[1,3,5,2,0],
[3,1,4,8,7]]
);

function J64() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/augmented_tridiminished_icosahedron_(J64).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J64",
// 3 sided faces = 7
// 5 sided faces = 3
vertices = [
[-0.777985,-0.188235,-0.285228],
[-0.489362,-0.260552,0.643961],
[-0.324420,0.578558,-0.683014],
[-0.099589,-0.843165,-0.034687],
[0.142581,0.461547,0.820446],
[0.244520,0.980145,0.000330],
[0.634293,0.397531,-0.678318],
[0.773247,-0.481142,-0.277630],
[0.922916,0.325215,0.250871],
[-1.026197,-0.969903,0.243270]],
faces = [
[8,5,6],
[8,4,5],
[6,7,8],
[5,2,6],
[0,1,9],
[3,0,9],
[1,3,9],
[7,3,1,4,8],
[2,0,3,7,6],
[0,2,5,4,1]]
);

function J65() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/augmented_truncated_tetrahedron_(J65).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J65",
// 3 sided faces = 8
// 4 sided faces = 3
// 6 sided faces = 3
vertices = [
[-0.914030,0.409064,-0.602734],
[-0.830829,0.815648,0.102539],
[-0.699591,-0.379344,-0.648261],
[-0.533188,0.433825,0.762285],
[-0.401951,-0.761167,0.011485],
[-0.338469,0.986004,-0.528495],
[-0.318749,-0.354582,0.716757],
[0.090409,-0.590810,-0.619549],
[0.251663,-0.893891,0.485632],
[0.256812,0.222359,0.790997],
[0.451531,0.774538,-0.499782],
[0.665970,-0.013869,-0.545309],
[0.744023,-0.723534,-0.145401],
[0.749172,0.392715,0.159963],
[0.827225,-0.316950,0.559871]],
faces = [
[11,7,12],
[11,13,10],
[9,13,14],
[6,3,9],
[5,1,0],
[7,2,4],
[8,4,6],
[12,8,14],
[7,4,8,12],
[11,12,14,13],
[8,6,9,14],
[10,5,0,2,7,11],
[9,3,1,5,10,13],
[6,4,2,0,1,3]]
);

function J66() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/augmented_truncated_cube_(J66).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J66",
// 3 sided faces = 12
// 4 sided faces = 5
// 8 sided faces = 5
vertices = [
[-0.935384,0.507278,-0.272116],
[-0.915801,0.536228,0.283002],
[-0.882043,0.099694,-0.646826],
[-0.834764,0.169584,0.693348],
[-0.787023,-0.447768,-0.621628],
[-0.739744,-0.377878,0.718546],
[-0.705986,-0.814411,-0.211282],
[-0.686402,-0.785462,0.343836],
[-0.561956,0.553237,-0.681771],
[-0.514677,0.623127,0.658404],
[-0.332557,-0.768453,-0.620937],
[-0.285278,-0.698562,0.719237],
[-0.014265,0.647182,-0.705992],
[0.033015,0.717073,0.634183],
[0.215134,-0.674508,-0.645158],
[0.262413,-0.604617,0.695016],
[0.386859,0.734081,-0.330591],
[0.406443,0.763031,0.224528],
[0.440201,0.326497,-0.705301],
[0.487480,0.396388,0.634874],
[0.535221,-0.220964,-0.680103],
[0.582500,-0.151074,0.660072],
[0.616258,-0.587608,-0.269757],
[0.635842,-0.558659,0.285361],
[0.831438,0.541255,-0.057559],
[0.884779,0.133670,-0.432269],
[0.912475,0.174611,0.352787],
[0.965816,-0.232973,-0.021924]],
faces = [
[17,16,24],
[21,19,26],
[22,23,27],
[18,20,25],
[23,15,21],
[11,7,5],
[19,13,17],
[9,3,1],
[16,12,18],
[8,0,2],
[20,14,22],
[10,4,6],
[27,26,24,25],
[16,18,25,24],
[19,17,24,26],
[23,21,26,27],
[20,22,27,25],
[22,14,10,6,7,11,15,23],
[18,12,8,2,4,10,14,20],
[17,13,9,1,0,8,12,16],
[21,15,11,5,3,9,13,19],
[2,0,1,3,5,7,6,4]]
);

function J67() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/biaugmented_truncated_cube_(J67).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J67",
// 3 sided faces = 16
// 4 sided faces = 10
// 8 sided faces = 4
vertices = [
[-0.854680,-0.304544,0.321795],
[-0.813538,0.214997,0.467663],
[-0.753988,-0.584165,-0.130495],
[-0.662946,-0.809677,0.352981],
[-0.654663,0.670118,0.221662],
[-0.570447,-0.460068,-0.624262],
[-0.567052,-0.168344,0.759532],
[-0.471123,0.794216,-0.272106],
[-0.411573,-0.004947,-0.870263],
[-0.375319,-0.673477,0.790718],
[-0.370431,0.514594,-0.724396],
[-0.323962,-0.843410,-0.332393],
[-0.232920,-1.068921,0.151083],
[-0.183495,0.930415,0.165631],
[-0.059594,-0.255350,0.926295],
[-0.054707,0.932721,-0.588818],
[0.054707,-0.932721,0.588819],
[0.059595,0.255350,-0.926294],
[0.183496,-0.930415,-0.165630],
[0.232920,1.068921,-0.151082],
[0.323962,0.843410,0.332394],
[0.370432,-0.514594,0.724397],
[0.375320,0.673477,-0.790717],
[0.411574,0.004947,0.870264],
[0.471123,-0.794216,0.272106],
[0.567053,0.168344,-0.759531],
[0.570448,0.460068,0.624263],
[0.654664,-0.670118,-0.221661],
[0.662947,0.809677,-0.352980],
[0.753989,0.584165,0.130496],
[0.813538,-0.214997,-0.467662],
[0.854680,0.304544,-0.321795]],
faces = [
[17,25,22],
[7,10,15],
[20,13,19],
[31,29,28],
[6,14,9],
[2,0,3],
[18,11,12],
[21,24,16],
[13,4,7],
[1,6,0],
[10,8,17],
[5,2,11],
[25,30,31],
[27,18,24],
[29,26,20],
[23,21,14],
[19,15,22,28],
[25,31,28,22],
[10,17,22,15],
[13,7,15,19],
[29,20,19,28],
[12,3,9,16],
[14,21,16,9],
[0,6,9,3],
[11,2,3,12],
[24,18,12,16],
[20,26,23,14,6,1,4,13],
[31,30,27,24,21,23,26,29],
[17,8,5,11,18,27,30,25],
[7,4,1,0,2,5,8,10]]
);

function J68() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/augmented_truncated_dodecahedron_(J68).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J68",
// 3 sided faces = 25
// 4 sided faces = 5
// 5 sided faces = 1
// 10 sided faces = 11
vertices = [
[-1.053731,-0.062801,0.140871],
[-1.047729,-0.006643,-0.190675],
[-0.967657,0.064553,0.440012],
[-0.951944,0.211579,-0.427988],
[-0.942283,-0.266176,0.384450],
[-0.926570,-0.119150,-0.483549],
[-0.822385,0.326776,0.592485],
[-0.802963,0.508510,-0.480421],
[-0.755954,-0.539085,0.447023],
[-0.736532,-0.357350,-0.625883],
[-0.673403,0.623707,0.540051],
[-0.657690,0.770733,-0.327948],
[-0.577618,0.841928,0.302738],
[-0.571617,0.898087,-0.028808],
[-0.565916,-0.777285,0.304689],
[-0.561955,0.420332,0.783630],
[-0.550203,-0.630259,-0.563310],
[-0.536531,0.658225,-0.620822],
[-0.479842,-0.649930,0.603829],
[-0.454419,-0.412037,-0.800623],
[-0.444757,-0.889793,0.011815],
[-0.438755,-0.833633,-0.319731],
[-0.311187,0.991643,0.162337],
[-0.285843,0.309485,0.940436],
[-0.254418,0.603538,-0.795562],
[-0.219412,-0.556374,0.794974],
[-0.187987,-0.262321,-0.941024],
[-0.162643,-0.944479,-0.162925],
[-0.099515,0.036577,1.003008],
[-0.074140,-0.294152,0.947447],
[-0.064380,0.365339,-0.937896],
[-0.039006,0.034609,-0.993458],
[0.024123,1.015665,0.172476],
[0.049467,0.333508,0.950575],
[0.080892,0.627561,-0.785423],
[0.115898,-0.532352,0.805113],
[0.147323,-0.238299,-0.930885],
[0.172667,-0.920457,-0.152786],
[0.300235,0.904820,0.329282],
[0.306237,0.960979,-0.002264],
[0.315898,0.483223,0.810173],
[0.341322,0.721117,-0.594278],
[0.398011,-0.587039,0.630373],
[0.411683,0.701445,0.572861],
[0.423435,-0.349145,-0.774079],
[0.427396,0.848471,-0.295138],
[0.433096,-0.826901,0.038358],
[0.439098,-0.770742,-0.293188],
[0.519170,-0.699547,0.337499],
[0.534883,-0.552520,-0.530500],
[0.598012,0.428536,0.635433],
[0.617434,0.610271,-0.437472],
[0.664443,-0.437324,0.489972],
[0.683864,-0.255589,-0.582934],
[0.721659,-0.657508,0.072275],
[0.727661,-0.601349,-0.259271],
[0.788050,0.190336,0.493099],
[0.803762,0.337363,-0.374900],
[0.813424,-0.140393,0.437538],
[0.829136,0.006634,-0.430461],
[0.866931,-0.395285,0.224748],
[0.876642,-0.304418,-0.311705],
[0.909209,0.077829,0.200225],
[0.915210,0.133987,-0.131321],
[0.962716,-0.177064,-0.012565]],
faces = [
[24,30,34],
[41,51,45],
[31,26,36],
[44,49,53],
[19,9,16],
[21,20,27],
[5,3,1],
[0,2,4],
[7,17,11],
[13,22,12],
[58,56,62],
[63,57,59],
[50,40,43],
[38,32,39],
[33,28,23],
[15,6,10],
[29,35,25],
[18,14,8],
[42,52,48],
[37,46,47],
[46,48,54],
[49,47,55],
[59,53,61],
[63,64,62],
[52,58,60],
[48,52,60,54],
[47,46,54,55],
[53,49,55,61],
[63,59,61,64],
[58,62,64,60],
[64,61,55,54,60],
[30,24,17,7,3,5,9,19,26,31],
[57,51,41,34,30,31,36,44,53,59],
[47,49,44,36,26,19,16,21,27,37],
[14,20,21,16,9,5,1,0,4,8],
[6,2,0,1,3,7,11,13,12,10],
[32,22,13,11,17,24,34,41,45,39],
[56,58,52,42,35,29,28,33,40,50],
[51,57,63,62,56,50,43,38,39,45],
[22,32,38,43,40,33,23,15,10,12],
[2,6,15,23,28,29,25,18,8,4],
[20,14,18,25,35,42,48,46,37,27]]
);

function J69() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/parabiaugmented_truncated_dodecahedron_(J69).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J69",
// 3 sided faces = 30
// 4 sided faces = 10
// 5 sided faces = 2
// 10 sided faces = 10
vertices = [
[-0.988041,0.082361,-0.032394],
[-0.940439,0.105620,0.297446],
[-0.939030,-0.112232,-0.299475],
[-0.911497,0.377114,0.104950],
[-0.814408,-0.051339,0.564056],
[-0.812127,-0.403831,-0.401783],
[-0.783185,-0.132338,-0.594279],
[-0.738637,0.659440,0.060095],
[-0.658086,-0.328563,0.665601],
[-0.655805,-0.681055,-0.300238],
[-0.621075,-0.575598,-0.615315],
[-0.592133,-0.304105,-0.807812],
[-0.581542,-0.033810,0.802944],
[-0.580033,0.029724,-0.804200],
[-0.535485,0.821501,-0.149826],
[-0.531183,-0.620162,0.563294],
[-0.529773,-0.838014,-0.033627],
[-0.487884,0.844761,0.180013],
[-0.482172,-0.814755,0.296212],
[-0.407173,0.312050,-0.849055],
[-0.379640,0.801396,-0.444630],
[-0.373928,-0.858119,-0.328432],
[-0.339198,-0.752663,-0.643508],
[-0.330790,0.151510,0.922864],
[-0.330629,0.606803,-0.711711],
[-0.292369,-0.313377,-0.954974],
[-0.280270,0.020452,-0.951362],
[-0.255019,0.862289,0.418901],
[-0.249306,-0.797226,0.535100],
[-0.157929,0.433837,0.878008],
[-0.136047,-0.590601,-0.853430],
[-0.128987,0.705330,0.685512],
[-0.079877,0.792123,-0.591793],
[-0.074164,-0.867392,-0.475594],
[-0.001607,0.156613,0.979553],
[0.001607,-0.156613,-0.979556],
[0.074164,0.867391,0.475591],
[0.079877,-0.792124,0.591790],
[0.128987,-0.705330,-0.685515],
[0.136047,0.590601,0.853427],
[0.157929,-0.433837,-0.878011],
[0.249306,0.797226,-0.535103],
[0.255019,-0.862289,-0.418905],
[0.280269,-0.020452,0.951360],
[0.292369,0.313377,0.954971],
[0.330629,-0.606803,0.711709],
[0.330790,-0.151511,-0.922866],
[0.339198,0.752662,0.643506],
[0.373928,0.858119,0.328428],
[0.379640,-0.801396,0.444627],
[0.407172,-0.312051,0.849052],
[0.482172,0.814754,-0.296215],
[0.487884,-0.844761,-0.180016],
[0.529773,0.838013,0.033625],
[0.531183,0.620161,-0.563297],
[0.535485,-0.821502,0.149823],
[0.580033,-0.029724,0.804197],
[0.581542,0.033810,-0.802948],
[0.592133,0.304105,0.807809],
[0.621074,0.575598,0.615313],
[0.655804,0.681055,0.300235],
[0.658086,0.328562,-0.665604],
[0.738637,-0.659440,-0.060097],
[0.783184,0.132337,0.594276],
[0.812126,0.403830,0.401780],
[0.814408,0.051338,-0.564059],
[0.911497,-0.377114,-0.104953],
[0.939029,0.112232,0.299472],
[0.940439,-0.105620,-0.297449],
[0.988041,-0.082361,0.032391]],
faces = [
[12,8,4],
[1,0,3],
[15,28,18],
[16,21,9],
[37,45,49],
[55,62,52],
[50,43,56],
[67,63,64],
[34,23,29],
[31,27,36],
[26,19,13],
[6,2,5],
[24,32,20],
[14,17,7],
[41,54,51],
[48,53,60],
[61,57,65],
[68,66,69],
[46,35,40],
[42,38,33],
[38,40,30],
[21,33,22],
[5,9,10],
[6,11,13],
[35,26,25],
[63,56,58],
[60,64,59],
[36,48,47],
[31,39,29],
[43,34,44],
[40,35,25,30],
[33,38,30,22],
[9,21,22,10],
[6,5,10,11],
[26,13,11,25],
[56,43,44,58],
[64,63,58,59],
[48,60,59,47],
[31,36,47,39],
[34,29,39,44],
[11,10,22,30,25],
[39,47,59,58,44],
[8,12,23,34,43,50,45,37,28,15],
[2,0,1,4,8,15,18,16,9,5],
[33,21,16,18,28,37,49,55,52,42],
[66,62,55,49,45,50,56,63,67,69],
[64,60,53,51,54,61,65,68,69,67],
[17,27,31,29,23,12,4,1,3,7],
[19,26,35,46,57,61,54,41,32,24],
[0,2,6,13,19,24,20,14,7,3],
[27,17,14,20,32,41,51,53,48,36],
[62,66,68,65,57,46,40,38,42,52]]
);

function J70() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/metabiaugmented_truncated_dodecahedron_(J70).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J70",
// 3 sided faces = 30
// 4 sided faces = 10
// 5 sided faces = 2
// 10 sided faces = 10
vertices = [
[-0.989194,-0.091477,-0.102373],
[-0.986156,-0.109996,0.232129],
[-0.908902,0.233330,-0.085120],
[-0.905864,0.214811,0.249382],
[-0.892465,-0.388533,-0.223390],
[-0.887549,-0.418497,0.317846],
[-0.850998,0.061184,-0.366646],
[-0.843044,0.012701,0.509091],
[-0.829645,-0.590642,0.036320],
[-0.810408,0.497156,0.096369],
[-0.754269,-0.235871,-0.487662],
[-0.744438,-0.295800,0.594808],
[-0.658813,0.046474,-0.640675],
[-0.655662,-0.544372,-0.401946],
[-0.647709,-0.592856,0.473792],
[-0.645943,-0.031974,0.776297],
[-0.593136,0.751890,0.108498],
[-0.592842,-0.746482,-0.142236],
[-0.589804,-0.765001,0.192266],
[-0.405755,0.194817,-0.802538],
[-0.400657,-0.761193,-0.416265],
[-0.392703,-0.809676,0.459472],
[-0.389847,0.097850,0.948936],
[-0.340078,0.900233,-0.053365],
[-0.337040,0.881715,0.281137],
[-0.188483,0.449551,-0.790409],
[-0.172576,0.352585,0.961066],
[-0.147893,0.885523,-0.327394],
[-0.139939,0.837040,0.548343],
[-0.091754,0.152496,-0.911425],
[-0.089989,0.713378,-0.608920],
[-0.086657,-0.803514,-0.525152],
[-0.077120,0.634930,0.808053],
[-0.076826,-0.863443,0.557318],
[-0.073969,0.044084,1.046782],
[0.126005,0.562254,-0.815685],
[0.163251,-0.064325,-0.925745],
[0.166107,0.843202,-0.436281],
[0.166401,-0.655171,-0.687015],
[0.175938,0.783273,0.646190],
[0.179271,-0.733618,0.729957],
[0.181036,-0.172737,1.032463],
[0.222734,0.265199,-0.936702],
[0.229221,-0.857281,-0.427306],
[0.237175,-0.905764,0.448431],
[0.261857,-0.372826,-0.840028],
[0.277765,-0.469792,0.911446],
[0.382101,0.692078,-0.643046],
[0.426322,-0.901955,-0.160100],
[0.429360,-0.920474,0.174402],
[0.479129,-0.118091,-0.827899],
[0.481985,0.789435,-0.338434],
[0.489939,0.740952,0.537303],
[0.495036,-0.215058,0.923576],
[0.538612,0.211432,-0.838855],
[0.637106,0.475258,-0.657366],
[0.679086,0.744760,-0.071228],
[0.682124,0.726241,0.263273],
[0.682418,-0.772131,0.012539],
[0.735225,0.011733,-0.655260],
[0.736990,0.572615,-0.352754],
[0.744944,0.524132,0.522983],
[0.748094,-0.066715,0.761713],
[0.833719,0.275559,-0.473771],
[0.843550,0.215630,0.608700],
[0.899689,-0.517397,0.024669],
[0.932326,-0.032942,-0.388054],
[0.940279,-0.081425,0.487683],
[0.995146,-0.235051,-0.128344],
[0.998184,-0.253571,0.206158]],
faces = [
[53,46,41],
[34,22,26],
[40,44,33],
[21,18,14],
[49,58,48],
[43,38,31],
[65,69,68],
[66,63,59],
[67,62,64],
[61,52,57],
[2,9,3],
[7,15,11],
[16,23,24],
[28,39,32],
[27,30,37],
[56,51,60],
[25,19,29],
[36,45,50],
[12,6,10],
[20,13,17],
[13,10,4],
[18,17,8],
[11,14,5],
[7,1,3],
[6,2,0],
[51,37,47],
[63,60,55],
[50,59,54],
[36,42,29],
[30,25,35],
[10,6,0,4],
[17,13,4,8],
[14,18,8,5],
[7,11,5,1],
[2,3,1,0],
[37,30,35,47],
[60,51,47,55],
[59,63,55,54],
[36,50,54,42],
[25,29,42,35],
[1,5,8,4,0],
[42,54,55,47,35],
[46,53,62,67,69,65,58,49,44,40],
[15,22,34,41,46,40,33,21,14,11],
[17,18,21,33,44,49,48,43,31,20],
[45,38,43,48,58,65,68,66,59,50],
[60,63,66,68,69,67,64,61,57,56],
[39,52,61,64,62,53,41,34,26,32],
[9,2,6,12,19,25,30,27,23,16],
[22,15,7,3,9,16,24,28,32,26],
[52,39,28,24,23,27,37,51,56,57],
[38,45,36,29,19,12,10,13,20,31]]
);

function J71() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/triaugmented_truncated_dodecahedron_(J71).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J71",
// 3 sided faces = 35
// 4 sided faces = 15
// 5 sided faces = 3
// 10 sided faces = 9
vertices = [
[-0.942902,0.070270,-0.149675],
[-0.907058,0.322313,0.065363],
[-0.897048,-0.257164,-0.191336],
[-0.851819,0.371393,-0.259585],
[-0.803207,0.402693,0.371640],
[-0.802539,0.632087,0.129919],
[-0.787011,-0.534922,-0.043707],
[-0.747300,0.681167,-0.195029],
[-0.731772,-0.485841,-0.368655],
[-0.671018,0.280706,0.652170],
[-0.658589,0.531186,-0.479085],
[-0.654821,-0.656908,0.236823],
[-0.579935,0.581829,0.542259],
[-0.579266,0.811224,0.300537],
[-0.560981,0.002949,0.799799],
[-0.550971,-0.576528,0.543100],
[-0.515127,-0.324486,0.758138],
[-0.510203,-0.528414,-0.613902],
[-0.489887,0.890637,-0.225239],
[-0.437021,0.488613,-0.724333],
[-0.401177,0.740656,-0.509295],
[-0.386037,0.971017,0.081037],
[-0.385694,-0.805205,0.365781],
[-0.322522,0.791299,0.512049],
[-0.317618,-0.591958,0.780503],
[-0.316974,-0.368621,-0.833402],
[-0.291854,-0.145349,0.928756],
[-0.271745,0.259936,-0.901652],
[-0.225891,-0.067498,-0.943313],
[-0.206937,-0.646378,-0.685774],
[-0.177904,0.919793,-0.338677],
[-0.152342,-0.820635,0.603184],
[-0.129293,0.951092,0.292549],
[-0.094345,-0.412822,0.951122],
[-0.082428,-0.923170,0.293910],
[-0.074054,1.000172,-0.032399],
[0.002897,0.829106,0.573078],
[0.031522,0.141972,-0.973523],
[0.033565,-0.107542,0.989786],
[0.062190,-0.794676,-0.556816],
[0.139140,-0.965743,0.048662],
[0.147515,0.957600,-0.277647],
[0.173077,-0.782829,0.664213],
[0.194380,-0.916662,-0.276286],
[0.208921,-0.530786,0.879250],
[0.242991,-0.885363,0.354939],
[0.272024,0.680808,0.702036],
[0.290978,0.101928,0.959576],
[0.336832,-0.225507,0.917915],
[0.356941,0.179778,-0.912493],
[0.382061,0.403051,0.849665],
[0.387609,-0.756870,-0.495786],
[0.450781,0.839635,-0.349518],
[0.466264,-0.706226,0.525558],
[0.502108,-0.454184,0.740596],
[0.575290,0.562844,0.630165],
[0.580214,0.358915,-0.741875],
[-0.018946,-0.326587,-0.976456],
[0.616058,0.610958,-0.526838],
[0.626068,0.031481,-0.783536],
[0.645022,-0.547400,-0.525996],
[0.238466,-0.117117,-1.006666],
[0.719908,0.691337,-0.220560],
[0.723676,-0.496756,0.495348],
[0.736105,-0.246276,-0.635907],
[0.796859,0.520271,0.384917],
[0.091091,-0.604344,-0.828827],
[0.852098,0.569351,0.059969],
[0.868294,-0.368263,-0.355377],
[0.507593,-0.265415,-0.877708],
[0.916906,-0.336964,0.275848],
[0.962135,0.291594,0.207599],
[0.416510,-0.566538,-0.767798],
[0.972145,-0.287883,-0.049100],
[1.007989,-0.035841,0.165937]],
faces = [
[74,73,70],
[63,53,54],
[68,64,60],
[51,39,43],
[59,56,49],
[37,27,28],
[58,62,52],
[41,35,30],
[67,71,65],
[46,55,50],
[1,0,3],
[10,19,20],
[2,6,8],
[17,29,25],
[11,15,22],
[40,34,45],
[16,14,26],
[38,47,48],
[9,4,12],
[36,23,32],
[23,12,13],
[35,32,21],
[20,30,18],
[10,7,3],
[4,1,5],
[34,22,31],
[53,45,42],
[48,54,44],
[38,33,26],
[15,16,24],
[29,39,66],
[28,25,57],
[49,37,61],
[64,59,69],
[51,60,72],
[12,4,5,13],
[32,23,13,21],
[30,35,21,18],
[10,20,18,7],
[1,3,7,5],
[22,15,24,31],
[45,34,31,42],
[54,53,42,44],
[38,48,44,33],
[16,26,33,24],
[39,51,72,66],
[57,25,29,66],
[61,37,28,57],
[69,59,49,61],
[72,60,64,69],
[7,18,21,13,5],
[33,44,42,31,24],
[69,61,57,66,72],
[73,74,71,67,62,58,56,59,64,68],
[45,53,63,70,73,68,60,51,43,40],
[48,47,50,55,65,71,74,70,63,54],
[19,27,37,49,56,58,52,41,30,20],
[32,35,41,52,62,67,65,55,46,36],
[0,1,4,9,14,16,15,11,6,2],
[27,19,10,3,0,2,8,17,25,28],
[39,29,17,8,6,11,22,34,40,43],
[50,47,38,26,14,9,12,23,36,46]]
);

function J72() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/gyrate_rhombicosidodecahedron_(J72).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J72",
// 3 sided faces = 20
// 4 sided faces = 30
// 5 sided faces = 12
vertices = [
[-0.976612,0.213547,-0.025026],
[-0.942883,-0.134569,-0.304734],
[-0.917763,0.061996,0.392261],
[-0.863187,-0.501268,-0.060316],
[-0.847662,-0.379783,0.370450],
[-0.806942,0.483006,-0.339927],
[-0.791417,0.604490,0.090839],
[-0.773213,0.134890,-0.619635],
[-0.732567,0.452939,0.508126],
[-0.703113,-0.306889,-0.641445],
[-0.652871,0.086241,0.752543],
[-0.623417,-0.673588,-0.397028],
[-0.582771,-0.355538,0.730732],
[-0.564567,-0.825138,0.020258],
[-0.549042,-0.703654,0.451025],
[-0.473560,0.767450,-0.432161],
[-0.458035,0.888934,-0.001394],
[-0.418985,0.204186,-0.884738],
[-0.362814,0.643719,0.673789],
[-0.348885,-0.237593,-0.906548],
[-0.283118,0.277021,0.918206],
[-0.233790,0.595129,-0.768872],
[-0.219935,-0.830923,-0.511073],
[-0.193143,0.913179,0.358888],
[-0.169693,-0.437793,0.882916],
[-0.161085,-0.982474,-0.093786],
[-0.135964,-0.785909,0.603208],
[-0.103807,0.958230,-0.266497],
[-0.050264,-0.561464,-0.825973],
[-0.015503,0.046850,-0.998782],
[0.015502,-0.046850,0.998781],
[0.075132,0.737294,0.671381],
[0.103807,-0.958229,0.266497],
[0.135964,0.785910,-0.603209],
[0.154828,0.370596,0.915798],
[0.161084,0.982475,0.093785],
[0.169693,0.437794,-0.882917],
[0.193143,-0.913178,-0.358889],
[0.233789,-0.595129,0.768871],
[0.283118,-0.277021,-0.918207],
[0.362813,-0.643719,-0.673790],
[0.418985,-0.204186,0.884737],
[0.429360,0.806590,0.406278],
[0.458035,-0.888933,0.001394],
[0.473560,-0.767449,0.432160],
[0.549042,0.703655,-0.451025],
[0.558311,0.213260,0.801754],
[0.564567,0.825139,-0.020259],
[0.582771,0.355539,-0.730733],
[0.652871,-0.086240,-0.752544],
[0.727981,0.482720,0.486853],
[0.732567,-0.452939,-0.508127],
[0.773213,-0.134890,0.619634],
[0.791417,-0.604490,-0.090840],
[0.806942,-0.483006,0.339926],
[0.847662,0.379784,-0.370451],
[0.863187,0.501268,0.060316],
[0.917763,-0.061995,-0.392261],
[0.942883,0.134570,0.304733],
[0.976612,-0.213546,0.025025]],
faces = [
[55,45,48],
[47,42,35],
[31,18,23],
[34,30,20],
[51,57,49],
[53,54,59],
[58,50,56],
[52,41,46],
[28,40,39],
[22,25,37],
[32,44,43],
[26,24,38],
[17,19,29],
[7,1,9],
[3,13,11],
[4,12,14],
[33,21,36],
[27,16,15],
[6,0,5],
[8,10,2],
[48,45,33,36],
[55,56,47,45],
[56,50,42,47],
[35,42,31,23],
[31,34,20,18],
[46,41,30,34],
[49,57,55,48],
[51,53,59,57],
[43,44,54,53],
[59,54,52,58],
[58,52,46,50],
[38,24,30,41],
[39,40,51,49],
[28,22,37,40],
[11,13,25,22],
[37,25,32,43],
[32,26,38,44],
[14,12,24,26],
[29,19,28,39],
[17,7,9,19],
[5,0,1,7],
[9,1,3,11],
[3,4,14,13],
[2,10,12,4],
[36,21,17,29],
[33,27,15,21],
[35,23,16,27],
[15,16,6,5],
[6,8,2,0],
[18,20,10,8],
[45,47,35,27,33],
[42,50,46,34,31],
[57,59,58,56,55],
[54,44,38,41,52],
[40,37,43,53,51],
[25,13,14,26,32],
[19,9,11,22,28],
[1,0,2,4,3],
[21,15,5,7,17],
[16,23,18,8,6],
[29,39,49,48,36],
[20,30,24,12,10]]
);

function J73() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/parabigyrate_rhombicosidodecahedron_(J73).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J73",
// 3 sided faces = 20
// 4 sided faces = 30
// 5 sided faces = 12
vertices = [
[-0.984691,0.125192,0.121281],
[-0.957572,-0.075612,-0.278094],
[-0.942455,-0.319982,0.096891],
[-0.856557,0.512005,-0.064506],
[-0.832097,0.116607,0.542233],
[-0.829438,0.311200,-0.463882],
[-0.789861,-0.328568,0.517842],
[-0.761099,-0.409107,-0.503346],
[-0.745982,-0.653477,-0.128361],
[-0.624772,0.742482,0.241623],
[-0.609655,0.498112,0.616608],
[-0.606996,0.692705,-0.389506],
[-0.558076,-0.098091,0.823971],
[-0.553774,0.216768,-0.803956],
[-0.511538,-0.228406,-0.828346],
[-0.499080,-0.667369,0.552753],
[-0.471962,-0.868174,0.153378],
[-0.405520,-0.630422,-0.661906],
[-0.390403,-0.874792,-0.286921],
[-0.375211,0.923183,-0.083378],
[-0.335634,0.283415,0.898346],
[-0.331332,0.598273,-0.729581],
[-0.287416,0.797110,0.531045],
[-0.267295,-0.436892,0.858882],
[-0.134858,0.264778,-0.954832],
[-0.092623,-0.180396,-0.979223],
[-0.070822,-0.770387,0.633630],
[-0.043703,-0.971192,0.234255],
[-0.037854,0.977811,0.206045],
[-0.013394,0.582413,0.812784],
[0.013396,-0.582411,-0.812783],
[0.037856,-0.977809,-0.206044],
[0.043705,0.971193,-0.234254],
[0.070824,0.770388,-0.633630],
[0.092624,0.180397,0.979223],
[0.134860,-0.264777,0.954833],
[0.267297,0.436893,-0.858881],
[0.287417,-0.797109,-0.531044],
[0.331333,-0.598272,0.729581],
[0.335635,-0.283414,-0.898346],
[0.375212,-0.923181,0.083378],
[0.390404,0.874793,0.286922],
[0.405521,0.630423,0.661907],
[0.471963,0.868175,-0.153377],
[0.499082,0.667370,-0.552753],
[0.511539,0.228408,0.828347],
[0.553775,-0.216766,0.803957],
[0.558078,0.098092,-0.823971],
[0.606997,-0.692704,0.389507],
[0.609656,-0.498111,-0.616607],
[0.624773,-0.742480,-0.241622],
[0.745984,0.653478,0.128361],
[0.761101,0.409108,0.503346],
[0.789863,0.328569,-0.517842],
[0.829440,-0.311199,0.463882],
[0.832099,-0.116605,-0.542232],
[0.856558,-0.512003,0.064507],
[0.942457,0.319983,-0.096890],
[0.957574,0.075614,0.278095],
[0.984692,-0.125191,-0.121281]],
faces = [
[44,33,36],
[32,28,19],
[22,10,9],
[29,34,20],
[55,53,47],
[59,58,57],
[51,41,43],
[52,45,42],
[37,50,49],
[31,27,40],
[48,54,56],
[38,35,46],
[25,30,39],
[14,7,17],
[8,16,18],
[15,23,26],
[21,13,24],
[11,3,5],
[0,2,1],
[4,12,6],
[36,33,21,24],
[44,43,32,33],
[43,41,28,32],
[19,28,22,9],
[22,29,20,10],
[42,45,34,29],
[47,53,44,36],
[55,59,57,53],
[56,54,58,59],
[57,58,52,51],
[51,52,42,41],
[46,35,34,45],
[39,49,55,47],
[37,31,40,50],
[18,16,27,31],
[50,40,48,56],
[48,38,46,54],
[26,23,35,38],
[39,30,37,49],
[25,14,17,30],
[1,2,8,7],
[17,7,8,18],
[16,15,26,27],
[6,12,23,15],
[24,13,14,25],
[21,11,5,13],
[19,9,3,11],
[5,3,0,1],
[0,4,6,2],
[10,20,12,4],
[33,32,19,11,21],
[28,41,42,29,22],
[53,57,51,43,44],
[58,54,46,45,52],
[49,50,56,59,55],
[40,27,26,38,48],
[30,17,18,31,37],
[8,2,6,15,16],
[13,5,1,7,14],
[3,9,10,4,0],
[25,39,47,36,24],
[20,34,35,23,12]]
);

function J74() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/metabigyrate_rhombicosidodecahedron_(J74).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J74",
// 3 sided faces = 20
// 4 sided faces = 30
// 5 sided faces = 12
vertices = [
[-0.966046,-0.051368,0.253213],
[-0.952290,0.304660,-0.018105],
[-0.940892,-0.323000,-0.101952],
[-0.927135,0.033028,-0.373270],
[-0.826492,-0.473879,0.303890],
[-0.790478,0.458215,-0.406430],
[-0.767188,0.060532,0.638560],
[-0.744929,0.636598,0.199559],
[-0.701332,-0.650609,-0.291274],
[-0.679074,-0.074543,-0.730275],
[-0.630530,0.485719,0.605400],
[-0.627634,-0.361979,0.689237],
[-0.586933,-0.801488,0.114568],
[-0.583117,0.790154,-0.188766],
[-0.542416,0.350644,-0.763435],
[-0.539520,-0.497054,-0.679599],
[-0.420274,-0.030040,0.906900],
[-0.397364,0.817911,0.416083],
[-0.338872,-0.909059,-0.242438],
[-0.302857,0.023036,-0.952757],
[-0.283617,0.395147,0.873740],
[-0.265174,-0.620429,0.738072],
[-0.240019,-0.892061,0.382907],
[-0.235552,0.971466,0.027758],
[-0.206901,0.887732,-0.411248],
[-0.181746,0.616100,-0.766413],
[-0.177060,-0.755504,-0.630763],
[-0.163303,-0.399475,-0.902081],
[-0.057814,-0.288491,0.955736],
[-0.050450,0.727338,0.684423],
[0.008042,-0.999632,0.025902],
[0.057813,0.288491,-0.955736],
[0.163303,0.399477,0.902082],
[0.181745,-0.616099,0.766414],
[0.206900,-0.887731,0.411249],
[0.211368,0.975796,0.056100],
[0.240019,0.892062,-0.382907],
[0.265173,0.620430,-0.738072],
[0.269860,-0.751174,-0.602422],
[0.283616,-0.395146,-0.873739],
[0.302857,-0.023034,0.952758],
[0.325767,0.824917,0.461941],
[0.384259,-0.902053,-0.196580],
[0.420273,0.030041,-0.906900],
[0.539519,0.497055,0.679600],
[0.542416,-0.350643,0.763436],
[0.583117,-0.790152,0.188767],
[0.586933,0.801489,-0.114567],
[0.627634,0.361980,-0.689236],
[0.658347,-0.625824,-0.418238],
[0.672103,-0.269795,-0.689555],
[0.679073,0.074544,0.730276],
[0.701332,0.650610,0.291275],
[0.790477,-0.458214,0.406430],
[0.826492,0.473881,-0.303889],
[0.857205,-0.513923,-0.032890],
[0.879463,0.062143,-0.471892],
[0.927134,-0.033027,0.373270],
[0.940891,0.323002,0.101953],
[0.993863,-0.088736,-0.066050]],
faces = [
[37,25,31],
[24,23,13],
[17,10,7],
[29,32,20],
[56,54,48],
[59,57,58],
[47,35,36],
[52,44,41],
[39,50,43],
[38,42,49],
[46,53,55],
[45,40,51],
[15,26,27],
[8,12,18],
[22,34,30],
[21,28,33],
[14,9,19],
[5,1,3],
[0,4,2],
[6,16,11],
[31,25,14,19],
[37,36,24,25],
[36,35,23,24],
[13,23,17,7],
[17,29,20,10],
[41,44,32,29],
[43,48,37,31],
[56,59,58,54],
[55,53,57,59],
[54,58,52,47],
[47,52,41,35],
[51,40,32,44],
[43,50,56,48],
[39,38,49,50],
[30,34,46,42],
[49,42,46,55],
[53,45,51,57],
[33,28,40,45],
[27,26,38,39],
[15,8,18,26],
[2,4,12,8],
[18,12,22,30],
[22,21,33,34],
[11,16,28,21],
[19,9,15,27],
[14,5,3,9],
[13,7,1,5],
[3,1,0,2],
[0,6,11,4],
[10,20,16,6],
[25,24,13,5,14],
[23,35,41,29,17],
[48,54,47,36,37],
[58,57,51,44,52],
[50,49,55,59,56],
[46,34,33,45,53],
[26,18,30,42,38],
[12,4,11,21,22],
[9,3,2,8,15],
[1,7,10,6,0],
[27,39,43,31,19],
[20,32,40,28,16]]
);

function J75() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/trigyrate_rhombicosidodecahedron_(J75).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J75",
// 3 sided faces = 20
// 4 sided faces = 30
// 5 sided faces = 12
vertices = [
[-0.980376,-0.197048,-0.005857],
[-0.946332,0.150802,-0.285858],
[-0.935804,0.079716,0.343390],
[-0.901759,0.427566,0.063389],
[-0.812124,-0.532510,0.238510],
[-0.804800,-0.555655,-0.208670],
[-0.767552,-0.255746,0.587757],
[-0.759203,0.553784,-0.341957],
[-0.749715,0.007177,-0.661721],
[-0.688108,0.168923,0.705672],
[-0.662244,-0.429437,-0.614016],
[-0.633023,0.731755,0.252621],
[-0.562586,0.410160,-0.717820],
[-0.500979,0.571905,0.649573],
[-0.490467,0.857973,-0.152725],
[-0.483464,-0.835984,0.259599],
[-0.476140,-0.859129,-0.187580],
[-0.411344,-0.388171,0.824694],
[-0.387011,0.051553,-0.920632],
[-0.333584,-0.732911,-0.592926],
[-0.331901,0.036498,0.942608],
[-0.299539,-0.385062,-0.872928],
[-0.245677,0.868112,0.431306],
[-0.235768,-0.746778,0.621881],
[-0.172335,0.625585,-0.760884],
[-0.144772,0.439480,0.886510],
[-0.127762,0.902348,-0.411637],
[-0.119933,-0.991554,0.049356],
[-0.103121,0.994331,0.025960],
[-0.003241,-0.266976,0.963698],
[0.003241,0.266978,-0.963697],
[0.110530,0.735688,0.668243],
[0.110728,-0.787329,-0.606508],
[0.127763,-0.902347,0.411638],
[0.144773,-0.439479,-0.886509],
[0.172335,-0.625583,0.760885],
[0.242772,-0.947178,-0.209555],
[0.271977,0.571167,-0.774465],
[0.299540,0.385063,0.872928],
[0.316550,0.847931,-0.425218],
[0.331901,-0.036497,-0.942608],
[0.341191,0.939913,0.012379],
[0.387011,-0.051552,0.920633],
[0.473235,0.780063,0.409331],
[0.490467,-0.857972,0.152726],
[0.528066,-0.712229,-0.462467],
[0.562111,-0.364379,-0.742468],
[0.562587,-0.410159,0.717821],
[0.600637,0.267692,-0.753376],
[0.662244,0.429438,0.614017],
[0.672757,0.715506,-0.188282],
[0.749716,-0.007176,0.661722],
[0.759203,-0.553783,0.341958],
[0.775762,-0.623022,-0.100185],
[0.804801,0.555656,0.208671],
[0.830847,-0.060190,-0.553237],
[0.848333,0.356899,-0.391094],
[0.946332,-0.150800,0.285859],
[0.962890,-0.220040,-0.156284],
[0.980377,0.197049,0.005858]],
faces = [
[37,24,30],
[26,28,14],
[22,13,11],
[31,38,25],
[55,56,48],
[58,57,59],
[50,41,39],
[54,49,43],
[34,46,40],
[32,36,45],
[44,52,53],
[47,42,51],
[10,19,21],
[16,15,27],
[23,35,33],
[17,20,29],
[12,8,18],
[7,3,1],
[0,4,5],
[2,9,6],
[30,24,12,18],
[37,39,26,24],
[39,41,28,26],
[14,28,22,11],
[22,31,25,13],
[43,49,38,31],
[40,48,37,30],
[55,58,59,56],
[53,52,57,58],
[56,59,54,50],
[50,54,43,41],
[51,42,38,49],
[40,46,55,48],
[34,32,45,46],
[27,33,44,36],
[45,36,44,53],
[52,47,51,57],
[35,29,42,47],
[21,19,32,34],
[10,5,16,19],
[5,4,15,16],
[27,15,23,33],
[23,17,29,35],
[6,9,20,17],
[18,8,10,21],
[12,7,1,8],
[14,11,3,7],
[1,3,2,0],
[0,2,6,4],
[13,25,20,9],
[24,26,14,7,12],
[28,41,43,31,22],
[48,56,50,39,37],
[59,57,51,49,54],
[46,45,53,58,55],
[44,33,35,47,52],
[19,16,27,36,32],
[15,4,6,17,23],
[8,1,0,5,10],
[3,11,13,9,2],
[21,34,40,30,18],
[25,38,42,29,20]]
);

function J76() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/diminished_rhombicosidodecahedron_(J76).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J76",
// 3 sided faces = 15
// 4 sided faces = 25
// 5 sided faces = 11
// 10 sided faces = 1
vertices = [
[-0.975594,-0.152802,-0.163647],
[-0.930864,0.290583,-0.105382],
[-0.885816,-0.354103,0.228021],
[-0.840234,-0.110417,-0.590106],
[-0.813441,0.363309,0.322296],
[-0.812393,-0.508854,-0.384052],
[-0.795504,0.332968,-0.531841],
[-0.785600,-0.035128,0.528350],
[-0.722614,-0.710155,0.007616],
[-0.695288,0.651943,-0.231511],
[-0.605191,-0.637428,0.435294],
[-0.577865,0.724669,0.196167],
[-0.531438,-0.243136,-0.888462],
[-0.504975,-0.318454,0.735624],
[-0.503596,-0.641573,-0.682408],
[-0.488086,0.523369,0.587835],
[-0.460245,0.124931,0.793890],
[-0.459063,0.474276,-0.794187],
[-0.358847,0.793251,-0.493857],
[-0.358332,-0.967284,-0.048676],
[-0.295861,0.118224,-1.014591],
[-0.240909,-0.894558,0.379002],
[-0.222972,-0.924899,-0.475135],
[-0.168853,0.910925,0.198140],
[-0.079074,0.709624,0.589809],
[-0.078756,-0.378446,0.864946],
[-0.050051,0.660532,-0.792214],
[-0.034026,0.064939,0.923211],
[-0.033492,0.953310,-0.228318],
[0.067887,-1.027277,0.080646],
[0.084446,-0.734498,0.644541],
[0.113151,0.304480,-1.012618],
[0.201551,0.426299,0.797082],
[0.203247,-0.984891,-0.345813],
[0.257366,0.850932,0.327462],
[0.275304,0.820591,-0.526675],
[0.330256,-0.192191,0.866919],
[0.392727,0.893318,-0.098997],
[0.393242,-0.867217,0.346185],
[0.493458,-0.548243,0.646514],
[0.537991,0.567607,0.534736],
[0.539370,0.244487,-0.883296],
[0.565833,0.169169,0.740790],
[0.612260,-0.798636,-0.343840],
[0.639586,0.563462,-0.582967],
[0.729683,-0.725909,0.083838],
[0.757009,0.636188,-0.155289],
[0.819995,-0.038838,-0.676023],
[0.829899,-0.406935,0.384168],
[0.846787,0.434888,0.236379],
[0.847836,-0.437276,-0.469969],
[0.874629,0.036450,0.442434],
[0.920211,0.280136,-0.375693],
[0.965259,-0.364549,-0.042291],
[1.009989,0.078836,0.015975]],
faces = [
[18,17,26],
[9,1,6],
[0,5,3],
[2,10,8],
[37,28,35],
[34,24,23],
[15,4,11],
[16,13,7],
[52,46,44],
[54,51,49],
[42,32,40],
[36,25,27],
[45,48,53],
[38,30,39],
[19,21,29],
[26,17,20,31],
[18,9,6,17],
[11,4,1,9],
[6,1,0,3],
[0,2,8,5],
[7,13,10,2],
[35,28,18,26],
[37,34,23,28],
[40,32,24,34],
[23,24,15,11],
[15,16,7,4],
[27,25,13,16],
[44,46,37,35],
[52,54,49,46],
[53,48,51,54],
[49,51,42,40],
[42,36,27,32],
[39,30,25,36],
[41,47,52,44],
[50,43,45,53],
[45,38,39,48],
[29,21,30,38],
[3,5,14,12],
[22,19,29,33],
[8,10,21,19],
[17,6,3,12,20],
[1,4,7,2,0],
[28,23,11,9,18],
[24,32,27,16,15],
[46,49,40,34,37],
[51,48,39,36,42],
[47,50,53,54,52],
[43,33,29,38,45],
[14,5,8,19,22],
[41,44,35,26,31],
[10,13,25,30,21],
[31,20,12,14,22,33,43,50,47,41]]
);

function J77() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/paragyrate_diminished_rhombicosidodecahedron_(J77).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J77",
// 3 sided faces = 15
// 4 sided faces = 25
// 5 sided faces = 11
// 10 sided faces = 1
vertices = [
[-0.965273,-0.178368,-0.195819],
[-0.921193,0.268836,-0.202934],
[-0.899923,-0.317663,0.226452],
[-0.828599,0.405929,0.214939],
[-0.815454,0.043453,0.480314],
[-0.804857,-0.200850,-0.615041],
[-0.791711,-0.563327,-0.349666],
[-0.760776,0.246354,-0.622156],
[-0.726361,-0.702622,0.072605],
[-0.676307,0.607470,-0.368293],
[-0.633767,-0.565529,0.490477],
[-0.583713,0.744563,0.049579],
[-0.582414,0.411487,0.590902],
[-0.549298,-0.204413,0.744340],
[-0.479947,-0.376522,-0.871086],
[-0.466801,-0.738998,-0.605711],
[-0.408623,0.347071,-0.882598],
[-0.361062,-0.964382,0.077537],
[-0.337528,0.750121,0.425542],
[-0.324153,0.708187,-0.628736],
[-0.316259,0.163621,0.854928],
[-0.268468,-0.827289,0.495410],
[-0.235061,-0.037888,-1.036445],
[-0.200645,-0.986864,-0.341685],
[-0.174334,0.930008,0.047397],
[-0.131794,-0.242991,0.906168],
[-0.013917,0.907526,-0.371825],
[0.000756,0.532515,-0.884780],
[0.041768,-0.627950,0.752321],
[0.056442,-1.002960,0.239365],
[0.079975,0.711542,0.587370],
[0.093121,0.349066,0.852745],
[0.174319,0.147557,-1.038628],
[0.216858,-1.025442,-0.179857],
[0.243170,0.891430,0.209225],
[0.277585,-0.057546,0.903985],
[0.310993,0.731855,-0.627870],
[0.366678,-0.803621,0.496276],
[0.403586,0.868948,-0.209997],
[0.451147,-0.442505,0.750138],
[0.509326,0.643564,0.473251],
[0.522471,0.281088,0.738626],
[0.591822,0.108979,-0.876800],
[0.626237,-0.839998,-0.182039],
[0.676292,0.470095,-0.622937],
[0.718831,-0.702904,0.235834],
[0.768885,0.607188,-0.205064],
[0.803300,-0.341788,0.489696],
[0.834235,0.467893,0.217206],
[0.847381,0.105416,0.482581],
[0.857978,-0.138887,-0.612774],
[0.871123,-0.501364,-0.347399],
[0.942447,0.222229,-0.358911],
[0.963717,-0.364270,0.070474],
[1.007798,0.082934,0.063359]],
faces = [
[19,16,27],
[9,1,7],
[0,6,5],
[2,10,8],
[38,26,36],
[24,18,11],
[12,4,3],
[20,25,13],
[52,46,44],
[54,49,48],
[40,30,34],
[41,35,31],
[45,47,53],
[37,28,39],
[17,21,29],
[27,16,22,32],
[19,9,7,16],
[11,3,1,9],
[7,1,0,5],
[0,2,8,6],
[4,13,10,2],
[36,26,19,27],
[38,34,24,26],
[34,30,18,24],
[11,18,12,3],
[12,20,13,4],
[31,35,25,20],
[44,46,38,36],
[52,54,48,46],
[53,47,49,54],
[48,49,41,40],
[40,41,31,30],
[39,28,25,35],
[42,50,52,44],
[51,43,45,53],
[45,37,39,47],
[29,21,28,37],
[5,6,15,14],
[23,17,29,33],
[8,10,21,17],
[16,7,5,14,22],
[1,3,4,2,0],
[26,24,11,9,19],
[18,30,31,20,12],
[46,48,40,34,38],
[49,47,39,35,41],
[50,51,53,54,52],
[43,33,29,37,45],
[15,6,8,17,23],
[42,44,36,27,32],
[10,13,25,28,21],
[32,22,14,15,23,33,43,51,50,42]]
);

function J78() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/metagyrate_diminished_rhombicosidodecahedron_(J78).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J78",
// 3 sided faces = 15
// 4 sided faces = 25
// 5 sided faces = 11
// 10 sided faces = 1
vertices = [
[-0.969175,0.215371,-0.127391],
[-0.952173,-0.166819,-0.363246],
[-0.946899,-0.019645,0.255045],
[-0.929897,-0.401835,0.019190],
[-0.840084,0.222491,-0.557822],
[-0.781766,-0.392789,0.443408],
[-0.765536,0.610272,-0.059785],
[-0.729493,0.230008,0.559009],
[-0.721025,-0.390315,-0.677262],
[-0.684982,-0.770578,-0.058468],
[-0.636445,0.617392,-0.490216],
[-0.617404,0.619318,0.364433],
[-0.608936,-0.001005,-0.871838],
[-0.564360,-0.143136,0.747372],
[-0.555892,-0.763458,-0.488899],
[-0.536851,-0.761533,0.365750],
[-0.419039,0.867044,-0.186253],
[-0.360721,0.251764,0.814977],
[-0.305703,-0.985028,0.051734],
[-0.279442,0.637958,-0.762450],
[-0.270908,0.876090,0.237966],
[-0.262440,0.255768,-0.998305],
[-0.248632,0.641074,0.620402],
[-0.185081,-0.357586,0.857574],
[-0.176613,-0.977908,-0.378698],
[-0.168079,-0.739776,0.621718],
[-0.062036,0.887611,-0.458486],
[0.018558,0.037315,0.925179],
[0.063069,-0.963271,0.307702],
[0.169112,0.664116,-0.772503],
[0.177646,0.902248,0.227913],
[0.186114,0.281925,-1.008358],
[0.199922,0.667232,0.610349],
[0.211888,-0.546211,0.763647],
[0.271941,-0.951751,-0.388750],
[0.306736,0.909368,-0.202518],
[0.365054,0.294088,0.798712],
[0.415527,-0.151311,0.831252],
[0.420072,-0.942705,0.035468],
[0.443036,-0.769707,0.449630],
[0.537884,0.685872,-0.516534],
[0.556925,0.687798,0.338115],
[0.565393,0.067476,-0.898156],
[0.618437,-0.694978,-0.515217],
[0.686015,0.694918,-0.092316],
[0.722058,0.314654,0.526478],
[0.730526,-0.305668,-0.709793],
[0.766569,-0.685932,-0.090999],
[0.772530,-0.130744,0.559019],
[0.782799,0.317129,-0.594192],
[0.789532,-0.512934,0.323163],
[0.930930,0.326175,-0.169974],
[0.947932,-0.056015,-0.405829],
[0.953206,0.091159,0.212462],
[0.970208,-0.291031,-0.023393]],
faces = [
[26,19,29],
[16,6,10],
[0,1,4],
[2,5,3],
[44,35,40],
[41,32,30],
[22,11,20],
[17,13,7],
[52,51,49],
[53,48,45],
[37,27,36],
[33,25,23],
[47,50,54],
[38,28,39],
[9,15,18],
[29,19,21,31],
[26,16,10,19],
[20,11,6,16],
[10,6,0,4],
[0,2,3,1],
[7,13,5,2],
[40,35,26,29],
[44,41,30,35],
[45,36,32,41],
[30,32,22,20],
[22,17,7,11],
[27,23,13,17],
[49,51,44,40],
[52,54,53,51],
[54,50,48,53],
[45,48,37,36],
[37,33,23,27],
[39,28,25,33],
[42,46,52,49],
[43,34,38,47],
[47,38,39,50],
[18,15,25,28],
[4,1,8,12],
[14,9,18,24],
[3,5,15,9],
[19,10,4,12,21],
[6,11,7,2,0],
[35,30,20,16,26],
[32,36,27,17,22],
[51,53,45,41,44],
[48,50,39,33,37],
[46,43,47,54,52],
[34,24,18,28,38],
[8,1,3,9,14],
[42,49,40,29,31],
[5,13,23,25,15],
[31,21,12,8,14,24,34,43,46,42]]
);

function J79() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/bigyrate_diminished_rhombicosidodecahedron_(J79).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J79",
// 3 sided faces = 15
// 4 sided faces = 25
// 5 sided faces = 11
// 10 sided faces = 1
vertices = [
[-1.035663,0.179510,0.161516],
[-1.027893,0.048482,-0.268318],
[-0.891113,0.078842,0.574986],
[-0.870771,-0.264193,-0.550334],
[-0.833419,0.579967,0.188311],
[-0.820848,0.367959,-0.507174],
[-0.700657,0.696435,-0.224962],
[-0.688870,0.479299,0.601781],
[-0.663727,0.055284,-0.789190],
[-0.649458,-0.215069,0.814161],
[-0.624314,-0.639084,-0.576811],
[-0.485083,0.858791,0.134418],
[-0.461483,0.455741,-0.762395],
[-0.403000,-0.589960,0.787683],
[-0.382659,-0.932996,-0.337637],
[-0.341293,0.784217,-0.480183],
[-0.340534,0.758124,0.547888],
[-0.322222,0.432884,0.857516],
[-0.297863,0.003740,0.988774],
[-0.289308,-0.122159,-0.963290],
[-0.264950,-0.551303,-0.832032],
[-0.245879,-0.902636,0.505667],
[-0.238109,-1.033664,0.075833],
[-0.125719,0.946573,-0.120803],
[-0.087065,0.278298,-0.936494],
[-0.051406,-0.371151,0.962296],
[-0.023294,-0.845214,-0.592857],
[0.107408,0.809782,-0.479865],
[0.108167,0.783689,0.548206],
[0.110226,-0.325890,-0.934099],
[0.126479,0.458449,0.857834],
[0.150837,0.029306,0.989092],
[0.202822,-0.877070,0.505985],
[0.210592,-1.008098,0.076151],
[0.240930,0.900157,0.134932],
[0.264529,0.497107,-0.761881],
[0.312469,0.074567,-0.907304],
[0.323013,-0.548594,0.788197],
[0.343354,-0.891630,-0.337123],
[0.351882,-0.619801,-0.694925],
[0.474057,0.763367,-0.224131],
[0.485843,0.546231,0.602613],
[0.525256,-0.148138,0.814992],
[0.562186,-0.789288,0.250764],
[0.618606,0.662699,0.189339],
[0.631178,0.450691,-0.506147],
[0.679118,0.028151,-0.651569],
[0.682377,-0.460813,0.532976],
[0.694949,-0.672821,-0.162510],
[0.703476,-0.400992,-0.520312],
[0.732300,0.171340,0.576135],
[0.865063,0.287808,0.162862],
[0.872833,0.156780,-0.266972],
[0.889422,-0.141336,0.294120],
[0.897192,-0.272364,-0.135714]],
faces = [
[16,17,7],
[28,41,30],
[31,25,18],
[42,47,37],
[6,11,4],
[15,27,23],
[40,44,34],
[51,53,50],
[8,12,5],
[24,36,35],
[46,52,45],
[49,48,54],
[20,29,19],
[26,38,39],
[32,43,33],
[4,7,2,0],
[16,28,30,17],
[34,44,41,28],
[17,30,31,18],
[31,42,37,25],
[50,53,47,42],
[4,11,16,7],
[6,15,23,11],
[35,45,40,27],
[23,27,40,34],
[44,51,50,41],
[52,54,53,51],
[5,12,15,6],
[8,19,24,12],
[19,29,36,24],
[35,36,46,45],
[46,49,54,52],
[39,38,48,49],
[1,3,8,5],
[10,14,26,20],
[20,26,39,29],
[33,43,48,38],
[18,25,13,9],
[21,32,33,22],
[37,47,43,32],
[7,17,18,9,2],
[30,41,50,42,31],
[11,23,34,28,16],
[40,45,52,51,44],
[12,24,35,27,15],
[36,29,39,49,46],
[3,10,20,19,8],
[14,22,33,38,26],
[13,25,37,32,21],
[1,5,6,4,0],
[47,53,54,48,43],
[0,2,9,13,21,22,14,10,3,1]]
);

function J80() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/parabidiminished_rhombicosidodecahedron_(J80).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J80",
// 3 sided faces = 10
// 4 sided faces = 20
// 5 sided faces = 10
// 10 sided faces = 2
vertices = [
[-0.981435,-0.157408,-0.109585],
[-0.942153,-0.069788,0.327838],
[-0.915510,0.224660,-0.333721],
[-0.851950,0.366431,0.374044],
[-0.835484,0.548410,-0.034822],
[-0.804260,-0.387840,-0.450273],
[-0.738335,-0.005772,-0.674410],
[-0.701418,-0.158450,0.694914],
[-0.648132,0.430447,-0.628204],
[-0.611216,0.277770,0.741120],
[-0.568107,0.754197,-0.329305],
[-0.545291,0.659837,0.516984],
[-0.528825,0.841816,0.108118],
[-0.478303,-0.673069,-0.564096],
[-0.371634,-0.054870,-0.926756],
[-0.351184,-0.389527,0.851433],
[-0.281432,0.381349,-0.880550],
[-0.210926,-0.467282,-0.858579],
[-0.205234,0.316291,0.926196],
[-0.151948,0.905188,-0.396922],
[-0.139309,0.698359,0.702060],
[-0.128068,-0.904145,-0.407577],
[-0.112666,0.992807,0.040501],
[-0.044525,-0.096120,0.994373],
[-0.025227,-0.674755,0.737610],
[0.025227,0.674755,-0.737610],
[0.044525,0.096121,-0.994373],
[0.112666,-0.992807,-0.040501],
[0.128068,0.904146,0.407577],
[0.139309,-0.698358,-0.702060],
[0.151948,-0.905188,0.396922],
[0.205234,-0.316291,-0.926196],
[0.210926,0.467282,0.858579],
[0.281432,-0.381349,0.880550],
[0.351184,0.389527,-0.851433],
[0.371634,0.054870,0.926756],
[0.478303,0.673069,0.564096],
[0.528825,-0.841816,-0.108118],
[0.545291,-0.659837,-0.516984],
[0.568107,-0.754197,0.329305],
[0.611216,-0.277769,-0.741120],
[0.648133,-0.430447,0.628204],
[0.701419,0.158450,-0.694914],
[0.738335,0.005773,0.674410],
[0.804260,0.387841,0.450273],
[0.835484,-0.548410,0.034822],
[0.851950,-0.366431,-0.374044],
[0.915510,-0.224660,0.333721],
[0.942153,0.069789,-0.327838],
[0.981435,0.157408,0.109585]],
faces = [
[4,10,12],
[2,6,8],
[14,26,16],
[17,29,31],
[9,3,11],
[32,18,20],
[35,33,23],
[47,41,43],
[45,37,39],
[40,38,46],
[12,10,19,22],
[4,2,8,10],
[0,5,6,2],
[8,6,14,16],
[14,17,31,26],
[13,21,29,17],
[11,3,4,12],
[9,7,1,3],
[20,18,9,11],
[32,35,23,18],
[43,41,33,35],
[23,33,24,15],
[39,37,27,30],
[28,36,32,20],
[44,49,47,43],
[47,45,39,41],
[46,38,37,45],
[16,26,34,25],
[42,40,46,48],
[31,29,38,40],
[10,8,16,25,19],
[6,5,13,17,14],
[3,1,0,2,4],
[18,23,15,7,9],
[33,41,39,30,24],
[36,44,43,35,32],
[49,48,46,45,47],
[34,26,31,40,42],
[28,20,11,12,22],
[29,21,27,37,38],
[30,27,21,13,5,0,1,7,15,24],
[22,19,25,34,42,48,49,44,36,28]]
);

function J81() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/metabidiminished_rhombicosidodecahedron_(J81).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J81",
// 3 sided faces = 10
// 4 sided faces = 20
// 5 sided faces = 10
// 10 sided faces = 2
vertices = [
[-0.915540,-0.171560,0.190699],
[-0.874123,-0.218610,-0.254883],
[-0.873513,0.274357,0.147520],
[-0.832096,0.227307,-0.298062],
[-0.790984,-0.567471,0.016881],
[-0.738991,-0.290113,0.587244],
[-0.680957,0.599954,-0.096163],
[-0.670991,0.431396,0.517379],
[-0.630562,-0.413291,-0.579305],
[-0.614436,-0.686024,0.413427],
[-0.587852,0.082534,0.789144],
[-0.562561,0.308217,-0.649170],
[-0.547423,-0.762153,-0.307540],
[-0.478435,0.756993,0.273697],
[-0.438006,-0.087694,-0.822987],
[-0.411421,0.680864,-0.447270],
[-0.301886,0.638440,0.670242],
[-0.277887,-0.681242,-0.658648],
[-0.261761,-0.953976,0.334084],
[-0.220345,-1.001026,-0.111498],
[-0.218747,0.289578,0.942007],
[-0.167860,0.486183,-0.771692],
[-0.085331,-0.355646,-0.902330],
[-0.083733,0.934958,0.151175],
[-0.043304,0.090271,-0.945509],
[-0.042317,0.887908,-0.294407],
[0.049191,-0.920115,-0.462606],
[0.092815,0.816405,0.547720],
[0.184323,-0.991618,0.379522],
[0.201245,0.693227,-0.618829],
[0.225739,-1.038668,-0.066060],
[0.227337,0.251936,0.987445],
[0.360753,-0.393288,-0.856892],
[0.362351,0.897316,0.196613],
[0.402780,0.052629,-0.900071],
[0.403767,0.850266,-0.248970],
[0.419893,0.577533,0.743762],
[0.443892,-0.742150,-0.585128],
[0.553427,-0.784574,0.532385],
[0.553919,0.425276,-0.698172],
[0.580011,-0.016016,0.908102],
[0.620440,-0.860702,-0.188582],
[0.689428,0.658443,0.392655],
[0.704567,-0.411927,0.734284],
[0.756442,0.582315,-0.328312],
[0.772567,0.309582,0.664419],
[0.822963,-0.703664,0.181277],
[0.932990,0.463762,0.068233],
[0.974102,-0.331017,0.383177],
[1.016129,0.114900,0.339998]],
faces = [
[25,29,35],
[15,11,21],
[14,22,24],
[8,12,17],
[27,23,33],
[16,7,13],
[2,3,6],
[0,4,1],
[45,36,42],
[26,19,30],
[35,29,39,44],
[25,15,21,29],
[6,3,11,15],
[21,11,14,24],
[14,8,17,22],
[1,4,12,8],
[33,23,25,35],
[27,16,13,23],
[20,10,7,16],
[13,7,2,6],
[2,0,1,3],
[5,9,4,0],
[42,36,27,33],
[45,40,31,36],
[47,49,45,42],
[48,46,38,43],
[30,19,18,28],
[24,22,32,34],
[37,26,30,41],
[17,12,19,26],
[29,21,24,34,39],
[11,3,1,8,14],
[23,13,6,15,25],
[7,10,5,0,2],
[36,31,20,16,27],
[49,48,43,40,45],
[46,41,30,28,38],
[32,22,17,26,37],
[47,42,33,35,44],
[12,4,9,18,19],
[28,18,9,5,10,20,31,40,43,38],
[44,39,34,32,37,41,46,48,49,47]]
);

function J82() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/gyrate_bidiminished_rhombicosidodecahedron_(J82).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J82",
// 3 sided faces = 10
// 4 sided faces = 20
// 5 sided faces = 10
// 10 sided faces = 2
vertices = [
[-0.915244,-0.149547,0.004878],
[-0.857812,0.261033,-0.170045],
[-0.853796,0.017864,0.418001],
[-0.796364,0.428444,0.243078],
[-0.772518,-0.333547,-0.380149],
[-0.759676,-0.571754,0.001381],
[-0.715086,0.077033,-0.555071],
[-0.660252,-0.300878,0.669827],
[-0.638771,0.334916,0.654040],
[-0.609317,0.503159,-0.456572],
[-0.602083,-0.665282,0.412342],
[-0.509893,0.774035,0.211875],
[-0.463372,-0.606112,-0.560730],
[-0.450530,-0.844319,-0.179200],
[-0.445227,0.016174,0.905866],
[-0.394292,0.820211,-0.220533],
[-0.370445,0.058220,-0.843760],
[-0.352300,0.680507,0.622836],
[-0.292937,-0.937847,0.231761],
[-0.264676,0.484346,-0.745261],
[-0.214877,-0.363987,-0.847257],
[-0.105889,-0.863132,-0.467889],
[-0.103806,0.922633,0.336308],
[-0.049651,0.801399,-0.509222],
[-0.039139,0.164772,1.030300],
[0.011796,0.968809,-0.096099],
[0.018293,0.575352,0.855378],
[0.044470,0.211781,-0.925842],
[0.142605,-0.621006,-0.754417],
[0.149102,-1.014463,0.197061],
[0.200037,-0.210426,-0.929339],
[0.264704,-0.968287,-0.235347],
[0.266787,0.817478,0.568850],
[0.392388,0.724782,-0.543923],
[0.402900,0.088156,0.995600],
[0.450558,0.360379,-0.801408],
[0.453835,0.892193,-0.130800],
[0.460331,0.498736,0.820677],
[0.513198,-0.726161,-0.521875],
[0.555190,-0.865866,0.321494],
[0.606125,-0.061828,-0.804905],
[0.611428,0.798665,0.280161],
[0.670792,-0.819689,-0.110913],
[0.712045,-0.184410,0.815019],
[0.770215,-0.548813,0.557534],
[0.799669,-0.380570,-0.553078],
[0.804972,0.479923,0.531988],
[0.957263,-0.474098,-0.142117],
[0.960540,0.057716,0.528491],
[1.018710,-0.306688,0.271006]],
faces = [
[15,23,25],
[19,16,27],
[20,28,30],
[12,13,21],
[17,11,22],
[8,2,3],
[1,6,9],
[0,5,4],
[37,26,32],
[38,31,42],
[25,23,33,36],
[15,9,19,23],
[9,6,16,19],
[27,16,20,30],
[20,12,21,28],
[4,5,13,12],
[22,11,15,25],
[17,8,3,11],
[14,7,2,8],
[3,2,0,1],
[1,0,4,6],
[10,18,13,5],
[32,26,17,22],
[37,34,24,26],
[41,46,37,32],
[48,49,44,43],
[42,31,29,39],
[27,30,40,35],
[45,38,42,47],
[28,21,31,38],
[23,19,27,35,33],
[16,6,4,12,20],
[11,3,1,9,15],
[2,7,10,5,0],
[26,24,14,8,17],
[46,48,43,34,37],
[49,47,42,39,44],
[40,30,28,38,45],
[41,32,22,25,36],
[21,13,18,29,31],
[39,29,18,10,7,14,24,34,43,44],
[36,33,35,40,45,47,49,48,46,41]]
);

function J83() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/tridiminished_rhombicosidodecahedron_(J83).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J83",
// 3 sided faces = 5
// 4 sided faces = 15
// 5 sided faces = 9
// 10 sided faces = 3
vertices = [
[-0.932936,0.189273,0.192295],
[-0.922398,0.241407,-0.253129],
[-0.911995,-0.249962,0.280987],
[-0.894943,-0.165606,-0.439724],
[-0.888514,-0.469289,-0.109623],
[-0.719187,0.580372,0.243128],
[-0.712758,0.276690,0.573230],
[-0.708649,0.632507,-0.202295],
[-0.691817,-0.162545,0.661922],
[-0.636773,-0.433068,-0.690809],
[-0.630343,-0.736751,-0.360707],
[-0.352393,0.773950,0.414070],
[-0.345964,0.470268,0.744172],
[-0.335341,0.858306,-0.306641],
[-0.312080,-0.240428,0.887678],
[-0.246498,-0.458817,-0.910477],
[-0.236095,-0.950186,-0.376361],
[-0.115163,0.945723,0.074294],
[-0.098331,0.150671,0.938511],
[0.001135,-0.778414,-0.716137],
[0.027344,0.696067,0.639826],
[0.054934,0.832556,-0.526309],
[0.082168,-0.453864,0.872024],
[0.126810,-0.233018,-1.014822],
[0.143641,-1.028070,-0.150605],
[0.264573,0.867839,0.300050],
[0.274976,0.376470,0.834165],
[0.275112,0.919973,-0.145374],
[0.295917,-0.062764,0.922857],
[0.313104,0.565095,-0.777393],
[0.340339,-0.721326,0.620939],
[0.340559,0.158081,-0.963989],
[0.363820,-0.940653,0.230330],
[0.374442,-0.552615,-0.820483],
[0.380871,-0.856297,-0.490381],
[0.658822,0.654404,0.284396],
[0.665251,0.350721,0.614498],
[0.669360,0.706538,-0.161028],
[0.686192,-0.088513,0.703189],
[0.692841,0.487211,-0.551637],
[0.713646,-0.495527,0.516594],
[0.720295,0.080198,-0.738233],
[0.737127,-0.714854,0.125984],
[0.741236,-0.359037,-0.649541],
[0.747665,-0.662719,-0.319440]],
faces = [
[17,27,25],
[12,11,20],
[6,0,5],
[28,18,26],
[33,19,34],
[25,27,37,35],
[17,13,21,27],
[20,11,17,25],
[12,6,5,11],
[8,2,0,6],
[5,0,1,7],
[4,10,9,3],
[26,18,12,20],
[28,22,14,18],
[36,38,28,26],
[40,42,32,30],
[34,19,16,24],
[29,31,41,39],
[43,33,34,44],
[23,15,19,33],
[27,21,29,39,37],
[11,5,7,13,17],
[0,2,4,3,1],
[18,14,8,6,12],
[38,40,30,22,28],
[42,44,34,24,32],
[41,31,23,33,43],
[36,26,20,25,35],
[15,9,10,16,19],
[3,9,15,23,31,29,21,13,7,1],
[24,16,10,4,2,8,14,22,30,32],
[35,37,39,41,43,44,42,40,38,36]]
);

function J84() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/snub_disphenoid_(J84).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J84",
// 3 sided faces = 12
vertices = [
[-0.768016,0.559678,0.635844],
[-0.720709,-0.093633,-0.405339],
[-0.635800,-0.662351,0.681929],
[0.098480,0.800885,-0.202562],
[0.269587,-0.774160,-0.143135],
[0.285934,-0.010665,-1.107297],
[0.352377,0.066396,0.750712],
[1.118151,0.113850,-0.210152]],
faces = [
[3,7,6],
[5,7,3],
[1,5,3],
[6,7,4],
[5,4,7],
[1,4,5],
[1,2,4],
[0,2,1],
[3,0,1],
[4,2,6],
[0,6,2],
[3,6,0]]
);

function J85() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/snub_square_antiprism_(J85).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J85",
// 3 sided faces = 24
// 4 sided faces = 2
vertices = [
[-0.984789,0.388776,-0.318546],
[-0.905986,-0.506450,-0.380955],
[-0.774402,-0.096785,0.410496],
[-0.648503,0.795226,0.411689],
[-0.327620,0.028199,-0.818195],
[-0.278924,-0.815280,0.187334],
[-0.177548,0.786870,-0.356208],
[-0.134682,-0.843968,-0.701432],
[-0.066690,0.257644,0.840681],
[0.229454,0.996879,0.419536],
[0.428788,-0.460851,0.617519],
[0.523163,-0.229235,-0.671807],
[0.553730,-0.948137,-0.129793],
[0.673235,0.529435,-0.209820],
[0.811213,0.353538,0.662851],
[1.079561,-0.235865,0.036650]],
faces = [
[14,9,13],
[6,13,9],
[3,6,9],
[12,15,11],
[13,11,15],
[14,13,15],
[1,7,4],
[11,4,7],
[12,11,7],
[3,0,6],
[4,6,0],
[1,4,0],
[0,3,2],
[8,2,3],
[9,8,3],
[7,1,5],
[2,5,1],
[0,2,1],
[15,12,10],
[5,10,12],
[7,5,12],
[9,14,8],
[10,8,14],
[15,10,14],
[6,4,11,13],
[8,10,5,2]]
);

function J86() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/sphenocorona_(J86).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J86",
// 3 sided faces = 12
// 4 sided faces = 2
vertices = [
[-1.101650,-0.110367,-0.010645],
[-0.640942,0.825699,0.365159],
[-0.414409,0.468967,-0.660083],
[-0.324965,-0.634882,-0.603383],
[-0.317654,-0.702618,0.503439],
[0.143053,0.233445,0.879242],
[0.402426,0.843030,-0.010043],
[0.585642,-0.008843,-0.695930],
[0.603895,-0.925247,-0.071780],
[1.064602,0.010817,0.304023]],
faces = [
[2,3,7],
[6,1,2],
[0,3,2],
[1,0,2],
[6,5,1],
[9,5,6],
[0,4,3],
[8,3,4],
[6,7,9],
[7,8,9],
[3,8,7],
[2,7,6],
[5,4,0,1],
[9,8,4,5]]
);

function J87() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/augmented_sphenocorona_(J87).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J87",
// 3 sided faces = 16
// 4 sided faces = 1
vertices = [
[-0.858193,-0.792464,0.432564],
[-0.785643,0.057917,-0.211154],
[-0.533044,0.147795,0.823687],
[-0.229952,0.904287,0.131849],
[-0.212337,0.637025,-0.903062],
[-0.091064,-0.748583,-0.310653],
[0.161537,-0.658707,0.724189],
[0.482242,-0.169476,-1.002562],
[0.505859,0.352206,0.676436],
[0.693906,0.639069,-0.336051],
[0.866690,-0.369064,-0.025245]],
faces = [
[1,0,5],
[8,3,9],
[10,6,8],
[2,3,8],
[6,2,8],
[10,5,6],
[7,5,10],
[2,1,3],
[4,3,1],
[10,9,7],
[9,4,7],
[3,4,9],
[8,9,10],
[5,0,6],
[0,2,6],
[1,2,0],
[7,4,1,5]]
);

function J88() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/sphenomegacorona_(J88).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J88",
// 3 sided faces = 16
// 4 sided faces = 2
vertices = [
[-0.710639,-0.297668,-0.152670],
[-0.651151,-0.105949,0.829841],
[-0.621335,0.647880,0.169179],
[-0.614162,-1.052419,0.500527],
[-0.166396,0.361269,-0.677289],
[-0.002058,-0.993534,-0.291612],
[0.165944,0.471894,0.764865],
[0.225836,-0.507426,0.555374],
[0.279224,1.020494,-0.066987],
[0.542185,-0.334598,-0.816231],
[0.770079,0.151511,0.030755],
[0.782476,0.638548,-0.845752]],
faces = [
[10,7,6],
[1,7,3],
[7,5,3],
[8,11,10],
[11,9,10],
[6,7,1],
[8,10,6],
[0,4,2],
[8,4,11],
[4,9,11],
[1,3,0],
[3,5,0],
[6,2,8],
[2,4,8],
[6,1,2],
[1,0,2],
[10,9,5,7],
[0,5,9,4]]
);

function J89() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/hebesphenomegacorona_(J89).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J89",
// 3 sided faces = 18
// 4 sided faces = 3
vertices = [
[-0.831170,0.133549,-0.011648],
[-0.700039,-0.806136,-0.111242],
[-0.631074,-0.403619,0.750934],
[-0.576095,-0.225432,-0.857931],
[-0.446282,0.532211,0.764918],
[-0.172487,0.817558,-0.103263],
[0.082589,0.458576,-0.949546],
[0.105206,-0.849768,-0.620949],
[0.145599,-0.761550,0.328110],
[0.235014,-0.092120,1.001899],
[0.469795,0.739577,0.597817],
[0.750772,0.700456,-0.313032],
[0.763890,-0.165759,-0.712564],
[0.804283,-0.077541,0.236495]],
faces = [
[13,8,9],
[2,8,1],
[8,7,1],
[10,11,13],
[11,12,13],
[9,8,2],
[10,13,9],
[11,6,12],
[1,7,3],
[0,5,4],
[10,5,11],
[5,6,11],
[2,1,0],
[1,3,0],
[9,4,10],
[4,5,10],
[9,2,4],
[2,0,4],
[13,12,7,8],
[7,12,6,3],
[0,3,6,5]]
);

function J90() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/disphenocingulum_(J90).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J90",
// 3 sided faces = 20
// 4 sided faces = 4
vertices = [
[-1.052782,0.264006,0.098264],
[-0.753999,-0.411397,0.610751],
[-0.732127,-0.483215,-0.285043],
[-0.599216,0.763406,-0.495842],
[-0.413906,0.414477,0.712494],
[-0.278562,0.016184,-0.879148],
[-0.105415,-0.890983,0.213994],
[0.009423,-0.810270,-0.673913],
[0.039660,0.913876,0.118388],
[0.101994,-0.305887,0.864167],
[0.267869,0.713733,-0.727747],
[0.476710,0.507934,0.790906],
[0.590474,-0.124774,-0.697516],
[0.722293,-0.806255,-0.126296],
[0.797883,0.460322,-0.047343],
[0.929701,-0.221158,0.523878]],
faces = [
[7,6,13],
[11,15,9],
[7,13,12],
[11,14,15],
[14,10,12],
[5,7,12],
[10,5,12],
[3,5,10],
[2,6,7],
[2,7,5],
[1,6,2],
[0,1,2],
[8,3,10],
[14,8,10],
[14,11,8],
[11,4,8],
[9,4,11],
[6,1,9],
[9,1,4],
[4,1,0],
[15,13,6,9],
[14,12,13,15],
[3,0,2,5],
[8,4,0,3]]
);

function J91() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/bilunabirotunda_(J91).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J91",
// 3 sided faces = 8
// 4 sided faces = 2
// 5 sided faces = 4
vertices = [
[-0.932446,-0.071511,0.062428],
[-0.890073,0.716495,0.434115],
[-0.483326,0.038238,0.802122],
[-0.479875,-0.798287,-0.104525],
[-0.363346,-0.088790,-0.598427],
[-0.294782,1.186233,0.002976],
[-0.030753,-0.688537,0.635167],
[0.030753,0.688538,-0.635171],
[0.294779,-1.186232,-0.002974],
[0.363347,0.088791,0.598425],
[0.479874,0.798290,0.104525],
[0.483327,-0.038241,-0.802125],
[0.890072,-0.716499,-0.434115],
[0.932449,0.071511,-0.062429]],
faces = [
[12,13,11],
[4,11,7],
[5,7,10],
[9,10,13],
[6,8,3],
[0,3,4],
[0,1,2],
[6,2,9],
[10,7,11,13],
[3,0,2,6],
[8,6,9,13,12],
[4,3,8,12,11],
[1,0,4,7,5],
[9,2,1,5,10]]
);

function J92() = 
// source:  http://www.georgehart.com/virtual-polyhedra/vrml/triangular_hebesphenorotunda_(J92).wrl
// generated by  http://kitwallace.co.uk/3d/solid-index.xq
poly(name = "J92",
// 3 sided faces = 13
// 4 sided faces = 3
// 5 sided faces = 3
// 6 sided faces = 1
vertices = [
[-0.748928,0.557858,-0.030371],
[-0.638635,0.125804,-0.670329],
[-0.593696,0.259282,0.673290],
[-0.427424,0.876636,-0.665507],
[-0.373109,-0.604827,-0.606627],
[-0.328170,-0.471348,0.736992],
[-0.217876,-0.903403,0.097033],
[-0.141658,1.042101,0.041134],
[-0.021021,0.094954,1.176701],
[0.013575,0.743525,0.744795],
[0.036802,0.343022,-0.994341],
[0.267732,-1.036179,-0.498733],
[0.302328,-0.387609,-0.930640],
[0.443205,-0.438661,0.847867],
[0.499183,0.610749,0.149029],
[0.553499,-0.870715,0.207908],
[0.609478,0.178694,-0.490931],
[0.764710,-0.119883,0.212731]],
faces = [
[4,11,12],
[4,6,11],
[15,11,6],
[17,15,13],
[8,13,5],
[8,5,2],
[9,8,2],
[14,9,7],
[17,14,16],
[7,0,3],
[0,1,3],
[10,3,1],
[16,10,12],
[5,13,15,6],
[0,7,9,2],
[10,1,4,12],
[15,17,16,12,11],
[9,14,17,13,8],
[14,7,3,10,16],
[0,2,5,6,4,1]]
);