3368 lines
89 KiB
Plaintext
3368 lines
89 KiB
Plaintext
# Wavefront OBJ file
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# Exported by Misfit Model 3D 1.3.8
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# Fri Nov 04 17:58:18 2016
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mtllib diddy.mtl
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# 233 Vertices
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# 1320 Texture Coordinates
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vt -0.73952 1.0876
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vt -0.72912 1.07252
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vt -0.73985 1.08903
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|
|
vt -0.2878 1.72894
|
|
vt -0.92374 1.49778
|
|
vt -0.2878 1.72894
|
|
vt -0.69073 1.40546
|
|
vt -0.92374 1.49778
|
|
vt -0.69073 1.40546
|
|
vt -1.20239 1.52551
|
|
vt -0.92374 1.49778
|
|
vt -1.20239 1.52551
|
|
vt -1.19943 1.47048
|
|
vt -1.19943 1.47048
|
|
vt -1.20239 1.52551
|
|
vt -0.76167 1.65184
|
|
vt -1.19943 1.47048
|
|
vt -0.76167 1.65184
|
|
vt -0.77637 1.78672
|
|
vt -1.21342 1.52424
|
|
vt -0.92374 1.49778
|
|
vt -1.19943 1.47048
|
|
vt -1.19943 1.47048
|
|
vt -0.89394 1.74862
|
|
vt -1.21342 1.52424
|
|
vt -0.77876 1.77934
|
|
vt -0.60306 1.98256
|
|
vt -0.2878 1.72894
|
|
vt -0.77637 1.78672
|
|
vt -0.2878 1.72894
|
|
vt -0.60306 1.98256
|
|
vt -0.92374 1.49778
|
|
vt -0.77876 1.77934
|
|
vt -0.2878 1.72894
|
|
vt -0.77637 1.78672
|
|
vt -0.60306 1.98256
|
|
vt -0.89394 1.74862
|
|
vt -0.92374 1.49778
|
|
vt -1.21342 1.52424
|
|
vt -1.04144 1.54754
|
|
vt -0.92374 1.49778
|
|
vt -1.04144 1.54754
|
|
vt -0.77876 1.77934
|
|
vt -1.19943 1.47048
|
|
vt -0.77637 1.78672
|
|
vt -0.89394 1.74862
|
|
vt -0.74286 1.11437
|
|
vt -0.75856 1.7494
|
|
vt -0.33189 1.79282
|
|
vt -1.12796 1.78736
|
|
vt -0.33189 1.79282
|
|
vt -0.75856 1.7494
|
|
vt -1.12796 1.78736
|
|
vt -0.75856 1.7494
|
|
vt -0.74286 1.11437
|
|
vt -0.73341 1.05302
|
|
vt -0.73341 1.05302
|
|
vt -0.29468 1.76272
|
|
vt -0.73341 1.05302
|
|
vt -0.29468 1.76272
|
|
vt -0.29468 1.76272
|
|
vt -0.29468 1.76272
|
|
vt -1.13389 1.75696
|
|
vt -1.13389 1.75696
|
|
vt -0.29468 1.76272
|
|
vt -1.13389 1.75696
|
|
vt -0.29468 1.76272
|
|
vt -1.13389 1.75696
|
|
vt -1.13389 1.75696
|
|
vt -0.73341 1.05302
|
|
vt -1.13389 1.75696
|
|
vt -0.73341 1.05302
|
|
vt -0.73341 1.05302
|
|
vt -0.73274 1.05015
|
|
vt -0.73341 1.05302
|
|
vt -0.29468 1.76272
|
|
vt -0.73274 1.05015
|
|
vt -0.29468 1.76272
|
|
vt -0.29401 1.75985
|
|
vt -0.29468 1.76272
|
|
vt -1.13389 1.75696
|
|
vt -1.13714 1.75407
|
|
vt -0.29468 1.76272
|
|
vt -1.13714 1.75407
|
|
vt -0.29401 1.75985
|
|
vt -1.13714 1.75407
|
|
vt -1.13389 1.75696
|
|
vt -0.73341 1.05302
|
|
vt -1.13714 1.75407
|
|
vt -0.73341 1.05302
|
|
vt -0.73274 1.05015
|
|
vt -0.73241 1.04872
|
|
vt -0.73274 1.05015
|
|
vt -0.29401 1.75985
|
|
vt -0.73241 1.04872
|
|
vt -0.29401 1.75985
|
|
vt -0.29302 1.75555
|
|
vt -0.29401 1.75985
|
|
vt -1.13714 1.75407
|
|
vt -1.13615 1.74977
|
|
vt -0.29401 1.75985
|
|
vt -1.13615 1.74977
|
|
vt -0.29302 1.75555
|
|
vt -1.13615 1.74977
|
|
vt -1.13714 1.75407
|
|
vt -0.73274 1.05015
|
|
vt -1.13615 1.74977
|
|
vt -0.73274 1.05015
|
|
vt -0.73241 1.04872
|
|
vt -0.73208 1.04729
|
|
vt -0.73241 1.04872
|
|
vt -0.29302 1.75555
|
|
vt -0.73208 1.04729
|
|
vt -0.29302 1.75555
|
|
vt -0.29268 1.75411
|
|
vt -0.29302 1.75555
|
|
vt -1.13615 1.74977
|
|
vt -1.13581 1.74833
|
|
vt -0.29302 1.75555
|
|
vt -1.13581 1.74833
|
|
vt -0.29268 1.75411
|
|
vt -1.13581 1.74833
|
|
vt -1.13615 1.74977
|
|
vt -0.73241 1.04872
|
|
vt -1.13581 1.74833
|
|
vt -0.73241 1.04872
|
|
vt -0.73208 1.04729
|
|
vt -0.73174 1.04585
|
|
vt -0.73208 1.04729
|
|
vt -0.29268 1.75411
|
|
vt -0.73174 1.04585
|
|
vt -0.29268 1.75411
|
|
vt -0.29235 1.75268
|
|
vt -0.29268 1.75411
|
|
vt -1.13581 1.74833
|
|
vt -1.13548 1.7469
|
|
vt -0.29268 1.75411
|
|
vt -1.13548 1.7469
|
|
vt -0.29235 1.75268
|
|
vt -1.13548 1.7469
|
|
vt -1.13581 1.74833
|
|
vt -0.73208 1.04729
|
|
vt -1.13548 1.7469
|
|
vt -0.73208 1.04729
|
|
vt -0.73174 1.04585
|
|
vt -0.73174 1.04585
|
|
vt -0.73174 1.04585
|
|
vt -0.29235 1.75268
|
|
vt -0.73174 1.04585
|
|
vt -0.29235 1.75268
|
|
vt -0.29235 1.75268
|
|
vt -0.29235 1.75268
|
|
vt -1.13548 1.7469
|
|
vt -1.13548 1.7469
|
|
vt -0.29235 1.75268
|
|
vt -1.13548 1.7469
|
|
vt -0.29235 1.75268
|
|
vt -1.13548 1.7469
|
|
vt -1.13548 1.7469
|
|
vt -0.73174 1.04585
|
|
vt -1.13548 1.7469
|
|
vt -0.73174 1.04585
|
|
vt -0.73174 1.04585
|
|
vt -0.73174 1.04585
|
|
vt -0.73174 1.04585
|
|
vt -0.29235 1.75268
|
|
vt -0.73174 1.04585
|
|
vt -0.29235 1.75268
|
|
vt -0.29235 1.75268
|
|
vt -0.29235 1.75268
|
|
vt -1.13548 1.7469
|
|
vt -1.13548 1.7469
|
|
vt -0.29235 1.75268
|
|
vt -1.13548 1.7469
|
|
vt -0.29235 1.75268
|
|
vt -1.13548 1.7469
|
|
vt -1.13548 1.7469
|
|
vt -0.73174 1.04585
|
|
vt -1.13548 1.7469
|
|
vt -0.73174 1.04585
|
|
vt -0.73174 1.04585
|
|
vt -0.73174 1.04585
|
|
vt -0.73174 1.04585
|
|
vt -0.29235 1.75268
|
|
vt -0.73174 1.04585
|
|
vt -0.29235 1.75268
|
|
vt -0.29235 1.75268
|
|
vt -0.29235 1.75268
|
|
vt -1.13548 1.7469
|
|
vt -1.13548 1.7469
|
|
vt -0.29235 1.75268
|
|
vt -1.13548 1.7469
|
|
vt -0.29235 1.75268
|
|
vt -1.13548 1.7469
|
|
vt -1.13548 1.7469
|
|
vt -0.73174 1.04585
|
|
vt -1.13548 1.7469
|
|
vt -0.73174 1.04585
|
|
vt -0.73174 1.04585
|
|
vt -0.73174 1.04585
|
|
vt -0.73174 1.04585
|
|
vt -0.29235 1.75268
|
|
vt -0.73174 1.04585
|
|
vt -0.29235 1.75268
|
|
vt -0.29235 1.75268
|
|
vt -0.29235 1.75268
|
|
vt -1.13548 1.7469
|
|
vt -1.13548 1.7469
|
|
vt -0.29235 1.75268
|
|
vt -1.13548 1.7469
|
|
vt -0.29235 1.75268
|
|
vt -1.13548 1.7469
|
|
vt -1.13548 1.7469
|
|
vt -0.73174 1.04585
|
|
vt -1.13548 1.7469
|
|
vt -0.73174 1.04585
|
|
vt -0.73174 1.04585
|
|
vt -0.73174 1.04585
|
|
vt -0.73174 1.04585
|
|
vt -0.29235 1.75268
|
|
vt -0.73174 1.04585
|
|
vt -0.29235 1.75268
|
|
vt -0.29534 1.76559
|
|
vt -0.29235 1.75268
|
|
vt -1.13548 1.7469
|
|
vt -1.13648 1.7512
|
|
vt -0.29235 1.75268
|
|
vt -1.13648 1.7512
|
|
vt -0.29534 1.76559
|
|
vt -1.13648 1.7512
|
|
vt -1.13548 1.7469
|
|
vt -0.73174 1.04585
|
|
vt -1.13648 1.7512
|
|
vt -0.73174 1.04585
|
|
vt -0.73174 1.04585
|
|
vt -0.75831 1.32077
|
|
vt -0.73174 1.04585
|
|
vt -0.29534 1.76559
|
|
vt -0.75831 1.32077
|
|
vt -0.29534 1.76559
|
|
vt -0.41584 1.74769
|
|
vt -1.08174 1.74392
|
|
vt -0.41584 1.74769
|
|
vt -0.29534 1.76559
|
|
vt -1.08174 1.74392
|
|
vt -0.29534 1.76559
|
|
vt -1.13648 1.7512
|
|
vt -1.08174 1.74392
|
|
vt -1.13648 1.7512
|
|
vt -0.73174 1.04585
|
|
vt -1.08174 1.74392
|
|
vt -0.73174 1.04585
|
|
vt -0.75831 1.32077
|
|
vt -0.22912 1.59118
|
|
vt -1.20166 1.58451
|
|
vt -0.69833 1.92947
|
|
vt -0.69833 1.92947
|
|
vt -1.20166 1.58451
|
|
vt -1.02178 1.26428
|
|
vt -0.22912 1.59118
|
|
vt -0.69833 1.92947
|
|
vt -0.36296 1.2688
|
|
vt 0.63477 1.01563
|
|
vt 0.08398 1.01563
|
|
vt -0.01563 0.01563
|
|
vt 0.63477 1.01563
|
|
vt -0.01563 0.01563
|
|
vt 0.78418 0.01563
|
|
vt 0.98438 0.01563
|
|
vt 0.33398 1.01563
|
|
vt 0.18457 0.01563
|
|
vt 0.98438 1.01563
|
|
vt 0.33398 1.01563
|
|
vt 0.98438 0.01563
|
|
|
|
# 1320 Vertex Normals
|
|
vn -0.00267 -0.833305 0.552806
|
|
vn 0.022557 -0.873338 0.486592
|
|
vn -0.002715 -0.841583 0.540122
|
|
vn 0.062443 -0.895903 0.439839
|
|
vn 0.058978 -0.87999 0.471317
|
|
vn 0.022557 -0.873338 0.486592
|
|
vn -0.00267 -0.833305 0.552806
|
|
vn 0.062443 -0.895903 0.439839
|
|
vn 0.022557 -0.873338 0.486592
|
|
vn -0.108981 0.937635 -0.330096
|
|
vn -0.015843 0.982084 0.187778
|
|
vn -0.767149 0.629843 -0.121575
|
|
vn 0.006119 0.998272 0.058437
|
|
vn 0.001713 0.836533 -0.547914
|
|
vn -0.631779 0.772625 -0.062503
|
|
vn -0.570868 0.368935 -0.733483
|
|
vn -0.258902 -0.197406 -0.945516
|
|
vn -0.842462 0.210028 -0.496131
|
|
vn -0.015843 0.982084 0.187778
|
|
vn 0.687242 0.714301 -0.132182
|
|
vn 0.006119 0.998272 0.058437
|
|
vn 0.001713 0.836533 -0.547914
|
|
vn 0.687242 0.714301 -0.132182
|
|
vn 0.365704 0.238351 -0.899694
|
|
vn 0.001713 0.836533 -0.547914
|
|
vn 0.006119 0.998272 0.058437
|
|
vn 0.687242 0.714301 -0.132182
|
|
vn 0.062443 -0.895903 0.439839
|
|
vn -0.918377 -0.05354 0.392067
|
|
vn 0.084144 -0.920174 0.38236
|
|
vn 0.373223 -0.173876 -0.911302
|
|
vn 0.365704 0.238351 -0.899694
|
|
vn 0.859334 0.191752 -0.474106
|
|
vn -0.570868 0.368935 -0.733483
|
|
vn -0.842462 0.210028 -0.496131
|
|
vn -0.767149 0.629843 -0.121575
|
|
vn -0.570868 0.368935 -0.733483
|
|
vn -0.888892 0.458023 -0.009246
|
|
vn -0.631779 0.772625 -0.062503
|
|
vn 0.048658 -0.884806 0.463413
|
|
vn 0.062443 -0.895903 0.439839
|
|
vn 0.084144 -0.920174 0.38236
|
|
vn -0.258902 -0.197406 -0.945516
|
|
vn 0.365704 0.238351 -0.899694
|
|
vn 0.373223 -0.173876 -0.911302
|
|
vn 0.859334 0.191752 -0.474106
|
|
vn 0.687242 0.714301 -0.132182
|
|
vn 0.876399 0.457393 0.150722
|
|
vn -0.631779 0.772625 -0.062503
|
|
vn -0.015843 0.982084 0.187778
|
|
vn 0.006119 0.998272 0.058437
|
|
vn -0.631779 0.772625 -0.062503
|
|
vn 0.001713 0.836533 -0.547914
|
|
vn -0.570868 0.368935 -0.733483
|
|
vn 0.859334 0.191752 -0.474106
|
|
vn 0.365704 0.238351 -0.899694
|
|
vn 0.687242 0.714301 -0.132182
|
|
vn -0.570868 0.368935 -0.733483
|
|
vn 0.001713 0.836533 -0.547914
|
|
vn 0.365704 0.238351 -0.899694
|
|
vn -0.015843 0.982084 0.187778
|
|
vn 0.876399 0.457393 0.150722
|
|
vn 0.687242 0.714301 -0.132182
|
|
vn 0.702284 0.707271 -0.081028
|
|
vn -0.015843 0.982084 0.187778
|
|
vn 0.033132 0.959471 -0.279853
|
|
vn -0.631779 0.772625 -0.062503
|
|
vn -0.888892 0.458023 -0.009246
|
|
vn -0.015843 0.982084 0.187778
|
|
vn 0.893462 0.04976 0.446374
|
|
vn 0.058978 -0.87999 0.471317
|
|
vn 0.045004 -0.858463 0.510898
|
|
vn -0.258902 -0.197406 -0.945516
|
|
vn -0.570868 0.368935 -0.733483
|
|
vn 0.365704 0.238351 -0.899694
|
|
vn 0.033132 0.959471 -0.279853
|
|
vn -0.015843 0.982084 0.187778
|
|
vn -0.108981 0.937635 -0.330096
|
|
vn 0.058978 -0.87999 0.471317
|
|
vn 0.048658 -0.884806 0.463413
|
|
vn 0.045004 -0.858463 0.510898
|
|
vn 0.048658 -0.884806 0.463413
|
|
vn 0.058978 -0.87999 0.471317
|
|
vn 0.062443 -0.895903 0.439839
|
|
vn -0.001739 0.415085 -0.909781
|
|
vn 0.714563 0.537897 -0.447287
|
|
vn -0.000946 0.52278 -0.852467
|
|
vn -0.722526 0.554638 -0.412714
|
|
vn -0.001739 0.415085 -0.909781
|
|
vn -0.000946 0.52278 -0.852467
|
|
vn 0.640428 0.195721 0.742661
|
|
vn 0.894476 -0.360646 -0.264287
|
|
vn 0.004207 -0.379829 0.925047
|
|
vn -0.717482 0.146055 0.681093
|
|
vn -0.8105 -0.486401 -0.326351
|
|
vn -0.722526 0.554638 -0.412714
|
|
vn -0.001739 0.415085 -0.909781
|
|
vn 0.794495 -0.484669 -0.365886
|
|
vn 0.714563 0.537897 -0.447287
|
|
vn 0.394622 -0.236635 0.88785
|
|
vn -0.000968 -0.623051 -0.782181
|
|
vn -0.492326 -0.436642 0.752967
|
|
vn 0.004207 -0.379829 0.925047
|
|
vn -0.907504 -0.35913 -0.217857
|
|
vn -0.717482 0.146055 0.681093
|
|
vn -0.8105 -0.486401 -0.326351
|
|
vn -0.001739 0.415085 -0.909781
|
|
vn -0.722526 0.554638 -0.412714
|
|
vn 0.640428 0.195721 0.742661
|
|
vn 0.714563 0.537897 -0.447287
|
|
vn 0.794495 -0.484669 -0.365886
|
|
vn -0.436142 0.435111 0.787692
|
|
vn 0.640428 0.195721 0.742661
|
|
vn -0.717482 0.146055 0.681093
|
|
vn -0.722526 0.554638 -0.412714
|
|
vn -0.319594 0.249731 -0.914053
|
|
vn -0.490981 0.817161 0.30197
|
|
vn 0.594467 0.357267 0.720395
|
|
vn 0.529114 0.449875 0.71948
|
|
vn 0.60425 0.14951 0.782642
|
|
vn -0.436142 0.435111 0.787692
|
|
vn 0.529114 0.449875 0.71948
|
|
vn 0.640428 0.195721 0.742661
|
|
vn 0.301905 0.230433 -0.92507
|
|
vn 0.714563 0.537897 -0.447287
|
|
vn 0.511599 0.819793 0.257304
|
|
vn 0.301905 0.230433 -0.92507
|
|
vn -0.002831 0.327947 -0.944692
|
|
vn -0.000946 0.52278 -0.852467
|
|
vn 0.594467 0.357267 0.720395
|
|
vn 0.511599 0.819793 0.257304
|
|
vn 0.714563 0.537897 -0.447287
|
|
vn 0.581728 0.09466 -0.807857
|
|
vn -0.002831 0.327947 -0.944692
|
|
vn 0.301905 0.230433 -0.92507
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|
|
vn -0.789735 -0.538754 0.293365
|
|
vn 0.95213 -0.288079 0.102273
|
|
vn 0.954165 0.102052 0.281345
|
|
vn -0.197004 0.222512 -0.954818
|
|
vn 0.95213 -0.288079 0.102273
|
|
vn -0.197004 0.222512 -0.954818
|
|
vn -0.191271 0.829283 -0.525076
|
|
vn -0.132037 0.97713 0.166683
|
|
vn -0.191271 0.829283 -0.525076
|
|
vn -0.789735 -0.538754 0.293365
|
|
vn -0.132037 0.97713 0.166683
|
|
vn -0.789735 -0.538754 0.293365
|
|
vn -0.794539 -0.60721 -0.001597
|
|
vn -0.789735 -0.538754 0.293365
|
|
vn 0.95213 -0.288079 0.102273
|
|
vn 0.878706 -0.413452 -0.238609
|
|
vn -0.789735 -0.538754 0.293365
|
|
vn 0.878706 -0.413452 -0.238609
|
|
vn -0.794539 -0.60721 -0.001597
|
|
vn 0.878706 -0.413452 -0.238609
|
|
vn 0.95213 -0.288079 0.102273
|
|
vn -0.191271 0.829283 -0.525076
|
|
vn 0.878706 -0.413452 -0.238609
|
|
vn -0.191271 0.829283 -0.525076
|
|
vn -0.132037 0.97713 0.166683
|
|
vn -0.05994 0.773129 0.63141
|
|
vn -0.132037 0.97713 0.166683
|
|
vn -0.794539 -0.60721 -0.001597
|
|
vn -0.05994 0.773129 0.63141
|
|
vn -0.794539 -0.60721 -0.001597
|
|
vn -0.832678 -0.519496 -0.191757
|
|
vn -0.794539 -0.60721 -0.001597
|
|
vn 0.878706 -0.413452 -0.238609
|
|
vn 0.865553 -0.355808 -0.352448
|
|
vn -0.794539 -0.60721 -0.001597
|
|
vn 0.865553 -0.355808 -0.352448
|
|
vn -0.832678 -0.519496 -0.191757
|
|
vn 0.865553 -0.355808 -0.352448
|
|
vn 0.878706 -0.413452 -0.238609
|
|
vn -0.132037 0.97713 0.166683
|
|
vn 0.865553 -0.355808 -0.352448
|
|
vn -0.132037 0.97713 0.166683
|
|
vn -0.05994 0.773129 0.63141
|
|
vn 0.024193 0.431287 0.90189
|
|
vn -0.05994 0.773129 0.63141
|
|
vn -0.832678 -0.519496 -0.191757
|
|
vn 0.024193 0.431287 0.90189
|
|
vn -0.832678 -0.519496 -0.191757
|
|
vn -0.884593 -0.24117 -0.399163
|
|
vn -0.832678 -0.519496 -0.191757
|
|
vn 0.865553 -0.355808 -0.352448
|
|
vn 0.854448 -0.2374 -0.462124
|
|
vn -0.832678 -0.519496 -0.191757
|
|
vn 0.854448 -0.2374 -0.462124
|
|
vn -0.884593 -0.24117 -0.399163
|
|
vn 0.854448 -0.2374 -0.462124
|
|
vn 0.865553 -0.355808 -0.352448
|
|
vn -0.05994 0.773129 0.63141
|
|
vn 0.854448 -0.2374 -0.462124
|
|
vn -0.05994 0.773129 0.63141
|
|
vn 0.024193 0.431287 0.90189
|
|
vn 0.029085 0.239084 0.970563
|
|
vn 0.024193 0.431287 0.90189
|
|
vn -0.884593 -0.24117 -0.399163
|
|
vn 0.029085 0.239084 0.970563
|
|
vn -0.884593 -0.24117 -0.399163
|
|
vn -0.871408 -0.208841 -0.443886
|
|
vn -0.884593 -0.24117 -0.399163
|
|
vn 0.854448 -0.2374 -0.462124
|
|
vn 0.81741 -0.089138 -0.569118
|
|
vn -0.884593 -0.24117 -0.399163
|
|
vn 0.81741 -0.089138 -0.569118
|
|
vn -0.871408 -0.208841 -0.443886
|
|
vn 0.81741 -0.089138 -0.569118
|
|
vn 0.854448 -0.2374 -0.462124
|
|
vn 0.024193 0.431287 0.90189
|
|
vn 0.81741 -0.089138 -0.569118
|
|
vn 0.024193 0.431287 0.90189
|
|
vn 0.029085 0.239084 0.970563
|
|
vn -0.000067 0.505759 0.862675
|
|
vn 0.029085 0.239084 0.970563
|
|
vn -0.871408 -0.208841 -0.443886
|
|
vn -0.000067 0.505759 0.862675
|
|
vn -0.871408 -0.208841 -0.443886
|
|
vn -0.866712 -0.362156 -0.343005
|
|
vn -0.871408 -0.208841 -0.443886
|
|
vn 0.81741 -0.089138 -0.569118
|
|
vn 0.837146 -0.243216 -0.489931
|
|
vn -0.871408 -0.208841 -0.443886
|
|
vn 0.837146 -0.243216 -0.489931
|
|
vn -0.866712 -0.362156 -0.343005
|
|
vn 0.837146 -0.243216 -0.489931
|
|
vn 0.81741 -0.089138 -0.569118
|
|
vn 0.029085 0.239084 0.970563
|
|
vn 0.837146 -0.243216 -0.489931
|
|
vn 0.029085 0.239084 0.970563
|
|
vn -0.000067 0.505759 0.862675
|
|
vn -0.024999 0.83094 0.5558
|
|
vn -0.000067 0.505759 0.862675
|
|
vn -0.866712 -0.362156 -0.343005
|
|
vn -0.024999 0.83094 0.5558
|
|
vn -0.866712 -0.362156 -0.343005
|
|
vn -0.850298 -0.499687 -0.165245
|
|
vn -0.866712 -0.362156 -0.343005
|
|
vn 0.837146 -0.243216 -0.489931
|
|
vn 0.853746 -0.412627 -0.317581
|
|
vn -0.866712 -0.362156 -0.343005
|
|
vn 0.853746 -0.412627 -0.317581
|
|
vn -0.850298 -0.499687 -0.165245
|
|
vn 0.853746 -0.412627 -0.317581
|
|
vn 0.837146 -0.243216 -0.489931
|
|
vn -0.000067 0.505759 0.862675
|
|
vn 0.853746 -0.412627 -0.317581
|
|
vn -0.000067 0.505759 0.862675
|
|
vn -0.024999 0.83094 0.5558
|
|
vn -0.042814 0.987997 0.148421
|
|
vn -0.024999 0.83094 0.5558
|
|
vn -0.850298 -0.499687 -0.165245
|
|
vn -0.042814 0.987997 0.148421
|
|
vn -0.850298 -0.499687 -0.165245
|
|
vn -0.832447 -0.554101 0.002161
|
|
vn -0.850298 -0.499687 -0.165245
|
|
vn 0.853746 -0.412627 -0.317581
|
|
vn 0.856085 -0.502501 -0.120879
|
|
vn -0.850298 -0.499687 -0.165245
|
|
vn 0.856085 -0.502501 -0.120879
|
|
vn -0.832447 -0.554101 0.002161
|
|
vn 0.856085 -0.502501 -0.120879
|
|
vn 0.853746 -0.412627 -0.317581
|
|
vn -0.024999 0.83094 0.5558
|
|
vn 0.856085 -0.502501 -0.120879
|
|
vn -0.024999 0.83094 0.5558
|
|
vn -0.042814 0.987997 0.148421
|
|
vn -0.194321 0.324258 -0.925795
|
|
vn -0.042814 0.987997 0.148421
|
|
vn -0.832447 -0.554101 0.002161
|
|
vn -0.194321 0.324258 -0.925795
|
|
vn -0.832447 -0.554101 0.002161
|
|
vn -0.549285 -0.409601 -0.728363
|
|
vn 0.750627 -0.349805 -0.560532
|
|
vn -0.549285 -0.409601 -0.728363
|
|
vn -0.832447 -0.554101 0.002161
|
|
vn 0.750627 -0.349805 -0.560532
|
|
vn -0.832447 -0.554101 0.002161
|
|
vn 0.856085 -0.502501 -0.120879
|
|
vn 0.750627 -0.349805 -0.560532
|
|
vn 0.856085 -0.502501 -0.120879
|
|
vn -0.042814 0.987997 0.148421
|
|
vn 0.750627 -0.349805 -0.560532
|
|
vn -0.042814 0.987997 0.148421
|
|
vn -0.194321 0.324258 -0.925795
|
|
vn -0.982651 -0.171252 0.071203
|
|
vn 0.984507 -0.175231 0.006265
|
|
vn -0.000315 -0.837865 0.545877
|
|
vn -0.000315 -0.837865 0.545877
|
|
vn 0.984507 -0.175231 0.006265
|
|
vn 0.63817 0.504295 0.581744
|
|
vn -0.982651 -0.171252 0.071203
|
|
vn -0.000315 -0.837865 0.545877
|
|
vn -0.618984 0.492366 0.611911
|
|
vn -0.72336 0.429309 0.540781
|
|
vn 0.006433 0.717804 0.696215
|
|
vn 0.007405 0.493586 0.869665
|
|
vn -0.72336 0.429309 0.540781
|
|
vn 0.007405 0.493586 0.869665
|
|
vn -0.654607 0.343305 0.673521
|
|
vn 0.007405 0.493586 0.869665
|
|
vn 0.710867 0.507806 0.486621
|
|
vn 0.810736 0.162037 0.56254
|
|
vn 0.006433 0.717804 0.696215
|
|
vn 0.710867 0.507806 0.486621
|
|
vn 0.007405 0.493586 0.869665
|
|
|
|
# DrawCall_108, 73 grouped triangles
|
|
|
|
usemtl diddy_hat
|
|
o DrawCall_108
|
|
g DrawCall_108
|
|
|
|
f 2/1/1 1/2/2 3/3/3
|
|
f 5/4/4 4/5/5 1/6/6
|
|
f 2/7/7 5/8/8 1/9/9
|
|
f 5/10/10 6/11/11 7/12/12
|
|
f 10/13/13 8/14/14 9/15/15
|
|
f 13/16/16 11/17/17 12/18/18
|
|
f 6/19/19 14/20/20 10/21/21
|
|
f 8/22/22 14/23/23 15/24/24
|
|
f 8/25/25 10/26/26 14/27/27
|
|
f 5/28/28 7/29/29 16/30/30
|
|
f 18/31/31 15/32/32 17/33/33
|
|
f 13/34/34 12/35/35 7/36/36
|
|
f 13/37/37 7/38/38 9/39/39
|
|
f 19/40/40 5/41/41 16/42/42
|
|
f 11/43/43 15/44/44 18/45/45
|
|
f 17/46/46 14/47/47 20/48/48
|
|
f 9/49/49 6/50/50 10/51/51
|
|
f 9/52/52 8/53/53 13/54/54
|
|
f 17/55/55 15/56/56 14/57/57
|
|
f 13/58/58 8/59/59 15/60/60
|
|
f 6/61/61 20/62/62 14/63/63
|
|
f 20/64/64 6/65/65 4/66/66
|
|
f 9/67/67 7/68/68 6/69/69
|
|
f 20/70/70 4/71/71 21/72/72
|
|
f 11/73/73 13/74/74 15/75/75
|
|
f 4/76/76 6/77/77 5/78/78
|
|
f 4/79/79 19/80/80 21/81/81
|
|
f 19/82/82 4/83/83 5/84/84
|
|
f 61/85/85 63/86/86 64/87/87
|
|
f 65/88/88 61/89/89 64/90/90
|
|
f 66/91/91 59/92/92 52/93/93
|
|
f 67/94/94 56/95/95 65/96/96
|
|
f 61/97/97 59/98/98 63/99/99
|
|
f 66/100/100 52/101/101 67/102/102
|
|
f 52/103/103 56/104/104 67/105/105
|
|
f 56/106/106 61/107/107 65/108/108
|
|
f 66/109/109 63/110/110 59/111/111
|
|
f 142/112/112 66/113/113 67/114/114
|
|
f 65/115/115 103/116/116 101/117/117
|
|
f 66/118/118 143/119/119 138/120/120
|
|
f 142/121/121 143/122/122 66/123/123
|
|
f 141/124/124 63/125/125 139/126/126
|
|
f 141/127/127 144/128/128 64/129/129
|
|
f 66/130/130 139/131/131 63/132/132
|
|
f 145/133/133 144/134/134 141/135/135
|
|
f 146/136/136 104/137/137 103/138/138
|
|
f 141/139/139 64/140/140 63/141/141
|
|
f 101/142/142 102/143/143 67/144/144
|
|
f 101/145/145 67/146/146 65/147/147
|
|
f 142/148/148 102/149/149 104/150/150
|
|
f 146/151/151 103/152/152 144/153/153
|
|
f 138/154/154 139/155/155 66/156/156
|
|
f 144/157/157 103/158/158 64/159/159
|
|
f 64/160/160 103/161/161 65/162/162
|
|
f 142/163/163 67/164/164 102/165/165
|
|
f 138/166/166 143/167/167 140/168/168
|
|
f 145/169/169 141/170/170 140/171/171
|
|
f 143/172/172 142/173/173 147/174/174
|
|
f 143/175/175 147/176/176 148/177/177
|
|
f 148/178/178 149/179/179 140/180/180
|
|
f 149/181/181 145/182/182 140/183/183
|
|
f 147/184/184 142/185/185 150/186/186
|
|
f 140/187/187 143/188/188 148/189/189
|
|
f 146/190/190 151/191/191 104/192/192
|
|
f 149/193/193 152/194/194 145/195/195
|
|
f 142/196/196 104/197/197 150/198/198
|
|
f 151/199/199 150/200/200 104/201/201
|
|
f 145/202/202 152/203/203 144/204/204
|
|
f 152/205/205 146/206/206 144/207/207
|
|
f 152/208/208 151/209/209 146/210/210
|
|
f 3/211/211 1/212/212 2/213/213
|
|
f 1/214/214 4/215/215 5/216/216
|
|
f 1/217/217 5/218/218 2/219/219
|
|
# DrawCall_111, 164 grouped triangles
|
|
|
|
usemtl diddy_skin
|
|
o DrawCall_111
|
|
g DrawCall_111
|
|
|
|
f 24/220/220 22/221/221 23/222/222
|
|
f 22/223/223 25/224/224 26/225/225
|
|
f 23/226/226 26/227/227 27/228/228
|
|
f 30/229/229 28/230/230 29/231/231
|
|
f 30/232/232 24/233/233 31/234/234
|
|
f 31/235/235 27/236/236 28/237/237
|
|
f 23/238/238 27/239/239 31/240/240
|
|
f 31/241/241 24/242/242 23/243/243
|
|
f 31/244/244 28/245/245 30/246/246
|
|
f 22/247/247 26/248/248 23/249/249
|
|
f 30/250/250 32/251/251 33/252/252
|
|
f 30/253/253 33/254/254 24/255/255
|
|
f 35/256/256 34/257/257 22/258/258
|
|
f 33/259/259 36/260/260 24/261/261
|
|
f 24/262/262 36/263/263 22/264/264
|
|
f 37/265/265 32/266/266 30/267/267
|
|
f 35/268/268 22/269/269 36/270/270
|
|
f 40/271/271 38/272/272 39/273/273
|
|
f 40/274/274 41/275/275 38/276/276
|
|
f 40/277/277 42/278/278 41/279/279
|
|
f 42/280/280 32/281/281 41/282/282
|
|
f 45/283/283 43/284/284 44/285/285
|
|
f 46/286/286 43/287/287 45/288/288
|
|
f 47/289/289 43/290/290 46/291/291
|
|
f 35/292/292 47/293/293 46/294/294
|
|
f 32/295/295 38/296/296 41/297/297
|
|
f 35/298/298 45/299/299 44/300/300
|
|
f 46/301/301 45/302/302 35/303/303
|
|
f 39/304/304 38/305/305 32/306/306
|
|
f 34/307/307 44/308/308 48/309/309
|
|
f 49/310/310 34/311/311 48/312/312
|
|
f 51/313/313 49/314/314 50/315/315
|
|
f 36/316/316 52/317/317 35/318/318
|
|
f 54/319/319 53/320/320 37/321/321
|
|
f 37/322/322 39/323/323 32/324/324
|
|
f 49/325/325 48/326/326 50/327/327
|
|
f 35/328/328 44/329/329 34/330/330
|
|
f 33/331/331 32/332/332 52/333/333
|
|
f 36/334/334 33/335/335 52/336/336
|
|
f 53/337/337 54/338/338 50/339/339
|
|
f 37/340/340 53/341/341 39/342/342
|
|
f 54/343/343 51/344/344 50/345/345
|
|
f 70/346/346 68/347/347 69/348/348
|
|
f 70/349/349 69/350/350 71/351/351
|
|
f 71/352/352 72/353/353 73/354/354
|
|
f 71/355/355 73/356/356 70/357/357
|
|
f 68/358/358 73/359/359 72/360/360
|
|
f 68/361/361 72/362/362 69/363/363
|
|
f 69/364/364 72/365/365 71/366/366
|
|
f 76/367/367 74/368/368 75/369/369
|
|
f 76/370/370 75/371/371 77/372/372
|
|
f 77/373/373 78/374/374 76/375/375
|
|
f 79/376/376 75/377/377 74/378/378
|
|
f 79/379/379 78/380/380 77/381/381
|
|
f 79/382/382 77/383/383 75/384/384
|
|
f 81/385/385 80/386/386 76/387/387
|
|
f 76/388/388 80/389/389 74/390/390
|
|
f 78/391/391 82/392/392 81/393/393
|
|
f 78/394/394 81/395/395 76/396/396
|
|
f 83/397/397 79/398/398 74/399/399
|
|
f 83/400/400 74/401/401 80/402/402
|
|
f 83/403/403 82/404/404 78/405/405
|
|
f 83/406/406 78/407/407 79/408/408
|
|
f 82/409/409 84/410/410 81/411/411
|
|
f 80/412/412 85/413/413 73/414/414
|
|
f 73/415/415 68/416/416 80/417/417
|
|
f 83/418/418 68/419/419 86/420/420
|
|
f 80/421/421 81/422/422 87/423/423
|
|
f 80/424/424 87/425/425 85/426/426
|
|
f 84/427/427 87/428/428 81/429/429
|
|
f 83/430/430 86/431/431 88/432/432
|
|
f 86/433/433 70/434/434 85/435/435
|
|
f 80/436/436 68/437/437 83/438/438
|
|
f 82/439/439 88/440/440 84/441/441
|
|
f 85/442/442 70/443/443 73/444/444
|
|
f 83/445/445 88/446/446 82/447/447
|
|
f 70/448/448 86/449/449 68/450/450
|
|
f 84/451/451 89/452/452 90/453/453
|
|
f 89/454/454 88/455/455 86/456/456
|
|
f 90/457/457 91/458/458 87/459/459
|
|
f 90/460/460 87/461/461 84/462/462
|
|
f 85/463/463 91/464/464 92/465/465
|
|
f 91/466/466 85/467/467 87/468/468
|
|
f 86/469/469 92/470/470 89/471/471
|
|
f 92/472/472 86/473/473 85/474/474
|
|
f 89/475/475 84/476/476 88/477/477
|
|
f 107/478/478 105/479/479 106/480/480
|
|
f 107/481/481 106/482/482 108/483/483
|
|
f 109/484/484 106/485/485 105/486/486
|
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f 109/487/487 105/488/488 110/489/489
|
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f 110/490/490 107/491/491 108/492/492
|
|
f 110/493/493 108/494/494 109/495/495
|
|
f 109/496/496 108/497/497 106/498/498
|
|
f 113/499/499 111/500/500 112/501/501
|
|
f 113/502/502 112/503/503 114/504/504
|
|
f 112/505/505 111/506/506 115/507/507
|
|
f 113/508/508 114/509/509 116/510/510
|
|
f 115/511/511 116/512/512 114/513/513
|
|
f 115/514/514 114/515/515 112/516/516
|
|
f 118/517/517 117/518/518 111/519/519
|
|
f 118/520/520 111/521/521 113/522/522
|
|
f 111/523/523 117/524/524 119/525/525
|
|
f 111/526/526 119/527/527 115/528/528
|
|
f 118/529/529 113/530/530 116/531/531
|
|
f 118/532/532 116/533/533 120/534/534
|
|
f 119/535/535 116/536/536 115/537/537
|
|
f 119/538/538 120/539/539 116/540/540
|
|
f 121/541/541 105/542/542 107/543/543
|
|
f 122/544/544 117/545/545 118/546/546
|
|
f 105/547/547 123/548/548 110/549/549
|
|
f 122/550/550 118/551/551 124/552/552
|
|
f 107/553/553 119/554/554 117/555/555
|
|
f 105/556/556 121/557/557 123/558/558
|
|
f 121/559/559 117/560/560 122/561/561
|
|
f 125/562/562 124/563/563 120/564/564
|
|
f 120/565/565 119/566/566 123/567/567
|
|
f 120/568/568 123/569/569 125/570/570
|
|
f 107/571/571 117/572/572 121/573/573
|
|
f 107/574/574 110/575/575 119/576/576
|
|
f 123/577/577 119/578/578 110/579/579
|
|
f 124/580/580 118/581/581 120/582/582
|
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f 155/583/583 153/584/584 154/585/585
|
|
f 158/586/586 156/587/587 157/588/588
|
|
f 159/589/589 153/590/590 155/591/591
|
|
f 156/592/592 153/593/593 157/594/594
|
|
f 154/595/595 159/596/596 155/597/597
|
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f 154/598/598 156/599/599 158/600/600
|
|
f 157/601/601 153/602/602 160/603/603
|
|
f 154/604/604 158/605/605 159/606/606
|
|
f 160/607/607 153/608/608 159/609/609
|
|
f 156/610/610 154/611/611 153/612/612
|
|
f 162/613/613 161/614/614 157/615/615
|
|
f 158/616/616 157/617/617 161/618/618
|
|
f 158/619/619 161/620/620 159/621/621
|
|
f 162/622/622 157/623/623 160/624/624
|
|
f 163/625/625 160/626/626 159/627/627
|
|
f 162/628/628 160/629/629 163/630/630
|
|
f 163/631/631 159/632/632 161/633/633
|
|
f 177/634/634 175/635/635 176/636/636
|
|
f 176/637/637 178/638/638 179/639/639
|
|
f 181/640/640 180/641/641 179/642/642
|
|
f 176/643/643 182/644/644 178/645/645
|
|
f 175/646/646 177/647/647 181/648/648
|
|
f 181/649/649 177/650/650 180/651/651
|
|
f 176/652/652 175/653/653 182/654/654
|
|
f 176/655/655 179/656/656 180/657/657
|
|
f 175/658/658 181/659/659 182/660/660
|
|
f 176/661/661 180/662/662 177/663/663
|
|
f 178/664/664 183/665/665 179/666/666
|
|
f 179/667/667 183/668/668 184/669/669
|
|
f 184/670/670 181/671/671 179/672/672
|
|
f 178/673/673 185/674/674 183/675/675
|
|
f 184/676/676 185/677/677 182/678/678
|
|
f 182/679/679 185/680/680 178/681/681
|
|
f 182/682/682 181/683/683 184/684/684
|
|
f 195/685/685 148/686/686 233/687/687
|
|
f 150/688/688 173/689/689 233/690/690
|
|
f 149/691/691 148/692/692 196/693/693
|
|
f 233/694/694 147/695/695 150/696/696
|
|
f 233/697/697 148/698/698 147/699/699
|
|
f 195/700/700 196/701/701 148/702/702
|
|
f 233/703/703 173/704/704 195/705/705
|
|
f 150/706/706 151/707/707 171/708/708
|
|
f 171/709/709 173/710/710 150/711/711
|
|
# DrawCall_112, 3 grouped triangles
|
|
|
|
usemtl diddy_mouth
|
|
o DrawCall_112
|
|
g DrawCall_112
|
|
|
|
f 25/712/712 29/713/713 27/714/714
|
|
f 27/715/715 29/716/716 28/717/717
|
|
f 25/718/718 27/719/719 26/720/720
|
|
# DrawCall_115, 193 grouped triangles
|
|
|
|
usemtl diddy_brown
|
|
o DrawCall_115
|
|
g DrawCall_115
|
|
|
|
f 194/721/721 195/722/722 173/723/723
|
|
f 194/724/724 173/725/725 174/726/726
|
|
f 193/727/727 231/728/728 232/729/729
|
|
f 151/730/730 152/731/731 231/732/732
|
|
f 232/733/733 149/734/734 193/735/735
|
|
f 193/736/736 172/737/737 231/738/738
|
|
f 193/739/739 194/740/740 174/741/741
|
|
f 193/742/742 174/743/743 172/744/744
|
|
f 151/745/745 231/746/746 172/747/747
|
|
f 152/748/748 149/749/749 232/750/750
|
|
f 56/751/751 42/752/752 55/753/753
|
|
f 57/754/754 48/755/755 44/756/756
|
|
f 57/757/757 44/758/758 43/759/759
|
|
f 53/760/760 58/761/761 40/762/762
|
|
f 53/763/763 40/764/764 39/765/765
|
|
f 32/766/766 56/767/767 52/768/768
|
|
f 47/769/769 59/770/770 60/771/771
|
|
f 59/772/772 35/773/773 52/774/774
|
|
f 47/775/775 35/776/776 59/777/777
|
|
f 32/778/778 42/779/779 56/780/780
|
|
f 61/781/781 60/782/782 59/783/783
|
|
f 55/784/784 60/785/785 61/786/786
|
|
f 55/787/787 61/788/788 56/789/789
|
|
f 89/790/790 93/791/791 94/792/792
|
|
f 89/793/793 94/794/794 90/795/795
|
|
f 91/796/796 95/797/797 96/798/798
|
|
f 91/799/799 96/800/800 92/801/801
|
|
f 92/802/802 96/803/803 93/804/804
|
|
f 92/805/805 93/806/806 89/807/807
|
|
f 94/808/808 95/809/809 91/810/810
|
|
f 94/811/811 91/812/812 90/813/813
|
|
f 93/814/814 97/815/815 98/816/816
|
|
f 93/817/817 98/818/818 94/819/819
|
|
f 96/820/820 99/821/821 97/822/822
|
|
f 96/823/823 97/824/824 93/825/825
|
|
f 94/826/826 98/827/827 100/828/828
|
|
f 94/829/829 100/830/830 95/831/831
|
|
f 100/832/832 99/833/833 95/834/834
|
|
f 95/835/835 99/836/836 96/837/837
|
|
f 102/838/838 101/839/839 97/840/840
|
|
f 97/841/841 101/842/842 98/843/843
|
|
f 99/844/844 102/845/845 97/846/846
|
|
f 99/847/847 103/848/848 104/849/849
|
|
f 98/850/850 103/851/851 100/852/852
|
|
f 101/853/853 103/854/854 98/855/855
|
|
f 99/856/856 100/857/857 103/858/858
|
|
f 104/859/859 102/860/860 99/861/861
|
|
f 127/862/862 124/863/863 126/864/864
|
|
f 122/865/865 127/866/866 121/867/867
|
|
f 128/868/868 126/869/869 125/870/870
|
|
f 125/871/871 126/872/872 124/873/873
|
|
f 128/874/874 123/875/875 129/876/876
|
|
f 123/877/877 128/878/878 125/879/879
|
|
f 129/880/880 121/881/881 127/882/882
|
|
f 121/883/883 129/884/884 123/885/885
|
|
f 124/886/886 127/887/887 122/888/888
|
|
f 126/889/889 130/890/890 131/891/891
|
|
f 126/892/892 131/893/893 127/894/894
|
|
f 132/895/895 128/896/896 129/897/897
|
|
f 132/898/898 129/899/899 133/900/900
|
|
f 127/901/901 131/902/902 133/903/903
|
|
f 127/904/904 133/905/905 129/906/906
|
|
f 130/907/907 126/908/908 128/909/909
|
|
f 130/910/910 128/911/911 132/912/912
|
|
f 134/913/913 131/914/914 130/915/915
|
|
f 134/916/916 130/917/917 135/918/918
|
|
f 136/919/919 133/920/920 131/921/921
|
|
f 136/922/922 131/923/923 134/924/924
|
|
f 135/925/925 130/926/926 132/927/927
|
|
f 135/928/928 132/929/929 137/930/930
|
|
f 136/931/931 137/932/932 132/933/933
|
|
f 136/934/934 132/935/935 133/936/936
|
|
f 139/937/937 138/938/938 134/939/939
|
|
f 139/940/940 134/941/941 135/942/942
|
|
f 138/943/943 136/944/944 134/945/945
|
|
f 141/946/946 136/947/947 140/948/948
|
|
f 141/949/949 135/950/950 137/951/951
|
|
f 141/952/952 139/953/953 135/954/954
|
|
f 137/955/955 136/956/956 141/957/957
|
|
f 138/958/958 140/959/959 136/960/960
|
|
f 162/961/961 164/962/962 161/963/963
|
|
f 165/964/964 161/965/965 164/966/966
|
|
f 163/967/967 165/968/968 166/969/969
|
|
f 162/970/970 166/971/971 167/972/972
|
|
f 162/973/973 167/974/974 164/975/975
|
|
f 161/976/976 165/977/977 163/978/978
|
|
f 163/979/979 166/980/980 162/981/981
|
|
f 164/982/982 168/983/983 169/984/984
|
|
f 164/985/985 169/986/986 165/987/987
|
|
f 167/988/988 170/989/989 168/990/990
|
|
f 167/991/991 168/992/992 164/993/993
|
|
f 166/994/994 170/995/995 167/996/996
|
|
f 165/997/997 169/998/998 166/999/999
|
|
f 151/1000/1000 170/1001/1001 171/1002/1002
|
|
f 169/1003/1003 168/1004/1004 172/1005/1005
|
|
f 173/1006/1006 170/1007/1007 166/1008/1008
|
|
f 171/1009/1009 170/1010/1010 173/1011/1011
|
|
f 174/1012/1012 173/1013/1013 166/1014/1014
|
|
f 174/1015/1015 169/1016/1016 172/1017/1017
|
|
f 170/1018/1018 151/1019/1019 168/1020/1020
|
|
f 166/1021/1021 169/1022/1022 174/1023/1023
|
|
f 172/1024/1024 168/1025/1025 151/1026/1026
|
|
f 187/1027/1027 185/1028/1028 186/1029/1029
|
|
f 188/1030/1030 183/1031/1031 185/1032/1032
|
|
f 189/1033/1033 183/1034/1034 188/1035/1035
|
|
f 189/1036/1036 184/1037/1037 183/1038/1038
|
|
f 186/1039/1039 185/1040/1040 184/1041/1041
|
|
f 188/1042/1042 185/1043/1043 187/1044/1044
|
|
f 184/1045/1045 189/1046/1046 186/1047/1047
|
|
f 190/1048/1048 189/1049/1049 188/1050/1050
|
|
f 191/1051/1051 188/1052/1052 187/1053/1053
|
|
f 191/1054/1054 187/1055/1055 186/1056/1056
|
|
f 191/1057/1057 186/1058/1058 192/1059/1059
|
|
f 192/1060/1060 186/1061/1061 189/1062/1062
|
|
f 192/1063/1063 189/1064/1064 190/1065/1065
|
|
f 149/1066/1066 191/1067/1067 192/1068/1068
|
|
f 192/1069/1069 193/1070/1070 149/1071/1071
|
|
f 195/1072/1072 194/1073/1073 188/1074/1074
|
|
f 190/1075/1075 188/1076/1076 194/1077/1077
|
|
f 191/1078/1078 195/1079/1079 188/1080/1080
|
|
f 190/1081/1081 194/1082/1082 193/1083/1083
|
|
f 191/1084/1084 149/1085/1085 196/1086/1086
|
|
f 191/1087/1087 196/1088/1088 195/1089/1089
|
|
f 192/1090/1090 190/1091/1091 193/1092/1092
|
|
f 199/1093/1093 197/1094/1094 198/1095/1095
|
|
f 200/1096/1096 198/1097/1097 197/1098/1098
|
|
f 200/1099/1099 197/1100/1100 199/1101/1101
|
|
f 201/1102/1102 199/1103/1103 198/1104/1104
|
|
f 201/1105/1105 198/1106/1106 202/1107/1107
|
|
f 198/1108/1108 200/1109/1109 203/1110/1110
|
|
f 198/1111/1111 203/1112/1112 202/1113/1113
|
|
f 203/1114/1114 200/1115/1115 199/1116/1116
|
|
f 203/1117/1117 199/1118/1118 201/1119/1119
|
|
f 204/1120/1120 201/1121/1121 202/1122/1122
|
|
f 204/1123/1123 202/1124/1124 205/1125/1125
|
|
f 202/1126/1126 203/1127/1127 206/1128/1128
|
|
f 202/1129/1129 206/1130/1130 205/1131/1131
|
|
f 206/1132/1132 203/1133/1133 201/1134/1134
|
|
f 206/1135/1135 201/1136/1136 204/1137/1137
|
|
f 207/1138/1138 204/1139/1139 205/1140/1140
|
|
f 207/1141/1141 205/1142/1142 208/1143/1143
|
|
f 205/1144/1144 206/1145/1145 209/1146/1146
|
|
f 205/1147/1147 209/1148/1148 208/1149/1149
|
|
f 209/1150/1150 206/1151/1151 204/1152/1152
|
|
f 209/1153/1153 204/1154/1154 207/1155/1155
|
|
f 210/1156/1156 207/1157/1157 208/1158/1158
|
|
f 210/1159/1159 208/1160/1160 211/1161/1161
|
|
f 208/1162/1162 209/1163/1163 212/1164/1164
|
|
f 208/1165/1165 212/1166/1166 211/1167/1167
|
|
f 212/1168/1168 209/1169/1169 207/1170/1170
|
|
f 212/1171/1171 207/1172/1172 210/1173/1173
|
|
f 213/1174/1174 210/1175/1175 211/1176/1176
|
|
f 213/1177/1177 211/1178/1178 214/1179/1179
|
|
f 211/1180/1180 212/1181/1181 215/1182/1182
|
|
f 211/1183/1183 215/1184/1184 214/1185/1185
|
|
f 215/1186/1186 212/1187/1187 210/1188/1188
|
|
f 215/1189/1189 210/1190/1190 213/1191/1191
|
|
f 216/1192/1192 213/1193/1193 214/1194/1194
|
|
f 216/1195/1195 214/1196/1196 217/1197/1197
|
|
f 214/1198/1198 215/1199/1199 218/1200/1200
|
|
f 214/1201/1201 218/1202/1202 217/1203/1203
|
|
f 218/1204/1204 215/1205/1205 213/1206/1206
|
|
f 218/1207/1207 213/1208/1208 216/1209/1209
|
|
f 219/1210/1210 216/1211/1211 217/1212/1212
|
|
f 219/1213/1213 217/1214/1214 220/1215/1215
|
|
f 217/1216/1216 218/1217/1217 221/1218/1218
|
|
f 217/1219/1219 221/1220/1220 220/1221/1221
|
|
f 221/1222/1222 218/1223/1223 216/1224/1224
|
|
f 221/1225/1225 216/1226/1226 219/1227/1227
|
|
f 222/1228/1228 219/1229/1229 220/1230/1230
|
|
f 222/1231/1231 220/1232/1232 223/1233/1233
|
|
f 220/1234/1234 221/1235/1235 224/1236/1236
|
|
f 220/1237/1237 224/1238/1238 223/1239/1239
|
|
f 224/1240/1240 221/1241/1241 219/1242/1242
|
|
f 224/1243/1243 219/1244/1244 222/1245/1245
|
|
f 225/1246/1246 222/1247/1247 223/1248/1248
|
|
f 225/1249/1249 223/1250/1250 226/1251/1251
|
|
f 223/1252/1252 224/1253/1253 227/1254/1254
|
|
f 223/1255/1255 227/1256/1256 226/1257/1257
|
|
f 227/1258/1258 224/1259/1259 222/1260/1260
|
|
f 227/1261/1261 222/1262/1262 225/1263/1263
|
|
f 228/1264/1264 225/1265/1265 226/1266/1266
|
|
f 228/1267/1267 226/1268/1268 229/1269/1269
|
|
f 226/1270/1270 227/1271/1271 230/1272/1272
|
|
f 226/1273/1273 230/1274/1274 229/1275/1275
|
|
f 230/1276/1276 227/1277/1277 225/1278/1278
|
|
f 230/1279/1279 225/1280/1280 228/1281/1281
|
|
f 152/1282/1282 228/1283/1283 229/1284/1284
|
|
f 152/1285/1285 229/1286/1286 231/1287/1287
|
|
f 232/1288/1288 231/1289/1289 229/1290/1290
|
|
f 232/1291/1291 229/1292/1292 230/1293/1293
|
|
f 232/1294/1294 230/1295/1295 228/1296/1296
|
|
f 232/1297/1297 228/1298/1298 152/1299/1299
|
|
# DrawCall_116, 3 grouped triangles
|
|
|
|
usemtl diddy_topmouth
|
|
o DrawCall_116
|
|
g DrawCall_116
|
|
|
|
f 37/1300/1300 34/1301/1301 51/1302/1302
|
|
f 51/1303/1303 34/1304/1304 49/1305/1305
|
|
f 37/1306/1306 51/1307/1307 54/1308/1308
|
|
# DrawCall_117, 2 grouped triangles
|
|
|
|
usemtl diddy_eye1
|
|
o DrawCall_117
|
|
g DrawCall_117
|
|
|
|
f 53/1309/1309 50/1310/1310 62/1311/1311
|
|
f 53/1312/1312 62/1313/1313 58/1314/1314
|
|
# DrawCall_118, 2 grouped triangles
|
|
|
|
usemtl diddy_eye2
|
|
o DrawCall_118
|
|
g DrawCall_118
|
|
|
|
f 62/1315/1315 48/1316/1316 57/1317/1317
|
|
f 50/1318/1318 48/1319/1319 62/1320/1320
|