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Text File | 2004-03-05 | 83KB | 4,273 lines

Wonderlib::MVFMesh object { boneName { } boneWeight { } material { Wonderlib::Material 0 { ambient = 0 0 0 1 bumpmap = diffuse = 0.4 0.4 0.4 0.19658 dstBlend = 5 name = phong7 power = 11.36 specular = 0.7265 0.7265 0.7265 0.5 srcBlend = 4 texture = type = 545267992 uOffset = 0 uRepeat = 1 vOffset = 0 vRepeat = 1 } Wonderlib::Material 1 { ambient = 0 0 0 1 bumpmap = diffuse = 0.7816 0.6928 0.1424 1 dstBlend = 5 name = phong5 power = 21.4 specular = 0.5 0.5 0.5 0.5 srcBlend = 4 texture = type = 8448 uOffset = 0 uRepeat = 1 vOffset = 0 vRepeat = 1 } Wonderlib::Material 2 { ambient = 0 0 0 1 bumpmap = diffuse = 0.91452 0.91452 0.91452 1 dstBlend = 5 name = phong8 power = 8 specular = 0.29914 0.29914 0.29914 0.5 srcBlend = 4 texture = type = 545259776 uOffset = 0 uRepeat = 1 vOffset = 0 vRepeat = 1 } } normalVertex { 0 = -1 0 0 1 = 1 0 0 2 = -0.154889 -0.698563 0.698584 3 = -0.154889 0.698563 0.698584 4 = -1 0 0 5 = 0.150311 -0.699068 -0.699078 6 = -0.154889 -0.69856 0.698587 7 = -1 0 0 8 = 0.150311 0.69907 -0.699077 9 = 0.150311 -0.69907 -0.699077 10 = -1 0 0 11 = 0.150311 0.699068 -0.699078 12 = -0.154889 0.69856 0.698587 13 = -1 0 0 14 = -0.090624 -0.704204 0.70419 15 = -0.0906243 0.704204 0.70419 16 = 0.088458 -0.704318 -0.704352 17 = -0.0977984 -0.703723 0.703711 18 = 0.0953644 0.703868 -0.7039 19 = 0.0953644 -0.703868 -0.7039 20 = 0.088458 0.704318 -0.704351 21 = -0.0977987 0.703723 0.703711 22 = -2.65467e-010 -0.707111 0.707102 23 = 5.68607e-010 0.707109 0.707104 24 = 2.129e-010 -0.70709 -0.707124 25 = -8.53516e-010 -0.707112 0.707102 26 = -1.38304e-010 0.707092 -0.707121 27 = -2.44834e-010 -0.70709 -0.707124 28 = -4.21196e-010 0.707093 -0.707121 29 = -3.58012e-010 0.70711 0.707104 30 = 0.090624 -0.704204 0.70419 31 = 0.0906243 0.704204 0.70419 32 = -0.088458 -0.704318 -0.704352 33 = 0.0977984 -0.703723 0.703711 34 = -0.0953644 0.703868 -0.7039 35 = -0.0953644 -0.703868 -0.7039 36 = -0.088458 0.704318 -0.704351 37 = 0.0977987 0.703723 0.703711 38 = 0.154889 -0.698563 0.698584 39 = 0.154889 0.698563 0.698584 40 = 1 0 0 41 = -0.150311 -0.699068 -0.699078 42 = 0.154889 -0.69856 0.698587 43 = 1 0 0 44 = -0.150311 0.69907 -0.699077 45 = -0.150311 -0.69907 -0.699077 46 = 1 0 0 47 = -0.150311 0.699068 -0.699078 48 = 0.154889 0.69856 0.698587 49 = 1 0 0 50 = -0.453318 6.33734e-007 -0.891349 51 = -0.39972 0.906835 -0.133692 52 = -0.399721 -0.906835 -0.133692 53 = -0.776145 1.1376e-006 -0.630554 54 = 0.925266 -2.7952e-006 0.379318 55 = -0.407818 0.902818 -0.136401 56 = 0.00906127 0.427712 -0.90387 57 = 0.925266 -2.7952e-006 0.379318 58 = -0.407819 -0.902817 -0.136401 59 = 0.00906098 -0.427712 -0.903869 60 = 1.54374e-008 1 7.2133e-009 61 = -1.54374e-008 -1 -7.2133e-009 62 = 0.925266 -2.7952e-006 0.379318 63 = -0.010913 0.999934 -0.00365001 64 = -0.010913 -0.999934 -0.00365003 65 = 0.453318 6.83011e-007 -0.891349 66 = 0.39972 0.906835 -0.133692 67 = 0.399721 -0.906835 -0.133692 68 = 0.776145 1.10928e-006 -0.630554 69 = -0.925266 -2.7952e-006 0.379318 70 = 0.407818 0.902818 -0.136401 71 = -0.00906126 0.427712 -0.90387 72 = -0.925266 -2.7952e-006 0.379318 73 = 0.407819 -0.902817 -0.136401 74 = -0.00906098 -0.427712 -0.903869 75 = -1.54374e-008 1 7.2133e-009 76 = 1.54374e-008 -1 -7.2133e-009 77 = -0.925266 -2.7952e-006 0.379318 78 = 0.010913 0.999934 -0.00365001 79 = 0.010913 -0.999934 -0.00365003 80 = 0 0 1 81 = 0.886468 3.61227e-008 0.46279 82 = 2.24344e-009 -0.752863 0.658177 83 = -0.886468 -2.8996e-008 0.46279 84 = -3.93799e-009 0.752863 0.658177 85 = 0.28722 0.935184 0.207207 86 = 0.962876 -1.94632e-008 0.269946 87 = 0.28722 -0.935184 0.207207 88 = -0.28722 -0.935184 0.207207 89 = -0.962876 2.09548e-008 0.269946 90 = -0.28722 0.935184 0.207207 91 = 0.507917 0.710157 0.487543 92 = 0.869568 -1.08194e-007 0.493813 93 = 0.507917 -0.710157 0.487543 94 = -0.507917 -0.710157 0.487543 95 = -0.869568 -7.65289e-010 0.493813 96 = -0.507917 0.710157 0.487543 97 = 1.83845e-008 -1.78825e-008 1 98 = -5.26183e-008 1.82428e-008 -1 99 = 0.993386 -6.29494e-008 -0.114822 100 = -0.43825 -1.34485e-008 0.898853 101 = 0.860298 -0.496693 -0.114823 102 = -0.379536 0.219125 0.898853 103 = 0.496693 -0.860298 -0.114823 104 = -0.219125 0.379536 0.898853 105 = -1.62069e-008 -0.993386 -0.114822 106 = 1.36837e-008 0.43825 0.898853 107 = -0.496693 -0.860298 -0.114822 108 = 0.219125 0.379536 0.898853 109 = -0.860298 -0.496692 -0.114822 110 = 0.379536 0.219125 0.898853 111 = -0.993386 9.69493e-010 -0.114822 112 = 0.43825 5.24089e-009 0.898853 113 = -0.860298 0.496693 -0.114823 114 = 0.379536 -0.219125 0.898853 115 = -0.496692 0.860298 -0.114822 116 = 0.219125 -0.379536 0.898853 117 = 2.62029e-009 0.993386 -0.114822 118 = -8.03085e-009 -0.43825 0.898853 119 = 0.496693 0.860298 -0.114823 120 = -0.219125 -0.379536 0.898853 121 = 0.860298 0.496693 -0.114822 122 = -0.379536 -0.219125 0.898853 123 = 0.606921 -0.00547687 -0.794743 124 = 0.993386 -7.58044e-008 -0.114822 125 = 0.528347 -0.298717 -0.794743 126 = 0.860298 -0.496693 -0.114822 127 = 0.298717 -0.528347 -0.794743 128 = 0.496693 -0.860298 -0.114822 129 = 0.00547686 -0.606921 -0.794743 130 = 2.30885e-009 -0.993386 -0.114822 131 = -0.308204 -0.522871 -0.794743 132 = -0.496693 -0.860298 -0.114822 133 = -0.52287 -0.308204 -0.794743 134 = -0.860298 -0.496693 -0.114822 135 = -0.606921 0.00547687 -0.794743 136 = -0.993386 -5.30419e-009 -0.114822 137 = -0.528347 0.298717 -0.794743 138 = -0.860298 0.496693 -0.114822 139 = -0.298717 0.528347 -0.794743 140 = -0.496693 0.860298 -0.114822 141 = -0.00547686 0.606921 -0.794743 142 = 1.08802e-008 0.993386 -0.114822 143 = 0.308204 0.522871 -0.794743 144 = 0.496693 0.860298 -0.114822 145 = 0.522871 0.308204 -0.794743 146 = 0.860297 0.496693 -0.114822 147 = 0.707107 -0.707107 0 148 = 0.401231 -0.401231 -0.823424 149 = -0.258819 -0.965926 0 150 = -0.146861 -0.548092 -0.823424 151 = -0.965926 -0.258819 0 152 = -0.548092 -0.146861 -0.823424 153 = -0.707107 0.707107 0 154 = -0.401231 0.401231 -0.823424 155 = 0.258819 0.965926 0 156 = 0.146861 0.548092 -0.823424 157 = 0.965926 0.258819 0 158 = 0.548092 0.146861 -0.823424 159 = 0.707107 -0.707107 0 160 = 0.289511 -0.289511 -0.912341 161 = -0.258819 -0.965926 0 162 = -0.105969 -0.39548 -0.912341 163 = -0.965926 -0.258819 0 164 = -0.39548 -0.105968 -0.912341 165 = -0.707107 0.707107 0 166 = -0.289511 0.289511 -0.912341 167 = 0.258819 0.965926 0 168 = 0.105969 0.39548 -0.912341 169 = 0.965926 0.258819 0 170 = 0.39548 0.105969 -0.912341 171 = -6.3759e-009 4.6721e-009 1 172 = 0.430763 5.67205e-008 0.902465 173 = 0.373051 -0.215381 0.902465 174 = 0.215381 -0.373051 0.902465 175 = -4.69385e-008 -0.430763 0.902465 176 = -0.215381 -0.373051 0.902465 177 = -0.373051 -0.215381 0.902465 178 = -0.430763 2.92309e-009 0.902465 179 = -0.373051 0.215381 0.902465 180 = -0.215381 0.373051 0.902465 181 = 2.55789e-009 0.430763 0.902465 182 = 0.215381 0.373051 0.902465 183 = 0.373051 0.215381 0.902465 184 = 0.708819 1.26287e-008 0.70539 185 = 0.613856 -0.35441 0.70539 186 = 0.354409 -0.613856 0.70539 187 = -1.75187e-008 -0.708819 0.70539 188 = -0.354409 -0.613856 0.70539 189 = -0.613856 -0.354409 0.70539 190 = -0.708819 1.35501e-007 0.70539 191 = -0.613856 0.35441 0.70539 192 = -0.35441 0.613856 0.70539 193 = 1.44646e-007 0.708819 0.70539 194 = 0.35441 0.613856 0.70539 195 = 0.613856 0.35441 0.70539 196 = 0.871226 1.94118e-008 0.490883 197 = 0.754503 -0.435613 0.490883 198 = 0.435613 -0.754503 0.490883 199 = 4.86334e-010 -0.871225 0.490883 200 = -0.435613 -0.754503 0.490883 201 = -0.754504 -0.435613 0.490883 202 = -0.871226 5.16489e-008 0.490883 203 = -0.754503 0.435613 0.490883 204 = -0.435613 0.754503 0.490883 205 = 7.81346e-008 0.871226 0.490883 206 = 0.435613 0.754503 0.490883 207 = 0.754503 0.435613 0.490883 208 = 0.96731 1.38141e-007 0.253595 209 = 0.837716 -0.483655 0.253595 210 = 0.483655 -0.837716 0.253595 211 = -7.69859e-008 -0.967311 0.253595 212 = -0.483655 -0.837716 0.253595 213 = -0.837716 -0.483655 0.253595 214 = -0.967311 7.37643e-008 0.253595 215 = -0.837716 0.483655 0.253595 216 = -0.483655 0.837716 0.253595 217 = 7.67906e-008 0.967311 0.253595 218 = 0.483655 0.837716 0.253595 219 = 0.837716 0.483655 0.253595 220 = 1 2.07359e-007 -9.48508e-008 221 = 0.866025 -0.5 -9.19819e-008 222 = 0.5 -0.866025 -9.05157e-008 223 = -1.14995e-007 -1 -9.66623e-008 224 = -0.5 -0.866025 -1.00051e-007 225 = -0.866025 -0.5 -9.05505e-008 226 = -1 7.11145e-008 -9.45583e-008 227 = -0.866025 0.5 -9.04016e-008 228 = -0.5 0.866026 -1.01953e-007 229 = 3.68483e-008 1 -1.03066e-007 230 = 0.5 0.866025 -9.62969e-008 231 = 0.866025 0.5 -9.45062e-008 232 = 0.967311 1.99034e-007 -0.253594 233 = 0.837716 -0.483655 -0.253594 234 = 0.483655 -0.837716 -0.253594 235 = -7.78485e-008 -0.967311 -0.253594 236 = -0.483655 -0.837716 -0.253594 237 = -0.837716 -0.483655 -0.253594 238 = -0.967311 7.78199e-008 -0.253594 239 = -0.837716 0.483655 -0.253594 240 = -0.483655 0.837716 -0.253593 241 = 7.35164e-008 0.967311 -0.253594 242 = 0.483655 0.837716 -0.253594 243 = 0.837716 0.483655 -0.253593 244 = 0.900587 2.19278e-007 -0.434676 245 = 0.779931 -0.450294 -0.434676 246 = 0.450293 -0.779931 -0.434676 247 = 6.49222e-009 -0.900587 -0.434676 248 = -0.450294 -0.779931 -0.434676 249 = -0.779931 -0.450293 -0.434676 250 = -0.900587 4.57406e-008 -0.434676 251 = -0.779931 0.450294 -0.434676 252 = -0.450294 0.779931 -0.434676 253 = 8.21834e-008 0.900587 -0.434676 254 = 0.450294 0.779931 -0.434676 255 = 0.779931 0.450293 -0.434676 256 = 0.90009 1.9441e-007 -0.435704 257 = 0.779501 -0.450045 -0.435705 258 = 0.450045 -0.779501 -0.435704 259 = -1.14769e-008 -0.90009 -0.435705 260 = -0.450045 -0.779501 -0.435704 261 = -0.779501 -0.450045 -0.435704 262 = -0.90009 1.42177e-007 -0.435704 263 = -0.779501 0.450045 -0.435704 264 = -0.450045 0.779501 -0.435704 265 = 1.64613e-007 0.90009 -0.435704 266 = 0.450045 0.779501 -0.435704 267 = 0.779501 0.450045 -0.435704 268 = 0.949891 2.66144e-008 -0.312582 269 = 0.82263 -0.474945 -0.312582 270 = 0.474945 -0.82263 -0.312582 271 = -4.35845e-008 -0.949891 -0.312582 272 = -0.474945 -0.82263 -0.312582 273 = -0.82263 -0.474945 -0.312582 274 = -0.949891 -1.67362e-008 -0.312582 275 = -0.822629 0.474945 -0.312582 276 = -0.474945 0.82263 -0.312582 277 = 1.21972e-008 0.949891 -0.312582 278 = 0.474945 0.822629 -0.312582 279 = 0.82263 0.474945 -0.312582 280 = 0.968089 4.35636e-008 -0.250606 281 = 0.83839 -0.484045 -0.250606 282 = 0.484044 -0.83839 -0.250606 283 = -1.22062e-007 -0.968089 -0.250606 284 = -0.484045 -0.83839 -0.250606 285 = -0.83839 -0.484044 -0.250606 286 = -0.968089 -2.44861e-008 -0.250606 287 = -0.83839 0.484044 -0.250606 288 = -0.484044 0.83839 -0.250606 289 = 1.49289e-007 0.968089 -0.250606 290 = 0.484045 0.83839 -0.250606 291 = 0.83839 0.484045 -0.250606 } positionVertex { 0 = 0.0326843 0.0188703 0.0904022 1 = 0.0188703 0.0326843 0.0904022 2 = 1.5013e-009 0.0377406 0.0904022 3 = -0.0188703 0.0326843 0.0904022 4 = -0.0326843 0.0188703 0.0904022 5 = -0.0377406 2.06065e-009 0.0904022 6 = -0.0326843 -0.0188703 0.0904022 7 = -0.0188703 -0.0326843 0.0904022 8 = -2.24429e-009 -0.0377406 0.0904022 9 = 0.0188703 -0.0326843 0.0904022 10 = 0.0326843 -0.0188703 0.0904022 11 = 0.0377406 2.632e-010 0.0904022 12 = 0.0408013 0.0235566 0.126609 13 = 0.0235566 0.0408013 0.126609 14 = 2.98334e-009 0.0471132 0.126609 15 = -0.0235566 0.0408013 0.126609 16 = -0.0408013 0.0235566 0.126609 17 = -0.0471132 2.48206e-009 0.126609 18 = -0.0408013 -0.0235566 0.126609 19 = -0.0235566 -0.0408013 0.126609 20 = -1.69244e-009 -0.0471132 0.126609 21 = 0.0235566 -0.0408013 0.126609 22 = 0.0408013 -0.0235566 0.126609 23 = 0.0471132 2.38232e-010 0.126609 24 = 0.0479114 0.0276616 0.147395 25 = 0.0276616 0.0479114 0.147395 26 = 4.06272e-009 0.0553233 0.147395 27 = -0.0276616 0.0479114 0.147395 28 = -0.0479114 0.0276616 0.147395 29 = -0.0553233 2.63485e-009 0.147395 30 = -0.0479114 -0.0276616 0.147395 31 = -0.0276616 -0.0479114 0.147395 32 = -1.42787e-009 -0.0553233 0.147395 33 = 0.0276616 -0.0479114 0.147395 34 = 0.0479114 -0.0276616 0.147395 35 = 0.0553233 0 0.147395 36 = 0.0586792 0.0338784 0.169343 37 = 0.0338784 0.0586792 0.169343 38 = 4.97579e-009 0.0677569 0.169343 39 = -0.0338784 0.0586792 0.169343 40 = -0.0586792 0.0338784 0.169343 41 = -0.0677569 3.22702e-009 0.169343 42 = -0.0586792 -0.0338784 0.169343 43 = -0.0338784 -0.0586792 0.169343 44 = -1.74878e-009 -0.0677569 0.169343 45 = 0.0338784 -0.0586792 0.169343 46 = 0.0586792 -0.0338784 0.169343 47 = 0.0677569 0 0.169343 48 = 0.0654481 0.0377865 0.188213 49 = 0.0377865 0.0654481 0.188213 50 = 5.54978e-009 0.075573 0.188213 51 = -0.0377865 0.0654481 0.188213 52 = -0.0654481 0.0377865 0.188213 53 = -0.075573 3.59927e-009 0.188213 54 = -0.0654481 -0.0377865 0.188213 55 = -0.0377865 -0.0654481 0.188213 56 = -1.95051e-009 -0.075573 0.188213 57 = 0.0377865 -0.0654481 0.188213 58 = 0.0654481 -0.0377865 0.188213 59 = 0.075573 0 0.188213 60 = 0.0677569 0.0391194 0.208463 61 = 0.0391195 0.0677569 0.208463 62 = 5.74555e-009 0.0782389 0.208463 63 = -0.0391194 0.0677569 0.208463 64 = -0.0677569 0.0391195 0.208463 65 = -0.0782389 3.72624e-009 0.208463 66 = -0.0677569 -0.0391195 0.208463 67 = -0.0391195 -0.0677569 0.208463 68 = -2.01931e-009 -0.0782389 0.208463 69 = 0.0391195 -0.0677569 0.208463 70 = 0.0677569 -0.0391195 0.208463 71 = 0.0782389 0 0.208463 72 = 0.0654481 0.0377865 0.228713 73 = 0.0377865 0.0654481 0.228713 74 = 5.54978e-009 0.075573 0.228713 75 = -0.0377865 0.0654481 0.228713 76 = -0.0654481 0.0377865 0.228713 77 = -0.075573 3.59927e-009 0.228713 78 = -0.0654481 -0.0377865 0.228713 79 = -0.0377865 -0.0654481 0.228713 80 = -1.95051e-009 -0.075573 0.228713 81 = 0.0377865 -0.0654481 0.228713 82 = 0.0654481 -0.0377865 0.228713 83 = 0.075573 0 0.228713 84 = 0.0586792 0.0338784 0.247582 85 = 0.0338784 0.0586792 0.247582 86 = 4.97579e-009 0.0677569 0.247582 87 = -0.0338784 0.0586792 0.247582 88 = -0.0586792 0.0338784 0.247582 89 = -0.0677569 3.22702e-009 0.247582 90 = -0.0586792 -0.0338784 0.247582 91 = -0.0338784 -0.0586792 0.247582 92 = -1.74878e-009 -0.0677569 0.247582 93 = 0.0338784 -0.0586792 0.247582 94 = 0.0586792 -0.0338784 0.247582 95 = 0.0677569 0 0.247582 96 = 0.0479114 0.0276616 0.263786 97 = 0.0276616 0.0479114 0.263786 98 = 4.06272e-009 0.0553233 0.263786 99 = -0.0276616 0.0479114 0.263786 100 = -0.0479114 0.0276616 0.263786 101 = -0.0553233 2.63485e-009 0.263786 102 = -0.0479114 -0.0276616 0.263786 103 = -0.0276616 -0.0479114 0.263786 104 = -1.42787e-009 -0.0553233 0.263786 105 = 0.0276616 -0.0479114 0.263786 106 = 0.0479114 -0.0276616 0.263786 107 = 0.0553233 0 0.263786 108 = 0.0320601 0.0185099 0.277013 109 = 0.0185099 0.0320601 0.277013 110 = 2.88247e-009 0.0370198 0.277013 111 = -0.0185099 0.0320601 0.277013 112 = -0.0320601 0.0185099 0.277013 113 = -0.0370198 1.68118e-009 0.277013 114 = -0.0320601 -0.0185099 0.277013 115 = -0.0185099 -0.0320601 0.277013 116 = -7.91582e-010 -0.0370198 0.277013 117 = 0.0185099 -0.0320601 0.277013 118 = 0.0320601 -0.0185099 0.277013 119 = 0.0370198 -8.19411e-011 0.277013 120 = 7.19541e-010 -7.48732e-010 0.284604 121 = 0.0104097 0.00278926 0.0149401 122 = 0.00278926 0.0104097 0.0149401 123 = -0.0076204 0.0076204 0.0149401 124 = -0.0104097 -0.00278926 0.0149401 125 = -0.00278926 -0.0104097 0.0149401 126 = 0.00762041 -0.00762041 0.0149401 127 = 0.0104097 0.00278926 0.0205187 128 = 0.00278926 0.0104097 0.0205187 129 = -0.0076204 0.0076204 0.0205187 130 = -0.0104097 -0.00278926 0.0205187 131 = -0.00278926 -0.0104097 0.0205187 132 = 0.00762041 -0.00762041 0.0205187 133 = 0.0384036 0.0221723 0.046453 134 = 0.0221723 0.0384036 0.046453 135 = 3.76047e-009 0.0443447 0.046453 136 = -0.0221723 0.0384036 0.046453 137 = -0.0384036 0.0221723 0.046453 138 = -0.0443447 1.85999e-009 0.046453 139 = -0.0384036 -0.0221723 0.046453 140 = -0.0221723 -0.0384036 0.046453 141 = -6.40539e-010 -0.0443447 0.046453 142 = 0.0221723 -0.0384036 0.046453 143 = 0.0384036 -0.0221723 0.046453 144 = 0.0443447 -2.51989e-010 0.046453 145 = 0.0457262 0.0264 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268 279 256 positionVertexNr = 23 12 35 smoothingGroup = 74 } 48 { materialNr = 0 normalVertexNr = 254 255 266 positionVertexNr = 37 36 25 smoothingGroup = 49216 } 49 { materialNr = 0 normalVertexNr = 267 266 255 positionVertexNr = 24 25 36 smoothingGroup = 4164 } 50 { materialNr = 0 normalVertexNr = 254 266 253 positionVertexNr = 37 25 38 smoothingGroup = 16897 } 51 { materialNr = 0 normalVertexNr = 266 265 253 positionVertexNr = 25 26 38 smoothingGroup = 8321 } 52 { materialNr = 0 normalVertexNr = 252 253 264 positionVertexNr = 39 38 27 smoothingGroup = 2114 } 53 { materialNr = 0 normalVertexNr = 265 264 253 positionVertexNr = 26 27 38 smoothingGroup = 386 } 54 { materialNr = 0 normalVertexNr = 251 252 263 positionVertexNr = 40 39 28 smoothingGroup = 769 } 55 { materialNr = 0 normalVertexNr = 264 263 252 positionVertexNr = 27 28 39 smoothingGroup = 34817 } 56 { materialNr = 0 normalVertexNr = 251 263 250 positionVertexNr = 40 28 41 smoothingGroup = 704 } 57 { materialNr = 0 normalVertexNr = 263 262 250 positionVertexNr = 28 29 41 smoothingGroup = 4176 } 58 { materialNr = 0 normalVertexNr = 249 250 261 positionVertexNr = 42 41 30 smoothingGroup = 261 } 59 { materialNr = 0 normalVertexNr = 262 261 250 positionVertexNr = 29 30 41 smoothingGroup = 1041 } 60 { materialNr = 0 normalVertexNr = 249 261 248 positionVertexNr = 42 30 43 smoothingGroup = 2116 } 61 { materialNr = 0 normalVertexNr = 261 260 248 positionVertexNr = 30 31 43 smoothingGroup = 194 } 62 { materialNr = 0 normalVertexNr = 248 260 247 positionVertexNr = 43 31 44 smoothingGroup = 1153 } 63 { materialNr = 0 normalVertexNr = 260 259 247 positionVertexNr = 31 32 44 smoothingGroup = 16389 } 64 { materialNr = 0 normalVertexNr = 246 247 258 positionVertexNr = 45 44 33 smoothingGroup = 2306 } 65 { materialNr = 0 normalVertexNr = 259 258 247 positionVertexNr = 32 33 44 smoothingGroup = 518 } 66 { materialNr = 0 normalVertexNr = 246 258 245 positionVertexNr = 45 33 46 smoothingGroup = 3073 } 67 { materialNr = 0 normalVertexNr = 258 257 245 positionVertexNr = 33 34 46 smoothingGroup = 73 } 68 { materialNr = 0 normalVertexNr = 245 257 244 positionVertexNr = 46 34 47 smoothingGroup = 352 } 69 { materialNr = 0 normalVertexNr = 257 256 244 positionVertexNr = 34 35 47 smoothingGroup = 4144 } 70 { materialNr = 0 normalVertexNr = 244 256 255 positionVertexNr = 47 35 36 smoothingGroup = 145 } 71 { materialNr = 0 normalVertexNr = 256 267 255 positionVertexNr = 35 24 36 smoothingGroup = 2053 } 72 { materialNr = 0 normalVertexNr = 243 255 242 positionVertexNr = 48 36 49 smoothingGroup = 9472 } 73 { materialNr = 0 normalVertexNr = 255 254 242 positionVertexNr = 36 37 49 smoothingGroup = 33056 } 74 { materialNr = 0 normalVertexNr = 241 242 253 positionVertexNr = 50 49 38 smoothingGroup = 4120 } 75 { materialNr = 0 normalVertexNr = 254 253 242 positionVertexNr = 37 38 49 smoothingGroup = 552 } 76 { materialNr = 0 normalVertexNr = 240 241 252 positionVertexNr = 51 50 39 smoothingGroup = 17412 } 77 { materialNr = 0 normalVertexNr = 253 252 241 positionVertexNr = 38 39 50 smoothingGroup = 4164 } 78 { materialNr = 0 normalVertexNr = 240 252 239 positionVertexNr = 51 39 52 smoothingGroup = 9248 } 79 { materialNr = 0 normalVertexNr = 252 251 239 positionVertexNr = 39 40 52 smoothingGroup = 304 } 80 { materialNr = 0 normalVertexNr = 239 251 238 positionVertexNr = 52 40 53 smoothingGroup = 32792 } 81 { materialNr = 0 normalVertexNr = 251 250 238 positionVertexNr = 40 41 53 smoothingGroup = 138 } 82 { materialNr = 0 normalVertexNr = 237 238 249 positionVertexNr = 54 53 42 smoothingGroup = 8736 } 83 { materialNr = 0 normalVertexNr = 250 249 238 positionVertexNr = 41 42 53 smoothingGroup = 290 } 84 { materialNr = 0 normalVertexNr = 236 237 248 positionVertexNr = 55 54 43 smoothingGroup = 280 } 85 { materialNr = 0 normalVertexNr = 249 248 237 positionVertexNr = 42 43 54 smoothingGroup = 2568 } 86 { materialNr = 0 normalVertexNr = 235 236 247 positionVertexNr = 56 55 44 smoothingGroup = 4192 } 87 { materialNr = 0 normalVertexNr = 248 247 236 positionVertexNr = 43 44 55 smoothingGroup = 1072 } 88 { materialNr = 0 normalVertexNr = 234 235 246 positionVertexNr = 57 56 45 smoothingGroup = 32792 } 89 { materialNr = 0 normalVertexNr = 247 246 235 positionVertexNr = 44 45 56 smoothingGroup = 328 } 90 { materialNr = 0 normalVertexNr = 233 234 245 positionVertexNr = 58 57 46 smoothingGroup = 17024 } 91 { materialNr = 0 normalVertexNr = 246 245 234 positionVertexNr = 45 46 57 smoothingGroup = 1168 } 92 { materialNr = 0 normalVertexNr = 232 233 244 positionVertexNr = 59 58 47 smoothingGroup = 1036 } 93 { materialNr = 0 normalVertexNr = 245 244 233 positionVertexNr = 46 47 58 smoothingGroup = 772 } 94 { materialNr = 0 normalVertexNr = 243 232 255 positionVertexNr = 48 59 36 smoothingGroup = 8706 } 95 { materialNr = 0 normalVertexNr = 244 255 232 positionVertexNr = 47 36 59 smoothingGroup = 138 } 96 { materialNr = 0 normalVertexNr = 230 231 242 positionVertexNr = 61 60 49 smoothingGroup = 82048 } 97 { materialNr = 0 normalVertexNr = 243 242 231 positionVertexNr = 48 49 60 smoothingGroup = 1216 } 98 { materialNr = 0 normalVertexNr = 230 242 229 positionVertexNr = 61 49 62 smoothingGroup = 16389 } 99 { materialNr = 0 normalVertexNr = 242 241 229 positionVertexNr = 49 50 62 smoothingGroup = 2065 } 100 { materialNr = 0 normalVertexNr = 229 241 228 positionVertexNr = 62 50 63 smoothingGroup = 2816 } 101 { materialNr = 0 normalVertexNr = 241 240 228 positionVertexNr = 50 51 63 smoothingGroup = 16642 } 102 { materialNr = 0 normalVertexNr = 227 228 239 positionVertexNr = 64 63 52 smoothingGroup = 4225 } 103 { materialNr = 0 normalVertexNr = 240 239 228 positionVertexNr = 51 52 63 smoothingGroup = 8195 } 104 { materialNr = 0 normalVertexNr = 227 239 226 positionVertexNr = 64 52 65 smoothingGroup = 6148 } 105 { materialNr = 0 normalVertexNr = 239 238 226 positionVertexNr = 52 53 65 smoothingGroup = 32836 } 106 { materialNr = 0 normalVertexNr = 225 226 237 positionVertexNr = 66 65 54 smoothingGroup = 16387 } 107 { materialNr = 0 normalVertexNr = 238 237 226 positionVertexNr = 53 54 65 smoothingGroup = 8257 } 108 { materialNr = 0 normalVertexNr = 225 237 224 positionVertexNr = 66 54 67 smoothingGroup = 4102 } 109 { materialNr = 0 normalVertexNr = 237 236 224 positionVertexNr = 54 55 67 smoothingGroup = 388 } 110 { materialNr = 0 normalVertexNr = 224 236 223 positionVertexNr = 67 55 68 smoothingGroup = 641 } 111 { materialNr = 0 normalVertexNr = 236 235 223 positionVertexNr = 55 56 68 smoothingGroup = 4099 } 112 { materialNr = 0 normalVertexNr = 222 223 234 positionVertexNr = 69 68 57 smoothingGroup = 8452 } 113 { materialNr = 0 normalVertexNr = 235 234 223 positionVertexNr = 56 57 68 smoothingGroup = 32774 } 114 { materialNr = 0 normalVertexNr = 222 234 221 positionVertexNr = 69 57 70 smoothingGroup = 4353 } 115 { materialNr = 0 normalVertexNr = 234 233 221 positionVertexNr = 57 58 70 smoothingGroup = 18433 } 116 { materialNr = 0 normalVertexNr = 221 233 220 positionVertexNr = 70 58 71 smoothingGroup = 2144 } 117 { materialNr = 0 normalVertexNr = 233 232 220 positionVertexNr = 58 59 71 smoothingGroup = 1072 } 118 { materialNr = 0 normalVertexNr = 220 232 231 positionVertexNr = 71 59 60 smoothingGroup = 273 } 119 { materialNr = 0 normalVertexNr = 232 243 231 positionVertexNr = 59 48 60 smoothingGroup = 577 } 120 { materialNr = 0 normalVertexNr = 230 218 231 positionVertexNr = 61 73 60 smoothingGroup = 65576 } 121 { materialNr = 0 normalVertexNr = 231 218 219 positionVertexNr = 60 73 72 smoothingGroup = 36872 } 122 { materialNr = 0 normalVertexNr = 230 229 218 positionVertexNr = 61 62 73 smoothingGroup = 1060 } 123 { materialNr = 0 normalVertexNr = 229 217 218 positionVertexNr = 62 74 73 smoothingGroup = 1216 } 124 { materialNr = 0 normalVertexNr = 229 228 217 positionVertexNr = 62 63 74 smoothingGroup = 584 } 125 { materialNr = 0 normalVertexNr = 228 216 217 positionVertexNr = 63 75 74 smoothingGroup = 44 } 126 { materialNr = 0 normalVertexNr = 227 215 228 positionVertexNr = 64 76 63 smoothingGroup = 1168 } 127 { materialNr = 0 normalVertexNr = 228 215 216 positionVertexNr = 63 76 75 smoothingGroup = 32816 } 128 { materialNr = 0 normalVertexNr = 227 226 215 positionVertexNr = 64 65 76 smoothingGroup = 3584 } 129 { materialNr = 0 normalVertexNr = 226 214 215 positionVertexNr = 65 77 76 smoothingGroup = 776 } 130 { materialNr = 0 normalVertexNr = 225 213 226 positionVertexNr = 66 78 65 smoothingGroup = 16432 } 131 { materialNr = 0 normalVertexNr = 226 213 214 positionVertexNr = 65 78 77 smoothingGroup = 416 } 132 { materialNr = 0 normalVertexNr = 225 224 213 positionVertexNr = 66 67 78 smoothingGroup = 4120 } 133 { materialNr = 0 normalVertexNr = 224 212 213 positionVertexNr = 67 79 78 smoothingGroup = 1096 } 134 { materialNr = 0 normalVertexNr = 224 223 212 positionVertexNr = 67 68 79 smoothingGroup = 608 } 135 { materialNr = 0 normalVertexNr = 223 211 212 positionVertexNr = 68 80 79 smoothingGroup = 18464 } 136 { materialNr = 0 normalVertexNr = 222 210 223 positionVertexNr = 69 81 68 smoothingGroup = 9224 } 137 { materialNr = 0 normalVertexNr = 223 210 211 positionVertexNr = 68 81 80 smoothingGroup = 2072 } 138 { materialNr = 0 normalVertexNr = 222 221 210 positionVertexNr = 69 70 81 smoothingGroup = 5122 } 139 { materialNr = 0 normalVertexNr = 221 209 210 positionVertexNr = 70 82 81 smoothingGroup = 642 } 140 { materialNr = 0 normalVertexNr = 221 220 209 positionVertexNr = 70 71 82 smoothingGroup = 200 } 141 { materialNr = 0 normalVertexNr = 220 208 209 positionVertexNr = 71 83 82 smoothingGroup = 16396 } 142 { materialNr = 0 normalVertexNr = 220 231 208 positionVertexNr = 71 60 83 smoothingGroup = 262 } 143 { materialNr = 0 normalVertexNr = 231 219 208 positionVertexNr = 60 72 83 smoothingGroup = 40962 } 144 { materialNr = 0 normalVertexNr = 219 218 207 positionVertexNr = 72 73 84 smoothingGroup = 4864 } 145 { materialNr = 0 normalVertexNr = 218 206 207 positionVertexNr = 73 85 84 smoothingGroup = 2306 } 146 { materialNr = 0 normalVertexNr = 217 205 218 positionVertexNr = 74 86 73 smoothingGroup = 16528 } 147 { materialNr = 0 normalVertexNr = 218 205 206 positionVertexNr = 73 86 85 smoothingGroup = 19 } 148 { materialNr = 0 normalVertexNr = 216 204 217 positionVertexNr = 75 87 74 smoothingGroup = 8198 } 149 { materialNr = 0 normalVertexNr = 217 204 205 positionVertexNr = 74 87 86 smoothingGroup = 26624 } 150 { materialNr = 0 normalVertexNr = 216 215 204 positionVertexNr = 75 76 87 smoothingGroup = 32771 } 151 { materialNr = 0 normalVertexNr = 215 203 204 positionVertexNr = 76 88 87 smoothingGroup = 4161 } 152 { materialNr = 0 normalVertexNr = 215 214 203 positionVertexNr = 76 77 88 smoothingGroup = 76 } 153 { materialNr = 0 normalVertexNr = 214 202 203 positionVertexNr = 77 89 88 smoothingGroup = 10244 } 154 { materialNr = 0 normalVertexNr = 213 201 214 positionVertexNr = 78 90 77 smoothingGroup = 131 } 155 { materialNr = 0 normalVertexNr = 214 201 202 positionVertexNr = 77 90 89 smoothingGroup = 12290 } 156 { materialNr = 0 normalVertexNr = 212 200 213 positionVertexNr = 79 91 78 smoothingGroup = 9220 } 157 { materialNr = 0 normalVertexNr = 213 200 201 positionVertexNr = 78 91 90 smoothingGroup = 2053 } 158 { materialNr = 0 normalVertexNr = 211 199 212 positionVertexNr = 80 92 79 smoothingGroup = 16387 } 159 { materialNr = 0 normalVertexNr = 212 199 200 positionVertexNr = 79 92 91 smoothingGroup = 8322 } 160 { materialNr = 0 normalVertexNr = 210 198 211 positionVertexNr = 81 93 80 smoothingGroup = 84 } 161 { materialNr = 0 normalVertexNr = 211 198 199 positionVertexNr = 80 93 92 smoothingGroup = 4101 } 162 { materialNr = 0 normalVertexNr = 209 197 210 positionVertexNr = 82 94 81 smoothingGroup = 545 } 163 { materialNr = 0 normalVertexNr = 210 197 198 positionVertexNr = 81 94 93 smoothingGroup = 352 } 164 { materialNr = 0 normalVertexNr = 209 208 197 positionVertexNr = 82 83 94 smoothingGroup = 16401 } 165 { materialNr = 0 normalVertexNr = 208 196 197 positionVertexNr = 83 95 94 smoothingGroup = 4240 } 166 { materialNr = 0 normalVertexNr = 219 207 208 positionVertexNr = 72 84 83 smoothingGroup = 8768 } 167 { materialNr = 0 normalVertexNr = 208 207 196 positionVertexNr = 83 84 95 smoothingGroup = 224 } 168 { materialNr = 0 normalVertexNr = 206 194 207 positionVertexNr = 85 97 84 smoothingGroup = 3076 } 169 { materialNr = 0 normalVertexNr = 207 194 195 positionVertexNr = 84 97 96 smoothingGroup = 1048 } 170 { materialNr = 0 normalVertexNr = 206 205 194 positionVertexNr = 85 86 97 smoothingGroup = 517 } 171 { materialNr = 0 normalVertexNr = 205 193 194 positionVertexNr = 86 98 97 smoothingGroup = 4864 } 172 { materialNr = 0 normalVertexNr = 204 192 205 positionVertexNr = 87 99 86 smoothingGroup = 3080 } 173 { materialNr = 0 normalVertexNr = 205 192 193 positionVertexNr = 86 99 98 smoothingGroup = 328 } 174 { materialNr = 0 normalVertexNr = 203 191 204 positionVertexNr = 88 100 87 smoothingGroup = 4240 } 175 { materialNr = 0 normalVertexNr = 204 191 192 positionVertexNr = 87 100 99 smoothingGroup = 1072 } 176 { materialNr = 0 normalVertexNr = 203 202 191 positionVertexNr = 88 89 100 smoothingGroup = 2432 } 177 { materialNr = 0 normalVertexNr = 202 190 191 positionVertexNr = 89 101 100 smoothingGroup = 832 } 178 { materialNr = 0 normalVertexNr = 201 189 202 positionVertexNr = 90 102 89 smoothingGroup = 4144 } 179 { materialNr = 0 normalVertexNr = 202 189 190 positionVertexNr = 89 102 101 smoothingGroup = 1120 } 180 { materialNr = 0 normalVertexNr = 201 200 189 positionVertexNr = 90 91 102 smoothingGroup = 2072 } 181 { materialNr = 0 normalVertexNr = 200 188 189 positionVertexNr = 91 103 102 smoothingGroup = 776 } 182 { materialNr = 0 normalVertexNr = 200 199 188 positionVertexNr = 91 92 103 smoothingGroup = 416 } 183 { materialNr = 0 normalVertexNr = 199 187 188 positionVertexNr = 92 104 103 smoothingGroup = 1120 } 184 { materialNr = 0 normalVertexNr = 198 186 199 positionVertexNr = 93 105 92 smoothingGroup = 4616 } 185 { materialNr = 0 normalVertexNr = 199 186 187 positionVertexNr = 92 105 104 smoothingGroup = 1552 } 186 { materialNr = 0 normalVertexNr = 198 197 186 positionVertexNr = 93 94 105 smoothingGroup = 266 } 187 { materialNr = 0 normalVertexNr = 197 185 186 positionVertexNr = 94 106 105 smoothingGroup = 2054 } 188 { materialNr = 0 normalVertexNr = 197 196 185 positionVertexNr = 94 95 106 smoothingGroup = 5124 } 189 { materialNr = 0 normalVertexNr = 196 184 185 positionVertexNr = 95 107 106 smoothingGroup = 1792 } 190 { materialNr = 0 normalVertexNr = 207 195 196 positionVertexNr = 84 96 95 smoothingGroup = 41 } 191 { materialNr = 0 normalVertexNr = 196 195 184 positionVertexNr = 95 96 107 smoothingGroup = 259 } 192 { materialNr = 0 normalVertexNr = 195 194 183 positionVertexNr = 96 97 108 smoothingGroup = 208 } 193 { materialNr = 0 normalVertexNr = 194 182 183 positionVertexNr = 97 109 108 smoothingGroup = 8388704 } 194 { materialNr = 0 normalVertexNr = 194 193 182 positionVertexNr = 97 98 109 smoothingGroup = 4130 } 195 { materialNr = 0 normalVertexNr = 193 181 182 positionVertexNr = 98 110 109 smoothingGroup = 4194322 } 196 { materialNr = 0 normalVertexNr = 192 180 193 positionVertexNr = 99 111 98 smoothingGroup = 69 } 197 { materialNr = 0 normalVertexNr = 193 180 181 positionVertexNr = 98 111 110 smoothingGroup = 2097169 } 198 { materialNr = 0 normalVertexNr = 192 191 180 positionVertexNr = 99 100 111 smoothingGroup = 38 } 199 { materialNr = 0 normalVertexNr = 191 179 180 positionVertexNr = 100 112 111 smoothingGroup = 1048586 } 200 { materialNr = 0 normalVertexNr = 191 190 179 positionVertexNr = 100 101 112 smoothingGroup = 521 } 201 { materialNr = 0 normalVertexNr = 190 178 179 positionVertexNr = 101 113 112 smoothingGroup = 524293 } 202 { materialNr = 0 normalVertexNr = 189 177 190 positionVertexNr = 102 114 101 smoothingGroup = 1154 } 203 { materialNr = 0 normalVertexNr = 190 177 178 positionVertexNr = 101 114 113 smoothingGroup = 262150 } 204 { materialNr = 0 normalVertexNr = 188 176 189 positionVertexNr = 103 115 102 smoothingGroup = 517 } 205 { materialNr = 0 normalVertexNr = 189 176 177 positionVertexNr = 102 115 114 smoothingGroup = 131201 } 206 { materialNr = 0 normalVertexNr = 188 187 176 positionVertexNr = 103 104 115 smoothingGroup = 70 } 207 { materialNr = 0 normalVertexNr = 187 175 176 positionVertexNr = 104 116 115 smoothingGroup = 65794 } 208 { materialNr = 0 normalVertexNr = 186 174 187 positionVertexNr = 105 117 104 smoothingGroup = 145 } 209 { materialNr = 0 normalVertexNr = 187 174 175 positionVertexNr = 104 117 116 smoothingGroup = 33025 } 210 { materialNr = 0 normalVertexNr = 185 173 186 positionVertexNr = 106 118 105 smoothingGroup = 2144 } 211 { materialNr = 0 normalVertexNr = 186 173 174 positionVertexNr = 105 118 117 smoothingGroup = 16576 } 212 { materialNr = 0 normalVertexNr = 185 184 173 positionVertexNr = 106 107 118 smoothingGroup = 560 } 213 { materialNr = 0 normalVertexNr = 184 172 173 positionVertexNr = 107 119 118 smoothingGroup = 8216 } 214 { materialNr = 0 normalVertexNr = 195 183 184 positionVertexNr = 96 108 107 smoothingGroup = 134 } 215 { materialNr = 0 normalVertexNr = 184 183 172 positionVertexNr = 107 108 119 smoothingGroup = 4108 } 216 { materialNr = 0 normalVertexNr = 183 182 171 positionVertexNr = 108 109 120 smoothingGroup = 8391680 } 217 { materialNr = 0 normalVertexNr = 182 181 171 positionVertexNr = 109 110 120 smoothingGroup = 4195840 } 218 { materialNr = 0 normalVertexNr = 181 180 171 positionVertexNr = 110 111 120 smoothingGroup = 2097920 } 219 { materialNr = 0 normalVertexNr = 180 179 171 positionVertexNr = 111 112 120 smoothingGroup = 1048960 } 220 { materialNr = 0 normalVertexNr = 179 178 171 positionVertexNr = 112 113 120 smoothingGroup = 524480 } 221 { materialNr = 0 normalVertexNr = 178 177 171 positionVertexNr = 113 114 120 smoothingGroup = 262240 } 222 { materialNr = 0 normalVertexNr = 177 176 171 positionVertexNr = 114 115 120 smoothingGroup = 131120 } 223 { materialNr = 0 normalVertexNr = 176 175 171 positionVertexNr = 115 116 120 smoothingGroup = 65560 } 224 { materialNr = 0 normalVertexNr = 175 174 171 positionVertexNr = 116 117 120 smoothingGroup = 32780 } 225 { materialNr = 0 normalVertexNr = 174 173 171 positionVertexNr = 117 118 120 smoothingGroup = 16390 } 226 { materialNr = 0 normalVertexNr = 173 172 171 positionVertexNr = 118 119 120 smoothingGroup = 8195 } 227 { materialNr = 0 normalVertexNr = 172 183 171 positionVertexNr = 119 108 120 smoothingGroup = 6145 } 228 { materialNr = 1 normalVertexNr = 169 167 157 positionVertexNr = 121 122 127 smoothingGroup = 6144 } 229 { materialNr = 1 normalVertexNr = 167 155 157 positionVertexNr = 122 128 127 smoothingGroup = 5120 } 230 { materialNr = 1 normalVertexNr = 167 165 155 positionVertexNr = 122 123 128 smoothingGroup = 1026 } 231 { materialNr = 1 normalVertexNr = 165 153 155 positionVertexNr = 123 129 128 smoothingGroup = 2050 } 232 { materialNr = 1 normalVertexNr = 165 163 153 positionVertexNr = 123 124 129 smoothingGroup = 2049 } 233 { materialNr = 1 normalVertexNr = 163 151 153 positionVertexNr = 124 130 129 smoothingGroup = 8193 } 234 { materialNr = 1 normalVertexNr = 163 161 151 positionVertexNr = 124 125 130 smoothingGroup = 12288 } 235 { materialNr = 1 normalVertexNr = 161 149 151 positionVertexNr = 125 131 130 smoothingGroup = 6144 } 236 { materialNr = 1 normalVertexNr = 161 159 149 positionVertexNr = 125 126 131 smoothingGroup = 2560 } 237 { materialNr = 1 normalVertexNr = 159 147 149 positionVertexNr = 126 132 131 smoothingGroup = 576 } 238 { materialNr = 1 normalVertexNr = 159 169 147 positionVertexNr = 126 121 132 smoothingGroup = 192 } 239 { materialNr = 1 normalVertexNr = 169 157 147 positionVertexNr = 121 127 132 smoothingGroup = 2176 } 240 { materialNr = 1 normalVertexNr = 143 145 156 positionVertexNr = 134 133 128 smoothingGroup = 768 } 241 { materialNr = 1 normalVertexNr = 158 156 145 positionVertexNr = 127 128 133 smoothingGroup = 320 } 242 { materialNr = 1 normalVertexNr = 156 141 143 positionVertexNr = 128 135 134 smoothingGroup = 640 } 243 { materialNr = 1 normalVertexNr = 141 156 139 positionVertexNr = 135 128 136 smoothingGroup = 144 } 244 { materialNr = 1 normalVertexNr = 156 154 139 positionVertexNr = 128 129 136 smoothingGroup = 48 } 245 { materialNr = 1 normalVertexNr = 154 137 139 positionVertexNr = 129 137 136 smoothingGroup = 1056 } 246 { materialNr = 1 normalVertexNr = 135 137 152 positionVertexNr = 138 137 130 smoothingGroup = 320 } 247 { materialNr = 1 normalVertexNr = 154 152 137 positionVertexNr = 129 130 137 smoothingGroup = 1088 } 248 { materialNr = 1 normalVertexNr = 152 133 135 positionVertexNr = 130 139 138 smoothingGroup = 768 } 249 { materialNr = 1 normalVertexNr = 133 152 131 positionVertexNr = 139 130 140 smoothingGroup = 640 } 250 { materialNr = 1 normalVertexNr = 152 150 131 positionVertexNr = 130 131 140 smoothingGroup = 160 } 251 { materialNr = 1 normalVertexNr = 150 129 131 positionVertexNr = 131 141 140 smoothingGroup = 48 } 252 { materialNr = 1 normalVertexNr = 129 150 127 positionVertexNr = 141 131 142 smoothingGroup = 24 } 253 { materialNr = 1 normalVertexNr = 150 148 127 positionVertexNr = 131 132 142 smoothingGroup = 264 } 254 { materialNr = 1 normalVertexNr = 148 125 127 positionVertexNr = 132 143 142 smoothingGroup = 260 } 255 { materialNr = 1 normalVertexNr = 123 125 158 positionVertexNr = 144 143 127 smoothingGroup = 3 } 256 { materialNr = 1 normalVertexNr = 148 158 125 positionVertexNr = 132 127 143 smoothingGroup = 5 } 257 { materialNr = 1 normalVertexNr = 158 145 123 positionVertexNr = 127 133 144 smoothingGroup = 66 } 258 { materialNr = 1 normalVertexNr = 119 121 144 positionVertexNr = 146 145 134 smoothingGroup = 80 } 259 { materialNr = 1 normalVertexNr = 144 121 146 positionVertexNr = 134 145 133 smoothingGroup = 48 } 260 { materialNr = 1 normalVertexNr = 119 144 117 positionVertexNr = 146 134 147 smoothingGroup = 66 } 261 { materialNr = 1 normalVertexNr = 142 117 144 positionVertexNr = 135 147 134 smoothingGroup = 10 } 262 { materialNr = 1 normalVertexNr = 115 117 140 positionVertexNr = 148 147 136 smoothingGroup = 5 } 263 { materialNr = 1 normalVertexNr = 140 117 142 positionVertexNr = 136 147 135 smoothingGroup = 9 } 264 { materialNr = 1 normalVertexNr = 113 115 138 positionVertexNr = 149 148 137 smoothingGroup = 18 } 265 { materialNr = 1 normalVertexNr = 138 115 140 positionVertexNr = 137 148 136 smoothingGroup = 6 } 266 { materialNr = 1 normalVertexNr = 113 138 111 positionVertexNr = 149 137 150 smoothingGroup = 17 } 267 { materialNr = 1 normalVertexNr = 136 111 138 positionVertexNr = 138 150 137 smoothingGroup = 9 } 268 { materialNr = 1 normalVertexNr = 109 111 134 positionVertexNr = 151 150 139 smoothingGroup = 6 } 269 { materialNr = 1 normalVertexNr = 134 111 136 positionVertexNr = 139 150 138 smoothingGroup = 10 } 270 { materialNr = 1 normalVertexNr = 107 109 132 positionVertexNr = 152 151 140 smoothingGroup = 257 } 271 { materialNr = 1 normalVertexNr = 132 109 134 positionVertexNr = 140 151 139 smoothingGroup = 5 } 272 { materialNr = 1 normalVertexNr = 107 132 105 positionVertexNr = 152 140 153 smoothingGroup = 320 } 273 { materialNr = 1 normalVertexNr = 130 105 132 positionVertexNr = 141 153 140 smoothingGroup = 66 } 274 { materialNr = 1 normalVertexNr = 103 105 128 positionVertexNr = 154 153 142 smoothingGroup = 129 } 275 { materialNr = 1 normalVertexNr = 128 105 130 positionVertexNr = 142 153 141 smoothingGroup = 3 } 276 { materialNr = 1 normalVertexNr = 101 103 126 positionVertexNr = 155 154 143 smoothingGroup = 96 } 277 { materialNr = 1 normalVertexNr = 126 103 128 positionVertexNr = 143 154 142 smoothingGroup = 160 } 278 { materialNr = 1 normalVertexNr = 101 126 99 positionVertexNr = 155 143 156 smoothingGroup = 80 } 279 { materialNr = 1 normalVertexNr = 124 99 126 positionVertexNr = 144 156 143 smoothingGroup = 24 } 280 { materialNr = 1 normalVertexNr = 99 124 121 positionVertexNr = 156 144 145 smoothingGroup = 12 } 281 { materialNr = 1 normalVertexNr = 146 121 124 positionVertexNr = 133 145 144 smoothingGroup = 36 } 282 { materialNr = 1 normalVertexNr = 168 170 98 positionVertexNr = 122 121 157 smoothingGroup = 48 } 283 { materialNr = 1 normalVertexNr = 166 168 98 positionVertexNr = 123 122 157 smoothingGroup = 40 } 284 { materialNr = 1 normalVertexNr = 164 166 98 positionVertexNr = 124 123 157 smoothingGroup = 12 } 285 { materialNr = 1 normalVertexNr = 162 164 98 positionVertexNr = 125 124 157 smoothingGroup = 6 } 286 { materialNr = 1 normalVertexNr = 160 162 98 positionVertexNr = 126 125 157 smoothingGroup = 3 } 287 { materialNr = 1 normalVertexNr = 170 160 98 positionVertexNr = 121 126 157 smoothingGroup = 17 } 288 { materialNr = 1 normalVertexNr = 122 120 97 positionVertexNr = 145 146 158 smoothingGroup = 3072 } 289 { materialNr = 1 normalVertexNr = 120 118 97 positionVertexNr = 146 147 158 smoothingGroup = 1536 } 290 { materialNr = 1 normalVertexNr = 118 116 97 positionVertexNr = 147 148 158 smoothingGroup = 768 } 291 { materialNr = 1 normalVertexNr = 116 114 97 positionVertexNr = 148 149 158 smoothingGroup = 384 } 292 { materialNr = 1 normalVertexNr = 114 112 97 positionVertexNr = 149 150 158 smoothingGroup = 192 } 293 { materialNr = 1 normalVertexNr = 112 110 97 positionVertexNr = 150 151 158 smoothingGroup = 96 } 294 { materialNr = 1 normalVertexNr = 110 108 97 positionVertexNr = 151 152 158 smoothingGroup = 48 } 295 { materialNr = 1 normalVertexNr = 108 106 97 positionVertexNr = 152 153 158 smoothingGroup = 24 } 296 { materialNr = 1 normalVertexNr = 106 104 97 positionVertexNr = 153 154 158 smoothingGroup = 12 } 297 { materialNr = 1 normalVertexNr = 104 102 97 positionVertexNr = 154 155 158 smoothingGroup = 6 } 298 { materialNr = 1 normalVertexNr = 102 100 97 positionVertexNr = 155 156 158 smoothingGroup = 3 } 299 { materialNr = 1 normalVertexNr = 100 122 97 positionVertexNr = 156 145 158 smoothingGroup = 2049 } 300 { materialNr = 2 normalVertexNr = 96 95 90 positionVertexNr = 159 160 165 smoothingGroup = 40 } 301 { materialNr = 2 normalVertexNr = 95 89 90 positionVertexNr = 160 166 165 smoothingGroup = 8456 } 302 { materialNr = 2 normalVertexNr = 94 88 95 positionVertexNr = 161 167 160 smoothingGroup = 65 } 303 { materialNr = 2 normalVertexNr = 95 88 89 positionVertexNr = 160 167 166 smoothingGroup = 4353 } 304 { materialNr = 2 normalVertexNr = 93 87 94 positionVertexNr = 162 168 161 smoothingGroup = 6 } 305 { materialNr = 2 normalVertexNr = 88 94 87 positionVertexNr = 167 161 168 smoothingGroup = 1092 } 306 { materialNr = 2 normalVertexNr = 93 92 87 positionVertexNr = 162 163 168 smoothingGroup = 3 } 307 { materialNr = 2 normalVertexNr = 92 86 87 positionVertexNr = 163 169 168 smoothingGroup = 10241 } 308 { materialNr = 2 normalVertexNr = 91 85 92 positionVertexNr = 164 170 163 smoothingGroup = 1028 } 309 { materialNr = 2 normalVertexNr = 92 85 86 positionVertexNr = 163 170 169 smoothingGroup = 7168 } 310 { materialNr = 2 normalVertexNr = 91 96 85 positionVertexNr = 164 159 170 smoothingGroup = 5 } 311 { materialNr = 2 normalVertexNr = 85 96 90 positionVertexNr = 170 159 165 smoothingGroup = 545 } 312 { materialNr = 2 normalVertexNr = 83 84 89 positionVertexNr = 172 171 166 smoothingGroup = 3200 } 313 { materialNr = 2 normalVertexNr = 90 89 84 positionVertexNr = 165 166 171 smoothingGroup = 9280 } 314 { materialNr = 2 normalVertexNr = 83 89 82 positionVertexNr = 172 166 173 smoothingGroup = 2592 } 315 { materialNr = 2 normalVertexNr = 89 88 82 positionVertexNr = 166 167 173 smoothingGroup = 4144 } 316 { materialNr = 2 normalVertexNr = 82 88 87 positionVertexNr = 173 167 168 smoothingGroup = 1048 } 317 { materialNr = 2 normalVertexNr = 81 82 86 positionVertexNr = 174 173 169 smoothingGroup = 448 } 318 { materialNr = 2 normalVertexNr = 87 86 82 positionVertexNr = 168 169 173 smoothingGroup = 8328 } 319 { materialNr = 2 normalVertexNr = 81 86 84 positionVertexNr = 174 169 171 smoothingGroup = 304 } 320 { materialNr = 2 normalVertexNr = 86 85 84 positionVertexNr = 169 170 171 smoothingGroup = 4114 } 321 { materialNr = 2 normalVertexNr = 84 85 90 positionVertexNr = 171 170 165 smoothingGroup = 578 } 322 { materialNr = 2 normalVertexNr = 84 83 80 positionVertexNr = 171 172 175 smoothingGroup = 140 } 323 { materialNr = 2 normalVertexNr = 83 82 80 positionVertexNr = 172 173 175 smoothingGroup = 518 } 324 { materialNr = 2 normalVertexNr = 82 81 80 positionVertexNr = 173 174 175 smoothingGroup = 67 } 325 { materialNr = 2 normalVertexNr = 81 84 80 positionVertexNr = 174 171 175 smoothingGroup = 41 } 326 { materialNr = 2 normalVertexNr = 77 69 72 positionVertexNr = 176 179 178 smoothingGroup = 0 } 327 { materialNr = 2 normalVertexNr = 75 66 78 positionVertexNr = 177 180 176 smoothingGroup = 16 } 328 { materialNr = 2 normalVertexNr = 78 66 70 positionVertexNr = 176 180 179 smoothingGroup = 16 } 329 { materialNr = 2 normalVertexNr = 76 79 67 positionVertexNr = 177 176 180 smoothingGroup = 8 } 330 { materialNr = 2 normalVertexNr = 79 73 67 positionVertexNr = 176 178 180 smoothingGroup = 8 } 331 { materialNr = 2 normalVertexNr = 74 71 65 positionVertexNr = 178 179 181 smoothingGroup = 6 } 332 { materialNr = 2 normalVertexNr = 71 68 65 positionVertexNr = 179 180 181 smoothingGroup = 3 } 333 { materialNr = 2 normalVertexNr = 68 74 65 positionVertexNr = 180 178 181 smoothingGroup = 5 } 334 { materialNr = 2 normalVertexNr = 62 57 54 positionVertexNr = 182 184 185 smoothingGroup = 0 } 335 { materialNr = 2 normalVertexNr = 60 63 51 positionVertexNr = 183 182 186 smoothingGroup = 16 } 336 { materialNr = 2 normalVertexNr = 63 55 51 positionVertexNr = 182 185 186 smoothingGroup = 16 } 337 { materialNr = 2 normalVertexNr = 61 52 64 positionVertexNr = 183 186 182 smoothingGroup = 8 } 338 { materialNr = 2 normalVertexNr = 52 58 64 positionVertexNr = 186 184 182 smoothingGroup = 8 } 339 { materialNr = 2 normalVertexNr = 59 50 56 positionVertexNr = 184 187 185 smoothingGroup = 6 } 340 { materialNr = 2 normalVertexNr = 56 50 53 positionVertexNr = 185 187 186 smoothingGroup = 5 } 341 { materialNr = 2 normalVertexNr = 53 50 59 positionVertexNr = 186 187 184 smoothingGroup = 3 } 342 { materialNr = 2 normalVertexNr = 36 47 34 positionVertexNr = 192 188 193 smoothingGroup = 2560 } 343 { materialNr = 2 normalVertexNr = 47 44 34 positionVertexNr = 188 189 193 smoothingGroup = 512 } 344 { materialNr = 2 normalVertexNr = 32 35 41 positionVertexNr = 194 193 190 smoothingGroup = 1088 } 345 { materialNr = 2 normalVertexNr = 45 41 35 positionVertexNr = 189 190 193 smoothingGroup = 64 } 346 { materialNr = 2 normalVertexNr = 30 33 38 positionVertexNr = 195 194 191 smoothingGroup = 544 } 347 { materialNr = 2 normalVertexNr = 42 38 33 positionVertexNr = 190 191 194 smoothingGroup = 512 } 348 { materialNr = 2 normalVertexNr = 31 39 37 positionVertexNr = 195 191 192 smoothingGroup = 320 } 349 { materialNr = 2 normalVertexNr = 39 48 37 positionVertexNr = 191 188 192 smoothingGroup = 64 } 350 { materialNr = 2 normalVertexNr = 28 36 26 positionVertexNr = 196 192 197 smoothingGroup = 160 } 351 { materialNr = 2 normalVertexNr = 36 34 26 positionVertexNr = 192 193 197 smoothingGroup = 2080 } 352 { materialNr = 2 normalVertexNr = 24 27 32 positionVertexNr = 198 197 194 smoothingGroup = 272 } 353 { materialNr = 2 normalVertexNr = 35 32 27 positionVertexNr = 193 194 197 smoothingGroup = 1040 } 354 { materialNr = 2 normalVertexNr = 33 30 25 positionVertexNr = 194 195 198 smoothingGroup = 36 } 355 { materialNr = 2 normalVertexNr = 30 22 25 positionVertexNr = 195 199 198 smoothingGroup = 132 } 356 { materialNr = 2 normalVertexNr = 37 29 31 positionVertexNr = 192 196 195 smoothingGroup = 272 } 357 { materialNr = 2 normalVertexNr = 31 29 23 positionVertexNr = 195 196 199 smoothingGroup = 24 } 358 { materialNr = 2 normalVertexNr = 28 26 20 positionVertexNr = 196 197 200 smoothingGroup = 192 } 359 { materialNr = 2 normalVertexNr = 26 18 20 positionVertexNr = 197 201 200 smoothingGroup = 66 } 360 { materialNr = 2 normalVertexNr = 19 27 16 positionVertexNr = 201 197 202 smoothingGroup = 9 } 361 { materialNr = 2 normalVertexNr = 27 24 16 positionVertexNr = 197 198 202 smoothingGroup = 257 } 362 { materialNr = 2 normalVertexNr = 17 25 14 positionVertexNr = 202 198 203 smoothingGroup = 66 } 363 { materialNr = 2 normalVertexNr = 25 22 14 positionVertexNr = 198 199 203 smoothingGroup = 130 } 364 { materialNr = 2 normalVertexNr = 21 15 29 positionVertexNr = 200 203 196 smoothingGroup = 5 } 365 { materialNr = 2 normalVertexNr = 23 29 15 positionVertexNr = 199 196 203 smoothingGroup = 9 } 366 { materialNr = 2 normalVertexNr = 20 18 11 positionVertexNr = 200 201 204 smoothingGroup = 34 } 367 { materialNr = 2 normalVertexNr = 18 8 11 positionVertexNr = 201 205 204 smoothingGroup = 32 } 368 { materialNr = 2 normalVertexNr = 16 5 19 positionVertexNr = 202 206 201 smoothingGroup = 24 } 369 { materialNr = 2 normalVertexNr = 19 5 9 positionVertexNr = 201 206 205 smoothingGroup = 16 } 370 { materialNr = 2 normalVertexNr = 14 2 17 positionVertexNr = 203 207 202 smoothingGroup = 96 } 371 { materialNr = 2 normalVertexNr = 17 2 6 positionVertexNr = 202 207 206 smoothingGroup = 32 } 372 { materialNr = 2 normalVertexNr = 15 21 3 positionVertexNr = 203 200 207 smoothingGroup = 20 } 373 { materialNr = 2 normalVertexNr = 21 12 3 positionVertexNr = 200 204 207 smoothingGroup = 16 } 374 { materialNr = 2 normalVertexNr = 46 49 1 positionVertexNr = 189 188 208 smoothingGroup = 12 } 375 { materialNr = 2 normalVertexNr = 43 46 1 positionVertexNr = 190 189 208 smoothingGroup = 10 } 376 { materialNr = 2 normalVertexNr = 40 43 1 positionVertexNr = 191 190 208 smoothingGroup = 3 } 377 { materialNr = 2 normalVertexNr = 49 40 1 positionVertexNr = 188 191 208 smoothingGroup = 5 } 378 { materialNr = 2 normalVertexNr = 13 10 0 positionVertexNr = 204 205 209 smoothingGroup = 12 } 379 { materialNr = 2 normalVertexNr = 10 7 0 positionVertexNr = 205 206 209 smoothingGroup = 6 } 380 { materialNr = 2 normalVertexNr = 7 4 0 positionVertexNr = 206 207 209 smoothingGroup = 3 } 381 { materialNr = 2 normalVertexNr = 4 13 0 positionVertexNr = 207 204 209 smoothingGroup = 9 } } }