// see below for usage instructions and example #macro UVBake(numvertices, vertices, numuvs, uvs, numfaces, faces, uvindices, thePigment) // define the pigment as red green and blue channel functions #local pigfunction = function{pigment{thePigment}} #local pigChannel = array[3]; #local pigChannel[0] = function {pigfunction(x,y,z).red} #local pigChannel[1] = function {pigfunction(x,y,z).green} #local pigChannel[2] = function {pigfunction(x,y,z).blue} // is the point (u,v) within the triangle with these three vertices? #local isintriangle = function(u,v, x1,y1, x2,y2, x3,y3) { select ( (x2-x1)*(y3-y2) - (y2-y1)*(x3-x2), select ( (x2-x1)*(v-y1) - (y2-y1)*(u-x1), select ( (x3-x2)*(v-y2) - (y3-y2)*(u-x2), select ( (x1-x3)*(v-y3) - (y1-y3)*(u-x3), 1, -1 ), -1 ), -1 ), select ( (x2-x1)*(v-y1) - (y2-y1)*(u-x1), -1, select ( (x3-x2)*(v-y2) - (y3-y2)*(u-x2), -1, select ( (x1-x3)*(v-y3) - (y1-y3)*(u-x3), -1, 1 ) ) ) ) } // these functions take a 2D point and 3 2D points making up a triangle, // and then 3 3D points which correspond to vertices in space, // and interpolate the 3D points based on how close the 2D point is to the corresponding 2D vertices. // it then samples that point in the pigment for the appropriate color channel. // there may be room for optimization here, or maybe not. #local interpcoord = function(v1, v2, a,b,c) { a + (b + (c-b)*v2 - a)*v1 } #local sampletruecoordslayer2 = function(v1, v2, v1x,v1y,v1z, v2x,v2y,v2z, v3x,v3y,v3z, colorindex) { select( colorindex-0.5, // red pigChannel[0](interpcoord(v1,v2, v1x,v2x,v3x), interpcoord(v1,v2, v1y,v2y,v3y), interpcoord(v1,v2, v1z,v2z,v3z)), select( colorindex-1.5, // green pigChannel[1](interpcoord(v1,v2, v1x,v2x,v3x), interpcoord(v1,v2, v1y,v2y,v3y), interpcoord(v1,v2, v1z,v2z,v3z)), // blue pigChannel[2](interpcoord(v1,v2, v1x,v2x,v3x), interpcoord(v1,v2, v1y,v2y,v3y), interpcoord(v1,v2, v1z,v2z,v3z)) ) ) } #local getv2 = function(R, ax,ay, bx,by, cx,cy) { (R*(by-ay) - (bx-ax))/((cx-bx) - R*(cy-by)) } #local getv1 = function(v2, py, ay, by, cy) { (py-ay)/(by + (cy-by)*v2 - ay) } #local sampletruecoordslayer1 = function(v2, py, ay, by, cy, v1x,v1y,v1z, v2x,v2y,v2z, v3x,v3y,v3z, colorindex) { sampletruecoordslayer2(getv1(v2, py, ay, by, cy), v2, v1x,v1y,v1z, v2x,v2y,v2z, v3x,v3y,v3z, colorindex) } #local sampletruecoords = function(px,py, ax,ay, bx,by, cx,cy, v1x,v1y,v1z, v2x,v2y,v2z, v3x,v3y,v3z, colorindex) { sampletruecoordslayer1(getv2((px-ax)/(py-ay), ax,ay, bx,by, cx,cy), py, ay, by, cy, v1x,v1y,v1z, v2x,v2y,v2z, v3x,v3y,v3z, colorindex) } // the facecolor functions take a (u,v) coordinate that's on a certain face's texture, // and return the color of the pigment at the (x,y,z) coordinate of that spot on the face at its physical location. #local facecolor = array[numfaces]; #local facenum = 0; #while (facenum < numfaces) #local v1u = uvs[uvindices[facenum].x].u; #local v1v = uvs[uvindices[facenum].x].v; #local v2u = uvs[uvindices[facenum].y].u; #local v2v = uvs[uvindices[facenum].y].v; #local v3u = uvs[uvindices[facenum].z].u; #local v3v = uvs[uvindices[facenum].z].v; #local v1x = vertices[faces[facenum].x].x; #local v1y = vertices[faces[facenum].x].y; #local v1z = vertices[faces[facenum].x].z; #local v2x = vertices[faces[facenum].y].x; #local v2y = vertices[faces[facenum].y].y; #local v2z = vertices[faces[facenum].y].z; #local v3x = vertices[faces[facenum].z].x; #local v3y = vertices[faces[facenum].z].y; #local v3z = vertices[faces[facenum].z].z; #local facecolor[facenum] = function (u,v, colorindex) { sampletruecoords(u,v, v1u,v1v, v2u,v2v, v3u,v3v, v1x,v1y,v1z, v2x,v2y,v2z, v3x,v3y,v3z, colorindex) } #local facenum = facenum + 1; #end // the uvsample function takes a (u,v) coordinate, determines which face it's on // (with a SLOW O(n) check that could probably be optimized somehow), and returns // the color of the pigment that the (u,v) coordinate corresponds to in 3D space. // this part might have problems with the function being too big if there are too many faces. =( #local uvsample = function(u,v, colorindex) { #local facenum = 0; #while (facenum < numfaces) #local v1x = uvs[uvindices[facenum].x].u; #local v1y = uvs[uvindices[facenum].x].v; #local v2x = uvs[uvindices[facenum].y].u; #local v2y = uvs[uvindices[facenum].y].v; #local v3x = uvs[uvindices[facenum].z].u; #local v3y = uvs[uvindices[facenum].z].v; select ( isintriangle(u,v, v1x, v1y, v2x, v2y, v3x, v3y), #local facenum = facenum + 1; #end // if we couldn't find a face this point was in, use grey 0.5, #local facenum = numfaces - 1; #while (facenum >= 0) facecolor[facenum](u, v, colorindex) ) #if (facenum > 0) , #end #local facenum = facenum - 1; #end } // this pigment is the actual uv map. // it's bad that we have to do all the same math 3 times, once for each color channel, // but there's no way to return more than 1 value at a time from a function // so I think it's the only way. #local finalpigment = pigment { average pigment_map { [1.0 function{uvsample(x,y, 0)} color_map { [0 rgb 0] [1 rgb <3,0,0>] } ] [1.0 function{uvsample(x,y, 1)} color_map { [0 rgb 0] [1 rgb <0,3,0>] } ] [1.0 function{uvsample(x,y, 2)} color_map { [0 rgb 0] [1 rgb <0,0,3>] } ] } } // draw the pigment plane { -z,0 texture { pigment { finalpigment } finish {ambient 1 diffuse 0} } } // show the square <0,0> to <1,1> camera { orthographic location <.5,.5,-.5> look_at <.5,.5,0> up y right x } #end // here we use the macro to generate the UV texture map. // first declare our procedural pigment #declare proceduralpigment = pigment { wood color_map { [0 rgb x] [.5 rgb y] [1 rgb z] } scale 0.5 } // the mesh data must be declared as arrays. // this can be easily done by copying the data out of the mesh2 and pasting it into lines like this. // the face_indices may have texture numbers inbetween all of the vectors but these can be removed with a simple search-and-replace. // the vertex_vectors: #declare numvertices = 386; #declare vertices = array[numvertices] {<-1.00000,-1.00000,1.00000>,<-1.57313,1.40764,1.30431>,<1.00000,1.00000,1.00000>,<1.74170,-0.897426,1.76722>,<-1.22478,-0.682623,-0.740417>,<-1.00000,1.00000,-1.00000>,<1.45190,0.395795,-1.05345>,<1.00000,-1.00000,-1.00000>,<-1.28657,0.203819,1.15216>,<0.370851,-0.948713,1.38361>,<-1.11239,-0.841311,0.129791>,<-0.286565,1.20382,1.15216>,<-1.28657,1.20382,0.152155>,<1.37085,5.12872e-2,1.38361>,<1.22595,0.697897,-2.67243e-2>,<1.37085,-0.948713,0.383608>,<-1.11239,0.158689,-0.870209>,<-0.112389,-0.841311,-0.870209>,<0.225948,0.697897,-1.02672>,<1.22595,-0.302103,-1.02672>,<7.35477e-2,9.14347e-2,0.866552>,<1.63839,-0.106378,0.157742>,<-0.142111,-1.05664,0.131946>,<5.28555e-2,1.38836,-1.97466e-2>,<-0.120879,-0.115056,-0.761150>,<-1.40497,0.165573,0.124975>,<-1.14328,-0.398091,1.07608>,<-0.314574,-0.974356,1.19180>,<-1.05619,-0.920656,0.564896>,<-0.929848,1.30573,1.22823>,<-1.42985,1.30573,0.728233>,<1.18543,0.525644,1.19180>,<1.11297,0.848949,0.486638>,<1.55628,-0.923069,1.07541>,<-1.16858,-0.261967,-0.805313>,<-0.668583,-0.761967,-0.805313>,<-0.387026,0.848949,-1.01336>,<1.33892,4.68460e-2,-1.04009>,<-1.42985,0.805728,1.22823>,<1.05628,-0.923069,1.57541>,<-1.16858,-0.761967,-0.305313>,<0.356717,1.10191,1.07608>,<-1.14328,1.10191,-0.423922>,<1.55628,-0.423069,1.57541>,<1.33892,0.546846,-0.540086>,<1.18543,-0.974356,-0.308196>,<-1.05619,0.579344,-0.935104>,<0.443806,-0.920656,-0.935104>,<0.838923,0.546846,-1.04009>,<1.11297,-0.651051,-1.01336>,<0.227909,-0.435206,1.05211>,<-0.600799,0.141060,0.936384>,<-0.100799,0.641060,0.936384>,<0.727909,6.47940e-2,1.05211>,<1.56644,-0.524086,0.266911>,<1.56644,-2.40858e-2,0.766911>,<1.49399,0.299219,6.17452e-2>,<1.49399,-0.200781,-0.438255>,<-0.676585,-0.978359,0.108186>,<6.50354e-2,-1.03206,0.735094>,<0.565035,-1.03206,0.235094>,<-0.176585,-0.978359,-0.391814>,<0.654523,1.12268,-3.82285e-2>,<-0.101734,1.37564,0.551211>,<-0.601734,1.37564,5.12112e-2>,<0.154523,1.12268,-0.538228>,<2.02329e-2,0.283539,-0.859879>,<-0.648936,1.39346e-2,-0.781622>,<-0.148936,-0.486065,-0.781622>,<0.520233,-0.216461,-0.859879>,<-1.38313,0.681844,0.135656>,<-1.38313,0.181844,0.635656>,<-1.29604,-0.340721,0.124474>,<-1.29604,0.159279,-0.375526>,<-0.453793,-0.421126,1.01434>,<-0.761430,0.718916,1.03256>,<0.546207,0.578874,1.01434>,<0.895986,-0.433615,1.26401>,<1.60351,-0.471218,0.918595>,<1.38185,0.414790,0.624208>,<1.45860,0.175392,-0.491737>,<1.38185,-0.585210,-0.375792>,<-0.529217,-0.996394,0.634530>,<0.777019,-0.997601,0.889787>,<0.470783,-0.996394,-0.365470>,<-0.706221,-0.890199,-0.364029>,<0.515930,1.16653,0.508702>,<-0.755481,1.39492,0.629499>,<-0.484070,1.16653,-0.491298>,<0.757032,0.888997,-0.549380>,<-0.540005,0.426068,-0.874271>,<-0.680783,-0.379390,-0.770246>,<0.459995,-0.573932,-0.874271>,<0.657554,0.159819,-0.926762>,<-1.43196,0.741842,0.679961>,<-1.24514,-0.371350,0.598293>,<-1.25779,-0.303288,-0.342403>,<-1.24514,0.628650,-0.401707>,<-1.07164,-0.699045,1.03804>,<-0.657287,-0.987178,1.09590>,<-1.02810,-0.960328,0.782448>,<-1.25149,1.35668,1.26627>,<-1.50149,1.35668,1.01627>,<1.09271,0.762822,1.09590>,<1.05649,0.924474,0.743319>,<1.64899,-0.910247,1.42131>,<-1.19668,-0.472295,-0.772865>,<-0.946681,-0.722295,-0.772865>,<-0.693513,0.924474,-1.00668>,<1.39541,0.221320,-1.04677>,<-1.35821,0.504773,1.19019>,<0.713564,-0.935891,1.47951>,<-1.14049,-0.801639,-8.77607e-2>,<3.50761e-2,1.15286,1.11412>,<-1.21492,1.15286,-0.135884>,<1.46356,-0.185891,1.47951>,<1.28244,0.622372,-0.283405>,<1.27814,-0.961535,3.77056e-2>,<-1.08429,0.369016,-0.902656>,<0.165708,-0.880984,-0.902656>,<0.532436,0.622372,-1.03341>,<1.16946,-0.476577,-1.02004>,<0.300094,-0.692780,1.20874>,<-0.942968,0.171618,1.03515>,<-0.192968,0.921618,1.03515>,<1.05009,5.72197e-2,1.20874>,<1.47637,-0.735967,0.324789>,<1.47637,1.40332e-2,1.07479>,<1.36769,0.498991,1.70400e-2>,<1.36769,-0.251009,-0.732960>,<-0.900654,-0.913509,0.116153>,<0.211776,-0.994060,1.05652>,<0.961776,-0.994060,0.306516>,<-0.150654,-0.913509,-0.633847>,<0.942126,0.920230,-3.43505e-2>,<-0.192260,1.29967,0.849809>,<-0.942260,1.29967,9.98090e-2>,<0.192126,0.920230,-0.784351>,<0.119053,0.489733,-0.939045>,<-0.884700,8.53264e-2,-0.821658>,<-0.134700,-0.664674,-0.821658>,<0.869053,-0.260267,-0.939045>,<-1.33952,0.942475,0.143542>,<-1.33952,0.192475,0.893542>,<-1.20888,-0.591372,0.126769>,<-1.20888,0.158628,-0.623231>,<-1.21492,-9.71361e-2,1.11412>,<2.81384e-2,-0.961535,1.28771>,<-1.08429,-0.880984,0.347344>,<-0.608207,1.25477,1.19019>,<-1.35821,1.25477,0.440194>,<1.27814,0.288465,1.28771>,<1.16946,0.773423,0.229957>,<1.46356,-0.935891,0.729509>,<-1.14049,-5.16392e-2,-0.837761>,<-0.390486,-0.801639,-0.837761>,<-8.05387e-2,0.773423,-1.02004>,<1.28244,-0.127628,-1.03341>,<-1.50149,1.10668,1.26627>,<1.39899,-0.910247,1.67131>,<-1.19668,-0.722295,-0.522865>,<0.678359,1.05095,1.03804>,<-1.07164,1.05095,-0.711961>,<1.64899,-0.660247,1.67131>,<1.39541,0.471320,-0.796767>,<1.09271,-0.987178,-0.654098>,<-1.02810,0.789672,-0.967552>,<0.721903,-0.960328,-0.967552>,<1.14541,0.471320,-1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.555766>,<-0.927858,-0.875055,-0.113318>,<-0.457751,-0.995173,-0.143813>,<0.880995,0.978221,0.228976>,<0.747737,1.03635,0.766534>,<0.124738,1.23118,0.818416>,<0.290316,1.31550,0.240645>,<-0.514756,1.33923,0.886654>,<-1.17075,1.36051,0.971248>,<-1.01476,1.33923,0.386654>,<-0.341601,1.43584,0.293205>,<-0.752263,1.03635,-0.733466>,<-0.119005,0.978221,-0.771024>,<-0.209684,1.31550,-0.259355>,<-0.875262,1.23118,-0.181584>,<1.09803,0.601626,-0.797071>,<0.997758,0.833313,-0.292225>,<0.414656,1.18288,-0.296235>,<0.497758,0.833313,-0.792225>,<-0.178012,0.562210,-0.935335>,<-0.748651,0.712896,-0.952685>,<-0.847181,0.292606,-0.857077>,<-0.343595,0.146949,-0.796880>,<-0.910473,-0.119087,-0.798623>,<-0.938527,-0.522181,-0.777323>,<-0.410473,-0.619087,-0.798623>,<-0.421081,-0.246817,-0.751309>,<0.152819,-0.707394,-0.857077>,<0.751349,-0.787104,-0.952685>,<0.821988,-0.437790,-0.935335>,<0.156405,-0.353051,-0.796880>,<0.927864,-7.98780e-2,-0.955139>,<1.06898,0.286632,-1.01210>,<0.427864,0.420122,-0.955139>,<0.248087,2.27877e-2,-0.829567>,<-1.39190,0.982620,0.423299>,<-1.46949,1.06498,0.984928>,<-1.39190,0.482620,0.923299>,<-1.42532,0.440905,0.392153>,<-1.27355,-9.66328e-2,0.864843>,<-1.11444,-0.672775,0.809560>,<-1.18646,-0.619198,0.353661>,<-1.35684,-9.30343e-2,0.368941>,<-1.20822,-0.502712,-0.548618>,<-1.21772,-6.25101e-2,-0.599065>,<-1.33823,-8.16601e-2,-0.119029>,<-1.21772,-0.562510,-9.90649e-2>,<-1.11444,0.827225,-0.690440>,<-1.27355,0.903367,-0.135157>,<-1.35684,0.406966,-0.131059>,<-1.18646,0.380802,-0.646339>} // the uv_vectors: #declare numuvs = 486; #declare uvs = array[numuvs] {<2.68490e-2,0.315406>,<3.77563e-2,0.282668>,<4.35686e-2,0.660515>,<4.83811e-2,0.249902>,<5.88115e-2,0.217108>,<5.89278e-2,0.616513>,<6.30606e-2,0.312613>,<6.91346e-2,0.184347>,<7.34742e-2,0.572244>,<7.53231e-2,0.279688>,<7.93991e-2,0.151588>,<8.38191e-2,0.662592>,<8.73091e-2,0.246951>,<8.78282e-2,0.528181>,<8.91771e-2,0.118642>,<9.78062e-2,8.52299e-2>,<9.86900e-2,0.214608>,<9.93313e-2,0.310081>,<0.101117,0.617732>,<0.102621,0.484688>,<0.105222,5.08097e-2>,<0.109305,0.182621>,<0.112722,0.276784>,<0.118122,0.573269>,<0.118175,0.442013>,<0.118978,0.150674>,<0.124046,0.665462>,<0.124947,0.962730>,<0.125671,0.244067>,<0.128128,0.118372>,<0.130183,0.928670>,<0.134172,0.399907>,<0.134402,0.529868>,<0.135328,0.894571>,<0.135741,0.307677>,<0.136968,8.55295e-2>,<0.137726,0.212320>,<0.140535,0.860482>,<0.143026,0.618831>,<0.145532,5.25203e-2>,<0.145952,0.826450>,<0.148592,0.181406>,<0.149776,0.357956>,<0.149778,0.274183>,<0.149781,0.487419>,<0.151694,0.792547>,<0.157884,0.758737>,<0.158177,0.150522>,<0.161438,0.573707>,<0.163088,0.241615>,<0.164159,0.445210>,<0.164275,0.315711>,<0.164588,0.725063>,<0.164838,0.668566>,<0.167360,0.118796>,<0.171888,0.691611>,<0.172454,0.305089>,<0.175294,0.210591>,<0.176728,8.60704e-2>,<0.178269,0.402710>,<0.178657,0.530823>,<0.184118,0.967629>,<0.184187,0.619933>,<0.186264,0.180867>,<0.186364,5.28389e-2>,<0.186548,0.272049>,<0.192506,0.359636>,<0.192988,0.930650>,<0.194199,0.489599>,<0.196206,0.151088>,<0.199650,0.239997>,<0.201366,0.894183>,<0.202655,0.573913>,<0.205722,0.670986>,<0.206125,0.119806>,<0.206876,0.316411>,<0.207940,0.448301>,<0.208739,0.858549>,<0.209502,0.302088>,<0.211548,0.209646>,<0.214528,0.823994>,<0.216637,8.67687e-2>,<0.218197,0.790591>,<0.219679,0.531241>,<0.220442,0.757974>,<0.221238,0.405636>,<0.221982,0.725821>,<0.222526,0.180800>,<0.223383,0.270553>,<0.223465,0.694024>,<0.224553,0.621364>,<0.227756,5.25571e-2>,<0.233299,0.151775>,<0.234982,0.491109>,<0.235024,0.361334>,<0.236203,0.239500>,<0.242036,0.574664>,<0.243238,0.972449>,<0.244619,0.120792>,<0.246591,0.672474>,<0.247048,0.298992>,<0.247923,0.209611>,<0.248794,0.450863>,<0.249489,0.316154>,<0.254806,0.932423>,<0.256789,8.75534e-2>,<0.258016,0.531791>,<0.259196,0.180841>,<0.260922,0.269254>,<0.262496,0.408229>,<0.264638,0.623510>,<0.265381,0.893584>,<0.269649,5.26616e-2>,<0.271137,0.151795>,<0.272826,0.492000>,<0.273581,0.695604>,<0.273985,0.239304>,<0.273994,0.856546>,<0.276935,0.362860>,<0.277066,0.726304>,<0.279623,0.821624>,<0.279989,0.757263>,<0.281113,0.576876>,<0.281240,0.788828>,<0.284005,0.120981>,<0.285346,0.296600>,<0.286179,0.209758>,<0.287407,0.452297>,<0.287424,0.673220>,<0.292219,0.315675>,<0.296167,0.533430>,<0.297736,8.80807e-2>,<0.298254,0.180656>,<0.299537,0.267927>,<0.302216,0.976467>,<0.302578,0.409776>,<0.305227,0.625873>,<0.310757,0.492665>,<0.311256,0.151210>,<0.311965,5.36196e-2>,<0.313418,0.238678>,<0.314808,0.933819>,<0.318536,0.363869>,<0.321616,0.579820>,<0.322435,0.696557>,<0.324410,0.295902>,<0.325195,0.120529>,<0.326053,0.893030>,<0.326350,0.452240>,<0.326850,0.209283>,<0.328290,0.673734>,<0.329477,0.726517>,<0.334736,0.854877>,<0.335056,0.315573>,<0.335623,0.756632>,<0.336803,0.535816>,<0.338723,0.266703>,<0.339455,0.787421>,<0.339642,0.819704>,<0.339779,8.84287e-2>,<0.340170,0.179818>,<0.343077,0.409503>,<0.346611,0.628026>,<0.351800,0.493509>,<0.353954,0.237208>,<0.353982,0.150047>,<0.354655,5.52940e-2>,<0.360536,0.363793>,<0.360878,0.979042>,<0.364125,0.582697>,<0.368089,0.451553>,<0.368245,0.119655>,<0.369146,0.674815>,<0.369224,0.207763>,<0.370178,0.696956>,<0.372412,0.934897>,<0.378042,0.315950>,<0.379049,0.726563>,<0.380658,0.538252>,<0.382520,0.893013>,<0.382844,8.86502e-2>,<0.384107,0.178168>,<0.385506,0.408189>,<0.386813,0.756350>,<0.388439,0.629713>,<0.390001,0.854207>,<0.392116,0.786801>,<0.393605,0.818884>,<0.396682,0.494459>,<0.397540,5.72566e-2>,<0.398491,0.148406>,<0.403511,0.362917>,<0.408161,0.584913>,<0.412516,0.118561>,<0.413156,0.450798>,<0.417079,0.696862>,<0.418944,0.979768>,<0.421279,0.316237>,<0.425731,0.726657>,<0.426459,8.87562e-2>,<0.427044,0.540129>,<0.427198,0.935944>,<0.430129,0.406567>,<0.433178,4.29260e-3>,<0.433388,0.756779>,<0.434343,0.894292>,<0.438853,0.787610>,<0.439334,0.855514>,<0.440524,5.90645e-2>,<0.441190,0.820021>,<0.444475,0.495216>,<0.447523,0.361614>,<0.454339,4.41498e-2>,<0.460585,0.450125>,<0.463399,0.696047>,<0.465046,0.316312>,<0.470565,0.726691>,<0.475488,8.39923e-2>,<0.476091,0.405073>,<0.476180,0.978630>,<0.476994,0.757775>,<0.477962,6.40517e-3>,<0.479826,0.936621>,<0.481935,0.789565>,<0.482980,0.896339>,<0.484752,0.822709>,<0.484867,0.858271>,<0.491972,0.360241>,<0.496604,0.123840>,<0.496980,0.588426>,<0.499876,0.558514>,<0.502645,4.55699e-2>,<0.502707,0.528588>,<0.505534,0.498638>,<0.508449,0.468651>,<0.508759,0.315711>,<0.509382,0.694319>,<0.511384,0.438689>,<0.513960,0.408782>,<0.514204,0.726595>,<0.515326,0.349045>,<0.515471,0.378901>,<0.517775,0.163694>,<0.518779,0.759253>,<0.522746,8.44806e-3>,<0.522785,0.792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// the face_indices: #declare numfaces = 768; #declare faces = array[numfaces] 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10>,<377,192,72>,<378,106,4>,<379,154,34>,<380,284,96>,<381,144,72>,<381,282,40>,<383,114,42>,<384,193,25>,<384,288,97>} // the uv_indices (must have the same amount as you do of face_indices): #declare uvindices = array[numfaces] {<20,39,35>,<414,420,393>,<414,393,384>,<172,150,162>,<145,125,133>,<145,133,156>,<203,221,212>,<255,257,239>,<460,444,439>,<287,286,312>,<51,75,66>,<51,66,42>,<240,259,263>,<2,5,11>,<240,263,241>,<290,280,302>,<55,89,86>,<290,302,314>,<55,86,52>,<7,21,16>,<296,316,288>,<296,322,316>,<296,288,270>,<440,446,429>,<281,309,282>,<281,279,307>,<440,429,423>,<56,34,43>,<56,43,65>,<153,142,129>,<153,176,167>,<181,160,165>,<181,173,160>,<181,165,190>,<73,53,62>,<344,373,378>,<344,378,348>,<73,62,90>,<374,370,407>,<242,272,252>,<242,228,253>,<269,271,248>,<369,375,397>,<269,248,246>,<369,397,390>,<174,177,151>,<174,195,177>,<174,151,144>,<19,44,32>,<19,24,44>,<19,32,13>,<234,267,264>,<40,80,77>,<234,237,267>,<234,264,233>,<40,77,37>,<87,63,69>,<87,79,63>,<87,107,101>,<87,69,92>,<360,363,331>,<360,356,386>,<360,328,356>,<360,386,389>,<360,331,328>,<359,346,371>,<359,365,342>,<359,342,333>,<114,137,130>,<114,93,102>,<187,209,207>,<187,186,206>,<187,207,185>,<385,412,408>,<385,357,361>,<385,380,355>,<385,361,387>,<385,355,357>,<14,29,25>,<340,338,305>,<340,305,304>,<353,384,368>,<353,368,343>,<353,343,322>,<277,274,305>,<426,432,415>,<277,305,306>,<17,6,9>,<17,9,22>,<197,215,211>,<197,191,176>,<197,211,191>,<164,156,140>,<164,140,149>,<164,149,173>,<401,431,437>,<128,99,110>,<401,437,406>,<217,212,231>,<450,445,469>,<217,247,228>,<450,469,473>,<260,268,245>,<325,326,349>,<260,245,243>,<214,236,216>,<214,216,198>,<214,198,195>,<31,42,59>,<31,59,50>,<31,50,24>,<238,265,266>,<33,71,67>,<238,266,237>,<33,67,30>,<3,12,9>,<244,270,254>,<244,254,231>,<244,231,221>,<285,282,310>,<285,311,286>,<100,78,88>,<100,88,108>,<103,129,118>,<103,118,94>,<193,190,171>,<193,171,180>,<193,180,199>,<291,317,319>,<26,11,18>,<291,319,292>,<26,18,38>,<262,252,284>,<298,256,258>,<262,293,280>,<298,258,299>,<275,278,250>,<413,421,442>,<275,250,249>,<413,442,436>,<115,144,119>,<115,119,86>,<115,86,89>,<8,13,23>,<8,23,18>,<8,18,5>,<232,233,261>,<232,261,258>,<46,84,82>,<232,258,230>,<46,82,45>,<98,74,81>,<98,124,113>,<41,21,25>,<41,25,47>,<70,65,49>,<70,49,57>,<70,57,79>,<132,160,149>,<132,107,113>,<132,126,107>,<367,370,339>,<367,363,395>,<367,337,363>,<425,430,395>,<425,417,448>,<351,321,319>,<351,319,348>,<297,267,266>,<297,328,331>,<297,295,323>,<297,323,328>,<404,392,415>,<404,409,388>,<404,415,423>,<404,388,383>,<334,316,343>,<334,346,318>,<334,358,346>,<303,289,318>,<303,315,284>,<372,365,388>,<372,394,398>,<372,388,394>,<96,122,110>,<96,72,83>,<96,110,90>,<96,83,106>,<163,188,178>,<163,155,137>,<163,178,155>,<135,161,148>,<135,148,127>,<68,44,50>,<68,93,83>,<68,76,93>,<179,205,201>,<179,147,152>,<225,226,207>,<225,207,209>,<183,177,198>,<183,186,157>,<183,157,154>,<120,80,82>,<120,158,152>,<120,82,123>,<120,152,117>,<441,463,456>,<441,456,434>,<391,424,418>,<391,362,364>,<330,332,361>,<330,329,310>,<379,375,349>,<379,380,408>,<379,349,352>,<379,408,403>,<54,29,35>,<54,47,29>,<54,74,69>,<54,35,58>,<28,12,16>,<28,22,12>,<28,49,43>,<116,140,133>,<116,95,101>,<116,101,126>,<146,124,131>,<146,138,124>,<146,131,159>,<438,445,407>,<438,430,459>,<438,459,465>,<410,382,378>,<410,378,406>,<294,265,263>,<294,321,323>,<294,263,292>,<294,323,295>,<301,261,264>,<301,337,339>,<301,339,299>,<301,264,300>,<381,368,393>,<381,392,371>,<381,371,358>,<276,289,253>,<276,308,289>,<276,253,247>,<320,324,302>,<320,302,293>,<416,394,388>,<416,435,439>,<143,122,130>,<143,136,122>,<143,169,162>,<182,202,194>,<182,191,202>,<182,161,167>,<182,194,170>,<182,167,191>,<85,59,66>,<85,109,102>,<85,102,76>,<48,72,62>,<48,62,38>,<224,226,248>,<224,248,249>,<220,223,206>,<220,243,223>,<220,216,239>,<220,239,243>,<220,206,204>,<121,119,151>,<111,71,77>,<111,147,141>,<111,77,117>,<111,141,104>,<452,470,466>,<452,457,470>,<452,424,428>,<452,466,447>,<452,428,457>,<335,338,364>,<335,332,307>,<335,364,362>,<335,307,306>,<327,326,312>,<327,352,326>,<327,329,355>,<327,312,311>,<427,421,397>,<427,434,449>,<427,403,408>,<427,397,403>,<304,274,273>,<15,35,29>,<304,305,274>,<384,393,368>,<420,426,405>,<6,0,1>,<227,211,215>,<215,235,227>,<483,474,477>,<464,431,455>,<156,133,140>,<464,437,431>,<150,128,136>,<473,482,484>,<473,469,482>,<313,312,326>,<236,239,216>,<251,278,283>,<42,66,59>,<251,250,278>,<30,61,27>,<30,67,61>,<4,16,12>,<433,428,400>,<139,131,112>,<270,288,254>,<78,56,65>,<200,178,188>,<472,456,463>,<190,165,171>,<478,459,475>,<317,344,348>,<317,348,319>,<341,370,374>,<341,339,370>,<354,350,377>,<144,151,119>,<13,32,23>,<134,141,168>,<45,80,40>,<233,264,261>,<45,82,80>,<105,91,112>,<105,81,91>,<105,131,124>,<21,7,10>,<65,43,49>,<65,88,78>,<160,132,138>,<370,367,402>,<454,471,475>,<454,459,430>,<454,448,471>,<267,297,300>,<423,432,440>,<423,415,432>,<316,334,308>,<272,253,289>,<272,284,252>,<376,399,377>,<376,350,345>,<376,398,399>,<90,99,73>,<90,110,99>,<188,210,200>,<188,194,210>,<142,167,161>,<142,118,129>,<44,68,60>,<175,196,168>,<175,201,196>,<175,141,147>,<246,268,269>,<246,245,268>,<177,183,154>,<463,476,472>,<463,466,476>,<396,366,400>,<396,428,424>,<396,364,366>,<309,307,332>,<309,310,282>,<375,369,347>,<10,25,21>,<366,364,340>,<91,81,64>,<322,343,316>,<279,277,306>,<279,306,307>,<34,17,22>,<213,194,202>,<479,466,470>,<173,149,160>,<471,448,468>,<373,401,406>,<373,406,378>,<411,445,450>,<411,407,445>,<347,349,375>,<399,398,422>,<195,198,177>,<24,50,44>,<196,201,219>,<37,71,33>,<237,266,267>,<37,77,71>,<477,485,483>,<1,9,6>,<477,474,462>,<189,208,199>,<189,199,180>,<189,180,166>,<221,231,212>,<458,435,451>,<458,439,435>,<125,100,108>,<184,169,192>,<184,162,169>,<461,453,436>,<75,103,94>,<461,436,442>,<461,442,449>,<482,469,480>,<259,291,292>,<259,292,263>,<256,229,230>,<256,230,258>,<314,324,336>,<314,302,324>,<5,18,11>,<61,67,97>,<52,84,46>,<52,86,84>,<92,74,98>,<92,69,74>,<92,113,107>,<63,41,47>,<63,57,41>,<79,57,63>,<79,101,95>,<107,87,92>,<363,360,389>,<363,389,395>,<389,417,425>,<389,386,417>,<356,351,382>,<356,323,351>,<328,323,356>,<383,365,359>,<383,371,392>,<383,388,365>,<346,359,333>,<333,315,303>,<333,318,346>,<333,342,315>,<365,372,345>,<365,345,342>,<106,93,114>,<106,130,122>,<106,83,93>,<137,114,127>,<137,148,163>,<127,148,137>,<127,102,109>,<185,158,187>,<185,205,179>,<185,207,205>,<185,152,158>,<209,223,225>,<209,206,223>,<186,187,158>,<186,183,204>,<186,204,206>,<158,120,123>,<158,123,157>,<158,157,186>,<412,385,387>,<412,441,434>,<412,418,441>,<387,362,391>,<387,418,412>,<387,361,362>,<357,329,330>,<357,355,329>,<380,379,352>,<380,352,355>,<58,39,64>,<58,35,39>,<58,81,74>,<29,14,15>,<47,25,29>,<47,69,63>,<74,54,58>,<12,3,4>,<22,9,12>,<22,43,34>,<49,28,36>,<36,21,41>,<36,57,49>,<36,16,21>,<108,95,116>,<108,133,125>,<108,88,95>,<140,116,126>,<126,149,140>,<126,101,107>,<95,70,79>,<95,88,70>,<171,146,159>,<171,159,180>,<171,165,146>,<159,139,166>,<159,131,139>,<124,98,105>,<138,113,124>,<138,165,160>,<402,430,438>,<402,407,370>,<402,395,430>,<445,438,465>,<445,465,469>,<465,478,480>,<465,459,478>,<430,425,454>,<417,410,443>,<417,382,410>,<417,386,382>,<443,410,406>,<443,464,468>,<443,406,437>,<443,448,417>,<443,437,464>,<382,351,348>,<382,348,378>,<382,386,356>,<292,321,294>,<292,319,321>,<265,238,241>,<265,294,295>,<265,241,263>,<295,266,265>,<261,301,299>,<261,299,258>,<299,341,298>,<299,339,341>,<337,301,300>,<337,300,331>,<337,331,363>,<300,264,267>,<405,392,381>,<405,393,420>,<405,415,392>,<368,381,358>,<358,343,368>,<358,371,346>,<392,404,383>,<254,276,247>,<254,288,276>,<247,231,254>,<247,253,228>,<289,303,272>,<308,318,289>,<308,288,316>,<315,320,293>,<315,342,320>,<293,284,315>,<293,302,280>,<324,320,345>,<324,354,336>,<324,345,350>,<324,350,354>,<345,372,376>,<394,416,419>,<419,444,422>,<419,398,394>,<419,439,444>,<435,416,409>,<435,446,451>,<435,429,446>,<409,404,423>,<409,423,429>,<409,429,435>,<122,96,106>,<136,110,122>,<136,162,150>,<169,143,155>,<169,178,192>,<155,178,169>,<155,130,137>,<170,188,163>,<170,194,188>,<170,148,161>,<202,218,213>,<202,211,218>,<191,211,202>,<191,167,176>,<161,135,142>,<161,182,170>,<94,109,85>,<94,66,75>,<94,118,109>,<59,85,76>,<76,50,59>,<76,102,93>,<109,135,127>,<109,118,135>,<23,48,38>,<23,38,18>,<23,32,48>,<38,53,26>,<38,62,53>,<72,96,90>,<72,48,60>,<72,90,62>,<72,60,83>,<60,32,44>,<205,224,222>,<205,207,224>,<222,224,249>,<222,251,219>,<222,249,250>,<222,201,205>,<222,250,251>,<249,271,275>,<249,248,271>,<226,225,246>,<226,246,248>,<223,245,225>,<243,257,260>,<243,245,223>,<243,239,257>,<216,220,204>,<204,198,216>,<154,123,121>,<154,151,177>,<154,157,123>,<119,121,84>,<84,121,123>,<84,123,82>,<84,86,119>,<117,80,120>,<117,147,111>,<117,77,80>,<117,152,147>,<71,111,104>,<71,104,67>,<104,134,97>,<104,141,134>,<147,179,175>,<447,463,441>,<447,466,463>,<447,418,424>,<470,481,479>,<470,474,481>,<457,433,462>,<457,474,470>,<457,428,433>,<424,391,396>,<424,452,447>,<362,332,335>,<362,361,332>,<338,335,306>,<338,306,305>,<332,330,309>,<311,312,286>,<311,310,329>,<326,325,313>,<352,349,326>,<329,327,311>,<421,413,390>,<421,427,449>,<421,390,397>,<421,449,442>,<449,467,461>,<449,456,467>,<434,456,449>,<434,408,412>,<403,375,379>,<403,397,375>,<35,15,20>,<25,10,14>,<69,47,54>,<81,105,98>,<81,58,64>,<9,1,3>,<43,22,28>,<57,36,41>,<16,4,7>,<16,36,28>,<133,108,116>,<149,126,132>,<101,79,87>,<88,65,70>,<180,159,166>,<131,105,112>,<113,92,98>,<113,138,132>,<165,138,146>,<407,411,374>,<407,402,438>,<469,465,480>,<459,454,475>,<395,389,425>,<395,402,367>,<448,454,425>,<448,443,468>,<266,295,297>,<323,321,351>,<339,337,367>,<331,300,297>,<393,405,381>,<343,358,334>,<371,383,359>,<415,405,426>,<231,247,217>,<253,272,242>,<318,333,303>,<318,308,334>,<288,308,276>,<284,272,303>,<284,293,262>,<350,376,377>,<342,345,320>,<398,376,372>,<398,419,422>,<439,458,460>,<439,419,416>,<388,409,416>,<110,136,128>,<162,184,172>,<162,136,143>,<178,200,192>,<130,106,114>,<130,155,143>,<194,213,210>,<211,227,218>,<167,142,153>,<148,170,163>,<66,94,85>,<50,76,68>,<102,127,114>,<118,142,135>,<83,60,68>,<32,60,48>,<201,175,179>,<201,222,219>,<207,226,224>,<245,246,225>,<239,236,255>,<198,204,183>,<206,209,187>,<151,154,121>,<67,104,97>,<141,175,168>,<152,185,179>,<466,479,476>,<474,483,481>,<474,457,462>,<428,396,400>,<418,387,391>,<418,447,441>,<364,396,391>,<364,338,340>,<307,309,281>,<361,357,330>,<312,313,287>,<349,347,325>,<355,352,327>,<310,309,330>,<310,311,285>,<456,472,467>,<408,380,385>,<408,434,427>} // the macro call UVBake(numvertices, vertices, numuvs, uvs, numfaces, faces, uvindices, proceduralpigment) // this code can be uncommented to display the actual mesh with either the uv map or the original procedural texture. // if you uncomment it, be sure to comment out the UVBake() macro call above. /* mesh2 { vertex_vectors 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normal_vectors 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normal_indices 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uv_indices 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// uncomment these 2 lines for uv mapping and set up the image_map to your image //uv_mapping //texture {pigment {image_map{sys "cubeuvmap.bmp"}}} // use this line to display the original procedural pigment texture{pigment{proceduralpigment}} } camera { perspective location <4, 5, 6> right < -1.33333, 0, 0> look_at <0.0000000000, 0.0000000000, 0.0000000000> angle 45.0000 } light_source { <0.140253, 4.29060 2.92748> * 1000 rgb 1 parallel point_at <0.00000e+0, 0.00000e+0, 0.00000e+0> } */