2387 lines
72 KiB
Plaintext
2387 lines
72 KiB
Plaintext
# Created by Metasequoia
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mtllib sphere.mtl
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v 0.726801 0.573125 0.290355
|
|
v 0.742527 0.633029 0.344368
|
|
v 0.475202 0.547757 0.187202
|
|
v 0.534206 0.551890 0.188751
|
|
v 0.603280 0.561044 0.206155
|
|
v 0.668148 0.589300 0.246052
|
|
v 0.705802 0.641892 0.304424
|
|
v 0.706636 0.700945 0.367106
|
|
v 0.439396 0.600723 0.205176
|
|
v 0.498325 0.618781 0.205674
|
|
v 0.567565 0.640212 0.223387
|
|
v 0.626652 0.675740 0.268023
|
|
v 0.648653 0.726203 0.334249
|
|
v 0.633452 0.770864 0.402212
|
|
v 0.387916 0.643456 0.240005
|
|
v 0.435998 0.677893 0.245054
|
|
v 0.490912 0.715822 0.267454
|
|
v 0.531223 0.756839 0.316156
|
|
v 0.537283 0.792968 0.383727
|
|
v 0.519964 0.812636 0.449011
|
|
v 0.324712 0.659272 0.288704
|
|
v 0.351465 0.699651 0.302982
|
|
v 0.379306 0.741533 0.333164
|
|
v 0.396874 0.776499 0.383158
|
|
v 0.399503 0.795815 0.444027
|
|
v 0.396615 0.800084 0.499519
|
|
v 0.265097 0.644005 0.342450
|
|
v 0.273030 0.676339 0.365361
|
|
v 0.280568 0.706739 0.400770
|
|
v 0.286504 0.729030 0.448013
|
|
v 0.293029 0.740624 0.499038
|
|
v 0.303124 0.745086 0.543716
|
|
v 0.221918 0.609182 0.392819
|
|
v 0.221226 0.629210 0.420458
|
|
v 0.221885 0.646643 0.456585
|
|
v 0.225843 0.659916 0.498728
|
|
v 0.235094 0.669958 0.540939
|
|
v 0.249539 0.678998 0.577241
|
|
v 0.733074 0.688062 0.394896
|
|
v 0.750461 0.678998 0.422759
|
|
v 0.764906 0.669958 0.459061
|
|
v 0.774157 0.659916 0.501272
|
|
v 0.778115 0.646643 0.543415
|
|
v 0.778774 0.629210 0.579542
|
|
v 0.683657 0.746948 0.422376
|
|
v 0.696876 0.745086 0.456284
|
|
v 0.706971 0.740624 0.500962
|
|
v 0.713496 0.729030 0.551987
|
|
v 0.719432 0.706739 0.599230
|
|
v 0.726970 0.676339 0.634639
|
|
v 0.603890 0.796988 0.458236
|
|
v 0.603385 0.800084 0.500481
|
|
v 0.600497 0.795815 0.555973
|
|
v 0.603126 0.776499 0.616842
|
|
v 0.620693 0.741533 0.666836
|
|
v 0.648535 0.699651 0.697018
|
|
v 0.500000 0.817395 0.500000
|
|
v 0.480036 0.812636 0.550989
|
|
v 0.462718 0.792968 0.616273
|
|
v 0.468777 0.756839 0.683844
|
|
v 0.509088 0.715822 0.732546
|
|
v 0.564002 0.677893 0.754946
|
|
v 0.396110 0.796988 0.541764
|
|
v 0.366547 0.770864 0.597788
|
|
v 0.351347 0.726203 0.665751
|
|
v 0.373348 0.675740 0.731977
|
|
v 0.432435 0.640212 0.776613
|
|
v 0.501675 0.618781 0.794325
|
|
v 0.316343 0.746948 0.577624
|
|
v 0.293363 0.700945 0.632894
|
|
v 0.294198 0.641892 0.695576
|
|
v 0.331852 0.589300 0.753948
|
|
v 0.396720 0.561044 0.793845
|
|
v 0.465794 0.551890 0.811248
|
|
v 0.266926 0.688062 0.605104
|
|
v 0.257473 0.633029 0.655632
|
|
v 0.273200 0.573125 0.709645
|
|
v 0.317914 0.525378 0.758723
|
|
v 0.380419 0.501334 0.793999
|
|
v 0.444137 0.496332 0.812415
|
|
v 0.778081 0.609182 0.607181
|
|
v 0.805005 0.537177 0.579542
|
|
v 0.809207 0.443051 0.543415
|
|
v 0.775566 0.342525 0.501272
|
|
v 0.706243 0.262251 0.459061
|
|
v 0.623007 0.217794 0.422759
|
|
v 0.734903 0.644005 0.657550
|
|
v 0.776271 0.579277 0.634639
|
|
v 0.800886 0.481060 0.599230
|
|
v 0.780899 0.361685 0.551987
|
|
v 0.708582 0.260771 0.500962
|
|
v 0.614135 0.207083 0.456284
|
|
v 0.675288 0.659272 0.711296
|
|
v 0.724685 0.606955 0.697018
|
|
v 0.769566 0.515475 0.666836
|
|
v 0.772028 0.385599 0.616842
|
|
v 0.705597 0.264764 0.555973
|
|
v 0.604392 0.200265 0.500481
|
|
v 0.612084 0.643456 0.759995
|
|
v 0.660736 0.599529 0.754946
|
|
v 0.715044 0.520441 0.732546
|
|
v 0.737462 0.397272 0.683844
|
|
v 0.686885 0.271321 0.616273
|
|
v 0.590242 0.200006 0.550989
|
|
v 0.560604 0.600722 0.794824
|
|
v 0.604359 0.556753 0.794325
|
|
v 0.655030 0.486209 0.776613
|
|
v 0.681699 0.382056 0.731977
|
|
v 0.647376 0.272963 0.665751
|
|
v 0.567340 0.205650 0.597788
|
|
v 0.524798 0.547757 0.812798
|
|
v 0.562138 0.501200 0.811248
|
|
v 0.601878 0.436644 0.793845
|
|
v 0.621234 0.353198 0.753948
|
|
v 0.596930 0.269582 0.695576
|
|
v 0.536910 0.214141 0.632894
|
|
v 0.499348 0.498693 0.817389
|
|
v 0.529009 0.452118 0.812415
|
|
v 0.556583 0.394644 0.793999
|
|
v 0.567151 0.328857 0.758723
|
|
v 0.548440 0.266678 0.709645
|
|
v 0.504819 0.223427 0.655632
|
|
v 0.810032 0.550101 0.545898
|
|
v 0.811361 0.561550 0.501442
|
|
v 0.804846 0.573178 0.450508
|
|
v 0.788786 0.589236 0.403174
|
|
v 0.766428 0.610488 0.367543
|
|
v 0.811965 0.441588 0.501442
|
|
v 0.807294 0.441599 0.446196
|
|
v 0.792312 0.453494 0.385434
|
|
v 0.770955 0.485738 0.335334
|
|
v 0.748516 0.530229 0.304905
|
|
v 0.762045 0.327899 0.450508
|
|
v 0.737048 0.322751 0.385434
|
|
v 0.709238 0.345686 0.317955
|
|
v 0.693819 0.400593 0.269160
|
|
v 0.688131 0.466743 0.246551
|
|
v 0.669450 0.249706 0.403174
|
|
v 0.623799 0.258559 0.335334
|
|
v 0.591425 0.302291 0.269160
|
|
v 0.590124 0.370784 0.224472
|
|
v 0.605955 0.441288 0.206636
|
|
v 0.572184 0.220749 0.367543
|
|
v 0.521935 0.250616 0.304905
|
|
v 0.495484 0.309006 0.246551
|
|
v 0.503480 0.378916 0.206636
|
|
v 0.530018 0.443156 0.189188
|
|
v 0.469982 0.443156 0.810812
|
|
v 0.394045 0.441288 0.793364
|
|
v 0.311869 0.466743 0.753449
|
|
v 0.251485 0.530229 0.695095
|
|
v 0.233572 0.610488 0.632457
|
|
v 0.496520 0.378916 0.793364
|
|
v 0.409876 0.370784 0.775528
|
|
v 0.306181 0.400593 0.730840
|
|
v 0.229045 0.485738 0.664666
|
|
v 0.211214 0.589236 0.596826
|
|
v 0.504516 0.309006 0.753449
|
|
v 0.408575 0.302291 0.730840
|
|
v 0.290762 0.345686 0.682045
|
|
v 0.207688 0.453494 0.614566
|
|
v 0.195154 0.573178 0.549492
|
|
v 0.478065 0.250616 0.695095
|
|
v 0.376201 0.258559 0.664666
|
|
v 0.262952 0.322751 0.614567
|
|
v 0.192706 0.441599 0.553804
|
|
v 0.188639 0.561550 0.498558
|
|
v 0.427816 0.220749 0.632457
|
|
v 0.330550 0.249706 0.596826
|
|
v 0.237955 0.327899 0.549492
|
|
v 0.188035 0.441588 0.498558
|
|
v 0.189968 0.550101 0.454102
|
|
v 0.812220 1.135821 0.628303
|
|
v 0.859325 1.159017 0.498151
|
|
v 0.729670 1.339839 0.581023
|
|
v 0.808201 0.986157 0.533840
|
|
v 0.868331 1.165962 0.594214
|
|
v 0.165040 1.009429 0.410700
|
|
v 0.148738 0.968360 0.585424
|
|
v 0.227928 1.208333 0.475296
|
|
v 0.186915 0.835707 0.495323
|
|
v 0.092410 1.011100 0.462643
|
|
v 0.873949 1.137050 0.554922
|
|
v 0.841783 1.122742 0.469410
|
|
v 0.775846 1.178432 0.632696
|
|
v 0.128792 0.976499 0.426638
|
|
v 0.087524 0.972359 0.518200
|
|
v 0.119997 1.007442 0.556993
|
|
v 0.872125 0.990548 0.634417
|
|
v 0.841604 0.584747 0.790567
|
|
v 1.024502 0.392242 0.807508
|
|
v 0.906463 0.710786 0.536380
|
|
v 0.946009 0.538102 0.197569
|
|
v 1.048183 0.372437 0.174717
|
|
v 0.981158 0.213764 0.288418
|
|
v 0.994551 0.107113 0.497610
|
|
v 0.958773 0.238577 0.783884
|
|
v 0.868216 0.157846 0.794462
|
|
v 0.821445 0.050749 0.666207
|
|
v 0.597393 -0.059109 0.517874
|
|
v 0.809464 0.056712 0.326275
|
|
v 0.662803 -0.020205 0.418480
|
|
v 1.028654 0.562320 0.664895
|
|
v 1.147844 0.421168 0.489179
|
|
v 1.115250 0.250492 0.493217
|
|
v 0.987130 0.633256 0.476912
|
|
v 0.858683 0.755252 0.291185
|
|
v 0.866322 0.759504 0.478517
|
|
v 0.886307 0.896099 0.481148
|
|
v 0.892861 0.908832 0.333765
|
|
v 0.940551 1.065378 0.340497
|
|
v 0.944974 0.772344 0.401777
|
|
v 0.943404 0.910517 0.412068
|
|
v 1.036525 0.578275 0.353993
|
|
v 1.049286 0.553471 0.493581
|
|
v 0.914081 0.468382 0.811183
|
|
v 0.248258 0.911448 0.147649
|
|
v 0.133289 0.683466 0.158751
|
|
v 0.187184 0.632929 0.050651
|
|
v 0.008541 0.506698 0.091769
|
|
v 0.176032 0.511076 -0.080035
|
|
v -0.010996 0.448496 0.066097
|
|
v 0.303432 0.415359 -0.161391
|
|
v -0.009434 0.370189 0.124957
|
|
v 0.023189 0.294320 0.134546
|
|
v 0.284432 0.314249 -0.122526
|
|
v 0.103105 0.236664 0.066163
|
|
v 0.261965 0.178686 -0.034732
|
|
v 0.176934 0.124697 0.109114
|
|
v 0.346462 0.043369 0.156980
|
|
v 0.368934 0.177055 0.047618
|
|
v 0.520771 0.297032 -0.034913
|
|
v 0.554909 0.502930 0.012479
|
|
v 0.547945 0.382112 -0.034818
|
|
v 0.472755 0.625924 0.090734
|
|
v 0.353324 0.825742 0.064274
|
|
v 0.293456 0.633315 -0.013900
|
|
v 0.491132 0.859018 0.099607
|
|
v 0.367691 1.094081 0.082467
|
|
v 0.446484 0.646429 -0.015007
|
|
v 0.409539 0.874773 0.012923
|
|
v 0.081872 0.873906 0.588232
|
|
v 0.031818 0.716994 0.571312
|
|
v 0.134146 0.725060 0.715324
|
|
v 0.108130 0.634000 0.852032
|
|
v -0.024700 0.622510 0.643018
|
|
v -0.107382 0.527508 0.619285
|
|
v 0.090275 0.528607 0.988174
|
|
v 0.067589 0.398977 1.019229
|
|
v -0.156473 0.440685 0.548198
|
|
v -0.097709 0.325684 0.567450
|
|
v 0.096401 0.238948 0.921906
|
|
v -0.003072 0.243340 0.475907
|
|
v 0.158654 0.142428 0.794482
|
|
v 0.120185 0.159685 0.463958
|
|
v 0.298256 0.052263 0.553454
|
|
v 0.034042 0.716142 0.712826
|
|
v -0.029825 0.630317 0.756650
|
|
v -0.041335 0.527743 0.818768
|
|
v -0.087836 0.419940 0.808734
|
|
v -0.027918 0.282394 0.766102
|
|
v 0.010781 0.158459 0.661503
|
|
v 0.132201 0.070273 0.535291
|
|
# 618 vertices
|
|
|
|
vt 0.48769 0.88043
|
|
vt 0.48369 0.89168
|
|
vt 0.49348 0.94803
|
|
vt 0.50493 0.83195
|
|
vt 0.52023 0.94879
|
|
vt 0.52021 0.96565
|
|
vt 0.53689 0.94927
|
|
vt 0.53380 0.95230
|
|
vt 0.31804 0.88280
|
|
vt 0.31655 0.79301
|
|
vt 0.29141 0.86623
|
|
vt 0.29442 0.88558
|
|
vt 0.33694 0.88489
|
|
vt 0.33132 0.89112
|
|
vt 0.30824 0.97440
|
|
vt 0.33945 0.89621
|
|
vt 0.66431 0.35506
|
|
vt 0.71860 0.36364
|
|
vt 0.75258 0.24098
|
|
vt 0.71823 0.01139
|
|
vt 0.81447 0.10177
|
|
vt 0.80722 0.02622
|
|
vt 0.78836 0.10590
|
|
vt 0.83005 0.21231
|
|
vt 0.77141 0.08505
|
|
vt 0.79102 0.20457
|
|
vt 0.77341 0.18979
|
|
vt 0.78019 0.32228
|
|
vt 0.79551 0.35029
|
|
vt 0.82917 0.45966
|
|
vt 0.83728 0.37646
|
|
vt 0.75919 0.35659
|
|
vt 0.76108 0.43777
|
|
vt 0.68435 0.46976
|
|
vt 0.67523 0.41754
|
|
vt 0.68252 0.58444
|
|
vt 0.75643 0.53943
|
|
vt 0.82334 0.58736
|
|
vt 0.75610 0.64366
|
|
vt 0.82908 0.72962
|
|
vt 0.66085 0.69745
|
|
vt 0.67527 0.85634
|
|
vt 0.78061 0.96884
|
|
vt 0.80971 0.90396
|
|
vt 0.07578 0.24883
|
|
vt 0.07226 0.02882
|
|
vt 0.05593 0.22418
|
|
vt 0.04473 0.42674
|
|
vt 0.02961 0.20149
|
|
vt 0.03622 0.44374
|
|
vt 0.01305 0.55514
|
|
vt 0.11050 0.53007
|
|
vt 0.08765 0.43859
|
|
vt 0.07621 0.58920
|
|
vt 0.12043 0.14757
|
|
vt 0.12330 0.43840
|
|
vt 0.17136 0.54124
|
|
vt 0.15684 0.38562
|
|
vt 0.17031 0.58045
|
|
vt 0.18135 0.64915
|
|
vt 0.01717 0.64268
|
|
vt 0.08253 0.66336
|
|
vt 0.17701 0.71484
|
|
vt 0.06978 0.83010
|
|
vt 0.02441 0.70654
|
|
vt 0.09422 0.77817
|
|
vt 0.14655 0.75326
|
|
vt 0.08626 0.97997
|
|
vt 0.13530 0.86300
|
|
vt 0.43569 0.16364
|
|
vt 0.38343 0.00970
|
|
vt 0.42102 0.19633
|
|
vt 0.46823 0.27774
|
|
vt 0.37600 0.18762
|
|
vt 0.42570 0.28234
|
|
vt 0.43854 0.36367
|
|
vt 0.39570 0.27133
|
|
vt 0.48955 0.36109
|
|
vt 0.49009 0.44630
|
|
vt 0.38633 0.36517
|
|
vt 0.43148 0.43660
|
|
vt 0.36828 0.42322
|
|
vt 0.37327 0.52078
|
|
vt 0.42816 0.55490
|
|
vt 0.34540 0.62020
|
|
vt 0.47986 0.58421
|
|
vt 0.40382 0.67192
|
|
vt 0.33211 0.75400
|
|
vt 0.37213 0.97724
|
|
vt 0.46464 0.72234
|
|
vt 0.36220 0.81733
|
|
vt 0.01024 0.00706
|
|
vt 0.01047 0.00721
|
|
vt 0.01061 0.00679
|
|
vt 0.01038 0.00668
|
|
vt 0.01074 0.00744
|
|
vt 0.01087 0.00697
|
|
vt 0.01103 0.00774
|
|
vt 0.01113 0.00723
|
|
vt 0.01132 0.00806
|
|
vt 0.01138 0.00752
|
|
vt 0.01158 0.00834
|
|
vt 0.01160 0.00781
|
|
vt 0.01178 0.00855
|
|
vt 0.01178 0.00806
|
|
vt 0.01009 0.00753
|
|
vt 0.01030 0.00776
|
|
vt 0.01058 0.00806
|
|
vt 0.01091 0.00842
|
|
vt 0.01125 0.00876
|
|
vt 0.01154 0.00900
|
|
vt 0.01178 0.00914
|
|
vt 0.00993 0.00807
|
|
vt 0.01012 0.00839
|
|
vt 0.01039 0.00880
|
|
vt 0.01074 0.00925
|
|
vt 0.01114 0.00959
|
|
vt 0.01150 0.00976
|
|
vt 0.01178 0.00979
|
|
vt 0.00977 0.00860
|
|
vt 0.00993 0.00901
|
|
vt 0.01017 0.00952
|
|
vt 0.01052 0.01004
|
|
vt 0.01098 0.01041
|
|
vt 0.01143 0.01051
|
|
vt 0.01178 0.01045
|
|
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vt 0.76265 0.27443
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vt 0.86642 0.27149
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|
vt 0.34108 0.27443
|
|
# 567 texture vertices
|
|
|
|
vn -0.40047 -0.31682 -0.85979
|
|
vn -0.59593 0.08279 -0.79876
|
|
vn -0.61626 0.14561 -0.77397
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|
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|
|
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|
vn -0.86955 -0.47998 0.11622
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|
vn -0.86955 -0.47998 0.11622
|
|
vn -0.91402 0.27557 0.29770
|
|
vn 0.75671 0.09204 0.64724
|
|
vn 0.54563 -0.32290 0.77332
|
|
vn 0.76252 0.11175 0.63724
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|
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vn 0.82030 -0.50962 -0.25960
|
|
vn 0.85830 -0.09851 -0.50361
|
|
vn 0.79321 0.47659 0.37905
|
|
vn 0.79321 0.47659 0.37905
|
|
vn 0.71104 0.31480 -0.62875
|
|
vn 0.71104 0.31480 -0.62875
|
|
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|
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vn -0.83404 0.13271 0.53551
|
|
vn -0.83404 0.13271 0.53551
|
|
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vn 0.00164 0.39474 -0.91879
|
|
vn 0.20917 0.46639 -0.85949
|
|
vn 0.38001 0.57502 -0.72453
|
|
vn 0.44318 0.72462 -0.52775
|
|
vn 0.39970 0.85741 -0.32418
|
|
vn 0.31873 0.94006 -0.12126
|
|
vn -0.19473 0.57684 -0.79331
|
|
vn -0.02611 0.69121 -0.72219
|
|
vn 0.09258 0.80977 -0.57940
|
|
vn 0.10382 0.91741 -0.38417
|
|
vn 0.04789 0.97980 -0.19416
|
|
vn -0.00000 1.00000 -0.00000
|
|
vn -0.45412 0.64704 -0.61247
|
|
vn -0.35982 0.77375 -0.52138
|
|
vn -0.30678 0.87335 -0.37835
|
|
vn -0.30922 0.92836 -0.20622
|
|
vn -0.32793 0.94369 -0.04359
|
|
vn -0.31873 0.94006 0.12126
|
|
vn -0.69859 0.58045 -0.41839
|
|
vn -0.66925 0.67417 -0.31239
|
|
vn -0.65237 0.73704 -0.17660
|
|
vn -0.63976 0.76799 -0.02979
|
|
vn -0.61708 0.77996 0.10434
|
|
vn -0.57121 0.78732 0.23206
|
|
vn -0.87774 0.41062 -0.24692
|
|
vn -0.87519 0.46494 -0.13367
|
|
vn -0.86379 0.50383 -0.00401
|
|
vn -0.83667 0.53305 0.12587
|
|
vn -0.79199 0.56155 0.23962
|
|
vn -0.73277 0.59586 0.32863
|
|
vn 0.79199 0.56155 -0.23962
|
|
vn 0.61708 0.77996 -0.10434
|
|
vn 0.83667 0.53305 -0.12587
|
|
vn 0.63976 0.76799 0.02979
|
|
vn 0.86379 0.50383 0.00401
|
|
vn 0.65237 0.73704 0.17660
|
|
vn 0.87519 0.46494 0.13367
|
|
vn 0.66925 0.67417 0.31239
|
|
vn 0.87774 0.41062 0.24692
|
|
vn 0.69859 0.58045 0.41839
|
|
vn 0.87855 0.34051 0.33496
|
|
vn 0.74129 0.45558 0.49289
|
|
vn 0.32793 0.94369 0.04359
|
|
vn 0.30923 0.92836 0.20622
|
|
vn 0.30678 0.87335 0.37835
|
|
vn 0.35982 0.77375 0.52138
|
|
vn 0.45412 0.64704 0.61247
|
|
vn 0.55695 0.49971 0.66340
|
|
vn -0.04789 0.97980 0.19416
|
|
vn -0.10382 0.91741 0.38417
|
|
vn -0.09258 0.80977 0.57940
|
|
vn 0.02611 0.69121 0.72219
|
|
vn 0.19473 0.57684 0.79331
|
|
vn 0.36176 0.44931 0.81686
|
|
vn -0.39970 0.85741 0.32418
|
|
vn -0.44318 0.72462 0.52775
|
|
vn -0.38001 0.57502 0.72453
|
|
vn -0.20917 0.46639 0.85949
|
|
vn -0.00164 0.39474 0.91879
|
|
vn 0.19839 0.31810 0.92707
|
|
vn -0.63483 0.64391 0.42706
|
|
vn -0.62810 0.46947 0.62056
|
|
vn -0.51555 0.31449 0.79706
|
|
vn -0.32504 0.22353 0.91890
|
|
vn -0.11604 0.18524 0.97582
|
|
vn 0.08069 0.15133 0.98518
|
|
vn -0.76643 0.41883 0.48699
|
|
vn -0.71512 0.23530 0.65821
|
|
vn -0.57575 0.08881 0.81279
|
|
vn -0.38126 0.01039 0.92441
|
|
vn -0.17816 -0.00972 0.98395
|
|
vn -0.00210 -0.00412 0.99999
|
|
vn 0.96556 0.10553 0.23781
|
|
vn 0.87182 0.23013 0.43240
|
|
vn 0.97373 -0.18956 0.12612
|
|
vn 0.94105 -0.07994 0.32869
|
|
vn 0.86821 -0.49617 0.00391
|
|
vn 0.87275 -0.44641 0.19754
|
|
vn 0.65825 -0.74343 -0.11840
|
|
vn 0.65427 -0.75489 0.04551
|
|
vn 0.40001 -0.88706 -0.23046
|
|
vn 0.36780 -0.92406 -0.10409
|
|
vn 0.71730 0.30816 0.62491
|
|
vn 0.84702 0.02095 0.53115
|
|
vn 0.84519 -0.36939 0.38626
|
|
vn 0.64820 -0.73289 0.20664
|
|
vn 0.34358 -0.93869 0.02857
|
|
vn 0.52801 0.28484 0.80004
|
|
vn 0.68634 0.03737 0.72632
|
|
vn 0.74558 -0.32881 0.57965
|
|
vn 0.59982 -0.70581 0.37689
|
|
vn 0.30794 -0.93542 0.17370
|
|
vn 0.35553 0.16300 0.92034
|
|
vn 0.50775 -0.05899 0.85948
|
|
vn 0.58329 -0.37513 0.72046
|
|
vn 0.48552 -0.70415 0.51811
|
|
vn 0.24299 -0.91982 0.30803
|
|
vn 0.21864 0.00004 0.97581
|
|
vn 0.34202 -0.20399 0.91728
|
|
vn 0.39937 -0.46489 0.79018
|
|
vn 0.32770 -0.72317 0.60797
|
|
vn 0.14597 -0.89897 0.41298
|
|
vn 0.09076 -0.15353 0.98397
|
|
vn 0.17506 -0.33876 0.92444
|
|
vn 0.20481 -0.54535 0.81280
|
|
vn 0.14831 -0.73818 0.65810
|
|
vn 0.01603 -0.87341 0.48671
|
|
vn 0.98222 0.15132 0.11116
|
|
vn 0.98371 0.17837 -0.02232
|
|
vn 0.96405 0.20527 -0.16876
|
|
vn 0.91893 0.25050 -0.30467
|
|
vn 0.85306 0.32118 -0.41126
|
|
vn 0.98273 -0.18112 -0.03788
|
|
vn 0.96152 -0.18867 -0.19969
|
|
vn 0.91401 -0.16357 -0.37125
|
|
vn 0.85476 -0.06935 -0.51437
|
|
vn 0.79192 0.07398 -0.60612
|
|
vn 0.82871 -0.52647 -0.18991
|
|
vn 0.74869 -0.54382 -0.37911
|
|
vn 0.66245 -0.48156 -0.57382
|
|
vn 0.61911 -0.32102 -0.71669
|
|
vn 0.60362 -0.11888 -0.78836
|
|
vn 0.54782 -0.77242 -0.32134
|
|
vn 0.41286 -0.74471 -0.52436
|
|
vn 0.31585 -0.61689 -0.72090
|
|
vn 0.30716 -0.41596 -0.85594
|
|
vn 0.34830 -0.20102 -0.91557
|
|
vn 0.24503 -0.87110 -0.42560
|
|
vn 0.09868 -0.77926 -0.61889
|
|
vn 0.02151 -0.60583 -0.79530
|
|
vn 0.03821 -0.39659 -0.91720
|
|
vn 0.10941 -0.19699 -0.97428
|
|
vn -0.10941 -0.19699 0.97428
|
|
vn -0.34830 -0.20102 0.91557
|
|
vn -0.60362 -0.11888 0.78836
|
|
vn -0.79192 0.07398 0.60612
|
|
vn -0.85306 0.32117 0.41126
|
|
vn -0.03821 -0.39659 0.91720
|
|
vn -0.30716 -0.41596 0.85594
|
|
vn -0.61911 -0.32102 0.71669
|
|
vn -0.85476 -0.06935 0.51437
|
|
vn -0.91893 0.25050 0.30467
|
|
vn -0.02151 -0.60583 0.79530
|
|
vn -0.31585 -0.61689 0.72090
|
|
vn -0.66244 -0.48156 0.57382
|
|
vn -0.91401 -0.16357 0.37125
|
|
vn -0.96405 0.20527 0.16876
|
|
vn -0.09868 -0.77926 0.61889
|
|
vn -0.41286 -0.74471 0.52436
|
|
vn -0.74869 -0.54382 0.37911
|
|
vn -0.96152 -0.18867 0.19969
|
|
vn -0.98371 0.17837 0.02232
|
|
vn -0.24503 -0.87110 0.42561
|
|
vn -0.54782 -0.77242 0.32134
|
|
vn -0.82871 -0.52647 0.18991
|
|
vn -0.98273 -0.18112 0.03788
|
|
vn -0.98222 0.15132 -0.11116
|
|
vn 0.40047 0.31682 0.85979
|
|
vn 0.40047 0.31682 0.85979
|
|
vn 0.61626 -0.14561 0.77397
|
|
vn 0.59593 -0.08279 0.79876
|
|
vn 0.87074 -0.44488 0.20951
|
|
vn 0.89321 -0.42793 0.13804
|
|
vn 0.86954 0.47998 -0.11622
|
|
vn 0.86955 0.47998 -0.11622
|
|
vn 0.86955 0.47998 -0.11622
|
|
vn 0.96946 0.07864 -0.23229
|
|
vn 0.91402 -0.27557 -0.29770
|
|
vn -0.75671 -0.09204 -0.64724
|
|
vn -0.76252 -0.11175 -0.63724
|
|
vn -0.54563 0.32290 -0.77332
|
|
vn -0.86417 0.14826 0.48087
|
|
vn -0.85830 0.09851 0.50361
|
|
vn -0.82030 0.50962 0.25960
|
|
vn -0.82030 0.50962 0.25960
|
|
vn -0.79321 -0.47659 -0.37905
|
|
vn -0.79321 -0.47659 -0.37905
|
|
vn -0.71104 -0.31480 0.62875
|
|
vn -0.71104 -0.31480 0.62875
|
|
vn 0.66418 0.49205 0.56281
|
|
vn 0.78571 0.45054 0.42388
|
|
vn 0.78926 0.52932 0.31126
|
|
vn 0.77280 0.52272 0.35991
|
|
vn 0.83404 -0.13271 -0.53551
|
|
vn 0.75664 0.27214 -0.59451
|
|
vn 0.82339 -0.02980 -0.56669
|
|
vn 0.83404 -0.13271 -0.53551
|
|
vn 0.74904 0.13818 0.64796
|
|
vn 0.74847 0.27116 0.60519
|
|
vn 0.72490 0.16107 0.66976
|
|
vn 0.74904 0.13818 0.64796
|
|
vn 0.66420 0.21341 0.71645
|
|
vn 0.81560 0.55149 0.17509
|
|
vn 0.74057 0.26281 -0.61846
|
|
vn 0.83019 0.49387 -0.25862
|
|
vn 0.68760 0.50018 -0.52634
|
|
vn 0.92038 0.10269 -0.37731
|
|
vn 0.84614 0.52932 0.06224
|
|
vn 0.99603 0.08349 0.03081
|
|
vn 0.84648 0.15357 0.50980
|
|
vn 0.47857 0.51911 0.70816
|
|
vn 0.77644 -0.49808 0.38609
|
|
vn 0.86071 -0.50878 0.01776
|
|
vn 0.75612 -0.54473 -0.36270
|
|
vn 0.48194 -0.84801 -0.22049
|
|
vn 0.63229 -0.77473 -0.00094
|
|
vn 0.61676 -0.71709 0.32464
|
|
vn 0.43876 -0.89841 0.01852
|
|
vn 0.50297 -0.83068 0.23872
|
|
vn 0.38198 -0.91511 -0.12905
|
|
vn -0.57878 0.13415 -0.80437
|
|
vn 0.01135 0.41266 -0.91082
|
|
vn -0.69025 0.03443 -0.72275
|
|
vn -0.69025 0.03443 -0.72275
|
|
vn 0.72566 0.26542 -0.63480
|
|
vn 0.91942 0.28236 -0.27374
|
|
vn 0.77645 0.27271 -0.56811
|
|
vn 0.72566 0.26542 -0.63480
|
|
vn 0.71484 0.08315 -0.69433
|
|
vn 0.94313 0.27940 -0.18014
|
|
vn -0.04505 0.45048 -0.89165
|
|
vn -0.20417 0.53601 -0.81915
|
|
vn 0.34986 0.19014 -0.91730
|
|
vn 0.21929 0.42163 -0.87985
|
|
vn -0.66791 0.48858 -0.56142
|
|
vn -0.61631 0.54216 -0.57116
|
|
vn -0.64500 0.51319 -0.56622
|
|
vn -0.63032 -0.03696 -0.77545
|
|
vn -0.59956 -0.32318 -0.73217
|
|
vn -0.60415 -0.31798 -0.73068
|
|
vn -0.52440 -0.40189 -0.75066
|
|
vn 0.41207 -0.30590 -0.85827
|
|
vn 0.40342 -0.18781 -0.89554
|
|
vn -0.64938 -0.25611 -0.71604
|
|
vn -0.64963 -0.25790 -0.71517
|
|
vn 0.43557 -0.52912 -0.72823
|
|
vn 0.28483 -0.43555 -0.85392
|
|
vn -0.60935 -0.38505 -0.69314
|
|
vn -0.56551 -0.50043 -0.65556
|
|
vn -0.05388 -0.75001 -0.65923
|
|
vn 0.49834 -0.56396 -0.65849
|
|
vn -0.43026 -0.73154 -0.52890
|
|
vn -0.08278 0.74326 0.66387
|
|
vn -0.50440 0.58731 0.63297
|
|
vn -0.21545 0.70146 0.67936
|
|
vn -0.88838 0.45880 0.01672
|
|
vn -0.81832 0.48368 0.31051
|
|
vn -0.90483 0.42577 0.00128
|
|
vn -0.79758 0.38133 0.46738
|
|
vn -0.93281 0.35651 0.05259
|
|
vn -0.68982 0.48950 0.53342
|
|
vn -0.81613 -0.00513 0.57785
|
|
vn -0.90845 -0.06591 0.41277
|
|
vn -0.93780 0.21443 0.27305
|
|
vn -0.96629 -0.06346 0.24951
|
|
vn -0.88066 -0.43626 0.18471
|
|
vn -0.80664 -0.50270 0.31084
|
|
vn -0.80795 -0.58176 -0.09369
|
|
vn -0.66493 -0.61488 0.42401
|
|
vn -0.67525 -0.73284 0.08361
|
|
vn -0.70969 -0.69886 -0.08903
|
|
vn -0.36268 -0.88339 0.29680
|
|
vn -0.46218 -0.86863 0.17852
|
|
vn -0.57305 -0.81925 0.02113
|
|
# 650 normal vertices
|
|
|
|
g Shpere2
|
|
s 1
|
|
usemtl mat3
|
|
f 3/4/4 5/3/3 1/2/2 13/1/1
|
|
f 4/6/6 1/2/2 5/3/3 11/5/5
|
|
f 5/3/10 3/4/9 2/7/8 11/5/7
|
|
f 4/6/6 11/5/5 2/7/8 12/8/11
|
|
f 14/12/14 6/11/13 8/10/13 10/9/12
|
|
f 15/14/18 10/9/17 8/10/16 16/13/15
|
|
f 10/9/12 15/14/20 9/15/19 14/12/14
|
|
f 16/13/15 7/16/22 9/15/21 15/14/18
|
|
f 17/20/26 20/19/25 31/18/24 18/17/23
|
|
f 35/24/30 41/23/29 39/22/28 38/21/27
|
|
f 40/26/34 37/25/33 39/22/32 41/23/31
|
|
f 37/25/33 40/26/34 34/28/36 36/27/35
|
|
f 41/23/29 35/24/30 42/29/38 40/26/37
|
|
f 35/24/30 21/31/40 22/30/39 42/29/38
|
|
f 40/26/34 42/29/38 43/32/41 34/28/36
|
|
f 43/32/41 31/18/24 20/19/25 34/28/36
|
|
f 42/29/38 22/30/39 32/33/42 43/32/41
|
|
f 32/33/42 19/34/43 31/18/24 43/32/41
|
|
f 18/17/23 31/18/24 19/34/43 44/35/44
|
|
f 19/34/43 32/33/42 33/37/46 25/36/45
|
|
f 22/30/39 23/38/47 33/37/46 32/33/42
|
|
f 29/40/49 24/39/48 33/37/46 23/38/47
|
|
f 33/37/46 24/39/48 26/41/50 25/36/45
|
|
f 28/43/52 27/42/51 26/41/50 24/39/48
|
|
f 30/44/53 28/43/52 24/39/48 29/40/49
|
|
f 68/48/57 69/47/56 67/46/55 64/45/54
|
|
f 68/48/61 66/49/60 67/46/59 69/47/58
|
|
f 61/51/63 63/50/62 66/49/60 68/48/61
|
|
f 64/45/54 65/53/65 49/52/64 68/48/57
|
|
f 49/52/64 51/54/67 61/51/66 68/48/57
|
|
f 46/58/68 48/57/70 47/56/69 45/55/68
|
|
f 50/59/71 49/52/64 47/56/69 48/57/70
|
|
f 52/60/74 51/54/73 49/52/72 50/59/71
|
|
f 54/62/76 62/61/75 61/51/63 51/54/67
|
|
f 51/54/73 52/60/74 53/63/78 54/62/77
|
|
f 60/65/80 62/61/75 54/62/76 59/64/79
|
|
f 55/67/82 56/66/81 54/62/77 53/63/78
|
|
f 59/64/79 54/62/76 56/66/84 58/68/83
|
|
f 57/69/85 58/68/83 56/66/81 55/67/82
|
|
f 73/73/88 85/72/87 70/71/86 72/70/86
|
|
f 86/75/91 71/74/90 70/71/89 85/72/89
|
|
f 85/72/87 73/73/88 87/76/92 86/75/91
|
|
f 87/76/92 74/77/93 71/74/90 86/75/91
|
|
f 77/79/95 87/76/92 73/73/88 76/78/94
|
|
f 88/81/97 75/80/96 74/77/93 87/76/92
|
|
f 75/80/96 88/81/97 79/83/99 78/82/98
|
|
f 88/81/97 87/76/92 77/79/95 89/84/100
|
|
f 81/85/101 79/83/99 88/81/97 89/84/100
|
|
f 90/87/103 89/84/100 77/79/95 80/86/102
|
|
f 89/84/100 90/87/103 83/88/104 81/85/101
|
|
f 80/86/102 82/90/106 84/89/105 90/87/103
|
|
f 84/89/105 91/91/107 83/88/104 90/87/103
|
|
f 92/95/111 93/94/110 99/93/109 98/92/108
|
|
f 93/94/110 94/97/113 100/96/112 99/93/109
|
|
f 94/97/113 95/99/115 101/98/114 100/96/112
|
|
f 95/99/115 96/101/117 102/100/116 101/98/114
|
|
f 96/101/117 97/103/119 103/102/118 102/100/116
|
|
f 97/103/119 134/105/121 140/104/120 103/102/118
|
|
f 98/92/108 99/93/109 105/107/123 104/106/122
|
|
f 99/93/109 100/96/112 106/108/124 105/107/123
|
|
f 100/96/112 101/98/114 107/109/125 106/108/124
|
|
f 101/98/114 102/100/116 108/110/126 107/109/125
|
|
f 102/100/116 103/102/118 109/111/127 108/110/126
|
|
f 103/102/118 140/104/120 146/112/128 109/111/127
|
|
f 104/106/122 105/107/123 111/114/130 110/113/129
|
|
f 105/107/123 106/108/124 112/115/131 111/114/130
|
|
f 106/108/124 107/109/125 113/116/132 112/115/131
|
|
f 107/109/125 108/110/126 114/117/133 113/116/132
|
|
f 108/110/126 109/111/127 115/118/134 114/117/133
|
|
f 109/111/127 146/112/128 152/119/135 115/118/134
|
|
f 110/113/129 111/114/130 117/121/137 116/120/136
|
|
f 111/114/130 112/115/131 118/122/138 117/121/137
|
|
f 112/115/131 113/116/132 119/123/139 118/122/138
|
|
f 113/116/132 114/117/133 120/124/140 119/123/139
|
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f 416/451/438 417/452/439 411/446/433 410/445/432
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f 417/452/439 454/453/440 448/447/434 411/446/433
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f 418/414/404 419/454/441 413/448/435 412/407/398
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f 419/454/441 420/455/442 414/449/436 413/448/435
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f 420/455/442 421/456/443 415/450/437 414/449/436
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f 421/456/443 422/457/444 416/451/438 415/450/437
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f 422/457/444 423/458/445 417/452/439 416/451/438
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f 423/458/445 460/459/446 454/453/440 417/452/439
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f 424/421/410 425/460/447 419/454/441 418/414/404
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f 425/460/447 426/461/448 420/455/442 419/454/441
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f 426/461/448 427/462/449 421/456/443 420/455/442
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f 427/462/449 428/463/450 422/457/444 421/456/443
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f 428/463/450 429/464/451 423/458/445 422/457/444
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f 429/464/451 466/465/452 460/459/446 423/458/445
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f 430/429/416 431/466/453 425/460/447 424/421/410
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f 431/466/453 432/467/454 426/461/448 425/460/447
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f 432/467/454 433/468/455 427/462/449 426/461/448
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f 433/468/455 434/469/456 428/463/450 427/462/449
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f 434/469/456 435/470/457 429/464/451 428/463/450
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f 435/470/457 472/471/458 466/465/452 429/464/451
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f 442/441/428 443/473/460 437/472/459 436/440/427
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f 443/473/460 444/475/462 438/474/461 437/472/459
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f 444/475/462 445/477/464 439/476/463 438/474/461
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f 445/477/464 446/479/466 440/478/465 439/476/463
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f 446/479/466 447/481/468 441/480/467 440/478/465
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f 447/481/468 316/333/329 310/330/326 441/480/467
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f 448/447/434 449/482/469 443/473/460 442/441/428
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f 449/482/469 450/483/470 444/475/462 443/473/460
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f 450/483/470 451/484/471 445/477/464 444/475/462
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f 451/484/471 452/485/472 446/479/466 445/477/464
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f 452/485/472 453/486/473 447/481/468 446/479/466
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f 453/486/473 322/345/341 316/333/329 447/481/468
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f 454/453/440 455/487/474 449/482/469 448/447/434
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f 455/487/474 456/488/475 450/483/470 449/482/469
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f 456/488/475 457/489/476 451/484/471 450/483/470
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f 457/489/476 458/490/477 452/485/472 451/484/471
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f 458/490/477 459/491/478 453/486/473 452/485/472
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f 459/491/478 328/352/348 322/345/341 453/486/473
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f 460/459/446 461/492/479 455/487/474 454/453/440
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f 461/492/479 462/493/480 456/488/475 455/487/474
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f 462/493/480 463/494/481 457/489/476 456/488/475
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f 463/494/481 464/495/482 458/490/477 457/489/476
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f 464/495/482 465/496/483 459/491/478 458/490/477
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f 465/496/483 334/359/355 328/352/348 459/491/478
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f 466/465/452 467/497/484 461/492/479 460/459/446
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f 467/497/484 468/498/485 462/493/480 461/492/479
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f 468/498/485 469/499/486 463/494/481 462/493/480
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f 469/499/486 470/500/487 464/495/482 463/494/481
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f 470/500/487 471/501/488 465/496/483 464/495/482
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f 471/501/488 340/366/362 334/359/355 465/496/483
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f 472/471/458 473/502/489 467/497/484 466/465/452
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f 473/502/489 474/503/490 468/498/485 467/497/484
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f 474/503/490 475/504/491 469/499/486 468/498/485
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f 475/504/491 476/505/492 470/500/487 469/499/486
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f 476/505/492 477/506/493 471/501/488 470/500/487
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f 477/506/493 346/373/369 340/366/362 471/501/488
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f 437/472/459 478/507/494 399/438/425 436/440/427
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f 478/507/494 479/508/495 398/436/423 399/438/425
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f 479/508/495 480/509/496 397/434/421 398/436/423
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f 480/509/496 481/510/497 396/432/419 397/434/421
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f 481/510/497 482/511/498 395/430/417 396/432/419
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f 482/511/498 357/389/383 394/391/385 395/430/417
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f 438/474/461 483/512/499 478/507/494 437/472/459
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f 483/512/499 484/513/500 479/508/495 478/507/494
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f 484/513/500 485/514/501 480/509/496 479/508/495
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f 485/514/501 486/515/502 481/510/497 480/509/496
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f 486/515/502 487/516/503 482/511/498 481/510/497
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f 487/516/503 356/387/381 357/389/383 482/511/498
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f 439/476/463 488/517/504 483/512/499 438/474/461
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f 488/517/504 489/519/505 484/518/500 483/512/499
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f 489/521/505 490/520/506 485/514/501 484/513/500
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f 490/520/506 491/522/507 486/515/502 485/514/501
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f 491/522/507 492/523/508 487/516/503 486/515/502
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f 492/523/508 355/385/379 356/387/381 487/516/503
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f 440/478/465 493/524/509 488/517/504 439/476/463
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f 493/524/509 494/525/510 489/519/505 488/517/504
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f 494/525/510 495/527/511 490/526/506 489/519/505
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f 495/529/511 496/528/512 491/522/507 490/520/506
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f 496/528/512 497/530/513 492/523/508 491/522/507
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f 497/530/513 354/382/377 355/385/379 492/523/508
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f 441/480/467 498/531/514 493/524/509 440/478/465
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f 498/531/514 499/532/515 494/525/510 493/524/509
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f 499/532/515 500/533/516 495/527/511 494/525/510
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f 500/533/516 501/535/517 496/534/512 495/527/511
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f 501/535/517 502/537/518 497/536/513 496/534/512
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f 502/538/518 353/381/375 354/382/377 497/530/513
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f 310/330/326 311/331/327 498/531/514 441/480/467
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f 311/331/327 312/334/330 499/532/515 498/531/514
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f 312/334/330 313/336/332 500/533/516 499/532/515
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f 313/336/332 314/338/334 501/535/517 500/533/516
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f 314/338/334 315/340/336 502/537/518 501/535/517
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f 315/540/336 352/539/338 353/381/375 502/538/518
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f 472/471/458 435/470/457 503/541/519 473/502/489
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f 435/470/457 434/469/456 504/542/520 503/541/519
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f 434/469/456 433/468/455 505/543/521 504/542/520
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f 433/468/455 432/467/454 506/544/522 505/543/521
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f 432/467/454 431/466/453 507/545/523 506/544/522
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f 431/466/453 430/429/416 393/428/415 507/545/523
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f 473/502/489 503/541/519 508/546/524 474/503/490
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f 503/541/519 504/542/520 509/547/525 508/546/524
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f 504/542/520 505/543/521 510/548/526 509/547/525
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f 505/543/521 506/544/522 511/549/527 510/548/526
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f 506/544/522 507/545/523 512/550/528 511/549/527
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f 507/545/523 393/428/415 392/427/414 512/550/528
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f 474/503/490 508/546/524 513/551/529 475/504/491
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f 508/546/524 509/547/525 514/552/530 513/551/529
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f 509/547/525 510/548/526 515/553/531 514/552/530
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f 510/548/526 511/549/527 516/554/532 515/553/531
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f 511/549/527 512/550/528 517/555/533 516/554/532
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f 512/550/528 392/427/414 391/426/413 517/555/533
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f 475/504/491 513/551/529 518/556/534 476/505/492
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f 513/551/529 514/552/530 519/557/535 518/556/534
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f 514/552/530 515/553/531 520/558/536 519/557/535
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f 515/553/531 516/554/532 521/559/537 520/558/536
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f 516/554/532 517/555/533 522/560/538 521/559/537
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f 517/555/533 391/426/413 390/424/412 522/560/538
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f 476/505/492 518/556/534 523/561/539 477/506/493
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f 518/556/534 519/557/535 524/562/540 523/561/539
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f 519/557/535 520/558/536 525/563/541 524/562/540
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f 520/558/536 521/559/537 526/564/542 525/563/541
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f 521/559/537 522/566/538 527/565/543 526/564/542
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f 522/560/538 390/424/412 389/425/411 527/567/543
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f 477/506/493 523/561/539 347/372/368 346/373/369
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f 523/561/539 524/562/540 348/374/370 347/372/368
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f 524/562/540 525/563/541 349/375/371 348/374/370
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f 525/563/541 526/564/542 350/376/372 349/375/371
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f 526/564/542 527/565/543 351/377/373 350/376/372
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f 527/565/543 389/423/411 388/378/374 351/377/373
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f 528/2/547 532/3/546 530/4/545 540/1/544
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f 532/3/546 528/2/547 531/6/549 538/5/548
|
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f 529/7/553 530/4/552 532/3/551 538/5/550
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f 529/7/553 538/5/548 531/6/549 539/8/554
|
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f 535/10/557 533/11/557 541/12/556 537/9/555
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f 535/10/561 537/9/560 542/14/559 543/13/558
|
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f 536/15/563 542/14/562 537/9/555 541/12/556
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f 536/15/565 534/16/564 543/13/558 542/14/559
|
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f 558/18/569 547/19/568 544/20/567 545/17/566
|
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f 566/22/573 568/23/572 562/24/571 565/21/570
|
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f 566/22/577 564/25/576 567/26/575 568/23/574
|
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f 561/28/579 567/26/575 564/25/576 563/27/578
|
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f 569/29/581 562/24/571 568/23/572 567/26/580
|
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f 549/30/583 548/31/582 562/24/571 569/29/581
|
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f 570/32/584 569/29/581 567/26/575 561/28/579
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f 547/19/568 558/18/569 570/32/584 561/28/579
|
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f 559/33/585 549/30/583 569/29/581 570/32/584
|
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f 558/18/569 546/34/586 559/33/585 570/32/584
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f 546/34/586 558/18/569 545/17/566 571/35/587
|
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f 560/37/589 559/33/585 546/34/586 552/36/588
|
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f 560/37/589 550/38/590 549/30/583 559/33/585
|
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f 560/37/589 551/39/592 556/40/591 550/38/590
|
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f 553/41/593 551/39/592 560/37/589 552/36/588
|
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f 553/41/593 554/42/595 555/43/594 551/39/592
|
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f 551/39/592 555/43/594 557/44/596 556/40/591
|
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f 594/46/600 596/47/599 595/48/598 591/45/597
|
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f 594/46/604 593/49/603 595/48/602 596/47/601
|
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f 593/49/603 590/50/606 588/51/605 595/48/602
|
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f 576/52/608 592/53/607 591/45/597 595/48/598
|
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f 588/51/610 578/54/609 576/52/608 595/48/598
|
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f 574/56/613 575/57/612 573/58/611 572/55/611
|
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f 574/56/613 576/52/608 577/59/614 575/57/612
|
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f 576/52/617 578/54/616 579/60/615 577/59/614
|
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f 588/51/605 589/61/619 581/62/618 578/54/609
|
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f 580/63/621 579/60/615 578/54/616 581/62/620
|
|
f 581/62/618 589/61/619 587/65/623 586/64/622
|
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f 581/62/620 583/66/625 582/67/624 580/63/621
|
|
f 583/66/627 581/62/618 586/64/622 585/68/626
|
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f 583/66/625 585/68/626 584/69/628 582/67/624
|
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f 597/71/629 612/72/631 600/73/630 599/70/629
|
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f 597/71/632 598/74/634 613/75/633 612/72/632
|
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f 614/76/635 600/73/630 612/72/631 613/75/633
|
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f 598/74/634 601/77/636 614/76/635 613/75/633
|
|
f 600/73/630 614/76/635 604/79/638 603/78/637
|
|
f 601/77/636 602/80/640 615/81/639 614/76/635
|
|
f 606/83/642 615/81/639 602/80/640 605/82/641
|
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f 604/79/638 614/76/635 615/81/639 616/84/643
|
|
f 615/81/639 606/83/642 608/85/644 616/84/643
|
|
f 604/79/638 616/84/643 617/87/646 607/86/645
|
|
f 610/88/647 617/87/646 616/84/643 608/85/644
|
|
f 611/89/649 609/90/648 607/86/645 617/87/646
|
|
f 610/88/647 618/91/650 611/89/649 617/87/646
|
|
# 536 elements
|
|
|