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Text File | 2004-03-05 | 84KB | 4,317 lines

Wonderlib::MVFMesh object { boneName { } boneWeight { } material { Wonderlib::Material 0 { ambient = 0 0 0 1 bumpmap = diffuse = 1 1 1 1 dstBlend = 5 name = power = 0 specular = 0 0 0 0 srcBlend = 4 texture = guitar type = 1 uOffset = 0 uRepeat = 1 vOffset = 0 vRepeat = 1 } Wonderlib::Material 1 { ambient = 0 0 0 1 bumpmap = diffuse = 0.8 0.8 0.8 1 dstBlend = 5 name = power = 50.112 specular = 0.28926 0.28926 0.28926 0.5 srcBlend = 4 texture = guitar type = 257 uOffset = 0 uRepeat = 1 vOffset = 0 vRepeat = 1 } } normalVertex { 0 = 1.10139e-010 0.000646457 1 1 = 1.04459e-006 0.937802 0.347171 2 = -0.430977 -0.0685665 0.899754 3 = 7.20069e-010 0.000646459 1 4 = 0.430977 -0.0685673 0.899754 5 = 1.36545e-006 0.937805 0.347162 6 = 0 0.000646456 1 7 = 0 -0.929438 0.36898 8 = -0.510064 -0.0530191 0.858501 9 = 6.23689e-010 0.000646459 1 10 = 0 -0.929438 0.36898 11 = 0.510061 -0.0530203 0.858502 12 = 1.06799e-006 0.937802 0.347171 13 = -0.417087 -0.0711713 0.906076 14 = 0.417086 -0.071172 0.906076 15 = 1.36932e-006 0.937805 0.347162 16 = 0 -0.929438 0.36898 17 = -0.490657 -0.0569522 0.869489 18 = 0 -0.929438 0.36898 19 = 0.490655 -0.0569534 0.869491 20 = 0 -0.966938 -0.25501 21 = -0.22045 -0.694653 0.684733 22 = 0 -0.966938 -0.25501 23 = 0.22045 -0.694653 0.684733 24 = 0 -0.966938 -0.25501 25 = 0.225116 -0.167896 -0.959757 26 = 0 -0.966938 -0.25501 27 = -0.225116 -0.167896 -0.959757 28 = -0.708908 -0.0239667 0.704893 29 = 0.708908 -0.0239667 0.704893 30 = 0.725204 0.322464 -0.608355 31 = -0.725204 0.322464 -0.608355 32 = -0.696586 -0.543291 0.468618 33 = 0.696586 -0.543291 0.468618 34 = 0.697783 -0.213485 -0.683757 35 = -0.697783 -0.213485 -0.683757 36 = -0.621463 0.0243036 0.783067 37 = 0.621463 0.0243036 0.783067 38 = 0.684809 0.180677 -0.705969 39 = -0.684809 0.180677 -0.705969 40 = 0.881643 -0.206214 -0.424478 41 = -0.881643 -0.206214 -0.424478 42 = -0.712744 -0.00942667 0.701361 43 = 0.712744 -0.00942664 0.701361 44 = 0.566567 -0.723598 -0.394219 45 = -0.566567 -0.723598 -0.394219 46 = 0 0 1 47 = 0 -1 0.000647008 48 = 0 0.000647328 1 49 = -0.993579 0.0558418 -0.0983962 50 = 0 -1 0.000647008 51 = 0 0 1 52 = 0.993579 0.0558418 -0.0983962 53 = 0 0.000647328 1 54 = 0.312108 -0.510928 0.800963 55 = 0 -1 0.000647008 56 = -0.504357 -0.825645 0.252853 57 = 0 -1 0.000647008 58 = 0.733627 -0.0163503 -0.679356 59 = -0.733627 -0.0163503 -0.679356 60 = 0.999765 -0.0216831 1.4094e-005 61 = 0 0.000646979 1 62 = -0.999765 -0.0216831 1.4094e-005 63 = 0 0.000646979 1 64 = 0.557302 0.83031 -0.000536373 65 = 0 0.000647016 1 66 = -0.557302 0.83031 -0.000536373 67 = 0 0.000647016 1 68 = 0.416172 0.619615 -0.66549 69 = -0.416172 0.619615 -0.66549 70 = 0.99297 -0.118366 7.63234e-005 71 = 0 0.00064661 1 72 = -0.99297 -0.118366 7.63234e-005 73 = 0 0.00064661 1 74 = 0.7388 -0.0885007 -0.668088 75 = -0.7388 -0.0885007 -0.668088 76 = 0.662862 -0.198719 -0.72189 77 = -0.662862 -0.198719 -0.72189 78 = 0.958067 -0.286544 0.000185048 79 = 0 0.000646725 1 80 = -0.958067 -0.286544 0.000185048 81 = 0 0.000646725 1 82 = 0.946323 -0.323223 0.000208852 83 = 0 0.000646586 1 84 = -0.946323 -0.323223 0.000208852 85 = 0 0.000646586 1 86 = 0.674695 -0.230901 -0.701051 87 = -0.674695 -0.230901 -0.701051 88 = 0.995107 0.0987988 -6.36254e-005 89 = 0 0.000647125 1 90 = -0.995107 0.0987988 -6.36254e-005 91 = 0 0.000647125 1 92 = 0.701876 0.0692273 -0.708927 93 = -0.701876 0.0692273 -0.708927 94 = 0.194539 0.980895 -0.000634939 95 = 0 0.000646622 1 96 = -0.194539 0.980895 -0.000634939 97 = 0 0.000646622 1 98 = 0.858912 0.512123 -0.000330832 99 = 0 0.000646631 1 100 = -0.858912 0.512123 -0.000330832 101 = 0 0.000646631 1 102 = 0.983791 0.179317 -0.000115888 103 = 0 0.000646595 1 104 = -0.983791 0.179318 -0.000115888 105 = 0 0.000646595 1 106 = 0.997738 -0.0672231 4.35264e-005 107 = 0 0.000646477 1 108 = -0.997738 -0.0672231 4.35264e-005 109 = 0 0.000646477 1 110 = 0.93523 -0.354041 0.000228863 111 = 0 0.000646436 1 112 = -0.945097 -0.32679 0.000211246 113 = 0 0.000646451 1 114 = 0.63146 -0.775409 0.000501465 115 = 0 0.000646822 1 116 = -0.653665 -0.756784 0.00048942 117 = 0 0.000646814 1 118 = 0.183775 -0.982968 0.000635905 119 = 0 0.000644741 1 120 = -0.183775 -0.982968 0.000635905 121 = 0 0.000411796 1 122 = 0.136761 -0.731929 -0.667515 123 = 0 0 1 124 = -0.136761 -0.731929 -0.667515 125 = 0 0 1 126 = 0.483198 -0.593765 -0.6434 127 = -0.502965 -0.582722 -0.638327 128 = 0.700354 -0.265555 -0.662559 129 = -0.702959 -0.243498 -0.66825 130 = 0.666239 -0.0453696 -0.744357 131 = -0.666239 -0.0453696 -0.744357 132 = 0.719326 0.130672 -0.682272 133 = -0.719326 0.130672 -0.682272 134 = 0.647638 0.385726 -0.6571 135 = -0.647638 0.385726 -0.6571 136 = 0.145146 0.731419 -0.666302 137 = -0.145146 0.731419 -0.666302 138 = 9.85759e-008 -0.310216 0.950666 139 = -0.885873 -0.149659 0.439125 140 = 1.08292e-007 -0.987393 0.158286 141 = 0.885873 -0.149659 0.439125 142 = -1.33069e-007 0.692545 0.721374 143 = -0.993331 -0.0369457 0.10922 144 = 9.85487e-007 -0.977893 -0.209106 145 = 0.993331 -0.0369435 0.10922 146 = -5.6974e-007 0.903995 0.427542 147 = -4.19679e-009 -0.310218 0.950665 148 = -0.88587 -0.149658 0.439131 149 = -1.99583e-008 -0.987394 0.158284 150 = 0.88587 -0.149658 0.439131 151 = 5.8718e-009 0.692546 0.721373 152 = -0.993331 -0.036948 0.109219 153 = -1.78047e-008 -0.977893 -0.209104 154 = 0.993331 -0.0369481 0.109219 155 = 3.66159e-008 0.903994 0.427545 156 = -5.38084e-009 -0.310211 0.950668 157 = -0.885873 -0.149656 0.439127 158 = 1.5573e-006 -0.987393 0.158286 159 = 0.885874 -0.149657 0.439125 160 = 9.57313e-008 0.69255 0.72137 161 = -0.993331 -0.0369482 0.109219 162 = -1.05893e-006 -0.977894 -0.209101 163 = 0.99333 -0.0369481 0.109223 164 = -3.97048e-006 0.903994 0.427546 165 = -9.59308e-008 -0.310216 0.950666 166 = 0.885873 -0.149659 0.439125 167 = -1.08292e-007 -0.987393 0.158286 168 = -0.885873 -0.149659 0.439125 169 = 1.34514e-007 0.692545 0.721374 170 = 0.993331 -0.0369457 0.10922 171 = -9.90051e-007 -0.977893 -0.209106 172 = -0.993331 -0.0369435 0.10922 173 = 5.6974e-007 0.903995 0.427542 174 = 7.27367e-009 -0.310218 0.950665 175 = 0.88587 -0.149658 0.439131 176 = 1.99583e-008 -0.987394 0.158284 177 = -0.88587 -0.149658 0.439131 178 = -1.44341e-010 0.692546 0.721373 179 = 0.993331 -0.036948 0.109219 180 = 2.22941e-008 -0.977893 -0.209104 181 = -0.993331 -0.0369481 0.109219 182 = 3.24727e-008 0.903994 0.427545 183 = 5.18278e-009 -0.310211 0.950668 184 = 0.885873 -0.149656 0.439127 185 = -1.55816e-006 -0.987393 0.158286 186 = -0.885873 -0.149657 0.439125 187 = -1.03034e-007 0.69255 0.72137 188 = 0.993331 -0.0369482 0.109219 189 = 1.05893e-006 -0.977894 -0.209101 190 = -0.99333 -0.0369481 0.109223 191 = 3.97048e-006 0.903994 0.427546 192 = 0.00467699 0.69829 0.7158 193 = 0.00482391 0.692295 0.721598 194 = -0.999894 -0.00689627 0.012782 195 = 0.0150234 -0.721958 0.691774 196 = 0.0150666 -0.721079 0.692689 197 = -0.999894 -0.00689652 0.0127816 198 = -0.00488156 -0.686975 -0.726664 199 = -0.00477649 -0.693086 -0.720839 200 = -0.999895 -0.00689666 0.0127814 201 = -0.0149856 0.720489 -0.693304 202 = -0.0150168 0.721304 -0.692456 203 = -0.999894 -0.00689641 0.0127818 204 = 0.581077 0.569854 0.581047 205 = -0.573484 0.561307 0.596699 206 = 0.5891 -0.584722 0.55773 207 = -0.565468 -0.592989 0.573244 208 = 0.573485 -0.561308 -0.596698 209 = -0.581076 -0.569854 -0.581049 210 = 0.565469 0.59299 -0.573243 211 = -0.589098 0.584721 -0.557731 212 = -0.00467189 0.578582 0.815611 213 = -0.0048208 0.571766 0.820403 214 = 0.999894 -0.00879877 0.0115554 215 = -0.0150222 -0.820689 0.571177 216 = -0.0150617 -0.819959 0.572225 217 = 0.999894 -0.00879902 0.0115547 218 = 0.00488074 -0.565711 -0.824589 219 = 0.00477437 -0.572649 -0.819787 220 = 0.999895 -0.00879916 0.0115544 221 = 0.0149907 0.819466 -0.572931 222 = 0.0150148 0.820137 -0.571971 223 = 0.999894 -0.00879891 0.011555 224 = -0.581076 0.472639 0.662543 225 = 0.573486 0.461761 0.676676 226 = -0.589099 -0.664287 0.460092 227 = 0.565467 -0.674867 0.474132 228 = -0.573484 -0.461766 -0.676675 229 = 0.581078 -0.472638 -0.662542 230 = -0.56547 0.674865 -0.474132 231 = 0.589099 0.664289 -0.46009 232 = 0.00467269 -0.377301 0.926079 233 = 0.00481765 -0.385016 0.922897 234 = -0.999894 -0.0144726 -0.00121712 235 = 0.0150238 -0.92256 -0.385561 236 = 0.0150597 -0.923048 -0.38439 237 = -0.999894 -0.0144725 -0.00121732 238 = -0.00487796 0.39179 -0.920042 239 = -0.00477396 0.384005 -0.923318 240 = -0.999894 -0.0144724 -0.00121744 241 = -0.0149889 0.923381 0.383593 242 = -0.0150161 0.922932 0.384671 243 = -0.999894 -0.0144725 -0.00121723 244 = 0.581076 -0.305076 0.754506 245 = -0.573486 -0.32284 0.75292 246 = 0.589099 -0.744859 -0.313284 247 = -0.565469 -0.762383 -0.31467 248 = 0.573483 0.322836 -0.752923 249 = -0.581077 0.305076 -0.754506 250 = 0.565469 0.762382 0.314671 251 = -0.589099 0.744857 0.313288 252 = -0.00467286 0.967443 0.253048 253 = -0.00482241 0.965301 0.261096 254 = 0.999894 0.000685133 0.0145077 255 = -0.0150214 -0.261677 0.965039 256 = -0.0150652 -0.260462 0.965366 257 = 0.999894 0.000684472 0.0145074 258 = 0.00488497 -0.963357 -0.268178 259 = 0.00477315 -0.965581 -0.260058 260 = 0.999895 0.000684106 0.0145072 261 = 0.0149932 0.259633 -0.965591 262 = 0.0150153 0.260764 -0.965286 263 = 0.999894 0.000684766 0.0145075 264 = -0.581075 0.787907 0.203849 265 = 0.573486 0.788656 0.221665 266 = -0.589098 -0.213256 0.779413 267 = 0.56547 -0.21233 0.796969 268 = -0.573486 -0.788653 -0.221674 269 = 0.581077 -0.787906 -0.203848 270 = -0.56547 0.212331 -0.796969 271 = 0.589099 0.213249 -0.779415 272 = -0.00467527 -0.81187 0.58382 273 = -0.00481928 -0.816715 0.577022 274 = 0.999894 -0.0116116 -0.00872434 275 = -0.0150211 -0.57645 -0.816994 276 = -0.0150603 -0.577489 -0.816259 277 = 0.999894 -0.0116109 -0.00872461 278 = 0.00488158 0.820935 -0.571001 279 = 0.00477488 0.816088 -0.577908 280 = 0.999895 -0.0116106 -0.00872476 281 = 0.0149865 0.578191 0.815763 282 = 0.015015 0.577219 0.816451 283 = 0.999894 -0.0116112 -0.00872449 284 = -0.581075 -0.65949 0.47689 285 = 0.573486 -0.673693 0.466104 286 = -0.589099 -0.464349 -0.661319 287 = 0.565468 -0.478458 -0.671806 288 = -0.573485 0.673696 -0.466099 289 = 0.581077 0.659492 -0.476886 290 = -0.565469 0.47846 0.671804 291 = 0.5891 0.464352 0.661316 292 = 0.00467586 0.474119 0.880448 293 = 0.00481994 0.466754 0.884374 294 = -0.999894 -0.0101504 0.010388 295 = 0.015024 -0.884574 0.466158 296 = 0.0150626 -0.883986 0.467271 297 = -0.999894 -0.0101505 0.0103875 298 = -0.00487793 -0.460249 -0.887777 299 = -0.00476922 -0.467716 -0.883866 300 = -0.999895 -0.0101506 0.0103872 301 = -0.014986 0.883584 -0.468033 302 = -0.0150118 0.884135 -0.46699 303 = -0.999894 -0.0101505 0.0103877 304 = 0.581078 0.387761 0.715535 305 = -0.573485 0.375227 0.728231 306 = 0.5891 -0.715729 0.375091 307 = -0.565468 -0.727953 0.387725 308 = 0.573484 -0.375232 -0.728229 309 = -0.581076 -0.387756 -0.715539 310 = 0.565469 0.727949 -0.387732 311 = -0.589099 0.715732 -0.375088 } positionVertex { 0 = 0.0448489 -0.150363 -0.046795 1 = 0.0621234 -0.15017 -0.0469929 2 = 0.0449296 -0.161986 -0.0503818 3 = 0.0622041 -0.161793 -0.0505796 4 = 0.0450112 -0.163847 -0.0443481 5 = 0.0622857 -0.163654 -0.044546 6 = 0.0449304 -0.152224 -0.0407613 7 = 0.062205 -0.152031 -0.0409592 8 = 0.0306887 -0.154405 -0.0463077 9 = 0.0449282 -0.154248 -0.0464674 10 = 0.0307199 -0.158898 -0.047694 11 = 0.0449122 -0.158741 -0.0478537 12 = 0.030758 -0.159768 -0.0448734 13 = 0.0449122 -0.159611 -0.0450332 14 = 0.0307268 -0.155275 -0.0434871 15 = 0.0449282 -0.155119 -0.0436468 16 = -0.0448489 -0.155035 -0.0392257 17 = -0.0621234 -0.154814 -0.0390595 18 = -0.0449296 -0.152979 -0.0512147 19 = -0.0622041 -0.152758 -0.0510485 20 = -0.0450112 -0.159203 -0.0522815 21 = -0.0622857 -0.158982 -0.0521153 22 = -0.0449304 -0.161259 -0.0402924 23 = -0.062205 -0.161038 -0.0401263 24 = -0.0306887 -0.156041 -0.0431714 25 = -0.0449282 -0.155862 -0.0430364 26 = -0.0307199 -0.155246 -0.0478052 27 = -0.0449122 -0.155067 -0.0476704 28 = -0.030758 -0.158155 -0.0483039 29 = -0.0449122 -0.157977 -0.0481692 30 = -0.0307268 -0.15895 -0.04367 31 = -0.0449282 -0.158771 -0.0435352 32 = -0.0448489 -0.119855 -0.0410719 33 = -0.0621234 -0.119868 -0.0413481 34 = -0.0449296 -0.130401 -0.0350098 35 = -0.0622041 -0.130414 -0.0352862 36 = -0.0450112 -0.127254 -0.0295359 37 = -0.0622857 -0.127267 -0.0298122 38 = -0.0449304 -0.116708 -0.0355979 39 = -0.062205 -0.116721 -0.0358742 40 = -0.0306887 -0.122254 -0.0377813 41 = -0.0449282 -0.122263 -0.0380051 42 = -0.0307199 -0.12633 -0.0354383 43 = -0.0449122 -0.12634 -0.0356619 44 = -0.030758 -0.124858 -0.0328793 45 = -0.0449122 -0.124869 -0.033103 46 = -0.0307268 -0.120782 -0.0352224 47 = -0.0449282 -0.120792 -0.035446 48 = 0.0448489 -0.118464 -0.0310322 49 = 0.0621234 -0.118188 -0.031009 50 = 0.0449296 -0.123096 -0.0422799 51 = 0.0622041 -0.12282 -0.0422568 52 = 0.0450112 -0.128934 -0.0398751 53 = 0.0622857 -0.128658 -0.0398519 54 = 0.0449304 -0.124302 -0.0286274 55 = 0.062205 -0.124027 -0.0286042 56 = 0.0306887 -0.121413 -0.0338399 57 = 0.0449282 -0.12119 -0.0338204 58 = 0.0307199 -0.123203 -0.0381872 59 = 0.0449122 -0.12298 -0.0381679 60 = 0.030758 -0.125932 -0.037063 61 = 0.0449122 -0.125709 -0.0370438 62 = 0.0307268 -0.124142 -0.0327156 63 = 0.0449282 -0.123919 -0.0326963 64 = -0.0448489 -0.0866204 -0.0280928 65 = -0.0621234 -0.0864528 -0.0283128 66 = -0.0449296 -0.0985959 -0.030226 67 = -0.0622041 -0.0984284 -0.0304461 68 = -0.0450112 -0.0997027 -0.0240096 69 = -0.0622857 -0.0995351 -0.0242297 70 = -0.0449304 -0.0877272 -0.0218764 71 = -0.062205 -0.0875596 -0.0220964 72 = -0.0306887 -0.0905725 -0.027113 73 = -0.0449282 -0.0904363 -0.0272908 74 = -0.0307199 -0.0952011 -0.0279375 75 = -0.0449122 -0.0950651 -0.0281153 76 = -0.030758 -0.0957185 -0.0250315 77 = -0.0449122 -0.0955826 -0.0252094 78 = -0.0307268 -0.0910898 -0.024207 79 = -0.0449282 -0.0909537 -0.0243848 80 = 0.0448489 -0.086999 -0.0290728 81 = 0.0621234 -0.0868677 -0.0293162 82 = 0.0449296 -0.0991605 -0.0293192 83 = 0.0622041 -0.0990292 -0.0295625 84 = 0.0450112 -0.0992878 -0.0230062 85 = 0.0622857 -0.0991565 -0.0232497 86 = 0.0449304 -0.0871263 -0.0227599 87 = 0.062205 -0.086995 -0.0230033 88 = 0.0306887 -0.0907508 -0.0274908 89 = 0.0449282 -0.0906439 -0.0276875 90 = 0.0307199 -0.0954514 -0.027586 91 = 0.0449122 -0.0953446 -0.0277828 92 = 0.030758 -0.0955109 -0.0246349 93 = 0.0449122 -0.0954042 -0.0248317 94 = 0.0307268 -0.0908103 -0.0245396 95 = 0.0449282 -0.0907035 -0.0247364 96 = 0.0264081 -0.158096 -0.023343 97 = 0.020813 -0.163396 -0.025136 98 = 0.0264081 -0.168696 -0.0269291 99 = 0.0320031 -0.163396 -0.0251361 100 = 0.0264081 -0.163316 -0.0123055 101 = 0.0222208 -0.167282 -0.0136473 102 = 0.0264081 -0.171249 -0.0149892 103 = 0.0305953 -0.167282 -0.0136473 104 = 0.0264081 -0.168033 -0.0111978 105 = 0.0242608 -0.123659 -0.0128703 106 = 0.0186658 -0.128959 -0.0146634 107 = 0.0242608 -0.134259 -0.0164564 108 = 0.0298559 -0.128959 -0.0146634 109 = 0.0242608 -0.128879 -0.00183281 110 = 0.0200736 -0.132845 -0.00317459 111 = 0.0242608 -0.136812 -0.00451653 112 = 0.0284481 -0.132845 -0.00317459 113 = 0.0242608 -0.133596 -0.000725174 114 = 0.022692 -0.0929997 -0.00367516 115 = 0.0170969 -0.0982996 -0.00546814 116 = 0.022692 -0.1036 -0.00726112 117 = 0.028287 -0.0982996 -0.00546814 118 = 0.022692 -0.0982199 0.00736244 119 = 0.0185047 -0.102186 0.00602058 120 = 0.022692 -0.106153 0.00467873 121 = 0.0268792 -0.102186 0.00602058 122 = 0.022692 -0.102937 0.00847008 123 = -0.0264081 -0.158096 -0.023343 124 = -0.020813 -0.163396 -0.025136 125 = -0.0264081 -0.168696 -0.0269291 126 = -0.0320031 -0.163396 -0.0251361 127 = -0.0264081 -0.163316 -0.0123055 128 = -0.0222208 -0.167282 -0.0136473 129 = -0.0264081 -0.171249 -0.0149892 130 = -0.0305953 -0.167282 -0.0136473 131 = -0.0264081 -0.168033 -0.0111978 132 = -0.0242608 -0.123659 -0.0128703 133 = -0.0186658 -0.128959 -0.0146634 134 = -0.0242608 -0.134259 -0.0164564 135 = -0.0298559 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0.453758 322 = 0.590134 0 323 = 0.547445 0 324 = 0.591219 0.143654 325 = 0.54636 0.143654 326 = 0.587519 0.184117 327 = 0.621285 0.188065 328 = 0.0716471 0.498933 329 = 0.137302 0.473494 330 = 0.225123 0.473494 331 = 0.290778 0.498933 332 = 0.0466927 0.542964 333 = 0.666093 0.0427778 334 = 0.69932 0.0471909 335 = 0.319223 0.542964 336 = 0.0405271 0.583704 337 = 0.160637 0.143504 338 = 0.205279 0.143504 339 = 0.325389 0.583704 340 = 0.037434 0.720272 341 = 0.0489659 0.670035 342 = 0.31695 0.670035 343 = 0.328482 0.720272 344 = 0.0207586 0.941191 345 = 0.00374789 0.885251 346 = 0.362168 0.885251 347 = 0.345157 0.941191 348 = 0.0553597 0.97616 349 = 0.620031 0.188065 350 = 0.586264 0.184117 351 = 0.310556 0.97616 352 = 0.125713 0.801611 353 = 0.0442577 0.618491 354 = 0.321658 0.618491 355 = 0.240203 0.801611 356 = 0 0.82801 357 = 0.0136168 0.784404 358 = 0.352299 0.784404 359 = 0.365916 0.82801 360 = 0.601013 0.116976 361 = 0.536566 0.116976 362 = 0.597657 0.159516 363 = 0.631358 0.163602 364 = 0.161716 0 365 = 0.2042 0 366 = 0.15089 0.116805 367 = 0.215026 0.116805 368 = 0.113097 1 369 = 0.630104 0.163602 370 = 0.596402 0.159516 371 = 0.252818 1 372 = 0.135272 0.778126 373 = 0.230644 0.778126 374 = 0.610732 0.00963527 375 = 0.526847 0.00963527 376 = 0.657825 0.060734 377 = 0.691198 0.0651647 378 = 0.583968 0.47094 379 = 0.553611 0.47094 380 = 0.980123 0.313418 381 = 0.883838 0.301494 382 = 0.232985 0.800413 383 = 0.132931 0.800413 384 = 0.154911 0.473494 385 = 0.211004 0.473494 386 = 0.884144 0.997913 387 = 0.980429 1.00984 388 = 0.141218 0.00958872 389 = 0.224698 0.00958872 390 = 0.583968 0.457829 391 = 0.553611 0.457829 392 = 0.621737 0.467325 393 = 0.587067 0.488175 } } triangle { 0 { materialNr = 0 normalVertexNr = 309 311 308 positionVertexNr = 2 0 3 smoothingGroup = 288 } 1 { materialNr = 0 normalVertexNr = 311 310 308 positionVertexNr = 0 1 3 smoothingGroup = 160 } 2 { materialNr = 0 normalVertexNr = 307 309 306 positionVertexNr = 4 2 5 smoothingGroup = 196 } 3 { materialNr = 0 normalVertexNr = 309 308 306 positionVertexNr = 2 3 5 smoothingGroup = 268 } 4 { materialNr = 0 normalVertexNr = 307 306 305 positionVertexNr = 4 5 6 smoothingGroup = 160 } 5 { materialNr = 0 normalVertexNr = 306 304 305 positionVertexNr = 5 7 6 smoothingGroup = 48 } 6 { materialNr = 0 normalVertexNr = 305 304 311 positionVertexNr = 6 7 0 smoothingGroup = 28 } 7 { materialNr = 0 normalVertexNr = 304 310 311 positionVertexNr = 7 1 0 smoothingGroup = 134 } 8 { materialNr = 0 normalVertexNr = 308 310 306 positionVertexNr = 3 1 5 smoothingGroup = 9 } 9 { materialNr = 0 normalVertexNr = 310 304 306 positionVertexNr = 1 7 5 smoothingGroup = 3 } 10 { materialNr = 0 normalVertexNr = 305 311 307 positionVertexNr = 6 0 4 smoothingGroup = 9 } 11 { materialNr = 0 normalVertexNr = 311 309 307 positionVertexNr = 0 2 4 smoothingGroup = 65 } 12 { materialNr = 0 normalVertexNr = 301 298 302 positionVertexNr = 9 11 8 smoothingGroup = 24 } 13 { materialNr = 0 normalVertexNr = 302 298 299 positionVertexNr = 8 11 10 smoothingGroup = 40 } 14 { materialNr = 0 normalVertexNr = 298 295 299 positionVertexNr = 11 13 10 smoothingGroup = 34 } 15 { materialNr = 0 normalVertexNr = 299 295 296 positionVertexNr = 10 13 12 smoothingGroup = 18 } 16 { materialNr = 0 normalVertexNr = 292 293 295 positionVertexNr = 15 14 13 smoothingGroup = 12 } 17 { materialNr = 0 normalVertexNr = 296 295 293 positionVertexNr = 12 13 14 smoothingGroup = 24 } 18 { materialNr = 0 normalVertexNr = 301 302 292 positionVertexNr = 9 8 15 smoothingGroup = 18 } 19 { materialNr = 0 normalVertexNr = 293 292 302 positionVertexNr = 14 15 8 smoothingGroup = 6 } 20 { materialNr = 0 normalVertexNr = 294 303 297 positionVertexNr = 14 8 12 smoothingGroup = 1 } 21 { materialNr = 0 normalVertexNr = 303 300 297 positionVertexNr = 8 10 12 smoothingGroup = 1 } 22 { materialNr = 0 normalVertexNr = 290 291 288 positionVertexNr = 17 16 19 smoothingGroup = 160 } 23 { materialNr = 0 normalVertexNr = 291 289 288 positionVertexNr = 16 18 19 smoothingGroup = 288 } 24 { materialNr = 0 normalVertexNr = 288 289 286 positionVertexNr = 19 18 21 smoothingGroup = 266 } 25 { materialNr = 0 normalVertexNr = 289 287 286 positionVertexNr = 18 20 21 smoothingGroup = 200 } 26 { materialNr = 0 normalVertexNr = 287 285 286 positionVertexNr = 20 22 21 smoothingGroup = 160 } 27 { materialNr = 0 normalVertexNr = 285 284 286 positionVertexNr = 22 23 21 smoothingGroup = 48 } 28 { materialNr = 0 normalVertexNr = 290 284 291 positionVertexNr = 17 23 16 smoothingGroup = 140 } 29 { materialNr = 0 normalVertexNr = 285 291 284 positionVertexNr = 22 16 23 smoothingGroup = 26 } 30 { materialNr = 0 normalVertexNr = 284 290 286 positionVertexNr = 23 17 21 smoothingGroup = 5 } 31 { materialNr = 0 normalVertexNr = 290 288 286 positionVertexNr = 17 19 21 smoothingGroup = 3 } 32 { materialNr = 0 normalVertexNr = 285 287 291 positionVertexNr = 22 20 16 smoothingGroup = 3 } 33 { materialNr = 0 normalVertexNr = 287 289 291 positionVertexNr = 20 18 16 smoothingGroup = 65 } 34 { materialNr = 0 normalVertexNr = 281 282 278 positionVertexNr = 25 24 27 smoothingGroup = 20 } 35 { materialNr = 0 normalVertexNr = 282 279 278 positionVertexNr = 24 26 27 smoothingGroup = 36 } 36 { materialNr = 0 normalVertexNr = 278 279 275 positionVertexNr = 27 26 29 smoothingGroup = 34 } 37 { materialNr = 0 normalVertexNr = 279 276 275 positionVertexNr = 26 28 29 smoothingGroup = 18 } 38 { materialNr = 0 normalVertexNr = 272 275 273 positionVertexNr = 31 29 30 smoothingGroup = 12 } 39 { materialNr = 0 normalVertexNr = 276 273 275 positionVertexNr = 28 30 29 smoothingGroup = 20 } 40 { materialNr = 0 normalVertexNr = 281 272 282 positionVertexNr = 25 31 24 smoothingGroup = 18 } 41 { materialNr = 0 normalVertexNr = 273 282 272 positionVertexNr = 30 24 31 smoothingGroup = 10 } 42 { materialNr = 0 normalVertexNr = 280 283 277 positionVertexNr = 26 24 28 smoothingGroup = 1 } 43 { materialNr = 0 normalVertexNr = 274 277 283 positionVertexNr = 30 28 24 smoothingGroup = 1 } 44 { materialNr = 0 normalVertexNr = 269 268 271 positionVertexNr = 34 35 32 smoothingGroup = 272 } 45 { materialNr = 0 normalVertexNr = 271 268 270 positionVertexNr = 32 35 33 smoothingGroup = 144 } 46 { materialNr = 0 normalVertexNr = 268 269 266 positionVertexNr = 35 34 37 smoothingGroup = 266 } 47 { materialNr = 0 normalVertexNr = 269 267 266 positionVertexNr = 34 36 37 smoothingGroup = 200 } 48 { materialNr = 0 normalVertexNr = 264 266 265 positionVertexNr = 39 37 38 smoothingGroup = 48 } 49 { materialNr = 0 normalVertexNr = 267 265 266 positionVertexNr = 36 38 37 smoothingGroup = 144 } 50 { materialNr = 0 normalVertexNr = 270 264 271 positionVertexNr = 33 39 32 smoothingGroup = 140 } 51 { materialNr = 0 normalVertexNr = 265 271 264 positionVertexNr = 38 32 39 smoothingGroup = 42 } 52 { materialNr = 0 normalVertexNr = 264 270 266 positionVertexNr = 39 33 37 smoothingGroup = 5 } 53 { materialNr = 0 normalVertexNr = 270 268 266 positionVertexNr = 33 35 37 smoothingGroup = 3 } 54 { materialNr = 0 normalVertexNr = 265 267 271 positionVertexNr = 38 36 32 smoothingGroup = 3 } 55 { materialNr = 0 normalVertexNr = 267 269 271 positionVertexNr = 36 34 32 smoothingGroup = 65 } 56 { materialNr = 0 normalVertexNr = 261 262 258 positionVertexNr = 41 40 43 smoothingGroup = 20 } 57 { materialNr = 0 normalVertexNr = 262 259 258 positionVertexNr = 40 42 43 smoothingGroup = 36 } 58 { materialNr = 0 normalVertexNr = 258 259 255 positionVertexNr = 43 42 45 smoothingGroup = 34 } 59 { materialNr = 0 normalVertexNr = 259 256 255 positionVertexNr = 42 44 45 smoothingGroup = 18 } 60 { materialNr = 0 normalVertexNr = 252 255 253 positionVertexNr = 47 45 46 smoothingGroup = 12 } 61 { materialNr = 0 normalVertexNr = 256 253 255 positionVertexNr = 44 46 45 smoothingGroup = 20 } 62 { materialNr = 0 normalVertexNr = 261 252 262 positionVertexNr = 41 47 40 smoothingGroup = 18 } 63 { materialNr = 0 normalVertexNr = 253 262 252 positionVertexNr = 46 40 47 smoothingGroup = 10 } 64 { materialNr = 0 normalVertexNr = 254 257 263 positionVertexNr = 46 44 40 smoothingGroup = 1 } 65 { materialNr = 0 normalVertexNr = 257 260 263 positionVertexNr = 44 42 40 smoothingGroup = 1 } 66 { materialNr = 0 normalVertexNr = 250 248 251 positionVertexNr = 49 51 48 smoothingGroup = 96 } 67 { materialNr = 0 normalVertexNr = 251 248 249 positionVertexNr = 48 51 50 smoothingGroup = 288 } 68 { materialNr = 0 normalVertexNr = 248 246 249 positionVertexNr = 51 53 50 smoothingGroup = 262 } 69 { materialNr = 0 normalVertexNr = 249 246 247 positionVertexNr = 50 53 52 smoothingGroup = 196 } 70 { materialNr = 0 normalVertexNr = 247 246 245 positionVertexNr = 52 53 54 smoothingGroup = 96 } 71 { materialNr = 0 normalVertexNr = 246 244 245 positionVertexNr = 53 55 54 smoothingGroup = 48 } 72 { materialNr = 0 normalVertexNr = 250 251 244 positionVertexNr = 49 48 55 smoothingGroup = 76 } 73 { materialNr = 0 normalVertexNr = 245 244 251 positionVertexNr = 54 55 48 smoothingGroup = 22 } 74 { materialNr = 0 normalVertexNr = 248 250 246 positionVertexNr = 51 49 53 smoothingGroup = 3 } 75 { materialNr = 0 normalVertexNr = 250 244 246 positionVertexNr = 49 55 53 smoothingGroup = 9 } 76 { materialNr = 0 normalVertexNr = 249 247 251 positionVertexNr = 50 52 48 smoothingGroup = 129 } 77 { materialNr = 0 normalVertexNr = 245 251 247 positionVertexNr = 54 48 52 smoothingGroup = 3 } 78 { materialNr = 0 normalVertexNr = 241 238 242 positionVertexNr = 57 59 56 smoothingGroup = 24 } 79 { materialNr = 0 normalVertexNr = 242 238 239 positionVertexNr = 56 59 58 smoothingGroup = 40 } 80 { materialNr = 0 normalVertexNr = 238 235 239 positionVertexNr = 59 61 58 smoothingGroup = 34 } 81 { materialNr = 0 normalVertexNr = 239 235 236 positionVertexNr = 58 61 60 smoothingGroup = 18 } 82 { materialNr = 0 normalVertexNr = 232 233 235 positionVertexNr = 63 62 61 smoothingGroup = 12 } 83 { materialNr = 0 normalVertexNr = 236 235 233 positionVertexNr = 60 61 62 smoothingGroup = 24 } 84 { materialNr = 0 normalVertexNr = 241 242 232 positionVertexNr = 57 56 63 smoothingGroup = 18 } 85 { materialNr = 0 normalVertexNr = 233 232 242 positionVertexNr = 62 63 56 smoothingGroup = 6 } 86 { materialNr = 0 normalVertexNr = 234 243 237 positionVertexNr = 62 56 60 smoothingGroup = 1 } 87 { materialNr = 0 normalVertexNr = 243 240 237 positionVertexNr = 56 58 60 smoothingGroup = 1 } 88 { materialNr = 0 normalVertexNr = 230 231 228 positionVertexNr = 65 64 67 smoothingGroup = 144 } 89 { materialNr = 0 normalVertexNr = 231 229 228 positionVertexNr = 64 66 67 smoothingGroup = 528 } 90 { materialNr = 0 normalVertexNr = 227 226 229 positionVertexNr = 68 69 66 smoothingGroup = 392 } 91 { materialNr = 0 normalVertexNr = 229 226 228 positionVertexNr = 66 69 67 smoothingGroup = 584 } 92 { materialNr = 0 normalVertexNr = 224 226 225 positionVertexNr = 71 69 70 smoothingGroup = 48 } 93 { materialNr = 0 normalVertexNr = 227 225 226 positionVertexNr = 68 70 69 smoothingGroup = 144 } 94 { materialNr = 0 normalVertexNr = 225 231 224 positionVertexNr = 70 64 71 smoothingGroup = 44 } 95 { materialNr = 0 normalVertexNr = 231 230 224 positionVertexNr = 64 65 71 smoothingGroup = 138 } 96 { materialNr = 0 normalVertexNr = 228 226 230 positionVertexNr = 67 69 65 smoothingGroup = 65 } 97 { materialNr = 0 normalVertexNr = 230 226 224 positionVertexNr = 65 69 71 smoothingGroup = 3 } 98 { materialNr = 0 normalVertexNr = 227 229 225 positionVertexNr = 68 66 70 smoothingGroup = 257 } 99 { materialNr = 0 normalVertexNr = 225 229 231 positionVertexNr = 70 66 64 smoothingGroup = 5 } 100 { materialNr = 0 normalVertexNr = 221 222 218 positionVertexNr = 73 72 75 smoothingGroup = 20 } 101 { materialNr = 0 normalVertexNr = 222 219 218 positionVertexNr = 72 74 75 smoothingGroup = 36 } 102 { materialNr = 0 normalVertexNr = 218 219 215 positionVertexNr = 75 74 77 smoothingGroup = 34 } 103 { materialNr = 0 normalVertexNr = 219 216 215 positionVertexNr = 74 76 77 smoothingGroup = 18 } 104 { materialNr = 0 normalVertexNr = 212 215 213 positionVertexNr = 79 77 78 smoothingGroup = 12 } 105 { materialNr = 0 normalVertexNr = 216 213 215 positionVertexNr = 76 78 77 smoothingGroup = 20 } 106 { materialNr = 0 normalVertexNr = 221 212 222 positionVertexNr = 73 79 72 smoothingGroup = 18 } 107 { materialNr = 0 normalVertexNr = 213 222 212 positionVertexNr = 78 72 79 smoothingGroup = 10 } 108 { materialNr = 0 normalVertexNr = 214 217 223 positionVertexNr = 78 76 72 smoothingGroup = 1 } 109 { materialNr = 0 normalVertexNr = 217 220 223 positionVertexNr = 76 74 72 smoothingGroup = 1 } 110 { materialNr = 0 normalVertexNr = 210 208 211 positionVertexNr = 81 83 80 smoothingGroup = 160 } 111 { materialNr = 0 normalVertexNr = 211 208 209 positionVertexNr = 80 83 82 smoothingGroup = 288 } 112 { materialNr = 0 normalVertexNr = 207 209 206 positionVertexNr = 84 82 85 smoothingGroup = 196 } 113 { materialNr = 0 normalVertexNr = 209 208 206 positionVertexNr = 82 83 85 smoothingGroup = 268 } 114 { materialNr = 0 normalVertexNr = 207 206 205 positionVertexNr = 84 85 86 smoothingGroup = 160 } 115 { materialNr = 0 normalVertexNr = 206 204 205 positionVertexNr = 85 87 86 smoothingGroup = 48 } 116 { materialNr = 0 normalVertexNr = 205 204 211 positionVertexNr = 86 87 80 smoothingGroup = 28 } 117 { materialNr = 0 normalVertexNr = 204 210 211 positionVertexNr = 87 81 80 smoothingGroup = 134 } 118 { materialNr = 0 normalVertexNr = 208 210 206 positionVertexNr = 83 81 85 smoothingGroup = 9 } 119 { materialNr = 0 normalVertexNr = 210 204 206 positionVertexNr = 81 87 85 smoothingGroup = 3 } 120 { materialNr = 0 normalVertexNr = 205 211 207 positionVertexNr = 86 80 84 smoothingGroup = 9 } 121 { materialNr = 0 normalVertexNr = 211 209 207 positionVertexNr = 80 82 84 smoothingGroup = 65 } 122 { materialNr = 0 normalVertexNr = 201 198 202 positionVertexNr = 89 91 88 smoothingGroup = 24 } 123 { materialNr = 0 normalVertexNr = 202 198 199 positionVertexNr = 88 91 90 smoothingGroup = 40 } 124 { materialNr = 0 normalVertexNr = 198 195 199 positionVertexNr = 91 93 90 smoothingGroup = 34 } 125 { materialNr = 0 normalVertexNr = 199 195 196 positionVertexNr = 90 93 92 smoothingGroup = 18 } 126 { materialNr = 0 normalVertexNr = 192 193 195 positionVertexNr = 95 94 93 smoothingGroup = 12 } 127 { materialNr = 0 normalVertexNr = 196 195 193 positionVertexNr = 92 93 94 smoothingGroup = 24 } 128 { materialNr = 0 normalVertexNr = 201 202 192 positionVertexNr = 89 88 95 smoothingGroup = 18 } 129 { materialNr = 0 normalVertexNr = 193 192 202 positionVertexNr = 94 95 88 smoothingGroup = 6 } 130 { materialNr = 0 normalVertexNr = 200 197 203 positionVertexNr = 90 92 88 smoothingGroup = 1 } 131 { materialNr = 0 normalVertexNr = 194 203 197 positionVertexNr = 94 88 92 smoothingGroup = 1 } 132 { materialNr = 0 normalVertexNr = 191 190 187 positionVertexNr = 96 97 100 smoothingGroup = 1088 } 133 { materialNr = 0 normalVertexNr = 190 186 187 positionVertexNr = 97 101 100 smoothingGroup = 704 } 134 { materialNr = 0 normalVertexNr = 189 185 190 positionVertexNr = 98 102 97 smoothingGroup = 272 } 135 { materialNr = 0 normalVertexNr = 190 185 186 positionVertexNr = 97 102 101 smoothingGroup = 560 } 136 { materialNr = 0 normalVertexNr = 188 184 189 positionVertexNr = 99 103 98 smoothingGroup = 132 } 137 { materialNr = 0 normalVertexNr = 189 184 185 positionVertexNr = 98 103 102 smoothingGroup = 448 } 138 { materialNr = 0 normalVertexNr = 188 191 184 positionVertexNr = 99 96 103 smoothingGroup = 36 } 139 { materialNr = 0 normalVertexNr = 191 187 184 positionVertexNr = 96 100 103 smoothingGroup = 1072 } 140 { materialNr = 0 normalVertexNr = 187 186 183 positionVertexNr = 100 101 104 smoothingGroup = 140 } 141 { materialNr = 0 normalVertexNr = 186 185 183 positionVertexNr = 101 102 104 smoothingGroup = 38 } 142 { materialNr = 0 normalVertexNr = 185 184 183 positionVertexNr = 102 103 104 smoothingGroup = 67 } 143 { materialNr = 0 normalVertexNr = 184 187 183 positionVertexNr = 103 100 104 smoothingGroup = 25 } 144 { materialNr = 0 normalVertexNr = 181 177 182 positionVertexNr = 106 110 105 smoothingGroup = 65 } 145 { materialNr = 0 normalVertexNr = 182 177 178 positionVertexNr = 105 110 109 smoothingGroup = 704 } 146 { materialNr = 0 normalVertexNr = 181 180 177 positionVertexNr = 106 107 110 smoothingGroup = 17 } 147 { materialNr = 0 normalVertexNr = 180 176 177 positionVertexNr = 107 111 110 smoothingGroup = 304 } 148 { materialNr = 0 normalVertexNr = 179 175 180 positionVertexNr = 108 112 107 smoothingGroup = 132 } 149 { materialNr = 0 normalVertexNr = 180 175 176 positionVertexNr = 107 112 111 smoothingGroup = 448 } 150 { materialNr = 0 normalVertexNr = 179 182 175 positionVertexNr = 108 105 112 smoothingGroup = 36 } 151 { materialNr = 0 normalVertexNr = 182 178 175 positionVertexNr = 105 109 112 smoothingGroup = 560 } 152 { materialNr = 0 normalVertexNr = 178 177 174 positionVertexNr = 109 110 113 smoothingGroup = 140 } 153 { materialNr = 0 normalVertexNr = 177 176 174 positionVertexNr = 110 111 113 smoothingGroup = 38 } 154 { materialNr = 0 normalVertexNr = 176 175 174 positionVertexNr = 111 112 113 smoothingGroup = 67 } 155 { materialNr = 0 normalVertexNr = 175 178 174 positionVertexNr = 112 109 113 smoothingGroup = 25 } 156 { materialNr = 0 normalVertexNr = 173 172 169 positionVertexNr = 114 115 118 smoothingGroup = 66 } 157 { materialNr = 0 normalVertexNr = 172 168 169 positionVertexNr = 115 119 118 smoothingGroup = 1344 } 158 { materialNr = 0 normalVertexNr = 172 171 168 positionVertexNr = 115 116 119 smoothingGroup = 1040 } 159 { materialNr = 0 normalVertexNr = 171 167 168 positionVertexNr = 116 120 119 smoothingGroup = 560 } 160 { materialNr = 0 normalVertexNr = 170 166 171 positionVertexNr = 117 121 116 smoothingGroup = 384 } 161 { materialNr = 0 normalVertexNr = 171 166 167 positionVertexNr = 116 121 120 smoothingGroup = 832 } 162 { materialNr = 0 normalVertexNr = 173 169 170 positionVertexNr = 114 118 117 smoothingGroup = 34 } 163 { materialNr = 0 normalVertexNr = 170 169 166 positionVertexNr = 117 118 121 smoothingGroup = 176 } 164 { materialNr = 0 normalVertexNr = 169 168 165 positionVertexNr = 118 119 122 smoothingGroup = 268 } 165 { materialNr = 0 normalVertexNr = 168 167 165 positionVertexNr = 119 120 122 smoothingGroup = 38 } 166 { materialNr = 0 normalVertexNr = 167 166 165 positionVertexNr = 120 121 122 smoothingGroup = 67 } 167 { materialNr = 0 normalVertexNr = 166 169 165 positionVertexNr = 121 118 122 smoothingGroup = 25 } 168 { materialNr = 0 normalVertexNr = 164 160 163 positionVertexNr = 123 127 124 smoothingGroup = 1088 } 169 { materialNr = 0 normalVertexNr = 160 159 163 positionVertexNr = 127 128 124 smoothingGroup = 704 } 170 { materialNr = 0 normalVertexNr = 162 163 158 positionVertexNr = 125 124 129 smoothingGroup = 272 } 171 { materialNr = 0 normalVertexNr = 163 159 158 positionVertexNr = 124 128 129 smoothingGroup = 560 } 172 { materialNr = 0 normalVertexNr = 161 162 157 positionVertexNr = 126 125 130 smoothingGroup = 136 } 173 { materialNr = 0 normalVertexNr = 162 158 157 positionVertexNr = 125 129 130 smoothingGroup = 448 } 174 { materialNr = 0 normalVertexNr = 161 157 164 positionVertexNr = 126 130 123 smoothingGroup = 40 } 175 { materialNr = 0 normalVertexNr = 157 160 164 positionVertexNr = 130 127 123 smoothingGroup = 1072 } 176 { materialNr = 0 normalVertexNr = 160 156 159 positionVertexNr = 127 131 128 smoothingGroup = 140 } 177 { materialNr = 0 normalVertexNr = 159 156 158 positionVertexNr = 128 131 129 smoothingGroup = 42 } 178 { materialNr = 0 normalVertexNr = 158 156 157 positionVertexNr = 129 131 130 smoothingGroup = 67 } 179 { materialNr = 0 normalVertexNr = 157 156 160 positionVertexNr = 130 131 127 smoothingGroup = 21 } 180 { materialNr = 0 normalVertexNr = 154 155 150 positionVertexNr = 133 132 137 smoothingGroup = 65 } 181 { materialNr = 0 normalVertexNr = 155 151 150 positionVertexNr = 132 136 137 smoothingGroup = 704 } 182 { materialNr = 0 normalVertexNr = 154 150 153 positionVertexNr = 133 137 134 smoothingGroup = 17 } 183 { materialNr = 0 normalVertexNr = 150 149 153 positionVertexNr = 137 138 134 smoothingGroup = 304 } 184 { materialNr = 0 normalVertexNr = 152 153 148 positionVertexNr = 135 134 139 smoothingGroup = 136 } 185 { materialNr = 0 normalVertexNr = 153 149 148 positionVertexNr = 134 138 139 smoothingGroup = 448 } 186 { materialNr = 0 normalVertexNr = 152 148 155 positionVertexNr = 135 139 132 smoothingGroup = 40 } 187 { materialNr = 0 normalVertexNr = 148 151 155 positionVertexNr = 139 136 132 smoothingGroup = 560 } 188 { materialNr = 0 normalVertexNr = 151 147 150 positionVertexNr = 136 140 137 smoothingGroup = 140 } 189 { materialNr = 0 normalVertexNr = 150 147 149 positionVertexNr = 137 140 138 smoothingGroup = 42 } 190 { materialNr = 0 normalVertexNr = 149 147 148 positionVertexNr = 138 140 139 smoothingGroup = 67 } 191 { materialNr = 0 normalVertexNr = 148 147 151 positionVertexNr = 139 140 136 smoothingGroup = 21 } 192 { materialNr = 0 normalVertexNr = 146 142 145 positionVertexNr = 141 145 142 smoothingGroup = 66 } 193 { materialNr = 0 normalVertexNr = 142 141 145 positionVertexNr = 145 146 142 smoothingGroup = 1216 } 194 { materialNr = 0 normalVertexNr = 145 141 144 positionVertexNr = 142 146 143 smoothingGroup = 1040 } 195 { materialNr = 0 normalVertexNr = 141 140 144 positionVertexNr = 146 147 143 smoothingGroup = 560 } 196 { materialNr = 0 normalVertexNr = 143 144 139 positionVertexNr = 144 143 148 smoothingGroup = 384 } 197 { materialNr = 0 normalVertexNr = 144 140 139 positionVertexNr = 143 147 148 smoothingGroup = 704 } 198 { materialNr = 0 normalVertexNr = 146 143 142 positionVertexNr = 141 144 145 smoothingGroup = 34 } 199 { materialNr = 0 normalVertexNr = 143 139 142 positionVertexNr = 144 148 145 smoothingGroup = 304 } 200 { materialNr = 0 normalVertexNr = 142 138 141 positionVertexNr = 145 149 146 smoothingGroup = 140 } 201 { materialNr = 0 normalVertexNr = 141 138 140 positionVertexNr = 146 149 147 smoothingGroup = 42 } 202 { materialNr = 0 normalVertexNr = 140 138 139 positionVertexNr = 147 149 148 smoothingGroup = 67 } 203 { materialNr = 0 normalVertexNr = 139 138 142 positionVertexNr = 148 149 145 smoothingGroup = 21 } 204 { materialNr = 1 normalVertexNr = 26 24 20 positionVertexNr = 224 225 227 smoothingGroup = 64 } 205 { materialNr = 1 normalVertexNr = 24 22 20 positionVertexNr = 225 226 227 smoothingGroup = 64 } 206 { materialNr = 1 normalVertexNr = 96 94 137 positionVertexNr = 176 177 150 smoothingGroup = 4128 } 207 { materialNr = 1 normalVertexNr = 94 136 137 positionVertexNr = 177 151 150 smoothingGroup = 2084 } 208 { materialNr = 1 normalVertexNr = 94 64 136 positionVertexNr = 177 197 151 smoothingGroup = 2560 } 209 { materialNr = 1 normalVertexNr = 136 64 68 positionVertexNr = 151 197 195 smoothingGroup = 832 } 210 { materialNr = 1 normalVertexNr = 102 132 98 positionVertexNr = 173 155 175 smoothingGroup = 36864 } 211 { materialNr = 1 normalVertexNr = 134 98 132 positionVertexNr = 153 175 155 smoothingGroup = 13312 } 212 { materialNr = 1 normalVertexNr = 132 102 74 positionVertexNr = 155 173 191 smoothingGroup = 49664 } 213 { materialNr = 1 normalVertexNr = 102 70 74 positionVertexNr = 173 193 191 smoothingGroup = 640 } 214 { materialNr = 1 normalVertexNr = 130 106 92 positionVertexNr = 157 171 179 smoothingGroup = 57344 } 215 { materialNr = 1 normalVertexNr = 106 88 92 positionVertexNr = 171 181 179 smoothingGroup = 20480 } 216 { materialNr = 1 normalVertexNr = 128 110 126 positionVertexNr = 159 169 161 smoothingGroup = 14336 } 217 { materialNr = 1 normalVertexNr = 110 114 126 positionVertexNr = 169 167 161 smoothingGroup = 5120 } 218 { materialNr = 1 normalVertexNr = 122 126 118 positionVertexNr = 163 161 165 smoothingGroup = 832 } 219 { materialNr = 1 normalVertexNr = 126 114 118 positionVertexNr = 161 167 165 smoothingGroup = 1280 } 220 { materialNr = 1 normalVertexNr = 96 137 66 positionVertexNr = 176 150 196 smoothingGroup = 4608 } 221 { materialNr = 1 normalVertexNr = 137 69 66 positionVertexNr = 150 194 196 smoothingGroup = 784 } 222 { materialNr = 1 normalVertexNr = 104 100 133 positionVertexNr = 172 174 154 smoothingGroup = 12288 } 223 { materialNr = 1 normalVertexNr = 100 135 133 positionVertexNr = 174 152 154 smoothingGroup = 7168 } 224 { materialNr = 1 normalVertexNr = 133 75 104 positionVertexNr = 154 190 172 smoothingGroup = 8960 } 225 { materialNr = 1 normalVertexNr = 104 75 72 positionVertexNr = 172 190 192 smoothingGroup = 640 } 226 { materialNr = 1 normalVertexNr = 131 93 108 positionVertexNr = 156 178 170 smoothingGroup = 11264 } 227 { materialNr = 1 normalVertexNr = 108 93 90 positionVertexNr = 170 178 180 smoothingGroup = 6144 } 228 { materialNr = 1 normalVertexNr = 129 127 112 positionVertexNr = 158 160 168 smoothingGroup = 4640 } 229 { materialNr = 1 normalVertexNr = 112 127 116 positionVertexNr = 168 160 166 smoothingGroup = 768 } 230 { materialNr = 1 normalVertexNr = 124 120 127 positionVertexNr = 162 164 160 smoothingGroup = 2066 } 231 { materialNr = 1 normalVertexNr = 116 127 120 positionVertexNr = 166 160 164 smoothingGroup = 258 } 232 { materialNr = 1 normalVertexNr = 60 58 88 positionVertexNr = 199 201 181 smoothingGroup = 640 } 233 { materialNr = 1 normalVertexNr = 92 88 58 positionVertexNr = 179 181 201 smoothingGroup = 6656 } 234 { materialNr = 1 normalVertexNr = 62 90 59 positionVertexNr = 198 180 200 smoothingGroup = 1536 } 235 { materialNr = 1 normalVertexNr = 90 93 59 positionVertexNr = 180 178 200 smoothingGroup = 4864 } 236 { materialNr = 1 normalVertexNr = 82 78 86 positionVertexNr = 185 187 183 smoothingGroup = 6144 } 237 { materialNr = 1 normalVertexNr = 86 78 76 positionVertexNr = 183 187 189 smoothingGroup = 3584 } 238 { materialNr = 1 normalVertexNr = 84 87 80 positionVertexNr = 184 182 186 smoothingGroup = 3072 } 239 { materialNr = 1 normalVertexNr = 87 77 80 positionVertexNr = 182 188 186 smoothingGroup = 2816 } 240 { materialNr = 1 normalVertexNr = 106 130 78 positionVertexNr = 171 157 187 smoothingGroup = 8320 } 241 { materialNr = 1 normalVertexNr = 76 78 130 positionVertexNr = 189 187 157 smoothingGroup = 672 } 242 { materialNr = 1 normalVertexNr = 108 80 131 positionVertexNr = 170 186 156 smoothingGroup = 8320 } 243 { materialNr = 1 normalVertexNr = 80 77 131 positionVertexNr = 186 188 156 smoothingGroup = 704 } 244 { materialNr = 1 normalVertexNr = 70 82 74 positionVertexNr = 193 185 191 smoothingGroup = 192 } 245 { materialNr = 1 normalVertexNr = 74 82 86 positionVertexNr = 191 185 183 smoothingGroup = 4192 } 246 { materialNr = 1 normalVertexNr = 72 75 84 positionVertexNr = 192 190 184 smoothingGroup = 192 } 247 { materialNr = 1 normalVertexNr = 75 87 84 positionVertexNr = 190 182 184 smoothingGroup = 1104 } 248 { materialNr = 1 normalVertexNr = 98 134 64 positionVertexNr = 175 153 197 smoothingGroup = 1152 } 249 { materialNr = 1 normalVertexNr = 68 64 134 positionVertexNr = 195 197 153 smoothingGroup = 416 } 250 { materialNr = 1 normalVertexNr = 100 66 135 positionVertexNr = 174 196 152 smoothingGroup = 1152 } 251 { materialNr = 1 normalVertexNr = 66 69 135 positionVertexNr = 196 194 152 smoothingGroup = 448 } 252 { materialNr = 1 normalVertexNr = 58 60 128 positionVertexNr = 201 199 159 smoothingGroup = 416 } 253 { materialNr = 1 normalVertexNr = 60 110 128 positionVertexNr = 199 169 159 smoothingGroup = 2080 } 254 { materialNr = 1 normalVertexNr = 59 129 62 positionVertexNr = 200 158 198 smoothingGroup = 1216 } 255 { materialNr = 1 normalVertexNr = 62 129 112 positionVertexNr = 198 158 168 smoothingGroup = 4224 } 256 { materialNr = 1 normalVertexNr = 69 137 68 positionVertexNr = 194 150 195 smoothingGroup = 26 } 257 { materialNr = 1 normalVertexNr = 137 136 68 positionVertexNr = 150 151 195 smoothingGroup = 70 } 258 { materialNr = 1 normalVertexNr = 133 135 132 positionVertexNr = 154 152 155 smoothingGroup = 2096 } 259 { materialNr = 1 normalVertexNr = 135 134 132 positionVertexNr = 152 153 155 smoothingGroup = 8212 } 260 { materialNr = 1 normalVertexNr = 74 75 132 positionVertexNr = 191 190 155 smoothingGroup = 16394 } 261 { materialNr = 1 normalVertexNr = 75 133 132 positionVertexNr = 190 154 155 smoothingGroup = 296 } 262 { materialNr = 1 normalVertexNr = 93 131 92 positionVertexNr = 178 156 179 smoothingGroup = 1064 } 263 { materialNr = 1 normalVertexNr = 131 130 92 positionVertexNr = 156 157 179 smoothingGroup = 32792 } 264 { materialNr = 1 normalVertexNr = 128 126 129 positionVertexNr = 159 161 158 smoothingGroup = 8212 } 265 { materialNr = 1 normalVertexNr = 127 129 126 positionVertexNr = 160 158 161 smoothingGroup = 44 } 266 { materialNr = 1 normalVertexNr = 126 122 127 positionVertexNr = 161 163 160 smoothingGroup = 73 } 267 { materialNr = 1 normalVertexNr = 124 127 122 positionVertexNr = 162 160 163 smoothingGroup = 17 } 268 { materialNr = 1 normalVertexNr = 58 59 92 positionVertexNr = 201 200 179 smoothingGroup = 2054 } 269 { materialNr = 1 normalVertexNr = 59 93 92 positionVertexNr = 200 178 179 smoothingGroup = 292 } 270 { materialNr = 1 normalVertexNr = 87 86 77 positionVertexNr = 182 183 188 smoothingGroup = 268 } 271 { materialNr = 1 normalVertexNr = 77 86 76 positionVertexNr = 188 183 189 smoothingGroup = 1034 } 272 { materialNr = 1 normalVertexNr = 76 130 77 positionVertexNr = 189 157 188 smoothingGroup = 35 } 273 { materialNr = 1 normalVertexNr = 131 77 130 positionVertexNr = 156 188 157 smoothingGroup = 81 } 274 { materialNr = 1 normalVertexNr = 75 74 87 positionVertexNr = 190 191 182 smoothingGroup = 19 } 275 { materialNr = 1 normalVertexNr = 87 74 86 positionVertexNr = 182 191 183 smoothingGroup = 37 } 276 { materialNr = 1 normalVertexNr = 135 69 134 positionVertexNr = 152 194 153 smoothingGroup = 69 } 277 { materialNr = 1 normalVertexNr = 69 68 134 positionVertexNr = 194 195 153 smoothingGroup = 41 } 278 { materialNr = 1 normalVertexNr = 59 58 129 positionVertexNr = 200 201 158 smoothingGroup = 67 } 279 { materialNr = 1 normalVertexNr = 129 58 128 positionVertexNr = 158 201 159 smoothingGroup = 273 } 280 { materialNr = 1 normalVertexNr = 115 117 119 positionVertexNr = 167 166 165 smoothingGroup = 12 } 281 { materialNr = 1 normalVertexNr = 117 121 119 positionVertexNr = 166 164 165 smoothingGroup = 136 } 282 { materialNr = 1 normalVertexNr = 111 113 115 positionVertexNr = 169 168 167 smoothingGroup = 17 } 283 { materialNr = 1 normalVertexNr = 113 117 115 positionVertexNr = 168 166 167 smoothingGroup = 5 } 284 { materialNr = 1 normalVertexNr = 61 63 111 positionVertexNr = 199 198 169 smoothingGroup = 10 } 285 { materialNr = 1 normalVertexNr = 63 113 111 positionVertexNr = 198 168 169 smoothingGroup = 18 } 286 { materialNr = 1 normalVertexNr = 81 109 79 positionVertexNr = 186 170 187 smoothingGroup = 20 } 287 { materialNr = 1 normalVertexNr = 109 107 79 positionVertexNr = 170 171 187 smoothingGroup = 24 } 288 { materialNr = 1 normalVertexNr = 103 99 105 positionVertexNr = 173 175 172 smoothingGroup = 18 } 289 { materialNr = 1 normalVertexNr = 101 105 99 positionVertexNr = 174 172 175 smoothingGroup = 24 } 290 { materialNr = 1 normalVertexNr = 99 65 101 positionVertexNr = 175 197 174 smoothingGroup = 12 } 291 { materialNr = 1 normalVertexNr = 67 101 65 positionVertexNr = 196 174 197 smoothingGroup = 6 } 292 { materialNr = 1 normalVertexNr = 89 107 91 positionVertexNr = 181 171 180 smoothingGroup = 6 } 293 { materialNr = 1 normalVertexNr = 109 91 107 positionVertexNr = 170 180 171 smoothingGroup = 10 } 294 { materialNr = 1 normalVertexNr = 71 73 83 positionVertexNr = 193 192 185 smoothingGroup = 12 } 295 { materialNr = 1 normalVertexNr = 73 85 83 positionVertexNr = 192 184 185 smoothingGroup = 10 } 296 { materialNr = 1 normalVertexNr = 83 85 79 positionVertexNr = 185 184 187 smoothingGroup = 3 } 297 { materialNr = 1 normalVertexNr = 85 81 79 positionVertexNr = 184 186 187 smoothingGroup = 5 } 298 { materialNr = 1 normalVertexNr = 73 71 105 positionVertexNr = 192 193 172 smoothingGroup = 5 } 299 { materialNr = 1 normalVertexNr = 105 71 103 positionVertexNr = 172 193 173 smoothingGroup = 3 } 300 { materialNr = 1 normalVertexNr = 67 65 97 positionVertexNr = 196 197 176 smoothingGroup = 3 } 301 { materialNr = 1 normalVertexNr = 97 65 95 positionVertexNr = 176 197 177 smoothingGroup = 1 } 302 { materialNr = 1 normalVertexNr = 61 89 63 positionVertexNr = 199 181 198 smoothingGroup = 9 } 303 { materialNr = 1 normalVertexNr = 91 63 89 positionVertexNr = 180 198 181 smoothingGroup = 5 } 304 { materialNr = 1 normalVertexNr = 123 54 125 positionVertexNr = 163 203 162 smoothingGroup = 4 } 305 { materialNr = 1 normalVertexNr = 125 54 56 positionVertexNr = 162 203 202 smoothingGroup = 260 } 306 { materialNr = 1 normalVertexNr = 55 122 50 positionVertexNr = 203 163 204 smoothingGroup = 2 } 307 { materialNr = 1 normalVertexNr = 122 118 50 positionVertexNr = 163 165 204 smoothingGroup = 514 } 308 { materialNr = 1 normalVertexNr = 121 46 119 positionVertexNr = 164 205 165 smoothingGroup = 160 } 309 { materialNr = 1 normalVertexNr = 119 46 51 positionVertexNr = 165 205 204 smoothingGroup = 32 } 310 { materialNr = 1 normalVertexNr = 57 47 124 positionVertexNr = 202 205 162 smoothingGroup = 64 } 311 { materialNr = 1 normalVertexNr = 120 124 47 positionVertexNr = 164 162 205 smoothingGroup = 2112 } 312 { materialNr = 1 normalVertexNr = 44 45 54 positionVertexNr = 207 206 203 smoothingGroup = 224 } 313 { materialNr = 1 normalVertexNr = 56 54 45 positionVertexNr = 202 203 206 smoothingGroup = 296 } 314 { materialNr = 1 normalVertexNr = 40 52 43 positionVertexNr = 211 204 208 smoothingGroup = 2064 } 315 { materialNr = 1 normalVertexNr = 53 48 43 positionVertexNr = 204 205 208 smoothingGroup = 4 } 316 { materialNr = 1 normalVertexNr = 48 42 43 positionVertexNr = 205 209 208 smoothingGroup = 1028 } 317 { materialNr = 1 normalVertexNr = 56 45 49 positionVertexNr = 202 206 205 smoothingGroup = 24 } 318 { materialNr = 1 normalVertexNr = 49 45 41 positionVertexNr = 205 206 210 smoothingGroup = 19 } 319 { materialNr = 1 normalVertexNr = 40 41 44 positionVertexNr = 211 210 207 smoothingGroup = 1036 } 320 { materialNr = 1 normalVertexNr = 45 44 41 positionVertexNr = 206 207 210 smoothingGroup = 70 } 321 { materialNr = 1 normalVertexNr = 54 52 44 positionVertexNr = 203 204 207 smoothingGroup = 129 } 322 { materialNr = 1 normalVertexNr = 52 40 44 positionVertexNr = 204 211 207 smoothingGroup = 25 } 323 { materialNr = 1 normalVertexNr = 49 41 42 positionVertexNr = 205 210 209 smoothingGroup = 513 } 324 { materialNr = 1 normalVertexNr = 41 40 39 positionVertexNr = 210 211 212 smoothingGroup = 1408 } 325 { materialNr = 1 normalVertexNr = 40 38 39 positionVertexNr = 211 213 212 smoothingGroup = 32898 } 326 { materialNr = 1 normalVertexNr = 40 43 38 positionVertexNr = 211 208 213 smoothingGroup = 2082 } 327 { materialNr = 1 normalVertexNr = 43 37 38 positionVertexNr = 208 214 213 smoothingGroup = 16928 } 328 { materialNr = 1 normalVertexNr = 42 36 43 positionVertexNr = 209 215 208 smoothingGroup = 1216 } 329 { materialNr = 1 normalVertexNr = 43 36 37 positionVertexNr = 208 215 214 smoothingGroup = 896 } 330 { materialNr = 1 normalVertexNr = 41 39 42 positionVertexNr = 210 212 209 smoothingGroup = 800 } 331 { materialNr = 1 normalVertexNr = 42 39 36 positionVertexNr = 209 212 215 smoothingGroup = 104 } 332 { materialNr = 1 normalVertexNr = 31 39 30 positionVertexNr = 220 212 221 smoothingGroup = 12292 } 333 { materialNr = 1 normalVertexNr = 39 38 30 positionVertexNr = 212 213 221 smoothingGroup = 32788 } 334 { materialNr = 1 normalVertexNr = 29 30 37 positionVertexNr = 222 221 214 smoothingGroup = 73 } 335 { materialNr = 1 normalVertexNr = 38 37 30 positionVertexNr = 213 214 221 smoothingGroup = 16401 } 336 { materialNr = 1 normalVertexNr = 29 37 28 positionVertexNr = 222 214 223 smoothingGroup = 4108 } 337 { materialNr = 1 normalVertexNr = 37 36 28 positionVertexNr = 214 215 223 smoothingGroup = 262 } 338 { materialNr = 1 normalVertexNr = 28 36 31 positionVertexNr = 223 215 220 smoothingGroup = 2051 } 339 { materialNr = 1 normalVertexNr = 36 39 31 positionVertexNr = 215 212 220 smoothingGroup = 4105 } 340 { materialNr = 1 normalVertexNr = 34 35 30 positionVertexNr = 217 216 221 smoothingGroup = 2432 } 341 { materialNr = 1 normalVertexNr = 31 30 35 positionVertexNr = 220 221 216 smoothingGroup = 9472 } 342 { materialNr = 1 normalVertexNr = 29 33 30 positionVertexNr = 222 218 221 smoothingGroup = 578 } 343 { materialNr = 1 normalVertexNr = 30 33 34 positionVertexNr = 221 218 217 smoothingGroup = 2082 } 344 { materialNr = 1 normalVertexNr = 33 29 32 positionVertexNr = 218 222 219 smoothingGroup = 896 } 345 { materialNr = 1 normalVertexNr = 29 28 32 positionVertexNr = 222 223 219 smoothingGroup = 4240 } 346 { materialNr = 1 normalVertexNr = 28 31 32 positionVertexNr = 223 220 219 smoothingGroup = 2128 } 347 { materialNr = 1 normalVertexNr = 31 35 32 positionVertexNr = 220 216 219 smoothingGroup = 1120 } 348 { materialNr = 1 normalVertexNr = 34 25 35 positionVertexNr = 217 225 216 smoothingGroup = 148 } 349 { materialNr = 1 normalVertexNr = 35 25 27 positionVertexNr = 216 225 224 smoothingGroup = 12 } 350 { materialNr = 1 normalVertexNr = 25 34 23 positionVertexNr = 225 217 226 smoothingGroup = 17 } 351 { materialNr = 1 normalVertexNr = 34 33 23 positionVertexNr = 217 218 226 smoothingGroup = 41 } 352 { materialNr = 1 normalVertexNr = 33 32 23 positionVertexNr = 218 219 226 smoothingGroup = 268 } 353 { materialNr = 1 normalVertexNr = 32 21 23 positionVertexNr = 219 227 226 smoothingGroup = 6 } 354 { materialNr = 1 normalVertexNr = 27 21 35 positionVertexNr = 224 227 216 smoothingGroup = 9 } 355 { materialNr = 1 normalVertexNr = 32 35 21 positionVertexNr = 219 216 227 smoothingGroup = 35 } 356 { materialNr = 1 normalVertexNr = 3 0 9 positionVertexNr = 234 235 232 smoothingGroup = 4 } 357 { materialNr = 1 normalVertexNr = 6 9 0 positionVertexNr = 233 232 235 smoothingGroup = 4 } 358 { materialNr = 1 normalVertexNr = 18 10 16 positionVertexNr = 228 232 229 smoothingGroup = 2 } 359 { materialNr = 1 normalVertexNr = 16 10 7 positionVertexNr = 229 232 233 smoothingGroup = 2 } 360 { materialNr = 1 normalVertexNr = 14 4 19 positionVertexNr = 230 234 228 smoothingGroup = 1 } 361 { materialNr = 1 normalVertexNr = 19 4 11 positionVertexNr = 228 234 232 smoothingGroup = 1 } 362 { materialNr = 1 normalVertexNr = 15 12 5 positionVertexNr = 230 231 234 smoothingGroup = 2 } 363 { materialNr = 1 normalVertexNr = 12 1 5 positionVertexNr = 231 235 234 smoothingGroup = 2 } 364 { materialNr = 1 normalVertexNr = 13 17 2 positionVertexNr = 231 229 235 smoothingGroup = 1 } 365 { materialNr = 1 normalVertexNr = 17 8 2 positionVertexNr = 229 233 235 smoothingGroup = 1 } } }