25067 lines
702 KiB (Stored with Git LFS)
Text
25067 lines
702 KiB (Stored with Git LFS)
Text
# Wavefront OBJ file
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# Exported by Misfit Model 3D 1.3.8
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# Sun Mar 29 00:29:20 2015
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mtllib elmer.mtl
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# 1887 Vertices
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v -10.413849 59.75038 83.619217
|
|
v -13.252563 43.378035 84.243233
|
|
v -11.592041 46.349562 95.059669
|
|
v -10.743132 33.493513 85.075272
|
|
v -9.413971 38.36006 94.435623
|
|
v 8.013031 52.540812 57.340893
|
|
v 8.398102 34.89567 63.095772
|
|
v 2.785858 46.533304 48.119179
|
|
v 8.5448 30.237101 45.969765
|
|
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|
|
v 11.257324 25.615822 27.041037
|
|
v 31.895752 22.673218 -102.201248
|
|
v 34.08725 23.764589 -93.811577
|
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|
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|
|
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|
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v 34.076966 25.651278 -93.187599
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|
v -33.267273 26.546083 -93.326241
|
|
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|
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|
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|
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v -0.169739 3.423224 -28.081066
|
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v -0.225403 12.630775 15.531271
|
|
v -46.154266 13.645697 -27.31838
|
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v -46.021423 16.94953 -20.454145
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v -7.040649 63.533247 72.594788
|
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v -6.142242 63.597059 83.757896
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v -9.07846 58.826429 97.971771
|
|
v -5.372772 62.216291 98.526459
|
|
v -4.50833 60.475843 102.131927
|
|
v -7.89682 40.479506 96.93174
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|
v -0.22699 37.247206 96.585045
|
|
v -0.253571 34.558393 94.158279
|
|
v 9.003998 38.11482 94.435623
|
|
v -0.299744 29.043806 87.294044
|
|
v 10.278229 33.21382 85.075272
|
|
v -12.438629 28.694317 68.989326
|
|
v -19.642486 23.795723 25.931684
|
|
v -18.213074 20.55793 14.629912
|
|
v -14.423981 42.164896 9.499039
|
|
v -7.417145 52.658178 1.733413
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|
v -3.78183 55.211889 -1.109401
|
|
v 0.392029 39.930609 -44.167011
|
|
v -3.528015 21.528688 -83.619186
|
|
v 0.362854 26.066195 -82.509804
|
|
v 0.325134 22.820498 -84.03524
|
|
v 4.138306 21.426851 -83.619186
|
|
v 6.597137 37.402563 -42.780285
|
|
v 6.969696 19.247927 -83.13385
|
|
v 9.163482 13.933199 -81.816475
|
|
v 13.061127 43.027205 84.312592
|
|
v 11.392914 46.042952 95.059669
|
|
v 10.673096 59.468367 83.688545
|
|
v 9.194642 58.582106 97.971771
|
|
v 6.506836 63.427778 83.757896
|
|
v 5.578094 62.069746 98.526459
|
|
v 0.214172 65.948652 84.03524
|
|
v 0.123779 63.723463 98.595787
|
|
v 0.085815 62.047438 102.270607
|
|
v 4.636598 60.353529 102.201279
|
|
v 7.660645 57.392134 101.438568
|
|
v 9.515076 47.054914 97.971771
|
|
v 7.5242 40.274061 97.00106
|
|
v -7.605865 57.596205 101.438568
|
|
v -9.711517 47.311476 97.971771
|
|
v 12.333313 56.313032 69.752014
|
|
v 7.49527 63.338697 72.664146
|
|
v 8.679077 61.134256 61.501045
|
|
v 7.41925 68.56822 60.877007
|
|
v -8.191803 61.359995 61.501045
|
|
v -6.725433 68.757734 60.877007
|
|
v 0.391754 71.875715 60.599655
|
|
v 15.517183 73.35243 55.052799
|
|
v 0.21048 58.59413 60.877007
|
|
v 15.43277 70.681685 54.428753
|
|
v 0.240173 60.197031 58.935612
|
|
v 14.529022 72.273207 52.626038
|
|
v 45.957794 15.729589 -20.315439
|
|
v -0.18924 19.80485 30.299837
|
|
v 0.280457 67.385969 72.802788
|
|
v -7.729858 54.773138 9.915058
|
|
v -13.647491 41.85737 17.542013
|
|
v -7.724426 52.751047 57.340893
|
|
v -8.635588 35.122416 63.026421
|
|
v -7.033844 9.477969 -80.707085
|
|
v 0.099396 40.581797 28.635761
|
|
v 0.182495 43.884348 19.414082
|
|
v 0.420074 58.746103 10.747097
|
|
v -8.76712 30.467325 45.969765
|
|
v -4.870575 38.961008 28.843784
|
|
v -11.447265 25.917521 26.971716
|
|
v 0.903625 62.644564 -93.256889
|
|
v 2.311431 63.047121 -87.016701
|
|
v 4.350739 33.945562 -49.159245
|
|
v -0.544434 63.08539 -87.016701
|
|
v -3.686066 34.052526 -49.159245
|
|
v 0.879333 65.591894 -77.725639
|
|
v 0.209808 24.206791 -51.655293
|
|
v -2.616486 62.306253 57.89555
|
|
v 3.161469 62.228983 57.89555
|
|
v -2.68457 57.55485 55.954155
|
|
v 3.117157 57.477335 55.954155
|
|
v -13.664703 72.651167 52.626038
|
|
v -28.52594 71.677351 50.892639
|
|
v -14.643402 73.75688 55.052799
|
|
v -27.460174 69.188673 50.96196
|
|
v -14.625914 71.084608 54.359432
|
|
v -28.090088 70.587111 48.257851
|
|
v 28.925934 69.823011 48.327202
|
|
v 28.235993 68.442488 51.031315
|
|
v 29.369507 70.90135 50.96196
|
|
v 5.30014 62.40867 65.106514
|
|
v -4.809235 62.543985 65.106514
|
|
v -4.944519 54.206766 61.639717
|
|
v 5.237732 54.070688 61.709045
|
|
v -45.583404 8.920628 -52.764675
|
|
v -0.13916 17.685005 11.232438
|
|
v -46.204407 16.824011 -28.566406
|
|
v 46.204407 15.598486 -28.427767
|
|
v 0.122803 48.194773 47.980507
|
|
v -2.585602 46.60496 48.119179
|
|
v -3.510254 60.463663 7.21095
|
|
v -0.077545 45.009535 85.90731
|
|
v 0.243073 61.235849 61.639717
|
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|
|
# 9852 Texture Coordinates
|
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vt 0.823095 0.825412
|
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vt 0.823095 0.824982
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vt 0.825412 0.824982
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vt 0.823095 0.825412
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vt 0.823095 0.824982
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vt 0.825412 0.824982
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vt 0.823095 0.825412
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vt 0.823095 0.824982
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vt 0.825412 0.824982
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vt 0.823095 0.825412
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vt 0.823095 0.824982
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vt 0.825412 0.824982
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vt 0.823095 0.825412
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vt 0.823095 0.824982
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vt 0.825412 0.824982
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vt 0.823095 0.825412
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vt 0.823095 0.824982
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vt 0.825412 0.824982
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vt 0.823095 0.825412
|
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vt 0.823095 0.824982
|
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vt 0.825412 0.824982
|
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vt 0.823095 0.825412
|
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vt 0.823095 0.824982
|
|
vt 0.825412 0.824982
|
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vt 0.823095 0.825412
|
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vt 0.823095 0.824982
|
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vt 0.825412 0.824982
|
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vt 0.823095 0.825412
|
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vt 0.823095 0.824982
|
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vt 0.825412 0.824982
|
|
vt 0.933375 0.769681
|
|
vt 0.933375 0.765502
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|
vt 0.934596 0.765502
|
|
vt 0.933375 0.769681
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|
vt 0.933375 0.765502
|
|
vt 0.934596 0.765502
|
|
vt 0.933375 0.769681
|
|
vt 0.933375 0.765502
|
|
vt 0.934596 0.765502
|
|
vt 0.933375 0.769681
|
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vt 0.933375 0.765502
|
|
vt 0.934596 0.765502
|
|
vt 0.933375 0.769681
|
|
vt 0.933375 0.765502
|
|
vt 0.934596 0.765502
|
|
vt 0.933375 0.769681
|
|
vt 0.933375 0.765502
|
|
vt 0.934596 0.765502
|
|
vt 0.933375 0.769681
|
|
vt 0.933375 0.765502
|
|
vt 0.934596 0.765502
|
|
vt 0.933375 0.769681
|
|
vt 0.933375 0.765502
|
|
vt 0.934596 0.765502
|
|
vt 0.933375 0.769681
|
|
vt 0.933375 0.765502
|
|
vt 0.934596 0.765502
|
|
vt 0.933375 0.769681
|
|
vt 0.933375 0.765502
|
|
vt 0.934596 0.765502
|
|
vt 0.933375 0.769681
|
|
vt 0.933375 0.765502
|
|
vt 0.934596 0.765502
|
|
vt 0.933375 0.769681
|
|
vt 0.933375 0.765502
|
|
vt 0.934596 0.765502
|
|
vt 0.933375 0.769681
|
|
vt 0.933375 0.765502
|
|
vt 0.934596 0.765502
|
|
vt 0.933375 0.769681
|
|
vt 0.933375 0.765502
|
|
vt 0.934596 0.765502
|
|
vt 0.933375 0.769681
|
|
vt 0.933375 0.765502
|
|
vt 0.934596 0.765502
|
|
vt 0.933375 0.769681
|
|
vt 0.933375 0.765502
|
|
vt 0.934596 0.765502
|
|
vt 0.933375 0.769681
|
|
vt 0.933375 0.765502
|
|
vt 0.934596 0.765502
|
|
vt 0.933375 0.769681
|
|
vt 0.933375 0.765502
|
|
vt 0.934596 0.765502
|
|
vt 0.933375 0.769681
|
|
vt 0.933375 0.765502
|
|
vt 0.934596 0.765502
|
|
vt 0.933375 0.769681
|
|
vt 0.933375 0.765502
|
|
vt 0.934596 0.765502
|
|
vt 0.933375 0.769681
|
|
vt 0.933375 0.765502
|
|
vt 0.934596 0.765502
|
|
vt 0.933375 0.769681
|
|
vt 0.933375 0.765502
|
|
vt 0.934596 0.765502
|
|
vt 0.933375 0.769681
|
|
vt 0.933375 0.765502
|
|
vt 0.934596 0.765502
|
|
vt 0.933375 0.769681
|
|
vt 0.933375 0.765502
|
|
vt 0.934596 0.765502
|
|
vt 0.933375 0.769681
|
|
vt 0.933375 0.765502
|
|
vt 0.934596 0.765502
|
|
vt 0.933375 0.769681
|
|
vt 0.933375 0.765502
|
|
vt 0.934596 0.765502
|
|
vt 0.933375 0.769681
|
|
vt 0.933375 0.765502
|
|
vt 0.934596 0.765502
|
|
vt 0.933375 0.769681
|
|
vt 0.933375 0.765502
|
|
vt 0.934596 0.765502
|
|
vt 0.040462 0.76602
|
|
vt 0.040462 0.765502
|
|
vt 0.05991 0.765502
|
|
vt 0.040462 0.76602
|
|
vt 0.040462 0.765502
|
|
vt 0.05991 0.765502
|
|
vt 0.040462 0.76602
|
|
vt 0.040462 0.765502
|
|
vt 0.05991 0.765502
|
|
vt 0.040462 0.76602
|
|
vt 0.040462 0.765502
|
|
vt 0.05991 0.765502
|
|
vt 0.040462 0.76602
|
|
vt 0.040462 0.765502
|
|
vt 0.05991 0.765502
|
|
vt 0.040462 0.76602
|
|
vt 0.040462 0.765502
|
|
vt 0.05991 0.765502
|
|
vt 0.040462 0.76602
|
|
vt 0.040462 0.765502
|
|
vt 0.05991 0.765502
|
|
vt 0.040462 0.76602
|
|
vt 0.040462 0.765502
|
|
vt 0.05991 0.765502
|
|
vt 0.040462 0.76602
|
|
vt 0.040462 0.765502
|
|
vt 0.05991 0.765502
|
|
vt 0.040462 0.76602
|
|
vt 0.040462 0.765502
|
|
vt 0.05991 0.765502
|
|
vt 0.040462 0.76602
|
|
vt 0.040462 0.765502
|
|
vt 0.05991 0.765502
|
|
vt 0.040462 0.76602
|
|
vt 0.040462 0.765502
|
|
vt 0.05991 0.765502
|
|
vt 0.040462 0.76602
|
|
vt 0.040462 0.765502
|
|
vt 0.05991 0.765502
|
|
vt 0.040462 0.76602
|
|
vt 0.040462 0.765502
|
|
vt 0.05991 0.765502
|
|
vt 0.040462 0.76602
|
|
vt 0.040462 0.765502
|
|
vt 0.05991 0.765502
|
|
vt 0.040462 0.76602
|
|
vt 0.040462 0.765502
|
|
vt 0.05991 0.765502
|
|
vt 0.040462 0.76602
|
|
vt 0.040462 0.765502
|
|
vt 0.05991 0.765502
|
|
vt 0.040462 0.76602
|
|
vt 0.040462 0.765502
|
|
vt 0.05991 0.765502
|
|
vt 0.040462 0.76602
|
|
vt 0.040462 0.765502
|
|
vt 0.05991 0.765502
|
|
vt 0.040462 0.76602
|
|
vt 0.040462 0.765502
|
|
vt 0.05991 0.765502
|
|
vt 0.040462 0.76602
|
|
vt 0.040462 0.765502
|
|
vt 0.05991 0.765502
|
|
vt 0.040462 0.76602
|
|
vt 0.040462 0.765502
|
|
vt 0.05991 0.765502
|
|
vt 0.040462 0.76602
|
|
vt 0.040462 0.765502
|
|
vt 0.05991 0.765502
|
|
vt 0.040462 0.76602
|
|
vt 0.040462 0.765502
|
|
vt 0.05991 0.765502
|
|
vt 0.040462 0.76602
|
|
vt 0.040462 0.765502
|
|
vt 0.05991 0.765502
|
|
vt 0.040462 0.76602
|
|
vt 0.040462 0.765502
|
|
vt 0.05991 0.765502
|
|
vt 0.040462 0.76602
|
|
vt 0.040462 0.765502
|
|
vt 0.05991 0.765502
|
|
vt 0.040462 0.76602
|
|
vt 0.040462 0.765502
|
|
vt 0.05991 0.765502
|
|
vt 0.040462 0.76602
|
|
vt 0.040462 0.765502
|
|
vt 0.05991 0.765502
|
|
vt 0.040462 0.76602
|
|
vt 0.040462 0.765502
|
|
vt 0.05991 0.765502
|
|
vt 0.040462 0.76602
|
|
vt 0.040462 0.765502
|
|
vt 0.05991 0.765502
|
|
vt 0.040462 0.76602
|
|
vt 0.040462 0.765502
|
|
vt 0.05991 0.765502
|
|
vt 0.040462 0.76602
|
|
vt 0.040462 0.765502
|
|
vt 0.05991 0.765502
|
|
vt 0.040462 0.76602
|
|
vt 0.040462 0.765502
|
|
vt 0.05991 0.765502
|
|
vt 0.040462 0.76602
|
|
vt 0.040462 0.765502
|
|
vt 0.05991 0.765502
|
|
vt 0.040462 0.76602
|
|
vt 0.040462 0.765502
|
|
vt 0.05991 0.765502
|
|
vt 0.040462 0.76602
|
|
vt 0.040462 0.765502
|
|
vt 0.05991 0.765502
|
|
vt 0.040462 0.76602
|
|
vt 0.040462 0.765502
|
|
vt 0.05991 0.765502
|
|
vt 0.040462 0.76602
|
|
vt 0.040462 0.765502
|
|
vt 0.05991 0.765502
|
|
vt 0.040462 0.76602
|
|
vt 0.040462 0.765502
|
|
vt 0.05991 0.765502
|
|
vt 0.040462 0.76602
|
|
vt 0.040462 0.765502
|
|
vt 0.05991 0.765502
|
|
vt 0.040462 0.76602
|
|
vt 0.040462 0.765502
|
|
vt 0.05991 0.765502
|
|
vt 0.040462 0.76602
|
|
vt 0.040462 0.765502
|
|
vt 0.05991 0.765502
|
|
vt 0.040462 0.76602
|
|
vt 0.040462 0.765502
|
|
vt 0.05991 0.765502
|
|
vt 0.040462 0.76602
|
|
vt 0.040462 0.765502
|
|
vt 0.05991 0.765502
|
|
vt 0.040462 0.76602
|
|
vt 0.040462 0.765502
|
|
vt 0.05991 0.765502
|
|
vt 0.040462 0.76602
|
|
vt 0.040462 0.765502
|
|
vt 0.05991 0.765502
|
|
vt 0.040462 0.76602
|
|
vt 0.040462 0.765502
|
|
vt 0.05991 0.765502
|
|
vt 0.040462 0.76602
|
|
vt 0.040462 0.765502
|
|
vt 0.05991 0.765502
|
|
vt 0.040462 0.76602
|
|
vt 0.040462 0.765502
|
|
vt 0.05991 0.765502
|
|
vt 0.040462 0.76602
|
|
vt 0.040462 0.765502
|
|
vt 0.05991 0.765502
|
|
vt 0.040462 0.76602
|
|
vt 0.040462 0.765502
|
|
vt 0.05991 0.765502
|
|
vt 0.040462 0.76602
|
|
vt 0.040462 0.765502
|
|
vt 0.05991 0.765502
|
|
vt 0.040462 0.76602
|
|
vt 0.040462 0.765502
|
|
vt 0.05991 0.765502
|
|
vt 0.040462 0.76602
|
|
vt 0.040462 0.765502
|
|
vt 0.05991 0.765502
|
|
vt 0.040462 0.76602
|
|
vt 0.040462 0.765502
|
|
vt 0.05991 0.765502
|
|
vt 0.040462 0.76602
|
|
vt 0.040462 0.765502
|
|
vt 0.05991 0.765502
|
|
vt 0.040462 0.76602
|
|
vt 0.040462 0.765502
|
|
vt 0.05991 0.765502
|
|
vt 0.040462 0.76602
|
|
vt 0.040462 0.765502
|
|
vt 0.05991 0.765502
|
|
vt 0.040462 0.76602
|
|
vt 0.040462 0.765502
|
|
vt 0.05991 0.765502
|
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|
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|
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vt 0.040462 0.765502
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|
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vt 0.040462 0.765502
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vt 0.05991 0.765502
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vt 0.040462 0.76602
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vt 0.040462 0.765502
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vt 0.05991 0.765502
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vt 0.040462 0.765502
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vt 0.05991 0.765502
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vt 0.040462 0.765502
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vt 0.05991 0.765502
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vt 0.040462 0.765502
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vt 0.05991 0.765502
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vt 0.040462 0.765502
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vt 0.05991 0.765502
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vt 0.040462 0.765502
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vt 0.05991 0.765502
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vt 0.040462 0.765502
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vt 0.05991 0.765502
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vt 0.040462 0.765502
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vt 0.05991 0.765502
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vt 0.040462 0.765502
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vt 0.05991 0.765502
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vt 0.040462 0.765502
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vt 0.05991 0.765502
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vt 0.05991 0.765502
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vt 0.05991 0.765502
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vt 0.040462 0.765502
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vt 0.05991 0.765502
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vt 0.040462 0.765502
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vt 0.05991 0.765502
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vt 0.040462 0.76602
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vt 0.040462 0.765502
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vt 0.05991 0.765502
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vt 0.040462 0.765502
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vt 0.05991 0.765502
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vt 0.040462 0.76602
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vt 0.040462 0.765502
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vt 0.05991 0.765502
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vt 0.040462 0.765502
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vt 0.05991 0.765502
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vt 0.040462 0.765502
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vt 0.05991 0.765502
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vt 0.05991 0.765502
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vt 0.040462 0.765502
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vt 0.05991 0.765502
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vt 0.05991 0.765502
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vt 0.040462 0.765502
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vt 0.05991 0.765502
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vt 0.040462 0.765502
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vt 0.05991 0.765502
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vt 0.040462 0.765502
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vt 0.05991 0.765502
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vt 0.040462 0.765502
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vt 0.05991 0.765502
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vt 0.040462 0.765502
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vt 0.05991 0.765502
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vt 0.05991 0.765502
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vt 0.05991 0.765502
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vt 0.040462 0.765502
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vt 0.05991 0.765502
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vt 0.040462 0.765502
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vt 0.05991 0.765502
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vt 0.040462 0.765502
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vt 0.05991 0.765502
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vt 0.040462 0.765502
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vt 0.05991 0.765502
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vt 0.05991 0.765502
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vt 0.040462 0.765502
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vt 0.05991 0.765502
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vt 0.040462 0.765502
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vt 0.05991 0.765502
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vt 0.040462 0.765502
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vt 0.05991 0.765502
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vt 0.040462 0.765502
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vt 0.05991 0.765502
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vt 0.05991 0.765502
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vt 0.05991 0.765502
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vt 0.05991 0.765502
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vt 0.05991 0.765502
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vt 0.05991 0.765502
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vt 0.05991 0.765502
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vt 0.040462 0.765502
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vt 0.05991 0.765502
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vt 0.040462 0.76602
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vt 0.040462 0.765502
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vt 0.05991 0.765502
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vt 0.05991 0.765502
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vt 0.040462 0.76602
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vt 0.040462 0.765502
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vt 0.05991 0.765502
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vt 0.040462 0.765502
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vt 0.05991 0.765502
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vt 0.040462 0.765502
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vt 0.05991 0.765502
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vt 0.040462 0.765502
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vt 0.05991 0.765502
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vt 0.040462 0.76602
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vt 0.040462 0.765502
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vt 0.040462 0.76602
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vt 0.040462 0.76602
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vt 0.040462 0.765502
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vt 0.05991 0.765502
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vt 0.040462 0.765502
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vt 0.040462 0.76602
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vt 0.05991 0.765502
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vt 0.040462 0.765502
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vt 0.05991 0.765502
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vt 0.040462 0.76602
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vt 0.040462 0.765502
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vt 0.05991 0.765502
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vt 0.040462 0.76602
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vt 0.040462 0.765502
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vt 0.05991 0.765502
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vt 0.040462 0.76602
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vt 0.040462 0.765502
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vt 0.05991 0.765502
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vt 0.040462 0.76602
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vt 0.040462 0.765502
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vt 0.05991 0.765502
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vt 0.040462 0.76602
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vt 0.040462 0.765502
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vt 0.05991 0.765502
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|
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|
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|
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vt 0.05991 0.765502
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vt 0.040462 0.76602
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vt 0.040462 0.765502
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vt 0.05991 0.765502
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vt 0.040462 0.76602
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vt 0.040462 0.765502
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vt 0.05991 0.765502
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vt 0.040462 0.765502
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vt 0.05991 0.765502
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vt 0.05991 0.765502
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vt 0.05991 0.765502
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vt 0.05991 0.765502
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|
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|
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vt 0.093897 0.85138
|
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|
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vt 0.093822 0.851502
|
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vt 0.093819 0.851615
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|
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|
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|
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|
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|
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|
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|
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|
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vt 0.091948 0.849853
|
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|
|
vt 0.656963 0.820148
|
|
vt 0.646008 0.794287
|
|
vt 0.671108 0.765656
|
|
vt 0.646008 0.794287
|
|
vt 0.646008 0.794287
|
|
vt 0.671108 0.765656
|
|
vt 0.671108 0.765656
|
|
vt 0.646008 0.794287
|
|
vt 0.671108 0.765656
|
|
vt 0.646008 0.794287
|
|
vt 0.690564 0.811586
|
|
vt 0.671108 0.765656
|
|
vt 0.385742 0.787109
|
|
vt 0.021918 0.779297
|
|
vt 0.382813 0.822266
|
|
vt 0.021918 0.779297
|
|
vt 0.032552 0.876302
|
|
vt 0.382813 0.822266
|
|
vt 0.382813 0.822266
|
|
vt 0.032552 0.876302
|
|
vt 0.042535 0.949653
|
|
vt 0.042535 0.949653
|
|
vt 0.379883 0.850586
|
|
vt 0.382813 0.822266
|
|
vt 0.379883 0.850586
|
|
vt 0.042535 0.949653
|
|
vt 0.382813 0.822266
|
|
vt 0.382813 0.822266
|
|
vt 0.042535 0.949653
|
|
vt 0.032552 0.876302
|
|
vt 0.032552 0.876302
|
|
vt 0.021918 0.779297
|
|
vt 0.382813 0.822266
|
|
vt 0.021918 0.779297
|
|
vt 0.385742 0.787109
|
|
vt 0.382813 0.822266
|
|
vt 0.46875 0.285156
|
|
vt 0.516113 0.285156
|
|
vt 0.461342 0.343009
|
|
vt 0.854801 0.286415
|
|
vt 0.928711 0.371094
|
|
vt 0.920313 0.303906
|
|
vt 0.914258 0.274023
|
|
vt 0.920313 0.303906
|
|
vt 0.865625 0.246875
|
|
vt 0.865625 0.246875
|
|
vt 0.854801 0.286415
|
|
vt 0.920313 0.303906
|
|
vt 0.560056 0.855193
|
|
vt 0.560056 0.860439
|
|
vt 0.599548 0.86909
|
|
vt 0.392187 0.58125
|
|
vt 0.318359 0.553906
|
|
vt 0.4 0.564844
|
|
vt 0.748047 0.295898
|
|
vt 0.748599 0.279586
|
|
vt 0.608992 0.294988
|
|
vt 0.077108 0.44039
|
|
vt 0.290415 0.282752
|
|
vt 0.078537 0.419697
|
|
vt 0.748599 0.279586
|
|
vt 0.499699 0.279586
|
|
vt 0.608992 0.294988
|
|
vt 0.608992 0.294988
|
|
vt 0.500488 0.295898
|
|
vt 0.499699 0.279586
|
|
vt 0.542969 0.446777
|
|
vt 0.647949 0.466797
|
|
vt 0.623535 0.353516
|
|
vt 0.647949 0.466797
|
|
vt 0.699219 0.495605
|
|
vt 0.722168 0.352539
|
|
vt 0.722168 0.352539
|
|
vt 0.647949 0.466797
|
|
vt 0.699219 0.495605
|
|
vt 0.699219 0.495605
|
|
vt 0.722168 0.352539
|
|
vt 0.647949 0.466797
|
|
vt 0.722168 0.352539
|
|
vt 0.647949 0.466797
|
|
vt 0.699219 0.495605
|
|
vt 0.699219 0.495605
|
|
vt 0.722168 0.352539
|
|
vt 0.647949 0.466797
|
|
vt 0.647949 0.466797
|
|
vt 0.722168 0.352539
|
|
vt 0.623535 0.353516
|
|
vt 0.638804 0.963479
|
|
vt 0.638804 0.860901
|
|
vt 0.70872 0.911298
|
|
vt 0.638804 0.860901
|
|
vt 0.70872 0.911298
|
|
vt 0.638804 0.963479
|
|
vt 0.638804 0.963479
|
|
vt 0.638804 0.860901
|
|
vt 0.70872 0.911298
|
|
vt 0.690652 0.255507
|
|
vt 0.517688 0.234936
|
|
vt 0.651429 0.291197
|
|
vt 0.530113 0.927099
|
|
vt 0.543327 0.877279
|
|
vt 0.539564 0.872033
|
|
vt 0.539564 0.872033
|
|
vt 0.530113 0.927099
|
|
vt 0.543327 0.877279
|
|
vt 0.530113 0.927099
|
|
vt 0.543327 0.877279
|
|
vt 0.539564 0.872033
|
|
vt 0.758789 0.350586
|
|
vt 0.726563 0.357422
|
|
vt 0.765625 0.500977
|
|
vt 0.530113 0.927099
|
|
vt 0.543327 0.877279
|
|
vt 0.539564 0.872033
|
|
vt 0.795313 0.555469
|
|
vt 0.730664 0.558984
|
|
vt 0.732031 0.615625
|
|
vt 0.730664 0.558984
|
|
vt 0.795313 0.555469
|
|
vt 0.776172 0.508398
|
|
vt 0.981001 0.153232
|
|
vt 0.978516 0.189887
|
|
vt 0.827474 0.091797
|
|
vt 0.530113 0.927099
|
|
vt 0.543327 0.877279
|
|
vt 0.539564 0.872033
|
|
vt 0.543327 0.877279
|
|
vt 0.539564 0.872033
|
|
vt 0.530113 0.927099
|
|
vt 0.861979 0.537108
|
|
vt 0.859202 0.50529
|
|
vt 0.795313 0.555469
|
|
vt 0.560056 0.855193
|
|
vt 0.560056 0.860439
|
|
vt 0.599548 0.86909
|
|
vt 0.599548 0.86909
|
|
vt 0.560056 0.855193
|
|
vt 0.560056 0.860439
|
|
vt 0.873508 0.196393
|
|
vt 0.908699 0.174034
|
|
vt 0.901079 0.201875
|
|
vt 0.901079 0.201875
|
|
vt 0.873508 0.196393
|
|
vt 0.908699 0.174034
|
|
vt 0.908699 0.174034
|
|
vt 0.901079 0.201875
|
|
vt 0.873508 0.196393
|
|
vt 0.873508 0.196393
|
|
vt 0.908699 0.174034
|
|
vt 0.901079 0.201875
|
|
vt 0.908699 0.174034
|
|
vt 0.901079 0.201875
|
|
vt 0.873508 0.196393
|
|
vt 0.901079 0.201875
|
|
vt 0.873508 0.196393
|
|
vt 0.908699 0.174034
|
|
vt 0.908699 0.174034
|
|
vt 0.901079 0.201875
|
|
vt 0.873508 0.196393
|
|
vt 0.873508 0.196393
|
|
vt 0.908699 0.174034
|
|
vt 0.901079 0.201875
|
|
vt 0.873508 0.196393
|
|
vt 0.908699 0.174034
|
|
vt 0.901079 0.201875
|
|
vt 0.908699 0.174034
|
|
vt 0.901079 0.201875
|
|
vt 0.873508 0.196393
|
|
vt 0.074964 0.471431
|
|
vt 0.282227 0.338341
|
|
vt 0.077108 0.44039
|
|
vt 0.295313 0.855859
|
|
vt 0.013672 0.961914
|
|
vt 0.299805 0.820313
|
|
vt 0.450286 0.511365
|
|
vt 0.485352 0.491211
|
|
vt 0.507813 0.34375
|
|
vt 0.765625 0.500977
|
|
vt 0.726563 0.357422
|
|
vt 0.758789 0.350586
|
|
vt 0.392187 0.58125
|
|
vt 0.318359 0.553906
|
|
vt 0.4 0.564844
|
|
vt 0.823331 0.05522
|
|
vt 0.827474 0.091797
|
|
vt 0.981001 0.153232
|
|
vt 0.719238 0.572754
|
|
vt 0.693034 0.640462
|
|
vt 0.697754 0.650553
|
|
vt 0.697754 0.650553
|
|
vt 0.719238 0.572754
|
|
vt 0.693034 0.640462
|
|
vt 0.719238 0.572754
|
|
vt 0.693034 0.640462
|
|
vt 0.697754 0.650553
|
|
vt 0.697754 0.650553
|
|
vt 0.719238 0.572754
|
|
vt 0.693034 0.640462
|
|
vt 0.719238 0.572754
|
|
vt 0.693034 0.640462
|
|
vt 0.697754 0.650553
|
|
vt 0.697754 0.650553
|
|
vt 0.719238 0.572754
|
|
vt 0.693034 0.640462
|
|
vt 0.718262 0.576986
|
|
vt 0.697754 0.650553
|
|
vt 0.698568 0.651367
|
|
vt 0.697754 0.650553
|
|
vt 0.719238 0.572754
|
|
vt 0.693034 0.640462
|
|
vt 0.392187 0.58125
|
|
vt 0.318359 0.553906
|
|
vt 0.4 0.564844
|
|
vt 0.711426 0.574382
|
|
vt 0.715658 0.573893
|
|
vt 0.695964 0.646484
|
|
vt 0.722168 0.352539
|
|
vt 0.647949 0.466797
|
|
vt 0.699219 0.495605
|
|
vt 0.859202 0.50529
|
|
vt 0.776172 0.508398
|
|
vt 0.795313 0.555469
|
|
vt 0.533203 0.296875
|
|
vt 0.489444 0.482399
|
|
vt 0.501953 0.280273
|
|
vt 0.411784 0.609701
|
|
vt 0.44043 0.646159
|
|
vt 0.40625 0.621094
|
|
vt 0.392187 0.58125
|
|
vt 0.318359 0.553906
|
|
vt 0.4 0.564844
|
|
vt 0.638804 0.963479
|
|
vt 0.638804 0.860901
|
|
vt 0.70872 0.911298
|
|
vt 0.638804 0.860901
|
|
vt 0.70872 0.911298
|
|
vt 0.638804 0.963479
|
|
vt 0.799316 0.582845
|
|
vt 0.797201 0.555827
|
|
vt 0.861914 0.537092
|
|
vt 0.679916 0.778419
|
|
vt 0.664756 0.770717
|
|
vt 0.67938 0.74393
|
|
vt 0.664756 0.770717
|
|
vt 0.679916 0.778419
|
|
vt 0.67938 0.74393
|
|
vt 0.392187 0.58125
|
|
vt 0.318359 0.553906
|
|
vt 0.4 0.564844
|
|
vt 0.530113 0.927099
|
|
vt 0.543327 0.877279
|
|
vt 0.539564 0.872033
|
|
vt 0.543327 0.877279
|
|
vt 0.539564 0.872033
|
|
vt 0.530113 0.927099
|
|
vt 0.501953 0.280273
|
|
vt 0.489444 0.482399
|
|
vt 0.533203 0.296875
|
|
vt 0.516113 0.285156
|
|
vt 0.52654 0.226907
|
|
vt 0.489583 0.228516
|
|
vt 0.690652 0.255507
|
|
vt 0.517688 0.234936
|
|
vt 0.651429 0.291197
|
|
vt 0.075 0.519531
|
|
vt 0.232422 0.556083
|
|
vt 0.073438 0.507031
|
|
vt 0.447266 0.626628
|
|
vt 0.411784 0.609701
|
|
vt 0.41862 0.593099
|
|
vt 0.392187 0.58125
|
|
vt 0.318359 0.553906
|
|
vt 0.4 0.564844
|
|
vt 0.861914 0.537092
|
|
vt 0.797201 0.555827
|
|
vt 0.799316 0.582845
|
|
vt 0.44043 0.646159
|
|
vt 0.447266 0.626628
|
|
vt 0.411784 0.609701
|
|
vt 0.447266 0.626628
|
|
vt 0.452474 0.598633
|
|
vt 0.41862 0.593099
|
|
vt 0.392187 0.58125
|
|
vt 0.318359 0.553906
|
|
vt 0.4 0.564844
|
|
vt 0.638804 0.963479
|
|
vt 0.638804 0.860901
|
|
vt 0.70872 0.911298
|
|
vt 0.392187 0.58125
|
|
vt 0.318359 0.553906
|
|
vt 0.4 0.564844
|
|
vt 0.859165 0.505369
|
|
vt 0.928711 0.371094
|
|
vt 0.952872 0.468324
|
|
|
|
# 9852 Vertex Normals
|
|
vn -0.339463 0.653898 0.676153
|
|
vn 0.225777 0.374564 0.899292
|
|
vn -0.009318 0.970604 0.240502
|
|
vn 0.225777 0.374564 0.899292
|
|
vn 0.574064 0.457689 0.678948
|
|
vn -0.009318 0.970604 0.240502
|
|
vn -0.009318 0.970604 0.240502
|
|
vn 0.574064 0.457689 0.678948
|
|
vn 0.286495 0.952925 -0.099273
|
|
vn 0.574064 0.457689 0.678948
|
|
vn 0.681964 0.731051 -0.022097
|
|
vn 0.286495 0.952925 -0.099273
|
|
vn 0.43791 0.800445 0.409295
|
|
vn -0.065181 0.988549 0.136097
|
|
vn 0.128984 0.493355 0.860212
|
|
vn -0.065181 0.988549 0.136097
|
|
vn -0.358951 0.475041 0.803424
|
|
vn 0.128984 0.493355 0.860212
|
|
vn -0.065181 0.988549 0.136097
|
|
vn -0.436446 0.898001 -0.055755
|
|
vn -0.358951 0.475041 0.803424
|
|
vn -0.436446 0.898001 -0.055755
|
|
vn -0.751634 0.641206 0.154601
|
|
vn -0.358951 0.475041 0.803424
|
|
vn -0.358951 0.475041 0.803424
|
|
vn -0.751634 0.641206 0.154601
|
|
vn -0.79876 0.204545 0.565813
|
|
vn 0.923482 0.283645 0.258314
|
|
vn 0.681964 0.731051 -0.022097
|
|
vn 0.574064 0.457689 0.678948
|
|
vn -0.358951 0.475041 0.803424
|
|
vn 0.098395 -0.022087 0.994902
|
|
vn 0.128984 0.493355 0.860212
|
|
vn 0.098395 -0.022087 0.994902
|
|
vn 0.652861 0.4976 0.57111
|
|
vn 0.128984 0.493355 0.860212
|
|
vn 0.128984 0.493355 0.860212
|
|
vn 0.652861 0.4976 0.57111
|
|
vn 0.43791 0.800445 0.409295
|
|
vn 0.652861 0.4976 0.57111
|
|
vn 0.391093 0.91216 -0.122515
|
|
vn 0.43791 0.800445 0.409295
|
|
vn 0.43791 0.800445 0.409295
|
|
vn 0.391093 0.91216 -0.122515
|
|
vn -0.065181 0.988549 0.136097
|
|
vn 0.391093 0.91216 -0.122515
|
|
vn -0.274105 0.847949 -0.453706
|
|
vn -0.065181 0.988549 0.136097
|
|
vn -0.065181 0.988549 0.136097
|
|
vn -0.274105 0.847949 -0.453706
|
|
vn -0.436446 0.898001 -0.055755
|
|
vn -0.274105 0.847949 -0.453706
|
|
vn -0.801752 0.521346 -0.292221
|
|
vn -0.436446 0.898001 -0.055755
|
|
vn -0.436446 0.898001 -0.055755
|
|
vn -0.801752 0.521346 -0.292221
|
|
vn -0.751634 0.641206 0.154601
|
|
vn -0.801752 0.521346 -0.292221
|
|
vn -0.964659 0.072761 0.253258
|
|
vn -0.751634 0.641206 0.154601
|
|
vn -0.751634 0.641206 0.154601
|
|
vn -0.964659 0.072761 0.253258
|
|
vn -0.79876 0.204545 0.565813
|
|
vn -0.964659 0.072761 0.253258
|
|
vn -0.567293 -0.17592 0.804507
|
|
vn -0.79876 0.204545 0.565813
|
|
vn -0.79876 0.204545 0.565813
|
|
vn -0.567293 -0.17592 0.804507
|
|
vn -0.358951 0.475041 0.803424
|
|
vn -0.567293 -0.17592 0.804507
|
|
vn 0.098395 -0.022087 0.994902
|
|
vn -0.358951 0.475041 0.803424
|
|
vn 0.512608 -0.184888 0.838481
|
|
vn 0.225777 0.374564 0.899292
|
|
vn -0.225909 0.143088 0.963582
|
|
vn 0.225777 0.374564 0.899292
|
|
vn -0.339463 0.653898 0.676153
|
|
vn -0.225909 0.143088 0.963582
|
|
vn -0.225909 0.143088 0.963582
|
|
vn -0.339463 0.653898 0.676153
|
|
vn -0.577355 0.714677 0.394839
|
|
vn -0.339463 0.653898 0.676153
|
|
vn -0.009318 0.970604 0.240502
|
|
vn -0.577355 0.714677 0.394839
|
|
vn -0.577355 0.714677 0.394839
|
|
vn -0.009318 0.970604 0.240502
|
|
vn -0.213112 0.933815 -0.287356
|
|
vn -0.009318 0.970604 0.240502
|
|
vn 0.286495 0.952925 -0.099273
|
|
vn -0.213112 0.933815 -0.287356
|
|
vn -0.213112 0.933815 -0.287356
|
|
vn 0.286495 0.952925 -0.099273
|
|
vn 0.390632 0.775175 -0.496498
|
|
vn 0.286495 0.952925 -0.099273
|
|
vn 0.681964 0.731051 -0.022097
|
|
vn 0.390632 0.775175 -0.496498
|
|
vn 0.390632 0.775175 -0.496498
|
|
vn 0.681964 0.731051 -0.022097
|
|
vn 0.908646 0.342204 -0.239288
|
|
vn 0.681964 0.731051 -0.022097
|
|
vn 0.923482 0.283645 0.258314
|
|
vn 0.908646 0.342204 -0.239288
|
|
vn 0.908646 0.342204 -0.239288
|
|
vn 0.923482 0.283645 0.258314
|
|
vn 0.923554 -0.044042 0.380931
|
|
vn 0.923482 0.283645 0.258314
|
|
vn 0.574064 0.457689 0.678948
|
|
vn 0.923554 -0.044042 0.380931
|
|
vn 0.923554 -0.044042 0.380931
|
|
vn 0.574064 0.457689 0.678948
|
|
vn 0.512608 -0.184888 0.838481
|
|
vn 0.574064 0.457689 0.678948
|
|
vn 0.225777 0.374564 0.899292
|
|
vn 0.512608 -0.184888 0.838481
|
|
vn -0.355601 -0.799608 -0.483917
|
|
vn -0.355459 -0.799665 -0.483927
|
|
vn -0.354764 -0.799795 -0.484222
|
|
vn -0.355601 -0.799608 -0.483917
|
|
vn -0.357362 -0.798675 -0.48416
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f 1509/8503/8503 1526/8504/8504 1530/8505/8505
|
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f 1530/8506/8506 1526/8507/8507 1514/8508/8508
|
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f 1530/8509/8509 1514/8510/8510 1531/8511/8511
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f 1514/8512/8512 1512/8513/8513 1531/8514/8514
|
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f 1531/8515/8515 1512/8516/8516 1527/8517/8517
|
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f 1639/8737/8737 1640/8738/8738 1641/8739/8739
|
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f 1640/8740/8740 1642/8741/8741 1641/8742/8742
|
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f 1641/8743/8743 1642/8744/8744 1643/8745/8745
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f 1642/8746/8746 1644/8747/8747 1643/8748/8748
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f 1643/8749/8749 1644/8750/8750 1645/8751/8751
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f 1644/8752/8752 1646/8753/8753 1645/8754/8754
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f 1645/8755/8755 1646/8756/8756 1647/8757/8757
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f 1646/8758/8758 1648/8759/8759 1647/8760/8760
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f 1647/8761/8761 1648/8762/8762 1649/8763/8763
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f 1648/8764/8764 1650/8765/8765 1649/8766/8766
|
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f 1649/8767/8767 1650/8768/8768 1651/8769/8769
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f 1650/8770/8770 1652/8771/8771 1651/8772/8772
|
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f 1651/8773/8773 1652/8774/8774 1653/8775/8775
|
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f 1652/8776/8776 1654/8777/8777 1653/8778/8778
|
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f 1653/8779/8779 1654/8780/8780 1655/8781/8781
|
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f 1654/8782/8782 1643/8783/8783 1655/8784/8784
|
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f 1655/8785/8785 1643/8786/8786 1645/8787/8787
|
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f 1646/8788/8788 1639/8789/8789 1648/8790/8790
|
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f 1639/8791/8791 1641/8792/8792 1648/8793/8793
|
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f 1648/8794/8794 1641/8795/8795 1656/8796/8796
|
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f 1641/8797/8797 1643/8798/8798 1656/8799/8799
|
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f 1656/8800/8800 1643/8801/8801 1654/8802/8802
|
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f 1645/8803/8803 1647/8804/8804 1655/8805/8805
|
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f 1647/8806/8806 1649/8807/8807 1655/8808/8808
|
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f 1655/8809/8809 1649/8810/8810 1653/8811/8811
|
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f 1649/8812/8812 1651/8813/8813 1653/8814/8814
|
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f 1654/8815/8815 1652/8816/8816 1656/8817/8817
|
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f 1652/8818/8818 1650/8819/8819 1656/8820/8820
|
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f 1656/8821/8821 1650/8822/8822 1648/8823/8823
|
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f 1657/8824/8824 1658/8825/8825 1639/8826/8826
|
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f 1658/8827/8827 1659/8828/8828 1639/8829/8829
|
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f 1639/8830/8830 1659/8831/8831 1640/8832/8832
|
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f 1659/8833/8833 1660/8834/8834 1640/8835/8835
|
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f 1640/8836/8836 1660/8837/8837 1642/8838/8838
|
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f 1660/8839/8839 1661/8840/8840 1642/8841/8841
|
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f 1642/8842/8842 1661/8843/8843 1644/8844/8844
|
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f 1661/8845/8845 1646/8846/8846 1644/8847/8847
|
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f 1661/8848/8848 1657/8849/8849 1646/8850/8850
|
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f 1657/8851/8851 1639/8852/8852 1646/8853/8853
|
|
# mesh0185, 28 grouped triangles
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|
|
|
usemtl elmer
|
|
o mesh0185
|
|
g mesh0185
|
|
|
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f 10/31/31 15/32/32 9/33/33
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f 15/34/34 16/35/35 9/36/36
|
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f 9/37/37 16/38/38 7/39/39
|
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f 16/40/40 17/41/41 7/42/42
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f 7/43/43 17/44/44 8/45/45
|
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f 17/46/46 18/47/47 8/48/48
|
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f 8/49/49 18/50/50 11/51/51
|
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f 18/52/52 19/53/53 11/54/54
|
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f 11/55/55 19/56/56 12/57/57
|
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f 19/58/58 20/59/59 12/60/60
|
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f 12/61/61 20/62/62 13/63/63
|
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f 20/64/64 21/65/65 13/66/66
|
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f 13/67/67 21/68/68 10/69/69
|
|
f 21/70/70 15/71/71 10/72/72
|
|
f 22/73/73 2/74/74 23/75/75
|
|
f 2/76/76 1/77/77 23/78/78
|
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f 23/79/79 1/80/80 24/81/81
|
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f 1/82/82 3/83/83 24/84/84
|
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f 24/85/85 3/86/86 25/87/87
|
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f 3/88/88 5/89/89 25/90/90
|
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f 25/91/91 5/92/92 26/93/93
|
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f 5/94/94 6/95/95 26/96/96
|
|
f 26/97/97 6/98/98 27/99/99
|
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f 6/100/100 14/101/101 27/102/102
|
|
f 27/103/103 14/104/104 28/105/105
|
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f 14/106/106 4/107/107 28/108/108
|
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f 28/109/109 4/110/110 22/111/111
|
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f 4/112/112 2/113/113 22/114/114
|
|
# cel, 1418 grouped triangles
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|
|
|
usemtl elmer
|
|
o cel
|
|
g cel
|
|
|
|
f 31/115/115 30/116/116 29/117/117
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f 31/118/118 32/119/119 30/120/120
|
|
f 33/121/121 32/122/122 31/123/123
|
|
f 33/124/124 34/125/125 32/126/126
|
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f 37/127/127 36/128/128 35/129/129
|
|
f 37/130/130 38/131/131 36/132/132
|
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f 38/133/133 39/134/134 36/135/135
|
|
f 38/136/136 40/137/137 39/138/138
|
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f 41/139/139 40/140/140 38/141/141
|
|
f 32/142/142 34/143/143 42/144/144
|
|
f 45/145/145 44/146/146 43/147/147
|
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f 45/148/148 46/149/149 44/150/150
|
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f 47/151/151 46/152/152 45/153/153
|
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f 47/154/154 48/155/155 46/156/156
|
|
f 49/157/157 48/158/158 47/159/159
|
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f 49/160/160 50/161/161 48/162/162
|
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f 51/163/163 50/164/164 49/165/165
|
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f 51/166/166 52/167/167 50/168/168
|
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f 53/169/169 52/170/170 51/171/171
|
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f 53/172/172 54/173/173 52/174/174
|
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f 55/175/175 54/176/176 53/177/177
|
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f 55/178/178 56/179/179 54/180/180
|
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f 43/181/181 56/182/182 55/183/183
|
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f 43/184/184 44/185/185 56/186/186
|
|
f 59/187/187 58/188/188 57/189/189
|
|
f 59/190/190 60/191/191 58/192/192
|
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f 61/193/193 60/194/194 59/195/195
|
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f 61/196/196 62/197/197 60/198/198
|
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f 63/199/199 62/200/200 61/201/201
|
|
f 63/202/202 64/203/203 62/204/204
|
|
f 65/205/205 64/206/206 63/207/207
|
|
f 65/208/208 66/209/209 64/210/210
|
|
f 67/211/211 66/212/212 65/213/213
|
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f 67/214/214 68/215/215 66/216/216
|
|
f 69/217/217 68/218/218 67/219/219
|
|
f 69/220/220 70/221/221 68/222/222
|
|
f 57/223/223 70/224/224 69/225/225
|
|
f 57/226/226 58/227/227 70/228/228
|
|
f 180/229/229 179/230/230 178/231/231
|
|
f 180/232/232 181/233/233 179/234/234
|
|
f 182/235/235 181/236/236 180/237/237
|
|
f 182/238/238 183/239/239 181/240/240
|
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f 184/241/241 183/242/242 182/243/243
|
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f 184/244/244 185/245/245 183/246/246
|
|
f 186/247/247 185/248/248 184/249/249
|
|
f 186/250/250 187/251/251 185/252/252
|
|
f 188/253/253 187/254/254 186/255/255
|
|
f 188/256/256 189/257/257 187/258/258
|
|
f 190/259/259 189/260/260 188/261/261
|
|
f 190/262/262 191/263/263 189/264/264
|
|
f 192/265/265 191/266/266 190/267/267
|
|
f 192/268/268 193/269/269 191/270/270
|
|
f 194/271/271 193/272/272 192/273/273
|
|
f 197/274/274 196/275/275 195/276/276
|
|
f 197/277/277 198/278/278 196/279/279
|
|
f 199/280/280 198/281/281 197/282/282
|
|
f 199/283/283 200/284/284 198/285/285
|
|
f 201/286/286 200/287/287 199/288/288
|
|
f 201/289/289 202/290/290 200/291/291
|
|
f 203/292/292 202/293/293 201/294/294
|
|
f 203/295/295 204/296/296 202/297/297
|
|
f 205/298/298 204/299/299 203/300/300
|
|
f 205/301/301 206/302/302 204/303/303
|
|
f 207/304/304 206/305/305 205/306/306
|
|
f 207/307/307 208/308/308 206/309/309
|
|
f 209/310/310 208/311/311 207/312/312
|
|
f 209/313/313 210/314/314 208/315/315
|
|
f 211/316/316 182/317/317 180/318/318
|
|
f 211/319/319 212/320/320 182/321/321
|
|
f 213/322/322 212/323/323 211/324/324
|
|
f 213/325/325 186/326/326 212/327/327
|
|
f 214/328/328 186/329/329 213/330/330
|
|
f 214/331/331 215/332/332 186/333/333
|
|
f 216/334/334 215/335/335 214/336/336
|
|
f 216/337/337 190/338/338 215/339/339
|
|
f 192/340/340 190/341/341 216/342/342
|
|
f 217/343/343 208/344/344 210/345/345
|
|
f 217/346/346 218/347/347 208/348/348
|
|
f 219/349/349 218/350/350 217/351/351
|
|
f 219/352/352 220/353/353 218/354/354
|
|
f 221/355/355 220/356/356 219/357/357
|
|
f 221/358/358 222/359/359 220/360/360
|
|
f 223/361/361 222/362/362 221/363/363
|
|
f 223/364/364 224/365/365 222/366/366
|
|
f 196/367/367 224/368/368 225/369/369
|
|
f 196/370/370 226/371/371 224/372/372
|
|
f 227/373/373 226/374/374 196/375/375
|
|
f 227/376/376 200/377/377 226/378/378
|
|
f 198/379/379 200/380/380 227/381/381
|
|
f 183/382/382 228/383/383 181/384/384
|
|
f 183/385/385 229/386/386 228/387/387
|
|
f 185/388/388 229/389/389 183/390/390
|
|
f 185/391/391 187/392/392 229/393/393
|
|
f 189/394/394 229/395/395 187/396/396
|
|
f 189/397/397 230/398/398 229/399/399
|
|
f 231/400/400 230/401/401 189/402/402
|
|
f 231/403/403 191/404/404 230/405/405
|
|
f 232/406/406 191/407/407 231/408/408
|
|
f 232/409/409 189/410/410 191/411/411
|
|
f 233/412/412 189/413/413 232/414/414
|
|
f 233/415/415 231/416/416 189/417/417
|
|
f 234/418/418 231/419/419 233/420/420
|
|
f 234/421/421 232/422/422 231/423/423
|
|
f 235/424/424 232/425/425 234/426/426
|
|
f 235/427/427 233/428/428 232/429/429
|
|
f 236/430/430 233/431/431 235/432/432
|
|
f 236/433/433 234/434/434 233/435/435
|
|
f 237/436/436 234/437/437 236/438/438
|
|
f 237/439/439 235/440/440 234/441/441
|
|
f 238/442/442 235/443/443 237/444/444
|
|
f 238/445/445 236/446/446 235/447/447
|
|
f 237/448/448 236/449/449 238/450/450
|
|
f 239/451/451 213/452/452 211/453/453
|
|
f 239/454/454 214/455/455 213/456/456
|
|
f 216/457/457 214/458/458 239/459/459
|
|
f 240/460/460 216/461/461 239/462/462
|
|
f 240/463/463 192/464/464 216/465/465
|
|
f 241/466/466 192/467/467 240/468/468
|
|
f 241/469/469 194/470/470 192/471/471
|
|
f 242/472/472 194/473/473 241/474/474
|
|
f 242/475/475 243/476/476 194/477/477
|
|
f 244/478/478 243/479/479 242/480/480
|
|
f 245/481/481 241/482/482 240/483/483
|
|
f 245/484/484 246/485/485 241/486/486
|
|
f 246/487/487 242/488/488 241/489/489
|
|
f 246/490/490 247/491/491 242/492/492
|
|
f 248/493/493 247/494/494 246/495/495
|
|
f 248/496/496 249/497/497 247/498/498
|
|
f 250/499/499 249/500/500 248/501/501
|
|
f 250/502/502 251/503/503 249/504/504
|
|
f 252/505/505 251/506/506 250/507/507
|
|
f 252/508/508 253/509/509 251/510/510
|
|
f 254/511/511 253/512/512 252/513/513
|
|
f 254/514/514 255/515/515 253/516/516
|
|
f 256/517/517 255/518/518 254/519/519
|
|
f 256/520/520 257/521/521 255/522/522
|
|
f 258/523/523 250/524/524 248/525/525
|
|
f 258/526/526 252/527/527 250/528/528
|
|
f 254/529/529 252/530/530 258/531/531
|
|
f 259/532/532 254/533/533 258/534/534
|
|
f 259/535/535 256/536/536 254/537/537
|
|
f 260/538/538 256/539/539 259/540/540
|
|
f 207/541/541 261/542/542 209/543/543
|
|
f 207/544/544 205/545/545 261/546/546
|
|
f 205/547/547 262/548/548 261/549/549
|
|
f 205/550/550 263/551/551 262/552/552
|
|
f 203/553/553 263/554/554 205/555/555
|
|
f 203/556/556 201/557/557 263/558/558
|
|
f 263/559/559 264/560/560 262/561/561
|
|
f 263/562/562 197/563/563 264/564/564
|
|
f 199/565/565 197/566/566 263/567/567
|
|
f 212/568/568 184/569/569 182/570/570
|
|
f 212/571/571 186/572/572 184/573/573
|
|
f 215/574/574 188/575/575 186/576/576
|
|
f 215/577/577 190/578/578 188/579/579
|
|
f 218/580/580 206/581/581 208/582/582
|
|
f 218/583/583 220/584/584 206/585/585
|
|
f 220/586/586 204/587/587 206/588/588
|
|
f 220/589/589 265/590/590 204/591/591
|
|
f 222/592/592 265/593/593 220/594/594
|
|
f 222/595/595 266/596/596 265/597/597
|
|
f 267/598/598 266/599/599 222/600/600
|
|
f 267/601/601 200/602/602 266/603/603
|
|
f 226/604/604 200/605/605 267/606/606
|
|
f 202/607/607 266/608/608 200/609/609
|
|
f 202/610/610 265/611/611 266/612/612
|
|
f 204/613/613 265/614/614 202/615/615
|
|
f 224/616/616 267/617/617 222/618/618
|
|
f 224/619/619 226/620/620 267/621/621
|
|
f 268/622/622 251/623/623 253/624/624
|
|
f 268/625/625 269/626/626 251/627/627
|
|
f 270/628/628 269/629/629 268/630/630
|
|
f 270/631/631 271/632/632 269/633/633
|
|
f 272/634/634 271/635/635 270/636/636
|
|
f 272/637/637 273/638/638 271/639/639
|
|
f 244/640/640 273/641/641 272/642/642
|
|
f 244/643/643 274/644/644 273/645/645
|
|
f 275/646/646 274/647/647 244/648/648
|
|
f 275/649/649 276/650/650 274/651/651
|
|
f 277/652/652 276/653/653 275/654/654
|
|
f 277/655/655 278/656/656 276/657/657
|
|
f 279/658/658 278/659/659 277/660/660
|
|
f 279/661/661 276/662/662 278/663/663
|
|
f 280/664/664 276/665/665 279/666/666
|
|
f 280/667/667 274/668/668 276/669/669
|
|
f 273/670/670 274/671/671 280/672/672
|
|
f 255/673/673 268/674/674 253/675/675
|
|
f 255/676/676 270/677/677 268/678/678
|
|
f 257/679/679 270/680/680 255/681/681
|
|
f 257/682/682 272/683/683 270/684/684
|
|
f 277/685/685 280/686/686 279/687/687
|
|
f 277/688/688 275/689/689 280/690/690
|
|
f 275/691/691 273/692/692 280/693/693
|
|
f 275/694/694 271/695/695 273/696/696
|
|
f 244/697/697 271/698/698 275/699/699
|
|
f 244/700/700 281/701/701 271/702/702
|
|
f 242/703/703 281/704/704 244/705/705
|
|
f 242/706/706 247/707/707 281/708/708
|
|
f 282/709/709 247/710/710 249/711/711
|
|
f 282/712/712 281/713/713 247/714/714
|
|
f 283/715/715 281/716/716 282/717/717
|
|
f 283/718/718 271/719/719 281/720/720
|
|
f 269/721/721 271/722/722 283/723/723
|
|
f 251/724/724 282/725/725 249/726/726
|
|
f 251/727/727 283/728/728 282/729/729
|
|
f 269/730/730 283/731/731 251/732/732
|
|
f 229/733/733 230/734/734 228/735/735
|
|
f 260/736/736 259/737/737 284/738/738
|
|
f 198/739/739 227/740/740 196/741/741
|
|
f 199/742/742 263/743/743 201/744/744
|
|
f 223/745/745 225/746/746 224/747/747
|
|
f 223/748/748 178/749/749 225/750/750
|
|
f 180/751/751 178/752/752 223/753/753
|
|
f 221/754/754 180/755/755 223/756/756
|
|
f 221/757/757 219/758/758 180/759/759
|
|
f 219/760/760 211/761/761 180/762/762
|
|
f 219/763/763 217/764/764 211/765/765
|
|
f 217/766/766 239/767/767 211/768/768
|
|
f 217/769/769 240/770/770 239/771/771
|
|
f 210/772/772 240/773/773 217/774/774
|
|
f 210/775/775 245/776/776 240/777/777
|
|
f 246/778/778 245/779/779 210/780/780
|
|
f 209/781/781 246/782/782 210/783/783
|
|
f 209/784/784 248/785/785 246/786/786
|
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f 258/787/787 248/788/788 209/789/789
|
|
f 261/790/790 258/791/791 209/792/792
|
|
f 261/793/793 259/794/794 258/795/795
|
|
f 262/796/796 259/797/797 261/798/798
|
|
f 262/799/799 264/800/800 259/801/801
|
|
f 264/802/802 284/803/803 259/804/804
|
|
f 264/805/805 195/806/806 284/807/807
|
|
f 197/808/808 195/809/809 264/810/810
|
|
f 461/811/811 460/812/812 459/813/813
|
|
f 461/814/814 462/815/815 460/816/816
|
|
f 463/817/817 462/818/818 461/819/819
|
|
f 463/820/820 464/821/821 462/822/822
|
|
f 465/823/823 464/824/824 463/825/825
|
|
f 465/826/826 466/827/827 464/828/828
|
|
f 467/829/829 466/830/830 465/831/831
|
|
f 467/832/832 468/833/833 466/834/834
|
|
f 469/835/835 468/836/836 467/837/837
|
|
f 469/838/838 470/839/839 468/840/840
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usemtl elmer
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f 98/4828/4828 156/4829/4829 96/4830/4830
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f 156/4831/4831 94/4832/4832 96/4833/4833
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f 155/4834/4834 157/4835/4835 156/4836/4836
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f 157/4837/4837 90/4838/4838 156/4839/4839
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f 156/4840/4840 90/4841/4841 92/4842/4842
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f 75/4843/4843 77/4844/4844 105/4845/4845
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f 77/4846/4846 79/4847/4847 105/4848/4848
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f 79/4849/4849 81/4850/4850 108/4851/4851
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f 81/4852/4852 83/4853/4853 108/4854/4854
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f 101/4855/4855 99/4856/4856 111/4857/4857
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f 99/4858/4858 113/4859/4859 111/4860/4860
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f 99/4861/4861 97/4862/4862 113/4863/4863
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f 97/4864/4864 158/4865/4865 113/4866/4866
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f 113/4867/4867 158/4868/4868 115/4869/4869
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f 158/4870/4870 159/4871/4871 115/4872/4872
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f 115/4873/4873 159/4874/4874 160/4875/4875
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f 159/4876/4876 93/4877/4877 160/4878/4878
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f 160/4879/4879 93/4880/4880 119/4881/4881
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f 93/4882/4882 159/4883/4883 95/4884/4884
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f 159/4885/4885 158/4886/4886 95/4887/4887
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f 95/4888/4888 158/4889/4889 97/4890/4890
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f 115/4891/4891 160/4892/4892 117/4893/4893
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f 160/4894/4894 119/4895/4895 117/4896/4896
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f 146/4897/4897 144/4898/4898 161/4899/4899
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f 144/4900/4900 162/4901/4901 161/4902/4902
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f 161/4903/4903 162/4904/4904 163/4905/4905
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f 162/4906/4906 164/4907/4907 163/4908/4908
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f 163/4909/4909 164/4910/4910 165/4911/4911
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f 164/4912/4912 166/4913/4913 165/4914/4914
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f 165/4915/4915 166/4916/4916 137/4917/4917
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f 166/4918/4918 167/4919/4919 137/4920/4920
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f 137/4921/4921 167/4922/4922 168/4923/4923
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f 167/4924/4924 169/4925/4925 168/4926/4926
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f 168/4927/4927 169/4928/4928 170/4929/4929
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f 169/4930/4930 171/4931/4931 170/4932/4932
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f 170/4933/4933 171/4934/4934 172/4935/4935
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f 171/4936/4936 169/4937/4937 172/4938/4938
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f 172/4939/4939 169/4940/4940 173/4941/4941
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f 169/4942/4942 167/4943/4943 173/4944/4944
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f 173/4945/4945 167/4946/4946 166/4947/4947
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f 146/4948/4948 161/4949/4949 148/4950/4950
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f 161/4951/4951 163/4952/4952 148/4953/4953
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f 148/4954/4954 163/4955/4955 150/4956/4956
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f 163/4957/4957 165/4958/4958 150/4959/4959
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f 172/4960/4960 173/4961/4961 170/4962/4962
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f 173/4963/4963 168/4964/4964 170/4965/4965
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f 173/4966/4966 166/4967/4967 168/4968/4968
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f 166/4969/4969 164/4970/4970 168/4971/4971
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f 168/4972/4972 164/4973/4973 137/4974/4974
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f 164/4975/4975 174/4976/4976 137/4977/4977
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f 137/4978/4978 174/4979/4979 135/4980/4980
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f 174/4981/4981 140/4982/4982 135/4983/4983
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f 142/4984/4984 140/4985/4985 175/4986/4986
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f 140/4987/4987 174/4988/4988 175/4989/4989
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f 175/4990/4990 174/4991/4991 176/4992/4992
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f 174/4993/4993 164/4994/4994 176/4995/4995
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f 176/4996/4996 164/4997/4997 162/4998/4998
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f 142/4999/4999 175/5000/5000 144/5001/5001
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f 175/5002/5002 176/5003/5003 144/5004/5004
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f 144/5005/5005 176/5006/5006 162/5007/5007
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f 121/5008/5008 123/5009/5009 122/5010/5010
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f 177/5011/5011 152/5012/5012 153/5013/5013
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f 89/5014/5014 120/5015/5015 91/5016/5016
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f 94/5017/5017 156/5018/5018 92/5019/5019
|
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# mesh0189, 22 grouped triangles
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usemtl elmer
|
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o mesh0189
|
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g mesh0189
|
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f 117/5020/5020 118/5021/5021 116/5022/5022
|
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f 118/5023/5023 71/5024/5024 116/5025/5025
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f 116/5026/5026 71/5027/5027 73/5028/5028
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f 116/5029/5029 73/5030/5030 114/5031/5031
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f 73/5032/5032 112/5033/5033 114/5034/5034
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f 73/5035/5035 104/5036/5036 112/5037/5037
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f 104/5038/5038 110/5039/5039 112/5040/5040
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f 104/5041/5041 132/5042/5042 110/5043/5043
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f 132/5044/5044 133/5045/5045 110/5046/5046
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f 110/5047/5047 133/5048/5048 103/5049/5049
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f 133/5050/5050 138/5051/5051 103/5052/5052
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f 103/5053/5053 138/5054/5054 139/5055/5055
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f 103/5056/5056 139/5057/5057 102/5058/5058
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f 139/5059/5059 141/5060/5060 102/5061/5061
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f 102/5062/5062 141/5063/5063 151/5064/5064
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f 102/5065/5065 151/5066/5066 154/5067/5067
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f 151/5068/5068 152/5069/5069 154/5070/5070
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f 154/5071/5071 152/5072/5072 155/5073/5073
|
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f 152/5074/5074 157/5075/5075 155/5076/5076
|
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f 152/5077/5077 177/5078/5078 157/5079/5079
|
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f 177/5080/5080 88/5081/5081 157/5082/5082
|
|
f 157/5083/5083 88/5084/5084 90/5085/5085
|
|
# mesh0192, 284 grouped triangles
|
|
|
|
usemtl elmer
|
|
o mesh0192
|
|
g mesh0192
|
|
|
|
f 87/5086/5086 86/5087/5087 285/5088/5088
|
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f 86/5089/5089 286/5090/5090 285/5091/5091
|
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f 285/5092/5092 286/5093/5093 287/5094/5094
|
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f 286/5095/5095 288/5096/5096 287/5097/5097
|
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f 287/5098/5098 288/5099/5099 289/5100/5100
|
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f 288/5101/5101 290/5102/5102 289/5103/5103
|
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f 289/5104/5104 290/5105/5105 291/5106/5106
|
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f 290/5107/5107 292/5108/5108 291/5109/5109
|
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f 291/5110/5110 292/5111/5111 293/5112/5112
|
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f 292/5113/5113 294/5114/5114 293/5115/5115
|
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f 293/5116/5116 294/5117/5117 295/5118/5118
|
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f 294/5119/5119 296/5120/5120 295/5121/5121
|
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f 295/5122/5122 296/5123/5123 297/5124/5124
|
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f 296/5125/5125 298/5126/5126 297/5127/5127
|
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f 297/5128/5128 298/5129/5129 299/5130/5130
|
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f 298/5131/5131 300/5132/5132 299/5133/5133
|
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f 299/5134/5134 300/5135/5135 301/5136/5136
|
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f 86/5137/5137 84/5138/5138 286/5139/5139
|
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f 84/5140/5140 302/5141/5141 286/5142/5142
|
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f 286/5143/5143 302/5144/5144 288/5145/5145
|
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f 302/5146/5146 303/5147/5147 288/5148/5148
|
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f 288/5149/5149 303/5150/5150 290/5151/5151
|
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f 303/5152/5152 304/5153/5153 290/5154/5154
|
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f 290/5155/5155 304/5156/5156 292/5157/5157
|
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f 304/5158/5158 305/5159/5159 292/5160/5160
|
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f 292/5161/5161 305/5162/5162 294/5163/5163
|
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f 305/5164/5164 306/5165/5165 294/5166/5166
|
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f 294/5167/5167 306/5168/5168 307/5169/5169
|
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f 306/5170/5170 308/5171/5171 307/5172/5172
|
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f 307/5173/5173 308/5174/5174 309/5175/5175
|
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f 308/5176/5176 310/5177/5177 309/5178/5178
|
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f 309/5179/5179 310/5180/5180 311/5181/5181
|
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f 310/5182/5182 312/5183/5183 311/5184/5184
|
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f 311/5185/5185 312/5186/5186 313/5187/5187
|
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f 312/5188/5188 314/5189/5189 313/5190/5190
|
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f 313/5191/5191 314/5192/5192 315/5193/5193
|
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f 314/5194/5194 316/5195/5195 315/5196/5196
|
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f 315/5197/5197 316/5198/5198 317/5199/5199
|
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f 316/5200/5200 318/5201/5201 317/5202/5202
|
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f 317/5203/5203 318/5204/5204 319/5205/5205
|
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f 318/5206/5206 320/5207/5207 319/5208/5208
|
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f 319/5209/5209 320/5210/5210 321/5211/5211
|
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f 320/5212/5212 137/5213/5213 321/5214/5214
|
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f 321/5215/5215 137/5216/5216 136/5217/5217
|
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f 305/5218/5218 304/5219/5219 306/5220/5220
|
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f 304/5221/5221 322/5222/5222 306/5223/5223
|
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f 306/5224/5224 322/5225/5225 323/5226/5226
|
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f 322/5227/5227 324/5228/5228 323/5229/5229
|
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f 323/5230/5230 324/5231/5231 325/5232/5232
|
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f 324/5233/5233 326/5234/5234 325/5235/5235
|
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f 325/5236/5236 326/5237/5237 327/5238/5238
|
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f 326/5239/5239 328/5240/5240 327/5241/5241
|
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f 327/5242/5242 328/5243/5243 329/5244/5244
|
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f 328/5245/5245 330/5246/5246 329/5247/5247
|
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f 329/5248/5248 330/5249/5249 331/5250/5250
|
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f 330/5251/5251 332/5252/5252 331/5253/5253
|
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f 331/5254/5254 332/5255/5255 333/5256/5256
|
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f 332/5257/5257 334/5258/5258 333/5259/5259
|
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f 333/5260/5260 334/5261/5261 312/5262/5262
|
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f 334/5263/5263 316/5264/5264 312/5265/5265
|
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f 312/5266/5266 316/5267/5267 314/5268/5268
|
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f 301/5269/5269 313/5270/5270 299/5271/5271
|
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f 313/5272/5272 335/5273/5273 299/5274/5274
|
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f 299/5275/5275 335/5276/5276 297/5277/5277
|
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f 335/5278/5278 336/5279/5279 297/5280/5280
|
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f 297/5281/5281 336/5282/5282 337/5283/5283
|
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f 336/5284/5284 338/5285/5285 337/5286/5286
|
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f 337/5287/5287 338/5288/5288 339/5289/5289
|
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f 338/5290/5290 340/5291/5291 339/5292/5292
|
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f 339/5293/5293 340/5294/5294 341/5295/5295
|
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f 340/5296/5296 291/5297/5297 341/5298/5298
|
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f 341/5299/5299 291/5300/5300 293/5301/5301
|
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f 335/5302/5302 313/5303/5303 336/5304/5304
|
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f 313/5305/5305 315/5306/5306 336/5307/5307
|
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f 336/5308/5308 315/5309/5309 342/5310/5310
|
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f 315/5311/5311 317/5312/5312 342/5313/5313
|
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f 342/5314/5314 317/5315/5315 343/5316/5316
|
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f 317/5317/5317 319/5318/5318 343/5319/5319
|
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f 343/5320/5320 319/5321/5321 344/5322/5322
|
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f 319/5323/5323 321/5324/5324 344/5325/5325
|
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f 344/5326/5326 321/5327/5327 345/5328/5328
|
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f 321/5329/5329 136/5330/5330 345/5331/5331
|
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f 345/5332/5332 136/5333/5333 87/5334/5334
|
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f 306/5335/5335 323/5336/5336 308/5337/5337
|
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f 323/5338/5338 325/5339/5339 308/5340/5340
|
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f 308/5341/5341 325/5342/5342 310/5343/5343
|
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f 325/5344/5344 331/5345/5345 310/5346/5346
|
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f 310/5347/5347 331/5348/5348 333/5349/5349
|
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f 295/5350/5350 297/5351/5351 293/5352/5352
|
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f 297/5353/5353 337/5354/5354 293/5355/5355
|
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f 293/5356/5356 337/5357/5357 341/5358/5358
|
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f 337/5359/5359 339/5360/5360 341/5361/5361
|
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f 313/5362/5362 346/5363/5363 311/5364/5364
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f 346/5365/5365 347/5366/5366 311/5367/5367
|
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f 311/5368/5368 347/5369/5369 309/5370/5370
|
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f 347/5371/5371 307/5372/5372 309/5373/5373
|
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f 300/5374/5374 298/5375/5375 348/5376/5376
|
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f 298/5377/5377 296/5378/5378 348/5379/5379
|
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f 348/5380/5380 296/5381/5381 294/5382/5382
|
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f 294/5383/5383 307/5384/5384 349/5385/5385
|
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f 307/5386/5386 347/5387/5387 349/5388/5388
|
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f 329/5389/5389 331/5390/5390 327/5391/5391
|
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f 331/5392/5392 325/5393/5393 327/5394/5394
|
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f 336/5395/5395 342/5396/5396 338/5397/5397
|
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f 342/5398/5398 340/5399/5399 338/5400/5400
|
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f 334/5401/5401 332/5402/5402 350/5403/5403
|
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f 332/5404/5404 351/5405/5405 350/5406/5406
|
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f 350/5407/5407 351/5408/5408 352/5409/5409
|
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f 351/5410/5410 353/5411/5411 352/5412/5412
|
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f 352/5413/5413 353/5414/5414 354/5415/5415
|
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f 353/5416/5416 355/5417/5417 354/5418/5418
|
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f 354/5419/5419 355/5420/5420 356/5421/5421
|
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f 355/5422/5422 357/5423/5423 356/5424/5424
|
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f 356/5425/5425 357/5426/5426 358/5427/5427
|
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f 357/5428/5428 359/5429/5429 358/5430/5430
|
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f 358/5431/5431 359/5432/5432 360/5433/5433
|
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f 359/5434/5434 361/5435/5435 360/5436/5436
|
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f 360/5437/5437 361/5438/5438 362/5439/5439
|
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f 361/5440/5440 363/5441/5441 362/5442/5442
|
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f 362/5443/5443 363/5444/5444 364/5445/5445
|
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f 363/5446/5446 89/5447/5447 364/5448/5448
|
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f 364/5449/5449 89/5450/5450 365/5451/5451
|
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f 89/5452/5452 88/5453/5453 365/5454/5454
|
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f 365/5455/5455 88/5456/5456 366/5457/5457
|
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f 88/5458/5458 177/5459/5459 366/5460/5460
|
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f 366/5461/5461 177/5462/5462 367/5463/5463
|
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f 177/5464/5464 153/5465/5465 367/5466/5466
|
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f 367/5467/5467 153/5468/5468 368/5469/5469
|
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f 153/5470/5470 149/5471/5471 368/5472/5472
|
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f 368/5473/5473 149/5474/5474 369/5475/5475
|
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f 149/5476/5476 150/5477/5477 369/5478/5478
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f 369/5479/5479 150/5480/5480 370/5481/5481
|
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f 150/5482/5482 165/5483/5483 370/5484/5484
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f 370/5485/5485 165/5486/5486 371/5487/5487
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f 165/5488/5488 372/5489/5489 371/5490/5490
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f 371/5491/5491 372/5492/5492 373/5493/5493
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f 372/5494/5494 374/5495/5495 373/5496/5496
|
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f 373/5497/5497 374/5498/5498 375/5499/5499
|
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f 374/5500/5500 316/5501/5501 375/5502/5502
|
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f 375/5503/5503 316/5504/5504 334/5505/5505
|
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f 165/5506/5506 137/5507/5507 372/5508/5508
|
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f 137/5509/5509 320/5510/5510 372/5511/5511
|
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f 372/5512/5512 320/5513/5513 374/5514/5514
|
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f 320/5515/5515 318/5516/5516 374/5517/5517
|
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f 374/5518/5518 318/5519/5519 316/5520/5520
|
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f 332/5521/5521 330/5522/5522 351/5523/5523
|
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f 330/5524/5524 376/5525/5525 351/5526/5526
|
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f 351/5527/5527 376/5528/5528 377/5529/5529
|
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f 376/5530/5530 328/5531/5531 377/5532/5532
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f 377/5533/5533 328/5534/5534 326/5535/5535
|
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f 322/5536/5536 304/5537/5537 378/5538/5538
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f 304/5539/5539 379/5540/5540 378/5541/5541
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f 378/5542/5542 379/5543/5543 380/5544/5544
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f 379/5545/5545 381/5546/5546 380/5547/5547
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f 380/5548/5548 381/5549/5549 382/5550/5550
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f 381/5551/5551 123/5552/5552 382/5553/5553
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f 382/5554/5554 123/5555/5555 383/5556/5556
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f 123/5557/5557 121/5558/5558 383/5559/5559
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f 383/5560/5560 121/5561/5561 384/5562/5562
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f 121/5563/5563 74/5564/5564 384/5565/5565
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f 384/5566/5566 74/5567/5567 385/5568/5568
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f 74/5569/5569 72/5570/5570 385/5571/5571
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f 385/5572/5572 72/5573/5573 386/5574/5574
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f 72/5575/5575 71/5576/5576 386/5577/5577
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f 386/5578/5578 71/5579/5579 387/5580/5580
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f 71/5581/5581 118/5582/5582 387/5583/5583
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f 387/5584/5584 118/5585/5585 388/5586/5586
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f 118/5587/5587 89/5588/5588 388/5589/5589
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f 388/5590/5590 89/5591/5591 389/5592/5592
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f 89/5593/5593 363/5594/5594 389/5595/5595
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f 389/5596/5596 363/5597/5597 390/5598/5598
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f 363/5599/5599 361/5600/5600 390/5601/5601
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f 390/5602/5602 361/5603/5603 391/5604/5604
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f 361/5605/5605 359/5606/5606 391/5607/5607
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f 391/5608/5608 359/5609/5609 392/5610/5610
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f 359/5611/5611 357/5612/5612 392/5613/5613
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f 392/5614/5614 357/5615/5615 393/5616/5616
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f 357/5617/5617 355/5618/5618 393/5619/5619
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f 393/5620/5620 355/5621/5621 394/5622/5622
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f 355/5623/5623 353/5624/5624 394/5625/5625
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f 394/5626/5626 353/5627/5627 395/5628/5628
|
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f 353/5629/5629 396/5630/5630 395/5631/5631
|
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f 395/5632/5632 396/5633/5633 397/5634/5634
|
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f 396/5635/5635 324/5636/5636 397/5637/5637
|
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f 397/5638/5638 324/5639/5639 322/5640/5640
|
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f 304/5641/5641 303/5642/5642 379/5643/5643
|
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f 303/5644/5644 302/5645/5645 379/5646/5646
|
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f 379/5647/5647 302/5648/5648 381/5649/5649
|
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f 302/5650/5650 84/5651/5651 381/5652/5652
|
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f 381/5653/5653 84/5654/5654 123/5655/5655
|
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f 353/5656/5656 351/5657/5657 396/5658/5658
|
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f 351/5659/5659 377/5660/5660 396/5661/5661
|
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f 396/5662/5662 377/5663/5663 326/5664/5664
|
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f 350/5665/5665 352/5666/5666 398/5667/5667
|
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f 352/5668/5668 354/5669/5669 398/5670/5670
|
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f 398/5671/5671 354/5672/5672 399/5673/5673
|
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f 354/5674/5674 356/5675/5675 399/5676/5676
|
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f 399/5677/5677 356/5678/5678 400/5679/5679
|
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f 356/5680/5680 358/5681/5681 400/5682/5682
|
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f 400/5683/5683 358/5684/5684 401/5685/5685
|
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f 358/5686/5686 360/5687/5687 401/5688/5688
|
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f 401/5689/5689 360/5690/5690 402/5691/5691
|
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f 360/5692/5692 403/5693/5693 402/5694/5694
|
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f 402/5695/5695 403/5696/5696 404/5697/5697
|
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f 403/5698/5698 405/5699/5699 404/5700/5700
|
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f 404/5701/5701 405/5702/5702 406/5703/5703
|
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f 405/5704/5704 407/5705/5705 406/5706/5706
|
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f 406/5707/5707 407/5708/5708 408/5709/5709
|
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f 407/5710/5710 409/5711/5711 408/5712/5712
|
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f 408/5713/5713 409/5714/5714 410/5715/5715
|
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f 409/5716/5716 370/5717/5717 410/5718/5718
|
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f 410/5719/5719 370/5720/5720 411/5721/5721
|
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f 370/5722/5722 371/5723/5723 411/5724/5724
|
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f 411/5725/5725 371/5726/5726 412/5727/5727
|
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f 371/5728/5728 373/5729/5729 412/5730/5730
|
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f 412/5731/5731 373/5732/5732 375/5733/5733
|
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f 370/5734/5734 409/5735/5735 369/5736/5736
|
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f 409/5737/5737 407/5738/5738 369/5739/5739
|
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f 369/5740/5740 407/5741/5741 368/5742/5742
|
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f 407/5743/5743 367/5744/5744 368/5745/5745
|
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f 407/5746/5746 405/5747/5747 367/5748/5748
|
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f 405/5749/5749 403/5750/5750 367/5751/5751
|
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f 367/5752/5752 403/5753/5753 413/5754/5754
|
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f 403/5755/5755 364/5756/5756 413/5757/5757
|
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f 364/5758/5758 403/5759/5759 362/5760/5760
|
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f 403/5761/5761 360/5762/5762 362/5763/5763
|
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f 412/5764/5764 375/5765/5765 414/5766/5766
|
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f 375/5767/5767 415/5768/5768 414/5769/5769
|
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f 375/5770/5770 334/5771/5771 415/5772/5772
|
|
f 334/5773/5773 350/5774/5774 415/5775/5775
|
|
f 415/5776/5776 350/5777/5777 398/5778/5778
|
|
f 378/5779/5779 380/5780/5780 416/5781/5781
|
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f 380/5782/5782 382/5783/5783 416/5784/5784
|
|
f 416/5785/5785 382/5786/5786 417/5787/5787
|
|
f 382/5788/5788 383/5789/5789 417/5790/5790
|
|
f 417/5791/5791 383/5792/5792 418/5793/5793
|
|
f 383/5794/5794 419/5795/5795 418/5796/5796
|
|
f 418/5797/5797 419/5798/5798 420/5799/5799
|
|
f 419/5800/5800 421/5801/5801 420/5802/5802
|
|
f 420/5803/5803 421/5804/5804 422/5805/5805
|
|
f 421/5806/5806 423/5807/5807 422/5808/5808
|
|
f 422/5809/5809 423/5810/5810 424/5811/5811
|
|
f 423/5812/5812 425/5813/5813 424/5814/5814
|
|
f 424/5815/5815 425/5816/5816 426/5817/5817
|
|
f 425/5818/5818 391/5819/5819 426/5820/5820
|
|
f 426/5821/5821 391/5822/5822 427/5823/5823
|
|
f 391/5824/5824 392/5825/5825 427/5826/5826
|
|
f 427/5827/5827 392/5828/5828 428/5829/5829
|
|
f 392/5830/5830 393/5831/5831 428/5832/5832
|
|
f 428/5833/5833 393/5834/5834 429/5835/5835
|
|
f 393/5836/5836 394/5837/5837 429/5838/5838
|
|
f 429/5839/5839 394/5840/5840 430/5841/5841
|
|
f 394/5842/5842 395/5843/5843 430/5844/5844
|
|
f 430/5845/5845 395/5846/5846 397/5847/5847
|
|
f 416/5848/5848 431/5849/5849 378/5850/5850
|
|
f 431/5851/5851 432/5852/5852 378/5853/5853
|
|
f 378/5854/5854 432/5855/5855 322/5856/5856
|
|
f 432/5857/5857 397/5858/5858 322/5859/5859
|
|
f 391/5860/5860 425/5861/5861 390/5862/5862
|
|
f 425/5863/5863 389/5864/5864 390/5865/5865
|
|
f 389/5866/5866 425/5867/5867 433/5868/5868
|
|
f 425/5869/5869 386/5870/5870 433/5871/5871
|
|
f 425/5872/5872 423/5873/5873 386/5874/5874
|
|
f 423/5875/5875 421/5876/5876 386/5877/5877
|
|
f 386/5878/5878 421/5879/5879 385/5880/5880
|
|
f 421/5881/5881 384/5882/5882 385/5883/5883
|
|
f 383/5884/5884 384/5885/5885 419/5886/5886
|
|
f 384/5887/5887 421/5888/5888 419/5889/5889
|
|
f 345/5890/5890 434/5891/5891 340/5892/5892
|
|
f 434/5893/5893 285/5894/5894 340/5895/5895
|
|
f 340/5896/5896 285/5897/5897 435/5898/5898
|
|
f 285/5899/5899 287/5900/5900 435/5901/5901
|
|
f 435/5902/5902 287/5903/5903 289/5904/5904
|
|
f 289/5905/5905 291/5906/5906 435/5907/5907
|
|
f 291/5908/5908 340/5909/5909 435/5910/5910
|
|
f 340/5911/5911 342/5912/5912 436/5913/5913
|
|
f 342/5914/5914 343/5915/5915 436/5916/5916
|
|
f 436/5917/5917 343/5918/5918 344/5919/5919
|
|
f 344/5920/5920 345/5921/5921 436/5922/5922
|
|
f 345/5923/5923 340/5924/5924 436/5925/5925
|
|
f 328/5926/5926 376/5927/5927 330/5928/5928
|
|
f 324/5929/5929 396/5930/5930 326/5931/5931
|
|
f 312/5932/5932 310/5933/5933 333/5934/5934
|
|
f 430/5935/5935 397/5936/5936 432/5937/5937
|
|
# mesh0193, 14 grouped triangles
|
|
|
|
usemtl elmer
|
|
o mesh0193
|
|
g mesh0193
|
|
|
|
f 347/5938/5938 346/5939/5939 349/5940/5940
|
|
f 346/5941/5941 437/5942/5942 349/5943/5943
|
|
f 349/5944/5944 437/5945/5945 294/5946/5946
|
|
f 437/5947/5947 438/5948/5948 294/5949/5949
|
|
f 294/5950/5950 438/5951/5951 439/5952/5952
|
|
f 438/5953/5953 437/5954/5954 440/5955/5955
|
|
f 437/5956/5956 313/5957/5957 440/5958/5958
|
|
f 440/5959/5959 313/5960/5960 441/5961/5961
|
|
f 313/5962/5962 301/5963/5963 441/5964/5964
|
|
f 441/5965/5965 301/5966/5966 300/5967/5967
|
|
f 441/5968/5968 300/5969/5969 439/5970/5970
|
|
f 300/5971/5971 348/5972/5972 439/5973/5973
|
|
f 439/5974/5974 348/5975/5975 294/5976/5976
|
|
f 346/5977/5977 313/5978/5978 437/5979/5979
|
|
# mesh0194, 42 grouped triangles
|
|
|
|
usemtl elmer
|
|
o mesh0194
|
|
g mesh0194
|
|
|
|
f 410/5980/5980 411/5981/5981 442/5982/5982
|
|
f 411/5983/5983 412/5984/5984 442/5985/5985
|
|
f 442/5986/5986 412/5987/5987 443/5988/5988
|
|
f 412/5989/5989 414/5990/5990 443/5991/5991
|
|
f 443/5992/5992 414/5993/5993 444/5994/5994
|
|
f 414/5995/5995 415/5996/5996 444/5997/5997
|
|
f 444/5998/5998 415/5999/5999 445/6000/6000
|
|
f 415/6001/6001 398/6002/6002 445/6003/6003
|
|
f 445/6004/6004 398/6005/6005 446/6006/6006
|
|
f 398/6007/6007 399/6008/6008 446/6009/6009
|
|
f 446/6010/6010 399/6011/6011 447/6012/6012
|
|
f 399/6013/6013 400/6014/6014 447/6015/6015
|
|
f 447/6016/6016 400/6017/6017 448/6018/6018
|
|
f 400/6019/6019 401/6020/6020 448/6021/6021
|
|
f 448/6022/6022 401/6023/6023 402/6024/6024
|
|
f 410/6025/6025 442/6026/6026 408/6027/6027
|
|
f 442/6028/6028 449/6029/6029 408/6030/6030
|
|
f 408/6031/6031 449/6032/6032 406/6033/6033
|
|
f 449/6034/6034 404/6035/6035 406/6036/6036
|
|
f 404/6037/6037 449/6038/6038 402/6039/6039
|
|
f 449/6040/6040 448/6041/6041 402/6042/6042
|
|
f 426/6043/6043 427/6044/6044 450/6045/6045
|
|
f 427/6046/6046 428/6047/6047 450/6048/6048
|
|
f 450/6049/6049 428/6050/6050 451/6051/6051
|
|
f 428/6052/6052 429/6053/6053 451/6054/6054
|
|
f 451/6055/6055 429/6056/6056 452/6057/6057
|
|
f 429/6058/6058 430/6059/6059 452/6060/6060
|
|
f 452/6061/6061 430/6062/6062 453/6063/6063
|
|
f 430/6064/6064 432/6065/6065 453/6066/6066
|
|
f 453/6067/6067 432/6068/6068 454/6069/6069
|
|
f 432/6070/6070 431/6071/6071 454/6072/6072
|
|
f 454/6073/6073 431/6074/6074 455/6075/6075
|
|
f 431/6076/6076 416/6077/6077 455/6078/6078
|
|
f 455/6079/6079 416/6080/6080 456/6081/6081
|
|
f 416/6082/6082 417/6083/6083 456/6084/6084
|
|
f 456/6085/6085 417/6086/6086 418/6087/6087
|
|
f 418/6088/6088 420/6089/6089 456/6090/6090
|
|
f 420/6091/6091 457/6092/6092 456/6093/6093
|
|
f 420/6094/6094 422/6095/6095 457/6096/6096
|
|
f 422/6097/6097 424/6098/6098 457/6099/6099
|
|
f 457/6100/6100 424/6101/6101 426/6102/6102
|
|
f 426/6103/6103 450/6104/6104 457/6105/6105
|
|
# mesh0195, 12 grouped triangles
|
|
|
|
usemtl elmer
|
|
o mesh0195
|
|
g mesh0195
|
|
|
|
f 457/6106/6106 450/6107/6107 456/6108/6108
|
|
f 450/6109/6109 451/6110/6110 456/6111/6111
|
|
f 456/6112/6112 451/6113/6113 452/6114/6114
|
|
f 453/6115/6115 454/6116/6116 452/6117/6117
|
|
f 454/6118/6118 455/6119/6119 452/6120/6120
|
|
f 452/6121/6121 455/6122/6122 456/6123/6123
|
|
f 445/6124/6124 446/6125/6125 444/6126/6126
|
|
f 446/6127/6127 443/6128/6128 444/6129/6129
|
|
f 443/6130/6130 446/6131/6131 442/6132/6132
|
|
f 446/6133/6133 447/6134/6134 442/6135/6135
|
|
f 442/6136/6136 447/6137/6137 448/6138/6138
|
|
f 448/6139/6139 449/6140/6140 442/6141/6141
|
|
# mesh0196, 4 grouped triangles
|
|
|
|
usemtl elmer
|
|
o mesh0196
|
|
g mesh0196
|
|
|
|
f 439/6142/6142 438/6143/6143 458/6144/6144
|
|
f 438/6145/6145 440/6146/6146 458/6147/6147
|
|
f 458/6148/6148 440/6149/6149 441/6150/6150
|
|
f 441/6151/6151 439/6152/6152 458/6153/6153
|
|
# mesh0197, 6 grouped triangles
|
|
|
|
usemtl elmer
|
|
o mesh0197
|
|
g mesh0197
|
|
|
|
f 364/6154/6154 365/6155/6155 413/6156/6156
|
|
f 365/6157/6157 366/6158/6158 413/6159/6159
|
|
f 413/6160/6160 366/6161/6161 367/6162/6162
|
|
f 386/6163/6163 387/6164/6164 433/6165/6165
|
|
f 387/6166/6166 388/6167/6167 433/6168/6168
|
|
f 433/6169/6169 388/6170/6170 389/6171/6171
|
|
# mesh0204, 24 grouped triangles
|
|
|
|
usemtl elmer
|
|
o mesh0204
|
|
g mesh0204
|
|
|
|
f 628/6172/6172 629/6173/6173 630/6174/6174
|
|
f 629/6175/6175 631/6176/6176 630/6177/6177
|
|
f 630/6178/6178 631/6179/6179 632/6180/6180
|
|
f 631/6181/6181 633/6182/6182 632/6183/6183
|
|
f 632/6184/6184 633/6185/6185 634/6186/6186
|
|
f 633/6187/6187 635/6188/6188 634/6189/6189
|
|
f 634/6190/6190 635/6191/6191 636/6192/6192
|
|
f 635/6193/6193 637/6194/6194 636/6195/6195
|
|
f 636/6196/6196 637/6197/6197 638/6198/6198
|
|
f 637/6199/6199 639/6200/6200 638/6201/6201
|
|
f 638/6202/6202 639/6203/6203 640/6204/6204
|
|
f 639/6205/6205 641/6206/6206 640/6207/6207
|
|
f 640/6208/6208 641/6209/6209 642/6210/6210
|
|
f 641/6211/6211 629/6212/6212 642/6213/6213
|
|
f 642/6214/6214 629/6215/6215 628/6216/6216
|
|
f 629/6217/6217 641/6218/6218 643/6219/6219
|
|
f 641/6220/6220 639/6221/6221 643/6222/6222
|
|
f 643/6223/6223 639/6224/6224 644/6225/6225
|
|
f 639/6226/6226 637/6227/6227 644/6228/6228
|
|
f 644/6229/6229 637/6230/6230 635/6231/6231
|
|
f 635/6232/6232 633/6233/6233 644/6234/6234
|
|
f 633/6235/6235 643/6236/6236 644/6237/6237
|
|
f 629/6238/6238 643/6239/6239 631/6240/6240
|
|
f 643/6241/6241 633/6242/6242 631/6243/6243
|
|
# mesh0205, 77 grouped triangles
|
|
|
|
usemtl elmer
|
|
o mesh0205
|
|
g mesh0205
|
|
|
|
f 645/6244/6244 646/6245/6245 647/6246/6246
|
|
f 646/6247/6247 648/6248/6248 647/6249/6249
|
|
f 647/6250/6250 648/6251/6251 649/6252/6252
|
|
f 648/6253/6253 638/6254/6254 649/6255/6255
|
|
f 649/6256/6256 638/6257/6257 650/6258/6258
|
|
f 638/6259/6259 640/6260/6260 650/6261/6261
|
|
f 650/6262/6262 640/6263/6263 651/6264/6264
|
|
f 640/6265/6265 652/6266/6266 651/6267/6267
|
|
f 651/6268/6268 652/6269/6269 653/6270/6270
|
|
f 652/6271/6271 654/6272/6272 653/6273/6273
|
|
f 653/6274/6274 654/6275/6275 655/6276/6276
|
|
f 654/6277/6277 656/6278/6278 655/6279/6279
|
|
f 655/6280/6280 656/6281/6281 657/6282/6282
|
|
f 656/6283/6283 658/6284/6284 657/6285/6285
|
|
f 657/6286/6286 658/6287/6287 659/6288/6288
|
|
f 658/6289/6289 660/6290/6290 659/6291/6291
|
|
f 659/6292/6292 660/6293/6293 661/6294/6294
|
|
f 660/6295/6295 662/6296/6296 661/6297/6297
|
|
f 661/6298/6298 662/6299/6299 663/6300/6300
|
|
f 662/6301/6301 664/6302/6302 663/6303/6303
|
|
f 663/6304/6304 664/6305/6305 665/6306/6306
|
|
f 664/6307/6307 666/6308/6308 665/6309/6309
|
|
f 665/6310/6310 666/6311/6311 667/6312/6312
|
|
f 666/6313/6313 668/6314/6314 667/6315/6315
|
|
f 667/6316/6316 668/6317/6317 669/6318/6318
|
|
f 668/6319/6319 632/6320/6320 669/6321/6321
|
|
f 669/6322/6322 632/6323/6323 670/6324/6324
|
|
f 632/6325/6325 634/6326/6326 670/6327/6327
|
|
f 670/6328/6328 634/6329/6329 671/6330/6330
|
|
f 634/6331/6331 672/6332/6332 671/6333/6333
|
|
f 671/6334/6334 672/6335/6335 673/6336/6336
|
|
f 672/6337/6337 674/6338/6338 673/6339/6339
|
|
f 673/6340/6340 674/6341/6341 675/6342/6342
|
|
f 662/6343/6343 660/6344/6344 664/6345/6345
|
|
f 660/6346/6346 676/6347/6347 664/6348/6348
|
|
f 664/6349/6349 676/6350/6350 628/6351/6351
|
|
f 676/6352/6352 656/6353/6353 628/6354/6354
|
|
f 628/6355/6355 656/6356/6356 642/6357/6357
|
|
f 656/6358/6358 654/6359/6359 642/6360/6360
|
|
f 642/6361/6361 654/6362/6362 640/6363/6363
|
|
f 654/6364/6364 652/6365/6365 640/6366/6366
|
|
f 661/6367/6367 663/6368/6368 677/6369/6369
|
|
f 663/6370/6370 665/6371/6371 677/6372/6372
|
|
f 677/6373/6373 665/6374/6374 678/6375/6375
|
|
f 665/6376/6376 667/6377/6377 678/6378/6378
|
|
f 678/6379/6379 667/6380/6380 679/6381/6381
|
|
f 667/6382/6382 669/6383/6383 679/6384/6384
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f 679/6385/6385 669/6386/6386 670/6387/6387
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f 677/6388/6388 678/6389/6389 675/6390/6390
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f 678/6391/6391 679/6392/6392 675/6393/6393
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f 675/6394/6394 679/6395/6395 673/6396/6396
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f 679/6397/6397 671/6398/6398 673/6399/6399
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f 634/6400/6400 636/6401/6401 672/6402/6402
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f 655/6442/6442 681/6443/6443 682/6444/6444
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f 655/6457/6457 682/6458/6458 653/6459/6459
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f 650/6469/6469 683/6470/6470 649/6471/6471
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f 670/6472/6472 671/6473/6473 679/6474/6474
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# mesh0212, 300 grouped triangles
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usemtl elmer
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o mesh0212
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g mesh0212
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f 784/6508/6508 785/6509/6509 786/6510/6510
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f 785/6511/6511 787/6512/6512 786/6513/6513
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f 819/6898/6898 797/6899/6899 820/6900/6900
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f 1037/7162/7162 1039/7163/7163 1038/7164/7164
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f 1038/7165/7165 1039/7166/7166 1040/7167/7167
|
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f 1039/7168/7168 1041/7169/7169 1040/7170/7170
|
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f 1040/7171/7171 1041/7172/7172 1042/7173/7173
|
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f 1041/7174/7174 1043/7175/7175 1042/7176/7176
|
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f 1042/7177/7177 1043/7178/7178 1040/7179/7179
|
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f 1043/7180/7180 1044/7181/7181 1040/7182/7182
|
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f 1040/7183/7183 1044/7184/7184 1038/7185/7185
|
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f 1044/7186/7186 1045/7187/7187 1038/7188/7188
|
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f 1038/7189/7189 1045/7190/7190 1036/7191/7191
|
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f 1045/7192/7192 1046/7193/7193 1036/7194/7194
|
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f 1036/7195/7195 1046/7196/7196 1019/7197/7197
|
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f 1046/7198/7198 1047/7199/7199 1019/7200/7200
|
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f 1019/7201/7201 1047/7202/7202 1020/7203/7203
|
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f 1047/7204/7204 1021/7205/7205 1020/7206/7206
|
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f 999/7207/7207 997/7208/7208 1001/7209/7209
|
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f 997/7210/7210 995/7211/7211 1001/7212/7212
|
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f 1001/7213/7213 995/7214/7214 1003/7215/7215
|
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f 995/7216/7216 993/7217/7217 1003/7218/7218
|
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f 1003/7219/7219 993/7220/7220 1005/7221/7221
|
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f 993/7222/7222 991/7223/7223 1005/7224/7224
|
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f 1005/7225/7225 991/7226/7226 1025/7227/7227
|
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f 991/7228/7228 1048/7229/7229 1025/7230/7230
|
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f 1025/7231/7231 1048/7232/7232 1026/7233/7233
|
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f 1048/7234/7234 1049/7235/7235 1026/7236/7236
|
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f 1026/7237/7237 1049/7238/7238 1027/7239/7239
|
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f 1049/7240/7240 1033/7241/7241 1027/7242/7242
|
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f 1027/7243/7243 1033/7244/7244 1028/7245/7245
|
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f 1033/7246/7246 1035/7247/7247 1028/7248/7248
|
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f 1028/7249/7249 1035/7250/7250 1030/7251/7251
|
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f 1044/7252/7252 1043/7253/7253 1045/7254/7254
|
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f 1043/7255/7255 1041/7256/7256 1045/7257/7257
|
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f 1045/7258/7258 1041/7259/7259 1046/7260/7260
|
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f 1041/7261/7261 1050/7262/7262 1046/7263/7263
|
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f 1046/7264/7264 1050/7265/7265 1047/7266/7266
|
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f 1050/7267/7267 1037/7268/7268 1047/7269/7269
|
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f 1047/7270/7270 1037/7271/7271 1051/7272/7272
|
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f 1037/7273/7273 1007/7274/7274 1051/7275/7275
|
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f 1051/7276/7276 1007/7277/7277 1023/7278/7278
|
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f 1007/7279/7279 1025/7280/7280 1023/7281/7281
|
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f 996/7282/7282 998/7283/7283 994/7284/7284
|
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f 998/7285/7285 1000/7286/7286 994/7287/7287
|
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f 994/7288/7288 1000/7289/7289 992/7290/7290
|
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f 1000/7291/7291 1002/7292/7292 992/7293/7293
|
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f 992/7294/7294 1002/7295/7295 1004/7296/7296
|
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f 1006/7297/7297 1008/7298/7298 1016/7299/7299
|
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f 1008/7300/7300 1010/7301/7301 1016/7302/7302
|
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f 1016/7303/7303 1010/7304/7304 1014/7305/7305
|
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f 1010/7306/7306 1012/7307/7307 1014/7308/7308
|
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f 1033/7309/7309 1049/7310/7310 1031/7311/7311
|
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f 1049/7312/7312 989/7313/7313 1031/7314/7314
|
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f 1031/7315/7315 989/7316/7316 987/7317/7317
|
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f 1049/7318/7318 1048/7319/7319 989/7320/7320
|
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f 1048/7321/7321 991/7322/7322 989/7323/7323
|
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f 1041/7324/7324 1039/7325/7325 1050/7326/7326
|
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f 1039/7327/7327 1037/7328/7328 1050/7329/7329
|
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f 1023/7330/7330 1021/7331/7331 1051/7332/7332
|
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f 1021/7333/7333 1047/7334/7334 1051/7335/7335
|
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f 992/7336/7336 1004/7337/7337 990/7338/7338
|
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f 1004/7339/7339 988/7340/7340 990/7341/7341
|
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f 986/7342/7342 1022/7343/7343 984/7344/7344
|
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f 1022/7345/7345 1024/7346/7346 984/7347/7347
|
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f 1025/7348/7348 1007/7349/7349 1005/7350/7350
|
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f 1031/7351/7351 987/7352/7352 1029/7353/7353
|
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f 1120/7354/7354 1121/7355/7355 1122/7356/7356
|
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f 1121/7357/7357 1123/7358/7358 1122/7359/7359
|
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f 1122/7360/7360 1123/7361/7361 1124/7362/7362
|
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f 1123/7363/7363 1125/7364/7364 1124/7365/7365
|
|
f 1124/7366/7366 1125/7367/7367 1126/7368/7368
|
|
f 1125/7369/7369 1121/7370/7370 1126/7371/7371
|
|
f 1126/7372/7372 1121/7373/7373 1127/7374/7374
|
|
f 1121/7375/7375 1120/7376/7376 1127/7377/7377
|
|
f 1127/7378/7378 1120/7379/7379 1128/7380/7380
|
|
f 1120/7381/7381 1129/7382/7382 1128/7383/7383
|
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f 1128/7384/7384 1129/7385/7385 1130/7386/7386
|
|
f 1129/7387/7387 1124/7388/7388 1130/7389/7389
|
|
f 1130/7390/7390 1124/7391/7391 1126/7392/7392
|
|
f 1124/7393/7393 1129/7394/7394 1122/7395/7395
|
|
f 1129/7396/7396 1120/7397/7397 1122/7398/7398
|
|
f 1128/7399/7399 1130/7400/7400 1127/7401/7401
|
|
f 1130/7402/7402 1126/7403/7403 1127/7404/7404
|
|
f 1121/7405/7405 1125/7406/7406 1123/7407/7407
|
|
# mesh0216, 38 grouped triangles
|
|
|
|
usemtl elmer
|
|
o mesh0216
|
|
g mesh0216
|
|
|
|
f 942/7408/7408 943/7409/7409 944/7410/7410
|
|
f 943/7411/7411 945/7412/7412 944/7413/7413
|
|
f 944/7414/7414 945/7415/7415 946/7416/7416
|
|
f 945/7417/7417 947/7418/7418 946/7419/7419
|
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f 946/7420/7420 947/7421/7421 948/7422/7422
|
|
f 947/7423/7423 949/7424/7424 948/7425/7425
|
|
f 948/7426/7426 949/7427/7427 944/7428/7428
|
|
f 949/7429/7429 950/7430/7430 944/7431/7431
|
|
f 944/7432/7432 950/7433/7433 942/7434/7434
|
|
f 950/7435/7435 951/7436/7436 942/7437/7437
|
|
f 942/7438/7438 951/7439/7439 952/7440/7440
|
|
f 951/7441/7441 953/7442/7442 952/7443/7443
|
|
f 952/7444/7444 953/7445/7445 954/7446/7446
|
|
f 953/7447/7447 955/7448/7448 954/7449/7449
|
|
f 954/7450/7450 955/7451/7451 956/7452/7452
|
|
f 955/7453/7453 945/7454/7454 956/7455/7455
|
|
f 956/7456/7456 945/7457/7457 957/7458/7458
|
|
f 945/7459/7459 943/7460/7460 957/7461/7461
|
|
f 957/7462/7462 943/7463/7463 958/7464/7464
|
|
f 943/7465/7465 959/7466/7466 958/7467/7467
|
|
f 958/7468/7468 959/7469/7469 960/7470/7470
|
|
f 959/7471/7471 961/7472/7472 960/7473/7473
|
|
f 960/7474/7474 961/7475/7475 962/7476/7476
|
|
f 961/7477/7477 954/7478/7478 962/7479/7479
|
|
f 962/7480/7480 954/7481/7481 956/7482/7482
|
|
f 945/7483/7483 955/7484/7484 947/7485/7485
|
|
f 955/7486/7486 953/7487/7487 947/7488/7488
|
|
f 947/7489/7489 953/7490/7490 949/7491/7491
|
|
f 953/7492/7492 950/7493/7493 949/7494/7494
|
|
f 956/7495/7495 957/7496/7496 962/7497/7497
|
|
f 957/7498/7498 958/7499/7499 962/7500/7500
|
|
f 962/7501/7501 958/7502/7502 960/7503/7503
|
|
f 943/7504/7504 942/7505/7505 959/7506/7506
|
|
f 942/7507/7507 961/7508/7508 959/7509/7509
|
|
f 942/7510/7510 952/7511/7511 961/7512/7512
|
|
f 952/7513/7513 954/7514/7514 961/7515/7515
|
|
f 951/7516/7516 950/7517/7517 953/7518/7518
|
|
f 948/7519/7519 944/7520/7520 946/7521/7521
|
|
# mesh0222, 38 grouped triangles
|
|
|
|
usemtl elmer
|
|
o mesh0222
|
|
g mesh0222
|
|
|
|
f 1142/7522/7522 1143/7523/7523 1144/7524/7524
|
|
f 1143/7525/7525 1145/7526/7526 1144/7527/7527
|
|
f 1144/7528/7528 1145/7529/7529 1146/7530/7530
|
|
f 1145/7531/7531 1147/7532/7532 1146/7533/7533
|
|
f 1146/7534/7534 1147/7535/7535 1148/7536/7536
|
|
f 1147/7537/7537 1149/7538/7538 1148/7539/7539
|
|
f 1148/7540/7540 1149/7541/7541 1150/7542/7542
|
|
f 1149/7543/7543 1145/7544/7544 1150/7545/7545
|
|
f 1150/7546/7546 1145/7547/7547 1151/7548/7548
|
|
f 1145/7549/7549 1143/7550/7550 1151/7551/7551
|
|
f 1151/7552/7552 1143/7553/7553 1152/7554/7554
|
|
f 1143/7555/7555 1153/7556/7556 1152/7557/7557
|
|
f 1152/7558/7558 1153/7559/7559 1154/7560/7560
|
|
f 1153/7561/7561 1155/7562/7562 1154/7563/7563
|
|
f 1154/7564/7564 1155/7565/7565 1156/7566/7566
|
|
f 1155/7567/7567 1157/7568/7568 1156/7569/7569
|
|
f 1156/7570/7570 1157/7571/7571 1146/7572/7572
|
|
f 1157/7573/7573 1158/7574/7574 1146/7575/7575
|
|
f 1146/7576/7576 1158/7577/7577 1144/7578/7578
|
|
f 1158/7579/7579 1159/7580/7580 1144/7581/7581
|
|
f 1144/7582/7582 1159/7583/7583 1142/7584/7584
|
|
f 1159/7585/7585 1160/7586/7586 1142/7587/7587
|
|
f 1142/7588/7588 1160/7589/7589 1161/7590/7590
|
|
f 1160/7591/7591 1162/7592/7592 1161/7593/7593
|
|
f 1161/7594/7594 1162/7595/7595 1155/7596/7596
|
|
f 1162/7597/7597 1157/7598/7598 1155/7599/7599
|
|
f 1155/7600/7600 1153/7601/7601 1161/7602/7602
|
|
f 1153/7603/7603 1143/7604/7604 1161/7605/7605
|
|
f 1161/7606/7606 1143/7607/7607 1142/7608/7608
|
|
f 1160/7609/7609 1159/7610/7610 1162/7611/7611
|
|
f 1159/7612/7612 1158/7613/7613 1162/7614/7614
|
|
f 1162/7615/7615 1158/7616/7616 1157/7617/7617
|
|
f 1152/7618/7618 1154/7619/7619 1151/7620/7620
|
|
f 1154/7621/7621 1150/7622/7622 1151/7623/7623
|
|
f 1150/7624/7624 1154/7625/7625 1148/7626/7626
|
|
f 1154/7627/7627 1156/7628/7628 1148/7629/7629
|
|
f 1148/7630/7630 1156/7631/7631 1146/7632/7632
|
|
f 1147/7633/7633 1145/7634/7634 1149/7635/7635
|
|
# mesh0226, 14 grouped triangles
|
|
|
|
usemtl elmer
|
|
o mesh0226
|
|
g mesh0226
|
|
|
|
f 1200/7636/7636 1201/7637/7637 1202/7638/7638
|
|
f 1201/7639/7639 1203/7640/7640 1202/7641/7641
|
|
f 1202/7642/7642 1203/7643/7643 1204/7644/7644
|
|
f 1203/7645/7645 1205/7646/7646 1204/7647/7647
|
|
f 1204/7648/7648 1205/7649/7649 1206/7650/7650
|
|
f 1205/7651/7651 1203/7652/7652 1206/7653/7653
|
|
f 1206/7654/7654 1203/7655/7655 1207/7656/7656
|
|
f 1203/7657/7657 1201/7658/7658 1207/7659/7659
|
|
f 1207/7660/7660 1201/7661/7661 1208/7662/7662
|
|
f 1201/7663/7663 1200/7664/7664 1208/7665/7665
|
|
f 1208/7666/7666 1200/7667/7667 1207/7668/7668
|
|
f 1200/7669/7669 1209/7670/7670 1207/7671/7671
|
|
f 1207/7672/7672 1209/7673/7673 1206/7674/7674
|
|
f 1209/7675/7675 1204/7676/7676 1206/7677/7677
|
|
# mesh0228, 14 grouped triangles
|
|
|
|
usemtl elmer
|
|
o mesh0228
|
|
g mesh0228
|
|
|
|
f 1220/7678/7678 1221/7679/7679 1222/7680/7680
|
|
f 1221/7681/7681 1223/7682/7682 1222/7683/7683
|
|
f 1222/7684/7684 1223/7685/7685 1224/7686/7686
|
|
f 1223/7687/7687 1225/7688/7688 1224/7689/7689
|
|
f 1224/7690/7690 1225/7691/7691 1226/7692/7692
|
|
f 1225/7693/7693 1223/7694/7694 1226/7695/7695
|
|
f 1226/7696/7696 1223/7697/7697 1227/7698/7698
|
|
f 1223/7699/7699 1221/7700/7700 1227/7701/7701
|
|
f 1227/7702/7702 1221/7703/7703 1228/7704/7704
|
|
f 1221/7705/7705 1220/7706/7706 1228/7707/7707
|
|
f 1228/7708/7708 1220/7709/7709 1227/7710/7710
|
|
f 1220/7711/7711 1229/7712/7712 1227/7713/7713
|
|
f 1227/7714/7714 1229/7715/7715 1226/7716/7716
|
|
f 1229/7717/7717 1224/7718/7718 1226/7719/7719
|
|
# mesh0230, 14 grouped triangles
|
|
|
|
usemtl elmer
|
|
o mesh0230
|
|
g mesh0230
|
|
|
|
f 1240/7720/7720 1241/7721/7721 1242/7722/7722
|
|
f 1241/7723/7723 1243/7724/7724 1242/7725/7725
|
|
f 1242/7726/7726 1243/7727/7727 1244/7728/7728
|
|
f 1243/7729/7729 1245/7730/7730 1244/7731/7731
|
|
f 1244/7732/7732 1245/7733/7733 1246/7734/7734
|
|
f 1245/7735/7735 1243/7736/7736 1246/7737/7737
|
|
f 1246/7738/7738 1243/7739/7739 1247/7740/7740
|
|
f 1243/7741/7741 1241/7742/7742 1247/7743/7743
|
|
f 1247/7744/7744 1241/7745/7745 1248/7746/7746
|
|
f 1241/7747/7747 1240/7748/7748 1248/7749/7749
|
|
f 1248/7750/7750 1240/7751/7751 1247/7752/7752
|
|
f 1240/7753/7753 1249/7754/7754 1247/7755/7755
|
|
f 1247/7756/7756 1249/7757/7757 1246/7758/7758
|
|
f 1249/7759/7759 1244/7760/7760 1246/7761/7761
|
|
# mesh0231, 14 grouped triangles
|
|
|
|
usemtl elmer
|
|
o mesh0231
|
|
g mesh0231
|
|
|
|
f 1250/7762/7762 1251/7763/7763 1252/7764/7764
|
|
f 1251/7765/7765 1253/7766/7766 1252/7767/7767
|
|
f 1252/7768/7768 1253/7769/7769 1254/7770/7770
|
|
f 1253/7771/7771 1255/7772/7772 1254/7773/7773
|
|
f 1254/7774/7774 1255/7775/7775 1256/7776/7776
|
|
f 1255/7777/7777 1253/7778/7778 1256/7779/7779
|
|
f 1256/7780/7780 1253/7781/7781 1257/7782/7782
|
|
f 1253/7783/7783 1251/7784/7784 1257/7785/7785
|
|
f 1257/7786/7786 1251/7787/7787 1258/7788/7788
|
|
f 1251/7789/7789 1250/7790/7790 1258/7791/7791
|
|
f 1258/7792/7792 1250/7793/7793 1257/7794/7794
|
|
f 1250/7795/7795 1259/7796/7796 1257/7797/7797
|
|
f 1257/7798/7798 1259/7799/7799 1256/7800/7800
|
|
f 1259/7801/7801 1254/7802/7802 1256/7803/7803
|
|
# mesh0232, 48 grouped triangles
|
|
|
|
usemtl elmer
|
|
o mesh0232
|
|
g mesh0232
|
|
|
|
f 1260/7804/7804 1261/7805/7805 1262/7806/7806
|
|
f 1261/7807/7807 1263/7808/7808 1262/7809/7809
|
|
f 1262/7810/7810 1263/7811/7811 1264/7812/7812
|
|
f 1263/7813/7813 1265/7814/7814 1264/7815/7815
|
|
f 1264/7816/7816 1265/7817/7817 1266/7818/7818
|
|
f 1265/7819/7819 1267/7820/7820 1266/7821/7821
|
|
f 1266/7822/7822 1267/7823/7823 1268/7824/7824
|
|
f 1267/7825/7825 1269/7826/7826 1268/7827/7827
|
|
f 1268/7828/7828 1269/7829/7829 1270/7830/7830
|
|
f 1269/7831/7831 1271/7832/7832 1270/7833/7833
|
|
f 1270/7834/7834 1271/7835/7835 1272/7836/7836
|
|
f 1271/7837/7837 1273/7838/7838 1272/7839/7839
|
|
f 1272/7840/7840 1273/7841/7841 1274/7842/7842
|
|
f 1273/7843/7843 1275/7844/7844 1274/7845/7845
|
|
f 1274/7846/7846 1275/7847/7847 1260/7848/7848
|
|
f 1275/7849/7849 1276/7850/7850 1260/7851/7851
|
|
f 1260/7852/7852 1276/7853/7853 1261/7854/7854
|
|
f 1276/7855/7855 1277/7856/7856 1261/7857/7857
|
|
f 1261/7858/7858 1277/7859/7859 1278/7860/7860
|
|
f 1277/7861/7861 1279/7862/7862 1278/7863/7863
|
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f 1278/7864/7864 1279/7865/7865 1280/7866/7866
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f 1279/7867/7867 1281/7868/7868 1280/7869/7869
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f 1280/7870/7870 1281/7871/7871 1282/7872/7872
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f 1281/7873/7873 1283/7874/7874 1282/7875/7875
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f 1282/7876/7876 1283/7877/7877 1284/7878/7878
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f 1283/7879/7879 1285/7880/7880 1284/7881/7881
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f 1284/7882/7882 1285/7883/7883 1271/7884/7884
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f 1285/7885/7885 1273/7886/7886 1271/7887/7887
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f 1272/7888/7888 1274/7889/7889 1270/7890/7890
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f 1274/7891/7891 1286/7892/7892 1270/7893/7893
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f 1270/7894/7894 1286/7895/7895 1268/7896/7896
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f 1286/7897/7897 1287/7898/7898 1268/7899/7899
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f 1268/7900/7900 1287/7901/7901 1288/7902/7902
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f 1287/7903/7903 1262/7904/7904 1288/7905/7905
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f 1288/7906/7906 1262/7907/7907 1264/7908/7908
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f 1261/7909/7909 1278/7910/7910 1263/7911/7911
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f 1278/7912/7912 1280/7913/7913 1263/7914/7914
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f 1263/7915/7915 1280/7916/7916 1282/7917/7917
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f 1263/7918/7918 1282/7919/7919 1265/7920/7920
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f 1282/7921/7921 1284/7922/7922 1265/7923/7923
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f 1265/7924/7924 1284/7925/7925 1267/7926/7926
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f 1284/7927/7927 1271/7928/7928 1267/7929/7929
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f 1267/7930/7930 1271/7931/7931 1269/7932/7932
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f 1286/7933/7933 1274/7934/7934 1287/7935/7935
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f 1274/7936/7936 1260/7937/7937 1287/7938/7938
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f 1287/7939/7939 1260/7940/7940 1262/7941/7941
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f 1288/7942/7942 1264/7943/7943 1268/7944/7944
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f 1264/7945/7945 1266/7946/7946 1268/7947/7947
|
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# mesh0233, 10 grouped triangles
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usemtl elmer
|
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o mesh0233
|
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g mesh0233
|
|
|
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f 1281/7948/7948 1289/7949/7949 1283/7950/7950
|
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f 1289/7951/7951 1290/7952/7952 1283/7953/7953
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f 1283/7954/7954 1290/7955/7955 1285/7956/7956
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f 1290/7957/7957 1291/7958/7958 1285/7959/7959
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f 1285/7960/7960 1291/7961/7961 1273/7962/7962
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f 1291/7963/7963 1275/7964/7964 1273/7965/7965
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f 1291/7966/7966 1292/7967/7967 1275/7968/7968
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f 1292/7969/7969 1276/7970/7970 1275/7971/7971
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f 1277/7972/7972 1276/7973/7973 1293/7974/7974
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f 1276/7975/7975 1292/7976/7976 1293/7977/7977
|
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# mesh0236, 66 grouped triangles
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|
|
usemtl elmer
|
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o mesh0236
|
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g mesh0236
|
|
|
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f 1335/7978/7978 1336/7979/7979 1337/7980/7980
|
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f 1336/7981/7981 1338/7982/7982 1337/7983/7983
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f 1337/7984/7984 1338/7985/7985 1339/7986/7986
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f 1338/7987/7987 1340/7988/7988 1339/7989/7989
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f 1339/7990/7990 1340/7991/7991 1341/7992/7992
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f 1340/7993/7993 1342/7994/7994 1341/7995/7995
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f 1339/7996/7996 1343/7997/7997 1337/7998/7998
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f 1343/7999/7999 1344/8000/8000 1337/8001/8001
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f 1337/8002/8002 1344/8003/8003 1345/8004/8004
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f 1344/8005/8005 1346/8006/8006 1345/8007/8007
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f 1345/8008/8008 1346/8009/8009 1347/8010/8010
|
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f 1344/8011/8011 1348/8012/8012 1346/8013/8013
|
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f 1348/8014/8014 1349/8015/8015 1346/8016/8016
|
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f 1346/8017/8017 1349/8018/8018 1350/8019/8019
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f 1349/8020/8020 1351/8021/8021 1350/8022/8022
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f 1349/8023/8023 1352/8024/8024 1351/8025/8025
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f 1352/8026/8026 1342/8027/8027 1351/8028/8028
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f 1351/8029/8029 1342/8030/8030 1353/8031/8031
|
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f 1342/8032/8032 1340/8033/8033 1353/8034/8034
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f 1335/8035/8035 1337/8036/8036 1354/8037/8037
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f 1337/8038/8038 1345/8039/8039 1354/8040/8040
|
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f 1354/8041/8041 1345/8042/8042 1347/8043/8043
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f 1340/8044/8044 1338/8045/8045 1355/8046/8046
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f 1338/8047/8047 1336/8048/8048 1355/8049/8049
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f 1356/8050/8050 1357/8051/8051 1358/8052/8052
|
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f 1357/8053/8053 1359/8054/8054 1358/8055/8055
|
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f 1358/8056/8056 1359/8057/8057 1360/8058/8058
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f 1359/8059/8059 1361/8060/8060 1360/8061/8061
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f 1360/8062/8062 1361/8063/8063 1362/8064/8064
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f 1361/8065/8065 1363/8066/8066 1362/8067/8067
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f 1362/8068/8068 1363/8069/8069 1364/8070/8070
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f 1363/8071/8071 1365/8072/8072 1364/8073/8073
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f 1364/8074/8074 1365/8075/8075 1366/8076/8076
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f 1365/8077/8077 1367/8078/8078 1366/8079/8079
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f 1366/8080/8080 1367/8081/8081 1368/8082/8082
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f 1356/8083/8083 1358/8084/8084 1369/8085/8085
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f 1358/8086/8086 1360/8087/8087 1369/8088/8088
|
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f 1369/8089/8089 1360/8090/8090 1370/8091/8091
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f 1360/8092/8092 1371/8093/8093 1370/8094/8094
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f 1370/8095/8095 1371/8096/8096 1372/8097/8097
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f 1371/8098/8098 1373/8099/8099 1372/8100/8100
|
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f 1360/8101/8101 1362/8102/8102 1371/8103/8103
|
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f 1362/8104/8104 1374/8105/8105 1371/8106/8106
|
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f 1371/8107/8107 1374/8108/8108 1373/8109/8109
|
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f 1374/8110/8110 1375/8111/8111 1373/8112/8112
|
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f 1362/8113/8113 1364/8114/8114 1374/8115/8115
|
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f 1364/8116/8116 1366/8117/8117 1374/8118/8118
|
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f 1374/8119/8119 1366/8120/8120 1375/8121/8121
|
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f 1366/8122/8122 1376/8123/8123 1375/8124/8124
|
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f 1367/8125/8125 1365/8126/8126 1377/8127/8127
|
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f 1365/8128/8128 1378/8129/8129 1377/8130/8130
|
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f 1377/8131/8131 1378/8132/8132 1379/8133/8133
|
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f 1378/8134/8134 1380/8135/8135 1379/8136/8136
|
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f 1365/8137/8137 1363/8138/8138 1378/8139/8139
|
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f 1363/8140/8140 1381/8141/8141 1378/8142/8142
|
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f 1378/8143/8143 1381/8144/8144 1380/8145/8145
|
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f 1381/8146/8146 1382/8147/8147 1380/8148/8148
|
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f 1363/8149/8149 1361/8150/8150 1381/8151/8151
|
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f 1361/8152/8152 1359/8153/8153 1381/8154/8154
|
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f 1381/8155/8155 1359/8156/8156 1383/8157/8157
|
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f 1359/8158/8158 1357/8159/8159 1383/8160/8160
|
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f 1383/8161/8161 1357/8162/8162 1384/8163/8163
|
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f 1384/8164/8164 1382/8165/8165 1383/8166/8166
|
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f 1382/8167/8167 1381/8168/8168 1383/8169/8169
|
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f 1368/8170/8170 1335/8171/8171 1366/8172/8172
|
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f 1335/8173/8173 1376/8174/8174 1366/8175/8175
|
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# mesh0237, 34 grouped triangles
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|
|
usemtl elmer
|
|
o mesh0237
|
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g mesh0237
|
|
|
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f 1356/8176/8176 1369/8177/8177 1357/8178/8178
|
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f 1369/8179/8179 1385/8180/8180 1357/8181/8181
|
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f 1357/8182/8182 1385/8183/8183 1382/8184/8184
|
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f 1385/8185/8185 1353/8186/8186 1382/8187/8187
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f 1382/8188/8188 1353/8189/8189 1380/8190/8190
|
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f 1353/8191/8191 1379/8192/8192 1380/8193/8193
|
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f 1335/8194/8194 1368/8195/8195 1336/8196/8196
|
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f 1368/8197/8197 1367/8198/8198 1336/8199/8199
|
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f 1336/8200/8200 1367/8201/8201 1377/8202/8202
|
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f 1336/8203/8203 1377/8204/8204 1355/8205/8205
|
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f 1377/8206/8206 1340/8207/8207 1355/8208/8208
|
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f 1377/8209/8209 1379/8210/8210 1340/8211/8211
|
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f 1379/8212/8212 1353/8213/8213 1340/8214/8214
|
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f 1353/8215/8215 1385/8216/8216 1351/8217/8217
|
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f 1385/8218/8218 1350/8219/8219 1351/8220/8220
|
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f 1385/8221/8221 1369/8222/8222 1350/8223/8223
|
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f 1369/8224/8224 1370/8225/8225 1350/8226/8226
|
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f 1350/8227/8227 1370/8228/8228 1372/8229/8229
|
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f 1350/8230/8230 1372/8231/8231 1346/8232/8232
|
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f 1372/8233/8233 1373/8234/8234 1346/8235/8235
|
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f 1346/8236/8236 1373/8237/8237 1347/8238/8238
|
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f 1373/8239/8239 1354/8240/8240 1347/8241/8241
|
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f 1373/8242/8242 1375/8243/8243 1354/8244/8244
|
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f 1375/8245/8245 1376/8246/8246 1354/8247/8247
|
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f 1354/8248/8248 1376/8249/8249 1335/8250/8250
|
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f 1349/8251/8251 1348/8252/8252 1386/8253/8253
|
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f 1348/8254/8254 1344/8255/8255 1386/8256/8256
|
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f 1386/8257/8257 1344/8258/8258 1343/8259/8259
|
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f 1343/8260/8260 1339/8261/8261 1386/8262/8262
|
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f 1339/8263/8263 1341/8264/8264 1386/8265/8265
|
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f 1386/8266/8266 1341/8267/8267 1342/8268/8268
|
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f 1342/8269/8269 1352/8270/8270 1386/8271/8271
|
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f 1352/8272/8272 1349/8273/8273 1386/8274/8274
|
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f 1384/8275/8275 1357/8276/8276 1382/8277/8277
|
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# mesh0238, 24 grouped triangles
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|
|
usemtl elmer
|
|
o mesh0238
|
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g mesh0238
|
|
|
|
f 1387/8278/8278 1388/8279/8279 1389/8280/8280
|
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f 1388/8281/8281 1390/8282/8282 1389/8283/8283
|
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f 1389/8284/8284 1390/8285/8285 1391/8286/8286
|
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f 1390/8287/8287 1392/8288/8288 1391/8289/8289
|
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f 1391/8290/8290 1392/8291/8291 1393/8292/8292
|
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f 1392/8293/8293 1394/8294/8294 1393/8295/8295
|
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f 1391/8296/8296 1395/8297/8297 1389/8298/8298
|
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f 1395/8299/8299 1396/8300/8300 1389/8301/8301
|
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f 1389/8302/8302 1396/8303/8303 1397/8304/8304
|
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f 1396/8305/8305 1398/8306/8306 1397/8307/8307
|
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f 1397/8308/8308 1398/8309/8309 1399/8310/8310
|
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f 1396/8311/8311 1400/8312/8312 1398/8313/8313
|
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f 1400/8314/8314 1401/8315/8315 1398/8316/8316
|
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f 1398/8317/8317 1401/8318/8318 1402/8319/8319
|
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f 1401/8320/8320 1403/8321/8321 1402/8322/8322
|
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f 1401/8323/8323 1404/8324/8324 1403/8325/8325
|
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f 1404/8326/8326 1394/8327/8327 1403/8328/8328
|
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f 1403/8329/8329 1394/8330/8330 1405/8331/8331
|
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f 1394/8332/8332 1392/8333/8333 1405/8334/8334
|
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f 1406/8335/8335 1389/8336/8336 1407/8337/8337
|
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f 1389/8338/8338 1397/8339/8339 1407/8340/8340
|
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f 1407/8341/8341 1397/8342/8342 1399/8343/8343
|
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f 1392/8344/8344 1390/8345/8345 1408/8346/8346
|
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f 1390/8347/8347 1388/8348/8348 1408/8349/8349
|
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# mesh0239, 8 grouped triangles
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|
|
|
usemtl elmer
|
|
o mesh0239
|
|
g mesh0239
|
|
|
|
f 1401/8350/8350 1400/8351/8351 1465/8352/8352
|
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f 1400/8353/8353 1396/8354/8354 1465/8355/8355
|
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f 1465/8356/8356 1396/8357/8357 1395/8358/8358
|
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f 1395/8359/8359 1391/8360/8360 1465/8361/8361
|
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f 1391/8362/8362 1393/8363/8363 1465/8364/8364
|
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f 1465/8365/8365 1393/8366/8366 1394/8367/8367
|
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f 1394/8368/8368 1404/8369/8369 1465/8370/8370
|
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f 1404/8371/8371 1401/8372/8372 1465/8373/8373
|
|
# mesh0240, 76 grouped triangles
|
|
|
|
usemtl elmer
|
|
o mesh0240
|
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g mesh0240
|
|
|
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f 1467/8374/8374 1468/8375/8375 1469/8376/8376
|
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f 1468/8377/8377 1470/8378/8378 1469/8379/8379
|
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f 1469/8380/8380 1470/8381/8381 1471/8382/8382
|
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f 1470/8383/8383 1472/8384/8384 1471/8385/8385
|
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f 1471/8386/8386 1472/8387/8387 1473/8388/8388
|
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f 1472/8389/8389 1474/8390/8390 1473/8391/8391
|
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f 1473/8392/8392 1474/8393/8393 1475/8394/8394
|
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f 1474/8395/8395 1476/8396/8396 1475/8397/8397
|
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f 1475/8398/8398 1476/8399/8399 1477/8400/8400
|
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f 1476/8401/8401 1478/8402/8402 1477/8403/8403
|
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f 1477/8404/8404 1478/8405/8405 1475/8406/8406
|
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f 1478/8407/8407 1479/8408/8408 1475/8409/8409
|
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f 1475/8410/8410 1479/8411/8411 1473/8412/8412
|
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f 1479/8413/8413 1480/8414/8414 1473/8415/8415
|
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f 1473/8416/8416 1480/8417/8417 1471/8418/8418
|
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f 1480/8419/8419 1481/8420/8420 1471/8421/8421
|
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f 1471/8422/8422 1481/8423/8423 1469/8424/8424
|
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f 1481/8425/8425 1482/8426/8426 1469/8427/8427
|
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f 1469/8428/8428 1482/8429/8429 1467/8430/8430
|
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f 1482/8431/8431 1483/8432/8432 1467/8433/8433
|
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f 1467/8434/8434 1483/8435/8435 1468/8436/8436
|
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f 1483/8437/8437 1484/8438/8438 1468/8439/8439
|
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f 1468/8440/8440 1484/8441/8441 1485/8442/8442
|
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f 1484/8443/8443 1483/8444/8444 1485/8445/8445
|
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f 1485/8446/8446 1483/8447/8447 1472/8448/8448
|
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f 1483/8449/8449 1474/8450/8450 1472/8451/8451
|
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f 1483/8452/8452 1482/8453/8453 1474/8454/8454
|
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f 1482/8455/8455 1486/8456/8456 1474/8457/8457
|
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f 1474/8458/8458 1486/8459/8459 1487/8460/8460
|
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f 1486/8461/8461 1479/8462/8462 1487/8463/8463
|
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f 1487/8464/8464 1479/8465/8465 1478/8466/8466
|
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f 1482/8467/8467 1481/8468/8468 1486/8469/8469
|
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f 1481/8470/8470 1480/8471/8471 1486/8472/8472
|
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f 1486/8473/8473 1480/8474/8474 1479/8475/8475
|
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f 1478/8476/8476 1476/8477/8477 1487/8478/8478
|
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f 1476/8479/8479 1474/8480/8480 1487/8481/8481
|
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f 1472/8482/8482 1470/8483/8483 1485/8484/8484
|
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f 1470/8485/8485 1468/8486/8486 1485/8487/8487
|
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f 1597/8518/8518 1598/8519/8519 1599/8520/8520
|
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f 1598/8521/8521 1600/8522/8522 1599/8523/8523
|
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f 1599/8524/8524 1600/8525/8525 1601/8526/8526
|
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f 1600/8527/8527 1602/8528/8528 1601/8529/8529
|
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f 1601/8530/8530 1602/8531/8531 1603/8532/8532
|
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f 1602/8533/8533 1604/8534/8534 1603/8535/8535
|
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f 1603/8536/8536 1604/8537/8537 1605/8538/8538
|
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f 1604/8539/8539 1606/8540/8540 1605/8541/8541
|
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f 1605/8542/8542 1606/8543/8543 1607/8544/8544
|
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f 1606/8545/8545 1608/8546/8546 1607/8547/8547
|
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f 1607/8548/8548 1608/8549/8549 1609/8550/8550
|
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f 1608/8551/8551 1610/8552/8552 1609/8553/8553
|
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f 1609/8554/8554 1610/8555/8555 1601/8556/8556
|
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f 1610/8557/8557 1611/8558/8558 1601/8559/8559
|
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f 1601/8560/8560 1611/8561/8561 1612/8562/8562
|
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f 1611/8563/8563 1613/8564/8564 1612/8565/8565
|
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f 1612/8566/8566 1613/8567/8567 1597/8568/8568
|
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f 1613/8569/8569 1611/8570/8570 1597/8571/8571
|
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f 1597/8572/8572 1611/8573/8573 1598/8574/8574
|
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f 1611/8575/8575 1610/8576/8576 1598/8577/8577
|
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f 1598/8578/8578 1610/8579/8579 1614/8580/8580
|
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f 1610/8581/8581 1608/8582/8582 1614/8583/8583
|
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f 1614/8584/8584 1608/8585/8585 1615/8586/8586
|
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f 1608/8587/8587 1606/8588/8588 1615/8589/8589
|
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f 1615/8590/8590 1606/8591/8591 1602/8592/8592
|
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f 1606/8593/8593 1604/8594/8594 1602/8595/8595
|
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f 1601/8596/8596 1603/8597/8597 1609/8598/8598
|
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f 1603/8599/8599 1616/8600/8600 1609/8601/8601
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f 1609/8602/8602 1616/8603/8603 1607/8604/8604
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f 1616/8605/8605 1605/8606/8606 1607/8607/8607
|
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f 1598/8608/8608 1614/8609/8609 1600/8610/8610
|
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f 1614/8611/8611 1615/8612/8612 1600/8613/8613
|
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f 1600/8614/8614 1615/8615/8615 1602/8616/8616
|
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f 1597/8617/8617 1599/8618/8618 1612/8619/8619
|
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f 1599/8620/8620 1601/8621/8621 1612/8622/8622
|
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f 1605/8623/8623 1616/8624/8624 1617/8625/8625
|
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f 1616/8626/8626 1603/8627/8627 1617/8628/8628
|
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f 1617/8629/8629 1603/8630/8630 1605/8631/8631
|
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# mesh0246, 35 grouped triangles
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usemtl elmer
|
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o mesh0246
|
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g mesh0246
|
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f 1555/8632/8632 1556/8633/8633 1557/8634/8634
|
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f 1556/8635/8635 1558/8636/8636 1557/8637/8637
|
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f 1557/8638/8638 1558/8639/8639 1559/8640/8640
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f 1558/8641/8641 1560/8642/8642 1559/8643/8643
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f 1559/8644/8644 1560/8645/8645 1561/8646/8646
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f 1560/8647/8647 1562/8648/8648 1561/8649/8649
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f 1561/8650/8650 1562/8651/8651 1563/8652/8652
|
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f 1562/8653/8653 1564/8654/8654 1563/8655/8655
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f 1563/8656/8656 1564/8657/8657 1565/8658/8658
|
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f 1564/8659/8659 1566/8660/8660 1565/8661/8661
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f 1565/8662/8662 1566/8663/8663 1557/8664/8664
|
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f 1566/8665/8665 1567/8666/8666 1557/8667/8667
|
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f 1557/8668/8668 1567/8669/8669 1555/8670/8670
|
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f 1567/8671/8671 1568/8672/8672 1555/8673/8673
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f 1555/8674/8674 1568/8675/8675 1556/8676/8676
|
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f 1568/8677/8677 1569/8678/8678 1556/8679/8679
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f 1556/8680/8680 1569/8681/8681 1570/8682/8682
|
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f 1569/8683/8683 1571/8684/8684 1570/8685/8685
|
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f 1570/8686/8686 1571/8687/8687 1572/8688/8688
|
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f 1571/8689/8689 1573/8690/8690 1572/8691/8691
|
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f 1572/8692/8692 1573/8693/8693 1560/8694/8694
|
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f 1573/8695/8695 1574/8696/8696 1560/8697/8697
|
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f 1560/8698/8698 1574/8699/8699 1562/8700/8700
|
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f 1574/8701/8701 1564/8702/8702 1562/8703/8703
|
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f 1564/8704/8704 1574/8705/8705 1566/8706/8706
|
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f 1574/8707/8707 1575/8708/8708 1566/8709/8709
|
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f 1566/8710/8710 1575/8711/8711 1567/8712/8712
|
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f 1561/8713/8713 1563/8714/8714 1559/8715/8715
|
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f 1563/8716/8716 1565/8717/8717 1559/8718/8718
|
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f 1559/8719/8719 1565/8720/8720 1557/8721/8721
|
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f 1572/8722/8722 1560/8723/8723 1570/8724/8724
|
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f 1560/8725/8725 1558/8726/8726 1570/8727/8727
|
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f 1570/8728/8728 1558/8729/8729 1556/8730/8730
|
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f 1574/8731/8731 1573/8732/8732 1575/8733/8733
|
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f 1573/8734/8734 1571/8735/8735 1575/8736/8736
|
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# mesh0254, 35 grouped triangles
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|
|
usemtl elmer
|
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o mesh0254
|
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g mesh0254
|
|
|
|
f 1685/8854/8854 1686/8855/8855 1687/8856/8856
|
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f 1686/8857/8857 1688/8858/8858 1687/8859/8859
|
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f 1687/8860/8860 1688/8861/8861 1689/8862/8862
|
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f 1688/8863/8863 1690/8864/8864 1689/8865/8865
|
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f 1689/8866/8866 1690/8867/8867 1691/8868/8868
|
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f 1690/8869/8869 1692/8870/8870 1691/8871/8871
|
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f 1691/8872/8872 1692/8873/8873 1693/8874/8874
|
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f 1692/8875/8875 1694/8876/8876 1693/8877/8877
|
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f 1693/8878/8878 1694/8879/8879 1695/8880/8880
|
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f 1694/8881/8881 1696/8882/8882 1695/8883/8883
|
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f 1695/8884/8884 1696/8885/8885 1697/8886/8886
|
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f 1696/8887/8887 1698/8888/8888 1697/8889/8889
|
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f 1697/8890/8890 1698/8891/8891 1699/8892/8892
|
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f 1698/8893/8893 1700/8894/8894 1699/8895/8895
|
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f 1699/8896/8896 1700/8897/8897 1701/8898/8898
|
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f 1700/8899/8899 1702/8900/8900 1701/8901/8901
|
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f 1701/8902/8902 1702/8903/8903 1688/8904/8904
|
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f 1702/8905/8905 1690/8906/8906 1688/8907/8907
|
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f 1688/8908/8908 1686/8909/8909 1701/8910/8910
|
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f 1686/8911/8911 1685/8912/8912 1701/8913/8913
|
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f 1701/8914/8914 1685/8915/8915 1703/8916/8916
|
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f 1685/8917/8917 1704/8918/8918 1703/8919/8919
|
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f 1703/8920/8920 1704/8921/8921 1695/8922/8922
|
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f 1704/8923/8923 1693/8924/8924 1695/8925/8925
|
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f 1695/8926/8926 1697/8927/8927 1703/8928/8928
|
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f 1697/8929/8929 1699/8930/8930 1703/8931/8931
|
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f 1703/8932/8932 1699/8933/8933 1701/8934/8934
|
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f 1692/8935/8935 1690/8936/8936 1694/8937/8937
|
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f 1690/8938/8938 1702/8939/8939 1694/8940/8940
|
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f 1694/8941/8941 1702/8942/8942 1700/8943/8943
|
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f 1694/8944/8944 1700/8945/8945 1705/8946/8946
|
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f 1700/8947/8947 1698/8948/8948 1705/8949/8949
|
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f 1705/8950/8950 1698/8951/8951 1696/8952/8952
|
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f 1696/8953/8953 1694/8954/8954 1705/8955/8955
|
|
f 1691/8956/8956 1693/8957/8957 1704/8958/8958
|
|
# mesh0256, 298 grouped triangles
|
|
|
|
usemtl plane
|
|
o mesh0256
|
|
g mesh0256
|
|
|
|
f 1727/8959/8959 1728/8960/8960 1729/8961/8961
|
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f 1728/8962/8962 1730/8963/8963 1729/8964/8964
|
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f 1729/8965/8965 1730/8966/8966 1731/8967/8967
|
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f 1730/8968/8968 1732/8969/8969 1731/8970/8970
|
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f 1731/8971/8971 1732/8972/8972 1733/8973/8973
|
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f 1732/8974/8974 1734/8975/8975 1733/8976/8976
|
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f 1733/8977/8977 1734/8978/8978 1735/8979/8979
|
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f 1734/8980/8980 1736/8981/8981 1735/8982/8982
|
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f 1735/8983/8983 1737/8984/8984 1733/8985/8985
|
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f 1737/8986/8986 1738/8987/8987 1733/8988/8988
|
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f 1733/8989/8989 1738/8990/8990 1731/8991/8991
|
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f 1738/8992/8992 1739/8993/8993 1731/8994/8994
|
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f 1731/8995/8995 1739/8996/8996 1729/8997/8997
|
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f 1739/8998/8998 1740/8999/8999 1729/9000/9000
|
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f 1729/9001/9001 1740/9002/9002 1741/9003/9003
|
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f 1740/9004/9004 1742/9005/9005 1741/9006/9006
|
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f 1741/9007/9007 1742/9008/9008 1743/9009/9009
|
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f 1742/9010/9010 1744/9011/9011 1743/9012/9012
|
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f 1743/9013/9013 1744/9014/9014 1745/9015/9015
|
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f 1744/9016/9016 1746/9017/9017 1745/9018/9018
|
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f 1740/9019/9019 1739/9020/9020 1747/9021/9021
|
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f 1739/9022/9022 1748/9023/9023 1747/9024/9024
|
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f 1747/9025/9025 1748/9026/9026 1749/9027/9027
|
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f 1748/9028/9028 1738/9029/9029 1749/9030/9030
|
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f 1749/9031/9031 1738/9032/9032 1750/9033/9033
|
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f 1738/9034/9034 1737/9035/9035 1750/9036/9036
|
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f 1750/9037/9037 1737/9038/9038 1751/9039/9039
|
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f 1752/9040/9040 1753/9041/9041 1754/9042/9042
|
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f 1753/9043/9043 1755/9044/9044 1754/9045/9045
|
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f 1754/9046/9046 1755/9047/9047 1736/9048/9048
|
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f 1755/9049/9049 1756/9050/9050 1736/9051/9051
|
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f 1736/9052/9052 1756/9053/9053 1757/9054/9054
|
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f 1758/9055/9055 1759/9056/9056 1760/9057/9057
|
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f 1759/9058/9058 1761/9059/9059 1760/9060/9060
|
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f 1760/9061/9061 1761/9062/9062 1762/9063/9063
|
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f 1761/9064/9064 1763/9065/9065 1762/9066/9066
|
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f 1762/9067/9067 1763/9068/9068 1764/9069/9069
|
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f 1765/9070/9070 1766/9071/9071 1767/9072/9072
|
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f 1766/9073/9073 1768/9074/9074 1767/9075/9075
|
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f 1767/9076/9076 1768/9077/9077 1769/9078/9078
|
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f 1768/9079/9079 1770/9080/9080 1769/9081/9081
|
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f 1769/9082/9082 1770/9083/9083 1757/9084/9084
|
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f 1771/9085/9085 1772/9086/9086 1773/9087/9087
|
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f 1772/9088/9088 1774/9089/9089 1773/9090/9090
|
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f 1773/9091/9091 1774/9092/9092 1775/9093/9093
|
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f 1774/9094/9094 1776/9095/9095 1775/9096/9096
|
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f 1777/9097/9097 1778/9098/9098 1779/9099/9099
|
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f 1778/9100/9100 1780/9101/9101 1779/9102/9102
|
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f 1779/9103/9103 1780/9104/9104 1781/9105/9105
|
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f 1780/9106/9106 1782/9107/9107 1781/9108/9108
|
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f 1783/9109/9109 1784/9110/9110 1785/9111/9111
|
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f 1784/9112/9112 1786/9113/9113 1785/9114/9114
|
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f 1785/9115/9115 1786/9116/9116 1787/9117/9117
|
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f 1786/9118/9118 1788/9119/9119 1787/9120/9120
|
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f 1789/9121/9121 1760/9122/9122 1790/9123/9123
|
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f 1760/9124/9124 1791/9125/9125 1790/9126/9126
|
|
f 1790/9127/9127 1791/9128/9128 1792/9129/9129
|
|
f 1791/9130/9130 1793/9131/9131 1792/9132/9132
|
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f 1794/9133/9133 1764/9134/9134 1795/9135/9135
|
|
f 1764/9136/9136 1796/9137/9137 1795/9138/9138
|
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f 1795/9139/9139 1796/9140/9140 1797/9141/9141
|
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f 1796/9142/9142 1798/9143/9143 1797/9144/9144
|
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f 1797/9145/9145 1798/9146/9146 1799/9147/9147
|
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f 1798/9148/9148 1749/9149/9149 1799/9150/9150
|
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f 1799/9151/9151 1749/9152/9152 1750/9153/9153
|
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f 1798/9154/9154 1763/9155/9155 1749/9156/9156
|
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f 1763/9157/9157 1800/9158/9158 1749/9159/9159
|
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f 1749/9160/9160 1800/9161/9161 1747/9162/9162
|
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f 1800/9163/9163 1801/9164/9164 1747/9165/9165
|
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f 1747/9166/9166 1801/9167/9167 1802/9168/9168
|
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f 1801/9169/9169 1803/9170/9170 1802/9171/9171
|
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f 1802/9172/9172 1803/9173/9173 1744/9174/9174
|
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f 1803/9175/9175 1804/9176/9176 1744/9177/9177
|
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f 1744/9178/9178 1804/9179/9179 1746/9180/9180
|
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f 1804/9181/9181 1805/9182/9182 1746/9183/9183
|
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f 1746/9184/9184 1805/9185/9185 1806/9186/9186
|
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f 1805/9187/9187 1752/9188/9188 1806/9189/9189
|
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f 1806/9190/9190 1752/9191/9191 1754/9192/9192
|
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f 1746/9193/9193 1806/9194/9194 1807/9195/9195
|
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f 1806/9196/9196 1808/9197/9197 1807/9198/9198
|
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f 1807/9199/9199 1808/9200/9200 1809/9201/9201
|
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f 1808/9202/9202 1806/9203/9203 1809/9204/9204
|
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f 1809/9205/9205 1806/9206/9206 1810/9207/9207
|
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f 1806/9208/9208 1811/9209/9209 1810/9210/9210
|
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f 1810/9211/9211 1811/9212/9212 1812/9213/9213
|
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f 1811/9214/9214 1734/9215/9215 1812/9216/9216
|
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f 1812/9217/9217 1734/9218/9218 1813/9219/9219
|
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f 1734/9220/9220 1732/9221/9221 1813/9222/9222
|
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f 1813/9223/9223 1732/9224/9224 1730/9225/9225
|
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f 1750/9226/9226 1751/9227/9227 1799/9228/9228
|
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f 1751/9229/9229 1814/9230/9230 1799/9231/9231
|
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f 1799/9232/9232 1814/9233/9233 1815/9234/9234
|
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f 1814/9235/9235 1816/9236/9236 1815/9237/9237
|
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f 1815/9238/9238 1816/9239/9239 1817/9240/9240
|
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f 1816/9241/9241 1818/9242/9242 1817/9243/9243
|
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f 1817/9244/9244 1818/9245/9245 1819/9246/9246
|
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f 1818/9247/9247 1820/9248/9248 1819/9249/9249
|
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f 1819/9250/9250 1820/9251/9251 1821/9252/9252
|
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f 1820/9253/9253 1792/9254/9254 1821/9255/9255
|
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f 1821/9256/9256 1822/9257/9257 1819/9258/9258
|
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f 1822/9259/9259 1823/9260/9260 1819/9261/9261
|
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f 1819/9262/9262 1823/9263/9263 1817/9264/9264
|
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f 1823/9265/9265 1824/9266/9266 1817/9267/9267
|
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f 1817/9268/9268 1824/9269/9269 1815/9270/9270
|
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f 1824/9271/9271 1825/9272/9272 1815/9273/9273
|
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f 1815/9274/9274 1825/9275/9275 1797/9276/9276
|
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f 1825/9277/9277 1826/9278/9278 1797/9279/9279
|
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f 1797/9280/9280 1826/9281/9281 1795/9282/9282
|
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f 1793/9283/9283 1791/9284/9284 1827/9285/9285
|
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f 1791/9286/9286 1762/9287/9287 1827/9288/9288
|
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f 1827/9289/9289 1762/9290/9290 1828/9291/9291
|
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f 1762/9292/9292 1764/9293/9293 1828/9294/9294
|
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f 1828/9295/9295 1764/9296/9296 1794/9297/9297
|
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f 1814/9298/9298 1751/9299/9299 1816/9300/9300
|
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f 1751/9301/9301 1829/9302/9302 1816/9303/9303
|
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f 1816/9304/9304 1829/9305/9305 1830/9306/9306
|
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f 1829/9307/9307 1831/9308/9308 1830/9309/9309
|
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f 1830/9310/9310 1831/9311/9311 1832/9312/9312
|
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f 1831/9313/9313 1833/9314/9314 1832/9315/9315
|
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f 1833/9316/9316 1834/9317/9317 1832/9318/9318
|
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f 1832/9319/9319 1834/9320/9320 1835/9321/9321
|
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f 1836/9322/9322 1837/9323/9323 1838/9324/9324
|
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f 1837/9325/9325 1839/9326/9326 1838/9327/9327
|
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f 1838/9328/9328 1839/9329/9329 1840/9330/9330
|
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f 1801/9331/9331 1800/9332/9332 1759/9333/9333
|
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f 1800/9334/9334 1763/9335/9335 1759/9336/9336
|
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f 1759/9337/9337 1763/9338/9338 1761/9339/9339
|
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f 1784/9340/9340 1841/9341/9341 1786/9342/9342
|
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f 1841/9343/9343 1842/9344/9344 1786/9345/9345
|
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f 1786/9346/9346 1842/9347/9347 1788/9348/9348
|
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f 1772/9349/9349 1777/9350/9350 1774/9351/9351
|
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f 1777/9352/9352 1779/9353/9353 1774/9354/9354
|
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f 1774/9355/9355 1779/9356/9356 1776/9357/9357
|
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f 1818/9358/9358 1843/9359/9359 1820/9360/9360
|
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f 1843/9361/9361 1790/9362/9362 1820/9363/9363
|
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f 1820/9364/9364 1790/9365/9365 1792/9366/9366
|
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f 1766/9367/9367 1751/9368/9368 1768/9369/9369
|
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f 1751/9370/9370 1737/9371/9371 1768/9372/9372
|
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f 1768/9373/9373 1737/9374/9374 1770/9375/9375
|
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f 1806/9376/9376 1754/9377/9377 1811/9378/9378
|
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f 1754/9379/9379 1736/9380/9380 1811/9381/9381
|
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f 1811/9382/9382 1736/9383/9383 1734/9384/9384
|
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f 1778/9385/9385 1771/9386/9386 1780/9387/9387
|
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f 1771/9388/9388 1773/9389/9389 1780/9390/9390
|
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f 1780/9391/9391 1773/9392/9392 1782/9393/9393
|
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f 1844/9394/9394 1804/9395/9395 1845/9396/9396
|
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f 1804/9397/9397 1803/9398/9398 1845/9399/9399
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f 1833/9400/9400 1846/9401/9401 1758/9402/9402
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f 1846/9403/9403 1847/9404/9404 1758/9405/9405
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f 1743/9406/9406 1848/9407/9407 1741/9408/9408
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f 1848/9409/9409 1729/9410/9410 1741/9411/9411
|
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f 1831/9412/9412 1829/9413/9413 1765/9414/9414
|
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f 1829/9415/9415 1766/9416/9416 1765/9417/9417
|
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f 1849/9418/9418 1769/9419/9419 1850/9420/9420
|
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f 1769/9421/9421 1757/9422/9422 1850/9423/9423
|
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f 1850/9424/9424 1757/9425/9425 1851/9426/9426
|
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f 1757/9427/9427 1756/9428/9428 1851/9429/9429
|
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f 1851/9430/9430 1756/9431/9431 1755/9432/9432
|
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f 1852/9433/9433 1853/9434/9434 1854/9435/9435
|
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f 1853/9436/9436 1845/9437/9437 1854/9438/9438
|
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f 1855/9439/9439 1856/9440/9440 1808/9441/9441
|
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f 1856/9442/9442 1857/9443/9443 1808/9444/9444
|
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f 1835/9445/9445 1834/9446/9446 1843/9447/9447
|
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f 1834/9448/9448 1789/9449/9449 1843/9450/9450
|
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f 1830/9451/9451 1832/9452/9452 1843/9453/9453
|
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f 1832/9454/9454 1835/9455/9455 1843/9456/9456
|
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f 1855/9457/9457 1808/9458/9458 1858/9459/9459
|
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f 1808/9460/9460 1859/9461/9461 1858/9462/9462
|
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f 1856/9463/9463 1855/9464/9464 1860/9465/9465
|
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f 1855/9466/9466 1858/9467/9467 1860/9468/9468
|
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f 1737/9469/9469 1735/9470/9470 1757/9471/9471
|
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f 1735/9472/9472 1736/9473/9473 1757/9474/9474
|
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f 1848/9475/9475 1861/9476/9476 1727/9477/9477
|
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f 1861/9478/9478 1728/9479/9479 1727/9480/9480
|
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f 1793/9481/9481 1822/9482/9482 1792/9483/9483
|
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f 1822/9484/9484 1821/9485/9485 1792/9486/9486
|
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f 1862/9487/9487 1863/9488/9488 1864/9489/9489
|
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f 1863/9490/9490 1865/9491/9491 1864/9492/9492
|
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f 1856/9493/9493 1860/9494/9494 1857/9495/9495
|
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f 1860/9496/9496 1806/9497/9497 1857/9498/9498
|
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f 1745/9499/9499 1861/9500/9500 1743/9501/9501
|
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f 1861/9502/9502 1848/9503/9503 1743/9504/9504
|
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f 1744/9505/9505 1742/9506/9506 1802/9507/9507
|
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f 1742/9508/9508 1740/9509/9509 1802/9510/9510
|
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f 1866/9511/9511 1867/9512/9512 1868/9513/9513
|
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f 1867/9514/9514 1869/9515/9515 1868/9516/9516
|
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f 1868/9517/9517 1869/9518/9518 1870/9519/9519
|
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f 1869/9520/9520 1871/9521/9521 1870/9522/9522
|
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f 1870/9523/9523 1871/9524/9524 1866/9525/9525
|
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f 1871/9526/9526 1867/9527/9527 1866/9528/9528
|
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f 1836/9529/9529 1872/9530/9530 1840/9531/9531
|
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f 1872/9532/9532 1873/9533/9533 1840/9534/9534
|
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f 1840/9535/9535 1873/9536/9536 1838/9537/9537
|
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f 1873/9538/9538 1874/9539/9539 1838/9540/9540
|
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f 1838/9541/9541 1874/9542/9542 1836/9543/9543
|
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f 1874/9544/9544 1872/9545/9545 1836/9546/9546
|
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f 1865/9547/9547 1863/9548/9548 1875/9549/9549
|
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f 1863/9550/9550 1862/9551/9551 1875/9552/9552
|
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f 1875/9553/9553 1862/9554/9554 1876/9555/9555
|
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f 1862/9556/9556 1877/9557/9557 1876/9558/9558
|
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f 1862/9559/9559 1864/9560/9560 1877/9561/9561
|
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f 1864/9562/9562 1865/9563/9563 1877/9564/9564
|
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f 1877/9565/9565 1865/9566/9566 1878/9567/9567
|
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f 1865/9568/9568 1875/9569/9569 1878/9570/9570
|
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f 1785/9571/9571 1879/9572/9572 1880/9573/9573
|
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f 1879/9574/9574 1881/9575/9575 1880/9576/9576
|
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f 1880/9577/9577 1881/9578/9578 1788/9579/9579
|
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f 1788/9580/9580 1842/9581/9581 1880/9582/9582
|
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f 1842/9583/9583 1841/9584/9584 1880/9585/9585
|
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f 1880/9586/9586 1841/9587/9587 1882/9588/9588
|
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f 1882/9589/9589 1783/9590/9590 1880/9591/9591
|
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f 1783/9592/9592 1785/9593/9593 1880/9594/9594
|
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f 1740/9595/9595 1747/9596/9596 1802/9597/9597
|
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f 1799/9598/9598 1815/9599/9599 1797/9600/9600
|
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f 1796/9601/9601 1764/9602/9602 1798/9603/9603
|
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f 1798/9604/9604 1764/9605/9605 1763/9606/9606
|
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f 1883/9607/9607 1767/9608/9608 1769/9609/9609
|
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f 1787/9610/9610 1788/9611/9611 1881/9612/9612
|
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f 1852/9613/9613 1759/9614/9614 1847/9615/9615
|
|
f 1848/9616/9616 1727/9617/9617 1729/9618/9618
|
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f 1801/9619/9619 1759/9620/9620 1852/9621/9621
|
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f 1852/9622/9622 1854/9623/9623 1801/9624/9624
|
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f 1852/9625/9625 1884/9626/9626 1853/9627/9627
|
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f 1884/9628/9628 1847/9629/9629 1846/9630/9630
|
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f 1846/9631/9631 1833/9632/9632 1831/9633/9633
|
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f 1831/9634/9634 1765/9635/9635 1846/9636/9636
|
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f 1765/9637/9637 1883/9638/9638 1846/9639/9639
|
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f 1846/9640/9640 1883/9641/9641 1884/9642/9642
|
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f 1884/9643/9643 1852/9644/9644 1847/9645/9645
|
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f 1810/9646/9646 1812/9647/9647 1861/9648/9648
|
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f 1812/9649/9649 1813/9650/9650 1861/9651/9651
|
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f 1861/9652/9652 1813/9653/9653 1728/9654/9654
|
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f 1782/9655/9655 1773/9656/9656 1775/9657/9657
|
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f 1845/9658/9658 1850/9659/9659 1851/9660/9660
|
|
f 1851/9661/9661 1885/9662/9662 1844/9663/9663
|
|
f 1885/9664/9664 1851/9665/9665 1755/9666/9666
|
|
f 1847/9667/9667 1759/9668/9668 1758/9669/9669
|
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f 1755/9670/9670 1753/9671/9671 1885/9672/9672
|
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f 1834/9673/9673 1833/9674/9674 1789/9675/9675
|
|
f 1833/9676/9676 1758/9677/9677 1789/9678/9678
|
|
f 1859/9679/9679 1806/9680/9680 1860/9681/9681
|
|
f 1883/9682/9682 1849/9683/9683 1853/9684/9684
|
|
f 1849/9685/9685 1850/9686/9686 1853/9687/9687
|
|
f 1818/9688/9688 1816/9689/9689 1830/9690/9690
|
|
f 1769/9691/9691 1849/9692/9692 1883/9693/9693
|
|
f 1883/9694/9694 1853/9695/9695 1884/9696/9696
|
|
f 1793/9697/9697 1827/9698/9698 1886/9699/9699
|
|
f 1886/9700/9700 1827/9701/9701 1828/9702/9702
|
|
f 1828/9703/9703 1794/9704/9704 1886/9705/9705
|
|
f 1886/9706/9706 1824/9707/9707 1823/9708/9708
|
|
f 1824/9709/9709 1886/9710/9710 1825/9711/9711
|
|
f 1886/9712/9712 1823/9713/9713 1822/9714/9714
|
|
f 1822/9715/9715 1793/9716/9716 1886/9717/9717
|
|
f 1886/9718/9718 1826/9719/9719 1825/9720/9720
|
|
f 1886/9721/9721 1795/9722/9722 1826/9723/9723
|
|
f 1795/9724/9724 1886/9725/9725 1794/9726/9726
|
|
f 1813/9727/9727 1730/9728/9728 1728/9729/9729
|
|
f 1776/9730/9730 1779/9731/9731 1781/9732/9732
|
|
f 1801/9733/9733 1845/9734/9734 1803/9735/9735
|
|
f 1829/9736/9736 1751/9737/9737 1766/9738/9738
|
|
f 1781/9739/9739 1782/9740/9740 1775/9741/9741
|
|
f 1860/9742/9742 1858/9743/9743 1859/9744/9744
|
|
f 1868/9745/9745 1887/9746/9746 1839/9747/9747
|
|
f 1839/9748/9748 1866/9749/9749 1868/9750/9750
|
|
f 1866/9751/9751 1839/9752/9752 1837/9753/9753
|
|
f 1837/9754/9754 1870/9755/9755 1866/9756/9756
|
|
f 1870/9757/9757 1837/9758/9758 1887/9759/9759
|
|
f 1887/9760/9760 1868/9761/9761 1870/9762/9762
|
|
f 1887/9763/9763 1836/9764/9764 1840/9765/9765
|
|
f 1836/9766/9766 1887/9767/9767 1837/9768/9768
|
|
f 1775/9769/9769 1776/9770/9770 1781/9771/9771
|
|
f 1839/9772/9772 1887/9773/9773 1840/9774/9774
|
|
f 1765/9775/9775 1767/9776/9776 1883/9777/9777
|
|
f 1789/9778/9778 1758/9779/9779 1760/9780/9780
|
|
f 1854/9781/9781 1845/9782/9782 1801/9783/9783
|
|
f 1753/9784/9784 1752/9785/9785 1805/9786/9786
|
|
f 1882/9787/9787 1841/9788/9788 1784/9789/9789
|
|
f 1861/9790/9790 1809/9791/9791 1810/9792/9792
|
|
f 1809/9793/9793 1861/9794/9794 1807/9795/9795
|
|
f 1843/9796/9796 1789/9797/9797 1790/9798/9798
|
|
f 1867/9799/9799 1871/9800/9800 1869/9801/9801
|
|
f 1872/9802/9802 1874/9803/9803 1873/9804/9804
|
|
f 1778/9805/9805 1777/9806/9806 1772/9807/9807
|
|
f 1850/9808/9808 1845/9809/9809 1853/9810/9810
|
|
f 1845/9811/9811 1851/9812/9812 1844/9813/9813
|
|
f 1737/9814/9814 1757/9815/9815 1770/9816/9816
|
|
f 1738/9817/9817 1748/9818/9818 1739/9819/9819
|
|
f 1879/9820/9820 1785/9821/9821 1787/9822/9822
|
|
f 1746/9823/9823 1807/9824/9824 1745/9825/9825
|
|
f 1885/9826/9826 1805/9827/9827 1804/9828/9828
|
|
f 1881/9829/9829 1879/9830/9830 1787/9831/9831
|
|
f 1818/9832/9832 1830/9833/9833 1843/9834/9834
|
|
f 1805/9835/9835 1885/9836/9836 1753/9837/9837
|
|
f 1885/9838/9838 1804/9839/9839 1844/9840/9840
|
|
f 1784/9841/9841 1783/9842/9842 1882/9843/9843
|
|
f 1861/9844/9844 1745/9845/9845 1807/9846/9846
|
|
f 1772/9847/9847 1771/9848/9848 1778/9849/9849
|
|
f 1760/9850/9850 1762/9851/9851 1791/9852/9852
|