22801 lines
716 KiB
Plaintext
22801 lines
716 KiB
Plaintext
# 3ds Max Wavefront OBJ Exporter v0.99 - (c)2007 guruware
|
|
# File Created: 10.03.2024 16:44:45
|
|
|
|
mtllib 11.mtl
|
|
|
|
#
|
|
# object FighterBody003
|
|
#
|
|
|
|
v -363.4944 25.4203 -69.2565
|
|
v -364.6674 30.0316 -105.8393
|
|
v -369.3833 30.0316 -105.8393
|
|
v -369.3833 25.4192 -69.2565
|
|
v -369.3833 1.1179 -105.5180
|
|
v -363.6935 1.1187 -105.5173
|
|
v -363.0820 1.1179 -69.2570
|
|
v -369.3833 1.1179 -69.2566
|
|
v -349.1464 22.5383 -133.7721
|
|
v -349.3063 20.0953 -164.6499
|
|
v -364.6674 30.0316 -146.3992
|
|
v -343.8273 16.4964 -49.4753
|
|
v -333.2519 20.1075 -58.7959
|
|
v -357.9964 23.2021 -78.5771
|
|
v -357.9964 27.5209 -104.9473
|
|
v -341.2778 21.9001 -118.5812
|
|
v -334.2402 17.8063 -118.7938
|
|
v -349.8147 17.8779 -134.1324
|
|
v -341.2779 21.9001 -110.7155
|
|
v -337.8455 17.8063 -111.3808
|
|
v -332.3695 11.9798 -70.5975
|
|
v -333.2518 20.1076 -70.4356
|
|
v -332.3695 11.9798 -58.7959
|
|
v -343.3311 21.5842 -79.7505
|
|
v -337.1992 13.7721 -80.5112
|
|
v -339.9842 7.9008 -59.2003
|
|
v -339.9842 7.9008 -106.3108
|
|
v -337.1992 13.7721 -106.3103
|
|
v -369.3833 30.0316 -146.3992
|
|
v -361.0942 17.1957 -195.5535
|
|
v -361.0426 20.5568 -188.6428
|
|
v -350.3246 17.8235 -164.7527
|
|
v -363.2821 23.5029 -183.9925
|
|
v -365.5041 26.4259 -179.3789
|
|
v -369.3833 26.4248 -179.3789
|
|
v -357.4508 4.4650 -153.6777
|
|
v -364.6775 -1.6788 -151.4147
|
|
v -363.4668 13.5666 -195.8316
|
|
v -369.3833 -1.6052 -151.4147
|
|
v -369.3833 9.6121 -184.3541
|
|
v -365.7038 9.5489 -184.3025
|
|
v -369.3833 13.6471 -195.8316
|
|
v -369.3833 13.2108 -206.0423
|
|
v -365.2679 13.3437 -199.0224
|
|
v -369.3833 16.9044 -215.8251
|
|
v -365.4473 16.9043 -211.9289
|
|
v -343.3404 21.5420 -105.3465
|
|
v -343.7482 10.3823 -49.4761
|
|
v -357.2252 4.9008 -131.8973
|
|
v -364.0866 -1.1400 -131.4539
|
|
v -369.3833 -1.0948 -131.4334
|
|
v -343.7774 5.7064 -106.2958
|
|
v -341.5198 6.4312 -108.0253
|
|
v -357.6390 4.6567 -125.3469
|
|
v -365.4731 21.2418 -204.4605
|
|
v -369.3833 20.7035 -209.0781
|
|
v -343.3896 1.3025 -50.5830
|
|
v -365.4573 18.5763 -209.5173
|
|
v -369.3833 18.5762 -213.4135
|
|
v -364.2219 21.7376 -196.6410
|
|
v -364.2221 22.7775 -191.5836
|
|
v -362.9906 18.6322 -199.8485
|
|
v -362.2690 20.0066 -194.4417
|
|
v -364.5140 18.9995 -205.0570
|
|
v -364.0715 18.4363 -204.2316
|
|
v -375.2722 25.4203 -69.2565
|
|
v -374.0993 30.0316 -105.8393
|
|
v -375.6847 1.1179 -69.2570
|
|
v -375.0731 1.1187 -105.5173
|
|
v -374.0993 30.0316 -146.3992
|
|
v -389.4604 20.0953 -164.6499
|
|
v -389.6203 22.5383 -133.7721
|
|
v -394.9393 16.4964 -49.4753
|
|
v -380.7703 23.2021 -78.5771
|
|
v -405.5148 20.1075 -58.7959
|
|
v -380.7703 27.5209 -104.9473
|
|
v -388.9519 17.8779 -134.1324
|
|
v -404.5265 17.8063 -118.7938
|
|
v -397.4888 21.9001 -118.5812
|
|
v -400.9211 17.8063 -111.3808
|
|
v -397.4888 21.9001 -110.7155
|
|
v -406.3972 11.9798 -70.5975
|
|
v -406.3972 11.9798 -58.7959
|
|
v -405.5148 20.1076 -70.4356
|
|
v -395.4355 21.5842 -79.7505
|
|
v -401.5674 13.7721 -80.5112
|
|
v -401.5674 13.7721 -106.3103
|
|
v -398.7825 7.9008 -106.3108
|
|
v -398.7825 7.9008 -59.2003
|
|
v -377.6724 17.1957 -195.5535
|
|
v -388.4421 17.8235 -164.7527
|
|
v -377.7241 20.5568 -188.6428
|
|
v -373.2626 26.4259 -179.3789
|
|
v -375.4845 23.5029 -183.9925
|
|
v -381.3159 4.4650 -153.6777
|
|
v -375.2998 13.5666 -195.8316
|
|
v -374.0892 -1.6788 -151.4147
|
|
v -373.0629 9.5489 -184.3025
|
|
v -373.4987 13.3437 -199.0224
|
|
v -373.3194 16.9043 -211.9289
|
|
v -395.4262 21.5420 -105.3465
|
|
v -395.0184 10.3823 -49.4761
|
|
v -381.5414 4.9008 -131.8973
|
|
v -374.6800 -1.1400 -131.4539
|
|
v -394.9893 5.7064 -106.2958
|
|
v -397.2468 6.4312 -108.0253
|
|
v -381.1277 4.6567 -125.3469
|
|
v -373.2935 21.2418 -204.4605
|
|
v -395.3771 1.3025 -50.5830
|
|
v -373.3094 18.5763 -209.5173
|
|
v -374.5447 21.7376 -196.6410
|
|
v -374.5446 22.7775 -191.5836
|
|
v -375.7761 18.6322 -199.8485
|
|
v -374.6951 18.4363 -204.2316
|
|
v -374.2527 18.9995 -205.0570
|
|
v -376.4977 20.0066 -194.4417
|
|
# 116 vertices
|
|
|
|
vn 0.1703 0.9638 0.2050
|
|
vn 0.1820 0.9822 0.0472
|
|
vn 0.0000 0.9980 0.0627
|
|
vn 0.0000 0.6614 0.7500
|
|
vn 0.0000 -0.9991 0.0426
|
|
vn 0.1173 -0.9923 0.0385
|
|
vn 0.0036 -1.0000 0.0037
|
|
vn 0.0000 -0.7071 0.7071
|
|
vn 0.7740 0.5999 -0.2025
|
|
vn 0.9265 0.3038 -0.2220
|
|
vn 0.2718 0.9612 -0.0479
|
|
vn -0.0296 0.3974 0.9172
|
|
vn 0.6429 0.6651 0.3799
|
|
vn 0.3255 0.9428 0.0717
|
|
vn 0.3457 0.9360 0.0663
|
|
vn 0.4043 0.9097 -0.0947
|
|
vn 0.9609 0.1181 -0.2505
|
|
vn 0.8677 -0.3892 -0.3092
|
|
vn 0.5924 0.7939 0.1372
|
|
vn 0.7417 0.5668 0.3587
|
|
vn 0.6360 -0.7458 -0.1982
|
|
vn 0.7307 0.6146 -0.2973
|
|
vn 0.7792 -0.5293 0.3358
|
|
vn 0.3836 0.9190 -0.0911
|
|
vn 0.9905 0.0750 -0.1151
|
|
vn 0.3831 0.7158 0.5838
|
|
vn 0.7788 -0.6133 -0.1315
|
|
vn 0.9952 0.0033 -0.0977
|
|
vn 0.0000 0.9985 -0.0544
|
|
vn 0.9589 -0.0180 -0.2833
|
|
vn 0.6751 0.6870 -0.2689
|
|
vn 0.8585 -0.4827 -0.1732
|
|
vn 0.6905 0.7134 -0.1194
|
|
vn 0.3751 0.9162 -0.1407
|
|
vn 0.0000 0.9888 -0.1491
|
|
vn 0.7450 -0.6585 -0.1068
|
|
vn 0.3091 -0.9418 -0.1322
|
|
vn 0.5264 -0.7974 -0.2949
|
|
vn 0.0000 -0.9885 -0.1510
|
|
vn -0.0000 -0.9450 -0.3271
|
|
vn 0.0077 -0.9455 -0.3256
|
|
vn -0.0000 -0.9891 -0.1469
|
|
vn 0.0000 -0.9732 -0.2299
|
|
vn -0.2389 -0.9516 0.1932
|
|
vn 0.0000 -0.0915 -0.9958
|
|
vn 0.7972 -0.1429 -0.5866
|
|
vn 0.5851 0.8001 0.1324
|
|
vn -0.5103 -0.0672 0.8574
|
|
vn 0.7792 -0.6266 0.0161
|
|
vn 0.3490 -0.9360 0.0457
|
|
vn 0.0000 -0.9985 0.0554
|
|
vn 0.3232 -0.9446 -0.0575
|
|
vn 0.5259 -0.8464 -0.0836
|
|
vn 0.8221 0.4367 -0.3654
|
|
vn 0.1498 0.9683 -0.1999
|
|
vn 0.0000 0.9819 -0.1892
|
|
vn 0.2516 -0.6466 0.7201
|
|
vn 0.8358 0.4528 -0.3105
|
|
vn 0.0000 0.8218 -0.5697
|
|
vn 0.6565 0.7388 -0.1519
|
|
vn -0.6565 -0.7388 0.1519
|
|
vn -0.8559 -0.4623 0.2317
|
|
vn 0.8749 0.4285 -0.2257
|
|
vn 0.8990 0.3754 -0.2257
|
|
vn -0.9023 -0.3592 0.2386
|
|
vn -0.1703 0.9638 0.2050
|
|
vn -0.1820 0.9822 0.0472
|
|
vn -0.0036 -1.0000 0.0037
|
|
vn -0.1173 -0.9923 0.0385
|
|
vn -0.2718 0.9612 -0.0479
|
|
vn -0.9265 0.3038 -0.2220
|
|
vn -0.7740 0.5999 -0.2025
|
|
vn 0.0296 0.3974 0.9172
|
|
vn -0.3255 0.9428 0.0717
|
|
vn -0.6429 0.6651 0.3799
|
|
vn -0.3457 0.9360 0.0663
|
|
vn -0.8677 -0.3892 -0.3092
|
|
vn -0.9609 0.1181 -0.2505
|
|
vn -0.4043 0.9097 -0.0947
|
|
vn -0.7417 0.5668 0.3587
|
|
vn -0.5924 0.7939 0.1372
|
|
vn -0.6360 -0.7458 -0.1982
|
|
vn -0.7792 -0.5293 0.3358
|
|
vn -0.7307 0.6146 -0.2973
|
|
vn -0.3836 0.9190 -0.0911
|
|
vn -0.9905 0.0750 -0.1151
|
|
vn -0.9952 0.0033 -0.0977
|
|
vn -0.7788 -0.6133 -0.1315
|
|
vn -0.3831 0.7158 0.5838
|
|
vn -0.9589 -0.0180 -0.2833
|
|
vn -0.8585 -0.4827 -0.1732
|
|
vn -0.6751 0.6870 -0.2689
|
|
vn -0.3751 0.9162 -0.1407
|
|
vn -0.6905 0.7134 -0.1194
|
|
vn -0.7450 -0.6585 -0.1068
|
|
vn -0.5264 -0.7974 -0.2949
|
|
vn -0.3091 -0.9418 -0.1322
|
|
vn -0.0077 -0.9455 -0.3256
|
|
vn 0.2389 -0.9516 0.1932
|
|
vn -0.7972 -0.1429 -0.5866
|
|
vn -0.5851 0.8001 0.1324
|
|
vn 0.5103 -0.0672 0.8574
|
|
vn -0.7792 -0.6266 0.0161
|
|
vn -0.3490 -0.9360 0.0457
|
|
vn -0.3232 -0.9446 -0.0575
|
|
vn -0.5259 -0.8464 -0.0836
|
|
vn -0.8221 0.4367 -0.3654
|
|
vn -0.1498 0.9683 -0.1999
|
|
vn -0.2516 -0.6466 0.7201
|
|
vn -0.8358 0.4528 -0.3105
|
|
vn -0.6565 0.7388 -0.1519
|
|
vn 0.6565 -0.7388 0.1519
|
|
vn 0.8559 -0.4623 0.2317
|
|
vn 0.9023 -0.3592 0.2386
|
|
vn -0.8990 0.3754 -0.2257
|
|
vn -0.8749 0.4285 -0.2257
|
|
# 116 vertex normals
|
|
|
|
vt 0.2113 0.0000 0.0000
|
|
vt 0.4745 0.3679 0.0000
|
|
vt 0.5485 0.3679 0.0000
|
|
vt 0.3224 0.0000 0.0000
|
|
vt 0.5020 0.2208 0.0000
|
|
vt 0.5878 0.2196 0.0000
|
|
vt 0.5878 0.0000 0.0000
|
|
vt 0.5000 0.0000 0.0000
|
|
vt 0.6321 0.9365 0.0000
|
|
vt 0.3933 0.7155 0.0000
|
|
vt -0.0000 0.7269 0.0000
|
|
vt -0.0000 0.9365 0.0000
|
|
vt 0.0000 0.5173 0.0000
|
|
vt 1.0000 0.7269 0.0000
|
|
vt 1.0000 0.9365 0.0000
|
|
vt 0.2113 1.0000 0.0000
|
|
vt 0.4905 0.5173 0.0000
|
|
vt 0.5436 0.7183 0.0000
|
|
vt 0.5758 0.5173 0.0000
|
|
vt 0.9071 0.5173 0.0000
|
|
vt 0.8314 0.7237 0.0000
|
|
vt 1.0000 0.5173 0.0000
|
|
vt 0.8273 0.7961 0.0000
|
|
vt 0.9061 0.0000 0.0000
|
|
vt 0.5756 0.0000 0.0000
|
|
vt 0.5485 1.0000 0.0000
|
|
vt 0.4745 1.0000 0.0000
|
|
vt 0.7012 0.7028 0.0000
|
|
vt 0.6741 0.8241 0.0000
|
|
vt 0.8943 0.7586 0.0000
|
|
vt 0.8735 0.6015 0.0000
|
|
vt 0.6067 0.8789 0.0000
|
|
vt 0.5399 0.9332 0.0000
|
|
vt 0.5255 1.0000 0.0000
|
|
vt 0.4655 0.9239 0.0000
|
|
vt 0.4515 1.0000 0.0000
|
|
vt 0.6374 0.6757 0.0000
|
|
vt 0.5878 0.5728 0.0000
|
|
vt 0.5878 0.8655 0.0000
|
|
vt 0.5052 0.5723 0.0000
|
|
vt 0.5076 0.8428 0.0000
|
|
vt 0.5726 0.8429 0.0000
|
|
vt 0.5078 0.8651 0.0000
|
|
vt 0.5090 1.0000 0.0000
|
|
vt 0.5878 0.9344 0.0000
|
|
vt 0.5160 0.6492 0.0000
|
|
vt 0.5959 0.6723 0.0000
|
|
vt 0.5297 0.7926 0.0000
|
|
vt 1.0000 0.0000 0.0000
|
|
vt 0.6811 0.3932 0.0000
|
|
vt 0.5878 0.3607 0.0000
|
|
vt 0.5033 0.3603 0.0000
|
|
vt 1.0000 0.3840 0.0000
|
|
vt 1.0000 0.3961 0.0000
|
|
vt 1.0000 0.4429 0.0000
|
|
vt 0.5539 0.8680 0.0000
|
|
vt 0.4781 0.8553 0.0000
|
|
vt 0.8735 0.8086 0.0000
|
|
vt 0.6372 0.3545 0.0000
|
|
vt 0.6890 0.7271 0.0000
|
|
vt 0.9694 0.6183 0.0000
|
|
vt 0.5573 0.2039 0.0000
|
|
vt 0.6910 0.7217 0.0000
|
|
vt 0.8386 0.6288 0.0000
|
|
vt 0.7516 0.1237 0.0000
|
|
vt 0.5761 -0.0236 0.0000
|
|
vt 0.4859 -0.5369 0.0000
|
|
vt 0.5006 -0.5065 0.0000
|
|
vt 1.0000 0.2522 0.0000
|
|
vt 0.5679 0.8028 0.0000
|
|
vt 0.4907 0.7866 0.0000
|
|
vt 0.5861 0.8642 0.0000
|
|
vt 0.5834 0.8773 0.0000
|
|
vt 0.6566 0.7197 0.0000
|
|
vt 0.6446 0.8182 0.0000
|
|
vt 0.5906 0.8073 0.0000
|
|
vt 0.6301 0.7153 0.0000
|
|
# 77 texture coords
|
|
|
|
o FighterBody003
|
|
g FighterBody003
|
|
usemtl wire_032032032
|
|
s off
|
|
f 1/1/1 2/2/2 3/3/3 4/4/4
|
|
f 5/5/5 6/6/6 7/7/7 8/8/8
|
|
f 2/9/2 9/10/9 10/11/10 11/12/11
|
|
f 12/13/12 13/14/13 14/15/14 1/16/1
|
|
f 1/1/1 14/15/14 15/9/15 2/2/2
|
|
f 2/9/2 15/9/15 9/10/9
|
|
f 9/10/9 16/10/16 17/17/17 18/17/18
|
|
f 16/10/16 19/18/19 20/19/20 17/17/17
|
|
f 21/20/21 22/21/22 13/14/13 23/22/23
|
|
f 22/21/22 24/23/24 14/15/14 13/14/13
|
|
f 25/20/25 26/24/26 27/25/27 28/19/28
|
|
f 29/26/29 3/3/3 2/2/2 11/27/11
|
|
f 30/28/30 31/29/31 10/30/10 32/31/32
|
|
f 31/29/31 33/32/33 34/33/34 11/34/11
|
|
f 34/33/34 35/35/35 29/36/29 11/34/11
|
|
f 11/34/11 10/30/10 31/29/31
|
|
f 36/37/36 37/38/37 38/39/38
|
|
f 37/38/37 39/40/39 40/41/40 41/42/41
|
|
f 38/39/38 42/43/42 43/44/43 44/45/44
|
|
f 43/44/43 45/46/45 46/47/46
|
|
f 14/15/14 24/23/24 47/48/47 15/9/15
|
|
f 15/9/15 19/18/19 16/10/16
|
|
f 9/10/9 15/9/15 16/10/16
|
|
f 48/49/48 23/22/23 13/14/13 12/13/12
|
|
f 49/50/49 50/51/50 37/38/37 36/37/36
|
|
f 50/51/50 51/52/51 39/40/39 37/38/37
|
|
f 52/53/52 6/6/6 53/54/53
|
|
f 53/54/53 6/6/6 50/51/50 49/50/49 54/55/54
|
|
f 6/6/6 5/5/5 51/52/51 50/51/50
|
|
f 37/38/37 41/42/41 38/39/38
|
|
f 41/42/41 40/41/40 42/43/42 38/39/38
|
|
f 35/35/35 34/33/34 55/56/55 56/57/56
|
|
f 32/58/32 10/30/10 9/10/9 18/17/18
|
|
f 43/44/43 46/47/46 44/45/44
|
|
f 44/59/44 46/47/46 30/28/30 38/60/38
|
|
f 36/61/36 32/58/32 18/17/18 49/62/49
|
|
f 38/63/38 30/28/30 32/31/32 36/64/36
|
|
f 54/55/54 49/50/49 18/65/18
|
|
f 27/66/27 52/67/52 53/68/53
|
|
f 57/69/57 7/7/7 6/6/6 52/53/52
|
|
f 57/69/57 52/53/52 27/25/27 26/24/26
|
|
f 48/49/48 57/69/57 26/24/26 25/20/25 21/20/21 23/22/23
|
|
f 20/19/20 28/19/28 27/25/27 53/68/53 17/17/17
|
|
f 24/23/24 22/21/22 21/20/21 25/20/25
|
|
f 47/48/47 24/23/24 25/20/25 28/19/28
|
|
f 20/19/20 19/18/19 47/48/47 28/19/28
|
|
f 15/9/15 47/48/47 19/18/19
|
|
f 8/8/8 7/7/7 57/69/57 48/49/48 12/13/12 1/16/1 4/4/4
|
|
f 53/68/53 54/55/54 18/65/18 17/17/17
|
|
f 58/70/58 46/47/46 45/46/45 59/71/59
|
|
f 60/72/60 55/56/55 34/33/34 33/32/33 61/73/61
|
|
f 62/74/62 63/75/63 31/29/31 30/28/30 46/47/46 58/70/58 64/76/64 65/77/65
|
|
f 66/1/66 4/4/4 3/3/3 67/2/67
|
|
f 5/5/5 8/8/8 68/7/68 69/6/69
|
|
f 67/9/67 70/12/70 71/11/71 72/10/72
|
|
f 73/13/73 66/16/66 74/15/74 75/14/75
|
|
f 66/1/66 67/2/67 76/9/76 74/15/74
|
|
f 67/9/67 72/10/72 76/9/76
|
|
f 72/10/72 77/17/77 78/17/78 79/10/79
|
|
f 79/10/79 78/17/78 80/19/80 81/18/81
|
|
f 82/20/82 83/22/83 75/14/75 84/21/84
|
|
f 84/21/84 75/14/75 74/15/74 85/23/85
|
|
f 86/20/86 87/19/87 88/25/88 89/24/89
|
|
f 29/26/29 70/27/70 67/2/67 3/3/3
|
|
f 90/28/90 91/31/91 71/30/71 92/29/92
|
|
f 92/29/92 70/34/70 93/33/93 94/32/94
|
|
f 93/33/93 70/34/70 29/36/29 35/35/35
|
|
f 70/34/70 92/29/92 71/30/71
|
|
f 95/37/95 96/39/96 97/38/97
|
|
f 97/38/97 98/42/98 40/41/40 39/40/39
|
|
f 96/39/96 99/45/99 43/44/43 42/43/42
|
|
f 43/44/43 100/47/100 45/46/45
|
|
f 74/15/74 76/9/76 101/48/101 85/23/85
|
|
f 76/9/76 79/10/79 81/18/81
|
|
f 72/10/72 79/10/79 76/9/76
|
|
f 102/49/102 73/13/73 75/14/75 83/22/83
|
|
f 103/50/103 95/37/95 97/38/97 104/51/104
|
|
f 104/51/104 97/38/97 39/40/39 51/52/51
|
|
f 105/53/105 106/54/106 69/6/69
|
|
f 106/54/106 107/55/107 103/50/103 104/51/104 69/6/69
|
|
f 69/6/69 104/51/104 51/52/51 5/5/5
|
|
f 97/38/97 96/39/96 98/42/98
|
|
f 98/42/98 96/39/96 42/43/42 40/41/40
|
|
f 35/35/35 56/57/56 108/56/108 93/33/93
|
|
f 91/58/91 77/17/77 72/10/72 71/30/71
|
|
f 43/44/43 99/45/99 100/47/100
|
|
f 99/59/99 96/60/96 90/28/90 100/47/100
|
|
f 95/61/95 103/62/103 77/17/77 91/58/91
|
|
f 96/63/96 95/64/95 91/31/91 90/28/90
|
|
f 107/55/107 77/65/77 103/50/103
|
|
f 88/66/88 106/68/106 105/67/105
|
|
f 109/69/109 105/53/105 69/6/69 68/7/68
|
|
f 109/69/109 89/24/89 88/25/88 105/53/105
|
|
f 102/49/102 83/22/83 82/20/82 86/20/86 89/24/89 109/69/109
|
|
f 80/19/80 78/17/78 106/68/106 88/25/88 87/19/87
|
|
f 85/23/85 86/20/86 82/20/82 84/21/84
|
|
f 101/48/101 87/19/87 86/20/86 85/23/85
|
|
f 80/19/80 87/19/87 101/48/101 81/18/81
|
|
f 76/9/76 81/18/81 101/48/101
|
|
f 8/8/8 4/4/4 66/16/66 73/13/73 102/49/102 109/69/109 68/7/68
|
|
f 106/68/106 78/17/78 77/65/77 107/55/107
|
|
f 110/70/110 59/71/59 45/46/45 100/47/100
|
|
f 111/72/111 112/73/112 94/32/94 93/33/93 108/56/108
|
|
f 113/74/113 114/77/114 115/76/115 110/70/110 100/47/100 90/28/90 92/29/92 116/75/116
|
|
# 80 polygons - 24 triangles
|
|
|
|
#
|
|
# object Box176
|
|
#
|
|
|
|
v -310.7003 3.9501 -100.1359
|
|
v -310.7003 3.9501 -109.7931
|
|
v -309.0899 3.9501 -109.7931
|
|
v -309.0899 3.9501 -100.1359
|
|
v -310.7003 11.8421 -100.1359
|
|
v -309.0899 11.8421 -100.1359
|
|
v -309.0899 11.8421 -109.7931
|
|
v -310.7003 11.8421 -109.7931
|
|
v -311.6881 4.9380 -100.1359
|
|
v -308.1021 4.9380 -100.1359
|
|
v -308.1021 10.8543 -100.1359
|
|
v -311.6881 10.8543 -100.1359
|
|
v -308.1021 4.9380 -109.7931
|
|
v -308.1021 5.3206 -109.7931
|
|
v -308.1021 6.8434 -106.8974
|
|
v -308.1021 8.9489 -106.8974
|
|
v -308.1021 10.4717 -109.7931
|
|
v -308.1021 10.8543 -109.7931
|
|
v -311.6881 6.8434 -106.8974
|
|
v -311.6881 8.9489 -106.8974
|
|
v -311.6881 4.9380 -109.7931
|
|
v -311.6881 10.8543 -109.7931
|
|
v -311.6881 10.4717 -109.7931
|
|
v -311.6881 5.3206 -109.7931
|
|
v -428.2023 3.9501 -100.1359
|
|
v -429.8127 3.9501 -100.1359
|
|
v -429.8127 3.9501 -109.7931
|
|
v -428.2023 3.9501 -109.7931
|
|
v -428.2023 11.8421 -100.1359
|
|
v -428.2023 11.8421 -109.7931
|
|
v -429.8127 11.8421 -109.7931
|
|
v -429.8127 11.8421 -100.1359
|
|
v -427.2145 4.9380 -100.1359
|
|
v -427.2145 10.8543 -100.1359
|
|
v -430.8005 10.8543 -100.1359
|
|
v -430.8005 4.9380 -100.1359
|
|
v -430.8005 10.8543 -109.7931
|
|
v -430.8005 10.4717 -109.7931
|
|
v -430.8005 8.9489 -106.8974
|
|
v -430.8005 6.8434 -106.8974
|
|
v -430.8005 5.3206 -109.7931
|
|
v -430.8005 4.9380 -109.7931
|
|
v -427.2145 6.8434 -106.8974
|
|
v -427.2145 8.9489 -106.8974
|
|
v -427.2145 4.9380 -109.7931
|
|
v -427.2145 5.3206 -109.7931
|
|
v -427.2145 10.4717 -109.7931
|
|
v -427.2145 10.8543 -109.7931
|
|
# 48 vertices
|
|
|
|
vn -0.2971 -0.7173 0.6303
|
|
vn -0.2971 -0.7173 -0.6303
|
|
vn 0.2971 -0.7173 -0.6303
|
|
vn 0.2971 -0.7173 0.6303
|
|
vn -0.2971 0.7173 0.6303
|
|
vn 0.2971 0.7173 0.6303
|
|
vn 0.2971 0.7173 -0.6303
|
|
vn -0.2971 0.7173 -0.6303
|
|
vn -0.7173 -0.2971 0.6303
|
|
vn 0.7173 -0.2971 0.6303
|
|
vn 0.7173 0.2971 0.6303
|
|
vn -0.7173 0.2971 0.6303
|
|
vn 0.7173 -0.2971 -0.6303
|
|
vn 0.6072 0.4108 -0.6801
|
|
vn -0.6072 0.4108 -0.6801
|
|
vn -0.6072 -0.4108 -0.6801
|
|
vn 0.6072 -0.4108 -0.6801
|
|
vn 0.7173 0.2971 -0.6303
|
|
vn -0.7173 -0.2971 -0.6303
|
|
vn -0.7173 0.2971 -0.6303
|
|
# 20 vertex normals
|
|
|
|
vt 0.7245 0.0000 0.0000
|
|
vt 0.7245 1.0000 0.0000
|
|
vt 0.2755 1.0000 0.0000
|
|
vt 0.2755 0.0000 0.0000
|
|
vt 0.0000 0.1252 0.0000
|
|
vt 1.0000 0.1252 0.0000
|
|
vt 1.0000 0.8748 0.0000
|
|
vt 0.0000 0.8748 0.0000
|
|
vt 1.0000 0.2751 0.0000
|
|
vt 1.0000 0.4250 0.0000
|
|
vt 1.0000 0.5750 0.0000
|
|
vt 1.0000 0.7249 0.0000
|
|
vt 0.0000 0.5750 0.0000
|
|
vt 0.0000 0.4250 0.0000
|
|
vt 0.0000 0.7249 0.0000
|
|
vt 0.0000 0.2751 0.0000
|
|
vt 1.0000 0.0282 0.0000
|
|
vt 0.0000 0.0282 0.0000
|
|
vt 0.0000 0.9718 0.0000
|
|
vt 1.0000 0.9718 0.0000
|
|
# 20 texture coords
|
|
|
|
o Box176
|
|
g Box176
|
|
usemtl wire_059059059
|
|
s off
|
|
f 117/78/117 118/79/118 119/80/119 120/81/120
|
|
f 121/81/121 122/78/122 123/79/123 124/80/124
|
|
f 125/82/125 117/81/117 120/78/120 126/83/126 127/84/127 122/79/122 121/80/121 128/85/128
|
|
f 126/82/126 129/83/129 130/86/130 131/87/131 132/88/132 133/89/133 134/84/134 127/85/127
|
|
f 135/87/130 136/88/133 132/90/132 131/91/131
|
|
f 137/82/135 125/83/125 128/84/128 138/85/136 139/92/132 136/90/133 135/91/130 140/93/131
|
|
f 117/94/117 125/83/125 137/82/135 118/95/118
|
|
f 119/94/119 129/83/129 126/82/126 120/95/120
|
|
f 122/96/122 127/85/127 134/84/134 123/97/123
|
|
f 124/96/124 138/85/136 128/84/128 121/97/121
|
|
f 139/89/132 138/84/136 124/79/124 123/80/123 134/85/134 133/92/133
|
|
f 136/88/133 139/89/132 133/92/133 132/90/132
|
|
f 130/93/130 129/82/129 119/81/119 118/78/118 137/83/135 140/86/131
|
|
f 131/91/131 130/93/130 140/86/131 135/87/130
|
|
f 141/78/120 142/81/117 143/80/118 144/79/119
|
|
f 145/81/122 146/80/123 147/79/124 148/78/121
|
|
f 149/82/126 150/85/127 145/80/122 148/79/121 151/84/128 152/83/125 142/78/117 141/81/120
|
|
f 152/82/125 151/85/128 153/84/136 154/89/132 155/88/133 156/87/130 157/86/131 158/83/135
|
|
f 159/87/131 156/91/130 155/90/133 160/88/132
|
|
f 161/82/129 162/93/130 159/91/131 160/90/132 163/92/133 164/85/134 150/84/127 149/83/126
|
|
f 141/94/120 144/95/119 161/82/129 149/83/126
|
|
f 143/94/118 142/95/117 152/82/125 158/83/135
|
|
f 148/96/121 147/97/124 153/84/136 151/85/128
|
|
f 146/96/123 145/97/122 150/84/127 164/85/134
|
|
f 163/89/133 154/92/132 153/85/136 147/80/124 146/79/123 164/84/134
|
|
f 160/88/132 155/90/133 154/92/132 163/89/133
|
|
f 157/93/131 162/86/130 161/83/129 144/78/119 143/81/118 158/82/135
|
|
f 156/91/130 159/87/131 162/86/130 157/93/131
|
|
# 28 polygons
|
|
|
|
#
|
|
# object Cylinder017
|
|
#
|
|
|
|
v -311.1490 11.0301 -88.8632
|
|
v -311.1490 11.0301 -98.3572
|
|
v -311.4449 10.1191 -98.3572
|
|
v -311.4449 10.1191 -88.8632
|
|
v -310.3740 11.5931 -88.8632
|
|
v -310.3740 11.5931 -98.3572
|
|
v -309.4161 11.5931 -88.8632
|
|
v -309.4161 11.5931 -98.3572
|
|
v -308.6412 11.0301 -88.8632
|
|
v -308.6412 11.0301 -98.3572
|
|
v -308.3452 10.1191 -88.8632
|
|
v -308.3452 10.1191 -98.3572
|
|
v -308.6412 9.2082 -88.8632
|
|
v -308.6412 9.2081 -98.3572
|
|
v -309.4161 8.6451 -88.8632
|
|
v -309.4161 8.6451 -98.3572
|
|
v -310.3740 8.6451 -88.8632
|
|
v -310.3740 8.6451 -98.3572
|
|
v -311.1489 9.2081 -88.8632
|
|
v -311.1490 9.2082 -98.3572
|
|
v -310.7258 9.5156 -86.1314
|
|
v -310.2124 9.1426 -86.1314
|
|
v -309.5778 9.1426 -86.1314
|
|
v -309.0644 9.5156 -86.1314
|
|
v -308.8683 10.1191 -86.1314
|
|
v -309.0644 10.7227 -86.1314
|
|
v -309.5778 11.0957 -86.1314
|
|
v -310.2124 11.0957 -86.1314
|
|
v -310.7258 10.7227 -86.1314
|
|
v -310.9219 10.1191 -86.1314
|
|
v -310.9576 10.1191 -114.7825
|
|
v -310.7547 10.7437 -114.7825
|
|
v -310.2234 11.1297 -114.7825
|
|
v -309.5667 11.1297 -114.7825
|
|
v -309.0355 10.7437 -114.7825
|
|
v -308.8325 10.1191 -114.7825
|
|
v -309.0355 9.4946 -114.7825
|
|
v -309.5667 9.1086 -114.7825
|
|
v -310.2234 9.1086 -114.7825
|
|
v -310.7547 9.4946 -114.7825
|
|
v -310.9219 10.1191 -111.1415
|
|
v -310.7258 10.7227 -111.1415
|
|
v -311.0138 10.9319 -111.8155
|
|
v -311.2779 10.1191 -111.8155
|
|
v -310.2124 11.0957 -111.1415
|
|
v -310.3224 11.4342 -111.8155
|
|
v -309.5778 11.0957 -111.1415
|
|
v -309.4678 11.4342 -111.8155
|
|
v -309.0644 10.7227 -111.1415
|
|
v -308.7764 10.9319 -111.8155
|
|
v -308.8683 10.1191 -111.1415
|
|
v -308.5123 10.1191 -111.8155
|
|
v -309.0644 9.5156 -111.1415
|
|
v -308.7764 9.3064 -111.8155
|
|
v -309.5778 9.1426 -111.1415
|
|
v -309.4678 8.8040 -111.8155
|
|
v -310.2124 9.1426 -111.1415
|
|
v -310.3224 8.8040 -111.8155
|
|
v -310.7258 9.5156 -111.1415
|
|
v -311.0138 9.3064 -111.8155
|
|
v -311.0138 10.9319 -112.4492
|
|
v -311.2779 10.1191 -112.4492
|
|
v -310.3224 11.4342 -112.4492
|
|
v -309.4678 11.4342 -112.4492
|
|
v -308.7764 10.9319 -112.4492
|
|
v -308.5123 10.1191 -112.4492
|
|
v -308.7764 9.3064 -112.4492
|
|
v -309.4678 8.8040 -112.4492
|
|
v -310.3224 8.8040 -112.4492
|
|
v -311.0138 9.3064 -112.4492
|
|
v -311.4044 11.2157 -112.4492
|
|
v -311.7607 10.1191 -112.4492
|
|
v -310.4716 11.8934 -112.4492
|
|
v -309.3186 11.8934 -112.4492
|
|
v -308.3858 11.2157 -112.4492
|
|
v -308.0295 10.1191 -112.4492
|
|
v -308.3858 9.0226 -112.4492
|
|
v -309.3186 8.3448 -112.4492
|
|
v -310.4716 8.3448 -112.4492
|
|
v -311.4044 9.0226 -112.4492
|
|
v -311.4044 11.2157 -112.9719
|
|
v -311.7607 10.1191 -112.9719
|
|
v -310.4716 11.8934 -112.9719
|
|
v -309.3186 11.8934 -112.9719
|
|
v -308.3858 11.2157 -112.9719
|
|
v -308.0295 10.1191 -112.9719
|
|
v -308.3858 9.0226 -112.9719
|
|
v -309.3186 8.3448 -112.9719
|
|
v -310.4716 8.3448 -112.9719
|
|
v -311.4044 9.0226 -112.9719
|
|
v -310.9599 10.8928 -113.2937
|
|
v -311.2113 10.1191 -113.2937
|
|
v -310.3018 11.3709 -113.2937
|
|
v -309.4883 11.3709 -113.2937
|
|
v -308.8302 10.8928 -113.2937
|
|
v -308.5789 10.1191 -113.2937
|
|
v -308.8302 9.3455 -113.2937
|
|
v -309.4883 8.8673 -113.2937
|
|
v -310.3018 8.8673 -113.2937
|
|
v -310.9599 9.3455 -113.2937
|
|
v -310.9599 10.8928 -114.2186
|
|
v -311.2113 10.1191 -114.2186
|
|
v -310.3018 11.3709 -114.2186
|
|
v -309.4883 11.3709 -114.2186
|
|
v -308.8302 10.8928 -114.2186
|
|
v -308.5789 10.1191 -114.2186
|
|
v -308.8302 9.3455 -114.2186
|
|
v -309.4883 8.8673 -114.2186
|
|
v -310.3018 8.8673 -114.2186
|
|
v -310.9599 9.3455 -114.2186
|
|
v -311.3360 11.1660 -114.4200
|
|
v -311.6761 10.1191 -114.4200
|
|
v -310.4455 11.8130 -114.4200
|
|
v -309.3447 11.8130 -114.4200
|
|
v -308.4542 11.1660 -114.4200
|
|
v -308.1140 10.1191 -114.4200
|
|
v -308.4542 9.0722 -114.4200
|
|
v -309.3447 8.4252 -114.4200
|
|
v -310.4455 8.4252 -114.4200
|
|
v -311.3360 9.0722 -114.4200
|
|
v -311.3360 11.1660 -116.8446
|
|
v -311.6761 10.1191 -116.8446
|
|
v -310.4455 11.8130 -116.8446
|
|
v -309.3447 11.8130 -116.8446
|
|
v -308.4542 11.1660 -116.8446
|
|
v -308.1140 10.1191 -116.8446
|
|
v -308.4542 9.0722 -116.8446
|
|
v -309.3447 8.4252 -116.8446
|
|
v -310.4455 8.4252 -116.8446
|
|
v -311.3360 9.0722 -116.8446
|
|
v -310.7258 10.7227 -98.7993
|
|
v -310.9219 10.1191 -98.7993
|
|
v -310.9219 10.1191 -88.4211
|
|
v -310.7258 10.7227 -88.4211
|
|
v -310.2124 11.0957 -98.7993
|
|
v -310.2124 11.0957 -88.4211
|
|
v -309.5778 11.0957 -98.7993
|
|
v -309.5778 11.0957 -88.4211
|
|
v -309.0644 10.7227 -98.7993
|
|
v -309.0644 10.7227 -88.4211
|
|
v -308.8683 10.1191 -98.7993
|
|
v -308.8683 10.1191 -88.4211
|
|
v -309.0644 9.5156 -98.7993
|
|
v -309.0644 9.5156 -88.4211
|
|
v -309.5778 9.1426 -98.7993
|
|
v -309.5778 9.1426 -88.4211
|
|
v -310.2124 9.1426 -98.7993
|
|
v -310.2124 9.1426 -88.4211
|
|
v -310.7258 9.5156 -98.7993
|
|
v -310.7258 9.5156 -88.4211
|
|
v -427.7536 11.0301 -88.8632
|
|
v -427.4576 10.1191 -88.8632
|
|
v -427.4576 10.1191 -98.3572
|
|
v -427.7536 11.0301 -98.3572
|
|
v -428.5286 11.5931 -88.8632
|
|
v -428.5286 11.5931 -98.3572
|
|
v -429.4864 11.5931 -88.8632
|
|
v -429.4865 11.5931 -98.3572
|
|
v -430.2614 11.0301 -88.8632
|
|
v -430.2614 11.0301 -98.3572
|
|
v -430.5573 10.1191 -88.8632
|
|
v -430.5574 10.1191 -98.3572
|
|
v -430.2614 9.2082 -88.8632
|
|
v -430.2614 9.2081 -98.3572
|
|
v -429.4864 8.6451 -88.8632
|
|
v -429.4865 8.6451 -98.3572
|
|
v -428.5286 8.6451 -88.8632
|
|
v -428.5285 8.6451 -98.3572
|
|
v -427.7536 9.2081 -88.8632
|
|
v -427.7536 9.2082 -98.3572
|
|
v -428.1768 9.5156 -86.1314
|
|
v -427.9807 10.1191 -86.1314
|
|
v -428.1768 10.7227 -86.1314
|
|
v -428.6902 11.0957 -86.1314
|
|
v -429.3248 11.0957 -86.1314
|
|
v -429.8382 10.7227 -86.1314
|
|
v -430.0343 10.1191 -86.1314
|
|
v -429.8382 9.5156 -86.1314
|
|
v -429.3248 9.1426 -86.1314
|
|
v -428.6902 9.1426 -86.1314
|
|
v -427.9449 10.1191 -114.7825
|
|
v -428.1479 9.4946 -114.7825
|
|
v -428.6791 9.1086 -114.7825
|
|
v -429.3358 9.1086 -114.7825
|
|
v -429.8671 9.4946 -114.7825
|
|
v -430.0701 10.1191 -114.7825
|
|
v -429.8671 10.7437 -114.7825
|
|
v -429.3358 11.1297 -114.7825
|
|
v -428.6791 11.1297 -114.7825
|
|
v -428.1479 10.7437 -114.7825
|
|
v -427.9807 10.1191 -111.1415
|
|
v -427.6247 10.1191 -111.8155
|
|
v -427.8888 10.9319 -111.8155
|
|
v -428.1768 10.7227 -111.1415
|
|
v -428.5802 11.4342 -111.8155
|
|
v -428.6902 11.0957 -111.1415
|
|
v -429.4348 11.4342 -111.8155
|
|
v -429.3248 11.0957 -111.1415
|
|
v -430.1262 10.9319 -111.8155
|
|
v -429.8382 10.7227 -111.1415
|
|
v -430.3903 10.1191 -111.8155
|
|
v -430.0343 10.1191 -111.1415
|
|
v -430.1262 9.3064 -111.8155
|
|
v -429.8382 9.5156 -111.1415
|
|
v -429.4348 8.8040 -111.8155
|
|
v -429.3248 9.1426 -111.1415
|
|
v -428.5802 8.8040 -111.8155
|
|
v -428.6902 9.1426 -111.1415
|
|
v -427.8888 9.3064 -111.8155
|
|
v -428.1768 9.5156 -111.1415
|
|
v -427.6247 10.1191 -112.4492
|
|
v -427.8888 10.9319 -112.4492
|
|
v -428.5802 11.4342 -112.4492
|
|
v -429.4348 11.4342 -112.4492
|
|
v -430.1262 10.9319 -112.4492
|
|
v -430.3903 10.1191 -112.4492
|
|
v -430.1262 9.3064 -112.4492
|
|
v -429.4348 8.8040 -112.4492
|
|
v -428.5802 8.8040 -112.4492
|
|
v -427.8888 9.3064 -112.4492
|
|
v -427.1419 10.1191 -112.4492
|
|
v -427.4982 11.2157 -112.4492
|
|
v -428.4310 11.8934 -112.4492
|
|
v -429.5840 11.8934 -112.4492
|
|
v -430.5168 11.2157 -112.4492
|
|
v -430.8731 10.1191 -112.4492
|
|
v -430.5168 9.0226 -112.4492
|
|
v -429.5840 8.3448 -112.4492
|
|
v -428.4310 8.3448 -112.4492
|
|
v -427.4982 9.0226 -112.4492
|
|
v -427.1419 10.1191 -112.9719
|
|
v -427.4982 11.2157 -112.9719
|
|
v -428.4310 11.8934 -112.9719
|
|
v -429.5840 11.8934 -112.9719
|
|
v -430.5168 11.2157 -112.9719
|
|
v -430.8731 10.1191 -112.9719
|
|
v -430.5168 9.0226 -112.9719
|
|
v -429.5840 8.3448 -112.9719
|
|
v -428.4310 8.3448 -112.9719
|
|
v -427.4982 9.0226 -112.9719
|
|
v -427.6913 10.1191 -113.2937
|
|
v -427.9427 10.8928 -113.2937
|
|
v -428.6008 11.3709 -113.2937
|
|
v -429.4142 11.3709 -113.2937
|
|
v -430.0723 10.8928 -113.2937
|
|
v -430.3237 10.1191 -113.2937
|
|
v -430.0723 9.3455 -113.2937
|
|
v -429.4142 8.8673 -113.2937
|
|
v -428.6008 8.8673 -113.2937
|
|
v -427.9427 9.3455 -113.2937
|
|
v -427.6913 10.1191 -114.2186
|
|
v -427.9427 10.8928 -114.2186
|
|
v -428.6008 11.3709 -114.2186
|
|
v -429.4142 11.3709 -114.2186
|
|
v -430.0723 10.8928 -114.2186
|
|
v -430.3237 10.1191 -114.2186
|
|
v -430.0723 9.3455 -114.2186
|
|
v -429.4142 8.8673 -114.2186
|
|
v -428.6008 8.8673 -114.2186
|
|
v -427.9427 9.3455 -114.2186
|
|
v -427.2264 10.1191 -114.4200
|
|
v -427.5666 11.1660 -114.4200
|
|
v -428.4571 11.8130 -114.4200
|
|
v -429.5579 11.8130 -114.4200
|
|
v -430.4484 11.1660 -114.4200
|
|
v -430.7886 10.1191 -114.4200
|
|
v -430.4484 9.0722 -114.4200
|
|
v -429.5579 8.4252 -114.4200
|
|
v -428.4571 8.4252 -114.4200
|
|
v -427.5666 9.0722 -114.4200
|
|
v -427.2264 10.1191 -116.8446
|
|
v -427.5666 11.1660 -116.8446
|
|
v -428.4571 11.8130 -116.8446
|
|
v -429.5579 11.8130 -116.8446
|
|
v -430.4484 11.1660 -116.8446
|
|
v -430.7886 10.1191 -116.8446
|
|
v -430.4484 9.0722 -116.8446
|
|
v -429.5579 8.4252 -116.8446
|
|
v -428.4571 8.4252 -116.8446
|
|
v -427.5666 9.0722 -116.8446
|
|
v -428.1768 10.7227 -98.7993
|
|
v -427.9807 10.1191 -98.7993
|
|
v -427.9807 10.1191 -88.4211
|
|
v -428.1768 10.7227 -88.4211
|
|
v -428.6902 11.0957 -98.7993
|
|
v -428.6902 11.0957 -88.4211
|
|
v -429.3248 11.0957 -98.7993
|
|
v -429.3248 11.0957 -88.4211
|
|
v -429.8382 10.7227 -98.7993
|
|
v -429.8382 10.7227 -88.4211
|
|
v -430.0343 10.1191 -98.7993
|
|
v -430.0343 10.1191 -88.4211
|
|
v -429.8382 9.5156 -98.7993
|
|
v -429.8382 9.5156 -88.4211
|
|
v -429.3248 9.1426 -98.7993
|
|
v -429.3248 9.1426 -88.4211
|
|
v -428.6902 9.1426 -98.7993
|
|
v -428.6902 9.1426 -88.4211
|
|
v -428.1768 9.5156 -98.7993
|
|
v -428.1768 9.5156 -88.4211
|
|
# 300 vertices
|
|
|
|
vn -0.7442 0.5407 0.3923
|
|
vn -0.7442 0.5407 -0.3923
|
|
vn -0.9199 0.0000 -0.3923
|
|
vn -0.9199 -0.0000 0.3922
|
|
vn -0.2843 0.8748 0.3923
|
|
vn -0.2843 0.8748 -0.3923
|
|
vn 0.2843 0.8748 0.3923
|
|
vn 0.2843 0.8748 -0.3923
|
|
vn 0.7442 0.5407 0.3923
|
|
vn 0.7442 0.5407 -0.3923
|
|
vn 0.9199 -0.0000 0.3923
|
|
vn 0.9199 0.0000 -0.3923
|
|
vn 0.7442 -0.5407 0.3923
|
|
vn 0.7442 -0.5407 -0.3922
|
|
vn 0.2843 -0.8748 0.3923
|
|
vn 0.2843 -0.8748 -0.3922
|
|
vn -0.2842 -0.8748 0.3923
|
|
vn -0.2843 -0.8748 -0.3923
|
|
vn -0.7442 -0.5407 0.3923
|
|
vn -0.7442 -0.5407 -0.3923
|
|
vn -0.6192 -0.4498 0.6437
|
|
vn -0.2365 -0.7278 0.6437
|
|
vn 0.2365 -0.7278 0.6437
|
|
vn 0.6191 -0.4498 0.6438
|
|
vn 0.7653 -0.0000 0.6437
|
|
vn 0.6191 0.4498 0.6437
|
|
vn 0.2365 0.7278 0.6437
|
|
vn -0.2365 0.7278 0.6437
|
|
vn -0.6191 0.4498 0.6437
|
|
vn -0.7652 0.0000 0.6438
|
|
vn 0.6463 -0.0000 -0.7631
|
|
vn 0.5229 -0.3799 -0.7631
|
|
vn 0.1997 -0.6147 -0.7631
|
|
vn -0.1997 -0.6147 -0.7631
|
|
vn -0.5229 -0.3799 -0.7631
|
|
vn -0.6463 -0.0000 -0.7631
|
|
vn -0.5229 0.3799 -0.7631
|
|
vn -0.1997 0.6147 -0.7631
|
|
vn 0.1997 0.6147 -0.7631
|
|
vn 0.5229 0.3799 -0.7631
|
|
vn -0.9676 0.0000 0.2524
|
|
vn -0.7828 0.5688 0.2524
|
|
vn -0.7873 0.5720 0.2302
|
|
vn -0.9731 0.0000 0.2302
|
|
vn -0.2990 0.9203 0.2524
|
|
vn -0.3007 0.9255 0.2302
|
|
vn 0.2990 0.9203 0.2524
|
|
vn 0.3007 0.9255 0.2302
|
|
vn 0.7828 0.5688 0.2524
|
|
vn 0.7873 0.5720 0.2302
|
|
vn 0.9676 -0.0000 0.2524
|
|
vn 0.9731 0.0000 0.2302
|
|
vn 0.7828 -0.5688 0.2524
|
|
vn 0.7873 -0.5720 0.2302
|
|
vn 0.2990 -0.9203 0.2524
|
|
vn 0.3007 -0.9255 0.2302
|
|
vn -0.2990 -0.9203 0.2524
|
|
vn -0.3007 -0.9255 0.2302
|
|
vn -0.7828 -0.5687 0.2524
|
|
vn -0.7873 -0.5720 0.2302
|
|
vn -0.5025 0.3651 0.7837
|
|
vn -0.6211 0.0000 0.7837
|
|
vn -0.1919 0.5907 0.7837
|
|
vn 0.1919 0.5907 0.7837
|
|
vn 0.5025 0.3651 0.7837
|
|
vn 0.6212 -0.0000 0.7837
|
|
vn 0.5024 -0.3650 0.7838
|
|
vn 0.1919 -0.5907 0.7837
|
|
vn -0.1919 -0.5907 0.7837
|
|
vn -0.5025 -0.3651 0.7837
|
|
vn -0.7653 0.0000 0.6437
|
|
vn 0.7653 0.0000 0.6437
|
|
vn 0.6191 -0.4498 0.6437
|
|
vn -0.6191 -0.4498 0.6437
|
|
vn -0.7187 0.5221 -0.4592
|
|
vn -0.8883 0.0000 -0.4592
|
|
vn -0.2745 0.8449 -0.4592
|
|
vn 0.2745 0.8449 -0.4592
|
|
vn 0.7187 0.5221 -0.4592
|
|
vn 0.8883 -0.0000 -0.4592
|
|
vn 0.7187 -0.5221 -0.4592
|
|
vn 0.2745 -0.8449 -0.4592
|
|
vn -0.2745 -0.8449 -0.4592
|
|
vn -0.7187 -0.5221 -0.4592
|
|
vn -0.6784 0.4929 -0.5449
|
|
vn -0.8385 0.0000 -0.5449
|
|
vn -0.2591 0.7975 -0.5449
|
|
vn 0.2591 0.7975 -0.5449
|
|
vn 0.6784 0.4929 -0.5449
|
|
vn 0.8385 0.0000 -0.5448
|
|
vn 0.6784 -0.4929 -0.5449
|
|
vn 0.2591 -0.7975 -0.5449
|
|
vn -0.2591 -0.7975 -0.5449
|
|
vn -0.6784 -0.4929 -0.5449
|
|
vn -0.6443 0.4681 0.6048
|
|
vn -0.7964 0.0000 0.6048
|
|
vn -0.2461 0.7574 0.6048
|
|
vn 0.2461 0.7574 0.6048
|
|
vn 0.6443 0.4681 0.6048
|
|
vn 0.7964 -0.0000 0.6048
|
|
vn 0.6443 -0.4681 0.6048
|
|
vn 0.2461 -0.7574 0.6048
|
|
vn -0.2461 -0.7574 0.6048
|
|
vn -0.6443 -0.4681 0.6048
|
|
vn -0.6986 0.5076 0.5043
|
|
vn -0.8636 0.0000 0.5042
|
|
vn -0.2669 0.8213 0.5043
|
|
vn 0.2669 0.8213 0.5043
|
|
vn 0.6987 0.5076 0.5042
|
|
vn 0.8635 0.0000 0.5043
|
|
vn 0.6987 -0.5076 0.5042
|
|
vn 0.2669 -0.8213 0.5043
|
|
vn -0.2669 -0.8213 0.5043
|
|
vn -0.6986 -0.5076 0.5043
|
|
vn -0.2761 0.2006 -0.9399
|
|
vn -0.3410 0.0001 -0.9401
|
|
vn -0.1055 0.3246 -0.9399
|
|
vn 0.1055 0.3246 -0.9399
|
|
vn 0.2758 0.2005 -0.9401
|
|
vn 0.3419 -0.0000 -0.9397
|
|
vn 0.2758 -0.2005 -0.9401
|
|
vn 0.1055 -0.3246 -0.9399
|
|
vn -0.1055 -0.3246 -0.9399
|
|
vn -0.2764 -0.2007 -0.9398
|
|
vn -0.7199 0.5230 -0.4563
|
|
vn -0.8898 -0.0000 -0.4563
|
|
vn -0.8898 0.0000 0.4563
|
|
vn -0.7199 0.5230 0.4563
|
|
vn -0.2750 0.8463 -0.4563
|
|
vn -0.2750 0.8463 0.4563
|
|
vn 0.2750 0.8463 -0.4563
|
|
vn 0.2750 0.8463 0.4563
|
|
vn 0.7199 0.5230 -0.4563
|
|
vn 0.7199 0.5230 0.4563
|
|
vn 0.8898 0.0000 -0.4563
|
|
vn 0.8898 0.0000 0.4564
|
|
vn 0.7199 -0.5230 -0.4563
|
|
vn 0.7199 -0.5230 0.4563
|
|
vn 0.2750 -0.8463 -0.4563
|
|
vn 0.2750 -0.8463 0.4563
|
|
vn -0.2749 -0.8463 -0.4563
|
|
vn -0.2750 -0.8463 0.4563
|
|
vn -0.7199 -0.5231 -0.4563
|
|
vn -0.7199 -0.5230 0.4563
|
|
vn 0.9198 -0.0000 0.3923
|
|
vn 0.2842 0.8748 0.3923
|
|
vn 0.2842 0.8748 -0.3923
|
|
vn -0.9199 0.0000 -0.3922
|
|
vn -0.7442 -0.5407 0.3922
|
|
vn -0.2843 -0.8748 0.3923
|
|
vn -0.2842 -0.8748 -0.3923
|
|
vn 0.2842 -0.8748 0.3923
|
|
vn 0.7442 -0.5406 -0.3923
|
|
vn -0.7653 -0.0000 0.6437
|
|
vn -0.6463 0.0000 -0.7631
|
|
vn 0.6463 0.0000 -0.7631
|
|
vn 0.9731 -0.0000 0.2302
|
|
vn 0.7828 0.5687 0.2524
|
|
vn -0.7828 0.5687 0.2524
|
|
vn -0.9676 -0.0000 0.2524
|
|
vn -0.7828 -0.5688 0.2524
|
|
vn 0.6211 -0.0000 0.7837
|
|
vn 0.5025 -0.3651 0.7837
|
|
vn -0.6191 0.4498 0.6438
|
|
vn -0.6191 -0.4498 0.6438
|
|
vn -0.2745 0.8448 -0.4592
|
|
vn -0.7186 0.5222 -0.4592
|
|
vn -0.8883 -0.0000 -0.4592
|
|
vn 0.7187 -0.5221 -0.4593
|
|
vn 0.8385 -0.0000 -0.5449
|
|
vn 0.2591 -0.7975 -0.5448
|
|
vn 0.6784 -0.4928 -0.5449
|
|
vn -0.7963 0.0000 0.6048
|
|
vn -0.6442 -0.4681 0.6049
|
|
vn 0.8635 -0.0000 0.5043
|
|
vn 0.6986 0.5076 0.5043
|
|
vn -0.8635 -0.0000 0.5043
|
|
vn 0.6986 -0.5076 0.5043
|
|
vn 0.3413 -0.0000 -0.9400
|
|
vn 0.2761 0.2006 -0.9399
|
|
vn -0.2761 0.2006 -0.9400
|
|
vn -0.3413 -0.0000 -0.9399
|
|
vn -0.2761 -0.2006 -0.9400
|
|
vn 0.1057 -0.3249 -0.9398
|
|
vn 0.2760 -0.2004 -0.9401
|
|
vn 0.8898 -0.0000 -0.4563
|
|
vn 0.8898 0.0000 0.4563
|
|
vn -0.7199 -0.5230 -0.4563
|
|
vn -0.2750 -0.8463 -0.4563
|
|
vn 0.7198 -0.5230 -0.4563
|
|
# 190 vertex normals
|
|
|
|
vt 0.8500 0.3333 1.0000
|
|
vt 0.8500 0.6667 1.0000
|
|
vt 0.7500 0.6667 1.0000
|
|
vt 0.7500 0.3333 1.0000
|
|
vt 0.9500 0.3333 1.0000
|
|
vt 0.9500 0.6667 1.0000
|
|
vt 1.0500 0.3333 1.0000
|
|
vt 1.0500 0.6667 1.0000
|
|
vt 0.1500 0.3333 1.0000
|
|
vt 0.1500 0.6667 1.0000
|
|
vt 0.0500 0.6667 1.0000
|
|
vt 0.0500 0.3333 1.0000
|
|
vt 0.2500 0.3333 1.0000
|
|
vt 0.2500 0.6667 1.0000
|
|
vt 0.3500 0.3333 1.0000
|
|
vt 0.3500 0.6667 1.0000
|
|
vt 0.4500 0.3333 1.0000
|
|
vt 0.4500 0.6667 1.0000
|
|
vt 0.5500 0.3333 1.0000
|
|
vt 0.5500 0.6667 1.0000
|
|
vt 0.6500 0.3333 1.0000
|
|
vt 0.6500 0.6667 1.0000
|
|
vt 0.7939 0.9045 -0.2500
|
|
vt 0.9755 0.6545 -0.2500
|
|
vt 0.9755 0.3455 -0.2500
|
|
vt 0.7939 0.0955 -0.2500
|
|
vt 0.5000 0.0000 -0.2500
|
|
vt 0.2061 0.0955 -0.2500
|
|
vt 0.0245 0.3455 -0.2500
|
|
vt 0.0245 0.6545 -0.2500
|
|
vt 0.2061 0.9045 -0.2500
|
|
vt 0.5000 1.0000 -0.2500
|
|
vt 0.5000 1.0000 0.2500
|
|
vt 0.2061 0.9045 0.2500
|
|
vt 0.0245 0.6545 0.2500
|
|
vt 0.0245 0.3455 0.2500
|
|
vt 0.2061 0.0955 0.2500
|
|
vt 0.5000 0.0000 0.2500
|
|
vt 0.7939 0.0955 0.2500
|
|
vt 0.9755 0.3455 0.2500
|
|
vt 0.9755 0.6545 0.2500
|
|
vt 0.7939 0.9045 0.2500
|
|
vt 0.7500 1.0000 1.0000
|
|
vt 0.8500 1.0000 1.0000
|
|
vt 0.9500 1.0000 1.0000
|
|
vt 1.0500 1.0000 1.0000
|
|
vt 0.0500 1.0000 1.0000
|
|
vt 0.1500 1.0000 1.0000
|
|
vt 0.2500 1.0000 1.0000
|
|
vt 0.3500 1.0000 1.0000
|
|
vt 0.4500 1.0000 1.0000
|
|
vt 0.5500 1.0000 1.0000
|
|
vt 0.6500 1.0000 1.0000
|
|
vt 0.7500 0.0000 1.0000
|
|
vt 0.8500 0.0000 1.0000
|
|
vt 0.9500 0.0000 1.0000
|
|
vt 1.0500 0.0000 1.0000
|
|
vt 0.0500 0.0000 1.0000
|
|
vt 0.1500 0.0000 1.0000
|
|
vt 0.2500 0.0000 1.0000
|
|
vt 0.3500 0.0000 1.0000
|
|
vt 0.4500 0.0000 1.0000
|
|
vt 0.5500 0.0000 1.0000
|
|
vt 0.6500 0.0000 1.0000
|
|
# 64 texture coords
|
|
|
|
o Cylinder017
|
|
g Cylinder017
|
|
usemtl wire_008008008
|
|
s 8
|
|
f 165/98/137 166/99/138 167/100/139 168/101/140
|
|
f 169/102/141 170/103/142 166/99/138 165/98/137
|
|
f 171/104/143 172/105/144 170/103/142 169/102/141
|
|
f 173/106/145 174/107/146 172/108/144 171/109/143
|
|
f 175/110/147 176/111/148 174/107/146 173/106/145
|
|
f 177/112/149 178/113/150 176/111/148 175/110/147
|
|
f 179/114/151 180/115/152 178/113/150 177/112/149
|
|
f 181/116/153 182/117/154 180/115/152 179/114/151
|
|
f 183/118/155 184/119/156 182/117/154 181/116/153
|
|
f 168/101/140 167/100/139 184/119/156 183/118/155
|
|
s 1
|
|
f 185/120/157 186/121/158 187/122/159 188/123/160 189/124/161 190/125/162 191/126/163 192/127/164 193/128/165 194/129/166
|
|
f 195/130/167 196/131/168 197/132/169 198/133/170 199/134/171 200/135/172 201/136/173 202/137/174 203/138/175 204/139/176
|
|
s off
|
|
f 205/140/177 206/141/178 207/131/179 208/130/180
|
|
f 206/141/178 209/142/181 210/132/182 207/131/179
|
|
f 209/142/181 211/143/183 212/133/184 210/132/182
|
|
f 211/144/183 213/145/185 214/134/186 212/133/184
|
|
f 213/145/185 215/146/187 216/135/188 214/134/186
|
|
f 215/146/187 217/147/189 218/136/190 216/135/188
|
|
f 217/147/189 219/148/191 220/137/192 218/136/190
|
|
f 219/148/191 221/149/193 222/138/194 220/137/192
|
|
f 221/149/193 223/150/195 224/139/196 222/138/194
|
|
f 223/150/195 205/140/177 208/130/180 224/139/196
|
|
f 208/130/180 207/131/179 225/131/197 226/130/198
|
|
f 207/131/179 210/132/182 227/132/199 225/131/197
|
|
f 210/132/182 212/133/184 228/133/200 227/132/199
|
|
f 212/133/184 214/134/186 229/134/201 228/133/200
|
|
f 214/134/186 216/135/188 230/135/202 229/134/201
|
|
f 216/135/188 218/136/190 231/136/203 230/135/202
|
|
f 218/136/190 220/137/192 232/137/204 231/136/203
|
|
f 220/137/192 222/138/194 233/138/205 232/137/204
|
|
f 222/138/194 224/139/196 234/139/206 233/138/205
|
|
f 224/139/196 208/130/180 226/130/198 234/139/206
|
|
f 226/130/198 225/131/197 235/131/165 236/130/207
|
|
f 225/131/197 227/132/199 237/132/164 235/131/165
|
|
f 227/132/199 228/133/200 238/133/163 237/132/164
|
|
f 228/133/200 229/134/201 239/134/162 238/133/163
|
|
f 229/134/201 230/135/202 240/135/208 239/134/162
|
|
f 230/135/202 231/136/203 241/136/209 240/135/208
|
|
f 231/136/203 232/137/204 242/137/159 241/136/209
|
|
f 232/137/204 233/138/205 243/138/158 242/137/159
|
|
f 233/138/205 234/139/206 244/139/210 243/138/158
|
|
f 234/139/206 226/130/198 236/130/207 244/139/210
|
|
f 236/130/207 235/131/165 245/131/211 246/130/212
|
|
f 235/131/165 237/132/164 247/132/213 245/131/211
|
|
f 237/132/164 238/133/163 248/133/214 247/132/213
|
|
f 238/133/163 239/134/162 249/134/215 248/133/214
|
|
f 239/134/162 240/135/208 250/135/216 249/134/215
|
|
f 240/135/208 241/136/209 251/136/217 250/135/216
|
|
f 241/136/209 242/137/159 252/137/218 251/136/217
|
|
f 242/137/159 243/138/158 253/138/219 252/137/218
|
|
f 243/138/158 244/139/210 254/139/220 253/138/219
|
|
f 244/139/210 236/130/207 246/130/212 254/139/220
|
|
f 246/130/212 245/131/211 255/131/221 256/130/222
|
|
f 245/131/211 247/132/213 257/132/223 255/131/221
|
|
f 247/132/213 248/133/214 258/133/224 257/132/223
|
|
f 248/133/214 249/134/215 259/134/225 258/133/224
|
|
f 249/134/215 250/135/216 260/135/226 259/134/225
|
|
f 250/135/216 251/136/217 261/136/227 260/135/226
|
|
f 251/136/217 252/137/218 262/137/228 261/136/227
|
|
f 252/137/218 253/138/219 263/138/229 262/137/228
|
|
f 253/138/219 254/139/220 264/139/230 263/138/229
|
|
f 254/139/220 246/130/212 256/130/222 264/139/230
|
|
f 256/130/222 255/131/221 265/131/231 266/130/232
|
|
f 255/131/221 257/132/223 267/132/233 265/131/231
|
|
f 257/132/223 258/133/224 268/133/234 267/132/233
|
|
f 258/133/224 259/134/225 269/134/235 268/133/234
|
|
f 259/134/225 260/135/226 270/135/236 269/134/235
|
|
f 260/135/226 261/136/227 271/136/237 270/135/236
|
|
f 261/136/227 262/137/228 272/137/238 271/136/237
|
|
f 262/137/228 263/138/229 273/138/239 272/137/238
|
|
f 263/138/229 264/139/230 274/139/240 273/138/239
|
|
f 264/139/230 256/130/222 266/130/232 274/139/240
|
|
f 266/130/232 265/131/231 275/131/241 276/130/242
|
|
f 265/131/231 267/132/233 277/132/243 275/131/241
|
|
f 267/132/233 268/133/234 278/133/244 277/132/243
|
|
f 268/133/234 269/134/235 279/134/245 278/133/244
|
|
f 269/134/235 270/135/236 280/135/246 279/134/245
|
|
f 270/135/236 271/136/237 281/136/247 280/135/246
|
|
f 271/136/237 272/137/238 282/137/248 281/136/247
|
|
f 272/137/238 273/138/239 283/138/249 282/137/248
|
|
f 273/138/239 274/139/240 284/139/250 283/138/249
|
|
f 274/139/240 266/130/232 276/130/242 284/139/250
|
|
f 276/130/242 275/131/241 285/131/251 286/130/252
|
|
f 275/131/241 277/132/243 287/132/253 285/131/251
|
|
f 277/132/243 278/133/244 288/133/254 287/132/253
|
|
f 278/133/244 279/134/245 289/134/255 288/133/254
|
|
f 279/134/245 280/135/246 290/135/256 289/134/255
|
|
f 280/135/246 281/136/247 291/136/257 290/135/256
|
|
f 281/136/247 282/137/248 292/137/258 291/136/257
|
|
f 282/137/248 283/138/249 293/138/259 292/137/258
|
|
f 283/138/249 284/139/250 294/139/260 293/138/259
|
|
f 284/139/250 276/130/242 286/130/252 294/139/260
|
|
f 286/130/252 285/131/251 196/131/168 195/130/167
|
|
f 285/131/251 287/132/253 197/132/169 196/131/168
|
|
f 287/132/253 288/133/254 198/133/170 197/132/169
|
|
f 288/133/254 289/134/255 199/134/171 198/133/170
|
|
f 289/134/255 290/135/256 200/135/172 199/134/171
|
|
f 290/135/256 291/136/257 201/136/173 200/135/172
|
|
f 291/136/257 292/137/258 202/137/174 201/136/173
|
|
f 292/137/258 293/138/259 203/138/175 202/137/174
|
|
f 293/138/259 294/139/260 204/139/176 203/138/175
|
|
f 294/139/260 286/130/252 195/130/167 204/139/176
|
|
s 8
|
|
f 295/99/261 206/141/178 205/140/177 296/100/262
|
|
f 297/101/263 194/151/166 193/152/165 298/98/264
|
|
f 299/103/265 209/142/181 206/141/178 295/99/261
|
|
f 298/98/264 193/152/165 192/153/164 300/102/266
|
|
f 301/105/267 211/143/183 209/142/181 299/103/265
|
|
f 300/102/266 192/153/164 191/154/163 302/104/268
|
|
f 303/107/269 213/145/185 211/144/183 301/108/267
|
|
f 302/109/268 191/155/163 190/156/162 304/106/270
|
|
f 305/111/271 215/146/187 213/145/185 303/107/269
|
|
f 304/106/270 190/156/162 189/157/161 306/110/272
|
|
f 307/113/273 217/147/189 215/146/187 305/111/271
|
|
f 306/110/272 189/157/161 188/158/160 308/112/274
|
|
f 309/115/275 219/148/191 217/147/189 307/113/273
|
|
f 308/112/274 188/158/160 187/159/159 310/114/276
|
|
f 311/117/277 221/149/193 219/148/191 309/115/275
|
|
f 310/114/276 187/159/159 186/160/158 312/116/278
|
|
f 313/119/279 223/150/195 221/149/193 311/117/277
|
|
f 312/116/278 186/160/158 185/161/157 314/118/280
|
|
f 296/100/262 205/140/177 223/150/195 313/119/279
|
|
f 314/118/280 185/161/157 194/151/166 297/101/263
|
|
s off
|
|
f 295/99/261 296/100/262 167/100/139 166/99/138
|
|
f 296/100/262 313/119/279 184/119/156 167/100/139
|
|
f 313/119/279 311/117/277 182/117/154 184/119/156
|
|
f 311/117/277 309/115/275 180/115/152 182/117/154
|
|
f 309/115/275 307/113/273 178/113/150 180/115/152
|
|
f 307/113/273 305/111/271 176/111/148 178/113/150
|
|
f 305/111/271 303/107/269 174/107/146 176/111/148
|
|
f 303/107/269 301/108/267 172/108/144 174/107/146
|
|
f 301/105/267 299/103/265 170/103/142 172/105/144
|
|
f 299/103/265 295/99/261 166/99/138 170/103/142
|
|
f 297/101/263 298/98/264 165/98/137 168/101/140
|
|
f 298/98/264 300/102/266 169/102/141 165/98/137
|
|
f 300/102/266 302/104/268 171/104/143 169/102/141
|
|
f 302/109/268 304/106/270 173/106/145 171/109/143
|
|
f 304/106/270 306/110/272 175/110/147 173/106/145
|
|
f 306/110/272 308/112/274 177/112/149 175/110/147
|
|
f 308/112/274 310/114/276 179/114/151 177/112/149
|
|
f 310/114/276 312/116/278 181/116/153 179/114/151
|
|
f 312/116/278 314/118/280 183/118/155 181/116/153
|
|
f 314/118/280 297/101/263 168/101/140 183/118/155
|
|
s 8
|
|
f 315/98/145 316/101/281 317/100/148 318/99/146
|
|
f 319/102/282 315/98/145 318/99/146 320/103/283
|
|
f 321/104/141 319/102/282 320/103/283 322/105/142
|
|
f 323/106/137 321/109/141 322/108/142 324/107/138
|
|
f 325/110/140 323/106/137 324/107/138 326/111/284
|
|
f 327/112/285 325/110/140 326/111/284 328/113/156
|
|
f 329/114/286 327/112/285 328/113/156 330/115/287
|
|
f 331/116/288 329/114/286 330/115/287 332/117/152
|
|
f 333/118/149 331/116/288 332/117/152 334/119/289
|
|
f 316/101/281 333/118/149 334/119/289 317/100/148
|
|
s 1
|
|
f 335/120/209 336/129/161 337/128/162 338/127/163 339/126/164 340/125/165 341/124/290 342/123/210 343/122/158 344/121/159
|
|
f 345/130/291 346/139/173 347/138/174 348/137/175 349/136/176 350/135/292 351/134/168 352/133/169 353/132/170 354/131/171
|
|
s off
|
|
f 355/140/187 356/130/293 357/131/186 358/141/294
|
|
f 358/141/294 357/131/186 359/132/184 360/142/183
|
|
f 360/142/183 359/132/184 361/133/182 362/143/181
|
|
f 362/144/181 361/133/182 363/134/179 364/145/295
|
|
f 364/145/295 363/134/179 365/135/180 366/146/296
|
|
f 366/146/296 365/135/180 367/136/196 368/147/297
|
|
f 368/147/297 367/136/196 369/137/194 370/148/193
|
|
f 370/148/193 369/137/194 371/138/192 372/149/191
|
|
f 372/149/191 371/138/192 373/139/190 374/150/189
|
|
f 374/150/189 373/139/190 356/130/293 355/140/187
|
|
f 356/130/293 375/130/298 376/131/201 357/131/186
|
|
f 357/131/186 376/131/201 377/132/200 359/132/184
|
|
f 359/132/184 377/132/200 378/133/199 361/133/182
|
|
f 361/133/182 378/133/199 379/134/197 363/134/179
|
|
f 363/134/179 379/134/197 380/135/198 365/135/180
|
|
f 365/135/180 380/135/198 381/136/206 367/136/196
|
|
f 367/136/196 381/136/206 382/137/205 369/137/194
|
|
f 369/137/194 382/137/205 383/138/204 371/138/192
|
|
f 371/138/192 383/138/204 384/139/299 373/139/190
|
|
f 373/139/190 384/139/299 375/130/298 356/130/293
|
|
f 375/130/298 385/130/208 386/131/162 376/131/201
|
|
f 376/131/201 386/131/162 387/132/163 377/132/200
|
|
f 377/132/200 387/132/163 388/133/164 378/133/199
|
|
f 378/133/199 388/133/164 389/134/300 379/134/197
|
|
f 379/134/197 389/134/300 390/135/166 380/135/198
|
|
f 380/135/198 390/135/166 391/136/301 381/136/206
|
|
f 381/136/206 391/136/301 392/137/158 382/137/205
|
|
f 382/137/205 392/137/158 393/138/159 383/138/204
|
|
f 383/138/204 393/138/159 394/139/209 384/139/299
|
|
f 384/139/299 394/139/209 385/130/208 375/130/298
|
|
f 385/130/208 395/130/216 396/131/215 386/131/162
|
|
f 386/131/162 396/131/215 397/132/214 387/132/163
|
|
f 387/132/163 397/132/214 398/133/302 388/133/164
|
|
f 388/133/164 398/133/302 399/134/303 389/134/300
|
|
f 389/134/300 399/134/303 400/135/304 390/135/166
|
|
f 390/135/166 400/135/304 401/136/220 391/136/301
|
|
f 391/136/301 401/136/220 402/137/219 392/137/158
|
|
f 392/137/158 402/137/219 403/138/218 393/138/159
|
|
f 393/138/159 403/138/218 404/139/305 394/139/209
|
|
f 394/139/209 404/139/305 395/130/216 385/130/208
|
|
f 395/130/216 405/130/306 406/131/225 396/131/215
|
|
f 396/131/215 406/131/225 407/132/224 397/132/214
|
|
f 397/132/214 407/132/224 408/133/223 398/133/302
|
|
f 398/133/302 408/133/223 409/134/221 399/134/303
|
|
f 399/134/303 409/134/221 410/135/222 400/135/304
|
|
f 400/135/304 410/135/222 411/136/230 401/136/220
|
|
f 401/136/220 411/136/230 412/137/229 402/137/219
|
|
f 402/137/219 412/137/229 413/138/307 403/138/218
|
|
f 403/138/218 413/138/307 414/139/308 404/139/305
|
|
f 404/139/305 414/139/308 405/130/306 395/130/216
|
|
f 405/130/306 415/130/236 416/131/235 406/131/225
|
|
f 406/131/225 416/131/235 417/132/234 407/132/224
|
|
f 407/132/224 417/132/234 418/133/233 408/133/223
|
|
f 408/133/223 418/133/233 419/134/231 409/134/221
|
|
f 409/134/221 419/134/231 420/135/309 410/135/222
|
|
f 410/135/222 420/135/309 421/136/310 411/136/230
|
|
f 411/136/230 421/136/310 422/137/239 412/137/229
|
|
f 412/137/229 422/137/239 423/138/238 413/138/307
|
|
f 413/138/307 423/138/238 424/139/237 414/139/308
|
|
f 414/139/308 424/139/237 415/130/236 405/130/306
|
|
f 415/130/236 425/130/311 426/131/312 416/131/235
|
|
f 416/131/235 426/131/312 427/132/244 417/132/234
|
|
f 417/132/234 427/132/244 428/133/243 418/133/233
|
|
f 418/133/233 428/133/243 429/134/241 419/134/231
|
|
f 419/134/231 429/134/241 430/135/313 420/135/309
|
|
f 420/135/309 430/135/313 431/136/250 421/136/310
|
|
f 421/136/310 431/136/250 432/137/249 422/137/239
|
|
f 422/137/239 432/137/249 433/138/248 423/138/238
|
|
f 423/138/238 433/138/248 434/139/314 424/139/237
|
|
f 424/139/237 434/139/314 425/130/311 415/130/236
|
|
f 425/130/311 435/130/315 436/131/316 426/131/312
|
|
f 426/131/312 436/131/316 437/132/254 427/132/244
|
|
f 427/132/244 437/132/254 438/133/253 428/133/243
|
|
f 428/133/243 438/133/253 439/134/317 429/134/241
|
|
f 429/134/241 439/134/317 440/135/318 430/135/313
|
|
f 430/135/313 440/135/318 441/136/319 431/136/250
|
|
f 431/136/250 441/136/319 442/137/259 432/137/249
|
|
f 432/137/249 442/137/259 443/138/320 433/138/248
|
|
f 433/138/248 443/138/320 444/139/321 434/139/314
|
|
f 434/139/314 444/139/321 435/130/315 425/130/311
|
|
f 435/130/315 345/130/291 354/131/171 436/131/316
|
|
f 436/131/316 354/131/171 353/132/170 437/132/254
|
|
f 437/132/254 353/132/170 352/133/169 438/133/253
|
|
f 438/133/253 352/133/169 351/134/168 439/134/317
|
|
f 439/134/317 351/134/168 350/135/292 440/135/318
|
|
f 440/135/318 350/135/292 349/136/176 441/136/319
|
|
f 441/136/319 349/136/176 348/137/175 442/137/259
|
|
f 442/137/259 348/137/175 347/138/174 443/138/320
|
|
f 443/138/320 347/138/174 346/139/173 444/139/321
|
|
f 444/139/321 346/139/173 345/130/291 435/130/315
|
|
s 8
|
|
f 445/99/269 446/100/322 355/140/187 358/141/294
|
|
f 447/101/323 448/98/270 337/152/162 336/151/161
|
|
f 449/103/267 445/99/269 358/141/294 360/142/183
|
|
f 448/98/270 450/102/268 338/153/163 337/152/162
|
|
f 451/105/265 449/103/267 360/142/183 362/143/181
|
|
f 450/102/268 452/104/266 339/154/164 338/153/163
|
|
f 453/107/261 451/108/265 362/144/181 364/145/295
|
|
f 452/109/266 454/106/264 340/156/165 339/155/164
|
|
f 455/111/262 453/107/261 364/145/295 366/146/296
|
|
f 454/106/264 456/110/263 341/157/290 340/156/165
|
|
f 457/113/324 455/111/262 366/146/296 368/147/297
|
|
f 456/110/263 458/112/280 342/158/210 341/157/290
|
|
f 459/115/325 457/113/324 368/147/297 370/148/193
|
|
f 458/112/280 460/114/278 343/159/158 342/158/210
|
|
f 461/117/275 459/115/325 370/148/193 372/149/191
|
|
f 460/114/278 462/116/276 344/160/159 343/159/158
|
|
f 463/119/326 461/117/275 372/149/191 374/150/189
|
|
f 462/116/276 464/118/274 335/161/209 344/160/159
|
|
f 446/100/322 463/119/326 374/150/189 355/140/187
|
|
f 464/118/274 447/101/323 336/151/161 335/161/209
|
|
s off
|
|
f 445/99/269 318/99/146 317/100/148 446/100/322
|
|
f 446/100/322 317/100/148 334/119/289 463/119/326
|
|
f 463/119/326 334/119/289 332/117/152 461/117/275
|
|
f 461/117/275 332/117/152 330/115/287 459/115/325
|
|
f 459/115/325 330/115/287 328/113/156 457/113/324
|
|
f 457/113/324 328/113/156 326/111/284 455/111/262
|
|
f 455/111/262 326/111/284 324/107/138 453/107/261
|
|
f 453/107/261 324/107/138 322/108/142 451/108/265
|
|
f 451/105/265 322/105/142 320/103/283 449/103/267
|
|
f 449/103/267 320/103/283 318/99/146 445/99/269
|
|
f 447/101/323 316/101/281 315/98/145 448/98/270
|
|
f 448/98/270 315/98/145 319/102/282 450/102/268
|
|
f 450/102/268 319/102/282 321/104/141 452/104/266
|
|
f 452/109/266 321/109/141 323/106/137 454/106/264
|
|
f 454/106/264 323/106/137 325/110/140 456/110/263
|
|
f 456/110/263 325/110/140 327/112/285 458/112/280
|
|
f 458/112/280 327/112/285 329/114/286 460/114/278
|
|
f 460/114/278 329/114/286 331/116/288 462/116/276
|
|
f 462/116/276 331/116/288 333/118/149 464/118/274
|
|
f 464/118/274 333/118/149 316/101/281 447/101/323
|
|
# 284 polygons
|
|
|
|
#
|
|
# object Cylinder018
|
|
#
|
|
|
|
v -311.1490 6.8384 -88.8632
|
|
v -311.1490 6.8384 -98.3572
|
|
v -311.4449 5.9274 -98.3572
|
|
v -311.4449 5.9274 -88.8632
|
|
v -310.3740 7.4014 -88.8632
|
|
v -310.3740 7.4014 -98.3572
|
|
v -309.4161 7.4014 -88.8632
|
|
v -309.4161 7.4014 -98.3572
|
|
v -308.6412 6.8384 -88.8632
|
|
v -308.6412 6.8384 -98.3572
|
|
v -308.3452 5.9274 -88.8632
|
|
v -308.3452 5.9274 -98.3572
|
|
v -308.6412 5.0164 -88.8632
|
|
v -308.6412 5.0164 -98.3572
|
|
v -309.4161 4.4534 -88.8632
|
|
v -309.4161 4.4534 -98.3572
|
|
v -310.3740 4.4534 -88.8632
|
|
v -310.3740 4.4534 -98.3572
|
|
v -311.1489 5.0164 -88.8632
|
|
v -311.1490 5.0164 -98.3572
|
|
v -310.7258 5.3239 -86.1314
|
|
v -310.2124 4.9509 -86.1314
|
|
v -309.5778 4.9509 -86.1314
|
|
v -309.0644 5.3239 -86.1314
|
|
v -308.8683 5.9274 -86.1314
|
|
v -309.0644 6.5309 -86.1314
|
|
v -309.5778 6.9040 -86.1314
|
|
v -310.2124 6.9040 -86.1314
|
|
v -310.7258 6.5309 -86.1314
|
|
v -310.9219 5.9274 -86.1314
|
|
v -310.9576 5.9274 -114.7825
|
|
v -310.7547 6.5520 -114.7825
|
|
v -310.2234 6.9380 -114.7825
|
|
v -309.5667 6.9380 -114.7825
|
|
v -309.0355 6.5520 -114.7825
|
|
v -308.8325 5.9274 -114.7825
|
|
v -309.0355 5.3029 -114.7825
|
|
v -309.5667 4.9169 -114.7825
|
|
v -310.2234 4.9169 -114.7825
|
|
v -310.7547 5.3029 -114.7825
|
|
v -310.9219 5.9274 -111.1415
|
|
v -310.7258 6.5309 -111.1415
|
|
v -311.0138 6.7402 -111.8155
|
|
v -311.2779 5.9274 -111.8155
|
|
v -310.2124 6.9040 -111.1415
|
|
v -310.3224 7.2425 -111.8155
|
|
v -309.5778 6.9040 -111.1415
|
|
v -309.4678 7.2425 -111.8155
|
|
v -309.0644 6.5309 -111.1415
|
|
v -308.7764 6.7402 -111.8155
|
|
v -308.8683 5.9274 -111.1415
|
|
v -308.5123 5.9274 -111.8155
|
|
v -309.0644 5.3239 -111.1415
|
|
v -308.7764 5.1146 -111.8155
|
|
v -309.5778 4.9509 -111.1415
|
|
v -309.4678 4.6123 -111.8155
|
|
v -310.2124 4.9509 -111.1415
|
|
v -310.3224 4.6123 -111.8155
|
|
v -310.7258 5.3239 -111.1415
|
|
v -311.0138 5.1146 -111.8155
|
|
v -311.0138 6.7402 -112.4492
|
|
v -311.2779 5.9274 -112.4492
|
|
v -310.3224 7.2425 -112.4492
|
|
v -309.4678 7.2425 -112.4492
|
|
v -308.7764 6.7402 -112.4492
|
|
v -308.5123 5.9274 -112.4492
|
|
v -308.7764 5.1146 -112.4492
|
|
v -309.4678 4.6123 -112.4492
|
|
v -310.3224 4.6123 -112.4492
|
|
v -311.0138 5.1146 -112.4492
|
|
v -311.4044 7.0240 -112.4492
|
|
v -311.7607 5.9274 -112.4492
|
|
v -310.4716 7.7017 -112.4492
|
|
v -309.3186 7.7017 -112.4492
|
|
v -308.3858 7.0240 -112.4492
|
|
v -308.0295 5.9274 -112.4492
|
|
v -308.3858 4.8308 -112.4492
|
|
v -309.3186 4.1531 -112.4492
|
|
v -310.4716 4.1531 -112.4492
|
|
v -311.4044 4.8308 -112.4492
|
|
v -311.4044 7.0240 -112.9719
|
|
v -311.7607 5.9274 -112.9719
|
|
v -310.4716 7.7017 -112.9719
|
|
v -309.3186 7.7017 -112.9719
|
|
v -308.3858 7.0240 -112.9719
|
|
v -308.0295 5.9274 -112.9719
|
|
v -308.3858 4.8308 -112.9719
|
|
v -309.3186 4.1531 -112.9719
|
|
v -310.4716 4.1531 -112.9719
|
|
v -311.4044 4.8308 -112.9719
|
|
v -310.9599 6.7011 -113.2937
|
|
v -311.2113 5.9274 -113.2937
|
|
v -310.3018 7.1792 -113.2937
|
|
v -309.4883 7.1792 -113.2937
|
|
v -308.8302 6.7011 -113.2937
|
|
v -308.5789 5.9274 -113.2937
|
|
v -308.8302 5.1538 -113.2937
|
|
v -309.4883 4.6756 -113.2937
|
|
v -310.3018 4.6756 -113.2937
|
|
v -310.9599 5.1538 -113.2937
|
|
v -310.9599 6.7011 -114.2186
|
|
v -311.2113 5.9274 -114.2186
|
|
v -310.3018 7.1792 -114.2186
|
|
v -309.4883 7.1792 -114.2186
|
|
v -308.8302 6.7011 -114.2186
|
|
v -308.5789 5.9274 -114.2186
|
|
v -308.8302 5.1538 -114.2186
|
|
v -309.4883 4.6756 -114.2186
|
|
v -310.3018 4.6756 -114.2186
|
|
v -310.9599 5.1538 -114.2186
|
|
v -311.3360 6.9743 -114.4200
|
|
v -311.6761 5.9274 -114.4200
|
|
v -310.4455 7.6213 -114.4200
|
|
v -309.3447 7.6213 -114.4200
|
|
v -308.4542 6.9743 -114.4200
|
|
v -308.1140 5.9274 -114.4200
|
|
v -308.4542 4.8805 -114.4200
|
|
v -309.3447 4.2335 -114.4200
|
|
v -310.4455 4.2335 -114.4200
|
|
v -311.3360 4.8805 -114.4200
|
|
v -311.3360 6.9743 -116.8446
|
|
v -311.6761 5.9274 -116.8446
|
|
v -310.4455 7.6213 -116.8446
|
|
v -309.3447 7.6213 -116.8446
|
|
v -308.4542 6.9743 -116.8446
|
|
v -308.1140 5.9274 -116.8446
|
|
v -308.4542 4.8805 -116.8446
|
|
v -309.3447 4.2335 -116.8446
|
|
v -310.4455 4.2335 -116.8446
|
|
v -311.3360 4.8805 -116.8446
|
|
v -310.7258 6.5309 -98.7993
|
|
v -310.9219 5.9274 -98.7993
|
|
v -310.9219 5.9274 -88.4211
|
|
v -310.7258 6.5309 -88.4211
|
|
v -310.2124 6.9040 -98.7993
|
|
v -310.2124 6.9040 -88.4211
|
|
v -309.5778 6.9040 -98.7993
|
|
v -309.5778 6.9040 -88.4211
|
|
v -309.0644 6.5309 -98.7993
|
|
v -309.0644 6.5309 -88.4211
|
|
v -308.8683 5.9274 -98.7993
|
|
v -308.8683 5.9274 -88.4211
|
|
v -309.0644 5.3239 -98.7993
|
|
v -309.0644 5.3239 -88.4211
|
|
v -309.5778 4.9509 -98.7993
|
|
v -309.5778 4.9509 -88.4211
|
|
v -310.2124 4.9509 -98.7993
|
|
v -310.2124 4.9509 -88.4211
|
|
v -310.7258 5.3239 -98.7993
|
|
v -310.7258 5.3239 -88.4211
|
|
v -427.7536 6.8384 -88.8632
|
|
v -427.4576 5.9274 -88.8632
|
|
v -427.4576 5.9274 -98.3572
|
|
v -427.7536 6.8384 -98.3572
|
|
v -428.5286 7.4014 -88.8632
|
|
v -428.5286 7.4014 -98.3572
|
|
v -429.4864 7.4014 -88.8632
|
|
v -429.4865 7.4014 -98.3572
|
|
v -430.2614 6.8384 -88.8632
|
|
v -430.2614 6.8384 -98.3572
|
|
v -430.5573 5.9274 -88.8632
|
|
v -430.5574 5.9274 -98.3572
|
|
v -430.2614 5.0164 -88.8632
|
|
v -430.2614 5.0164 -98.3572
|
|
v -429.4864 4.4534 -88.8632
|
|
v -429.4865 4.4534 -98.3572
|
|
v -428.5286 4.4534 -88.8632
|
|
v -428.5285 4.4534 -98.3572
|
|
v -427.7536 5.0164 -88.8632
|
|
v -427.7536 5.0164 -98.3572
|
|
v -428.1768 5.3239 -86.1314
|
|
v -427.9807 5.9274 -86.1314
|
|
v -428.1768 6.5309 -86.1314
|
|
v -428.6902 6.9040 -86.1314
|
|
v -429.3248 6.9040 -86.1314
|
|
v -429.8382 6.5309 -86.1314
|
|
v -430.0343 5.9274 -86.1314
|
|
v -429.8382 5.3239 -86.1314
|
|
v -429.3248 4.9509 -86.1314
|
|
v -428.6902 4.9509 -86.1314
|
|
v -427.9449 5.9274 -114.7825
|
|
v -428.1479 5.3029 -114.7825
|
|
v -428.6791 4.9169 -114.7825
|
|
v -429.3358 4.9169 -114.7825
|
|
v -429.8671 5.3028 -114.7825
|
|
v -430.0701 5.9274 -114.7825
|
|
v -429.8671 6.5520 -114.7825
|
|
v -429.3358 6.9380 -114.7825
|
|
v -428.6791 6.9380 -114.7825
|
|
v -428.1479 6.5520 -114.7825
|
|
v -427.9807 5.9274 -111.1415
|
|
v -427.6247 5.9274 -111.8155
|
|
v -427.8888 6.7402 -111.8155
|
|
v -428.1768 6.5309 -111.1415
|
|
v -428.5802 7.2425 -111.8155
|
|
v -428.6902 6.9040 -111.1415
|
|
v -429.4348 7.2425 -111.8155
|
|
v -429.3248 6.9040 -111.1415
|
|
v -430.1262 6.7402 -111.8155
|
|
v -429.8382 6.5309 -111.1415
|
|
v -430.3903 5.9274 -111.8155
|
|
v -430.0343 5.9274 -111.1415
|
|
v -430.1262 5.1146 -111.8155
|
|
v -429.8382 5.3239 -111.1415
|
|
v -429.4348 4.6123 -111.8155
|
|
v -429.3248 4.9509 -111.1415
|
|
v -428.5802 4.6123 -111.8155
|
|
v -428.6902 4.9509 -111.1415
|
|
v -427.8888 5.1146 -111.8155
|
|
v -428.1768 5.3239 -111.1415
|
|
v -427.6247 5.9274 -112.4492
|
|
v -427.8888 6.7402 -112.4492
|
|
v -428.5802 7.2425 -112.4492
|
|
v -429.4348 7.2425 -112.4492
|
|
v -430.1262 6.7402 -112.4492
|
|
v -430.3903 5.9274 -112.4492
|
|
v -430.1262 5.1146 -112.4492
|
|
v -429.4348 4.6123 -112.4492
|
|
v -428.5802 4.6123 -112.4492
|
|
v -427.8888 5.1146 -112.4492
|
|
v -427.1419 5.9274 -112.4492
|
|
v -427.4982 7.0240 -112.4492
|
|
v -428.4310 7.7017 -112.4492
|
|
v -429.5840 7.7017 -112.4492
|
|
v -430.5168 7.0240 -112.4492
|
|
v -430.8731 5.9274 -112.4492
|
|
v -430.5168 4.8308 -112.4492
|
|
v -429.5840 4.1531 -112.4492
|
|
v -428.4310 4.1531 -112.4492
|
|
v -427.4982 4.8308 -112.4492
|
|
v -427.1419 5.9274 -112.9719
|
|
v -427.4982 7.0240 -112.9719
|
|
v -428.4310 7.7017 -112.9719
|
|
v -429.5840 7.7017 -112.9719
|
|
v -430.5168 7.0240 -112.9719
|
|
v -430.8731 5.9274 -112.9719
|
|
v -430.5168 4.8308 -112.9719
|
|
v -429.5840 4.1531 -112.9719
|
|
v -428.4310 4.1531 -112.9719
|
|
v -427.4982 4.8308 -112.9719
|
|
v -427.6913 5.9274 -113.2937
|
|
v -427.9427 6.7011 -113.2937
|
|
v -428.6008 7.1792 -113.2937
|
|
v -429.4142 7.1792 -113.2937
|
|
v -430.0723 6.7011 -113.2937
|
|
v -430.3237 5.9274 -113.2937
|
|
v -430.0723 5.1538 -113.2937
|
|
v -429.4142 4.6756 -113.2937
|
|
v -428.6008 4.6756 -113.2937
|
|
v -427.9427 5.1538 -113.2937
|
|
v -427.6913 5.9274 -114.2186
|
|
v -427.9427 6.7011 -114.2186
|
|
v -428.6008 7.1792 -114.2186
|
|
v -429.4142 7.1792 -114.2186
|
|
v -430.0723 6.7011 -114.2186
|
|
v -430.3237 5.9274 -114.2186
|
|
v -430.0723 5.1538 -114.2186
|
|
v -429.4142 4.6756 -114.2186
|
|
v -428.6008 4.6756 -114.2186
|
|
v -427.9427 5.1538 -114.2186
|
|
v -427.2264 5.9274 -114.4200
|
|
v -427.5666 6.9743 -114.4200
|
|
v -428.4571 7.6213 -114.4200
|
|
v -429.5579 7.6213 -114.4200
|
|
v -430.4484 6.9743 -114.4200
|
|
v -430.7886 5.9274 -114.4200
|
|
v -430.4484 4.8805 -114.4200
|
|
v -429.5579 4.2335 -114.4200
|
|
v -428.4571 4.2335 -114.4200
|
|
v -427.5666 4.8805 -114.4200
|
|
v -427.2264 5.9274 -116.8446
|
|
v -427.5666 6.9743 -116.8446
|
|
v -428.4571 7.6213 -116.8446
|
|
v -429.5579 7.6213 -116.8446
|
|
v -430.4484 6.9743 -116.8446
|
|
v -430.7886 5.9274 -116.8446
|
|
v -430.4484 4.8805 -116.8446
|
|
v -429.5579 4.2335 -116.8446
|
|
v -428.4571 4.2335 -116.8446
|
|
v -427.5666 4.8805 -116.8446
|
|
v -428.1768 6.5309 -98.7993
|
|
v -427.9807 5.9274 -98.7993
|
|
v -427.9807 5.9274 -88.4211
|
|
v -428.1768 6.5309 -88.4211
|
|
v -428.6902 6.9040 -98.7993
|
|
v -428.6902 6.9040 -88.4211
|
|
v -429.3248 6.9040 -98.7993
|
|
v -429.3248 6.9040 -88.4211
|
|
v -429.8382 6.5309 -98.7993
|
|
v -429.8382 6.5309 -88.4211
|
|
v -430.0343 5.9274 -98.7993
|
|
v -430.0343 5.9274 -88.4211
|
|
v -429.8382 5.3239 -98.7993
|
|
v -429.8382 5.3239 -88.4211
|
|
v -429.3248 4.9509 -98.7993
|
|
v -429.3248 4.9509 -88.4211
|
|
v -428.6902 4.9509 -98.7993
|
|
v -428.6902 4.9509 -88.4211
|
|
v -428.1768 5.3239 -98.7993
|
|
v -428.1768 5.3239 -88.4211
|
|
# 300 vertices
|
|
|
|
vn -0.7442 0.5407 0.3923
|
|
vn -0.7442 0.5407 -0.3923
|
|
vn -0.9199 0.0000 -0.3923
|
|
vn -0.9199 -0.0000 0.3922
|
|
vn -0.2843 0.8748 0.3923
|
|
vn -0.2843 0.8748 -0.3923
|
|
vn 0.2843 0.8748 0.3923
|
|
vn 0.2843 0.8748 -0.3923
|
|
vn 0.7442 0.5407 0.3923
|
|
vn 0.7442 0.5407 -0.3923
|
|
vn 0.9199 -0.0000 0.3923
|
|
vn 0.9199 0.0000 -0.3923
|
|
vn 0.7442 -0.5407 0.3923
|
|
vn 0.7442 -0.5407 -0.3922
|
|
vn 0.2843 -0.8748 0.3923
|
|
vn 0.2843 -0.8748 -0.3922
|
|
vn -0.2842 -0.8748 0.3923
|
|
vn -0.2843 -0.8748 -0.3923
|
|
vn -0.7442 -0.5407 0.3923
|
|
vn -0.7442 -0.5407 -0.3923
|
|
vn -0.6192 -0.4498 0.6437
|
|
vn -0.2365 -0.7278 0.6437
|
|
vn 0.2365 -0.7278 0.6437
|
|
vn 0.6191 -0.4498 0.6438
|
|
vn 0.7653 -0.0000 0.6437
|
|
vn 0.6191 0.4498 0.6437
|
|
vn 0.2365 0.7278 0.6437
|
|
vn -0.2365 0.7278 0.6437
|
|
vn -0.6191 0.4498 0.6437
|
|
vn -0.7652 0.0000 0.6438
|
|
vn 0.6463 -0.0000 -0.7631
|
|
vn 0.5229 -0.3799 -0.7631
|
|
vn 0.1997 -0.6147 -0.7631
|
|
vn -0.1997 -0.6147 -0.7631
|
|
vn -0.5229 -0.3799 -0.7631
|
|
vn -0.6463 -0.0000 -0.7631
|
|
vn -0.5229 0.3799 -0.7631
|
|
vn -0.1997 0.6147 -0.7631
|
|
vn 0.1997 0.6147 -0.7631
|
|
vn 0.5229 0.3799 -0.7631
|
|
vn -0.9676 0.0000 0.2524
|
|
vn -0.7828 0.5688 0.2524
|
|
vn -0.7873 0.5720 0.2302
|
|
vn -0.9731 0.0000 0.2302
|
|
vn -0.2990 0.9203 0.2524
|
|
vn -0.3007 0.9255 0.2302
|
|
vn 0.2990 0.9203 0.2524
|
|
vn 0.3007 0.9255 0.2302
|
|
vn 0.7828 0.5688 0.2524
|
|
vn 0.7873 0.5720 0.2302
|
|
vn 0.9676 -0.0000 0.2524
|
|
vn 0.9731 0.0000 0.2302
|
|
vn 0.7828 -0.5688 0.2524
|
|
vn 0.7873 -0.5720 0.2302
|
|
vn 0.2990 -0.9203 0.2524
|
|
vn 0.3007 -0.9255 0.2302
|
|
vn -0.2990 -0.9203 0.2524
|
|
vn -0.3007 -0.9255 0.2302
|
|
vn -0.7828 -0.5687 0.2524
|
|
vn -0.7873 -0.5720 0.2302
|
|
vn -0.5025 0.3651 0.7837
|
|
vn -0.6211 0.0000 0.7837
|
|
vn -0.1919 0.5907 0.7837
|
|
vn 0.1919 0.5907 0.7837
|
|
vn 0.5025 0.3651 0.7837
|
|
vn 0.6212 -0.0000 0.7837
|
|
vn 0.5024 -0.3650 0.7838
|
|
vn 0.1919 -0.5907 0.7837
|
|
vn -0.1919 -0.5907 0.7837
|
|
vn -0.5025 -0.3651 0.7837
|
|
vn -0.7653 0.0000 0.6437
|
|
vn 0.7653 0.0000 0.6437
|
|
vn 0.6191 -0.4498 0.6437
|
|
vn -0.6191 -0.4498 0.6437
|
|
vn -0.7187 0.5221 -0.4592
|
|
vn -0.8883 0.0000 -0.4592
|
|
vn -0.2745 0.8449 -0.4592
|
|
vn 0.2745 0.8449 -0.4592
|
|
vn 0.7187 0.5221 -0.4592
|
|
vn 0.8883 -0.0000 -0.4592
|
|
vn 0.7187 -0.5221 -0.4592
|
|
vn 0.2745 -0.8449 -0.4592
|
|
vn -0.2745 -0.8449 -0.4592
|
|
vn -0.7187 -0.5221 -0.4592
|
|
vn -0.6784 0.4929 -0.5449
|
|
vn -0.8385 0.0000 -0.5449
|
|
vn -0.2591 0.7975 -0.5449
|
|
vn 0.2591 0.7975 -0.5449
|
|
vn 0.6784 0.4929 -0.5449
|
|
vn 0.8385 0.0000 -0.5448
|
|
vn 0.6784 -0.4929 -0.5449
|
|
vn 0.2591 -0.7975 -0.5449
|
|
vn -0.2591 -0.7975 -0.5449
|
|
vn -0.6784 -0.4929 -0.5449
|
|
vn -0.6443 0.4681 0.6048
|
|
vn -0.7964 0.0000 0.6048
|
|
vn -0.2461 0.7574 0.6048
|
|
vn 0.2461 0.7574 0.6048
|
|
vn 0.6443 0.4681 0.6048
|
|
vn 0.7964 -0.0000 0.6048
|
|
vn 0.6443 -0.4681 0.6048
|
|
vn 0.2461 -0.7574 0.6048
|
|
vn -0.2461 -0.7574 0.6048
|
|
vn -0.6443 -0.4681 0.6048
|
|
vn -0.6986 0.5076 0.5043
|
|
vn -0.8636 0.0000 0.5042
|
|
vn -0.2669 0.8213 0.5043
|
|
vn 0.2669 0.8213 0.5043
|
|
vn 0.6987 0.5076 0.5042
|
|
vn 0.8635 0.0000 0.5043
|
|
vn 0.6987 -0.5076 0.5042
|
|
vn 0.2669 -0.8213 0.5043
|
|
vn -0.2669 -0.8213 0.5043
|
|
vn -0.6986 -0.5076 0.5043
|
|
vn -0.2761 0.2006 -0.9399
|
|
vn -0.3410 0.0001 -0.9401
|
|
vn -0.1055 0.3246 -0.9399
|
|
vn 0.1055 0.3246 -0.9399
|
|
vn 0.2758 0.2005 -0.9401
|
|
vn 0.3419 -0.0000 -0.9397
|
|
vn 0.2758 -0.2005 -0.9401
|
|
vn 0.1055 -0.3246 -0.9399
|
|
vn -0.1055 -0.3246 -0.9399
|
|
vn -0.2764 -0.2007 -0.9398
|
|
vn -0.7199 0.5230 -0.4563
|
|
vn -0.8898 -0.0000 -0.4563
|
|
vn -0.8898 0.0000 0.4563
|
|
vn -0.7199 0.5230 0.4563
|
|
vn -0.2750 0.8463 -0.4563
|
|
vn -0.2750 0.8463 0.4563
|
|
vn 0.2750 0.8463 -0.4563
|
|
vn 0.2750 0.8463 0.4563
|
|
vn 0.7199 0.5230 -0.4563
|
|
vn 0.7199 0.5230 0.4563
|
|
vn 0.8898 0.0000 -0.4563
|
|
vn 0.8898 0.0000 0.4564
|
|
vn 0.7199 -0.5230 -0.4563
|
|
vn 0.7199 -0.5230 0.4563
|
|
vn 0.2750 -0.8463 -0.4563
|
|
vn 0.2750 -0.8463 0.4563
|
|
vn -0.2749 -0.8463 -0.4563
|
|
vn -0.2750 -0.8463 0.4563
|
|
vn -0.7199 -0.5231 -0.4563
|
|
vn -0.7199 -0.5230 0.4563
|
|
vn 0.7442 0.5407 0.3922
|
|
vn 0.9199 -0.0000 0.3922
|
|
vn 0.2842 0.8748 0.3923
|
|
vn 0.2842 0.8748 -0.3923
|
|
vn -0.9199 0.0000 -0.3922
|
|
vn -0.7442 -0.5407 0.3922
|
|
vn -0.7442 -0.5407 -0.3922
|
|
vn -0.2843 -0.8748 0.3923
|
|
vn -0.2843 -0.8748 -0.3922
|
|
vn 0.2842 -0.8748 0.3923
|
|
vn 0.2843 -0.8748 -0.3923
|
|
vn 0.7442 -0.5407 -0.3923
|
|
vn 0.7652 0.0000 0.6438
|
|
vn -0.6191 -0.4498 0.6438
|
|
vn 0.2364 -0.7278 0.6438
|
|
vn 0.6463 0.0000 -0.7631
|
|
vn 0.9731 -0.0000 0.2302
|
|
vn 0.7828 0.5687 0.2524
|
|
vn -0.7828 0.5687 0.2524
|
|
vn -0.7828 -0.5688 0.2524
|
|
vn 0.7828 -0.5687 0.2524
|
|
vn 0.6211 -0.0000 0.7837
|
|
vn -0.5025 -0.3650 0.7837
|
|
vn 0.5025 -0.3651 0.7837
|
|
vn -0.7186 0.5222 -0.4592
|
|
vn -0.8883 -0.0000 -0.4592
|
|
vn 0.2745 -0.8448 -0.4592
|
|
vn 0.7187 -0.5221 -0.4593
|
|
vn 0.8385 -0.0000 -0.5449
|
|
vn -0.8385 -0.0000 -0.5449
|
|
vn 0.6784 -0.4928 -0.5449
|
|
vn 0.8635 -0.0000 0.5043
|
|
vn -0.6987 0.5076 0.5042
|
|
vn -0.8635 -0.0000 0.5043
|
|
vn 0.6986 -0.5076 0.5043
|
|
vn 0.3413 0.0002 -0.9400
|
|
vn -0.2761 0.2006 -0.9400
|
|
vn -0.3413 0.0000 -0.9399
|
|
vn -0.2761 -0.2006 -0.9400
|
|
vn 0.7199 0.5230 -0.4564
|
|
vn 0.8898 0.0000 0.4563
|
|
vn -0.7199 -0.5230 -0.4563
|
|
vn -0.2750 -0.8463 -0.4563
|
|
vn 0.7198 -0.5231 -0.4563
|
|
# 188 vertex normals
|
|
|
|
vt 0.8500 0.3333 1.0000
|
|
vt 0.8500 0.6667 1.0000
|
|
vt 0.7500 0.6667 1.0000
|
|
vt 0.7500 0.3333 1.0000
|
|
vt 0.9500 0.3333 1.0000
|
|
vt 0.9500 0.6667 1.0000
|
|
vt 1.0500 0.3333 1.0000
|
|
vt 1.0500 0.6667 1.0000
|
|
vt 0.1500 0.3333 1.0000
|
|
vt 0.1500 0.6667 1.0000
|
|
vt 0.0500 0.6667 1.0000
|
|
vt 0.0500 0.3333 1.0000
|
|
vt 0.2500 0.3333 1.0000
|
|
vt 0.2500 0.6667 1.0000
|
|
vt 0.3500 0.3333 1.0000
|
|
vt 0.3500 0.6667 1.0000
|
|
vt 0.4500 0.3333 1.0000
|
|
vt 0.4500 0.6667 1.0000
|
|
vt 0.5500 0.3333 1.0000
|
|
vt 0.5500 0.6667 1.0000
|
|
vt 0.6500 0.3333 1.0000
|
|
vt 0.6500 0.6667 1.0000
|
|
vt 0.7939 0.9045 -0.2500
|
|
vt 0.9755 0.6545 -0.2500
|
|
vt 0.9755 0.3455 -0.2500
|
|
vt 0.7939 0.0955 -0.2500
|
|
vt 0.5000 0.0000 -0.2500
|
|
vt 0.2061 0.0955 -0.2500
|
|
vt 0.0245 0.3455 -0.2500
|
|
vt 0.0245 0.6545 -0.2500
|
|
vt 0.2061 0.9045 -0.2500
|
|
vt 0.5000 1.0000 -0.2500
|
|
vt 0.5000 1.0000 0.2500
|
|
vt 0.2061 0.9045 0.2500
|
|
vt 0.0245 0.6545 0.2500
|
|
vt 0.0245 0.3455 0.2500
|
|
vt 0.2061 0.0955 0.2500
|
|
vt 0.5000 0.0000 0.2500
|
|
vt 0.7939 0.0955 0.2500
|
|
vt 0.9755 0.3455 0.2500
|
|
vt 0.9755 0.6545 0.2500
|
|
vt 0.7939 0.9045 0.2500
|
|
vt 0.7500 1.0000 1.0000
|
|
vt 0.8500 1.0000 1.0000
|
|
vt 0.9500 1.0000 1.0000
|
|
vt 1.0500 1.0000 1.0000
|
|
vt 0.0500 1.0000 1.0000
|
|
vt 0.1500 1.0000 1.0000
|
|
vt 0.2500 1.0000 1.0000
|
|
vt 0.3500 1.0000 1.0000
|
|
vt 0.4500 1.0000 1.0000
|
|
vt 0.5500 1.0000 1.0000
|
|
vt 0.6500 1.0000 1.0000
|
|
vt 0.7500 0.0000 1.0000
|
|
vt 0.8500 0.0000 1.0000
|
|
vt 0.9500 0.0000 1.0000
|
|
vt 1.0500 0.0000 1.0000
|
|
vt 0.0500 0.0000 1.0000
|
|
vt 0.1500 0.0000 1.0000
|
|
vt 0.2500 0.0000 1.0000
|
|
vt 0.3500 0.0000 1.0000
|
|
vt 0.4500 0.0000 1.0000
|
|
vt 0.5500 0.0000 1.0000
|
|
vt 0.6500 0.0000 1.0000
|
|
# 64 texture coords
|
|
|
|
o Cylinder018
|
|
g Cylinder018
|
|
usemtl wire_008008008
|
|
s 8
|
|
f 465/162/327 466/163/328 467/164/329 468/165/330
|
|
f 469/166/331 470/167/332 466/163/328 465/162/327
|
|
f 471/168/333 472/169/334 470/167/332 469/166/331
|
|
f 473/170/335 474/171/336 472/172/334 471/173/333
|
|
f 475/174/337 476/175/338 474/171/336 473/170/335
|
|
f 477/176/339 478/177/340 476/175/338 475/174/337
|
|
f 479/178/341 480/179/342 478/177/340 477/176/339
|
|
f 481/180/343 482/181/344 480/179/342 479/178/341
|
|
f 483/182/345 484/183/346 482/181/344 481/180/343
|
|
f 468/165/330 467/164/329 484/183/346 483/182/345
|
|
s 1
|
|
f 485/184/347 486/185/348 487/186/349 488/187/350 489/188/351 490/189/352 491/190/353 492/191/354 493/192/355 494/193/356
|
|
f 495/194/357 496/195/358 497/196/359 498/197/360 499/198/361 500/199/362 501/200/363 502/201/364 503/202/365 504/203/366
|
|
s off
|
|
f 505/204/367 506/205/368 507/195/369 508/194/370
|
|
f 506/205/368 509/206/371 510/196/372 507/195/369
|
|
f 509/206/371 511/207/373 512/197/374 510/196/372
|
|
f 511/208/373 513/209/375 514/198/376 512/197/374
|
|
f 513/209/375 515/210/377 516/199/378 514/198/376
|
|
f 515/210/377 517/211/379 518/200/380 516/199/378
|
|
f 517/211/379 519/212/381 520/201/382 518/200/380
|
|
f 519/212/381 521/213/383 522/202/384 520/201/382
|
|
f 521/213/383 523/214/385 524/203/386 522/202/384
|
|
f 523/214/385 505/204/367 508/194/370 524/203/386
|
|
f 508/194/370 507/195/369 525/195/387 526/194/388
|
|
f 507/195/369 510/196/372 527/196/389 525/195/387
|
|
f 510/196/372 512/197/374 528/197/390 527/196/389
|
|
f 512/197/374 514/198/376 529/198/391 528/197/390
|
|
f 514/198/376 516/199/378 530/199/392 529/198/391
|
|
f 516/199/378 518/200/380 531/200/393 530/199/392
|
|
f 518/200/380 520/201/382 532/201/394 531/200/393
|
|
f 520/201/382 522/202/384 533/202/395 532/201/394
|
|
f 522/202/384 524/203/386 534/203/396 533/202/395
|
|
f 524/203/386 508/194/370 526/194/388 534/203/396
|
|
f 526/194/388 525/195/387 535/195/355 536/194/397
|
|
f 525/195/387 527/196/389 537/196/354 535/195/355
|
|
f 527/196/389 528/197/390 538/197/353 537/196/354
|
|
f 528/197/390 529/198/391 539/198/352 538/197/353
|
|
f 529/198/391 530/199/392 540/199/398 539/198/352
|
|
f 530/199/392 531/200/393 541/200/399 540/199/398
|
|
f 531/200/393 532/201/394 542/201/349 541/200/399
|
|
f 532/201/394 533/202/395 543/202/348 542/201/349
|
|
f 533/202/395 534/203/396 544/203/400 543/202/348
|
|
f 534/203/396 526/194/388 536/194/397 544/203/400
|
|
f 536/194/397 535/195/355 545/195/401 546/194/402
|
|
f 535/195/355 537/196/354 547/196/403 545/195/401
|
|
f 537/196/354 538/197/353 548/197/404 547/196/403
|
|
f 538/197/353 539/198/352 549/198/405 548/197/404
|
|
f 539/198/352 540/199/398 550/199/406 549/198/405
|
|
f 540/199/398 541/200/399 551/200/407 550/199/406
|
|
f 541/200/399 542/201/349 552/201/408 551/200/407
|
|
f 542/201/349 543/202/348 553/202/409 552/201/408
|
|
f 543/202/348 544/203/400 554/203/410 553/202/409
|
|
f 544/203/400 536/194/397 546/194/402 554/203/410
|
|
f 546/194/402 545/195/401 555/195/411 556/194/412
|
|
f 545/195/401 547/196/403 557/196/413 555/195/411
|
|
f 547/196/403 548/197/404 558/197/414 557/196/413
|
|
f 548/197/404 549/198/405 559/198/415 558/197/414
|
|
f 549/198/405 550/199/406 560/199/416 559/198/415
|
|
f 550/199/406 551/200/407 561/200/417 560/199/416
|
|
f 551/200/407 552/201/408 562/201/418 561/200/417
|
|
f 552/201/408 553/202/409 563/202/419 562/201/418
|
|
f 553/202/409 554/203/410 564/203/420 563/202/419
|
|
f 554/203/410 546/194/402 556/194/412 564/203/420
|
|
f 556/194/412 555/195/411 565/195/421 566/194/422
|
|
f 555/195/411 557/196/413 567/196/423 565/195/421
|
|
f 557/196/413 558/197/414 568/197/424 567/196/423
|
|
f 558/197/414 559/198/415 569/198/425 568/197/424
|
|
f 559/198/415 560/199/416 570/199/426 569/198/425
|
|
f 560/199/416 561/200/417 571/200/427 570/199/426
|
|
f 561/200/417 562/201/418 572/201/428 571/200/427
|
|
f 562/201/418 563/202/419 573/202/429 572/201/428
|
|
f 563/202/419 564/203/420 574/203/430 573/202/429
|
|
f 564/203/420 556/194/412 566/194/422 574/203/430
|
|
f 566/194/422 565/195/421 575/195/431 576/194/432
|
|
f 565/195/421 567/196/423 577/196/433 575/195/431
|
|
f 567/196/423 568/197/424 578/197/434 577/196/433
|
|
f 568/197/424 569/198/425 579/198/435 578/197/434
|
|
f 569/198/425 570/199/426 580/199/436 579/198/435
|
|
f 570/199/426 571/200/427 581/200/437 580/199/436
|
|
f 571/200/427 572/201/428 582/201/438 581/200/437
|
|
f 572/201/428 573/202/429 583/202/439 582/201/438
|
|
f 573/202/429 574/203/430 584/203/440 583/202/439
|
|
f 574/203/430 566/194/422 576/194/432 584/203/440
|
|
f 576/194/432 575/195/431 585/195/441 586/194/442
|
|
f 575/195/431 577/196/433 587/196/443 585/195/441
|
|
f 577/196/433 578/197/434 588/197/444 587/196/443
|
|
f 578/197/434 579/198/435 589/198/445 588/197/444
|
|
f 579/198/435 580/199/436 590/199/446 589/198/445
|
|
f 580/199/436 581/200/437 591/200/447 590/199/446
|
|
f 581/200/437 582/201/438 592/201/448 591/200/447
|
|
f 582/201/438 583/202/439 593/202/449 592/201/448
|
|
f 583/202/439 584/203/440 594/203/450 593/202/449
|
|
f 584/203/440 576/194/432 586/194/442 594/203/450
|
|
f 586/194/442 585/195/441 496/195/358 495/194/357
|
|
f 585/195/441 587/196/443 497/196/359 496/195/358
|
|
f 587/196/443 588/197/444 498/197/360 497/196/359
|
|
f 588/197/444 589/198/445 499/198/361 498/197/360
|
|
f 589/198/445 590/199/446 500/199/362 499/198/361
|
|
f 590/199/446 591/200/447 501/200/363 500/199/362
|
|
f 591/200/447 592/201/448 502/201/364 501/200/363
|
|
f 592/201/448 593/202/449 503/202/365 502/201/364
|
|
f 593/202/449 594/203/450 504/203/366 503/202/365
|
|
f 594/203/450 586/194/442 495/194/357 504/203/366
|
|
s 8
|
|
f 595/163/451 506/205/368 505/204/367 596/164/452
|
|
f 597/165/453 494/215/356 493/216/355 598/162/454
|
|
f 599/167/455 509/206/371 506/205/368 595/163/451
|
|
f 598/162/454 493/216/355 492/217/354 600/166/456
|
|
f 601/169/457 511/207/373 509/206/371 599/167/455
|
|
f 600/166/456 492/217/354 491/218/353 602/168/458
|
|
f 603/171/459 513/209/375 511/208/373 601/172/457
|
|
f 602/173/458 491/219/353 490/220/352 604/170/460
|
|
f 605/175/461 515/210/377 513/209/375 603/171/459
|
|
f 604/170/460 490/220/352 489/221/351 606/174/462
|
|
f 607/177/463 517/211/379 515/210/377 605/175/461
|
|
f 606/174/462 489/221/351 488/222/350 608/176/464
|
|
f 609/179/465 519/212/381 517/211/379 607/177/463
|
|
f 608/176/464 488/222/350 487/223/349 610/178/466
|
|
f 611/181/467 521/213/383 519/212/381 609/179/465
|
|
f 610/178/466 487/223/349 486/224/348 612/180/468
|
|
f 613/183/469 523/214/385 521/213/383 611/181/467
|
|
f 612/180/468 486/224/348 485/225/347 614/182/470
|
|
f 596/164/452 505/204/367 523/214/385 613/183/469
|
|
f 614/182/470 485/225/347 494/215/356 597/165/453
|
|
s off
|
|
f 595/163/451 596/164/452 467/164/329 466/163/328
|
|
f 596/164/452 613/183/469 484/183/346 467/164/329
|
|
f 613/183/469 611/181/467 482/181/344 484/183/346
|
|
f 611/181/467 609/179/465 480/179/342 482/181/344
|
|
f 609/179/465 607/177/463 478/177/340 480/179/342
|
|
f 607/177/463 605/175/461 476/175/338 478/177/340
|
|
f 605/175/461 603/171/459 474/171/336 476/175/338
|
|
f 603/171/459 601/172/457 472/172/334 474/171/336
|
|
f 601/169/457 599/167/455 470/167/332 472/169/334
|
|
f 599/167/455 595/163/451 466/163/328 470/167/332
|
|
f 597/165/453 598/162/454 465/162/327 468/165/330
|
|
f 598/162/454 600/166/456 469/166/331 465/162/327
|
|
f 600/166/456 602/168/458 471/168/333 469/166/331
|
|
f 602/173/458 604/170/460 473/170/335 471/173/333
|
|
f 604/170/460 606/174/462 475/174/337 473/170/335
|
|
f 606/174/462 608/176/464 477/176/339 475/174/337
|
|
f 608/176/464 610/178/466 479/178/341 477/176/339
|
|
f 610/178/466 612/180/468 481/180/343 479/178/341
|
|
f 612/180/468 614/182/470 483/182/345 481/180/343
|
|
f 614/182/470 597/165/453 468/165/330 483/182/345
|
|
s 8
|
|
f 615/162/471 616/165/472 617/164/338 618/163/336
|
|
f 619/166/473 615/162/471 618/163/336 620/167/474
|
|
f 621/168/331 619/166/473 620/167/474 622/169/332
|
|
f 623/170/327 621/173/331 622/172/332 624/171/328
|
|
f 625/174/330 623/170/327 624/171/328 626/175/475
|
|
f 627/176/476 625/174/330 626/175/475 628/177/477
|
|
f 629/178/478 627/176/476 628/177/477 630/179/479
|
|
f 631/180/480 629/178/478 630/179/479 632/181/481
|
|
f 633/182/339 631/180/480 632/181/481 634/183/482
|
|
f 616/165/472 633/182/339 634/183/482 617/164/338
|
|
s 1
|
|
f 635/184/399 636/193/483 637/192/352 638/191/353 639/190/354 640/189/355 641/188/397 642/187/484 643/186/348 644/185/485
|
|
f 645/194/362 646/203/363 647/202/364 648/201/365 649/200/366 650/199/486 651/198/358 652/197/359 653/196/360 654/195/361
|
|
s off
|
|
f 655/204/377 656/194/487 657/195/376 658/205/488
|
|
f 658/205/488 657/195/376 659/196/374 660/206/373
|
|
f 660/206/373 659/196/374 661/197/372 662/207/371
|
|
f 662/208/371 661/197/372 663/198/369 664/209/489
|
|
f 664/209/489 663/198/369 665/199/370 666/210/367
|
|
f 666/210/367 665/199/370 667/200/386 668/211/490
|
|
f 668/211/490 667/200/386 669/201/384 670/212/383
|
|
f 670/212/383 669/201/384 671/202/382 672/213/381
|
|
f 672/213/381 671/202/382 673/203/380 674/214/491
|
|
f 674/214/491 673/203/380 656/194/487 655/204/377
|
|
f 656/194/487 675/194/492 676/195/391 657/195/376
|
|
f 657/195/376 676/195/391 677/196/390 659/196/374
|
|
f 659/196/374 677/196/390 678/197/389 661/197/372
|
|
f 661/197/372 678/197/389 679/198/387 663/198/369
|
|
f 663/198/369 679/198/387 680/199/388 665/199/370
|
|
f 665/199/370 680/199/388 681/200/493 667/200/386
|
|
f 667/200/386 681/200/493 682/201/395 669/201/384
|
|
f 669/201/384 682/201/395 683/202/394 671/202/382
|
|
f 671/202/382 683/202/394 684/203/494 673/203/380
|
|
f 673/203/380 684/203/494 675/194/492 656/194/487
|
|
f 675/194/492 685/194/398 686/195/352 676/195/391
|
|
f 676/195/391 686/195/352 687/196/353 677/196/390
|
|
f 677/196/390 687/196/353 688/197/354 678/197/389
|
|
f 678/197/389 688/197/354 689/198/355 679/198/387
|
|
f 679/198/387 689/198/355 690/199/356 680/199/388
|
|
f 680/199/388 690/199/356 691/200/484 681/200/493
|
|
f 681/200/493 691/200/484 692/201/348 682/201/395
|
|
f 682/201/395 692/201/348 693/202/485 683/202/394
|
|
f 683/202/394 693/202/485 694/203/350 684/203/494
|
|
f 684/203/494 694/203/350 685/194/398 675/194/492
|
|
f 685/194/398 695/194/406 696/195/405 686/195/352
|
|
f 686/195/352 696/195/405 697/196/404 687/196/353
|
|
f 687/196/353 697/196/404 698/197/403 688/197/354
|
|
f 688/197/354 698/197/403 699/198/495 689/198/355
|
|
f 689/198/355 699/198/495 700/199/496 690/199/356
|
|
f 690/199/356 700/199/496 701/200/410 691/200/484
|
|
f 691/200/484 701/200/410 702/201/409 692/201/348
|
|
f 692/201/348 702/201/409 703/202/497 693/202/485
|
|
f 693/202/485 703/202/497 704/203/498 694/203/350
|
|
f 694/203/350 704/203/498 695/194/406 685/194/398
|
|
f 695/194/406 705/194/499 706/195/415 696/195/405
|
|
f 696/195/405 706/195/415 707/196/414 697/196/404
|
|
f 697/196/404 707/196/414 708/197/413 698/197/403
|
|
f 698/197/403 708/197/413 709/198/411 699/198/495
|
|
f 699/198/495 709/198/411 710/199/500 700/199/496
|
|
f 700/199/496 710/199/500 711/200/420 701/200/410
|
|
f 701/200/410 711/200/420 712/201/419 702/201/409
|
|
f 702/201/409 712/201/419 713/202/418 703/202/497
|
|
f 703/202/497 713/202/418 714/203/501 704/203/498
|
|
f 704/203/498 714/203/501 705/194/499 695/194/406
|
|
f 705/194/499 715/194/426 716/195/425 706/195/415
|
|
f 706/195/415 716/195/425 717/196/424 707/196/414
|
|
f 707/196/414 717/196/424 718/197/423 708/197/413
|
|
f 708/197/413 718/197/423 719/198/421 709/198/411
|
|
f 709/198/411 719/198/421 720/199/422 710/199/500
|
|
f 710/199/500 720/199/422 721/200/430 711/200/420
|
|
f 711/200/420 721/200/430 722/201/429 712/201/419
|
|
f 712/201/419 722/201/429 723/202/428 713/202/418
|
|
f 713/202/418 723/202/428 724/203/427 714/203/501
|
|
f 714/203/501 724/203/427 715/194/426 705/194/499
|
|
f 715/194/426 725/194/502 726/195/435 716/195/425
|
|
f 716/195/425 726/195/435 727/196/434 717/196/424
|
|
f 717/196/424 727/196/434 728/197/433 718/197/423
|
|
f 718/197/423 728/197/433 729/198/503 719/198/421
|
|
f 719/198/421 729/198/503 730/199/504 720/199/422
|
|
f 720/199/422 730/199/504 731/200/440 721/200/430
|
|
f 721/200/430 731/200/440 732/201/439 722/201/429
|
|
f 722/201/429 732/201/439 733/202/438 723/202/428
|
|
f 723/202/428 733/202/438 734/203/505 724/203/427
|
|
f 724/203/427 734/203/505 725/194/502 715/194/426
|
|
f 725/194/502 735/194/506 736/195/445 726/195/435
|
|
f 726/195/435 736/195/445 737/196/444 727/196/434
|
|
f 727/196/434 737/196/444 738/197/443 728/197/433
|
|
f 728/197/433 738/197/443 739/198/507 729/198/503
|
|
f 729/198/503 739/198/507 740/199/508 730/199/504
|
|
f 730/199/504 740/199/508 741/200/509 731/200/440
|
|
f 731/200/440 741/200/509 742/201/449 732/201/439
|
|
f 732/201/439 742/201/449 743/202/448 733/202/438
|
|
f 733/202/438 743/202/448 744/203/447 734/203/505
|
|
f 734/203/505 744/203/447 735/194/506 725/194/502
|
|
f 735/194/506 645/194/362 654/195/361 736/195/445
|
|
f 736/195/445 654/195/361 653/196/360 737/196/444
|
|
f 737/196/444 653/196/360 652/197/359 738/197/443
|
|
f 738/197/443 652/197/359 651/198/358 739/198/507
|
|
f 739/198/507 651/198/358 650/199/486 740/199/508
|
|
f 740/199/508 650/199/486 649/200/366 741/200/509
|
|
f 741/200/509 649/200/366 648/201/365 742/201/449
|
|
f 742/201/449 648/201/365 647/202/364 743/202/448
|
|
f 743/202/448 647/202/364 646/203/363 744/203/447
|
|
f 744/203/447 646/203/363 645/194/362 735/194/506
|
|
s 8
|
|
f 745/163/510 746/164/461 655/204/377 658/205/488
|
|
f 747/165/511 748/162/460 637/216/352 636/215/483
|
|
f 749/167/457 745/163/510 658/205/488 660/206/373
|
|
f 748/162/460 750/166/458 638/217/353 637/216/352
|
|
f 751/169/455 749/167/457 660/206/373 662/207/371
|
|
f 750/166/458 752/168/456 639/218/354 638/217/353
|
|
f 753/171/451 751/172/455 662/208/371 664/209/489
|
|
f 752/173/456 754/170/454 640/220/355 639/219/354
|
|
f 755/175/452 753/171/451 664/209/489 666/210/367
|
|
f 754/170/454 756/174/453 641/221/397 640/220/355
|
|
f 757/177/512 755/175/452 666/210/367 668/211/490
|
|
f 756/174/453 758/176/470 642/222/484 641/221/397
|
|
f 759/179/513 757/177/512 668/211/490 670/212/383
|
|
f 758/176/470 760/178/468 643/223/348 642/222/484
|
|
f 761/181/465 759/179/513 670/212/383 672/213/381
|
|
f 760/178/468 762/180/466 644/224/485 643/223/348
|
|
f 763/183/514 761/181/465 672/213/381 674/214/491
|
|
f 762/180/466 764/182/464 635/225/399 644/224/485
|
|
f 746/164/461 763/183/514 674/214/491 655/204/377
|
|
f 764/182/464 747/165/511 636/215/483 635/225/399
|
|
s off
|
|
f 745/163/510 618/163/336 617/164/338 746/164/461
|
|
f 746/164/461 617/164/338 634/183/482 763/183/514
|
|
f 763/183/514 634/183/482 632/181/481 761/181/465
|
|
f 761/181/465 632/181/481 630/179/479 759/179/513
|
|
f 759/179/513 630/179/479 628/177/477 757/177/512
|
|
f 757/177/512 628/177/477 626/175/475 755/175/452
|
|
f 755/175/452 626/175/475 624/171/328 753/171/451
|
|
f 753/171/451 624/171/328 622/172/332 751/172/455
|
|
f 751/169/455 622/169/332 620/167/474 749/167/457
|
|
f 749/167/457 620/167/474 618/163/336 745/163/510
|
|
f 747/165/511 616/165/472 615/162/471 748/162/460
|
|
f 748/162/460 615/162/471 619/166/473 750/166/458
|
|
f 750/166/458 619/166/473 621/168/331 752/168/456
|
|
f 752/173/456 621/173/331 623/170/327 754/170/454
|
|
f 754/170/454 623/170/327 625/174/330 756/174/453
|
|
f 756/174/453 625/174/330 627/176/476 758/176/470
|
|
f 758/176/470 627/176/476 629/178/478 760/178/468
|
|
f 760/178/468 629/178/478 631/180/480 762/180/466
|
|
f 762/180/466 631/180/480 633/182/339 764/182/464
|
|
f 764/182/464 633/182/339 616/165/472 747/165/511
|
|
# 284 polygons
|
|
|
|
#
|
|
# object Box177
|
|
#
|
|
|
|
v -308.1021 9.2189 -78.9184
|
|
v -308.1021 10.7313 -80.4878
|
|
v -308.1021 10.7313 -103.5016
|
|
v -308.1021 9.2189 -103.5016
|
|
v -308.1021 9.2189 -87.2423
|
|
v -307.4778 9.6038 -79.8725
|
|
v -307.4778 9.6038 -87.2423
|
|
v -307.4778 9.6038 -103.1167
|
|
v -307.4778 10.3464 -103.1167
|
|
v -307.4778 10.3464 -80.6430
|
|
v -308.1021 5.7716 -80.4689
|
|
v -308.1021 5.7716 -84.2053
|
|
v -307.8302 5.7716 -84.2053
|
|
v -307.8302 5.7716 -80.4689
|
|
v -307.8302 10.7313 -103.5016
|
|
v -307.8302 9.2189 -103.5016
|
|
v -307.8302 10.7313 -80.4878
|
|
v -307.8302 9.2189 -78.9184
|
|
v -307.8302 9.2189 -87.2423
|
|
v -307.4778 8.8340 -86.3902
|
|
v -307.4778 8.8340 -79.3034
|
|
v -307.4778 7.4816 -79.3034
|
|
v -307.4778 6.1565 -80.6284
|
|
v -307.4778 6.1565 -84.0314
|
|
v -308.1021 7.3221 -78.9184
|
|
v -307.8302 7.3221 -78.9184
|
|
v -430.8005 9.2189 -78.9184
|
|
v -430.8005 9.2189 -87.2423
|
|
v -430.8005 9.2189 -103.5016
|
|
v -430.8005 10.7313 -103.5016
|
|
v -430.8005 10.7313 -80.4878
|
|
v -431.4248 9.6038 -79.8725
|
|
v -431.4248 10.3464 -80.6430
|
|
v -431.4248 10.3464 -103.1167
|
|
v -431.4248 9.6038 -103.1167
|
|
v -431.4248 9.6038 -87.2423
|
|
v -430.8005 5.7716 -80.4689
|
|
v -431.0723 5.7716 -80.4689
|
|
v -431.0723 5.7716 -84.2053
|
|
v -430.8005 5.7716 -84.2053
|
|
v -431.0723 9.2189 -103.5016
|
|
v -431.0723 10.7313 -103.5016
|
|
v -431.0723 10.7313 -80.4878
|
|
v -431.0723 9.2189 -78.9184
|
|
v -431.0723 9.2189 -87.2423
|
|
v -431.4248 8.8340 -86.3902
|
|
v -431.4248 6.1565 -84.0314
|
|
v -431.4248 6.1565 -80.6284
|
|
v -431.4248 7.4816 -79.3034
|
|
v -431.4248 8.8340 -79.3034
|
|
v -431.0723 7.3221 -78.9184
|
|
v -430.8005 7.3221 -78.9184
|
|
# 52 vertices
|
|
|
|
vn -0.6287 0.3042 0.7156
|
|
vn -0.6318 0.7188 0.2900
|
|
vn -0.5774 0.5774 -0.5774
|
|
vn -0.5774 -0.5774 -0.5774
|
|
vn -0.8125 -0.5313 -0.2400
|
|
vn 0.9614 -0.1029 0.2552
|
|
vn 0.9321 -0.3623 -0.0000
|
|
vn 0.9164 -0.2830 -0.2830
|
|
vn 0.9164 0.2830 -0.2830
|
|
vn 0.9102 0.3842 0.1550
|
|
vn -0.6302 -0.7173 0.2972
|
|
vn -0.6251 -0.7113 -0.3213
|
|
vn 0.3862 -0.8406 -0.3797
|
|
vn 0.3860 -0.8523 0.3530
|
|
vn 0.4050 0.6465 -0.6465
|
|
vn 0.4050 -0.6465 -0.6465
|
|
vn 0.3860 0.8555 0.3451
|
|
vn 0.4771 0.3757 0.7945
|
|
vn 0.5435 -0.8003 -0.2532
|
|
vn 0.9556 0.1213 -0.2686
|
|
vn 0.9164 0.2830 0.2830
|
|
vn 0.9099 -0.1587 0.3833
|
|
vn 0.9099 -0.3833 0.1587
|
|
vn 0.9091 -0.3796 -0.1715
|
|
vn -0.6303 -0.2971 0.7173
|
|
vn 0.3860 -0.3531 0.8523
|
|
vn 0.6287 0.3042 0.7156
|
|
vn 0.8125 -0.5313 -0.2400
|
|
vn 0.5774 -0.5774 -0.5774
|
|
vn 0.5774 0.5774 -0.5774
|
|
vn 0.6318 0.7188 0.2900
|
|
vn -0.9614 -0.1029 0.2552
|
|
vn -0.9102 0.3842 0.1550
|
|
vn -0.9164 0.2830 -0.2830
|
|
vn -0.9164 -0.2830 -0.2830
|
|
vn -0.9321 -0.3623 0.0000
|
|
vn 0.6303 -0.7173 0.2971
|
|
vn -0.3860 -0.8523 0.3530
|
|
vn -0.3862 -0.8406 -0.3797
|
|
vn 0.6251 -0.7113 -0.3213
|
|
vn -0.4050 -0.6465 -0.6465
|
|
vn -0.4050 0.6465 -0.6465
|
|
vn -0.3860 0.8555 0.3451
|
|
vn -0.4771 0.3757 0.7945
|
|
vn -0.5435 -0.8003 -0.2532
|
|
vn -0.9556 0.1213 -0.2686
|
|
vn -0.9091 -0.3796 -0.1715
|
|
vn -0.9099 -0.3833 0.1588
|
|
vn -0.9099 -0.1588 0.3833
|
|
vn -0.9164 0.2830 0.2830
|
|
vn -0.3860 -0.3531 0.8523
|
|
vn 0.6303 -0.2971 0.7173
|
|
# 52 vertex normals
|
|
|
|
vt 1.0000 0.0000 0.0000
|
|
vt 1.0000 1.0000 0.0000
|
|
vt 0.0000 1.0000 0.0000
|
|
vt 0.0000 0.0000 0.0000
|
|
vt 0.5000 0.0000 0.0000
|
|
vt 0.1466 0.0000 0.0000
|
|
vt 0.5000 1.0000 0.0000
|
|
vt 0.1466 1.0000 0.0000
|
|
vt 0.0000 0.5502 0.0000
|
|
vt 0.4498 0.0000 0.0000
|
|
# 10 texture coords
|
|
|
|
o Box177
|
|
g Box177
|
|
usemtl wire_027027027
|
|
s 2
|
|
f 765/226/515 766/227/516 767/228/517 768/229/518 769/230/519
|
|
s 4
|
|
f 770/229/520 771/230/521 772/226/522 773/227/523 774/228/524
|
|
s 8
|
|
f 775/231/525 776/230/526 777/232/527 778/233/528
|
|
s 16
|
|
f 768/229/518 767/226/517 779/227/529 780/228/530
|
|
s 32
|
|
f 767/229/517 766/226/516 781/227/531 779/228/529
|
|
s 64
|
|
f 766/229/516 765/226/515 782/227/532 781/228/531
|
|
s 8
|
|
f 769/230/519 768/226/518 780/227/530 783/232/533
|
|
s off
|
|
f 784/230/534 785/229/535 786/234/536 787/233/537 788/232/538
|
|
f 782/227/532 765/226/515 789/235/539 790/234/540
|
|
f 765/226/515 769/230/519 776/230/526 775/231/525 789/235/539
|
|
f 769/230/519 783/232/533 777/232/527 776/230/526
|
|
f 778/233/528 790/234/540 789/235/539 775/231/525
|
|
f 782/229/532 783/230/533 771/230/521 770/229/520
|
|
f 783/230/533 780/226/530 772/226/522 771/230/521
|
|
f 780/226/530 779/227/529 773/227/523 772/226/522
|
|
f 779/227/529 781/228/531 774/228/524 773/227/523
|
|
f 781/228/531 782/229/532 770/229/520 774/228/524
|
|
f 783/230/533 782/229/532 785/229/535 784/230/534
|
|
f 782/229/532 790/234/540 786/234/536 785/229/535
|
|
f 790/234/540 778/233/528 787/233/537 786/234/536
|
|
f 778/233/528 777/232/527 788/232/538 787/233/537
|
|
f 777/232/527 783/230/533 784/230/534 788/232/538
|
|
s 2
|
|
f 791/226/541 792/230/542 793/229/543 794/228/544 795/227/545
|
|
s 4
|
|
f 796/229/546 797/228/547 798/227/548 799/226/549 800/230/550
|
|
s 8
|
|
f 801/231/551 802/233/552 803/232/553 804/230/554
|
|
s 16
|
|
f 793/229/543 805/228/555 806/227/556 794/226/544
|
|
s 32
|
|
f 794/229/544 806/228/556 807/227/557 795/226/545
|
|
s 64
|
|
f 795/229/545 807/228/557 808/227/558 791/226/541
|
|
s 8
|
|
f 792/230/542 809/232/559 805/227/555 793/226/543
|
|
s off
|
|
f 810/230/560 811/232/561 812/233/562 813/234/563 814/229/564
|
|
f 808/227/558 815/234/565 816/235/566 791/226/541
|
|
f 791/226/541 816/235/566 801/231/551 804/230/554 792/230/542
|
|
f 792/230/542 804/230/554 803/232/553 809/232/559
|
|
f 802/233/552 801/231/551 816/235/566 815/234/565
|
|
f 808/229/558 796/229/546 800/230/550 809/230/559
|
|
f 809/230/559 800/230/550 799/226/549 805/226/555
|
|
f 805/226/555 799/226/549 798/227/548 806/227/556
|
|
f 806/227/556 798/227/548 797/228/547 807/228/557
|
|
f 807/228/557 797/228/547 796/229/546 808/229/558
|
|
f 809/230/559 810/230/560 814/229/564 808/229/558
|
|
f 808/229/558 814/229/564 813/234/563 815/234/565
|
|
f 815/234/565 813/234/563 812/233/562 802/233/552
|
|
f 802/233/552 812/233/562 811/232/561 803/232/553
|
|
f 803/232/553 811/232/561 810/230/560 809/230/559
|
|
# 44 polygons
|
|
|
|
#
|
|
# object Cylinder019
|
|
#
|
|
|
|
v -307.8187 4.5411 -70.9070
|
|
v -308.4366 6.4431 -70.9070
|
|
v -308.4366 6.4431 -64.0941
|
|
v -307.8187 4.5411 -64.0941
|
|
v -310.0546 7.6186 -70.9070
|
|
v -310.0546 7.6186 -64.0941
|
|
v -312.0545 7.6186 -70.9070
|
|
v -312.0545 7.6186 -64.0941
|
|
v -313.6724 6.4431 -70.9070
|
|
v -313.6724 6.4431 -64.0941
|
|
v -314.2904 4.5411 -70.9070
|
|
v -314.2904 4.5411 -64.0941
|
|
v -313.6724 2.6391 -70.9070
|
|
v -313.6724 2.6391 -64.0942
|
|
v -312.0545 1.4636 -70.9070
|
|
v -312.0545 1.4636 -64.0942
|
|
v -310.0546 1.4636 -70.9070
|
|
v -310.0546 1.4636 -64.0942
|
|
v -308.4366 2.6391 -70.9070
|
|
v -308.4366 2.6391 -64.0942
|
|
v -308.9995 3.0480 -71.7414
|
|
v -310.2696 2.1253 -71.7414
|
|
v -311.8395 2.1253 -71.7414
|
|
v -313.1096 3.0480 -71.7414
|
|
v -313.5947 4.5411 -71.7414
|
|
v -313.1096 6.0342 -71.7414
|
|
v -311.8395 6.9570 -71.7414
|
|
v -310.2696 6.9570 -71.7414
|
|
v -308.9995 6.0342 -71.7414
|
|
v -308.5143 4.5411 -71.7414
|
|
v -308.5143 4.5411 -63.2597
|
|
v -308.9995 6.0342 -63.2597
|
|
v -310.2696 6.9570 -63.2597
|
|
v -311.8395 6.9570 -63.2597
|
|
v -313.1096 6.0342 -63.2597
|
|
v -313.5947 4.5411 -63.2597
|
|
v -313.1096 3.0480 -63.2597
|
|
v -311.8395 2.1253 -63.2597
|
|
v -310.2696 2.1253 -63.2597
|
|
v -308.9995 3.0480 -63.2597
|
|
v -307.8187 11.4760 -70.9070
|
|
v -308.4366 13.3780 -70.9070
|
|
v -308.4366 13.3780 -64.0941
|
|
v -307.8187 11.4760 -64.0941
|
|
v -310.0546 14.5535 -70.9070
|
|
v -310.0546 14.5535 -64.0941
|
|
v -312.0545 14.5535 -70.9070
|
|
v -312.0545 14.5535 -64.0941
|
|
v -313.6724 13.3780 -70.9070
|
|
v -313.6724 13.3780 -64.0941
|
|
v -314.2904 11.4760 -70.9070
|
|
v -314.2904 11.4760 -64.0941
|
|
v -313.6724 9.5740 -70.9070
|
|
v -313.6724 9.5740 -64.0941
|
|
v -312.0545 8.3985 -70.9070
|
|
v -312.0545 8.3985 -64.0941
|
|
v -310.0546 8.3985 -70.9070
|
|
v -310.0546 8.3985 -64.0941
|
|
v -308.4366 9.5740 -70.9070
|
|
v -308.4366 9.5740 -64.0941
|
|
v -308.9995 9.9829 -71.7414
|
|
v -310.2696 9.0601 -71.7414
|
|
v -311.8395 9.0601 -71.7414
|
|
v -313.1096 9.9829 -71.7414
|
|
v -313.5947 11.4760 -71.7414
|
|
v -313.1096 12.9691 -71.7414
|
|
v -311.8395 13.8918 -71.7414
|
|
v -310.2696 13.8918 -71.7414
|
|
v -308.9995 12.9691 -71.7414
|
|
v -308.5143 11.4760 -71.7414
|
|
v -308.5143 11.4760 -63.2597
|
|
v -308.9995 12.9691 -63.2597
|
|
v -310.2696 13.8918 -63.2597
|
|
v -311.8395 13.8918 -63.2597
|
|
v -313.1096 12.9691 -63.2597
|
|
v -313.5947 11.4760 -63.2597
|
|
v -313.1096 9.9829 -63.2597
|
|
v -311.8395 9.0601 -63.2597
|
|
v -310.2696 9.0601 -63.2597
|
|
v -308.9995 9.9829 -63.2597
|
|
v -431.0839 4.5411 -70.9070
|
|
v -431.0839 4.5411 -64.0942
|
|
v -430.4659 6.4431 -64.0942
|
|
v -430.4659 6.4431 -70.9070
|
|
v -428.8480 7.6186 -64.0941
|
|
v -428.8480 7.6186 -70.9070
|
|
v -426.8481 7.6186 -64.0941
|
|
v -426.8481 7.6186 -70.9070
|
|
v -425.2302 6.4431 -64.0942
|
|
v -425.2302 6.4431 -70.9070
|
|
v -424.6122 4.5411 -64.0942
|
|
v -424.6122 4.5411 -70.9070
|
|
v -425.2302 2.6391 -64.0942
|
|
v -425.2302 2.6391 -70.9070
|
|
v -426.8481 1.4636 -64.0942
|
|
v -426.8481 1.4636 -70.9070
|
|
v -428.8480 1.4636 -64.0942
|
|
v -428.8480 1.4636 -70.9070
|
|
v -430.4659 2.6391 -64.0942
|
|
v -430.4659 2.6391 -70.9070
|
|
v -429.9031 3.0480 -71.7414
|
|
v -430.3882 4.5411 -71.7414
|
|
v -429.9031 6.0342 -71.7414
|
|
v -428.6330 6.9570 -71.7414
|
|
v -427.0631 6.9570 -71.7414
|
|
v -425.7930 6.0342 -71.7414
|
|
v -425.3079 4.5411 -71.7414
|
|
v -425.7930 3.0480 -71.7414
|
|
v -427.0631 2.1253 -71.7414
|
|
v -428.6330 2.1253 -71.7414
|
|
v -430.3882 4.5411 -63.2597
|
|
v -429.9031 3.0480 -63.2597
|
|
v -428.6330 2.1253 -63.2597
|
|
v -427.0631 2.1253 -63.2597
|
|
v -425.7930 3.0480 -63.2597
|
|
v -425.3079 4.5411 -63.2597
|
|
v -425.7930 6.0342 -63.2597
|
|
v -427.0631 6.9570 -63.2597
|
|
v -428.6330 6.9570 -63.2597
|
|
v -429.9031 6.0342 -63.2597
|
|
v -431.0839 11.4760 -70.9070
|
|
v -431.0839 11.4760 -64.0941
|
|
v -430.4659 13.3780 -64.0941
|
|
v -430.4659 13.3780 -70.9070
|
|
v -428.8480 14.5535 -64.0941
|
|
v -428.8480 14.5535 -70.9070
|
|
v -426.8481 14.5535 -64.0941
|
|
v -426.8481 14.5535 -70.9070
|
|
v -425.2302 13.3780 -64.0941
|
|
v -425.2302 13.3780 -70.9070
|
|
v -424.6122 11.4760 -64.0941
|
|
v -424.6122 11.4760 -70.9070
|
|
v -425.2302 9.5740 -64.0941
|
|
v -425.2302 9.5740 -70.9070
|
|
v -426.8481 8.3985 -64.0941
|
|
v -426.8481 8.3985 -70.9070
|
|
v -428.8480 8.3985 -64.0941
|
|
v -428.8480 8.3985 -70.9070
|
|
v -430.4659 9.5740 -64.0941
|
|
v -430.4659 9.5740 -70.9070
|
|
v -429.9031 9.9829 -71.7414
|
|
v -430.3882 11.4760 -71.7414
|
|
v -429.9031 12.9691 -71.7414
|
|
v -428.6330 13.8918 -71.7414
|
|
v -427.0631 13.8918 -71.7414
|
|
v -425.7930 12.9691 -71.7414
|
|
v -425.3079 11.4760 -71.7414
|
|
v -425.7930 9.9829 -71.7414
|
|
v -427.0631 9.0601 -71.7414
|
|
v -428.6330 9.0601 -71.7414
|
|
v -430.3882 11.4760 -63.2597
|
|
v -429.9031 9.9829 -63.2597
|
|
v -428.6330 9.0601 -63.2597
|
|
v -427.0631 9.0601 -63.2597
|
|
v -425.7930 9.9829 -63.2597
|
|
v -425.3079 11.4760 -63.2597
|
|
v -425.7930 12.9691 -63.2597
|
|
v -427.0631 13.8918 -63.2597
|
|
v -428.6330 13.8918 -63.2597
|
|
v -429.9031 12.9691 -63.2597
|
|
# 160 vertices
|
|
|
|
vn 0.9265 0.0000 -0.3764
|
|
vn 0.7495 0.5446 -0.3764
|
|
vn 0.7495 0.5446 0.3764
|
|
vn 0.9265 0.0000 0.3764
|
|
vn 0.2863 0.8811 -0.3764
|
|
vn 0.2863 0.8811 0.3764
|
|
vn -0.2863 0.8811 -0.3764
|
|
vn -0.2863 0.8811 0.3764
|
|
vn -0.7495 0.5446 -0.3764
|
|
vn -0.7495 0.5446 0.3764
|
|
vn -0.9264 0.0000 -0.3764
|
|
vn -0.9264 0.0000 0.3764
|
|
vn -0.7495 -0.5446 -0.3764
|
|
vn -0.7495 -0.5446 0.3764
|
|
vn -0.2863 -0.8811 -0.3764
|
|
vn -0.2863 -0.8811 0.3764
|
|
vn 0.2863 -0.8811 -0.3764
|
|
vn 0.2863 -0.8811 0.3764
|
|
vn 0.7495 -0.5446 -0.3764
|
|
vn 0.7495 -0.5446 0.3764
|
|
vn 0.3410 -0.2478 -0.9068
|
|
vn 0.1303 -0.4009 -0.9068
|
|
vn -0.1303 -0.4009 -0.9068
|
|
vn -0.3410 -0.2478 -0.9068
|
|
vn -0.4216 0.0000 -0.9068
|
|
vn -0.3410 0.2478 -0.9068
|
|
vn -0.1303 0.4009 -0.9068
|
|
vn 0.1303 0.4009 -0.9068
|
|
vn 0.3410 0.2478 -0.9068
|
|
vn 0.4216 0.0000 -0.9068
|
|
vn 0.4216 -0.0000 0.9068
|
|
vn 0.3410 0.2478 0.9068
|
|
vn 0.1303 0.4009 0.9068
|
|
vn -0.1303 0.4009 0.9068
|
|
vn -0.3410 0.2478 0.9068
|
|
vn -0.4216 -0.0000 0.9068
|
|
vn -0.3410 -0.2478 0.9068
|
|
vn -0.1303 -0.4009 0.9068
|
|
vn 0.1303 -0.4009 0.9068
|
|
vn 0.3410 -0.2478 0.9068
|
|
vn -0.7495 0.5445 -0.3764
|
|
vn -0.9265 -0.0000 -0.3764
|
|
vn -0.9264 -0.0000 0.3765
|
|
vn -0.7495 -0.5445 0.3765
|
|
vn -0.9265 -0.0000 0.3764
|
|
vn 0.9265 -0.0000 -0.3764
|
|
vn -0.4216 0.0000 0.9068
|
|
vn 0.4216 0.0000 0.9068
|
|
vn -0.9265 0.0000 -0.3764
|
|
vn -0.9264 -0.0000 0.3764
|
|
vn -0.7495 0.5445 0.3764
|
|
vn -0.4216 -0.0000 -0.9068
|
|
vn 0.4216 -0.0000 -0.9068
|
|
# 53 vertex normals
|
|
|
|
vt 0.7500 0.0000 1.0000
|
|
vt 0.8500 0.0000 1.0000
|
|
vt 0.8500 1.0000 1.0000
|
|
vt 0.7500 1.0000 1.0000
|
|
vt 0.9500 0.0000 1.0000
|
|
vt 0.9500 1.0000 1.0000
|
|
vt 1.0500 0.0000 1.0000
|
|
vt 1.0500 1.0000 1.0000
|
|
vt 0.0500 0.0000 1.0000
|
|
vt 0.1500 0.0000 1.0000
|
|
vt 0.1500 1.0000 1.0000
|
|
vt 0.0500 1.0000 1.0000
|
|
vt 0.2500 0.0000 1.0000
|
|
vt 0.2500 1.0000 1.0000
|
|
vt 0.3500 0.0000 1.0000
|
|
vt 0.3500 1.0000 1.0000
|
|
vt 0.4500 0.0000 1.0000
|
|
vt 0.4500 1.0000 1.0000
|
|
vt 0.5500 0.0000 1.0000
|
|
vt 0.5500 1.0000 1.0000
|
|
vt 0.6500 0.0000 1.0000
|
|
vt 0.6500 1.0000 1.0000
|
|
vt 0.7939 0.9045 -0.2500
|
|
vt 0.9755 0.6545 -0.2500
|
|
vt 0.9755 0.3455 -0.2500
|
|
vt 0.7939 0.0955 -0.2500
|
|
vt 0.5000 0.0000 -0.2500
|
|
vt 0.2061 0.0955 -0.2500
|
|
vt 0.0245 0.3455 -0.2500
|
|
vt 0.0245 0.6545 -0.2500
|
|
vt 0.2061 0.9045 -0.2500
|
|
vt 0.5000 1.0000 -0.2500
|
|
vt 0.5000 1.0000 0.2500
|
|
vt 0.2061 0.9045 0.2500
|
|
vt 0.0245 0.6545 0.2500
|
|
vt 0.0245 0.3455 0.2500
|
|
vt 0.2061 0.0955 0.2500
|
|
vt 0.5000 0.0000 0.2500
|
|
vt 0.7939 0.0955 0.2500
|
|
vt 0.9755 0.3455 0.2500
|
|
vt 0.9755 0.6545 0.2500
|
|
vt 0.7939 0.9045 0.2500
|
|
# 42 texture coords
|
|
|
|
o Cylinder019
|
|
g Cylinder019
|
|
usemtl wire_008008008
|
|
s 8
|
|
f 817/236/567 818/237/568 819/238/569 820/239/570
|
|
f 818/237/568 821/240/571 822/241/572 819/238/569
|
|
f 821/240/571 823/242/573 824/243/574 822/241/572
|
|
f 823/244/573 825/245/575 826/246/576 824/247/574
|
|
f 825/245/575 827/248/577 828/249/578 826/246/576
|
|
f 827/248/577 829/250/579 830/251/580 828/249/578
|
|
f 829/250/579 831/252/581 832/253/582 830/251/580
|
|
f 831/252/581 833/254/583 834/255/584 832/253/582
|
|
f 833/254/583 835/256/585 836/257/586 834/255/584
|
|
f 835/256/585 817/236/567 820/239/570 836/257/586
|
|
s 1
|
|
f 837/258/587 838/259/588 839/260/589 840/261/590 841/262/591 842/263/592 843/264/593 844/265/594 845/266/595 846/267/596
|
|
f 847/268/597 848/269/598 849/270/599 850/271/600 851/272/601 852/273/602 853/274/603 854/275/604 855/276/605 856/277/606
|
|
s 8
|
|
f 857/236/567 858/237/568 859/238/569 860/239/570
|
|
f 858/237/568 861/240/571 862/241/572 859/238/569
|
|
f 861/240/571 863/242/573 864/243/574 862/241/572
|
|
f 863/244/573 865/245/607 866/246/576 864/247/574
|
|
f 865/245/607 867/248/608 868/249/609 866/246/576
|
|
f 867/248/608 869/250/579 870/251/610 868/249/609
|
|
f 869/250/579 871/252/581 872/253/582 870/251/610
|
|
f 871/252/581 873/254/583 874/255/584 872/253/582
|
|
f 873/254/583 875/256/585 876/257/586 874/255/584
|
|
f 875/256/585 857/236/567 860/239/570 876/257/586
|
|
s 1
|
|
f 877/258/587 878/259/588 879/260/589 880/261/590 881/262/591 882/263/592 883/264/593 884/265/594 885/266/595 886/267/596
|
|
f 887/268/597 888/269/598 889/270/599 890/271/600 891/272/601 892/273/602 893/274/603 894/275/604 895/276/605 896/277/606
|
|
s off
|
|
f 818/237/568 817/236/567 846/267/596 845/266/595
|
|
f 817/236/567 835/256/585 837/258/587 846/267/596
|
|
f 835/256/585 833/254/583 838/259/588 837/258/587
|
|
f 833/254/583 831/252/581 839/260/589 838/259/588
|
|
f 831/252/581 829/250/579 840/261/590 839/260/589
|
|
f 829/250/579 827/248/577 841/262/591 840/261/590
|
|
f 827/248/577 825/245/575 842/263/592 841/262/591
|
|
f 825/245/575 823/244/573 843/264/593 842/263/592
|
|
f 823/242/573 821/240/571 844/265/594 843/264/593
|
|
f 821/240/571 818/237/568 845/266/595 844/265/594
|
|
f 820/239/570 819/238/569 848/269/598 847/268/597
|
|
f 819/238/569 822/241/572 849/270/599 848/269/598
|
|
f 822/241/572 824/243/574 850/271/600 849/270/599
|
|
f 824/247/574 826/246/576 851/272/601 850/271/600
|
|
f 826/246/576 828/249/578 852/273/602 851/272/601
|
|
f 828/249/578 830/251/580 853/274/603 852/273/602
|
|
f 830/251/580 832/253/582 854/275/604 853/274/603
|
|
f 832/253/582 834/255/584 855/276/605 854/275/604
|
|
f 834/255/584 836/257/586 856/277/606 855/276/605
|
|
f 836/257/586 820/239/570 847/268/597 856/277/606
|
|
f 858/237/568 857/236/567 886/267/596 885/266/595
|
|
f 857/236/567 875/256/585 877/258/587 886/267/596
|
|
f 875/256/585 873/254/583 878/259/588 877/258/587
|
|
f 873/254/583 871/252/581 879/260/589 878/259/588
|
|
f 871/252/581 869/250/579 880/261/590 879/260/589
|
|
f 869/250/579 867/248/608 881/262/591 880/261/590
|
|
f 867/248/608 865/245/607 882/263/592 881/262/591
|
|
f 865/245/607 863/244/573 883/264/593 882/263/592
|
|
f 863/242/573 861/240/571 884/265/594 883/264/593
|
|
f 861/240/571 858/237/568 885/266/595 884/265/594
|
|
f 860/239/570 859/238/569 888/269/598 887/268/597
|
|
f 859/238/569 862/241/572 889/270/599 888/269/598
|
|
f 862/241/572 864/243/574 890/271/600 889/270/599
|
|
f 864/247/574 866/246/576 891/272/601 890/271/600
|
|
f 866/246/576 868/249/609 892/273/602 891/272/601
|
|
f 868/249/609 870/251/610 893/274/603 892/273/602
|
|
f 870/251/610 872/253/582 894/275/604 893/274/603
|
|
f 872/253/582 874/255/584 895/276/605 894/275/604
|
|
f 874/255/584 876/257/586 896/277/606 895/276/605
|
|
f 876/257/586 860/239/570 887/268/597 896/277/606
|
|
s 8
|
|
f 897/236/608 898/239/611 899/238/576 900/237/575
|
|
f 900/237/575 899/238/576 901/241/574 902/240/573
|
|
f 902/240/573 901/241/574 903/243/572 904/242/571
|
|
f 904/244/571 903/247/572 905/246/569 906/245/568
|
|
f 906/245/568 905/246/569 907/249/570 908/248/612
|
|
f 908/248/612 907/249/570 909/251/586 910/250/585
|
|
f 910/250/585 909/251/586 911/253/584 912/252/583
|
|
f 912/252/583 911/253/584 913/255/582 914/254/581
|
|
f 914/254/581 913/255/582 915/257/580 916/256/579
|
|
f 916/256/579 915/257/580 898/239/611 897/236/608
|
|
s 1
|
|
f 917/258/590 918/267/591 919/266/592 920/265/593 921/264/594 922/263/595 923/262/596 924/261/587 925/260/588 926/259/589
|
|
f 927/268/613 928/277/603 929/276/604 930/275/605 931/274/606 932/273/614 933/272/598 934/271/599 935/270/600 936/269/601
|
|
s 8
|
|
f 937/236/615 938/239/616 939/238/617 940/237/575
|
|
f 940/237/575 939/238/617 941/241/574 942/240/573
|
|
f 942/240/573 941/241/574 943/243/572 944/242/571
|
|
f 944/244/571 943/247/572 945/246/569 946/245/568
|
|
f 946/245/568 945/246/569 947/249/570 948/248/612
|
|
f 948/248/612 947/249/570 949/251/586 950/250/585
|
|
f 950/250/585 949/251/586 951/253/584 952/252/583
|
|
f 952/252/583 951/253/584 953/255/582 954/254/581
|
|
f 954/254/581 953/255/582 955/257/580 956/256/579
|
|
f 956/256/579 955/257/580 938/239/616 937/236/615
|
|
s 1
|
|
f 957/258/590 958/267/618 959/266/592 960/265/593 961/264/594 962/263/595 963/262/619 964/261/587 965/260/588 966/259/589
|
|
f 967/268/613 968/277/603 969/276/604 970/275/605 971/274/606 972/273/614 973/272/598 974/271/599 975/270/600 976/269/601
|
|
s off
|
|
f 900/237/575 919/266/592 918/267/591 897/236/608
|
|
f 897/236/608 918/267/591 917/258/590 916/256/579
|
|
f 916/256/579 917/258/590 926/259/589 914/254/581
|
|
f 914/254/581 926/259/589 925/260/588 912/252/583
|
|
f 912/252/583 925/260/588 924/261/587 910/250/585
|
|
f 910/250/585 924/261/587 923/262/596 908/248/612
|
|
f 908/248/612 923/262/596 922/263/595 906/245/568
|
|
f 906/245/568 922/263/595 921/264/594 904/244/571
|
|
f 904/242/571 921/264/594 920/265/593 902/240/573
|
|
f 902/240/573 920/265/593 919/266/592 900/237/575
|
|
f 898/239/611 927/268/613 936/269/601 899/238/576
|
|
f 899/238/576 936/269/601 935/270/600 901/241/574
|
|
f 901/241/574 935/270/600 934/271/599 903/243/572
|
|
f 903/247/572 934/271/599 933/272/598 905/246/569
|
|
f 905/246/569 933/272/598 932/273/614 907/249/570
|
|
f 907/249/570 932/273/614 931/274/606 909/251/586
|
|
f 909/251/586 931/274/606 930/275/605 911/253/584
|
|
f 911/253/584 930/275/605 929/276/604 913/255/582
|
|
f 913/255/582 929/276/604 928/277/603 915/257/580
|
|
f 915/257/580 928/277/603 927/268/613 898/239/611
|
|
f 940/237/575 959/266/592 958/267/618 937/236/615
|
|
f 937/236/615 958/267/618 957/258/590 956/256/579
|
|
f 956/256/579 957/258/590 966/259/589 954/254/581
|
|
f 954/254/581 966/259/589 965/260/588 952/252/583
|
|
f 952/252/583 965/260/588 964/261/587 950/250/585
|
|
f 950/250/585 964/261/587 963/262/619 948/248/612
|
|
f 948/248/612 963/262/619 962/263/595 946/245/568
|
|
f 946/245/568 962/263/595 961/264/594 944/244/571
|
|
f 944/242/571 961/264/594 960/265/593 942/240/573
|
|
f 942/240/573 960/265/593 959/266/592 940/237/575
|
|
f 938/239/616 967/268/613 976/269/601 939/238/617
|
|
f 939/238/617 976/269/601 975/270/600 941/241/574
|
|
f 941/241/574 975/270/600 974/271/599 943/243/572
|
|
f 943/247/572 974/271/599 973/272/598 945/246/569
|
|
f 945/246/569 973/272/598 972/273/614 947/249/570
|
|
f 947/249/570 972/273/614 971/274/606 949/251/586
|
|
f 949/251/586 971/274/606 970/275/605 951/253/584
|
|
f 951/253/584 970/275/605 969/276/604 953/255/582
|
|
f 953/255/582 969/276/604 968/277/603 955/257/580
|
|
f 955/257/580 968/277/603 967/268/613 938/239/616
|
|
# 128 polygons
|
|
|
|
#
|
|
# object Cylinder020
|
|
#
|
|
|
|
v -312.7860 5.5371 -62.9339
|
|
v -312.7860 7.5905 -62.2667
|
|
v -306.6013 7.5905 -62.2667
|
|
v -306.6013 5.5371 -62.9339
|
|
v -312.7860 8.8597 -60.5199
|
|
v -306.6013 8.8597 -60.5199
|
|
v -312.7860 8.8597 -58.3607
|
|
v -306.6013 8.8597 -58.3607
|
|
v -312.7860 7.5905 -56.6139
|
|
v -306.6013 7.5905 -56.6139
|
|
v -312.7860 5.5371 -55.9467
|
|
v -306.6013 5.5371 -55.9467
|
|
v -312.7860 3.4836 -56.6139
|
|
v -306.6013 3.4836 -56.6139
|
|
v -312.7860 2.2144 -58.3607
|
|
v -306.6013 2.2144 -58.3607
|
|
v -312.7860 2.2144 -60.5199
|
|
v -306.6013 2.2144 -60.5199
|
|
v -312.7860 3.4836 -62.2667
|
|
v -306.6013 3.4836 -62.2667
|
|
v -314.4094 3.9202 -61.6657
|
|
v -314.4094 2.9209 -60.2903
|
|
v -314.4094 2.9209 -58.5903
|
|
v -314.4094 3.9202 -57.2149
|
|
v -314.4094 5.5371 -56.6895
|
|
v -314.4094 7.1539 -57.2149
|
|
v -314.4094 8.1532 -58.5903
|
|
v -314.4094 8.1532 -60.2903
|
|
v -314.4094 7.1539 -61.6657
|
|
v -314.4094 5.5371 -62.1911
|
|
v -304.9779 5.5371 -62.1911
|
|
v -304.9779 7.1539 -61.6657
|
|
v -304.9779 8.1532 -60.2903
|
|
v -304.9779 8.1532 -58.5903
|
|
v -304.9779 7.1539 -57.2149
|
|
v -304.9779 5.5371 -56.6895
|
|
v -304.9779 3.9202 -57.2149
|
|
v -304.9779 2.9209 -58.5903
|
|
v -304.9779 2.9209 -60.2903
|
|
v -304.9779 3.9202 -61.6657
|
|
v -426.1166 5.5371 -62.9339
|
|
v -432.3013 5.5371 -62.9339
|
|
v -432.3013 7.5905 -62.2667
|
|
v -426.1166 7.5905 -62.2667
|
|
v -432.3013 8.8597 -60.5199
|
|
v -426.1166 8.8597 -60.5199
|
|
v -432.3013 8.8597 -58.3607
|
|
v -426.1166 8.8597 -58.3607
|
|
v -432.3013 7.5905 -56.6139
|
|
v -426.1166 7.5905 -56.6139
|
|
v -432.3013 5.5371 -55.9467
|
|
v -426.1166 5.5371 -55.9467
|
|
v -432.3013 3.4836 -56.6139
|
|
v -426.1166 3.4836 -56.6139
|
|
v -432.3013 2.2144 -58.3607
|
|
v -426.1166 2.2144 -58.3607
|
|
v -432.3013 2.2144 -60.5199
|
|
v -426.1166 2.2144 -60.5199
|
|
v -432.3013 3.4836 -62.2667
|
|
v -426.1166 3.4836 -62.2667
|
|
v -424.4933 3.9202 -61.6657
|
|
v -424.4933 5.5371 -62.1911
|
|
v -424.4933 7.1539 -61.6657
|
|
v -424.4933 8.1532 -60.2903
|
|
v -424.4933 8.1532 -58.5903
|
|
v -424.4933 7.1539 -57.2149
|
|
v -424.4933 5.5371 -56.6895
|
|
v -424.4933 3.9202 -57.2149
|
|
v -424.4933 2.9209 -58.5903
|
|
v -424.4933 2.9209 -60.2903
|
|
v -433.9247 5.5371 -62.1911
|
|
v -433.9247 3.9202 -61.6657
|
|
v -433.9247 2.9209 -60.2903
|
|
v -433.9247 2.9209 -58.5903
|
|
v -433.9247 3.9202 -57.2149
|
|
v -433.9247 5.5371 -56.6895
|
|
v -433.9247 7.1539 -57.2149
|
|
v -433.9247 8.1532 -58.5903
|
|
v -433.9247 8.1532 -60.2903
|
|
v -433.9247 7.1539 -61.6657
|
|
# 80 vertices
|
|
|
|
vn -0.2314 0.0000 -0.9729
|
|
vn -0.2314 0.5718 -0.7871
|
|
vn 0.2314 0.5718 -0.7871
|
|
vn 0.2314 0.0000 -0.9729
|
|
vn -0.2314 0.9252 -0.3006
|
|
vn 0.2314 0.9252 -0.3006
|
|
vn -0.2314 0.9252 0.3006
|
|
vn 0.2314 0.9252 0.3006
|
|
vn -0.2314 0.5718 0.7870
|
|
vn 0.2314 0.5718 0.7870
|
|
vn -0.2314 -0.0000 0.9729
|
|
vn 0.2314 -0.0000 0.9729
|
|
vn -0.2314 -0.5718 0.7871
|
|
vn 0.2314 -0.5718 0.7871
|
|
vn -0.2314 -0.9252 0.3006
|
|
vn 0.2314 -0.9252 0.3006
|
|
vn -0.2314 -0.9252 -0.3006
|
|
vn 0.2314 -0.9252 -0.3006
|
|
vn -0.2314 -0.5718 -0.7871
|
|
vn 0.2314 -0.5718 -0.7871
|
|
vn -0.8126 -0.3426 -0.4715
|
|
vn -0.8126 -0.5543 -0.1801
|
|
vn -0.8126 -0.5543 0.1801
|
|
vn -0.8126 -0.3426 0.4715
|
|
vn -0.8126 -0.0000 0.5828
|
|
vn -0.8126 0.3426 0.4715
|
|
vn -0.8126 0.5543 0.1801
|
|
vn -0.8126 0.5543 -0.1801
|
|
vn -0.8126 0.3426 -0.4715
|
|
vn -0.8126 0.0000 -0.5828
|
|
vn 0.8126 0.0000 -0.5828
|
|
vn 0.8126 0.3426 -0.4715
|
|
vn 0.8126 0.5543 -0.1801
|
|
vn 0.8126 0.5543 0.1801
|
|
vn 0.8126 0.3426 0.4715
|
|
vn 0.8126 -0.0000 0.5828
|
|
vn 0.8126 -0.3426 0.4715
|
|
vn 0.8126 -0.5543 0.1801
|
|
vn 0.8126 -0.5543 -0.1801
|
|
vn 0.8126 -0.3426 -0.4715
|
|
vn 0.2314 -0.0000 -0.9729
|
|
vn -0.2314 -0.0000 -0.9729
|
|
vn -0.2314 0.5718 0.7871
|
|
vn 0.2314 0.5718 0.7871
|
|
vn 0.2314 0.0000 0.9729
|
|
vn -0.8126 0.0000 0.5828
|
|
# 46 vertex normals
|
|
|
|
vt 0.7500 0.0000 1.0000
|
|
vt 0.8500 0.0000 1.0000
|
|
vt 0.8500 1.0000 1.0000
|
|
vt 0.7500 1.0000 1.0000
|
|
vt 0.9500 0.0000 1.0000
|
|
vt 0.9500 1.0000 1.0000
|
|
vt 1.0500 0.0000 1.0000
|
|
vt 1.0500 1.0000 1.0000
|
|
vt 0.0500 0.0000 1.0000
|
|
vt 0.1500 0.0000 1.0000
|
|
vt 0.1500 1.0000 1.0000
|
|
vt 0.0500 1.0000 1.0000
|
|
vt 0.2500 0.0000 1.0000
|
|
vt 0.2500 1.0000 1.0000
|
|
vt 0.3500 0.0000 1.0000
|
|
vt 0.3500 1.0000 1.0000
|
|
vt 0.4500 0.0000 1.0000
|
|
vt 0.4500 1.0000 1.0000
|
|
vt 0.5500 0.0000 1.0000
|
|
vt 0.5500 1.0000 1.0000
|
|
vt 0.6500 0.0000 1.0000
|
|
vt 0.6500 1.0000 1.0000
|
|
vt 0.7939 0.9045 -0.2500
|
|
vt 0.9755 0.6545 -0.2500
|
|
vt 0.9755 0.3455 -0.2500
|
|
vt 0.7939 0.0955 -0.2500
|
|
vt 0.5000 0.0000 -0.2500
|
|
vt 0.2061 0.0955 -0.2500
|
|
vt 0.0245 0.3455 -0.2500
|
|
vt 0.0245 0.6545 -0.2500
|
|
vt 0.2061 0.9045 -0.2500
|
|
vt 0.5000 1.0000 -0.2500
|
|
vt 0.5000 1.0000 0.2500
|
|
vt 0.2061 0.9045 0.2500
|
|
vt 0.0245 0.6545 0.2500
|
|
vt 0.0245 0.3455 0.2500
|
|
vt 0.2061 0.0955 0.2500
|
|
vt 0.5000 0.0000 0.2500
|
|
vt 0.7939 0.0955 0.2500
|
|
vt 0.9755 0.3455 0.2500
|
|
vt 0.9755 0.6545 0.2500
|
|
vt 0.7939 0.9045 0.2500
|
|
# 42 texture coords
|
|
|
|
o Cylinder020
|
|
g Cylinder020
|
|
usemtl wire_008008008
|
|
s 8
|
|
f 977/278/620 978/279/621 979/280/622 980/281/623
|
|
f 978/279/621 981/282/624 982/283/625 979/280/622
|
|
f 981/282/624 983/284/626 984/285/627 982/283/625
|
|
f 983/286/626 985/287/628 986/288/629 984/289/627
|
|
f 985/287/628 987/290/630 988/291/631 986/288/629
|
|
f 987/290/630 989/292/632 990/293/633 988/291/631
|
|
f 989/292/632 991/294/634 992/295/635 990/293/633
|
|
f 991/294/634 993/296/636 994/297/637 992/295/635
|
|
f 993/296/636 995/298/638 996/299/639 994/297/637
|
|
f 995/298/638 977/278/620 980/281/623 996/299/639
|
|
s 1
|
|
f 997/300/640 998/301/641 999/302/642 1000/303/643 1001/304/644 1002/305/645 1003/306/646 1004/307/647 1005/308/648 1006/309/649
|
|
f 1007/310/650 1008/311/651 1009/312/652 1010/313/653 1011/314/654 1012/315/655 1013/316/656 1014/317/657 1015/318/658 1016/319/659
|
|
s off
|
|
f 978/279/621 977/278/620 1006/309/649 1005/308/648
|
|
f 977/278/620 995/298/638 997/300/640 1006/309/649
|
|
f 995/298/638 993/296/636 998/301/641 997/300/640
|
|
f 993/296/636 991/294/634 999/302/642 998/301/641
|
|
f 991/294/634 989/292/632 1000/303/643 999/302/642
|
|
f 989/292/632 987/290/630 1001/304/644 1000/303/643
|
|
f 987/290/630 985/287/628 1002/305/645 1001/304/644
|
|
f 985/287/628 983/286/626 1003/306/646 1002/305/645
|
|
f 983/284/626 981/282/624 1004/307/647 1003/306/646
|
|
f 981/282/624 978/279/621 1005/308/648 1004/307/647
|
|
f 980/281/623 979/280/622 1008/311/651 1007/310/650
|
|
f 979/280/622 982/283/625 1009/312/652 1008/311/651
|
|
f 982/283/625 984/285/627 1010/313/653 1009/312/652
|
|
f 984/289/627 986/288/629 1011/314/654 1010/313/653
|
|
f 986/288/629 988/291/631 1012/315/655 1011/314/654
|
|
f 988/291/631 990/293/633 1013/316/656 1012/315/655
|
|
f 990/293/633 992/295/635 1014/317/657 1013/316/656
|
|
f 992/295/635 994/297/637 1015/318/658 1014/317/657
|
|
f 994/297/637 996/299/639 1016/319/659 1015/318/658
|
|
f 996/299/639 980/281/623 1007/310/650 1016/319/659
|
|
s 8
|
|
f 1017/278/660 1018/281/661 1019/280/621 1020/279/622
|
|
f 1020/279/622 1019/280/621 1021/283/624 1022/282/625
|
|
f 1022/282/625 1021/283/624 1023/285/626 1024/284/627
|
|
f 1024/286/627 1023/289/626 1025/288/662 1026/287/663
|
|
f 1026/287/663 1025/288/662 1027/291/630 1028/290/664
|
|
f 1028/290/664 1027/291/630 1029/293/632 1030/292/633
|
|
f 1030/292/633 1029/293/632 1031/295/634 1032/294/635
|
|
f 1032/294/635 1031/295/634 1033/297/636 1034/296/637
|
|
f 1034/296/637 1033/297/636 1035/299/638 1036/298/639
|
|
f 1036/298/639 1035/299/638 1018/281/661 1017/278/660
|
|
s 1
|
|
f 1037/300/659 1038/309/650 1039/308/651 1040/307/652 1041/306/653 1042/305/654 1043/304/655 1044/303/656 1045/302/657 1046/301/658
|
|
f 1047/310/649 1048/319/640 1049/318/641 1050/317/642 1051/316/643 1052/315/665 1053/314/645 1054/313/646 1055/312/647 1056/311/648
|
|
s off
|
|
f 1020/279/622 1039/308/651 1038/309/650 1017/278/660
|
|
f 1017/278/660 1038/309/650 1037/300/659 1036/298/639
|
|
f 1036/298/639 1037/300/659 1046/301/658 1034/296/637
|
|
f 1034/296/637 1046/301/658 1045/302/657 1032/294/635
|
|
f 1032/294/635 1045/302/657 1044/303/656 1030/292/633
|
|
f 1030/292/633 1044/303/656 1043/304/655 1028/290/664
|
|
f 1028/290/664 1043/304/655 1042/305/654 1026/287/663
|
|
f 1026/287/663 1042/305/654 1041/306/653 1024/286/627
|
|
f 1024/284/627 1041/306/653 1040/307/652 1022/282/625
|
|
f 1022/282/625 1040/307/652 1039/308/651 1020/279/622
|
|
f 1018/281/661 1047/310/649 1056/311/648 1019/280/621
|
|
f 1019/280/621 1056/311/648 1055/312/647 1021/283/624
|
|
f 1021/283/624 1055/312/647 1054/313/646 1023/285/626
|
|
f 1023/289/626 1054/313/646 1053/314/645 1025/288/662
|
|
f 1025/288/662 1053/314/645 1052/315/665 1027/291/630
|
|
f 1027/291/630 1052/315/665 1051/316/643 1029/293/632
|
|
f 1029/293/632 1051/316/643 1050/317/642 1031/295/634
|
|
f 1031/295/634 1050/317/642 1049/318/641 1033/297/636
|
|
f 1033/297/636 1049/318/641 1048/319/640 1035/299/638
|
|
f 1035/299/638 1048/319/640 1047/310/649 1018/281/661
|
|
# 64 polygons
|
|
|
|
#
|
|
# object Box178
|
|
#
|
|
|
|
v -310.8611 3.9501 -77.1988
|
|
v -310.8611 3.9501 -86.2711
|
|
v -308.9291 3.9501 -86.2711
|
|
v -308.9291 3.9501 -77.1988
|
|
v -310.8611 11.8421 -77.1988
|
|
v -308.9291 11.8421 -77.1988
|
|
v -308.9291 11.8421 -88.1020
|
|
v -310.8611 11.8421 -88.1020
|
|
v -312.4688 3.9965 -60.7673
|
|
v -311.6417 3.1695 -60.7673
|
|
v -308.1484 3.1695 -60.7673
|
|
v -307.3214 3.9965 -60.7673
|
|
v -307.3214 5.1399 -60.7673
|
|
v -312.4688 5.1399 -60.7673
|
|
v -308.1021 4.7772 -77.1988
|
|
v -308.1021 4.7772 -86.2711
|
|
v -308.1021 6.8565 -86.2711
|
|
v -308.1021 8.9358 -88.1020
|
|
v -308.1021 11.0151 -88.1020
|
|
v -308.1021 11.0151 -77.1988
|
|
v -311.6881 6.8565 -86.2711
|
|
v -311.6881 8.9358 -88.1020
|
|
v -311.6881 4.7772 -86.2711
|
|
v -311.6881 4.7772 -77.1988
|
|
v -311.6881 11.0151 -77.1988
|
|
v -311.6881 11.0151 -88.1020
|
|
v -308.1484 3.1695 -76.3239
|
|
v -311.6417 3.1695 -76.3239
|
|
v -307.3214 11.7958 -76.3239
|
|
v -307.3214 3.9965 -76.3239
|
|
v -311.6417 12.6228 -76.3239
|
|
v -308.1484 12.6228 -76.3239
|
|
v -312.4688 3.9965 -76.3239
|
|
v -312.4688 11.7958 -76.3239
|
|
v -307.3214 11.7958 -60.7673
|
|
v -307.3214 10.6524 -60.7673
|
|
v -311.6417 12.6228 -60.7673
|
|
v -308.1484 12.6228 -60.7673
|
|
v -312.4688 10.6524 -60.7673
|
|
v -312.4688 11.7958 -60.7673
|
|
v -307.3214 10.6524 -49.6835
|
|
v -307.3214 11.7958 -49.6835
|
|
v -308.1484 12.6228 -49.6835
|
|
v -311.6417 12.6228 -49.6835
|
|
v -312.4688 11.7958 -49.6835
|
|
v -312.4688 10.6524 -49.6835
|
|
v -312.4688 7.8961 -58.0111
|
|
v -312.4688 7.8961 -52.4397
|
|
v -307.3214 7.8961 -58.0111
|
|
v -307.3214 7.8961 -52.4397
|
|
v -428.0415 3.9501 -77.1988
|
|
v -429.9735 3.9501 -77.1988
|
|
v -429.9735 3.9501 -86.2711
|
|
v -428.0415 3.9501 -86.2711
|
|
v -428.0415 11.8421 -77.1988
|
|
v -428.0415 11.8421 -88.1020
|
|
v -429.9735 11.8421 -88.1020
|
|
v -429.9735 11.8421 -77.1988
|
|
v -426.4338 3.9965 -60.7673
|
|
v -426.4338 5.1399 -60.7673
|
|
v -431.5812 5.1399 -60.7673
|
|
v -431.5812 3.9965 -60.7673
|
|
v -430.7542 3.1695 -60.7673
|
|
v -427.2608 3.1695 -60.7673
|
|
v -430.8005 4.7772 -77.1988
|
|
v -430.8005 11.0151 -77.1988
|
|
v -430.8005 11.0151 -88.1020
|
|
v -430.8005 8.9358 -88.1020
|
|
v -430.8005 6.8565 -86.2711
|
|
v -430.8005 4.7772 -86.2711
|
|
v -427.2145 6.8565 -86.2711
|
|
v -427.2145 8.9358 -88.1020
|
|
v -427.2145 4.7772 -86.2711
|
|
v -427.2145 11.0151 -88.1020
|
|
v -427.2145 11.0151 -77.1988
|
|
v -427.2145 4.7772 -77.1988
|
|
v -427.2608 3.1695 -76.3239
|
|
v -430.7542 3.1695 -76.3239
|
|
v -431.5812 3.9965 -76.3239
|
|
v -431.5812 11.7958 -76.3239
|
|
v -430.7542 12.6228 -76.3239
|
|
v -427.2608 12.6228 -76.3239
|
|
v -426.4338 11.7958 -76.3239
|
|
v -426.4338 3.9965 -76.3239
|
|
v -431.5812 10.6524 -60.7673
|
|
v -431.5812 11.7958 -60.7673
|
|
v -430.7542 12.6228 -60.7673
|
|
v -427.2608 12.6228 -60.7673
|
|
v -426.4338 11.7958 -60.7673
|
|
v -426.4338 10.6524 -60.7673
|
|
v -431.5812 10.6524 -49.6835
|
|
v -426.4338 10.6524 -49.6835
|
|
v -426.4338 11.7958 -49.6835
|
|
v -427.2608 12.6228 -49.6835
|
|
v -430.7542 12.6228 -49.6835
|
|
v -431.5812 11.7958 -49.6835
|
|
v -426.4338 7.8961 -52.4397
|
|
v -426.4338 7.8961 -58.0111
|
|
v -431.5812 7.8961 -52.4397
|
|
v -431.5812 7.8961 -58.0111
|
|
# 100 vertices
|
|
|
|
vn -0.3035 -0.8400 -0.4498
|
|
vn -0.2971 -0.7173 -0.6303
|
|
vn 0.2971 -0.7173 -0.6303
|
|
vn 0.3035 -0.8400 -0.4498
|
|
vn -0.3035 0.8400 -0.4498
|
|
vn 0.3035 0.8400 -0.4498
|
|
vn 0.2971 0.7173 -0.6303
|
|
vn -0.2971 0.7173 -0.6303
|
|
vn -0.7173 -0.2971 0.6303
|
|
vn -0.2971 -0.7173 0.6303
|
|
vn 0.2971 -0.7173 0.6303
|
|
vn 0.7173 -0.2971 0.6303
|
|
vn 0.8042 -0.2275 0.5491
|
|
vn -0.8042 -0.2275 0.5491
|
|
vn 0.8400 -0.3035 -0.4498
|
|
vn 0.7173 -0.2971 -0.6303
|
|
vn -0.6356 -0.2727 -0.7223
|
|
vn 0.6356 -0.2727 -0.7223
|
|
vn 0.7173 0.2971 -0.6303
|
|
vn 0.8400 0.3035 -0.4498
|
|
vn -0.7173 -0.2971 -0.6303
|
|
vn -0.8400 -0.3035 -0.4498
|
|
vn -0.8400 0.3035 -0.4498
|
|
vn -0.7173 0.2971 -0.6303
|
|
vn 0.3702 -0.8441 -0.3878
|
|
vn -0.3702 -0.8441 -0.3878
|
|
vn 0.8441 0.3702 -0.3878
|
|
vn 0.8441 -0.3702 -0.3878
|
|
vn -0.3702 0.8441 -0.3878
|
|
vn 0.3702 0.8441 -0.3878
|
|
vn -0.8441 -0.3702 -0.3878
|
|
vn -0.8441 0.3702 -0.3878
|
|
vn 0.9239 0.3826 -0.0000
|
|
vn 1.0000 0.0000 -0.0000
|
|
vn -0.3826 0.9239 -0.0000
|
|
vn 0.3826 0.9239 -0.0000
|
|
vn -1.0000 0.0000 -0.0000
|
|
vn -0.9239 0.3826 -0.0000
|
|
vn 0.6303 -0.2971 0.7173
|
|
vn 0.7173 0.2971 0.6303
|
|
vn 0.2971 0.7173 0.6303
|
|
vn -0.2971 0.7173 0.6303
|
|
vn -0.7173 0.2971 0.6303
|
|
vn -0.6303 -0.2971 0.7173
|
|
vn -0.8042 -0.5492 0.2275
|
|
vn -0.6303 -0.7173 0.2971
|
|
vn 0.8042 -0.5492 0.2275
|
|
vn 0.6303 -0.7173 0.2971
|
|
vn 0.3036 -0.8399 -0.4498
|
|
vn -0.3036 -0.8399 -0.4498
|
|
vn 0.3036 0.8400 -0.4498
|
|
vn -0.3036 0.8400 -0.4498
|
|
vn 0.8042 -0.2274 0.5491
|
|
vn -0.8042 -0.2274 0.5491
|
|
vn -0.8399 -0.3036 -0.4498
|
|
vn -0.8399 0.3036 -0.4498
|
|
vn 0.8399 0.3036 -0.4498
|
|
vn 0.8399 -0.3036 -0.4498
|
|
vn -0.8441 0.3702 -0.3877
|
|
vn -0.3703 0.8441 -0.3878
|
|
vn 0.3703 0.8441 -0.3878
|
|
vn 0.8441 0.3702 -0.3877
|
|
vn -0.9239 0.3827 -0.0000
|
|
vn -0.3827 0.9239 -0.0000
|
|
vn 0.3827 0.9239 -0.0000
|
|
vn 0.9239 0.3827 -0.0000
|
|
vn 0.8042 -0.5491 0.2274
|
|
vn -0.8042 -0.5491 0.2274
|
|
# 68 vertex normals
|
|
|
|
vt 0.7694 0.0000 0.0000
|
|
vt 0.7694 1.0000 0.0000
|
|
vt 0.2306 1.0000 0.0000
|
|
vt 0.2306 0.0000 0.0000
|
|
vt 0.0000 0.0875 0.0000
|
|
vt 0.1607 0.0000 0.0000
|
|
vt 0.8393 0.0000 0.0000
|
|
vt 1.0000 0.0875 0.0000
|
|
vt 1.0000 0.2084 0.0000
|
|
vt 0.0000 0.2084 0.0000
|
|
vt 0.0000 0.1048 0.0000
|
|
vt 1.0000 0.1048 0.0000
|
|
vt 1.0000 0.3683 0.0000
|
|
vt 1.0000 0.6317 0.0000
|
|
vt 1.0000 0.8952 0.0000
|
|
vt 0.0000 0.8952 0.0000
|
|
vt 0.0000 0.6317 0.0000
|
|
vt 0.0000 0.3683 0.0000
|
|
vt 1.0000 0.9125 0.0000
|
|
vt 0.1607 1.0000 0.0000
|
|
vt 0.8393 1.0000 0.0000
|
|
vt 0.0000 0.9125 0.0000
|
|
vt 1.0000 0.7916 0.0000
|
|
vt 0.0000 0.7916 0.0000
|
|
vt 0.0000 0.5000 0.0000
|
|
vt 1.0000 0.5000 0.0000
|
|
vt 1.0000 0.0236 0.0000
|
|
vt 0.0000 0.0236 0.0000
|
|
vt 0.0000 0.9764 0.0000
|
|
vt 1.0000 0.9764 0.0000
|
|
vt 0.3849 0.4259 0.0000
|
|
vt -0.4417 0.4417 0.0000
|
|
vt -1.1232 1.1680 0.0000
|
|
vt 0.0281 0.9718 0.0000
|
|
vt 0.4693 -0.5104 0.0000
|
|
vt 0.4709 0.4708 0.0000
|
|
vt 2.1232 -0.1680 0.0000
|
|
vt 0.9719 0.0282 0.0000
|
|
# 38 texture coords
|
|
|
|
o Box178
|
|
g Box178
|
|
usemtl wire_059059059
|
|
s off
|
|
f 1057/320/666 1058/321/667 1059/322/668 1060/323/669
|
|
f 1061/323/670 1062/320/671 1063/321/672 1064/322/673
|
|
f 1065/324/674 1066/325/675 1067/326/676 1068/327/677 1069/328/678 1070/329/679
|
|
f 1071/330/680 1072/331/681 1073/332/682 1074/333/683 1075/334/684 1076/335/685
|
|
f 1077/332/683 1078/333/682 1074/336/683 1073/337/682
|
|
f 1079/330/686 1080/331/687 1081/334/688 1082/335/689 1078/336/682 1077/337/683
|
|
f 1057/320/666 1060/323/669 1083/326/690 1084/325/691
|
|
f 1071/330/680 1076/335/685 1085/338/692 1086/327/693
|
|
f 1062/320/671 1061/323/670 1087/339/694 1088/340/695
|
|
f 1081/334/688 1080/331/687 1089/324/696 1090/341/697
|
|
f 1084/325/691 1083/326/690 1067/326/676 1066/325/675
|
|
f 1086/327/693 1085/338/692 1091/338/698 1092/342/699 1069/328/678 1068/327/677
|
|
f 1088/340/695 1087/339/694 1093/339/700 1094/340/701
|
|
f 1090/341/697 1089/324/696 1065/324/674 1070/329/679 1095/343/702 1096/341/703
|
|
f 1097/342/704 1098/338/705 1099/340/706 1100/339/707 1101/341/708 1102/343/709
|
|
f 1094/340/701 1093/339/700 1100/339/707 1099/340/706
|
|
f 1096/341/703 1095/343/702 1103/344/710 1104/344/711 1102/343/709 1101/341/708
|
|
f 1103/344/710 1105/345/712 1106/345/713 1104/344/711
|
|
f 1105/345/712 1092/342/699 1091/338/698 1098/338/705 1097/342/704 1106/345/713
|
|
f 1057/346/666 1080/331/687 1079/330/686 1058/347/667
|
|
f 1059/346/668 1072/331/681 1071/330/680 1060/347/669
|
|
f 1062/348/671 1076/335/685 1075/334/684 1063/349/672
|
|
f 1064/348/673 1082/335/689 1081/334/688 1061/349/670
|
|
f 1080/350/687 1057/320/666 1084/325/691 1089/351/696
|
|
f 1060/352/669 1071/330/680 1086/327/693 1083/353/690
|
|
f 1076/354/685 1062/320/671 1088/340/695 1085/355/692
|
|
f 1061/356/670 1081/334/688 1090/341/697 1087/357/694
|
|
f 1089/324/696 1084/325/691 1066/325/675 1065/324/674
|
|
f 1083/326/690 1086/327/693 1068/327/677 1067/326/676
|
|
f 1085/338/692 1088/340/695 1094/340/701 1091/338/698
|
|
f 1087/339/694 1090/341/697 1096/341/703 1093/339/700
|
|
f 1091/338/698 1094/340/701 1099/340/706 1098/338/705
|
|
f 1093/339/700 1096/341/703 1101/341/708 1100/339/707
|
|
f 1069/328/678 1092/342/699 1105/345/712
|
|
f 1095/343/702 1070/329/679 1103/344/710
|
|
f 1103/344/710 1070/329/679 1069/328/678 1105/345/712
|
|
f 1102/343/709 1104/344/711 1106/345/713 1097/342/704
|
|
f 1078/333/682 1082/334/689 1064/321/673 1063/322/672 1075/335/684 1074/336/683
|
|
f 1073/337/682 1072/330/681 1059/323/668 1058/320/667 1079/331/686 1077/332/683
|
|
f 1107/320/714 1108/323/715 1109/322/667 1110/321/668
|
|
f 1111/323/716 1112/322/672 1113/321/673 1114/320/717
|
|
f 1115/324/677 1116/329/718 1117/328/719 1118/327/674 1119/326/675 1120/325/676
|
|
f 1121/330/720 1122/335/721 1123/334/689 1124/333/682 1125/332/683 1126/331/686
|
|
f 1127/332/682 1125/337/683 1124/336/682 1128/333/683
|
|
f 1129/330/681 1127/337/682 1128/336/683 1130/335/684 1131/334/722 1132/331/723
|
|
f 1107/320/714 1133/325/690 1134/326/691 1108/323/715
|
|
f 1121/330/720 1135/327/696 1136/338/724 1122/335/721
|
|
f 1114/320/717 1137/340/725 1138/339/726 1111/323/716
|
|
f 1131/334/722 1139/341/727 1140/324/693 1132/331/723
|
|
f 1133/325/690 1120/325/676 1119/326/675 1134/326/691
|
|
f 1135/327/696 1118/327/674 1117/328/719 1141/342/702 1142/338/728 1136/338/724
|
|
f 1137/340/725 1143/340/729 1144/339/730 1138/339/726
|
|
f 1139/341/727 1145/341/731 1146/343/699 1116/329/718 1115/324/677 1140/324/693
|
|
f 1147/342/709 1148/343/704 1149/341/705 1150/339/706 1151/340/707 1152/338/708
|
|
f 1143/340/729 1151/340/707 1150/339/706 1144/339/730
|
|
f 1145/341/731 1149/341/705 1148/343/704 1153/344/713 1154/344/732 1146/343/699
|
|
f 1154/344/732 1153/344/713 1155/345/711 1156/345/733
|
|
f 1156/345/733 1155/345/711 1147/342/709 1152/338/708 1142/338/728 1141/342/702
|
|
f 1107/346/714 1110/347/668 1129/330/681 1132/331/723
|
|
f 1109/346/667 1108/347/715 1121/330/720 1126/331/686
|
|
f 1114/348/717 1113/349/673 1123/334/689 1122/335/721
|
|
f 1112/348/672 1111/349/716 1131/334/722 1130/335/684
|
|
f 1132/350/723 1140/351/693 1133/325/690 1107/320/714
|
|
f 1108/352/715 1134/353/691 1135/327/696 1121/330/720
|
|
f 1122/354/721 1136/355/724 1137/340/725 1114/320/717
|
|
f 1111/356/716 1138/357/726 1139/341/727 1131/334/722
|
|
f 1140/324/693 1115/324/677 1120/325/676 1133/325/690
|
|
f 1134/326/691 1119/326/675 1118/327/674 1135/327/696
|
|
f 1136/338/724 1142/338/728 1143/340/729 1137/340/725
|
|
f 1138/339/726 1144/339/730 1145/341/731 1139/341/727
|
|
f 1142/338/728 1152/338/708 1151/340/707 1143/340/729
|
|
f 1144/339/730 1150/339/706 1149/341/705 1145/341/731
|
|
f 1117/328/719 1156/345/733 1141/342/702
|
|
f 1146/343/699 1154/344/732 1116/329/718
|
|
f 1154/344/732 1156/345/733 1117/328/719 1116/329/718
|
|
f 1148/343/704 1147/342/709 1155/345/711 1153/344/713
|
|
f 1128/333/683 1124/336/682 1123/335/689 1113/322/673 1112/321/672 1130/334/684
|
|
f 1125/337/683 1127/332/682 1129/331/681 1110/320/668 1109/323/667 1126/330/686
|
|
# 74 polygons - 4 triangles
|
|
|
|
#
|
|
# object Cylinder021
|
|
#
|
|
|
|
v -308.0637 7.4381 -58.4426
|
|
v -309.2754 7.4381 -54.7134
|
|
v -309.2754 2.1400 -54.7134
|
|
v -308.0637 2.1400 -58.4426
|
|
v -312.4476 7.4381 -52.4086
|
|
v -312.4476 2.1400 -52.4086
|
|
v -316.3687 7.4381 -52.4086
|
|
v -316.3687 2.1400 -52.4086
|
|
v -319.5409 7.4381 -54.7134
|
|
v -319.5409 2.1400 -54.7134
|
|
v -320.7526 7.4381 -58.4426
|
|
v -320.7526 2.1400 -58.4426
|
|
v -319.5409 7.4381 -62.1718
|
|
v -319.5409 2.1400 -62.1718
|
|
v -316.3687 7.4381 -64.4765
|
|
v -316.3687 2.1400 -64.4765
|
|
v -312.4476 7.4381 -64.4765
|
|
v -312.4476 2.1400 -64.4765
|
|
v -309.2754 7.4381 -62.1718
|
|
v -309.2754 2.1400 -62.1718
|
|
v -310.8653 8.3239 -61.0166
|
|
v -313.0549 8.3239 -62.6075
|
|
v -315.7614 8.3239 -62.6075
|
|
v -317.9510 8.3239 -61.0166
|
|
v -318.7874 8.3239 -58.4426
|
|
v -317.9510 8.3239 -55.8685
|
|
v -315.7614 8.3239 -54.2777
|
|
v -313.0549 8.3239 -54.2777
|
|
v -310.8653 8.3239 -55.8685
|
|
v -310.0289 8.3239 -58.4426
|
|
v -310.0289 1.2543 -58.4426
|
|
v -310.8653 1.2543 -55.8685
|
|
v -313.0549 1.2543 -54.2777
|
|
v -315.7614 1.2543 -54.2777
|
|
v -317.9510 1.2543 -55.8685
|
|
v -318.7874 1.2543 -58.4426
|
|
v -317.9510 1.2543 -61.0166
|
|
v -315.7614 1.2543 -62.6075
|
|
v -313.0549 1.2543 -62.6075
|
|
v -310.8653 1.2543 -61.0166
|
|
v -430.8389 7.4381 -58.4426
|
|
v -430.8389 2.1400 -58.4426
|
|
v -429.6273 2.1400 -54.7134
|
|
v -429.6273 7.4381 -54.7134
|
|
v -426.4550 2.1400 -52.4086
|
|
v -426.4550 7.4381 -52.4086
|
|
v -422.5339 2.1400 -52.4086
|
|
v -422.5339 7.4381 -52.4086
|
|
v -419.3617 2.1400 -54.7134
|
|
v -419.3617 7.4381 -54.7134
|
|
v -418.1500 2.1400 -58.4426
|
|
v -418.1500 7.4381 -58.4426
|
|
v -419.3617 2.1400 -62.1718
|
|
v -419.3617 7.4381 -62.1718
|
|
v -422.5339 2.1400 -64.4765
|
|
v -422.5339 7.4381 -64.4765
|
|
v -426.4550 2.1400 -64.4765
|
|
v -426.4550 7.4381 -64.4765
|
|
v -429.6273 2.1400 -62.1718
|
|
v -429.6273 7.4381 -62.1718
|
|
v -428.0374 8.3239 -61.0166
|
|
v -428.8737 8.3239 -58.4426
|
|
v -428.0374 8.3239 -55.8685
|
|
v -425.8477 8.3239 -54.2777
|
|
v -423.1412 8.3239 -54.2777
|
|
v -420.9516 8.3239 -55.8685
|
|
v -420.1152 8.3239 -58.4426
|
|
v -420.9516 8.3239 -61.0166
|
|
v -423.1412 8.3239 -62.6075
|
|
v -425.8477 8.3239 -62.6075
|
|
v -428.8737 1.2543 -58.4426
|
|
v -428.0374 1.2543 -61.0166
|
|
v -425.8477 1.2543 -62.6075
|
|
v -423.1412 1.2543 -62.6075
|
|
v -420.9516 1.2543 -61.0166
|
|
v -420.1152 1.2543 -58.4426
|
|
v -420.9516 1.2543 -55.8685
|
|
v -423.1412 1.2543 -54.2777
|
|
v -425.8477 1.2543 -54.2777
|
|
v -428.0374 1.2543 -55.8685
|
|
# 80 vertices
|
|
|
|
vn 0.8826 0.4701 -0.0000
|
|
vn 0.7141 0.4701 0.5188
|
|
vn 0.7141 -0.4701 0.5188
|
|
vn 0.8826 -0.4701 -0.0000
|
|
vn 0.2728 0.4700 0.8395
|
|
vn 0.2728 -0.4700 0.8395
|
|
vn -0.2728 0.4700 0.8395
|
|
vn -0.2728 -0.4700 0.8395
|
|
vn -0.7141 0.4700 0.5188
|
|
vn -0.7141 -0.4700 0.5188
|
|
vn -0.8827 0.4700 -0.0000
|
|
vn -0.8827 -0.4700 -0.0000
|
|
vn -0.7141 0.4701 -0.5188
|
|
vn -0.7141 -0.4701 -0.5188
|
|
vn -0.2727 0.4701 -0.8394
|
|
vn -0.2727 -0.4701 -0.8394
|
|
vn 0.2728 0.4700 -0.8395
|
|
vn 0.2728 -0.4700 -0.8395
|
|
vn 0.7141 0.4700 -0.5188
|
|
vn 0.7141 -0.4700 -0.5188
|
|
vn 0.2373 0.9560 -0.1724
|
|
vn 0.0906 0.9560 -0.2790
|
|
vn -0.0906 0.9560 -0.2790
|
|
vn -0.2373 0.9560 -0.1724
|
|
vn -0.2933 0.9560 -0.0000
|
|
vn -0.2373 0.9560 0.1724
|
|
vn -0.0906 0.9560 0.2790
|
|
vn 0.0906 0.9560 0.2790
|
|
vn 0.2373 0.9560 0.1724
|
|
vn 0.2933 0.9560 0.0000
|
|
vn 0.2933 -0.9560 0.0000
|
|
vn 0.2373 -0.9560 0.1724
|
|
vn 0.0906 -0.9560 0.2790
|
|
vn -0.0906 -0.9560 0.2790
|
|
vn -0.2373 -0.9560 0.1724
|
|
vn -0.2933 -0.9560 -0.0000
|
|
vn -0.2373 -0.9560 -0.1724
|
|
vn -0.0906 -0.9560 -0.2790
|
|
vn 0.0906 -0.9560 -0.2790
|
|
vn 0.2373 -0.9560 -0.1724
|
|
vn -0.7141 -0.4701 0.5188
|
|
vn -0.7141 0.4701 0.5188
|
|
vn -0.2727 -0.4701 0.8394
|
|
vn -0.2727 0.4701 0.8394
|
|
vn 0.7141 -0.4700 0.5188
|
|
vn 0.7141 0.4700 0.5188
|
|
vn 0.8827 -0.4700 0.0000
|
|
vn 0.8827 0.4700 0.0000
|
|
vn -0.2728 -0.4700 -0.8395
|
|
vn -0.2728 0.4700 -0.8395
|
|
vn -0.7141 -0.4700 -0.5188
|
|
vn -0.7141 0.4700 -0.5188
|
|
# 52 vertex normals
|
|
|
|
vt 0.7500 0.0000 1.0000
|
|
vt 0.6500 0.0000 1.0000
|
|
vt 0.6500 1.0000 1.0000
|
|
vt 0.7500 1.0000 1.0000
|
|
vt 0.5500 0.0000 1.0000
|
|
vt 0.5500 1.0000 1.0000
|
|
vt 0.4500 0.0000 1.0000
|
|
vt 0.4500 1.0000 1.0000
|
|
vt 0.3500 0.0000 1.0000
|
|
vt 0.3500 1.0000 1.0000
|
|
vt 0.2500 0.0000 1.0000
|
|
vt 0.2500 1.0000 1.0000
|
|
vt 0.1500 0.0000 1.0000
|
|
vt 0.1500 1.0000 1.0000
|
|
vt 0.0500 0.0000 1.0000
|
|
vt 0.0500 1.0000 1.0000
|
|
vt -0.0500 0.0000 1.0000
|
|
vt -0.0500 1.0000 1.0000
|
|
vt 0.9500 0.0000 1.0000
|
|
vt 0.8500 0.0000 1.0000
|
|
vt 0.8500 1.0000 1.0000
|
|
vt 0.9500 1.0000 1.0000
|
|
vt 0.2061 0.9045 -0.2500
|
|
vt 0.0245 0.6545 -0.2500
|
|
vt 0.0245 0.3455 -0.2500
|
|
vt 0.2061 0.0955 -0.2500
|
|
vt 0.5000 0.0000 -0.2500
|
|
vt 0.7939 0.0955 -0.2500
|
|
vt 0.9755 0.3455 -0.2500
|
|
vt 0.9755 0.6545 -0.2500
|
|
vt 0.7939 0.9045 -0.2500
|
|
vt 0.5000 1.0000 -0.2500
|
|
vt 0.5000 1.0000 0.2500
|
|
vt 0.7939 0.9045 0.2500
|
|
vt 0.9755 0.6545 0.2500
|
|
vt 0.9755 0.3455 0.2500
|
|
vt 0.7939 0.0955 0.2500
|
|
vt 0.5000 0.0000 0.2500
|
|
vt 0.2061 0.0955 0.2500
|
|
vt 0.0245 0.3455 0.2500
|
|
vt 0.0245 0.6545 0.2500
|
|
vt 0.2061 0.9045 0.2500
|
|
# 42 texture coords
|
|
|
|
o Cylinder021
|
|
g Cylinder021
|
|
usemtl wire_005005005
|
|
s 8
|
|
f 1157/358/734 1158/359/735 1159/360/736 1160/361/737
|
|
f 1158/359/735 1161/362/738 1162/363/739 1159/360/736
|
|
f 1161/362/738 1163/364/740 1164/365/741 1162/363/739
|
|
f 1163/364/740 1165/366/742 1166/367/743 1164/365/741
|
|
f 1165/366/742 1167/368/744 1168/369/745 1166/367/743
|
|
f 1167/368/744 1169/370/746 1170/371/747 1168/369/745
|
|
f 1169/370/746 1171/372/748 1172/373/749 1170/371/747
|
|
f 1171/372/748 1173/374/750 1174/375/751 1172/373/749
|
|
f 1173/376/750 1175/377/752 1176/378/753 1174/379/751
|
|
f 1175/377/752 1157/358/734 1160/361/737 1176/378/753
|
|
s 1
|
|
f 1177/380/754 1178/381/755 1179/382/756 1180/383/757 1181/384/758 1182/385/759 1183/386/760 1184/387/761 1185/388/762 1186/389/763
|
|
f 1187/390/764 1188/391/765 1189/392/766 1190/393/767 1191/394/768 1192/395/769 1193/396/770 1194/397/771 1195/398/772 1196/399/773
|
|
s off
|
|
f 1158/359/735 1157/358/734 1186/389/763 1185/388/762
|
|
f 1157/358/734 1175/377/752 1177/380/754 1186/389/763
|
|
f 1175/377/752 1173/376/750 1178/381/755 1177/380/754
|
|
f 1173/374/750 1171/372/748 1179/382/756 1178/381/755
|
|
f 1171/372/748 1169/370/746 1180/383/757 1179/382/756
|
|
f 1169/370/746 1167/368/744 1181/384/758 1180/383/757
|
|
f 1167/368/744 1165/366/742 1182/385/759 1181/384/758
|
|
f 1165/366/742 1163/364/740 1183/386/760 1182/385/759
|
|
f 1163/364/740 1161/362/738 1184/387/761 1183/386/760
|
|
f 1161/362/738 1158/359/735 1185/388/762 1184/387/761
|
|
f 1160/361/737 1159/360/736 1188/391/765 1187/390/764
|
|
f 1159/360/736 1162/363/739 1189/392/766 1188/391/765
|
|
f 1162/363/739 1164/365/741 1190/393/767 1189/392/766
|
|
f 1164/365/741 1166/367/743 1191/394/768 1190/393/767
|
|
f 1166/367/743 1168/369/745 1192/395/769 1191/394/768
|
|
f 1168/369/745 1170/371/747 1193/396/770 1192/395/769
|
|
f 1170/371/747 1172/373/749 1194/397/771 1193/396/770
|
|
f 1172/373/749 1174/375/751 1195/398/772 1194/397/771
|
|
f 1174/379/751 1176/378/753 1196/399/773 1195/398/772
|
|
f 1176/378/753 1160/361/737 1187/390/764 1196/399/773
|
|
s 8
|
|
f 1197/358/744 1198/361/745 1199/360/774 1200/359/775
|
|
f 1200/359/775 1199/360/774 1201/363/776 1202/362/777
|
|
f 1202/362/777 1201/363/776 1203/365/739 1204/364/738
|
|
f 1204/364/738 1203/365/739 1205/367/778 1206/366/779
|
|
f 1206/366/779 1205/367/778 1207/369/780 1208/368/781
|
|
f 1208/368/781 1207/369/780 1209/371/753 1210/370/752
|
|
f 1210/370/752 1209/371/753 1211/373/751 1212/372/750
|
|
f 1212/372/750 1211/373/751 1213/375/782 1214/374/783
|
|
f 1214/376/783 1213/379/782 1215/378/784 1216/377/785
|
|
f 1216/377/785 1215/378/784 1198/361/745 1197/358/744
|
|
s 1
|
|
f 1217/380/757 1218/389/758 1219/388/759 1220/387/760 1221/386/761 1222/385/762 1223/384/763 1224/383/754 1225/382/755 1226/381/756
|
|
f 1227/390/769 1228/399/770 1229/398/771 1230/397/772 1231/396/773 1232/395/764 1233/394/765 1234/393/766 1235/392/767 1236/391/768
|
|
s off
|
|
f 1200/359/775 1219/388/759 1218/389/758 1197/358/744
|
|
f 1197/358/744 1218/389/758 1217/380/757 1216/377/785
|
|
f 1216/377/785 1217/380/757 1226/381/756 1214/376/783
|
|
f 1214/374/783 1226/381/756 1225/382/755 1212/372/750
|
|
f 1212/372/750 1225/382/755 1224/383/754 1210/370/752
|
|
f 1210/370/752 1224/383/754 1223/384/763 1208/368/781
|
|
f 1208/368/781 1223/384/763 1222/385/762 1206/366/779
|
|
f 1206/366/779 1222/385/762 1221/386/761 1204/364/738
|
|
f 1204/364/738 1221/386/761 1220/387/760 1202/362/777
|
|
f 1202/362/777 1220/387/760 1219/388/759 1200/359/775
|
|
f 1198/361/745 1227/390/769 1236/391/768 1199/360/774
|
|
f 1199/360/774 1236/391/768 1235/392/767 1201/363/776
|
|
f 1201/363/776 1235/392/767 1234/393/766 1203/365/739
|
|
f 1203/365/739 1234/393/766 1233/394/765 1205/367/778
|
|
f 1205/367/778 1233/394/765 1232/395/764 1207/369/780
|
|
f 1207/369/780 1232/395/764 1231/396/773 1209/371/753
|
|
f 1209/371/753 1231/396/773 1230/397/772 1211/373/751
|
|
f 1211/373/751 1230/397/772 1229/398/771 1213/375/782
|
|
f 1213/379/782 1229/398/771 1228/399/770 1215/378/784
|
|
f 1215/378/784 1228/399/770 1227/390/769 1198/361/745
|
|
# 64 polygons
|
|
|
|
#
|
|
# object Box179
|
|
#
|
|
|
|
v -290.3923 2.8497 -45.4875
|
|
v -284.9828 3.9321 -49.2634
|
|
v -285.1485 3.9321 -64.1763
|
|
v -290.5935 2.8497 -63.5889
|
|
v -288.8611 1.3512 -50.5108
|
|
v -288.9895 1.3512 -62.0639
|
|
v -285.9380 1.9584 -62.6248
|
|
v -285.8234 1.9584 -52.3094
|
|
# 8 vertices
|
|
|
|
vn -0.4073 0.0351 0.9126
|
|
vn 0.7362 0.3749 0.5634
|
|
vn 0.5613 0.3866 -0.7318
|
|
vn -0.7380 0.1297 -0.6623
|
|
vn -0.1542 -0.9733 0.1698
|
|
vn -0.2281 -0.9346 -0.2730
|
|
vn 0.4996 -0.7785 -0.3800
|
|
vn 0.6209 -0.7768 0.1054
|
|
# 8 vertex normals
|
|
|
|
vt 1.0000 0.0000 0.0000
|
|
vt 1.0000 1.0000 0.0000
|
|
vt 0.0000 1.0000 0.0000
|
|
vt 0.0000 0.0000 0.0000
|
|
# 4 texture coords
|
|
|
|
o Box179
|
|
g Box179
|
|
usemtl wire_086086086
|
|
s 2
|
|
f 1237/400/786 1238/401/787 1239/402/788 1240/403/789
|
|
s 4
|
|
f 1241/403/790 1242/400/791 1243/401/792 1244/402/793
|
|
s 8
|
|
f 1237/403/786 1240/400/789 1242/401/791 1241/402/790
|
|
s 16
|
|
f 1240/403/789 1239/400/788 1243/401/792 1242/402/791
|
|
s 32
|
|
f 1239/403/788 1238/400/787 1244/401/793 1243/402/792
|
|
s 64
|
|
f 1238/403/787 1237/400/786 1241/401/790 1244/402/793
|
|
# 6 polygons
|
|
|
|
#
|
|
# object Box180
|
|
#
|
|
|
|
v -296.4066 1.6068 -41.5108
|
|
v -290.9971 2.6893 -45.2866
|
|
v -291.1992 2.6893 -63.4729
|
|
v -296.6441 1.6068 -62.8855
|
|
v -294.8754 0.1084 -46.5340
|
|
v -295.0402 0.1084 -61.3605
|
|
v -291.9886 0.7155 -61.9213
|
|
v -291.8376 0.7155 -48.3327
|
|
# 8 vertices
|
|
|
|
vn -0.4073 0.0351 0.9126
|
|
vn 0.7362 0.3749 0.5634
|
|
vn 0.5613 0.3866 -0.7318
|
|
vn -0.7380 0.1297 -0.6623
|
|
vn -0.1542 -0.9733 0.1698
|
|
vn -0.2281 -0.9346 -0.2730
|
|
vn 0.4996 -0.7785 -0.3800
|
|
vn 0.6209 -0.7768 0.1054
|
|
# 8 vertex normals
|
|
|
|
vt 1.0000 0.0000 0.0000
|
|
vt 1.0000 1.0000 0.0000
|
|
vt 0.0000 1.0000 0.0000
|
|
vt 0.0000 0.0000 0.0000
|
|
# 4 texture coords
|
|
|
|
o Box180
|
|
g Box180
|
|
usemtl wire_086086086
|
|
s 2
|
|
f 1245/404/794 1246/405/795 1247/406/796 1248/407/797
|
|
s 4
|
|
f 1249/407/798 1250/404/799 1251/405/800 1252/406/801
|
|
s 8
|
|
f 1245/407/794 1248/404/797 1250/405/799 1249/406/798
|
|
s 16
|
|
f 1248/407/797 1247/404/796 1251/405/800 1250/406/799
|
|
s 32
|
|
f 1247/407/796 1246/404/795 1252/405/801 1251/406/800
|
|
s 64
|
|
f 1246/407/795 1245/404/794 1249/405/798 1252/406/801
|
|
# 6 polygons
|
|
|
|
#
|
|
# object Box181
|
|
#
|
|
|
|
v -302.4207 0.3639 -37.5174
|
|
v -297.0112 1.4464 -41.2932
|
|
v -297.2498 1.4464 -62.7617
|
|
v -302.6947 0.3639 -62.1743
|
|
v -300.8896 -1.1345 -42.5406
|
|
v -301.0908 -1.1345 -60.6494
|
|
v -298.0392 -0.5273 -61.2102
|
|
v -297.8518 -0.5273 -44.3393
|
|
# 8 vertices
|
|
|
|
vn -0.4073 0.0351 0.9126
|
|
vn 0.7362 0.3749 0.5634
|
|
vn 0.5613 0.3866 -0.7318
|
|
vn -0.7380 0.1297 -0.6623
|
|
vn -0.1542 -0.9733 0.1698
|
|
vn -0.2281 -0.9346 -0.2730
|
|
vn 0.4996 -0.7785 -0.3800
|
|
vn 0.6209 -0.7768 0.1054
|
|
# 8 vertex normals
|
|
|
|
vt 1.0000 0.0000 0.0000
|
|
vt 1.0000 1.0000 0.0000
|
|
vt 0.0000 1.0000 0.0000
|
|
vt 0.0000 0.0000 0.0000
|
|
# 4 texture coords
|
|
|
|
o Box181
|
|
g Box181
|
|
usemtl wire_086086086
|
|
s 2
|
|
f 1253/408/802 1254/409/803 1255/410/804 1256/411/805
|
|
s 4
|
|
f 1257/411/806 1258/408/807 1259/409/808 1260/410/809
|
|
s 8
|
|
f 1253/411/802 1256/408/805 1258/409/807 1257/410/806
|
|
s 16
|
|
f 1256/411/805 1255/408/804 1259/409/808 1258/410/807
|
|
s 32
|
|
f 1255/411/804 1254/408/803 1260/409/809 1259/410/808
|
|
s 64
|
|
f 1254/411/803 1253/408/802 1257/409/806 1260/410/809
|
|
# 6 polygons
|
|
|
|
#
|
|
# object Box182
|
|
#
|
|
|
|
v -308.4352 -0.8789 -41.7994
|
|
v -303.0257 0.2035 -37.3342
|
|
v -303.2996 0.2035 -61.9797
|
|
v -308.7445 -0.8789 -66.3640
|
|
v -306.9040 -2.3773 -44.0527
|
|
v -307.1406 -2.3773 -62.8210
|
|
v -304.0890 -1.7702 -60.4281
|
|
v -303.8662 -1.7702 -41.7536
|
|
# 8 vertices
|
|
|
|
vn -0.8546 0.1026 0.5090
|
|
vn 0.3495 0.1988 0.9156
|
|
vn 0.7417 0.4690 -0.4796
|
|
vn -0.4290 0.0705 -0.9005
|
|
vn -0.2700 -0.9545 0.1265
|
|
vn -0.0663 -0.9589 -0.2760
|
|
vn 0.6286 -0.7603 -0.1637
|
|
vn 0.4902 -0.8466 0.2072
|
|
# 8 vertex normals
|
|
|
|
vt 1.0000 0.0000 0.0000
|
|
vt 1.0000 1.0000 0.0000
|
|
vt 0.0000 1.0000 0.0000
|
|
vt 0.0000 0.0000 0.0000
|
|
# 4 texture coords
|
|
|
|
o Box182
|
|
g Box182
|
|
usemtl wire_086086086
|
|
s 2
|
|
f 1261/412/810 1262/413/811 1263/414/812 1264/415/813
|
|
s 4
|
|
f 1265/415/814 1266/412/815 1267/413/816 1268/414/817
|
|
s 8
|
|
f 1261/415/810 1264/412/813 1266/413/815 1265/414/814
|
|
s 16
|
|
f 1264/415/813 1263/412/812 1267/413/816 1266/414/815
|
|
s 32
|
|
f 1263/415/812 1262/412/811 1268/413/817 1267/414/816
|
|
s 64
|
|
f 1262/415/811 1261/412/810 1265/413/814 1268/414/817
|
|
# 6 polygons
|
|
|
|
#
|
|
# object Box183
|
|
#
|
|
|
|
v -314.4483 -2.1218 -47.2160
|
|
v -309.0388 -1.0393 -42.4652
|
|
v -309.3507 -1.0393 -66.1821
|
|
v -314.7956 -2.1218 -65.5947
|
|
v -312.9171 -3.6202 -48.7352
|
|
v -313.1917 -3.6202 -64.0697
|
|
v -310.1401 -3.0131 -64.6305
|
|
v -309.8794 -3.0131 -46.2606
|
|
# 8 vertices
|
|
|
|
vn -0.8751 0.1431 0.4624
|
|
vn 0.3481 0.2151 0.9124
|
|
vn 0.5607 0.3867 -0.7322
|
|
vn -0.7399 0.1298 -0.6601
|
|
vn -0.2772 -0.9477 0.1585
|
|
vn -0.2305 -0.9344 -0.2717
|
|
vn 0.4983 -0.7788 -0.3810
|
|
vn 0.4529 -0.8548 0.2533
|
|
# 8 vertex normals
|
|
|
|
vt 1.0000 0.0000 0.0000
|
|
vt 1.0000 1.0000 0.0000
|
|
vt 0.0000 1.0000 0.0000
|
|
vt 0.0000 0.0000 0.0000
|
|
# 4 texture coords
|
|
|
|
o Box183
|
|
g Box183
|
|
usemtl wire_086086086
|
|
s 2
|
|
f 1269/416/818 1270/417/819 1271/418/820 1272/419/821
|
|
s 4
|
|
f 1273/419/822 1274/416/823 1275/417/824 1276/418/825
|
|
s 8
|
|
f 1269/419/818 1272/416/821 1274/417/823 1273/418/822
|
|
s 16
|
|
f 1272/419/821 1271/416/820 1275/417/824 1274/418/823
|
|
s 32
|
|
f 1271/419/820 1270/416/819 1276/417/825 1275/418/824
|
|
s 64
|
|
f 1270/419/819 1269/416/818 1273/417/822 1276/418/825
|
|
# 6 polygons
|
|
|
|
#
|
|
# object Object012
|
|
#
|
|
|
|
v -359.2444 15.8971 -195.0784
|
|
v -359.5460 21.8148 -188.6384
|
|
v -351.8207 22.7899 -171.0679
|
|
v -350.6230 16.7973 -173.4281
|
|
v -359.6102 28.3100 -156.1855
|
|
v -356.5263 26.1232 -159.9059
|
|
v -354.4218 23.3894 -170.8477
|
|
v -357.9854 22.8240 -178.7746
|
|
v -360.5247 12.8095 -194.3242
|
|
v -351.4515 11.0572 -160.8032
|
|
v -354.2186 23.2728 -157.7681
|
|
v -352.5212 20.0953 -163.6044
|
|
v -352.3365 20.2946 -169.8953
|
|
v -353.5395 17.8235 -163.7072
|
|
v -351.9312 17.7298 -171.7332
|
|
v -363.8994 8.0587 -138.3120
|
|
v -364.6674 30.0316 -145.3537
|
|
v -354.1224 25.8869 -158.6982
|
|
v -362.4301 31.2667 -148.8777
|
|
v -363.4668 13.5666 -189.2241
|
|
v -361.0943 17.1957 -191.8042
|
|
v -361.0426 20.5568 -187.5973
|
|
v -358.5566 22.6168 -182.8863
|
|
v -353.2862 23.3547 -170.9796
|
|
v -360.6872 29.7332 -153.2154
|
|
v -355.4388 26.2271 -159.4401
|
|
v -379.5223 15.8971 -195.0784
|
|
v -388.1437 16.7973 -173.4281
|
|
v -386.9460 22.7899 -171.0679
|
|
v -379.2207 21.8148 -188.6384
|
|
v -379.1565 28.3100 -156.1855
|
|
v -380.7813 22.8240 -178.7746
|
|
v -384.3449 23.3894 -170.8477
|
|
v -382.2404 26.1232 -159.9059
|
|
v -378.2419 12.8095 -194.3242
|
|
v -387.3151 11.0572 -160.8032
|
|
v -384.5481 23.2728 -157.7681
|
|
v -386.4301 20.2946 -169.8953
|
|
v -386.2455 20.0953 -163.6044
|
|
v -386.8355 17.7298 -171.7332
|
|
v -385.2272 17.8235 -163.7072
|
|
v -374.8672 8.0587 -138.3120
|
|
v -374.0993 30.0316 -145.3537
|
|
v -376.3366 31.2667 -148.8777
|
|
v -384.6443 25.8869 -158.6982
|
|
v -375.2998 13.5666 -189.2241
|
|
v -377.6724 17.1957 -191.8042
|
|
v -377.7241 20.5568 -187.5973
|
|
v -385.4804 23.3547 -170.9796
|
|
v -380.2101 22.6168 -182.8863
|
|
v -378.0794 29.7332 -153.2154
|
|
v -383.3279 26.2271 -159.4401
|
|
# 52 vertices
|
|
|
|
vn 0.2049 0.1624 -0.9652
|
|
vn 0.0173 0.8419 -0.5393
|
|
vn 0.8404 0.5383 -0.0631
|
|
vn 0.9868 -0.1195 -0.1089
|
|
vn 0.4286 0.8679 -0.2511
|
|
vn 0.2365 0.9366 -0.2587
|
|
vn 0.1135 0.9784 -0.1729
|
|
vn 0.3256 0.9399 -0.1029
|
|
vn -0.1145 -0.6257 -0.7716
|
|
vn 0.8967 -0.2980 0.3274
|
|
vn 0.9287 0.1277 0.3481
|
|
vn 0.9933 0.1104 0.0327
|
|
vn 0.9866 0.0126 0.1624
|
|
vn 0.8797 -0.4395 0.1814
|
|
vn 0.8451 -0.0292 0.5338
|
|
vn 0.5066 -0.8539 0.1189
|
|
vn 0.0988 0.9179 0.3844
|
|
vn 0.8047 0.5717 0.1602
|
|
vn 0.1632 0.9474 0.2754
|
|
vn -0.6297 -0.7341 -0.2543
|
|
vn -0.6658 0.4838 -0.5681
|
|
vn -0.7281 0.6142 -0.3044
|
|
vn 0.3240 0.9292 -0.1775
|
|
vn 0.2129 0.9609 -0.1771
|
|
vn 0.3765 0.9083 -0.1823
|
|
vn 0.2252 0.9404 -0.2547
|
|
vn -0.2049 0.1624 -0.9652
|
|
vn -0.9868 -0.1195 -0.1089
|
|
vn -0.8404 0.5383 -0.0631
|
|
vn -0.0173 0.8419 -0.5393
|
|
vn -0.4286 0.8679 -0.2511
|
|
vn -0.3256 0.9399 -0.1029
|
|
vn -0.1135 0.9784 -0.1729
|
|
vn -0.2365 0.9366 -0.2587
|
|
vn 0.1145 -0.6257 -0.7716
|
|
vn -0.8967 -0.2980 0.3274
|
|
vn -0.9287 0.1277 0.3481
|
|
vn -0.9866 0.0126 0.1624
|
|
vn -0.9933 0.1104 0.0327
|
|
vn -0.8451 -0.0292 0.5338
|
|
vn -0.8797 -0.4395 0.1814
|
|
vn -0.5066 -0.8539 0.1189
|
|
vn -0.0988 0.9179 0.3844
|
|
vn -0.1632 0.9474 0.2754
|
|
vn -0.8047 0.5717 0.1602
|
|
vn 0.6297 -0.7341 -0.2543
|
|
vn 0.6658 0.4838 -0.5681
|
|
vn 0.7281 0.6142 -0.3044
|
|
vn -0.2129 0.9609 -0.1771
|
|
vn -0.3240 0.9292 -0.1775
|
|
vn -0.3765 0.9083 -0.1823
|
|
vn -0.2252 0.9404 -0.2547
|
|
# 52 vertex normals
|
|
|
|
vt 0.7012 0.7028 0.0000
|
|
vt 0.6741 0.8241 0.0000
|
|
vt 0.8550 0.7473 0.0000
|
|
vt 0.8478 0.6166 0.0000
|
|
vt 0.5255 1.0000 0.0000
|
|
vt 0.7764 0.8358 0.0000
|
|
vt 0.6910 0.7217 0.0000
|
|
vt 0.8612 0.6112 0.0000
|
|
vt 0.8943 0.7586 0.0000
|
|
vt 0.8735 0.6015 0.0000
|
|
# 10 texture coords
|
|
|
|
o Object012
|
|
g Object012
|
|
usemtl wire_133133133
|
|
s off
|
|
f 1277/420/826 1278/421/827 1279/422/828 1280/423/829
|
|
f 1281/424/830 1282/425/831 1283/422/832 1284/421/833
|
|
f 1285/426/834 1277/420/826 1280/423/829 1286/427/835
|
|
f 1287/425/836 1288/428/837 1289/422/838
|
|
f 1289/422/838 1288/428/837 1290/429/839 1291/423/840
|
|
f 1291/423/840 1290/429/839 1292/427/841
|
|
f 1293/424/842 1287/425/836 1294/425/843 1295/424/844
|
|
f 1287/425/836 1289/422/838 1279/422/828 1294/425/843
|
|
f 1289/422/838 1291/423/840 1280/423/829 1279/422/828
|
|
f 1291/423/840 1292/427/841 1286/427/835 1280/423/829
|
|
f 1292/427/841 1296/426/845 1285/426/834 1286/427/835
|
|
f 1296/426/845 1297/420/846 1277/420/826 1285/426/834
|
|
f 1297/420/846 1298/421/847 1278/421/827 1277/420/826
|
|
f 1298/421/847 1293/424/842 1295/424/844 1278/421/827
|
|
f 1279/422/828 1278/421/827 1299/421/848 1300/422/849
|
|
f 1278/421/827 1295/424/844 1301/424/850 1299/421/848
|
|
f 1295/424/844 1294/425/843 1302/425/851 1301/424/850
|
|
f 1294/425/843 1279/422/828 1300/422/849 1302/425/851
|
|
f 1300/422/849 1299/421/848 1284/421/833 1283/422/832
|
|
f 1299/421/848 1301/424/850 1281/424/830 1284/421/833
|
|
f 1301/424/850 1302/425/851 1282/425/831 1281/424/830
|
|
f 1302/425/851 1300/422/849 1283/422/832 1282/425/831
|
|
f 1303/420/852 1304/423/853 1305/422/854 1306/421/855
|
|
f 1307/424/856 1308/421/857 1309/422/858 1310/425/859
|
|
f 1311/426/860 1312/427/861 1304/423/853 1303/420/852
|
|
f 1313/425/862 1314/422/863 1315/428/864
|
|
f 1314/422/863 1316/423/865 1317/429/866 1315/428/864
|
|
f 1316/423/865 1318/427/867 1317/429/866
|
|
f 1319/424/868 1320/424/869 1321/425/870 1313/425/862
|
|
f 1313/425/862 1321/425/870 1305/422/854 1314/422/863
|
|
f 1314/422/863 1305/422/854 1304/423/853 1316/423/865
|
|
f 1316/423/865 1304/423/853 1312/427/861 1318/427/867
|
|
f 1318/427/867 1312/427/861 1311/426/860 1322/426/871
|
|
f 1322/426/871 1311/426/860 1303/420/852 1323/420/872
|
|
f 1323/420/872 1303/420/852 1306/421/855 1324/421/873
|
|
f 1324/421/873 1306/421/855 1320/424/869 1319/424/868
|
|
f 1305/422/854 1325/422/874 1326/421/875 1306/421/855
|
|
f 1306/421/855 1326/421/875 1327/424/876 1320/424/869
|
|
f 1320/424/869 1327/424/876 1328/425/877 1321/425/870
|
|
f 1321/425/870 1328/425/877 1325/422/874 1305/422/854
|
|
f 1325/422/874 1309/422/858 1308/421/857 1326/421/875
|
|
f 1326/421/875 1308/421/857 1307/424/856 1327/424/876
|
|
f 1327/424/876 1307/424/856 1310/425/859 1328/425/877
|
|
f 1328/425/877 1310/425/859 1309/422/858 1325/422/874
|
|
# 40 polygons - 4 triangles
|
|
|
|
#
|
|
# object Object013
|
|
#
|
|
|
|
v -363.0833 -2.6343 -152.9766
|
|
v -365.1419 6.5918 -183.9212
|
|
v -364.5876 10.4524 -194.6264
|
|
v -356.3606 1.7236 -155.8016
|
|
v -363.4408 12.7095 -194.3078
|
|
v -363.9807 13.1743 -189.2080
|
|
v -361.5044 4.0796 -152.6135
|
|
v -355.6730 3.8180 -155.4331
|
|
v -346.0461 -0.7839 -38.5798
|
|
v -342.9102 0.5891 -48.2791
|
|
v -339.8875 4.4073 -46.6851
|
|
v -345.8793 5.4889 -41.1380
|
|
v -354.7409 1.4040 -121.3718
|
|
v -365.4037 -2.2054 -126.2206
|
|
v -354.0533 3.4984 -121.0033
|
|
v -361.5206 3.7600 -118.1837
|
|
v -369.3800 -0.8407 -118.3139
|
|
v -369.3800 -0.8382 -118.3042
|
|
v -345.4342 5.6771 -105.6443
|
|
v -346.1217 3.5827 -106.0128
|
|
v -347.7422 5.9387 -102.8248
|
|
v -369.3800 1.4769 -103.1378
|
|
v -359.0691 2.5817 -102.9886
|
|
v -362.0919 0.8615 -104.5827
|
|
v -345.5988 1.8467 -75.4960
|
|
v -348.6216 -1.9716 -77.0900
|
|
v -369.3800 1.3359 -75.6303
|
|
v -369.3800 -2.3089 -66.4211
|
|
v -369.3800 -0.8390 -118.3080
|
|
v -369.3800 0.6632 -103.3275
|
|
v -369.3800 -1.6671 -75.9473
|
|
v -375.6768 -2.6343 -152.9766
|
|
v -382.3995 1.7236 -155.8016
|
|
v -374.1724 10.4524 -194.6264
|
|
v -373.6181 6.5918 -183.9212
|
|
v -375.3192 12.7095 -194.3078
|
|
v -383.0870 3.8180 -155.4331
|
|
v -377.2556 4.0796 -152.6135
|
|
v -374.7793 13.1743 -189.2080
|
|
v -392.7140 -0.7839 -38.5798
|
|
v -392.8808 5.4889 -41.1380
|
|
v -398.8726 4.4073 -46.6851
|
|
v -395.8498 0.5891 -48.2791
|
|
v -373.3564 -2.2054 -126.2206
|
|
v -384.0192 1.4040 -121.3718
|
|
v -384.7067 3.4984 -121.0033
|
|
v -377.2394 3.7600 -118.1837
|
|
v -392.6383 3.5827 -106.0128
|
|
v -393.3259 5.6771 -105.6443
|
|
v -391.0178 5.9387 -102.8248
|
|
v -379.6909 2.5817 -102.9886
|
|
v -376.6682 0.8615 -104.5827
|
|
v -390.1385 -1.9716 -77.0900
|
|
v -393.1612 1.8467 -75.4960
|
|
# 54 vertices
|
|
|
|
vn -0.5165 -0.8535 -0.0698
|
|
vn -0.6557 -0.7286 -0.1978
|
|
vn -0.3214 -0.2625 -0.9098
|
|
vn 0.7628 -0.6197 -0.1847
|
|
vn 0.2240 0.5607 -0.7972
|
|
vn -0.1987 0.9801 -0.0044
|
|
vn -0.5991 0.7941 0.1024
|
|
vn 0.8645 0.5018 -0.0271
|
|
vn 0.1457 -0.4438 0.8842
|
|
vn 0.6430 -0.7658 0.0022
|
|
vn 0.8838 0.3746 0.2803
|
|
vn -0.0403 0.7992 0.5998
|
|
vn 0.6265 -0.7764 -0.0682
|
|
vn -0.0130 -0.9970 0.0764
|
|
vn 0.7188 0.6382 -0.2756
|
|
vn -0.3121 0.9449 0.0987
|
|
vn 0.0000 0.6135 0.7897
|
|
vn -0.0000 -0.9888 0.1490
|
|
vn 0.8661 0.4924 0.0857
|
|
vn 0.6945 -0.6255 0.3556
|
|
vn 0.4398 0.2733 0.8555
|
|
vn 0.0000 0.9972 -0.0742
|
|
vn 0.3961 -0.4509 0.7999
|
|
vn 0.1641 -0.9864 0.0026
|
|
vn 0.8657 0.4245 -0.2652
|
|
vn 0.4748 -0.8602 -0.1862
|
|
vn 0.0000 0.9818 0.1897
|
|
vn 0.0000 -0.5908 0.8068
|
|
vn 0.0000 -0.9709 0.2396
|
|
vn 0.0000 -1.0000 -0.0025
|
|
vn 0.0000 -0.9971 -0.0757
|
|
vn 0.5165 -0.8535 -0.0698
|
|
vn -0.7628 -0.6197 -0.1847
|
|
vn 0.3214 -0.2625 -0.9098
|
|
vn 0.6557 -0.7286 -0.1978
|
|
vn -0.2240 0.5607 -0.7972
|
|
vn -0.8645 0.5018 -0.0271
|
|
vn 0.5991 0.7941 0.1024
|
|
vn 0.1987 0.9801 -0.0044
|
|
vn -0.1457 -0.4438 0.8842
|
|
vn 0.0403 0.7992 0.5998
|
|
vn -0.8838 0.3746 0.2803
|
|
vn -0.6430 -0.7658 0.0022
|
|
vn 0.0130 -0.9970 0.0764
|
|
vn -0.6265 -0.7764 -0.0682
|
|
vn -0.7188 0.6382 -0.2756
|
|
vn 0.3121 0.9449 0.0987
|
|
vn -0.6945 -0.6255 0.3556
|
|
vn -0.8661 0.4924 0.0857
|
|
vn -0.4398 0.2733 0.8555
|
|
vn -0.3961 -0.4508 0.7999
|
|
vn -0.1641 -0.9864 0.0026
|
|
vn -0.4748 -0.8602 -0.1862
|
|
vn -0.8657 0.4245 -0.2652
|
|
# 54 vertex normals
|
|
|
|
vt 0.8386 0.6288 0.0000
|
|
vt 0.6910 0.7217 0.0000
|
|
# 2 texture coords
|
|
|
|
o Object013
|
|
g Object013
|
|
usemtl wire_133133133
|
|
s off
|
|
f 1329/430/878 1330/431/879 1331/431/880 1332/430/881
|
|
f 1333/431/882 1334/431/883 1335/430/884 1336/430/885
|
|
s 1
|
|
f 1330/431/879 1329/430/878 1335/430/884 1334/431/883
|
|
f 1331/431/880 1330/431/879 1334/431/883 1333/431/882
|
|
s 2
|
|
f 1332/430/881 1331/431/880 1333/431/882 1336/430/885
|
|
s 4
|
|
f 1337/430/886 1338/430/887 1339/430/888 1340/430/889
|
|
s off
|
|
f 1329/430/878 1332/430/881 1341/430/890 1342/430/891
|
|
f 1332/430/881 1336/430/885 1343/430/892 1341/430/890
|
|
f 1336/430/885 1335/430/884 1344/430/893 1343/430/892
|
|
f 1335/430/884 1329/430/878 1342/430/891 1345/430/894 1346/430/895 1344/430/893
|
|
f 1341/430/890 1343/430/892 1347/430/896 1348/430/897
|
|
f 1343/430/892 1344/430/893 1349/430/898 1347/430/896
|
|
f 1344/430/893 1346/430/895 1350/430/899 1351/430/900 1349/430/898
|
|
s 4
|
|
f 1352/430/901 1348/430/897 1347/430/896 1349/430/898 1351/430/900
|
|
s off
|
|
f 1352/430/901 1351/430/900 1353/430/902 1354/430/903
|
|
f 1351/430/900 1350/430/899 1355/430/904 1353/430/902
|
|
f 1354/430/903 1353/430/902 1339/430/888 1338/430/887
|
|
f 1353/430/902 1355/430/904 1356/430/905 1339/430/888
|
|
f 1341/430/890 1357/430/906 1345/430/894 1342/430/891
|
|
f 1346/430/895 1352/430/901 1358/430/907
|
|
f 1357/430/906 1341/430/890 1348/430/897 1352/430/901 1346/430/895
|
|
f 1358/430/907 1352/430/901 1354/430/903 1359/430/908
|
|
f 1359/430/908 1354/430/903 1338/430/887 1337/430/886 1356/430/905
|
|
f 1360/430/909 1361/430/910 1362/431/911 1363/431/912
|
|
f 1364/431/913 1365/430/914 1366/430/915 1367/431/916
|
|
s 1
|
|
f 1363/431/912 1367/431/916 1366/430/915 1360/430/909
|
|
f 1362/431/911 1364/431/913 1367/431/916 1363/431/912
|
|
s 2
|
|
f 1361/430/910 1365/430/914 1364/431/913 1362/431/911
|
|
s 4
|
|
f 1368/430/917 1369/430/918 1370/430/919 1371/430/920
|
|
s off
|
|
f 1360/430/909 1372/430/921 1373/430/922 1361/430/910
|
|
f 1361/430/910 1373/430/922 1374/430/923 1365/430/914
|
|
f 1365/430/914 1374/430/923 1375/430/924 1366/430/915
|
|
f 1366/430/915 1375/430/924 1346/430/895 1345/430/894 1372/430/921 1360/430/909
|
|
f 1373/430/922 1376/430/925 1377/430/926 1374/430/923
|
|
f 1374/430/923 1377/430/926 1378/430/927 1375/430/924
|
|
f 1375/430/924 1378/430/927 1379/430/928 1350/430/899 1346/430/895
|
|
s 4
|
|
f 1380/430/929 1379/430/928 1378/430/927 1377/430/926 1376/430/925
|
|
s off
|
|
f 1380/430/929 1381/430/930 1382/430/931 1379/430/928
|
|
f 1379/430/928 1382/430/931 1355/430/904 1350/430/899
|
|
f 1381/430/930 1371/430/920 1370/430/919 1382/430/931
|
|
f 1382/430/931 1370/430/919 1356/430/905 1355/430/904
|
|
f 1373/430/922 1372/430/921 1345/430/894 1357/430/906
|
|
f 1346/430/895 1358/430/907 1380/430/929
|
|
f 1357/430/906 1346/430/895 1380/430/929 1376/430/925 1373/430/922
|
|
f 1358/430/907 1359/430/908 1381/430/930 1380/430/929
|
|
f 1359/430/908 1356/430/905 1368/430/917 1371/430/920 1381/430/930
|
|
f 1356/430/905 1370/430/919 1369/430/918
|
|
f 1369/430/918 1368/430/917 1356/430/905
|
|
f 1339/430/888 1356/430/905 1340/430/889
|
|
f 1356/430/905 1337/430/886 1340/430/889
|
|
# 44 polygons - 6 triangles
|
|
|
|
#
|
|
# object Box184
|
|
#
|
|
|
|
v -358.8465 4.0005 -124.8634
|
|
v -358.8465 4.0005 -150.8895
|
|
v -341.1361 6.4873 -133.6915
|
|
v -341.1361 6.4873 -107.6654
|
|
v -349.2992 20.0883 -133.2899
|
|
v -340.9094 20.0883 -124.6909
|
|
v -341.2913 19.5948 -152.3226
|
|
v -350.0926 19.2376 -162.2474
|
|
v -332.5195 19.2312 -114.9649
|
|
v -332.5195 19.2312 -140.9909
|
|
v -341.4689 7.7666 -124.0291
|
|
v -356.9494 5.2834 -125.4839
|
|
v -334.3938 18.0671 -127.0423
|
|
v -356.9494 5.2834 -150.3889
|
|
v -341.4689 7.7666 -135.4828
|
|
v -348.9195 17.3067 -157.4763
|
|
v -341.6842 17.7698 -150.0639
|
|
v -334.3938 18.0671 -141.6025
|
|
v -348.9195 18.5859 -133.0672
|
|
v -341.6842 18.8071 -126.6752
|
|
v -380.0318 4.0005 -124.8634
|
|
v -397.7422 6.4873 -107.6654
|
|
v -397.7422 6.4873 -133.6915
|
|
v -380.0318 4.0005 -150.8895
|
|
v -389.5791 20.0883 -133.2899
|
|
v -388.7857 19.2376 -162.2474
|
|
v -397.5870 19.5948 -152.3226
|
|
v -397.9690 20.0883 -124.6909
|
|
v -406.3589 19.2312 -114.9649
|
|
v -406.3589 19.2312 -140.9909
|
|
v -397.4094 7.7666 -124.0291
|
|
v -404.4845 18.0671 -127.0423
|
|
v -381.9290 5.2834 -125.4839
|
|
v -397.4094 7.7666 -135.4828
|
|
v -381.9290 5.2834 -150.3889
|
|
v -389.9589 17.3067 -157.4763
|
|
v -397.1942 17.7698 -150.0639
|
|
v -404.4845 18.0671 -141.6025
|
|
v -389.9589 18.5859 -133.0672
|
|
v -397.1942 18.8071 -126.6752
|
|
# 40 vertices
|
|
|
|
vn -0.8043 -0.4421 0.3970
|
|
vn -0.6146 -0.5683 -0.5471
|
|
vn 0.5383 -0.8250 -0.1719
|
|
vn 0.0855 -0.3314 0.9396
|
|
vn -0.4888 0.8575 0.1605
|
|
vn -0.2305 0.9351 0.2690
|
|
vn 0.6938 0.3941 -0.6027
|
|
vn -0.0959 0.2907 -0.9520
|
|
vn 0.6337 0.4734 0.6118
|
|
vn 0.8753 0.3410 -0.3430
|
|
vn -0.3724 0.5112 -0.7746
|
|
vn 0.6919 0.4203 -0.5870
|
|
vn -0.7756 -0.3761 -0.5070
|
|
vn 0.7158 -0.5827 -0.3848
|
|
vn 0.1673 0.2215 -0.9607
|
|
vn 0.5701 -0.7624 -0.3063
|
|
vn 0.3124 -0.9205 -0.2346
|
|
vn 0.3262 -0.8632 -0.3852
|
|
vn 0.4976 -0.8544 -0.1499
|
|
vn 0.0588 -0.7390 -0.6711
|
|
vn 0.8043 -0.4421 0.3970
|
|
vn -0.0855 -0.3314 0.9396
|
|
vn -0.5383 -0.8250 -0.1719
|
|
vn 0.6146 -0.5683 -0.5471
|
|
vn 0.4888 0.8575 0.1605
|
|
vn 0.0959 0.2907 -0.9520
|
|
vn -0.6938 0.3941 -0.6027
|
|
vn 0.2305 0.9351 0.2690
|
|
vn -0.6337 0.4734 0.6118
|
|
vn -0.8753 0.3410 -0.3430
|
|
vn 0.3724 0.5112 -0.7746
|
|
vn 0.7756 -0.3761 -0.5070
|
|
vn -0.6919 0.4203 -0.5870
|
|
vn -0.1673 0.2215 -0.9607
|
|
vn -0.7158 -0.5827 -0.3848
|
|
vn -0.5701 -0.7624 -0.3063
|
|
vn -0.3124 -0.9205 -0.2346
|
|
vn -0.3262 -0.8632 -0.3852
|
|
vn -0.4976 -0.8544 -0.1499
|
|
vn -0.0588 -0.7390 -0.6711
|
|
# 40 vertex normals
|
|
|
|
vt 1.0000 0.0000 0.0000
|
|
vt 1.0000 1.0000 0.0000
|
|
vt 0.0000 1.0000 0.0000
|
|
vt 0.0000 0.0000 0.0000
|
|
vt 0.5000 0.0000 0.0000
|
|
vt 0.5000 1.0000 0.0000
|
|
# 6 texture coords
|
|
|
|
o Box184
|
|
g Box184
|
|
usemtl wire_005005005
|
|
s 2
|
|
f 1383/432/932 1384/433/933 1385/434/934 1386/435/935
|
|
s 4
|
|
f 1387/435/936 1388/436/937 1389/437/938 1390/434/939
|
|
s 8
|
|
f 1383/435/932 1386/432/935 1391/433/940 1388/437/937 1387/434/936
|
|
s 16
|
|
f 1386/435/935 1385/432/934 1392/433/941 1391/434/940
|
|
s 32
|
|
f 1393/435/942 1394/432/943 1395/434/944
|
|
s 64
|
|
f 1384/435/933 1383/432/932 1387/433/936 1390/434/939
|
|
s 4
|
|
f 1388/436/937 1391/432/940 1392/433/941 1389/437/938
|
|
s off
|
|
f 1385/434/934 1384/433/933 1396/432/945 1397/435/946
|
|
f 1384/435/933 1390/434/939 1398/433/947 1396/432/945
|
|
f 1390/434/939 1389/437/938 1399/437/948 1398/433/947
|
|
f 1389/437/938 1392/433/941 1400/434/949 1399/437/948
|
|
f 1392/433/941 1385/432/934 1397/435/946 1400/434/949
|
|
f 1397/435/946 1396/432/945 1394/432/943 1393/435/942
|
|
f 1396/432/945 1398/433/947 1401/433/950 1394/432/943
|
|
f 1398/433/947 1399/437/948 1402/437/951 1401/433/950
|
|
f 1399/437/948 1400/434/949 1395/434/944 1402/437/951
|
|
f 1400/434/949 1397/435/946 1393/435/942 1395/434/944
|
|
s 32
|
|
f 1394/432/943 1402/437/951 1395/434/944
|
|
f 1394/432/943 1401/433/950 1402/437/951
|
|
s 2
|
|
f 1403/432/952 1404/435/953 1405/434/954 1406/433/955
|
|
s 4
|
|
f 1407/435/956 1408/434/957 1409/437/958 1410/436/959
|
|
s 8
|
|
f 1403/435/952 1407/434/956 1410/437/959 1411/433/960 1404/432/953
|
|
s 16
|
|
f 1404/435/953 1411/434/960 1412/433/961 1405/432/954
|
|
s 32
|
|
f 1413/435/962 1414/434/963 1415/432/964
|
|
s 64
|
|
f 1406/435/955 1408/434/957 1407/433/956 1403/432/952
|
|
s 4
|
|
f 1410/436/959 1409/437/958 1412/433/961 1411/432/960
|
|
s off
|
|
f 1405/434/954 1416/435/965 1417/432/966 1406/433/955
|
|
f 1406/435/955 1417/432/966 1418/433/967 1408/434/957
|
|
f 1408/434/957 1418/433/967 1419/437/968 1409/437/958
|
|
f 1409/437/958 1419/437/968 1420/434/969 1412/433/961
|
|
f 1412/433/961 1420/434/969 1416/435/965 1405/432/954
|
|
f 1416/435/965 1413/435/962 1415/432/964 1417/432/966
|
|
f 1417/432/966 1415/432/964 1421/433/970 1418/433/967
|
|
f 1418/433/967 1421/433/970 1422/437/971 1419/437/968
|
|
f 1419/437/968 1422/437/971 1414/434/963 1420/434/969
|
|
f 1420/434/969 1414/434/963 1413/435/962 1416/435/965
|
|
s 32
|
|
f 1415/432/964 1414/434/963 1422/437/971
|
|
f 1415/432/964 1422/437/971 1421/433/970
|
|
# 32 polygons - 6 triangles
|
|
|
|
#
|
|
# object Box185
|
|
#
|
|
|
|
v -352.1559 17.4864 -138.1215
|
|
v -352.1559 17.4864 -139.4244
|
|
v -334.1237 17.4864 -139.4244
|
|
v -334.1237 17.4864 -138.1215
|
|
v -352.1559 17.8633 -138.1215
|
|
v -334.1237 17.8633 -138.1215
|
|
v -334.1237 17.8633 -139.4244
|
|
v -352.1559 17.8633 -139.4244
|
|
v -334.1237 17.6749 -140.6525
|
|
v -352.1559 17.6749 -140.6525
|
|
v -386.7224 17.4864 -138.1215
|
|
v -404.7545 17.4864 -138.1215
|
|
v -404.7545 17.4864 -139.4244
|
|
v -386.7224 17.4864 -139.4244
|
|
v -386.7224 17.8633 -138.1215
|
|
v -386.7224 17.8633 -139.4244
|
|
v -404.7545 17.8633 -139.4244
|
|
v -404.7545 17.8633 -138.1215
|
|
v -404.7545 17.6749 -140.6525
|
|
v -386.7224 17.6749 -140.6525
|
|
# 20 vertices
|
|
|
|
vn -0.5774 -0.5774 0.5774
|
|
vn -0.6904 -0.7213 -0.0550
|
|
vn 0.6904 -0.7213 -0.0550
|
|
vn 0.5774 -0.5774 0.5774
|
|
vn -0.5774 0.5774 0.5774
|
|
vn 0.5774 0.5774 0.5774
|
|
vn 0.6904 0.7213 -0.0550
|
|
vn -0.6904 0.7213 -0.0550
|
|
vn 0.5386 0.0000 -0.8426
|
|
vn -0.5386 0.0000 -0.8426
|
|
vn -0.5385 0.0000 -0.8426
|
|
vn 0.5385 0.0000 -0.8426
|
|
# 12 vertex normals
|
|
|
|
vt 1.0000 0.0000 0.0000
|
|
vt 1.0000 1.0000 0.0000
|
|
vt 0.0000 1.0000 0.0000
|
|
vt 0.0000 0.0000 0.0000
|
|
vt 1.0000 0.5000 0.0000
|
|
vt 0.0000 0.5000 0.0000
|
|
# 6 texture coords
|
|
|
|
o Box185
|
|
g Box185
|
|
usemtl wire_008008136
|
|
s 2
|
|
f 1423/438/972 1424/439/973 1425/440/974 1426/441/975
|
|
s 4
|
|
f 1427/441/976 1428/438/977 1429/439/978 1430/440/979
|
|
s 8
|
|
f 1423/441/972 1426/438/975 1428/439/977 1427/440/976
|
|
s 16
|
|
f 1426/441/975 1425/438/974 1431/442/980 1429/439/978 1428/440/977
|
|
s 32
|
|
f 1425/441/974 1424/438/973 1432/442/981 1431/443/980
|
|
s 64
|
|
f 1424/441/973 1423/438/972 1427/439/976 1430/440/979 1432/443/981
|
|
s 32
|
|
f 1432/442/981 1430/439/979 1429/440/978 1431/443/980
|
|
s 2
|
|
f 1433/438/975 1434/441/972 1435/440/973 1436/439/974
|
|
s 4
|
|
f 1437/441/977 1438/440/978 1439/439/979 1440/438/976
|
|
s 8
|
|
f 1433/441/975 1437/440/977 1440/439/976 1434/438/972
|
|
s 16
|
|
f 1434/441/972 1440/440/976 1439/439/979 1441/442/982 1435/438/973
|
|
s 32
|
|
f 1435/441/973 1441/443/982 1442/442/983 1436/438/974
|
|
s 64
|
|
f 1436/441/974 1442/443/983 1438/440/978 1437/439/977 1433/438/975
|
|
s 32
|
|
f 1442/442/983 1441/443/982 1439/440/979 1438/439/978
|
|
# 14 polygons
|
|
|
|
#
|
|
# object Box186
|
|
#
|
|
|
|
v -352.9718 16.1147 -137.3120
|
|
v -352.9718 16.1147 -138.6149
|
|
v -334.9425 16.4294 -138.6149
|
|
v -334.9425 16.4294 -137.3120
|
|
v -352.9784 16.4915 -137.3120
|
|
v -334.9490 16.8062 -137.3120
|
|
v -334.9490 16.8062 -138.6149
|
|
v -352.9784 16.4915 -138.6149
|
|
v -334.9457 16.6178 -139.8430
|
|
v -352.9751 16.3031 -139.8430
|
|
v -385.9065 16.1147 -137.3120
|
|
v -403.9359 16.4294 -137.3120
|
|
v -403.9359 16.4294 -138.6149
|
|
v -385.9065 16.1147 -138.6149
|
|
v -385.9000 16.4915 -137.3120
|
|
v -385.9000 16.4915 -138.6149
|
|
v -403.9293 16.8062 -138.6149
|
|
v -403.9293 16.8062 -137.3120
|
|
v -403.9326 16.6178 -139.8430
|
|
v -385.9033 16.3031 -139.8430
|
|
# 20 vertices
|
|
|
|
vn -0.5672 -0.5873 0.5774
|
|
vn -0.6777 -0.7332 -0.0550
|
|
vn 0.7029 -0.7092 -0.0550
|
|
vn 0.5873 -0.5672 0.5774
|
|
vn -0.5873 0.5672 0.5774
|
|
vn 0.5672 0.5873 0.5774
|
|
vn 0.6777 0.7332 -0.0550
|
|
vn -0.7029 0.7092 -0.0550
|
|
vn 0.5385 0.0094 -0.8426
|
|
vn -0.5385 -0.0094 -0.8426
|
|
vn 0.5672 -0.5873 0.5773
|
|
vn -0.5873 -0.5672 0.5774
|
|
vn -0.7029 -0.7092 -0.0550
|
|
vn 0.6777 -0.7333 -0.0550
|
|
vn 0.5873 0.5672 0.5774
|
|
vn 0.7029 0.7092 -0.0550
|
|
vn -0.6777 0.7332 -0.0550
|
|
vn -0.5671 0.5874 0.5774
|
|
vn -0.5384 0.0094 -0.8426
|
|
vn 0.5384 -0.0094 -0.8426
|
|
# 20 vertex normals
|
|
|
|
vt 1.0000 0.0000 0.0000
|
|
vt 1.0000 1.0000 0.0000
|
|
vt 0.0000 1.0000 0.0000
|
|
vt 0.0000 0.0000 0.0000
|
|
vt 1.0000 0.5000 0.0000
|
|
vt 0.0000 0.5000 0.0000
|
|
# 6 texture coords
|
|
|
|
o Box186
|
|
g Box186
|
|
usemtl wire_008008136
|
|
s 2
|
|
f 1443/444/984 1444/445/985 1445/446/986 1446/447/987
|
|
s 4
|
|
f 1447/447/988 1448/444/989 1449/445/990 1450/446/991
|
|
s 8
|
|
f 1443/447/984 1446/444/987 1448/445/989 1447/446/988
|
|
s 16
|
|
f 1446/447/987 1445/444/986 1451/448/992 1449/445/990 1448/446/989
|
|
s 32
|
|
f 1445/447/986 1444/444/985 1452/448/993 1451/449/992
|
|
s 64
|
|
f 1444/447/985 1443/444/984 1447/445/988 1450/446/991 1452/449/993
|
|
s 32
|
|
f 1452/448/993 1450/445/991 1449/446/990 1451/449/992
|
|
s 2
|
|
f 1453/444/994 1454/447/995 1455/446/996 1456/445/997
|
|
s 4
|
|
f 1457/447/998 1458/446/999 1459/445/1000 1460/444/1001
|
|
s 8
|
|
f 1453/447/994 1457/446/998 1460/445/1001 1454/444/995
|
|
s 16
|
|
f 1454/447/995 1460/446/1001 1459/445/1000 1461/448/1002 1455/444/996
|
|
s 32
|
|
f 1455/447/996 1461/449/1002 1462/448/1003 1456/444/997
|
|
s 64
|
|
f 1456/447/997 1462/449/1003 1458/446/999 1457/445/998 1453/444/994
|
|
s 32
|
|
f 1462/448/1003 1461/449/1002 1459/446/1000 1458/445/999
|
|
# 14 polygons
|
|
|
|
#
|
|
# object Box187
|
|
#
|
|
|
|
v -353.7637 14.7290 -136.5025
|
|
v -353.7637 14.7290 -137.8053
|
|
v -335.7426 15.3583 -137.8053
|
|
v -335.7426 15.3583 -136.5025
|
|
v -353.7768 15.1056 -136.5025
|
|
v -335.7557 15.7349 -136.5025
|
|
v -335.7557 15.7349 -137.8053
|
|
v -353.7768 15.1056 -137.8053
|
|
v -335.7491 15.5466 -139.0334
|
|
v -353.7703 14.9173 -139.0334
|
|
v -385.1147 14.7290 -136.5025
|
|
v -403.1358 15.3583 -136.5025
|
|
v -403.1358 15.3583 -137.8053
|
|
v -385.1147 14.7290 -137.8053
|
|
v -385.1015 15.1056 -136.5025
|
|
v -385.1015 15.1056 -137.8053
|
|
v -403.1226 15.7349 -137.8053
|
|
v -403.1226 15.7349 -136.5025
|
|
v -403.1292 15.5466 -139.0334
|
|
v -385.1081 14.9173 -139.0334
|
|
# 20 vertices
|
|
|
|
vn -0.5568 -0.5971 0.5774
|
|
vn -0.6648 -0.7450 -0.0550
|
|
vn 0.7152 -0.6968 -0.0550
|
|
vn 0.5971 -0.5568 0.5774
|
|
vn -0.5971 0.5568 0.5774
|
|
vn 0.5568 0.5971 0.5774
|
|
vn 0.6648 0.7450 -0.0550
|
|
vn -0.7152 0.6968 -0.0550
|
|
vn 0.5383 0.0188 -0.8426
|
|
vn -0.5383 -0.0188 -0.8426
|
|
vn 0.5568 -0.5972 0.5773
|
|
vn -0.5971 -0.5569 0.5773
|
|
vn -0.7151 -0.6968 -0.0550
|
|
vn 0.6648 -0.7450 -0.0550
|
|
vn 0.5971 0.5568 0.5774
|
|
vn 0.7151 0.6968 -0.0550
|
|
vn -0.6648 0.7450 -0.0550
|
|
vn -0.5568 0.5971 0.5774
|
|
vn -0.5382 0.0188 -0.8426
|
|
vn 0.5382 -0.0188 -0.8426
|
|
# 20 vertex normals
|
|
|
|
vt 1.0000 0.0000 0.0000
|
|
vt 1.0000 1.0000 0.0000
|
|
vt 0.0000 1.0000 0.0000
|
|
vt 0.0000 0.0000 0.0000
|
|
vt 1.0000 0.5000 0.0000
|
|
vt 0.0000 0.5000 0.0000
|
|
# 6 texture coords
|
|
|
|
o Box187
|
|
g Box187
|
|
usemtl wire_008008136
|
|
s 2
|
|
f 1463/450/1004 1464/451/1005 1465/452/1006 1466/453/1007
|
|
s 4
|
|
f 1467/453/1008 1468/450/1009 1469/451/1010 1470/452/1011
|
|
s 8
|
|
f 1463/453/1004 1466/450/1007 1468/451/1009 1467/452/1008
|
|
s 16
|
|
f 1466/453/1007 1465/450/1006 1471/454/1012 1469/451/1010 1468/452/1009
|
|
s 32
|
|
f 1465/453/1006 1464/450/1005 1472/454/1013 1471/455/1012
|
|
s 64
|
|
f 1464/453/1005 1463/450/1004 1467/451/1008 1470/452/1011 1472/455/1013
|
|
s 32
|
|
f 1472/454/1013 1470/451/1011 1469/452/1010 1471/455/1012
|
|
s 2
|
|
f 1473/450/1014 1474/453/1015 1475/452/1016 1476/451/1017
|
|
s 4
|
|
f 1477/453/1018 1478/452/1019 1479/451/1020 1480/450/1021
|
|
s 8
|
|
f 1473/453/1014 1477/452/1018 1480/451/1021 1474/450/1015
|
|
s 16
|
|
f 1474/453/1015 1480/452/1021 1479/451/1020 1481/454/1022 1475/450/1016
|
|
s 32
|
|
f 1475/453/1016 1481/455/1022 1482/454/1023 1476/450/1017
|
|
s 64
|
|
f 1476/453/1017 1482/455/1023 1478/452/1019 1477/451/1018 1473/450/1014
|
|
s 32
|
|
f 1482/454/1023 1481/455/1022 1479/452/1020 1478/451/1019
|
|
# 14 polygons
|
|
|
|
#
|
|
# object Box188
|
|
#
|
|
|
|
v -354.5313 13.3297 -135.6929
|
|
v -354.5313 13.3297 -136.9958
|
|
v -336.5239 14.2734 -136.9958
|
|
v -336.5239 14.2734 -135.6929
|
|
v -354.5510 13.7060 -135.6929
|
|
v -336.5436 14.6497 -135.6929
|
|
v -336.5436 14.6497 -136.9958
|
|
v -354.5510 13.7060 -136.9958
|
|
v -336.5337 14.4616 -138.2239
|
|
v -354.5411 13.5178 -138.2239
|
|
v -384.3471 13.3297 -135.6929
|
|
v -402.3544 14.2734 -135.6929
|
|
v -402.3544 14.2734 -136.9958
|
|
v -384.3471 13.3297 -136.9958
|
|
v -384.3273 13.7060 -135.6929
|
|
v -384.3273 13.7060 -136.9958
|
|
v -402.3347 14.6497 -136.9958
|
|
v -402.3347 14.6497 -135.6929
|
|
v -402.3446 14.4616 -138.2239
|
|
v -384.3372 13.5178 -138.2239
|
|
# 20 vertices
|
|
|
|
vn -0.5463 -0.6068 0.5774
|
|
vn -0.6517 -0.7565 -0.0550
|
|
vn 0.7272 -0.6842 -0.0550
|
|
vn 0.6068 -0.5463 0.5774
|
|
vn -0.6068 0.5463 0.5774
|
|
vn 0.5463 0.6068 0.5774
|
|
vn 0.6517 0.7565 -0.0550
|
|
vn -0.7272 0.6842 -0.0550
|
|
vn 0.5379 0.0282 -0.8426
|
|
vn -0.5379 -0.0282 -0.8426
|
|
vn 0.5463 -0.6068 0.5774
|
|
vn -0.6068 -0.5463 0.5774
|
|
vn -0.7272 -0.6842 -0.0550
|
|
vn 0.6517 -0.7565 -0.0550
|
|
vn 0.6067 0.5463 0.5775
|
|
vn 0.7272 0.6842 -0.0550
|
|
vn -0.6518 0.7564 -0.0550
|
|
vn -0.5464 0.6067 0.5774
|
|
vn -0.5378 0.0282 -0.8426
|
|
vn 0.5378 -0.0288 -0.8426
|
|
# 20 vertex normals
|
|
|
|
vt 1.0000 0.0000 0.0000
|
|
vt 1.0000 1.0000 0.0000
|
|
vt 0.0000 1.0000 0.0000
|
|
vt 0.0000 0.0000 0.0000
|
|
vt 1.0000 0.5000 0.0000
|
|
vt 0.0000 0.5000 0.0000
|
|
# 6 texture coords
|
|
|
|
o Box188
|
|
g Box188
|
|
usemtl wire_008008136
|
|
s 2
|
|
f 1483/456/1024 1484/457/1025 1485/458/1026 1486/459/1027
|
|
s 4
|
|
f 1487/459/1028 1488/456/1029 1489/457/1030 1490/458/1031
|
|
s 8
|
|
f 1483/459/1024 1486/456/1027 1488/457/1029 1487/458/1028
|
|
s 16
|
|
f 1486/459/1027 1485/456/1026 1491/460/1032 1489/457/1030 1488/458/1029
|
|
s 32
|
|
f 1485/459/1026 1484/456/1025 1492/460/1033 1491/461/1032
|
|
s 64
|
|
f 1484/459/1025 1483/456/1024 1487/457/1028 1490/458/1031 1492/461/1033
|
|
s 32
|
|
f 1492/460/1033 1490/457/1031 1489/458/1030 1491/461/1032
|
|
s 2
|
|
f 1493/456/1034 1494/459/1035 1495/458/1036 1496/457/1037
|
|
s 4
|
|
f 1497/459/1038 1498/458/1039 1499/457/1040 1500/456/1041
|
|
s 8
|
|
f 1493/459/1034 1497/458/1038 1500/457/1041 1494/456/1035
|
|
s 16
|
|
f 1494/459/1035 1500/458/1041 1499/457/1040 1501/460/1042 1495/456/1036
|
|
s 32
|
|
f 1495/459/1036 1501/461/1042 1502/460/1043 1496/456/1037
|
|
s 64
|
|
f 1496/459/1037 1502/461/1043 1498/458/1039 1497/457/1038 1493/456/1034
|
|
s 32
|
|
f 1502/460/1043 1501/461/1042 1499/458/1040 1498/457/1039
|
|
# 14 polygons
|
|
|
|
#
|
|
# object Box189
|
|
#
|
|
|
|
v -355.2743 11.9171 -134.8834
|
|
v -355.2743 11.9171 -136.1863
|
|
v -337.2861 13.1750 -136.1863
|
|
v -337.2861 13.1750 -134.8834
|
|
v -355.3006 12.2931 -134.8834
|
|
v -337.3124 13.5509 -134.8834
|
|
v -337.3124 13.5509 -136.1863
|
|
v -355.3006 12.2931 -136.1863
|
|
v -337.2993 13.3630 -137.4144
|
|
v -355.2874 12.1051 -137.4144
|
|
v -383.6040 11.9171 -134.8834
|
|
v -401.5922 13.1750 -134.8834
|
|
v -401.5922 13.1750 -136.1863
|
|
v -383.6040 11.9171 -136.1863
|
|
v -383.5778 12.2931 -134.8834
|
|
v -383.5778 12.2931 -136.1863
|
|
v -401.5659 13.5509 -136.1863
|
|
v -401.5659 13.5509 -134.8834
|
|
v -401.5791 13.3630 -137.4144
|
|
v -383.5909 12.1051 -137.4144
|
|
# 20 vertices
|
|
|
|
vn -0.5357 -0.6162 0.5774
|
|
vn -0.6384 -0.7677 -0.0550
|
|
vn 0.7391 -0.6714 -0.0550
|
|
vn 0.6162 -0.5357 0.5774
|
|
vn -0.6162 0.5357 0.5774
|
|
vn 0.5357 0.6162 0.5774
|
|
vn 0.6384 0.7677 -0.0550
|
|
vn -0.7391 0.6714 -0.0550
|
|
vn 0.5373 0.0376 -0.8426
|
|
vn -0.5373 -0.0376 -0.8426
|
|
vn 0.5357 -0.6162 0.5774
|
|
vn -0.6162 -0.5358 0.5773
|
|
vn -0.7390 -0.6715 -0.0550
|
|
vn 0.6384 -0.7678 -0.0550
|
|
vn 0.6162 0.5357 0.5773
|
|
vn 0.7390 0.6714 -0.0550
|
|
vn -0.6384 0.7678 -0.0550
|
|
vn -0.5356 0.6163 0.5774
|
|
vn -0.5372 0.0382 -0.8426
|
|
vn 0.5372 -0.0376 -0.8426
|
|
# 20 vertex normals
|
|
|
|
vt 1.0000 0.0000 0.0000
|
|
vt 1.0000 1.0000 0.0000
|
|
vt 0.0000 1.0000 0.0000
|
|
vt 0.0000 0.0000 0.0000
|
|
vt 1.0000 0.5000 0.0000
|
|
vt 0.0000 0.5000 0.0000
|
|
# 6 texture coords
|
|
|
|
o Box189
|
|
g Box189
|
|
usemtl wire_008008136
|
|
s 2
|
|
f 1503/462/1044 1504/463/1045 1505/464/1046 1506/465/1047
|
|
s 4
|
|
f 1507/465/1048 1508/462/1049 1509/463/1050 1510/464/1051
|
|
s 8
|
|
f 1503/465/1044 1506/462/1047 1508/463/1049 1507/464/1048
|
|
s 16
|
|
f 1506/465/1047 1505/462/1046 1511/466/1052 1509/463/1050 1508/464/1049
|
|
s 32
|
|
f 1505/465/1046 1504/462/1045 1512/466/1053 1511/467/1052
|
|
s 64
|
|
f 1504/465/1045 1503/462/1044 1507/463/1048 1510/464/1051 1512/467/1053
|
|
s 32
|
|
f 1512/466/1053 1510/463/1051 1509/464/1050 1511/467/1052
|
|
s 2
|
|
f 1513/462/1054 1514/465/1055 1515/464/1056 1516/463/1057
|
|
s 4
|
|
f 1517/465/1058 1518/464/1059 1519/463/1060 1520/462/1061
|
|
s 8
|
|
f 1513/465/1054 1517/464/1058 1520/463/1061 1514/462/1055
|
|
s 16
|
|
f 1514/465/1055 1520/464/1061 1519/463/1060 1521/466/1062 1515/462/1056
|
|
s 32
|
|
f 1515/465/1056 1521/467/1062 1522/466/1063 1516/462/1057
|
|
s 64
|
|
f 1516/465/1057 1522/467/1063 1518/464/1059 1517/463/1058 1513/462/1054
|
|
s 32
|
|
f 1522/466/1063 1521/467/1062 1519/464/1060 1518/463/1059
|
|
# 14 polygons
|
|
|
|
#
|
|
# object Box190
|
|
#
|
|
|
|
v -355.9926 10.4919 -134.0739
|
|
v -355.9926 10.4919 -135.3768
|
|
v -338.0291 12.0635 -135.3768
|
|
v -338.0291 12.0635 -134.0739
|
|
v -356.0254 10.8673 -134.0739
|
|
v -338.0619 12.4389 -134.0739
|
|
v -338.0619 12.4389 -135.3768
|
|
v -356.0254 10.8673 -135.3768
|
|
v -338.0455 12.2512 -136.6049
|
|
v -356.0090 10.6796 -136.6049
|
|
v -382.8858 10.4919 -134.0739
|
|
v -400.8492 12.0635 -134.0739
|
|
v -400.8492 12.0635 -135.3768
|
|
v -382.8858 10.4919 -135.3768
|
|
v -382.8529 10.8673 -134.0739
|
|
v -382.8529 10.8673 -135.3768
|
|
v -400.8164 12.4389 -135.3768
|
|
v -400.8164 12.4389 -134.0739
|
|
v -400.8328 12.2512 -136.6049
|
|
v -382.8694 10.6796 -136.6049
|
|
# 20 vertices
|
|
|
|
vn -0.5248 -0.6255 0.5774
|
|
vn -0.6249 -0.7787 -0.0550
|
|
vn 0.7507 -0.6584 -0.0550
|
|
vn 0.6255 -0.5248 0.5774
|
|
vn -0.6255 0.5248 0.5774
|
|
vn 0.5248 0.6255 0.5774
|
|
vn 0.6249 0.7787 -0.0550
|
|
vn -0.7507 0.6584 -0.0550
|
|
vn 0.5365 0.0469 -0.8426
|
|
vn -0.5365 -0.0469 -0.8426
|
|
vn 0.5248 -0.6255 0.5774
|
|
vn -0.6255 -0.5248 0.5774
|
|
vn -0.7506 -0.6584 -0.0550
|
|
vn 0.6249 -0.7788 -0.0550
|
|
vn 0.6255 0.5247 0.5775
|
|
vn 0.7507 0.6584 -0.0550
|
|
vn -0.6249 0.7787 -0.0550
|
|
vn -0.5249 0.6254 0.5774
|
|
vn -0.5365 0.0469 -0.8426
|
|
vn 0.5365 -0.0469 -0.8426
|
|
# 20 vertex normals
|
|
|
|
vt 1.0000 0.0000 0.0000
|
|
vt 1.0000 1.0000 0.0000
|
|
vt 0.0000 1.0000 0.0000
|
|
vt 0.0000 0.0000 0.0000
|
|
vt 1.0000 0.5000 0.0000
|
|
vt 0.0000 0.5000 0.0000
|
|
# 6 texture coords
|
|
|
|
o Box190
|
|
g Box190
|
|
usemtl wire_008008136
|
|
s 2
|
|
f 1523/468/1064 1524/469/1065 1525/470/1066 1526/471/1067
|
|
s 4
|
|
f 1527/471/1068 1528/468/1069 1529/469/1070 1530/470/1071
|
|
s 8
|
|
f 1523/471/1064 1526/468/1067 1528/469/1069 1527/470/1068
|
|
s 16
|
|
f 1526/471/1067 1525/468/1066 1531/472/1072 1529/469/1070 1528/470/1069
|
|
s 32
|
|
f 1525/471/1066 1524/468/1065 1532/472/1073 1531/473/1072
|
|
s 64
|
|
f 1524/471/1065 1523/468/1064 1527/469/1068 1530/470/1071 1532/473/1073
|
|
s 32
|
|
f 1532/472/1073 1530/469/1071 1529/470/1070 1531/473/1072
|
|
s 2
|
|
f 1533/468/1074 1534/471/1075 1535/470/1076 1536/469/1077
|
|
s 4
|
|
f 1537/471/1078 1538/470/1079 1539/469/1080 1540/468/1081
|
|
s 8
|
|
f 1533/471/1074 1537/470/1078 1540/469/1081 1534/468/1075
|
|
s 16
|
|
f 1534/471/1075 1540/470/1081 1539/469/1080 1541/472/1082 1535/468/1076
|
|
s 32
|
|
f 1535/471/1076 1541/473/1082 1542/472/1083 1536/468/1077
|
|
s 64
|
|
f 1536/471/1077 1542/473/1083 1538/470/1079 1537/469/1078 1533/468/1074
|
|
s 32
|
|
f 1542/472/1083 1541/473/1082 1539/470/1080 1538/469/1079
|
|
# 14 polygons
|
|
|
|
#
|
|
# object Box191
|
|
#
|
|
|
|
v -356.6858 9.0543 -133.2644
|
|
v -356.6858 9.0543 -134.5672
|
|
v -338.7525 10.9391 -134.5672
|
|
v -338.7525 10.9391 -133.2644
|
|
v -356.7252 9.4291 -133.2644
|
|
v -338.7919 11.3139 -133.2644
|
|
v -338.7919 11.3139 -134.5672
|
|
v -356.7252 9.4291 -134.5672
|
|
v -338.7722 11.1265 -135.7953
|
|
v -356.7055 9.2417 -135.7953
|
|
v -382.1925 9.0543 -133.2644
|
|
v -400.1258 10.9391 -133.2644
|
|
v -400.1258 10.9391 -134.5672
|
|
v -382.1925 9.0543 -134.5672
|
|
v -382.1531 9.4291 -133.2644
|
|
v -382.1531 9.4291 -134.5672
|
|
v -400.0864 11.3139 -134.5672
|
|
v -400.0864 11.3139 -133.2644
|
|
v -400.1061 11.1265 -135.7953
|
|
v -382.1728 9.2417 -135.7953
|
|
# 20 vertices
|
|
|
|
vn -0.5138 -0.6345 0.5774
|
|
vn -0.6112 -0.7895 -0.0550
|
|
vn 0.7620 -0.6452 -0.0550
|
|
vn 0.6345 -0.5138 0.5774
|
|
vn -0.6345 0.5138 0.5774
|
|
vn 0.5138 0.6345 0.5774
|
|
vn 0.6112 0.7895 -0.0550
|
|
vn -0.7620 0.6452 -0.0550
|
|
vn 0.5356 0.0563 -0.8426
|
|
vn -0.5356 -0.0563 -0.8426
|
|
vn 0.5138 -0.6346 0.5774
|
|
vn -0.6345 -0.5138 0.5774
|
|
vn -0.7620 -0.6453 -0.0550
|
|
vn 0.6112 -0.7895 -0.0550
|
|
vn 0.6345 0.5139 0.5774
|
|
vn 0.7620 0.6453 -0.0550
|
|
vn -0.6112 0.7896 -0.0550
|
|
vn -0.5138 0.6345 0.5773
|
|
vn -0.5356 0.0563 -0.8426
|
|
vn 0.5356 -0.0563 -0.8426
|
|
# 20 vertex normals
|
|
|
|
vt 1.0000 0.0000 0.0000
|
|
vt 1.0000 1.0000 0.0000
|
|
vt 0.0000 1.0000 0.0000
|
|
vt 0.0000 0.0000 0.0000
|
|
vt 1.0000 0.5000 0.0000
|
|
vt 0.0000 0.5000 0.0000
|
|
# 6 texture coords
|
|
|
|
o Box191
|
|
g Box191
|
|
usemtl wire_008008136
|
|
s 2
|
|
f 1543/474/1084 1544/475/1085 1545/476/1086 1546/477/1087
|
|
s 4
|
|
f 1547/477/1088 1548/474/1089 1549/475/1090 1550/476/1091
|
|
s 8
|
|
f 1543/477/1084 1546/474/1087 1548/475/1089 1547/476/1088
|
|
s 16
|
|
f 1546/477/1087 1545/474/1086 1551/478/1092 1549/475/1090 1548/476/1089
|
|
s 32
|
|
f 1545/477/1086 1544/474/1085 1552/478/1093 1551/479/1092
|
|
s 64
|
|
f 1544/477/1085 1543/474/1084 1547/475/1088 1550/476/1091 1552/479/1093
|
|
s 32
|
|
f 1552/478/1093 1550/475/1091 1549/476/1090 1551/479/1092
|
|
s 2
|
|
f 1553/474/1094 1554/477/1095 1555/476/1096 1556/475/1097
|
|
s 4
|
|
f 1557/477/1098 1558/476/1099 1559/475/1100 1560/474/1101
|
|
s 8
|
|
f 1553/477/1094 1557/476/1098 1560/475/1101 1554/474/1095
|
|
s 16
|
|
f 1554/477/1095 1560/476/1101 1559/475/1100 1561/478/1102 1555/474/1096
|
|
s 32
|
|
f 1555/477/1096 1561/479/1102 1562/478/1103 1556/474/1097
|
|
s 64
|
|
f 1556/477/1097 1562/479/1103 1558/476/1099 1557/475/1098 1553/474/1094
|
|
s 32
|
|
f 1562/478/1103 1561/479/1102 1559/476/1100 1558/475/1099
|
|
# 14 polygons
|
|
|
|
#
|
|
# object Box192
|
|
#
|
|
|
|
v -357.3539 7.6048 -132.4548
|
|
v -357.3539 7.6048 -133.7577
|
|
v -339.4562 9.8024 -133.7577
|
|
v -339.4562 9.8024 -132.4548
|
|
v -357.3998 7.9788 -132.4548
|
|
v -339.5022 10.1764 -132.4548
|
|
v -339.5022 10.1764 -133.7577
|
|
v -357.3998 7.9788 -133.7577
|
|
v -339.4792 9.9894 -134.9858
|
|
v -357.3769 7.7918 -134.9858
|
|
v -381.5244 7.6048 -132.4548
|
|
v -399.4221 9.8024 -132.4548
|
|
v -399.4221 9.8024 -133.7577
|
|
v -381.5244 7.6048 -133.7577
|
|
v -381.4785 7.9788 -132.4548
|
|
v -381.4785 7.9788 -133.7577
|
|
v -399.3762 10.1764 -133.7577
|
|
v -399.3762 10.1764 -132.4548
|
|
v -399.3991 9.9894 -134.9858
|
|
v -381.5014 7.7918 -134.9858
|
|
# 20 vertices
|
|
|
|
vn -0.5027 -0.6434 0.5774
|
|
vn -0.5974 -0.8001 -0.0550
|
|
vn 0.7732 -0.6318 -0.0550
|
|
vn 0.6434 -0.5027 0.5774
|
|
vn -0.6434 0.5027 0.5774
|
|
vn 0.5027 0.6434 0.5774
|
|
vn 0.5974 0.8001 -0.0550
|
|
vn -0.7732 0.6318 -0.0550
|
|
vn 0.5346 0.0656 -0.8426
|
|
vn -0.5346 -0.0656 -0.8426
|
|
vn 0.5027 -0.6434 0.5774
|
|
vn -0.6434 -0.5027 0.5773
|
|
vn -0.7731 -0.6318 -0.0550
|
|
vn 0.5973 -0.8001 -0.0550
|
|
vn 0.6434 0.5027 0.5773
|
|
vn 0.7732 0.6318 -0.0550
|
|
vn -0.5973 0.8001 -0.0550
|
|
vn -0.5027 0.6434 0.5774
|
|
vn -0.5345 0.0656 -0.8426
|
|
vn 0.5345 -0.0656 -0.8426
|
|
# 20 vertex normals
|
|
|
|
vt 1.0000 0.0000 0.0000
|
|
vt 1.0000 1.0000 0.0000
|
|
vt 0.0000 1.0000 0.0000
|
|
vt 0.0000 0.0000 0.0000
|
|
vt 1.0000 0.5000 0.0000
|
|
vt 0.0000 0.5000 0.0000
|
|
# 6 texture coords
|
|
|
|
o Box192
|
|
g Box192
|
|
usemtl wire_008008136
|
|
s 2
|
|
f 1563/480/1104 1564/481/1105 1565/482/1106 1566/483/1107
|
|
s 4
|
|
f 1567/483/1108 1568/480/1109 1569/481/1110 1570/482/1111
|
|
s 8
|
|
f 1563/483/1104 1566/480/1107 1568/481/1109 1567/482/1108
|
|
s 16
|
|
f 1566/483/1107 1565/480/1106 1571/484/1112 1569/481/1110 1568/482/1109
|
|
s 32
|
|
f 1565/483/1106 1564/480/1105 1572/484/1113 1571/485/1112
|
|
s 64
|
|
f 1564/483/1105 1563/480/1104 1567/481/1108 1570/482/1111 1572/485/1113
|
|
s 32
|
|
f 1572/484/1113 1570/481/1111 1569/482/1110 1571/485/1112
|
|
s 2
|
|
f 1573/480/1114 1574/483/1115 1575/482/1116 1576/481/1117
|
|
s 4
|
|
f 1577/483/1118 1578/482/1119 1579/481/1120 1580/480/1121
|
|
s 8
|
|
f 1573/483/1114 1577/482/1118 1580/481/1121 1574/480/1115
|
|
s 16
|
|
f 1574/483/1115 1580/482/1121 1579/481/1120 1581/484/1122 1575/480/1116
|
|
s 32
|
|
f 1575/483/1116 1581/485/1122 1582/484/1123 1576/480/1117
|
|
s 64
|
|
f 1576/483/1117 1582/485/1123 1578/482/1119 1577/481/1118 1573/480/1114
|
|
s 32
|
|
f 1582/484/1123 1581/485/1122 1579/482/1120 1578/481/1119
|
|
# 14 polygons
|
|
|
|
#
|
|
# object Box193
|
|
#
|
|
|
|
v -357.9966 6.1439 -131.6453
|
|
v -357.9966 6.1439 -132.9482
|
|
v -340.1400 8.6535 -132.9482
|
|
v -340.1400 8.6535 -131.6453
|
|
v -358.0491 6.5171 -131.6453
|
|
v -340.1925 9.0266 -131.6453
|
|
v -340.1925 9.0266 -132.9482
|
|
v -358.0491 6.5171 -132.9482
|
|
v -340.1663 8.8401 -134.1763
|
|
v -358.0229 6.3305 -134.1763
|
|
v -380.8817 6.1439 -131.6453
|
|
v -398.7383 8.6535 -131.6453
|
|
v -398.7383 8.6535 -132.9482
|
|
v -380.8817 6.1439 -132.9482
|
|
v -380.8293 6.5171 -131.6453
|
|
v -380.8293 6.5171 -132.9482
|
|
v -398.6859 9.0266 -132.9482
|
|
v -398.6859 9.0266 -131.6453
|
|
v -398.7121 8.8401 -134.1763
|
|
v -380.8555 6.3305 -134.1763
|
|
# 20 vertices
|
|
|
|
vn -0.4914 -0.6521 0.5774
|
|
vn -0.5833 -0.8104 -0.0550
|
|
vn 0.7841 -0.6182 -0.0550
|
|
vn 0.6521 -0.4914 0.5774
|
|
vn -0.6521 0.4914 0.5774
|
|
vn 0.4914 0.6521 0.5774
|
|
vn 0.5833 0.8104 -0.0550
|
|
vn -0.7841 0.6182 -0.0550
|
|
vn 0.5333 0.0750 -0.8426
|
|
vn -0.5333 -0.0750 -0.8426
|
|
vn 0.4914 -0.6520 0.5774
|
|
vn -0.6522 -0.4913 0.5773
|
|
vn -0.7841 -0.6182 -0.0550
|
|
vn 0.5833 -0.8104 -0.0550
|
|
vn 0.6521 0.4914 0.5774
|
|
vn 0.7841 0.6182 -0.0550
|
|
vn -0.5833 0.8104 -0.0550
|
|
vn -0.4914 0.6521 0.5773
|
|
vn -0.5333 0.0749 -0.8426
|
|
vn 0.5333 -0.0749 -0.8426
|
|
# 20 vertex normals
|
|
|
|
vt 1.0000 0.0000 0.0000
|
|
vt 1.0000 1.0000 0.0000
|
|
vt 0.0000 1.0000 0.0000
|
|
vt 0.0000 0.0000 0.0000
|
|
vt 1.0000 0.5000 0.0000
|
|
vt 0.0000 0.5000 0.0000
|
|
# 6 texture coords
|
|
|
|
o Box193
|
|
g Box193
|
|
usemtl wire_008008136
|
|
s 2
|
|
f 1583/486/1124 1584/487/1125 1585/488/1126 1586/489/1127
|
|
s 4
|
|
f 1587/489/1128 1588/486/1129 1589/487/1130 1590/488/1131
|
|
s 8
|
|
f 1583/489/1124 1586/486/1127 1588/487/1129 1587/488/1128
|
|
s 16
|
|
f 1586/489/1127 1585/486/1126 1591/490/1132 1589/487/1130 1588/488/1129
|
|
s 32
|
|
f 1585/489/1126 1584/486/1125 1592/490/1133 1591/491/1132
|
|
s 64
|
|
f 1584/489/1125 1583/486/1124 1587/487/1128 1590/488/1131 1592/491/1133
|
|
s 32
|
|
f 1592/490/1133 1590/487/1131 1589/488/1130 1591/491/1132
|
|
s 2
|
|
f 1593/486/1134 1594/489/1135 1595/488/1136 1596/487/1137
|
|
s 4
|
|
f 1597/489/1138 1598/488/1139 1599/487/1140 1600/486/1141
|
|
s 8
|
|
f 1593/489/1134 1597/488/1138 1600/487/1141 1594/486/1135
|
|
s 16
|
|
f 1594/489/1135 1600/488/1141 1599/487/1140 1601/490/1142 1595/486/1136
|
|
s 32
|
|
f 1595/489/1136 1601/491/1142 1602/490/1143 1596/486/1137
|
|
s 64
|
|
f 1596/489/1137 1602/491/1143 1598/488/1139 1597/487/1138 1593/486/1134
|
|
s 32
|
|
f 1602/490/1143 1601/491/1142 1599/488/1140 1598/487/1139
|
|
# 14 polygons
|
|
|
|
#
|
|
# object Box194
|
|
#
|
|
|
|
v -358.6137 4.6720 -130.8358
|
|
v -358.6137 4.6720 -132.1387
|
|
v -340.8036 7.4928 -132.1387
|
|
v -340.8036 7.4928 -130.8358
|
|
v -358.6726 5.0442 -130.8358
|
|
v -340.8626 7.8650 -130.8358
|
|
v -340.8626 7.8650 -132.1387
|
|
v -358.6726 5.0442 -132.1387
|
|
v -340.8331 7.6789 -133.3668
|
|
v -358.6432 4.8581 -133.3668
|
|
v -380.2646 4.6720 -130.8358
|
|
v -398.0747 7.4928 -130.8358
|
|
v -398.0747 7.4928 -132.1387
|
|
v -380.2646 4.6720 -132.1387
|
|
v -380.2056 5.0442 -130.8358
|
|
v -380.2056 5.0442 -132.1387
|
|
v -398.0157 7.8650 -132.1387
|
|
v -398.0157 7.8650 -130.8358
|
|
v -398.0452 7.6789 -133.3668
|
|
v -380.2351 4.8581 -133.3668
|
|
# 20 vertices
|
|
|
|
vn -0.4799 -0.6606 0.5774
|
|
vn -0.5691 -0.8204 -0.0550
|
|
vn 0.7948 -0.6044 -0.0550
|
|
vn 0.6606 -0.4799 0.5774
|
|
vn -0.6606 0.4799 0.5774
|
|
vn 0.4799 0.6606 0.5774
|
|
vn 0.5691 0.8204 -0.0550
|
|
vn -0.7948 0.6044 -0.0550
|
|
vn 0.5320 0.0843 -0.8426
|
|
vn -0.5320 -0.0843 -0.8426
|
|
vn 0.4800 -0.6605 0.5774
|
|
vn -0.6606 -0.4798 0.5774
|
|
vn -0.7948 -0.6044 -0.0550
|
|
vn 0.5691 -0.8204 -0.0550
|
|
vn 0.6606 0.4798 0.5774
|
|
vn 0.7948 0.6044 -0.0550
|
|
vn -0.5691 0.8204 -0.0550
|
|
vn -0.4800 0.6605 0.5774
|
|
vn -0.5319 0.0842 -0.8426
|
|
vn 0.5319 -0.0842 -0.8426
|
|
# 20 vertex normals
|
|
|
|
vt 1.0000 0.0000 0.0000
|
|
vt 1.0000 1.0000 0.0000
|
|
vt 0.0000 1.0000 0.0000
|
|
vt 0.0000 0.0000 0.0000
|
|
vt 1.0000 0.5000 0.0000
|
|
vt 0.0000 0.5000 0.0000
|
|
# 6 texture coords
|
|
|
|
o Box194
|
|
g Box194
|
|
usemtl wire_008008136
|
|
s 2
|
|
f 1603/492/1144 1604/493/1145 1605/494/1146 1606/495/1147
|
|
s 4
|
|
f 1607/495/1148 1608/492/1149 1609/493/1150 1610/494/1151
|
|
s 8
|
|
f 1603/495/1144 1606/492/1147 1608/493/1149 1607/494/1148
|
|
s 16
|
|
f 1606/495/1147 1605/492/1146 1611/496/1152 1609/493/1150 1608/494/1149
|
|
s 32
|
|
f 1605/495/1146 1604/492/1145 1612/496/1153 1611/497/1152
|
|
s 64
|
|
f 1604/495/1145 1603/492/1144 1607/493/1148 1610/494/1151 1612/497/1153
|
|
s 32
|
|
f 1612/496/1153 1610/493/1151 1609/494/1150 1611/497/1152
|
|
s 2
|
|
f 1613/492/1154 1614/495/1155 1615/494/1156 1616/493/1157
|
|
s 4
|
|
f 1617/495/1158 1618/494/1159 1619/493/1160 1620/492/1161
|
|
s 8
|
|
f 1613/495/1154 1617/494/1158 1620/493/1161 1614/492/1155
|
|
s 16
|
|
f 1614/495/1155 1620/494/1161 1619/493/1160 1621/496/1162 1615/492/1156
|
|
s 32
|
|
f 1615/495/1156 1621/497/1162 1622/496/1163 1616/492/1157
|
|
s 64
|
|
f 1616/495/1157 1622/497/1163 1618/494/1159 1617/493/1158 1613/492/1154
|
|
s 32
|
|
f 1622/496/1163 1621/497/1162 1619/494/1160 1618/493/1159
|
|
# 14 polygons
|
|
|
|
#
|
|
# object Cylinder022
|
|
#
|
|
|
|
v -339.4084 14.3860 -131.6036
|
|
v -340.7462 10.2687 -131.6036
|
|
v -341.4306 10.7659 -131.8719
|
|
v -340.2544 14.3860 -131.8719
|
|
v -344.2486 7.7240 -131.6036
|
|
v -344.5100 8.5286 -131.8719
|
|
v -348.5778 7.7240 -131.6036
|
|
v -348.3164 8.5286 -131.8719
|
|
v -352.0802 10.2687 -131.6036
|
|
v -351.3958 10.7659 -131.8719
|
|
v -353.4180 14.3860 -131.6036
|
|
v -352.5720 14.3860 -131.8719
|
|
v -352.0802 18.5033 -131.6036
|
|
v -351.3958 18.0061 -131.8719
|
|
v -348.5778 21.0479 -131.6036
|
|
v -348.3164 20.2434 -131.8719
|
|
v -344.2486 21.0479 -131.6036
|
|
v -344.5100 20.2434 -131.8719
|
|
v -340.7462 18.5033 -131.6036
|
|
v -341.4306 18.0061 -131.8719
|
|
v -342.0221 11.1957 -131.8719
|
|
v -340.9855 14.3860 -131.8719
|
|
v -344.7360 9.2240 -131.8719
|
|
v -348.0905 9.2240 -131.8719
|
|
v -351.8409 14.3860 -131.8719
|
|
v -350.8043 11.1957 -131.8719
|
|
v -350.8043 17.5763 -131.8719
|
|
v -348.0905 19.5480 -131.8719
|
|
v -344.7360 19.5480 -131.8719
|
|
v -342.0221 17.5763 -131.8719
|
|
v -350.1377 11.3700 -131.7728
|
|
v -342.3939 11.7758 -131.7728
|
|
v -346.4132 14.3860 -131.8719
|
|
v -344.6957 9.9118 -131.7728
|
|
v -347.6536 9.7568 -131.7728
|
|
v -351.1992 14.1352 -131.7728
|
|
v -350.4326 16.9962 -131.7728
|
|
v -348.1307 18.8602 -131.7728
|
|
v -345.1728 19.0152 -131.7728
|
|
v -342.6887 17.4020 -131.7728
|
|
v -341.6272 14.6368 -131.7728
|
|
v -399.4699 14.3860 -131.6036
|
|
v -398.6239 14.3860 -131.8719
|
|
v -397.4477 10.7659 -131.8719
|
|
v -398.1321 10.2687 -131.6036
|
|
v -394.3683 8.5286 -131.8719
|
|
v -394.6297 7.7240 -131.6036
|
|
v -390.5619 8.5286 -131.8719
|
|
v -390.3005 7.7240 -131.6036
|
|
v -387.4825 10.7659 -131.8719
|
|
v -386.7981 10.2687 -131.6036
|
|
v -386.3063 14.3860 -131.8719
|
|
v -385.4603 14.3860 -131.6036
|
|
v -387.4825 18.0061 -131.8719
|
|
v -386.7981 18.5033 -131.6036
|
|
v -390.5619 20.2434 -131.8719
|
|
v -390.3005 21.0479 -131.6036
|
|
v -394.3683 20.2434 -131.8719
|
|
v -394.6297 21.0479 -131.6036
|
|
v -397.4477 18.0061 -131.8719
|
|
v -398.1321 18.5033 -131.6036
|
|
v -397.8928 14.3860 -131.8719
|
|
v -396.8562 11.1957 -131.8719
|
|
v -394.1424 9.2240 -131.8719
|
|
v -390.7879 9.2240 -131.8719
|
|
v -388.0740 11.1957 -131.8719
|
|
v -387.0374 14.3860 -131.8719
|
|
v -388.0740 17.5763 -131.8719
|
|
v -390.7879 19.5480 -131.8719
|
|
v -394.1424 19.5480 -131.8719
|
|
v -396.8562 17.5763 -131.8719
|
|
v -388.7406 11.3700 -131.7728
|
|
v -396.4845 11.7758 -131.7728
|
|
v -392.4651 14.3860 -131.8719
|
|
v -394.1826 9.9118 -131.7728
|
|
v -391.2247 9.7568 -131.7728
|
|
v -387.6791 14.1352 -131.7728
|
|
v -388.4457 16.9962 -131.7728
|
|
v -390.7476 18.8602 -131.7728
|
|
v -393.7055 19.0152 -131.7728
|
|
v -396.1896 17.4020 -131.7728
|
|
v -397.2511 14.6368 -131.7728
|
|
# 82 vertices
|
|
|
|
vn 0.8820 -0.0000 -0.4712
|
|
vn 0.7136 -0.5185 -0.4712
|
|
vn 0.4708 -0.3421 -0.8132
|
|
vn 0.5820 -0.0000 -0.8132
|
|
vn 0.2726 -0.8389 -0.4712
|
|
vn 0.1798 -0.5535 -0.8132
|
|
vn -0.2726 -0.8389 -0.4712
|
|
vn -0.1798 -0.5535 -0.8132
|
|
vn -0.7136 -0.5185 -0.4712
|
|
vn -0.4708 -0.3421 -0.8132
|
|
vn -0.8820 0.0000 -0.4712
|
|
vn -0.5820 -0.0000 -0.8132
|
|
vn -0.7136 0.5185 -0.4712
|
|
vn -0.4708 0.3421 -0.8132
|
|
vn -0.2726 0.8389 -0.4712
|
|
vn -0.1798 0.5535 -0.8132
|
|
vn 0.2726 0.8389 -0.4712
|
|
vn 0.1798 0.5535 -0.8132
|
|
vn 0.7136 0.5185 -0.4712
|
|
vn 0.4708 0.3421 -0.8132
|
|
vn -0.0953 0.1294 -0.9870
|
|
vn -0.1531 0.0487 -0.9870
|
|
vn -0.0010 0.1607 -0.9870
|
|
vn 0.0936 0.1306 -0.9870
|
|
vn 0.1531 -0.0487 -0.9870
|
|
vn 0.1525 0.0506 -0.9870
|
|
vn 0.0953 -0.1294 -0.9870
|
|
vn 0.0010 -0.1607 -0.9870
|
|
vn -0.0936 -0.1306 -0.9870
|
|
vn -0.1525 -0.0506 -0.9870
|
|
vn 0.4277 -0.1204 -0.8959
|
|
vn -0.0176 0.4440 -0.8959
|
|
vn 0.0000 -0.0000 -1.0000
|
|
vn 0.2467 0.3696 -0.8959
|
|
vn 0.4168 0.1540 -0.8959
|
|
vn 0.2752 -0.3488 -0.8959
|
|
vn 0.0176 -0.4440 -0.8959
|
|
vn -0.2467 -0.3696 -0.8959
|
|
vn -0.4168 -0.1540 -0.8959
|
|
vn -0.4277 0.1204 -0.8959
|
|
vn -0.2752 0.3488 -0.8959
|
|
vn -0.8820 -0.0000 -0.4712
|
|
vn 0.5820 0.0000 -0.8132
|
|
vn 0.1531 0.0487 -0.9870
|
|
vn 0.0953 0.1294 -0.9870
|
|
vn 0.0010 0.1607 -0.9870
|
|
vn -0.0936 0.1306 -0.9870
|
|
vn -0.1525 0.0506 -0.9870
|
|
vn -0.1531 -0.0487 -0.9870
|
|
vn -0.0953 -0.1294 -0.9870
|
|
vn -0.0010 -0.1607 -0.9870
|
|
vn 0.0936 -0.1306 -0.9870
|
|
vn 0.1525 -0.0506 -0.9870
|
|
vn -0.4277 -0.1204 -0.8959
|
|
vn 0.0176 0.4440 -0.8959
|
|
vn -0.0000 -0.0000 -1.0000
|
|
vn -0.2467 0.3696 -0.8959
|
|
vn -0.4168 0.1540 -0.8959
|
|
vn -0.2752 -0.3488 -0.8959
|
|
vn -0.0176 -0.4440 -0.8959
|
|
vn 0.2467 -0.3696 -0.8959
|
|
vn 0.4168 -0.1540 -0.8959
|
|
vn 0.4277 0.1204 -0.8959
|
|
vn 0.2752 0.3488 -0.8959
|
|
# 64 vertex normals
|
|
|
|
vt 0.7500 0.0000 1.0000
|
|
vt 0.8500 0.0000 1.0000
|
|
vt 0.8500 1.0000 1.0000
|
|
vt 0.7500 1.0000 1.0000
|
|
vt 0.9500 0.0000 1.0000
|
|
vt 0.9500 1.0000 1.0000
|
|
vt 1.0500 0.0000 1.0000
|
|
vt 1.0500 1.0000 1.0000
|
|
vt 0.0500 0.0000 1.0000
|
|
vt 0.1500 0.0000 1.0000
|
|
vt 0.1500 1.0000 1.0000
|
|
vt 0.0500 1.0000 1.0000
|
|
vt 0.2500 0.0000 1.0000
|
|
vt 0.2500 1.0000 1.0000
|
|
vt 0.3500 0.0000 1.0000
|
|
vt 0.3500 1.0000 1.0000
|
|
vt 0.4500 0.0000 1.0000
|
|
vt 0.4500 1.0000 1.0000
|
|
vt 0.5500 0.0000 1.0000
|
|
vt 0.5500 1.0000 1.0000
|
|
vt 0.6500 0.0000 1.0000
|
|
vt 0.6500 1.0000 1.0000
|
|
vt 0.2061 0.9045 0.2500
|
|
vt 0.5000 1.0000 0.2500
|
|
vt 0.0245 0.6545 0.2500
|
|
vt 0.0245 0.3455 0.2500
|
|
vt 0.5000 0.0000 0.2500
|
|
vt 0.2061 0.0955 0.2500
|
|
vt 0.7939 0.0955 0.2500
|
|
vt 0.9755 0.3455 0.2500
|
|
vt 0.9755 0.6545 0.2500
|
|
vt 0.7939 0.9045 0.2500
|
|
vt 0.1153 0.2205 0.2500
|
|
vt 0.3531 0.9523 0.2500
|
|
vt 0.5040 0.5200 0.2800
|
|
vt 0.1153 0.7795 0.2500
|
|
vt 0.0245 0.5000 0.2500
|
|
vt 0.3531 0.0477 0.2500
|
|
vt 0.6469 0.0477 0.2500
|
|
vt 0.8847 0.2205 0.2500
|
|
vt 0.9755 0.5000 0.2500
|
|
vt 0.8847 0.7795 0.2500
|
|
vt 0.6469 0.9523 0.2500
|
|
# 43 texture coords
|
|
|
|
o Cylinder022
|
|
g Cylinder022
|
|
usemtl wire_135110008
|
|
s 8
|
|
f 1623/498/1164 1624/499/1165 1625/500/1166 1626/501/1167
|
|
f 1624/499/1165 1627/502/1168 1628/503/1169 1625/500/1166
|
|
f 1627/502/1168 1629/504/1170 1630/505/1171 1628/503/1169
|
|
f 1629/506/1170 1631/507/1172 1632/508/1173 1630/509/1171
|
|
f 1631/507/1172 1633/510/1174 1634/511/1175 1632/508/1173
|
|
f 1633/510/1174 1635/512/1176 1636/513/1177 1634/511/1175
|
|
f 1635/512/1176 1637/514/1178 1638/515/1179 1636/513/1177
|
|
f 1637/514/1178 1639/516/1180 1640/517/1181 1638/515/1179
|
|
f 1639/516/1180 1641/518/1182 1642/519/1183 1640/517/1181
|
|
f 1641/518/1182 1623/498/1164 1626/501/1167 1642/519/1183
|
|
s off
|
|
f 1626/501/1167 1625/500/1166 1643/520/1184 1644/521/1185
|
|
f 1625/500/1166 1628/503/1169 1645/522/1186 1643/520/1184
|
|
f 1628/503/1169 1630/505/1171 1646/523/1187 1645/522/1186
|
|
f 1632/508/1173 1634/511/1175 1647/524/1188 1648/525/1189
|
|
f 1634/511/1175 1636/513/1177 1649/526/1190 1647/524/1188
|
|
f 1636/513/1177 1638/515/1179 1650/527/1191 1649/526/1190
|
|
f 1638/515/1179 1640/517/1181 1651/528/1192 1650/527/1191
|
|
f 1640/517/1181 1642/519/1183 1652/529/1193 1651/528/1192
|
|
f 1642/519/1183 1626/501/1167 1644/521/1185 1652/529/1193
|
|
f 1646/523/1187 1648/525/1189 1653/530/1194
|
|
f 1654/531/1195 1643/520/1184 1655/532/1196
|
|
f 1656/533/1197 1645/522/1186 1655/532/1196
|
|
f 1657/534/1198 1646/523/1187 1655/532/1196
|
|
f 1653/530/1194 1648/525/1189 1655/532/1196
|
|
f 1658/535/1199 1647/524/1188 1655/532/1196
|
|
f 1659/536/1200 1649/526/1190 1655/532/1196
|
|
f 1660/537/1201 1650/527/1191 1655/532/1196
|
|
f 1661/538/1202 1651/528/1192 1655/532/1196
|
|
f 1662/539/1203 1652/529/1193 1655/532/1196
|
|
f 1663/540/1204 1644/521/1185 1655/532/1196
|
|
f 1643/520/1184 1654/531/1195 1644/521/1185
|
|
f 1645/522/1186 1656/533/1197 1643/520/1184
|
|
f 1646/523/1187 1657/534/1198 1645/522/1186
|
|
f 1647/524/1188 1658/535/1199 1648/525/1189
|
|
f 1649/526/1190 1659/536/1200 1647/524/1188
|
|
f 1650/527/1191 1660/537/1201 1649/526/1190
|
|
f 1651/528/1192 1661/538/1202 1650/527/1191
|
|
f 1652/529/1193 1662/539/1203 1651/528/1192
|
|
f 1644/521/1185 1663/540/1204 1652/529/1193
|
|
f 1646/523/1187 1630/505/1171 1632/508/1173 1648/525/1189
|
|
f 1643/520/1184 1656/533/1197 1655/532/1196
|
|
f 1645/522/1186 1657/534/1198 1655/532/1196
|
|
f 1646/523/1187 1653/530/1194 1655/532/1196
|
|
f 1648/525/1189 1658/535/1199 1655/532/1196
|
|
f 1647/524/1188 1659/536/1200 1655/532/1196
|
|
f 1649/526/1190 1660/537/1201 1655/532/1196
|
|
f 1650/527/1191 1661/538/1202 1655/532/1196
|
|
f 1651/528/1192 1662/539/1203 1655/532/1196
|
|
f 1652/529/1193 1663/540/1204 1655/532/1196
|
|
f 1644/521/1185 1654/531/1195 1655/532/1196
|
|
s 8
|
|
f 1664/498/1205 1665/501/1175 1666/500/1173 1667/499/1172
|
|
f 1667/499/1172 1666/500/1173 1668/503/1171 1669/502/1170
|
|
f 1669/502/1170 1668/503/1171 1670/505/1169 1671/504/1168
|
|
f 1671/506/1168 1670/509/1169 1672/508/1166 1673/507/1165
|
|
f 1673/507/1165 1672/508/1166 1674/511/1206 1675/510/1164
|
|
f 1675/510/1164 1674/511/1206 1676/513/1183 1677/512/1182
|
|
f 1677/512/1182 1676/513/1183 1678/515/1181 1679/514/1180
|
|
f 1679/514/1180 1678/515/1181 1680/517/1179 1681/516/1178
|
|
f 1681/516/1178 1680/517/1179 1682/519/1177 1683/518/1176
|
|
f 1683/518/1176 1682/519/1177 1665/501/1175 1664/498/1205
|
|
s off
|
|
f 1665/501/1175 1684/521/1207 1685/520/1208 1666/500/1173
|
|
f 1666/500/1173 1685/520/1208 1686/522/1209 1668/503/1171
|
|
f 1668/503/1171 1686/522/1209 1687/523/1210 1670/505/1169
|
|
f 1672/508/1166 1688/525/1211 1689/524/1212 1674/511/1206
|
|
f 1674/511/1206 1689/524/1212 1690/526/1213 1676/513/1183
|
|
f 1676/513/1183 1690/526/1213 1691/527/1214 1678/515/1181
|
|
f 1678/515/1181 1691/527/1214 1692/528/1215 1680/517/1179
|
|
f 1680/517/1179 1692/528/1215 1693/529/1216 1682/519/1177
|
|
f 1682/519/1177 1693/529/1216 1684/521/1207 1665/501/1175
|
|
f 1687/523/1210 1694/530/1217 1688/525/1211
|
|
f 1695/531/1218 1696/532/1219 1685/520/1208
|
|
f 1697/533/1220 1696/532/1219 1686/522/1209
|
|
f 1698/534/1221 1696/532/1219 1687/523/1210
|
|
f 1694/530/1217 1696/532/1219 1688/525/1211
|
|
f 1699/535/1222 1696/532/1219 1689/524/1212
|
|
f 1700/536/1223 1696/532/1219 1690/526/1213
|
|
f 1701/537/1224 1696/532/1219 1691/527/1214
|
|
f 1702/538/1225 1696/532/1219 1692/528/1215
|
|
f 1703/539/1226 1696/532/1219 1693/529/1216
|
|
f 1704/540/1227 1696/532/1219 1684/521/1207
|
|
f 1685/520/1208 1684/521/1207 1695/531/1218
|
|
f 1686/522/1209 1685/520/1208 1697/533/1220
|
|
f 1687/523/1210 1686/522/1209 1698/534/1221
|
|
f 1689/524/1212 1688/525/1211 1699/535/1222
|
|
f 1690/526/1213 1689/524/1212 1700/536/1223
|
|
f 1691/527/1214 1690/526/1213 1701/537/1224
|
|
f 1692/528/1215 1691/527/1214 1702/538/1225
|
|
f 1693/529/1216 1692/528/1215 1703/539/1226
|
|
f 1684/521/1207 1693/529/1216 1704/540/1227
|
|
f 1687/523/1210 1688/525/1211 1672/508/1166 1670/505/1169
|
|
f 1685/520/1208 1696/532/1219 1697/533/1220
|
|
f 1686/522/1209 1696/532/1219 1698/534/1221
|
|
f 1687/523/1210 1696/532/1219 1694/530/1217
|
|
f 1688/525/1211 1696/532/1219 1699/535/1222
|
|
f 1689/524/1212 1696/532/1219 1700/536/1223
|
|
f 1690/526/1213 1696/532/1219 1701/537/1224
|
|
f 1691/527/1214 1696/532/1219 1702/538/1225
|
|
f 1692/528/1215 1696/532/1219 1703/539/1226
|
|
f 1693/529/1216 1696/532/1219 1704/540/1227
|
|
f 1684/521/1207 1696/532/1219 1695/531/1218
|
|
# 40 polygons - 60 triangles
|
|
|
|
#
|
|
# object Object014
|
|
#
|
|
|
|
v -365.6324 18.6287 -209.5844
|
|
v -365.5424 18.6675 -209.4221
|
|
v -365.4134 18.6969 -209.1160
|
|
v -365.4573 18.5763 -209.5173
|
|
v -365.3347 21.2024 -203.9619
|
|
v -365.4054 21.1379 -204.3981
|
|
v -365.4276 21.0809 -204.5934
|
|
v -365.5573 21.1690 -204.6764
|
|
v -365.4731 21.2418 -204.4605
|
|
v -364.1537 21.7108 -196.4666
|
|
v -364.1733 21.6611 -196.6837
|
|
v -364.2219 21.7376 -196.6410
|
|
v -362.4536 19.8229 -195.4855
|
|
v -362.3580 20.0663 -194.6515
|
|
v -362.3262 20.0749 -194.3967
|
|
v -362.2690 20.0066 -194.4418
|
|
v -364.5697 19.0754 -205.1269
|
|
v -364.5483 19.1342 -204.9311
|
|
v -364.4463 19.1273 -204.4793
|
|
v -364.4215 18.9402 -204.8078
|
|
v -364.5140 18.9995 -205.0570
|
|
v -364.3117 20.5255 -201.2658
|
|
v -364.2091 20.3728 -201.2737
|
|
v -364.3207 20.4307 -201.5612
|
|
v -363.3759 21.0017 -195.5763
|
|
v -363.2186 20.8917 -195.4216
|
|
v -363.2751 20.8513 -195.6599
|
|
v -363.4035 20.9911 -195.8266
|
|
v -361.9705 21.7196 -186.9118
|
|
v -362.0669 21.8723 -186.6926
|
|
v -361.9962 21.8112 -186.6628
|
|
v -374.3452 18.9402 -204.8078
|
|
v -374.3204 19.1273 -204.4793
|
|
v -374.2183 19.1342 -204.9311
|
|
v -374.1969 19.0754 -205.1269
|
|
v -374.2527 18.9995 -205.0570
|
|
v -376.4405 20.0749 -194.3967
|
|
v -376.4087 20.0663 -194.6515
|
|
v -376.3131 19.8229 -195.4855
|
|
v -376.4977 20.0066 -194.4418
|
|
v -373.2094 21.1690 -204.6764
|
|
v -373.3391 21.0809 -204.5934
|
|
v -373.3613 21.1379 -204.3981
|
|
v -373.4319 21.2024 -203.9619
|
|
v -373.2935 21.2418 -204.4605
|
|
v -373.3533 18.6969 -209.1160
|
|
v -373.2243 18.6675 -209.4221
|
|
v -373.1342 18.6287 -209.5844
|
|
v -373.3094 18.5763 -209.5173
|
|
v -369.2269 20.6638 -209.0099
|
|
v -369.2989 20.6153 -209.1742
|
|
v -369.4678 20.6153 -209.1742
|
|
v -369.5398 20.6638 -209.0099
|
|
v -369.3833 20.7035 -209.0781
|
|
v -374.5576 20.3728 -201.2737
|
|
v -374.4550 20.5255 -201.2658
|
|
v -374.4460 20.4307 -201.5612
|
|
v -376.6998 21.8723 -186.6926
|
|
v -376.7962 21.7196 -186.9118
|
|
v -376.7705 21.8112 -186.6628
|
|
v -375.5481 20.8917 -195.4216
|
|
v -375.3907 21.0017 -195.5763
|
|
v -375.3632 20.9911 -195.8266
|
|
v -375.4915 20.8513 -195.6599
|
|
v -369.4678 18.6286 -213.2229
|
|
v -369.2989 18.6286 -213.2229
|
|
v -369.3833 18.5762 -213.4135
|
|
v -374.5933 21.6611 -196.6837
|
|
v -374.6130 21.7108 -196.4666
|
|
v -374.5447 21.7376 -196.6410
|
|
v -363.2483 23.4139 -184.2492
|
|
v -363.2821 23.5029 -183.9926
|
|
v -364.2221 22.7775 -191.5836
|
|
v -364.1548 22.7143 -191.5783
|
|
v -361.1139 20.6195 -188.6707
|
|
v -361.0426 20.5568 -188.6428
|
|
v -362.9906 18.6322 -199.8485
|
|
v -363.0310 18.7156 -199.8532
|
|
v -364.0715 18.4363 -204.2317
|
|
v -364.1024 18.5213 -204.1968
|
|
v -374.6642 18.5213 -204.1968
|
|
v -374.6951 18.4363 -204.2317
|
|
v -375.7761 18.6322 -199.8485
|
|
v -375.7357 18.7156 -199.8532
|
|
v -377.6528 20.6195 -188.6707
|
|
v -377.7241 20.5568 -188.6428
|
|
v -374.6118 22.7143 -191.5783
|
|
v -374.5446 22.7775 -191.5836
|
|
v -375.5184 23.4139 -184.2492
|
|
v -375.4845 23.5029 -183.9926
|
|
# 90 vertices
|
|
|
|
vn 0.3998 0.8197 -0.4101
|
|
vn 0.8905 -0.1565 -0.4271
|
|
vn 0.7742 0.5639 -0.2874
|
|
vn 0.4313 0.8428 -0.3219
|
|
vn 0.8136 0.5511 -0.1855
|
|
vn -0.9719 -0.1663 0.1667
|
|
vn 0.7509 0.5981 -0.2801
|
|
vn 0.5423 0.7313 -0.4137
|
|
vn 0.9441 -0.0856 -0.3184
|
|
vn 0.7250 0.6651 -0.1788
|
|
vn 0.7780 0.6001 -0.1859
|
|
vn 0.7624 0.6204 -0.1842
|
|
vn 0.8589 0.4575 -0.2301
|
|
vn 0.9251 0.3561 -0.1317
|
|
vn 0.7046 0.6908 -0.1624
|
|
vn 0.6715 0.7042 -0.2306
|
|
vn 0.8726 0.4333 -0.2256
|
|
vn 0.9015 0.3775 -0.2114
|
|
vn 0.8786 0.4281 -0.2118
|
|
vn 0.8870 0.3956 -0.2381
|
|
vn 0.8754 0.4284 -0.2241
|
|
vn 0.8152 0.5467 -0.1913
|
|
vn 0.8195 0.5369 -0.2004
|
|
vn 0.8407 0.4979 -0.2128
|
|
vn 0.6649 0.7375 -0.1182
|
|
vn 0.7396 0.6309 -0.2343
|
|
vn 0.8317 0.4910 -0.2592
|
|
vn 0.7779 0.6122 -0.1415
|
|
vn 0.6249 0.7525 -0.2078
|
|
vn 0.6860 0.7109 -0.1550
|
|
vn 0.6703 0.7221 -0.1713
|
|
vn -0.8870 0.3956 -0.2381
|
|
vn -0.8786 0.4281 -0.2118
|
|
vn -0.9015 0.3775 -0.2114
|
|
vn -0.8726 0.4333 -0.2256
|
|
vn -0.8754 0.4284 -0.2241
|
|
vn -0.7046 0.6908 -0.1624
|
|
vn -0.9251 0.3561 -0.1317
|
|
vn -0.8589 0.4575 -0.2301
|
|
vn -0.6715 0.7042 -0.2306
|
|
vn -0.5423 0.7313 -0.4137
|
|
vn -0.7509 0.5981 -0.2801
|
|
vn 0.9719 -0.1663 0.1667
|
|
vn -0.8136 0.5511 -0.1855
|
|
vn -0.9441 -0.0856 -0.3184
|
|
vn -0.7742 0.5639 -0.2874
|
|
vn -0.8905 -0.1565 -0.4271
|
|
vn -0.3998 0.8197 -0.4101
|
|
vn -0.4313 0.8428 -0.3219
|
|
vn 0.3937 0.8169 -0.4214
|
|
vn 0.1173 0.9179 -0.3791
|
|
vn -0.1173 0.9179 -0.3791
|
|
vn -0.3937 0.8169 -0.4214
|
|
vn -0.0000 -0.5360 -0.8442
|
|
vn -0.8195 0.5369 -0.2004
|
|
vn -0.8152 0.5467 -0.1913
|
|
vn -0.8407 0.4979 -0.2128
|
|
vn -0.6860 0.7109 -0.1550
|
|
vn -0.6249 0.7525 -0.2078
|
|
vn -0.6703 0.7221 -0.1713
|
|
vn -0.7396 0.6309 -0.2343
|
|
vn -0.6649 0.7375 -0.1182
|
|
vn -0.7779 0.6122 -0.1415
|
|
vn -0.8317 0.4910 -0.2592
|
|
vn -0.2037 0.8962 -0.3940
|
|
vn 0.2037 0.8962 -0.3940
|
|
vn 0.0000 0.9350 -0.3546
|
|
vn -0.7780 0.6001 -0.1859
|
|
vn -0.7250 0.6651 -0.1788
|
|
vn -0.7624 0.6204 -0.1842
|
|
vn 0.6562 0.7355 -0.1687
|
|
vn 0.6587 0.7335 -0.1677
|
|
vn 0.6833 0.7146 -0.1499
|
|
vn 0.6833 0.7146 -0.1497
|
|
vn 0.6872 0.7073 -0.1659
|
|
vn 0.6876 0.7061 -0.1695
|
|
vn 0.8812 0.4135 -0.2293
|
|
vn 0.8813 0.4136 -0.2287
|
|
vn 0.8853 0.4107 -0.2181
|
|
vn 0.8871 0.4094 -0.2132
|
|
vn -0.8871 0.4094 -0.2132
|
|
vn -0.8853 0.4107 -0.2181
|
|
vn -0.8812 0.4135 -0.2293
|
|
vn -0.8813 0.4136 -0.2287
|
|
vn -0.6872 0.7073 -0.1659
|
|
vn -0.6876 0.7061 -0.1695
|
|
vn -0.6833 0.7146 -0.1497
|
|
vn -0.6833 0.7146 -0.1499
|
|
vn -0.6562 0.7355 -0.1687
|
|
vn -0.6587 0.7335 -0.1677
|
|
# 90 vertex normals
|
|
|
|
vt 0.5657 0.8033 0.0000
|
|
vt 0.5657 0.8050 0.0000
|
|
vt 0.5680 0.8037 0.0000
|
|
vt 0.5679 0.8028 0.0000
|
|
vt 0.5551 0.8674 0.0000
|
|
vt 0.5548 0.8668 0.0000
|
|
vt 0.5546 0.8663 0.0000
|
|
vt 0.5531 0.8670 0.0000
|
|
vt 0.5539 0.8680 0.0000
|
|
vt 0.5869 0.8642 0.0000
|
|
vt 0.5860 0.8638 0.0000
|
|
vt 0.5861 0.8642 0.0000
|
|
vt 0.6440 0.8161 0.0000
|
|
vt 0.6432 0.8185 0.0000
|
|
vt 0.6446 0.8188 0.0000
|
|
vt 0.6446 0.8182 0.0000
|
|
vt 0.5898 0.8081 0.0000
|
|
vt 0.5900 0.8085 0.0000
|
|
vt 0.5913 0.8081 0.0000
|
|
vt 0.5922 0.8056 0.0000
|
|
vt 0.5906 0.8073 0.0000
|
|
vt 0.5867 0.8366 0.0000
|
|
vt 0.5876 0.8355 0.0000
|
|
vt 0.5863 0.8360 0.0000
|
|
vt 0.6130 0.8436 0.0000
|
|
vt 0.6145 0.8425 0.0000
|
|
vt 0.6131 0.8422 0.0000
|
|
vt 0.6121 0.8433 0.0000
|
|
vt 0.6454 0.8468 0.0000
|
|
vt 0.6439 0.8480 0.0000
|
|
vt 0.6454 0.8474 0.0000
|
|
vt 0.4755 0.8576 0.0000
|
|
vt 0.4751 0.8538 0.0000
|
|
vt 0.4795 0.8537 0.0000
|
|
vt 0.4814 0.8543 0.0000
|
|
vt 0.4781 0.8553 0.0000
|
|
vt 0.4921 0.7867 0.0000
|
|
vt 0.4916 0.7877 0.0000
|
|
vt 0.4907 0.7866 0.0000
|
|
vt 0.6067 0.8782 0.0000
|
|
vt 0.6067 0.8789 0.0000
|
|
vt 0.4788 0.8548 0.0000
|
|
vt 0.5542 0.8667 0.0000
|
|
vt 0.5834 0.8773 0.0000
|
|
vt 0.5844 0.8767 0.0000
|
|
vt 0.6729 0.8245 0.0000
|
|
vt 0.6741 0.8241 0.0000
|
|
vt 0.6566 0.7197 0.0000
|
|
vt 0.6555 0.7215 0.0000
|
|
vt 0.6301 0.7153 0.0000
|
|
vt 0.6301 0.7173 0.0000
|
|
vt 0.4912 0.7872 0.0000
|
|
vt 0.5668 0.8030 0.0000
|
|
vt 0.4792 0.8533 0.0000
|
|
vt 0.4914 0.7874 0.0000
|
|
# 55 texture coords
|
|
|
|
o Object014
|
|
g Object014
|
|
usemtl wire_003003003
|
|
s off
|
|
f 1705/541/1228 1706/542/1229 1707/543/1230 1708/544/1231
|
|
f 1709/545/1232 1710/546/1233 1711/547/1234 1712/548/1235 1713/549/1236
|
|
f 1714/550/1237 1715/551/1238 1716/552/1239
|
|
f 1717/553/1240 1718/554/1241 1719/555/1242 1720/556/1243
|
|
f 1721/557/1244 1722/558/1245 1723/559/1246 1724/560/1247 1725/561/1248
|
|
f 1726/562/1249 1727/563/1250 1728/564/1251
|
|
f 1729/565/1252 1730/566/1253 1731/567/1254 1732/568/1255
|
|
f 1733/569/1256 1734/570/1257 1735/571/1258
|
|
f 1736/560/1259 1737/559/1260 1738/558/1261 1739/557/1262 1740/561/1263
|
|
f 1741/555/1264 1742/554/1265 1743/553/1266 1744/556/1267
|
|
f 1745/548/1268 1746/547/1269 1747/546/1270 1748/545/1271 1749/549/1272
|
|
f 1750/543/1273 1751/542/1274 1752/541/1275 1753/544/1276
|
|
f 1754/572/1277 1755/573/1278 1756/574/1279 1757/575/1280 1758/576/1281
|
|
f 1759/563/1282 1760/562/1283 1761/564/1284
|
|
f 1762/570/1285 1763/569/1286 1764/571/1287
|
|
f 1765/566/1288 1766/565/1289 1767/568/1290 1768/567/1291
|
|
f 1769/577/1292 1770/578/1293 1771/579/1294
|
|
f 1772/551/1295 1773/550/1296 1774/552/1297
|
|
f 1712/548/1235 1711/547/1234 1707/543/1230 1706/542/1229
|
|
f 1715/551/1238 1714/550/1237 1729/565/1252 1732/568/1255
|
|
f 1724/560/1247 1723/559/1246 1718/554/1241 1717/553/1240
|
|
f 1775/580/1298 1776/581/1299 1735/571/1258 1734/570/1257
|
|
f 1705/541/1228 1708/544/1231 1771/579/1294 1770/578/1293
|
|
f 1754/575/1277 1758/582/1281 1713/583/1236 1712/548/1235
|
|
f 1721/557/1244 1725/561/1248 1708/544/1231 1707/543/1230
|
|
f 1709/545/1232 1713/549/1236 1716/552/1239 1715/551/1238
|
|
f 1714/550/1237 1716/552/1239 1777/584/1300 1778/585/1301
|
|
f 1778/585/1301 1777/584/1300 1776/581/1299 1775/580/1298
|
|
f 1779/586/1302 1780/587/1303 1720/556/1243 1719/555/1242
|
|
f 1717/553/1240 1720/556/1243 1781/588/1304 1782/589/1305
|
|
f 1782/589/1305 1781/588/1304 1783/590/1306 1784/591/1307
|
|
f 1784/591/1307 1783/590/1306 1725/561/1248 1724/560/1247
|
|
f 1706/542/1229 1705/541/1228 1755/574/1278 1754/575/1277
|
|
f 1722/558/1245 1721/557/1244 1711/547/1234 1710/546/1233
|
|
f 1710/546/1233 1709/545/1232 1726/562/1249 1728/564/1251
|
|
f 1728/564/1251 1727/563/1250 1723/559/1246 1722/558/1245
|
|
f 1731/567/1254 1730/566/1253 1719/555/1242 1718/554/1241
|
|
f 1727/563/1250 1726/562/1249 1732/568/1255 1731/567/1254
|
|
f 1733/569/1256 1735/571/1258 1780/587/1303 1779/586/1302
|
|
f 1730/566/1253 1729/565/1252 1734/570/1257 1733/569/1256
|
|
f 1785/591/1308 1786/590/1309 1787/588/1310 1788/589/1311
|
|
f 1736/560/1259 1740/561/1263 1786/590/1309 1785/591/1308
|
|
f 1743/553/1266 1742/554/1265 1737/559/1260 1736/560/1259
|
|
f 1788/589/1311 1787/588/1310 1744/556/1267 1743/553/1266
|
|
f 1751/542/1274 1750/543/1273 1746/547/1269 1745/548/1268
|
|
f 1757/575/1280 1756/574/1279 1752/541/1275 1751/542/1274
|
|
f 1745/548/1268 1749/549/1272 1758/576/1281 1757/575/1280
|
|
f 1761/564/1284 1760/562/1283 1748/545/1271 1747/546/1270
|
|
f 1738/558/1261 1737/559/1260 1759/563/1282 1761/564/1284
|
|
f 1747/546/1270 1746/547/1269 1739/557/1262 1738/558/1261
|
|
f 1789/586/1312 1790/587/1313 1764/571/1287 1763/569/1286
|
|
f 1741/555/1264 1744/556/1267 1790/587/1313 1789/586/1312
|
|
f 1742/554/1265 1741/555/1264 1765/566/1288 1768/567/1291
|
|
f 1763/569/1286 1762/570/1285 1766/565/1289 1765/566/1288
|
|
f 1769/578/1292 1771/592/1294 1753/593/1276 1752/541/1275
|
|
f 1756/594/1279 1755/574/1278 1770/578/1293 1769/595/1292
|
|
f 1750/543/1273 1753/544/1276 1740/561/1263 1739/557/1262
|
|
f 1768/567/1291 1767/568/1290 1760/562/1283 1759/563/1282
|
|
f 1772/551/1295 1774/552/1297 1749/549/1272 1748/545/1271
|
|
f 1767/568/1290 1766/565/1289 1773/550/1296 1772/551/1295
|
|
f 1791/585/1314 1792/584/1315 1774/552/1297 1773/550/1296
|
|
f 1793/580/1316 1794/581/1317 1792/584/1315 1791/585/1314
|
|
f 1762/570/1285 1764/571/1287 1794/581/1317 1793/580/1316
|
|
# 56 polygons - 7 triangles
|
|
|
|
#
|
|
# object glass001
|
|
#
|
|
|
|
v -363.0310 18.7156 -199.8532
|
|
v -364.1024 18.5213 -204.1968
|
|
v -364.4215 18.9402 -204.8077
|
|
v -362.4536 19.8229 -195.4855
|
|
v -365.5573 21.1690 -204.6764
|
|
v -365.5424 18.6675 -209.4221
|
|
v -369.2269 20.6638 -209.0099
|
|
v -365.4054 21.1379 -204.3981
|
|
v -364.3207 20.4307 -201.5612
|
|
v -364.5483 19.1342 -204.9311
|
|
v -361.9705 21.7196 -186.9118
|
|
v -361.1139 20.6195 -188.6707
|
|
v -362.3262 20.0749 -194.3967
|
|
v -363.2186 20.8917 -195.4216
|
|
v -365.6324 18.6287 -209.5844
|
|
v -369.2989 18.6286 -213.2229
|
|
v -369.2989 20.6153 -209.1742
|
|
v -364.5697 19.0754 -205.1268
|
|
v -365.4134 18.6969 -209.1160
|
|
v -365.4276 21.0809 -204.5934
|
|
v -363.2751 20.8513 -195.6599
|
|
v -362.3580 20.0663 -194.6515
|
|
v -364.4463 19.1273 -204.4793
|
|
v -364.2091 20.3728 -201.2736
|
|
v -364.3117 20.5255 -201.2658
|
|
v -365.3347 21.2024 -203.9619
|
|
v -364.1733 21.6611 -196.6837
|
|
v -363.4035 20.9911 -195.8266
|
|
v -363.3759 21.0017 -195.5763
|
|
v -364.1537 21.7108 -196.4666
|
|
v -364.1548 22.7143 -191.5783
|
|
v -363.2483 23.4139 -184.2491
|
|
v -362.0669 21.8723 -186.6926
|
|
v -375.7357 18.7156 -199.8532
|
|
v -376.3131 19.8229 -195.4855
|
|
v -374.3452 18.9402 -204.8077
|
|
v -374.6642 18.5213 -204.1968
|
|
v -373.2094 21.1690 -204.6764
|
|
v -369.5398 20.6638 -209.0099
|
|
v -373.2243 18.6675 -209.4221
|
|
v -373.3613 21.1379 -204.3981
|
|
v -374.2183 19.1342 -204.9311
|
|
v -374.4460 20.4307 -201.5612
|
|
v -376.7962 21.7196 -186.9118
|
|
v -375.5481 20.8917 -195.4216
|
|
v -376.4405 20.0749 -194.3967
|
|
v -377.6528 20.6195 -188.6707
|
|
v -373.1342 18.6287 -209.5844
|
|
v -369.4678 20.6153 -209.1742
|
|
v -369.4678 18.6286 -213.2229
|
|
v -374.1969 19.0754 -205.1268
|
|
v -373.3391 21.0809 -204.5934
|
|
v -373.3533 18.6969 -209.1160
|
|
v -375.4915 20.8513 -195.6599
|
|
v -374.5576 20.3728 -201.2736
|
|
v -374.3204 19.1273 -204.4793
|
|
v -376.4087 20.0663 -194.6515
|
|
v -374.4550 20.5255 -201.2658
|
|
v -375.3632 20.9911 -195.8266
|
|
v -374.5933 21.6611 -196.6837
|
|
v -373.4319 21.2024 -203.9619
|
|
v -375.3907 21.0017 -195.5763
|
|
v -376.6998 21.8723 -186.6926
|
|
v -375.5184 23.4139 -184.2491
|
|
v -374.6118 22.7143 -191.5783
|
|
v -374.6130 21.7108 -196.4666
|
|
# 66 vertices
|
|
|
|
vn 0.8530 0.4677 -0.2314
|
|
vn 0.9084 0.3428 -0.2394
|
|
vn 0.9050 0.3609 -0.2252
|
|
vn 0.8726 0.4335 -0.2252
|
|
vn 0.3931 0.8139 -0.4278
|
|
vn 0.8726 0.4333 -0.2256
|
|
vn 0.6313 0.7575 -0.1663
|
|
vn 0.5924 0.7805 -0.1997
|
|
vn 0.7844 0.5795 -0.2212
|
|
vn 0.7655 0.6198 -0.1726
|
|
vn 0.4005 0.8226 -0.4036
|
|
vn 0.7458 0.6417 -0.1788
|
|
vn 0.7626 0.6082 -0.2202
|
|
vn 0.8805 0.4162 -0.2269
|
|
vn 0.9408 0.2865 -0.1809
|
|
vn 0.8312 0.5247 -0.1837
|
|
vn 0.8080 0.5657 -0.1646
|
|
vn 0.7432 0.6498 -0.1595
|
|
vn 0.7521 0.6341 -0.1798
|
|
vn 0.7646 0.6208 -0.1735
|
|
vn 0.7468 0.6514 -0.1336
|
|
vn 0.6556 0.7397 -0.1517
|
|
vn 0.6538 0.7414 -0.1516
|
|
vn 0.6362 0.7531 -0.1676
|
|
vn -0.8530 0.4677 -0.2314
|
|
vn -0.8726 0.4335 -0.2252
|
|
vn -0.9050 0.3609 -0.2252
|
|
vn -0.9084 0.3428 -0.2394
|
|
vn -0.3931 0.8139 -0.4278
|
|
vn -0.8726 0.4333 -0.2256
|
|
vn -0.6313 0.7575 -0.1663
|
|
vn -0.7655 0.6198 -0.1726
|
|
vn -0.7844 0.5795 -0.2212
|
|
vn -0.5924 0.7805 -0.1997
|
|
vn -0.4005 0.8226 -0.4036
|
|
vn -0.7458 0.6417 -0.1788
|
|
vn -0.9408 0.2865 -0.1809
|
|
vn -0.8805 0.4162 -0.2269
|
|
vn -0.7626 0.6082 -0.2202
|
|
vn -0.8312 0.5247 -0.1837
|
|
vn -0.7521 0.6341 -0.1798
|
|
vn -0.7432 0.6498 -0.1595
|
|
vn -0.8080 0.5657 -0.1646
|
|
vn -0.7646 0.6208 -0.1735
|
|
vn -0.6362 0.7531 -0.1676
|
|
vn -0.6538 0.7414 -0.1516
|
|
vn -0.6556 0.7397 -0.1517
|
|
vn -0.7468 0.6514 -0.1336
|
|
# 48 vertex normals
|
|
|
|
vt 0.6555 0.7215 0.0000
|
|
vt 0.6301 0.7173 0.0000
|
|
vt 0.5922 0.8056 0.0000
|
|
vt 0.6440 0.8161 0.0000
|
|
vt 0.5531 0.8670 0.0000
|
|
vt 0.5657 0.8050 0.0000
|
|
vt 0.4814 0.8543 0.0000
|
|
vt 0.5548 0.8668 0.0000
|
|
vt 0.5863 0.8360 0.0000
|
|
vt 0.5900 0.8085 0.0000
|
|
vt 0.6454 0.8468 0.0000
|
|
vt 0.6729 0.8245 0.0000
|
|
vt 0.6446 0.8188 0.0000
|
|
vt 0.6145 0.8425 0.0000
|
|
vt 0.5657 0.8033 0.0000
|
|
vt 0.4916 0.7877 0.0000
|
|
vt 0.4795 0.8537 0.0000
|
|
vt 0.5898 0.8081 0.0000
|
|
vt 0.5680 0.8037 0.0000
|
|
vt 0.5546 0.8663 0.0000
|
|
vt 0.6131 0.8422 0.0000
|
|
vt 0.6432 0.8185 0.0000
|
|
vt 0.5913 0.8081 0.0000
|
|
vt 0.5876 0.8355 0.0000
|
|
vt 0.5867 0.8366 0.0000
|
|
vt 0.5551 0.8674 0.0000
|
|
vt 0.5860 0.8638 0.0000
|
|
vt 0.6121 0.8433 0.0000
|
|
vt 0.6130 0.8436 0.0000
|
|
vt 0.5869 0.8642 0.0000
|
|
vt 0.5844 0.8767 0.0000
|
|
vt 0.6067 0.8782 0.0000
|
|
vt 0.6439 0.8480 0.0000
|
|
# 33 texture coords
|
|
|
|
o glass001
|
|
g glass001
|
|
usemtl wire_008061138
|
|
s off
|
|
f 1795/596/1318 1796/597/1319 1797/598/1320 1798/599/1321
|
|
f 1799/600/1322 1800/601/1322 1801/602/1322
|
|
f 1802/603/1323 1803/604/1323 1804/605/1323
|
|
f 1805/606/1324 1806/607/1325 1807/608/1326 1808/609/1327
|
|
f 1809/610/1328 1810/611/1328 1811/612/1328
|
|
f 1812/613/1323 1813/614/1323 1814/615/1323
|
|
f 1815/616/1329 1816/617/1330 1817/618/1331 1818/619/1332
|
|
f 1819/620/1333 1820/621/1334 1821/622/1335 1822/623/1336
|
|
f 1823/624/1337 1824/625/1338 1825/626/1339 1826/627/1340 1827/628/1341
|
|
f 1828/596/1342 1829/599/1343 1830/598/1344 1831/597/1345
|
|
f 1832/600/1346 1833/602/1346 1834/601/1346
|
|
f 1835/603/1347 1836/605/1347 1837/604/1347
|
|
f 1838/606/1348 1839/609/1349 1840/608/1350 1841/607/1351
|
|
f 1842/610/1352 1843/612/1352 1844/611/1352
|
|
f 1845/613/1347 1846/615/1347 1847/614/1347
|
|
f 1848/616/1353 1849/619/1354 1850/618/1355 1851/617/1356
|
|
f 1852/620/1357 1853/623/1358 1854/622/1359 1855/621/1360
|
|
f 1856/624/1361 1857/628/1362 1858/627/1363 1859/626/1364 1860/625/1365
|
|
# 10 polygons - 8 triangles
|
|
|
|
#
|
|
# object Object015
|
|
#
|
|
|
|
v -365.9301 27.8220 -175.3015
|
|
v -369.3833 28.3999 -175.3015
|
|
v -369.3833 30.5152 -146.4657
|
|
v -367.7156 30.5152 -146.4657
|
|
v -365.4474 21.7254 -203.8336
|
|
v -369.3833 21.1871 -208.4512
|
|
v -364.6976 22.9147 -196.5770
|
|
v -364.9951 22.9622 -196.7937
|
|
v -365.1005 26.5676 -179.3759
|
|
v -363.5937 25.2423 -180.2553
|
|
v -364.1043 23.6579 -191.6373
|
|
v -369.3833 30.5152 -130.7797
|
|
v -367.7859 30.5152 -130.7797
|
|
v -367.2896 30.0448 -146.3992
|
|
v -365.1776 26.9261 -174.5827
|
|
v -363.0551 24.0887 -179.9015
|
|
v -363.0551 24.8935 -179.9680
|
|
v -364.2221 22.7907 -191.5836
|
|
v -363.5831 23.2611 -191.6501
|
|
v -364.2219 21.7508 -196.6410
|
|
v -364.1879 22.2212 -196.7075
|
|
v -365.4731 21.2550 -204.4605
|
|
v -369.3833 20.7167 -209.0781
|
|
v -369.3833 30.0448 -129.8660
|
|
v -367.2896 30.0448 -129.8660
|
|
v -365.1628 26.8391 -179.1369
|
|
v -365.0505 23.1206 -197.1304
|
|
v -363.3682 25.3137 -180.1788
|
|
v -363.8845 23.7134 -191.6629
|
|
v -364.4860 22.9603 -196.6797
|
|
v -372.8365 27.8220 -175.3015
|
|
v -371.0510 30.5152 -146.4657
|
|
v -373.3193 21.7254 -203.8336
|
|
v -374.0690 22.9147 -196.5770
|
|
v -374.6623 23.6579 -191.6373
|
|
v -375.1730 25.2423 -180.2553
|
|
v -373.6661 26.5676 -179.3759
|
|
v -373.7715 22.9622 -196.7937
|
|
v -370.9807 30.5152 -130.7797
|
|
v -371.4771 30.0448 -146.3992
|
|
v -373.5890 26.9261 -174.5827
|
|
v -375.7116 24.8935 -179.9680
|
|
v -375.7116 24.0887 -179.9015
|
|
v -375.1836 23.2611 -191.6501
|
|
v -374.5446 22.7907 -191.5836
|
|
v -374.5788 22.2212 -196.7075
|
|
v -374.5447 21.7508 -196.6410
|
|
v -373.2935 21.2550 -204.4605
|
|
v -371.4771 30.0448 -129.8660
|
|
v -373.7162 23.1206 -197.1304
|
|
v -373.6039 26.8391 -179.1369
|
|
v -375.3985 25.3137 -180.1788
|
|
v -374.8821 23.7134 -191.6629
|
|
v -374.2807 22.9603 -196.6797
|
|
# 54 vertices
|
|
|
|
vn 0.4672 0.8806 -0.0790
|
|
vn 0.0000 0.9898 -0.1422
|
|
vn -0.0000 0.9993 -0.0366
|
|
vn 0.3953 0.9181 -0.0304
|
|
vn 0.6490 0.7050 -0.2860
|
|
vn 0.0000 0.8618 -0.5072
|
|
vn 0.0036 1.0000 -0.0025
|
|
vn 0.5258 0.8335 0.1699
|
|
vn 0.6700 0.6176 -0.4119
|
|
vn 0.1690 0.9036 -0.3937
|
|
vn -0.2028 0.9713 -0.1240
|
|
vn 0.0000 0.9719 0.2355
|
|
vn 0.3084 0.9363 0.1682
|
|
vn 0.7418 0.6706 -0.0090
|
|
vn 0.7730 0.6341 -0.0189
|
|
vn 0.9951 0.0081 0.0982
|
|
vn 0.9458 0.2811 0.1624
|
|
vn 0.5966 -0.7965 0.0981
|
|
vn 0.9856 -0.1601 -0.0550
|
|
vn 0.9943 -0.0817 -0.0687
|
|
vn 0.9772 0.1354 -0.1635
|
|
vn 0.6479 0.5962 -0.4741
|
|
vn 0.0000 0.7998 -0.6002
|
|
vn 0.0000 0.8891 0.4577
|
|
vn 0.2742 0.9075 0.3183
|
|
vn 0.4745 0.8567 -0.2024
|
|
vn 0.2374 0.9623 -0.1328
|
|
vn 0.5486 0.8253 -0.1341
|
|
vn 0.3602 0.9187 -0.1619
|
|
vn 0.5530 0.8288 -0.0853
|
|
vn -0.4672 0.8806 -0.0790
|
|
vn -0.3953 0.9181 -0.0304
|
|
vn -0.6490 0.7050 -0.2860
|
|
vn -0.0036 1.0000 -0.0025
|
|
vn 0.2028 0.9713 -0.1240
|
|
vn -0.1690 0.9036 -0.3937
|
|
vn -0.6700 0.6176 -0.4119
|
|
vn -0.5258 0.8335 0.1699
|
|
vn -0.3084 0.9363 0.1682
|
|
vn -0.7418 0.6706 -0.0090
|
|
vn -0.7730 0.6341 -0.0189
|
|
vn -0.9458 0.2811 0.1624
|
|
vn -0.9951 0.0081 0.0982
|
|
vn -0.9856 -0.1601 -0.0550
|
|
vn -0.5966 -0.7965 0.0981
|
|
vn -0.9772 0.1354 -0.1635
|
|
vn -0.9943 -0.0817 -0.0687
|
|
vn -0.6479 0.5962 -0.4741
|
|
vn -0.2742 0.9075 0.3183
|
|
vn -0.2374 0.9623 -0.1328
|
|
vn -0.4745 0.8567 -0.2024
|
|
vn -0.5486 0.8253 -0.1341
|
|
vn -0.3602 0.9187 -0.1619
|
|
vn -0.5530 0.8288 -0.0853
|
|
# 54 vertex normals
|
|
|
|
vt 0.5399 0.9332 0.0000
|
|
vt 0.4655 0.9239 0.0000
|
|
vt 0.4515 1.0000 0.0000
|
|
vt 0.5255 1.0000 0.0000
|
|
vt 0.5539 0.8680 0.0000
|
|
vt 0.4781 0.8553 0.0000
|
|
vt 0.5861 0.8642 0.0000
|
|
vt 0.6067 0.8789 0.0000
|
|
vt 0.5834 0.8773 0.0000
|
|
# 9 texture coords
|
|
|
|
o Object015
|
|
g Object015
|
|
usemtl wire_133133133
|
|
s off
|
|
f 1861/629/1366 1862/630/1367 1863/631/1368 1864/632/1369
|
|
f 1862/630/1367 1861/629/1366 1865/633/1370 1866/634/1371
|
|
f 1867/635/1372 1868/633/1373 1869/629/1374 1870/636/1375 1871/637/1376
|
|
f 1864/632/1369 1863/631/1368 1872/631/1377 1873/632/1378
|
|
f 1874/632/1379 1875/629/1380 1861/629/1366 1864/632/1369
|
|
f 1875/629/1380 1876/636/1381 1877/636/1382 1861/629/1366
|
|
f 1876/636/1381 1878/637/1383 1879/637/1384 1877/636/1382
|
|
f 1878/637/1383 1880/635/1385 1881/635/1386 1879/637/1384
|
|
f 1880/635/1385 1882/633/1387 1865/633/1370 1881/635/1386
|
|
f 1882/633/1387 1883/634/1388 1866/634/1371 1865/633/1370
|
|
f 1884/631/1389 1885/632/1390 1873/632/1378 1872/631/1377
|
|
f 1885/632/1390 1874/632/1379 1864/632/1369 1873/632/1378
|
|
f 1865/633/1370 1861/629/1366 1886/629/1391 1887/633/1392
|
|
f 1861/629/1366 1877/636/1382 1888/636/1393 1886/629/1391
|
|
f 1877/636/1382 1879/637/1384 1889/637/1394 1888/636/1393
|
|
f 1879/637/1384 1881/635/1386 1890/635/1395 1889/637/1394
|
|
f 1881/635/1386 1865/633/1370 1890/635/1395
|
|
f 1865/633/1370 1887/633/1392 1890/635/1395
|
|
f 1887/633/1392 1886/629/1391 1869/629/1374 1868/633/1373
|
|
f 1886/629/1391 1888/636/1393 1870/636/1375 1869/629/1374
|
|
f 1888/636/1393 1889/637/1394 1871/637/1376 1870/636/1375
|
|
f 1889/637/1394 1890/635/1395 1867/635/1372 1871/637/1376
|
|
f 1890/635/1395 1887/633/1392 1868/633/1373 1867/635/1372
|
|
f 1891/629/1396 1892/632/1397 1863/631/1368 1862/630/1367
|
|
f 1862/630/1367 1866/634/1371 1893/633/1398 1891/629/1396
|
|
f 1894/635/1399 1895/637/1400 1896/636/1401 1897/629/1402 1898/633/1403
|
|
f 1892/632/1397 1899/632/1404 1872/631/1377 1863/631/1368
|
|
f 1900/632/1405 1892/632/1397 1891/629/1396 1901/629/1406
|
|
f 1901/629/1406 1891/629/1396 1902/636/1407 1903/636/1408
|
|
f 1903/636/1408 1902/636/1407 1904/637/1409 1905/637/1410
|
|
f 1905/637/1410 1904/637/1409 1906/635/1411 1907/635/1412
|
|
f 1907/635/1412 1906/635/1411 1893/633/1398 1908/633/1413
|
|
f 1908/633/1413 1893/633/1398 1866/634/1371 1883/634/1388
|
|
f 1884/631/1389 1872/631/1377 1899/632/1404 1909/632/1414
|
|
f 1909/632/1414 1899/632/1404 1892/632/1397 1900/632/1405
|
|
f 1893/633/1398 1910/633/1415 1911/629/1416 1891/629/1396
|
|
f 1891/629/1396 1911/629/1416 1912/636/1417 1902/636/1407
|
|
f 1902/636/1407 1912/636/1417 1913/637/1418 1904/637/1409
|
|
f 1904/637/1409 1913/637/1418 1914/635/1419 1906/635/1411
|
|
f 1906/635/1411 1914/635/1419 1893/633/1398
|
|
f 1893/633/1398 1914/635/1419 1910/633/1415
|
|
f 1910/633/1415 1898/633/1403 1897/629/1402 1911/629/1416
|
|
f 1911/629/1416 1897/629/1402 1896/636/1401 1912/636/1417
|
|
f 1912/636/1417 1896/636/1401 1895/637/1400 1913/637/1418
|
|
f 1913/637/1418 1895/637/1400 1894/635/1399 1914/635/1419
|
|
f 1914/635/1419 1894/635/1399 1898/633/1403 1910/633/1415
|
|
# 42 polygons - 4 triangles
|
|
|
|
#
|
|
# object Shape002
|
|
#
|
|
|
|
v -400.7178 22.2773 -32.5806
|
|
v -378.3793 27.2183 -54.7547
|
|
v -380.3325 26.7968 -56.8162
|
|
v -402.6711 21.8565 -34.6421
|
|
v -380.2805 26.5596 -56.8169
|
|
v -402.6192 21.6192 -34.6427
|
|
v -378.3274 26.9810 -54.7553
|
|
v -400.6660 22.0400 -32.5812
|
|
v -360.3494 26.3405 -54.8344
|
|
v -338.4019 19.2435 -32.8559
|
|
v -336.5170 18.6358 -34.9344
|
|
v -358.4647 25.7322 -56.9128
|
|
v -336.5916 18.4047 -34.9345
|
|
v -358.5394 25.5011 -56.9129
|
|
v -338.4765 19.0124 -32.8560
|
|
v -360.4241 26.1094 -54.8345
|
|
# 16 vertices
|
|
|
|
vn -0.1352 0.5591 0.8180
|
|
vn 0.6742 0.7384 0.0143
|
|
vn -0.1113 0.5688 -0.8149
|
|
vn -0.9208 0.3899 -0.0112
|
|
vn 0.1354 -0.5593 -0.8179
|
|
vn -0.6744 -0.7382 -0.0143
|
|
vn 0.9209 -0.3896 0.0112
|
|
vn 0.1112 -0.5690 0.8148
|
|
vn -0.5991 0.8004 0.0201
|
|
vn 0.1960 0.5430 0.8165
|
|
vn 0.9542 0.2986 -0.0193
|
|
vn 0.1589 0.5557 -0.8161
|
|
vn 0.5993 -0.8002 -0.0201
|
|
vn -0.1963 -0.5430 -0.8164
|
|
vn -0.1587 -0.5559 0.8160
|
|
vn -0.9543 -0.2982 0.0194
|
|
# 16 vertex normals
|
|
|
|
o Shape002
|
|
g Shape002
|
|
usemtl wire_010010010
|
|
s 1
|
|
f 1915//1420 1916//1421 1917//1422 1918//1423
|
|
s 2
|
|
f 1918//1423 1917//1422 1919//1424 1920//1425
|
|
s 1
|
|
f 1920//1425 1919//1424 1921//1426 1922//1427
|
|
s 2
|
|
f 1922//1427 1921//1426 1916//1421 1915//1420
|
|
s 4
|
|
f 1918//1423 1920//1425 1922//1427 1915//1420
|
|
f 1919//1424 1917//1422 1916//1421 1921//1426
|
|
s 1
|
|
f 1923//1428 1924//1429 1925//1430 1926//1431
|
|
s 2
|
|
f 1926//1431 1925//1430 1927//1432 1928//1433
|
|
s 1
|
|
f 1928//1433 1927//1432 1929//1434 1930//1435
|
|
s 2
|
|
f 1930//1435 1929//1434 1924//1429 1923//1428
|
|
s 4
|
|
f 1927//1432 1925//1430 1924//1429 1929//1434
|
|
f 1926//1431 1928//1433 1930//1435 1923//1428
|
|
# 12 polygons
|
|
|
|
#
|
|
# object Line011
|
|
#
|
|
|
|
v -401.2525 22.1621 -39.6690
|
|
v -378.9140 27.1029 -61.8432
|
|
v -379.7978 26.9122 -62.7760
|
|
v -402.1363 21.9717 -40.6019
|
|
v -379.7458 26.6749 -62.7766
|
|
v -402.0845 21.7344 -40.6025
|
|
v -378.8621 26.8657 -61.8438
|
|
v -401.2007 21.9248 -39.6697
|
|
v -393.2375 24.0125 -70.2656
|
|
v -379.7397 26.9240 -59.7672
|
|
v -378.9715 27.0912 -60.8013
|
|
v -392.4693 24.1798 -71.2997
|
|
v -378.9201 26.8539 -60.8016
|
|
v -392.4179 23.9425 -71.3000
|
|
v -379.6884 26.6866 -59.7674
|
|
v -393.1862 23.7752 -70.2658
|
|
v -392.1960 24.1779 -72.5569
|
|
v -391.9622 24.2012 -44.3772
|
|
v -390.6925 24.4760 -44.3880
|
|
v -390.9264 24.4527 -72.5677
|
|
v -390.6411 24.2386 -44.3882
|
|
v -390.8750 24.2153 -72.5679
|
|
v -391.9108 23.9638 -44.3774
|
|
v -392.1446 23.9405 -72.5572
|
|
v -397.7342 23.0522 -67.8326
|
|
v -397.5003 23.0755 -39.2335
|
|
v -396.2307 23.3503 -39.2441
|
|
v -396.4645 23.3270 -67.8432
|
|
v -396.1793 23.1130 -39.2444
|
|
v -396.4131 23.0896 -67.8435
|
|
v -397.4489 22.8381 -39.2337
|
|
v -397.6828 22.8148 -67.8329
|
|
v -359.9068 26.1776 -61.9272
|
|
v -337.9592 19.0807 -39.9487
|
|
v -337.1063 18.8058 -40.8892
|
|
v -359.0540 25.9023 -62.8676
|
|
v -337.1809 18.5746 -40.8893
|
|
v -359.1287 25.6712 -62.8677
|
|
v -338.0338 18.8496 -39.9488
|
|
v -359.9815 25.9465 -61.9273
|
|
v -359.0841 25.9184 -59.8585
|
|
v -346.0260 21.7141 -70.4743
|
|
v -346.7834 21.9556 -71.5016
|
|
v -359.8415 26.1599 -60.8859
|
|
v -346.8576 21.7244 -71.5013
|
|
v -359.9157 25.9287 -60.8855
|
|
v -346.1002 21.4828 -70.4739
|
|
v -359.1583 25.6871 -59.8582
|
|
v -347.0487 22.0146 -44.5757
|
|
v -347.0667 21.9808 -72.7564
|
|
v -348.3037 22.3776 -72.7560
|
|
v -348.2857 22.4114 -44.5754
|
|
v -348.3779 22.1464 -72.7557
|
|
v -348.3599 22.1802 -44.5750
|
|
v -347.1409 21.7495 -72.7560
|
|
v -347.1229 21.7833 -44.5753
|
|
v -341.6010 20.3541 -39.4805
|
|
v -341.6227 20.3205 -68.0806
|
|
v -342.8596 20.7173 -68.0801
|
|
v -342.8379 20.7509 -39.4801
|
|
v -342.9338 20.4860 -68.0798
|
|
v -342.9121 20.5197 -39.4797
|
|
v -341.6968 20.0892 -68.0803
|
|
v -341.6751 20.1229 -39.4802
|
|
# 64 vertices
|
|
|
|
vn -0.1352 0.5591 0.8180
|
|
vn 0.6742 0.7384 0.0143
|
|
vn -0.1113 0.5688 -0.8149
|
|
vn -0.9208 0.3899 -0.0112
|
|
vn 0.1354 -0.5593 -0.8178
|
|
vn -0.6744 -0.7382 -0.0143
|
|
vn 0.9209 -0.3896 0.0112
|
|
vn 0.1112 -0.5691 0.8147
|
|
vn -0.9128 0.3931 0.1108
|
|
vn -0.0143 0.5868 0.8096
|
|
vn 0.6685 0.7356 -0.1095
|
|
vn -0.2300 0.5418 -0.8084
|
|
vn 0.9128 -0.3931 -0.1106
|
|
vn 0.0143 -0.5869 -0.8095
|
|
vn 0.2300 -0.5417 0.8085
|
|
vn -0.6685 -0.7356 0.1097
|
|
vn -0.6912 0.4417 -0.5720
|
|
vn -0.6816 0.4426 0.5827
|
|
vn 0.4469 0.6869 0.5731
|
|
vn 0.4373 0.6859 -0.5816
|
|
vn 0.6912 -0.4417 0.5720
|
|
vn 0.6816 -0.4426 -0.5827
|
|
vn -0.4373 -0.6859 0.5816
|
|
vn -0.4469 -0.6869 -0.5731
|
|
vn -0.6911 0.4417 -0.5721
|
|
vn -0.6817 0.4426 0.5826
|
|
vn 0.4469 0.6869 0.5732
|
|
vn 0.4374 0.6859 -0.5815
|
|
vn 0.6911 -0.4417 0.5721
|
|
vn 0.6817 -0.4426 -0.5826
|
|
vn -0.4374 -0.6859 0.5815
|
|
vn -0.4469 -0.6869 -0.5732
|
|
vn -0.5991 0.8004 0.0199
|
|
vn 0.1961 0.5430 0.8165
|
|
vn 0.9542 0.2986 -0.0195
|
|
vn 0.1588 0.5557 -0.8160
|
|
vn 0.5994 -0.8002 -0.0200
|
|
vn -0.1962 -0.5430 -0.8165
|
|
vn -0.1586 -0.5557 0.8161
|
|
vn -0.9542 -0.2984 0.0195
|
|
vn 0.0784 0.5823 0.8092
|
|
vn 0.9476 0.3025 0.1025
|
|
vn 0.2744 0.5172 -0.8107
|
|
vn -0.5949 0.7970 -0.1041
|
|
vn -0.0784 -0.5823 -0.8092
|
|
vn -0.9476 -0.3024 -0.1026
|
|
vn 0.5949 -0.7970 0.1040
|
|
vn -0.2744 -0.5172 0.8107
|
|
vn 0.7265 0.3741 0.5764
|
|
vn 0.7258 0.3727 -0.5783
|
|
vn -0.3738 0.7254 -0.5780
|
|
vn -0.3730 0.7268 0.5767
|
|
vn -0.7265 -0.3741 -0.5764
|
|
vn -0.7258 -0.3727 0.5783
|
|
vn 0.3730 -0.7268 -0.5767
|
|
vn 0.3738 -0.7254 0.5780
|
|
vn 0.7266 0.3741 0.5764
|
|
vn 0.7257 0.3727 -0.5783
|
|
vn -0.3738 0.7254 -0.5779
|
|
vn -0.3729 0.7268 0.5768
|
|
vn -0.7266 -0.3741 -0.5764
|
|
vn -0.7257 -0.3727 0.5783
|
|
vn 0.3729 -0.7268 -0.5768
|
|
# 63 vertex normals
|
|
|
|
o Line011
|
|
g Line011
|
|
usemtl wire_010010010
|
|
s 1
|
|
f 1931//1436 1932//1437 1933//1438 1934//1439
|
|
s 2
|
|
f 1934//1439 1933//1438 1935//1440 1936//1441
|
|
s 1
|
|
f 1936//1441 1935//1440 1937//1442 1938//1443
|
|
s 2
|
|
f 1938//1443 1937//1442 1932//1437 1931//1436
|
|
s 4
|
|
f 1934//1439 1936//1441 1938//1443 1931//1436
|
|
f 1935//1440 1933//1438 1932//1437 1937//1442
|
|
s 1
|
|
f 1939//1444 1940//1445 1941//1446 1942//1447
|
|
s 2
|
|
f 1942//1447 1941//1446 1943//1448 1944//1449
|
|
s 1
|
|
f 1944//1449 1943//1448 1945//1450 1946//1451
|
|
s 2
|
|
f 1946//1451 1945//1450 1940//1445 1939//1444
|
|
s 4
|
|
f 1942//1447 1944//1449 1946//1451 1939//1444
|
|
f 1943//1448 1941//1446 1940//1445 1945//1450
|
|
s 1
|
|
f 1947//1452 1948//1453 1949//1454 1950//1455
|
|
s 2
|
|
f 1950//1455 1949//1454 1951//1456 1952//1457
|
|
s 1
|
|
f 1952//1457 1951//1456 1953//1458 1954//1459
|
|
s 2
|
|
f 1954//1459 1953//1458 1948//1453 1947//1452
|
|
s 4
|
|
f 1950//1455 1952//1457 1954//1459 1947//1452
|
|
f 1951//1456 1949//1454 1948//1453 1953//1458
|
|
s 1
|
|
f 1955//1460 1956//1461 1957//1462 1958//1463
|
|
s 2
|
|
f 1958//1463 1957//1462 1959//1464 1960//1465
|
|
s 1
|
|
f 1960//1465 1959//1464 1961//1466 1962//1467
|
|
s 2
|
|
f 1962//1467 1961//1466 1956//1461 1955//1460
|
|
s 4
|
|
f 1958//1463 1960//1465 1962//1467 1955//1460
|
|
f 1959//1464 1957//1462 1956//1461 1961//1466
|
|
s 1
|
|
f 1963//1468 1964//1469 1965//1470 1966//1471
|
|
s 2
|
|
f 1966//1471 1965//1470 1967//1472 1968//1473
|
|
s 1
|
|
f 1968//1473 1967//1472 1969//1474 1970//1475
|
|
s 2
|
|
f 1970//1475 1969//1474 1964//1469 1963//1468
|
|
s 4
|
|
f 1967//1472 1965//1470 1964//1469 1969//1474
|
|
f 1966//1471 1968//1473 1970//1475 1963//1468
|
|
s 1
|
|
f 1971//1476 1972//1477 1973//1478 1974//1479
|
|
s 2
|
|
f 1974//1479 1973//1478 1975//1480 1976//1481
|
|
s 1
|
|
f 1976//1481 1975//1480 1977//1482 1978//1483
|
|
s 2
|
|
f 1978//1483 1977//1482 1972//1477 1971//1476
|
|
s 4
|
|
f 1975//1480 1973//1478 1972//1477 1977//1482
|
|
f 1974//1479 1976//1481 1978//1483 1971//1476
|
|
s 1
|
|
f 1979//1484 1980//1485 1981//1486 1982//1487
|
|
s 2
|
|
f 1982//1487 1981//1486 1983//1488 1984//1489
|
|
s 1
|
|
f 1984//1489 1983//1488 1985//1490 1986//1491
|
|
s 2
|
|
f 1986//1491 1985//1490 1980//1485 1979//1484
|
|
s 4
|
|
f 1983//1488 1981//1486 1980//1485 1985//1490
|
|
f 1982//1487 1984//1489 1986//1491 1979//1484
|
|
s 1
|
|
f 1987//1492 1988//1493 1989//1494 1990//1495
|
|
s 2
|
|
f 1990//1495 1989//1494 1991//1496 1992//1497
|
|
s 1
|
|
f 1992//1497 1991//1496 1993//1498 1994//1491
|
|
s 2
|
|
f 1994//1491 1993//1498 1988//1493 1987//1492
|
|
s 4
|
|
f 1991//1496 1989//1494 1988//1493 1993//1498
|
|
f 1990//1495 1992//1497 1994//1491 1987//1492
|
|
# 48 polygons
|
|
|
|
#
|
|
# object Box200
|
|
#
|
|
|
|
v -320.5529 -3.3756 -52.6851
|
|
v -315.1434 -2.2932 -47.7920
|
|
v -315.4552 -2.2932 -65.5148
|
|
v -320.9002 -3.3756 -64.9274
|
|
v -319.0217 -4.8740 -53.4567
|
|
v -319.2962 -4.8740 -63.4024
|
|
v -316.2447 -4.2669 -63.9632
|
|
v -315.9839 -4.2669 -50.8381
|
|
# 8 vertices
|
|
|
|
vn -0.8929 0.1872 0.4096
|
|
vn 0.3573 0.2431 0.9018
|
|
vn 0.5594 0.3869 -0.7331
|
|
vn -0.7422 0.1299 -0.6574
|
|
vn -0.2935 -0.9329 0.2089
|
|
vn -0.2339 -0.9340 -0.2700
|
|
vn 0.4959 -0.7794 -0.3828
|
|
vn 0.3994 -0.8567 0.3263
|
|
# 8 vertex normals
|
|
|
|
vt 1.0000 0.0000 0.0000
|
|
vt 1.0000 1.0000 0.0000
|
|
vt 0.0000 1.0000 0.0000
|
|
vt 0.0000 0.0000 0.0000
|
|
# 4 texture coords
|
|
|
|
o Box200
|
|
g Box200
|
|
usemtl wire_086086086
|
|
s 2
|
|
f 1995/638/1499 1996/639/1500 1997/640/1501 1998/641/1502
|
|
s 4
|
|
f 1999/641/1503 2000/638/1504 2001/639/1505 2002/640/1506
|
|
s 8
|
|
f 1995/641/1499 1998/638/1502 2000/639/1504 1999/640/1503
|
|
s 16
|
|
f 1998/641/1502 1997/638/1501 2001/639/1505 2000/640/1504
|
|
s 32
|
|
f 1997/641/1501 1996/638/1500 2002/639/1506 2001/640/1505
|
|
s 64
|
|
f 1996/641/1500 1995/638/1499 1999/639/1503 2002/640/1506
|
|
# 6 polygons
|
|
|
|
#
|
|
# object Plane025
|
|
#
|
|
|
|
v -341.8723 33.3243 -54.1733
|
|
v -369.4513 33.3449 -35.0893
|
|
v -369.4513 33.3458 -19.9505
|
|
v -341.9704 33.3407 -29.6005
|
|
v -322.4494 26.9556 -42.1078
|
|
v -322.4469 26.9548 -69.6782
|
|
v -285.5493 11.5195 -57.4012
|
|
v -285.5493 11.5195 -69.2006
|
|
v -304.7924 20.4681 -54.8743
|
|
v -304.9950 20.5426 -43.6365
|
|
v -322.7392 26.1136 -40.6840
|
|
v -342.0681 32.4557 -28.1767
|
|
v -342.0681 32.4557 -56.2289
|
|
v -322.7392 26.1136 -71.7338
|
|
v -305.0996 19.6323 -56.9299
|
|
v -285.8624 10.6836 -71.2562
|
|
v -285.8624 10.6836 -55.9774
|
|
v -305.3021 19.7067 -42.2127
|
|
v -369.4513 32.5055 -18.5267
|
|
v -369.4513 32.4557 -18.5287
|
|
v -369.4513 32.4557 -37.1526
|
|
v -369.4513 33.2958 -37.1526
|
|
v -397.0303 33.3243 -54.1733
|
|
v -396.9322 33.3407 -29.6005
|
|
v -416.4557 26.9548 -71.7338
|
|
v -416.4532 26.9556 -40.6840
|
|
v -453.3533 11.5195 -71.2562
|
|
v -453.3533 11.5195 -55.9774
|
|
v -433.9076 20.5426 -42.2127
|
|
v -434.1102 20.4681 -56.9299
|
|
v -396.8345 32.4557 -28.1767
|
|
v -416.1634 26.1136 -40.6840
|
|
v -416.1634 26.1136 -71.7338
|
|
v -396.8345 32.4557 -56.2289
|
|
v -453.0403 10.6836 -71.2562
|
|
v -433.8030 19.6323 -56.9299
|
|
v -433.6005 19.7067 -42.2127
|
|
v -453.0403 10.6836 -55.9774
|
|
# 38 vertices
|
|
|
|
vn 0.0313 0.9821 -0.1860
|
|
vn 0.0000 1.0000 -0.0074
|
|
vn -0.0000 0.9493 0.3144
|
|
vn 0.2757 0.9215 0.2735
|
|
vn 0.3818 0.8940 0.2346
|
|
vn 0.3193 0.9053 -0.2802
|
|
vn 0.9124 0.3894 0.1262
|
|
vn 0.8456 0.4876 -0.2172
|
|
vn 0.3849 0.9149 -0.1216
|
|
vn 0.4703 0.8283 0.3045
|
|
vn 0.2130 -0.4205 0.8819
|
|
vn 0.3856 -0.2488 0.8885
|
|
vn -0.6203 -0.0363 -0.7835
|
|
vn -0.0429 -0.1418 -0.9890
|
|
vn -0.0773 -0.3115 -0.9471
|
|
vn 0.2483 -0.2770 -0.9282
|
|
vn 0.5463 -0.5735 0.6105
|
|
vn 0.1755 -0.3216 0.9305
|
|
vn 1.0000 0.0000 -0.0000
|
|
vn 0.0000 -0.6539 0.7566
|
|
vn 0.0000 -0.8607 -0.5091
|
|
vn -0.0288 0.9829 -0.1818
|
|
vn -0.2648 0.9254 0.2711
|
|
vn -0.1780 0.5644 -0.8061
|
|
vn -0.4223 0.6582 0.6233
|
|
vn -0.5629 0.3607 -0.7437
|
|
vn -0.8776 0.2964 0.3768
|
|
vn -0.4676 0.5323 0.7057
|
|
vn -0.3579 0.7950 -0.4898
|
|
vn -0.3856 -0.2488 0.8885
|
|
vn 0.0563 -0.7844 0.6177
|
|
vn 0.1870 -0.5579 -0.8086
|
|
vn 0.6203 -0.0363 -0.7835
|
|
vn -0.1562 -0.6663 -0.7292
|
|
vn 0.3210 -0.7992 -0.5081
|
|
vn 0.0088 -0.6905 0.7233
|
|
vn -0.4000 -0.8340 0.3801
|
|
# 37 vertex normals
|
|
|
|
o Plane025
|
|
g Plane025
|
|
usemtl wire_133133133
|
|
s 1
|
|
f 2003//1507 2004//1508 2005//1509 2006//1510
|
|
s off
|
|
f 2003//1507 2006//1510 2007//1511 2008//1512
|
|
f 2009//1513 2010//1514 2011//1515 2012//1516
|
|
f 2008//1512 2007//1511 2012//1516 2011//1515
|
|
f 2013//1517 2014//1518 2015//1519 2016//1520
|
|
f 2017//1521 2018//1522 2019//1523 2020//1524
|
|
f 2020//1524 2013//1517 2016//1520 2017//1521
|
|
s 2
|
|
f 2006//1510 2005//1509 2021//1525 2022//1526 2014//1518
|
|
f 2015//1519 2023//1527 2024//1525 2004//1508 2003//1507
|
|
f 2007//1511 2006//1510 2014//1518 2013//1517
|
|
f 2003//1507 2008//1512 2016//1520 2015//1519
|
|
s 1
|
|
f 2010//1514 2009//1513 2019//1523 2018//1522
|
|
s 2
|
|
f 2011//1515 2010//1514 2018//1522 2017//1521
|
|
f 2009//1513 2012//1516 2020//1524 2019//1523
|
|
f 2012//1516 2007//1511 2013//1517 2020//1524
|
|
s 1
|
|
f 2008//1512 2011//1515 2017//1521 2016//1520
|
|
f 2023//1527 2015//1519 2014//1518 2022//1526
|
|
f 2004//1508 2025//1528 2026//1529 2005//1509
|
|
s off
|
|
f 2026//1529 2025//1528 2027//1530 2028//1531
|
|
f 2029//1532 2030//1533 2031//1534 2032//1535
|
|
f 2028//1531 2027//1530 2032//1535 2031//1534
|
|
f 2033//1536 2034//1537 2035//1538 2036//1539
|
|
f 2037//1540 2038//1541 2039//1542 2040//1543
|
|
f 2034//1537 2039//1542 2038//1541 2035//1538
|
|
s 2
|
|
f 2005//1509 2026//1529 2033//1536 2022//1526 2021//1525
|
|
f 2023//1527 2036//1539 2025//1528 2004//1508 2024//1525
|
|
f 2026//1529 2028//1531 2034//1537 2033//1536
|
|
f 2027//1530 2025//1528 2036//1539 2035//1538
|
|
s 1
|
|
f 2030//1533 2029//1532 2037//1540 2040//1543
|
|
s 2
|
|
f 2029//1532 2032//1535 2038//1541 2037//1540
|
|
f 2031//1534 2030//1533 2040//1543 2039//1542
|
|
f 2028//1531 2031//1534 2039//1542 2034//1537
|
|
s 1
|
|
f 2032//1535 2027//1530 2035//1538 2038//1541
|
|
f 2033//1536 2036//1539 2023//1527 2022//1526
|
|
# 34 polygons
|
|
|
|
#
|
|
# object Cylinder023
|
|
#
|
|
|
|
v -373.8125 32.2297 -58.1592
|
|
v -381.5125 27.7841 -58.1592
|
|
v -381.5125 27.7841 -20.3751
|
|
v -373.8125 32.2297 -20.3751
|
|
v -386.7655 20.6010 -45.4182
|
|
v -386.7655 9.9818 -45.4182
|
|
v -386.7655 9.9818 -20.3751
|
|
v -386.7655 20.6010 -20.3751
|
|
v -381.5125 2.7987 -58.1592
|
|
v -373.8125 -1.6469 -58.1592
|
|
v -373.8125 -1.6469 -20.3751
|
|
v -381.5125 2.7987 -20.3751
|
|
v -381.5125 7.1470 -58.1592
|
|
v -381.5125 7.1470 -20.3751
|
|
v -381.5125 23.4358 -20.3751
|
|
v -381.5125 23.4358 -58.1592
|
|
v -380.7890 27.3664 -19.2899
|
|
v -373.8125 31.3943 -19.2899
|
|
v -380.7890 23.0042 -19.2899
|
|
v -386.0421 20.1694 -19.2899
|
|
v -386.0421 10.4135 -19.2899
|
|
v -380.7890 7.5787 -19.2899
|
|
v -380.7890 3.2164 -19.2899
|
|
v -373.8125 -0.8115 -19.2899
|
|
v -370.3593 24.2422 -21.0199
|
|
v -370.3593 28.3522 -21.0199
|
|
v -373.8125 30.3459 -21.0199
|
|
v -379.8811 26.8422 -21.0199
|
|
v -379.8811 23.5361 -21.0199
|
|
v -375.7326 21.2110 -21.0199
|
|
v -376.5946 10.9464 -21.0199
|
|
v -376.6366 19.6360 -21.0199
|
|
v -380.7973 21.9680 -21.0199
|
|
v -385.1341 19.6276 -21.0199
|
|
v -385.1341 10.9552 -21.0199
|
|
v -380.7953 8.6138 -21.0199
|
|
v -375.6978 9.3672 -21.0199
|
|
v -379.8811 7.0443 -21.0199
|
|
v -379.8811 3.7406 -21.0199
|
|
v -373.8125 0.2369 -21.0199
|
|
v -370.3593 2.2307 -21.0199
|
|
v -370.3593 6.2164 -21.0199
|
|
v -375.2759 19.9050 -21.5625
|
|
v -375.2313 10.6734 -21.5625
|
|
v -369.4513 7.2620 -21.5625
|
|
v -369.4513 23.1907 -21.5625
|
|
v -369.4513 28.8764 -19.2899
|
|
v -369.4513 31.3943 -19.2899
|
|
v -369.4513 32.2297 -20.3751
|
|
v -369.4513 32.2298 -58.1592
|
|
v -369.4513 -1.6469 -58.1592
|
|
v -369.4513 -1.6469 -20.3751
|
|
v -369.4513 -0.8115 -19.2899
|
|
v -369.4513 23.7120 -19.2899
|
|
v -369.9053 28.6143 -19.2899
|
|
v -369.9053 23.9771 -19.2899
|
|
v -373.8125 30.8701 -19.2899
|
|
v -380.3351 27.1043 -19.2899
|
|
v -380.3351 23.2701 -19.2899
|
|
v -375.7312 20.1694 -19.2899
|
|
v -375.7319 20.6902 -19.2899
|
|
v -375.6840 10.4134 -19.2899
|
|
v -376.1839 19.9027 -19.2899
|
|
v -376.1393 10.6799 -19.2899
|
|
v -380.7932 22.4861 -19.2899
|
|
v -385.5881 19.8985 -19.2899
|
|
v -385.5881 10.6843 -19.2899
|
|
v -380.7921 8.0962 -19.2899
|
|
v -380.3351 7.3115 -19.2899
|
|
v -375.6909 9.8903 -19.2899
|
|
v -380.3351 3.4785 -19.2899
|
|
v -373.8125 -0.2873 -19.2899
|
|
v -369.4513 1.7064 -19.2899
|
|
v -369.9053 1.9686 -19.2899
|
|
v -369.4513 6.7348 -19.2899
|
|
v -369.9053 6.4756 -19.2899
|
|
v -365.0901 32.2297 -58.1592
|
|
v -365.0901 32.2297 -20.3751
|
|
v -357.3901 27.7841 -20.3751
|
|
v -357.3901 27.7841 -58.1592
|
|
v -352.1371 20.6010 -45.4182
|
|
v -352.1371 20.6010 -20.3751
|
|
v -352.1371 9.9818 -20.3751
|
|
v -352.1371 9.9818 -45.4182
|
|
v -357.3901 2.7987 -58.1592
|
|
v -357.3901 2.7987 -20.3751
|
|
v -365.0901 -1.6469 -20.3751
|
|
v -365.0901 -1.6469 -58.1592
|
|
v -357.3901 7.1470 -58.1592
|
|
v -357.3901 7.1470 -20.3751
|
|
v -357.3901 23.4358 -20.3751
|
|
v -357.3901 23.4358 -58.1592
|
|
v -365.0901 31.3943 -19.2899
|
|
v -358.1136 27.3664 -19.2899
|
|
v -358.1136 23.0042 -19.2899
|
|
v -352.8605 20.1694 -19.2899
|
|
v -352.8605 10.4135 -19.2899
|
|
v -358.1136 7.5787 -19.2899
|
|
v -358.1136 3.2164 -19.2899
|
|
v -365.0901 -0.8115 -19.2899
|
|
v -368.5433 24.2422 -21.0199
|
|
v -363.1700 21.2110 -21.0199
|
|
v -359.0215 23.5361 -21.0199
|
|
v -359.0215 26.8422 -21.0199
|
|
v -365.0901 30.3459 -21.0199
|
|
v -368.5433 28.3522 -21.0199
|
|
v -362.3080 10.9464 -21.0199
|
|
v -358.1073 8.6138 -21.0199
|
|
v -353.7685 10.9552 -21.0199
|
|
v -353.7685 19.6276 -21.0199
|
|
v -358.1053 21.9680 -21.0199
|
|
v -362.2660 19.6360 -21.0199
|
|
v -363.2048 9.3672 -21.0199
|
|
v -368.5433 6.2164 -21.0199
|
|
v -368.5433 2.2307 -21.0199
|
|
v -365.0901 0.2369 -21.0199
|
|
v -359.0215 3.7406 -21.0199
|
|
v -359.0215 7.0443 -21.0199
|
|
v -363.6267 19.9050 -21.5625
|
|
v -363.6713 10.6734 -21.5625
|
|
v -368.9973 23.9771 -19.2899
|
|
v -368.9973 28.6143 -19.2899
|
|
v -365.0901 30.8701 -19.2899
|
|
v -358.5675 27.1043 -19.2899
|
|
v -358.5675 23.2701 -19.2899
|
|
v -363.1707 20.6902 -19.2899
|
|
v -363.1714 20.1694 -19.2899
|
|
v -363.2186 10.4134 -19.2899
|
|
v -362.7633 10.6799 -19.2899
|
|
v -362.7187 19.9027 -19.2899
|
|
v -358.1094 22.4861 -19.2899
|
|
v -353.3145 19.8985 -19.2899
|
|
v -353.3145 10.6843 -19.2899
|
|
v -358.1104 8.0962 -19.2899
|
|
v -363.2117 9.8903 -19.2899
|
|
v -358.5675 7.3115 -19.2899
|
|
v -358.5675 3.4785 -19.2899
|
|
v -365.0901 -0.2873 -19.2899
|
|
v -368.9973 1.9686 -19.2899
|
|
v -368.9973 6.4756 -19.2899
|
|
v -373.3516 30.5097 -68.9687
|
|
v -379.7925 26.7911 -68.9687
|
|
v -369.4513 30.5098 -68.9687
|
|
v -365.5510 30.5097 -68.9687
|
|
v -359.1101 26.7911 -68.9687
|
|
v -359.1101 23.4358 -68.9687
|
|
v -359.1101 7.1470 -68.9687
|
|
v -359.1101 3.7918 -68.9687
|
|
v -365.5510 0.0731 -68.9687
|
|
v -369.4513 0.0731 -68.9687
|
|
v -373.3516 0.0731 -68.9687
|
|
v -379.7925 3.7918 -68.9687
|
|
v -379.7925 7.1470 -68.9687
|
|
v -379.7925 23.4358 -68.9687
|
|
v -373.3516 29.6977 -104.9055
|
|
v -379.7925 25.9791 -104.9055
|
|
v -369.4513 29.6978 -104.9055
|
|
v -365.5510 29.6977 -104.9055
|
|
v -359.1101 25.9791 -104.9055
|
|
v -359.1101 22.6238 -104.9055
|
|
v -379.7925 22.6238 -104.9055
|
|
# 161 vertices
|
|
|
|
vn -0.2580 0.9628 -0.0805
|
|
vn -0.8626 0.4981 -0.0882
|
|
vn -0.8276 0.4778 0.2946
|
|
vn -0.2379 0.9235 0.3011
|
|
vn -0.8761 0.4638 -0.1318
|
|
vn -0.8761 -0.4638 -0.1318
|
|
vn -0.8204 -0.4895 0.2956
|
|
vn -0.8204 0.4895 0.2956
|
|
vn -0.8626 -0.4981 -0.0882
|
|
vn -0.2580 -0.9628 -0.0805
|
|
vn -0.2379 -0.9235 0.3011
|
|
vn -0.8276 -0.4778 0.2946
|
|
vn -0.9847 -0.0618 -0.1626
|
|
vn -0.8005 -0.4777 0.3621
|
|
vn -0.8005 0.4776 0.3621
|
|
vn -0.9847 0.0618 -0.1626
|
|
vn -0.4711 0.2720 0.8391
|
|
vn -0.1460 0.4852 0.8621
|
|
vn -0.2610 0.1557 0.9527
|
|
vn -0.4675 0.2789 0.8388
|
|
vn -0.4675 -0.2789 0.8388
|
|
vn -0.2610 -0.1557 0.9527
|
|
vn -0.4711 -0.2720 0.8391
|
|
vn -0.1460 -0.4852 0.8621
|
|
vn -0.6014 0.3513 0.7175
|
|
vn -0.6028 -0.3480 0.7180
|
|
vn 0.0000 -0.6961 0.7180
|
|
vn 0.6028 -0.3480 0.7180
|
|
vn 0.6011 0.3522 0.7174
|
|
vn -0.0010 0.6951 0.7189
|
|
vn -0.6015 0.3521 0.7171
|
|
vn -0.6000 -0.3535 0.7176
|
|
vn -0.0055 -0.6943 0.7197
|
|
vn 0.5988 -0.3573 0.7168
|
|
vn 0.5988 0.3573 0.7168
|
|
vn -0.0042 0.6941 0.7199
|
|
vn -0.0091 -0.6957 0.7182
|
|
vn 0.6005 -0.3534 0.7173
|
|
vn 0.6028 0.3480 0.7180
|
|
vn -0.0000 0.6961 0.7180
|
|
vn -0.6028 0.3480 0.7180
|
|
vn -0.6041 -0.3450 0.7183
|
|
vn 0.6234 -0.3621 0.6930
|
|
vn 0.6240 0.3583 0.6944
|
|
vn -0.0000 0.7211 0.6928
|
|
vn 0.0000 -0.7193 0.6947
|
|
vn 0.0000 0.0000 1.0000
|
|
vn 0.0000 0.4416 0.8972
|
|
vn -0.0000 0.9467 0.3222
|
|
vn -0.0000 0.9969 -0.0788
|
|
vn 0.0000 -0.9969 -0.0788
|
|
vn 0.0000 -0.9467 0.3222
|
|
vn 0.0000 -0.4416 0.8972
|
|
vn 0.0000 -0.4657 0.8849
|
|
vn -0.3786 -0.2186 0.8994
|
|
vn -0.3757 0.2194 0.9004
|
|
vn 0.0000 -0.4372 0.8994
|
|
vn 0.3786 -0.2186 0.8994
|
|
vn 0.3749 0.2196 0.9007
|
|
vn 0.3964 -0.2302 0.8887
|
|
vn -0.0006 0.4419 0.8971
|
|
vn 0.4029 0.2313 0.8855
|
|
vn -0.3752 -0.2211 0.9002
|
|
vn -0.3734 0.2185 0.9016
|
|
vn -0.0036 -0.4458 0.8951
|
|
vn 0.3702 -0.2209 0.9023
|
|
vn 0.3702 0.2209 0.9023
|
|
vn -0.0027 0.4466 0.8947
|
|
vn 0.3737 -0.2200 0.9011
|
|
vn -0.0058 -0.4386 0.8987
|
|
vn 0.3786 0.2186 0.8994
|
|
vn -0.0000 0.4372 0.8994
|
|
vn -0.3786 0.2186 0.8994
|
|
vn -0.0000 0.4575 0.8892
|
|
vn -0.3814 -0.2178 0.8984
|
|
vn 0.2580 0.9628 -0.0805
|
|
vn 0.2379 0.9235 0.3010
|
|
vn 0.8276 0.4778 0.2946
|
|
vn 0.8626 0.4981 -0.0882
|
|
vn 0.8761 0.4638 -0.1318
|
|
vn 0.8204 0.4895 0.2956
|
|
vn 0.8204 -0.4895 0.2956
|
|
vn 0.8761 -0.4638 -0.1318
|
|
vn 0.8626 -0.4981 -0.0882
|
|
vn 0.8276 -0.4778 0.2946
|
|
vn 0.2379 -0.9235 0.3011
|
|
vn 0.2580 -0.9628 -0.0805
|
|
vn 0.9847 -0.0618 -0.1626
|
|
vn 0.8005 -0.4776 0.3621
|
|
vn 0.8005 0.4776 0.3621
|
|
vn 0.9847 0.0618 -0.1626
|
|
vn 0.1460 0.4852 0.8621
|
|
vn 0.4711 0.2720 0.8391
|
|
vn 0.2610 0.1557 0.9527
|
|
vn 0.4675 0.2789 0.8388
|
|
vn 0.4675 -0.2789 0.8388
|
|
vn 0.2610 -0.1557 0.9527
|
|
vn 0.4711 -0.2720 0.8391
|
|
vn 0.1460 -0.4852 0.8621
|
|
vn 0.6014 0.3513 0.7175
|
|
vn 0.0010 0.6951 0.7189
|
|
vn -0.6011 0.3522 0.7174
|
|
vn 0.6015 0.3521 0.7171
|
|
vn 0.0042 0.6941 0.7199
|
|
vn -0.5988 0.3573 0.7168
|
|
vn -0.5988 -0.3573 0.7168
|
|
vn 0.0055 -0.6943 0.7197
|
|
vn 0.6000 -0.3535 0.7176
|
|
vn 0.0091 -0.6957 0.7182
|
|
vn 0.6041 -0.3450 0.7183
|
|
vn 0.0000 0.6961 0.7180
|
|
vn -0.6005 -0.3534 0.7173
|
|
vn -0.6234 -0.3621 0.6930
|
|
vn -0.6240 0.3583 0.6944
|
|
vn 0.3757 0.2194 0.9004
|
|
vn -0.3749 0.2196 0.9007
|
|
vn 0.0006 0.4419 0.8971
|
|
vn -0.3964 -0.2302 0.8887
|
|
vn -0.4029 0.2313 0.8855
|
|
vn 0.3734 0.2185 0.9016
|
|
vn 0.3752 -0.2211 0.9002
|
|
vn 0.0036 -0.4458 0.8951
|
|
vn -0.3702 -0.2209 0.9023
|
|
vn -0.3702 0.2209 0.9023
|
|
vn 0.0027 0.4466 0.8947
|
|
vn 0.0058 -0.4386 0.8987
|
|
vn -0.3737 -0.2200 0.9011
|
|
vn 0.0000 0.4372 0.8994
|
|
vn 0.3814 -0.2178 0.8984
|
|
vn -0.2572 0.9618 -0.0935
|
|
vn -0.8603 0.5001 -0.0991
|
|
vn -0.0000 0.9959 -0.0901
|
|
vn 0.2572 0.9618 -0.0935
|
|
vn 0.8603 0.5001 -0.0991
|
|
vn 0.9945 0.0000 -0.1046
|
|
vn 0.9876 0.0000 -0.1571
|
|
vn 0.8518 -0.4918 -0.1807
|
|
vn 0.2554 -0.9531 -0.1625
|
|
vn 0.0000 -0.9876 -0.1571
|
|
vn -0.2554 -0.9531 -0.1625
|
|
vn -0.8518 -0.4918 -0.1807
|
|
vn -0.9876 -0.0000 -0.1571
|
|
vn -0.9945 -0.0000 -0.1046
|
|
vn -0.2597 0.9654 -0.0218
|
|
vn -0.8691 0.4945 -0.0112
|
|
vn -0.0000 0.9997 -0.0226
|
|
vn 0.2597 0.9654 -0.0218
|
|
vn 0.8691 0.4945 -0.0112
|
|
vn 1.0000 0.0000 -0.0000
|
|
vn -1.0000 -0.0000 -0.0000
|
|
# 150 vertex normals
|
|
|
|
vt 0.8103 0.0000 1.0000
|
|
vt 0.9167 0.0000 1.0000
|
|
vt 0.9167 1.0000 1.0000
|
|
vt 0.8103 1.0000 1.0000
|
|
vt 0.9646 0.0000 1.0000
|
|
vt 1.0354 0.0000 1.0000
|
|
vt 1.0354 1.0000 1.0000
|
|
vt 0.9646 1.0000 1.0000
|
|
vt 0.0833 0.0000 1.0000
|
|
vt 0.1897 0.0000 1.0000
|
|
vt 0.1897 1.0000 1.0000
|
|
vt 0.0833 1.0000 1.0000
|
|
vt 1.0543 0.0000 1.0000
|
|
vt 1.0833 0.0000 1.0000
|
|
vt 1.0833 1.0000 1.0000
|
|
vt 1.0543 1.0000 1.0000
|
|
vt 0.9457 1.0000 1.0000
|
|
vt 0.9457 0.0000 1.0000
|
|
vt 0.0670 0.7500 0.2500
|
|
vt 0.3334 0.9038 0.2500
|
|
vt 0.0670 0.6630 0.2500
|
|
vt 0.0670 0.6063 0.2500
|
|
vt 0.0670 0.3937 0.2500
|
|
vt 0.0670 0.3370 0.2500
|
|
vt 0.0670 0.2500 0.2500
|
|
vt 0.3334 0.0962 0.2500
|
|
vt 0.5000 0.7479 0.2500
|
|
vt 0.5000 0.8755 0.2500
|
|
vt 0.2324 0.5739 0.2500
|
|
vt 0.2342 0.3598 0.2500
|
|
vt 0.5000 0.1242 0.2500
|
|
vt 0.5000 0.2482 0.2500
|
|
vt 0.5000 0.9038 0.2500
|
|
vt 0.7500 1.0000 1.0000
|
|
vt 0.7500 0.0000 1.0000
|
|
vt 0.2500 0.0000 1.0000
|
|
vt 0.2500 1.0000 1.0000
|
|
vt 0.5000 0.0962 0.2500
|
|
vt 0.0670 0.3370 -0.2500
|
|
vt 0.0670 0.3937 -0.2500
|
|
vt 0.0670 0.6063 -0.2500
|
|
vt 0.0670 0.6630 -0.2500
|
|
vt 0.3434 0.9096 -0.2500
|
|
vt 0.0670 0.7500 -0.2500
|
|
vt 0.5000 0.9147 -0.2500
|
|
vt 0.0670 0.2500 -0.2500
|
|
vt 0.3434 0.0904 -0.2500
|
|
vt 0.5000 0.0904 -0.2500
|
|
# 48 texture coords
|
|
|
|
o Cylinder023
|
|
g Cylinder023
|
|
usemtl wire_003003003
|
|
s off
|
|
f 2041/642/1544 2042/643/1545 2043/644/1546 2044/645/1547
|
|
f 2045/646/1548 2046/647/1549 2047/648/1550 2048/649/1551
|
|
f 2049/650/1552 2050/651/1553 2051/652/1554 2052/653/1555
|
|
f 2053/654/1556 2049/655/1552 2052/656/1555 2054/657/1557
|
|
f 2055/658/1558 2043/644/1546 2042/643/1545 2056/659/1559
|
|
f 2046/647/1549 2053/654/1556 2054/657/1557 2047/648/1550
|
|
f 2048/649/1551 2055/658/1558 2056/659/1559 2045/646/1548
|
|
f 2044/645/1547 2043/644/1546 2057/660/1560 2058/661/1561
|
|
f 2043/644/1546 2055/658/1558 2059/662/1562 2057/660/1560
|
|
f 2055/658/1558 2048/649/1551 2060/663/1563 2059/662/1562
|
|
f 2048/649/1551 2047/648/1550 2061/664/1564 2060/663/1563
|
|
f 2047/648/1550 2054/657/1557 2062/665/1565 2061/664/1564
|
|
f 2054/657/1557 2052/656/1555 2063/666/1566 2062/665/1565
|
|
f 2052/653/1555 2051/652/1554 2064/667/1567 2063/666/1566
|
|
f 2065/668/1568 2066/669/1569 2067/661/1570 2068/660/1571 2069/662/1572 2070/670/1573
|
|
f 2071/671/1574 2072/670/1575 2073/662/1576 2074/663/1577 2075/664/1578 2076/665/1579
|
|
f 2077/671/1580 2078/665/1581 2079/666/1582 2080/667/1583 2081/672/1584 2082/673/1585
|
|
f 2083/670/1586 2084/671/1587 2085/673/1588 2086/668/1589
|
|
f 2058/661/1561 2087/669/1590 2088/674/1591
|
|
f 2044/645/1547 2089/675/1592 2090/676/1593 2041/642/1544
|
|
f 2050/651/1553 2091/677/1594 2092/678/1595 2051/652/1554
|
|
f 2051/652/1554 2092/678/1595 2093/679/1596 2064/667/1567
|
|
f 2094/668/1597 2087/669/1590 2095/669/1598 2096/668/1599
|
|
f 2087/669/1590 2058/661/1561 2097/661/1600 2095/669/1598
|
|
f 2058/661/1561 2057/660/1560 2098/660/1601 2097/661/1600
|
|
f 2057/660/1560 2059/662/1562 2099/662/1602 2098/660/1601
|
|
f 2059/662/1562 2100/670/1603 2101/670/1604 2099/662/1602
|
|
f 2100/670/1603 2094/668/1597 2096/668/1599 2101/670/1604
|
|
f 2102/671/1605 2100/670/1603 2103/670/1606 2104/671/1607
|
|
f 2100/670/1603 2059/662/1562 2105/662/1608 2103/670/1606
|
|
f 2059/662/1562 2060/663/1563 2106/663/1609 2105/662/1608
|
|
f 2060/663/1563 2061/664/1564 2107/664/1610 2106/663/1609
|
|
f 2061/664/1564 2062/665/1565 2108/665/1611 2107/664/1610
|
|
f 2062/665/1565 2102/671/1605 2104/671/1607 2108/665/1611
|
|
f 2102/671/1605 2062/665/1565 2109/665/1612 2110/671/1613
|
|
f 2062/665/1565 2063/666/1566 2111/666/1614 2109/665/1612
|
|
f 2063/666/1566 2064/667/1567 2112/667/1615 2111/666/1614
|
|
f 2064/667/1567 2113/672/1590 2114/672/1616 2112/667/1615
|
|
f 2113/672/1590 2115/673/1617 2116/673/1618 2114/672/1616
|
|
f 2115/673/1617 2102/671/1605 2110/671/1613 2116/673/1618
|
|
f 2096/668/1599 2095/669/1598 2066/669/1569 2065/668/1568
|
|
f 2095/669/1598 2097/661/1600 2067/661/1570 2066/669/1569
|
|
f 2097/661/1600 2098/660/1601 2068/660/1571 2067/661/1570
|
|
f 2098/660/1601 2099/662/1602 2069/662/1572 2068/660/1571
|
|
f 2099/662/1602 2101/670/1604 2070/670/1573 2069/662/1572
|
|
f 2101/670/1604 2096/668/1599 2065/668/1568 2070/670/1573
|
|
f 2104/671/1607 2103/670/1606 2072/670/1575 2071/671/1574
|
|
f 2103/670/1606 2105/662/1608 2073/662/1576 2072/670/1575
|
|
f 2105/662/1608 2106/663/1609 2074/663/1577 2073/662/1576
|
|
f 2106/663/1609 2107/664/1610 2075/664/1578 2074/663/1577
|
|
f 2107/664/1610 2108/665/1611 2076/665/1579 2075/664/1578
|
|
f 2108/665/1611 2104/671/1607 2071/671/1574 2076/665/1579
|
|
f 2110/671/1613 2109/665/1612 2078/665/1581 2077/671/1580
|
|
f 2109/665/1612 2111/666/1614 2079/666/1582 2078/665/1581
|
|
f 2111/666/1614 2112/667/1615 2080/667/1583 2079/666/1582
|
|
f 2112/667/1615 2114/672/1616 2081/672/1584 2080/667/1583
|
|
f 2114/672/1616 2116/673/1618 2082/673/1585 2081/672/1584
|
|
f 2116/673/1618 2110/671/1613 2077/671/1580 2082/673/1585
|
|
f 2113/672/1590 2064/667/1567 2093/679/1596
|
|
f 2089/675/1592 2044/645/1547 2058/661/1561 2088/674/1591
|
|
f 2117/642/1619 2118/645/1620 2119/644/1621 2120/643/1622
|
|
f 2121/646/1623 2122/649/1624 2123/648/1625 2124/647/1626
|
|
f 2125/650/1627 2126/653/1628 2127/652/1629 2128/651/1630
|
|
f 2129/654/1631 2130/657/1632 2126/656/1628 2125/655/1627
|
|
f 2131/658/1633 2132/659/1634 2120/643/1622 2119/644/1621
|
|
f 2124/647/1626 2123/648/1625 2130/657/1632 2129/654/1631
|
|
f 2122/649/1624 2121/646/1623 2132/659/1634 2131/658/1633
|
|
f 2118/645/1620 2133/661/1635 2134/660/1636 2119/644/1621
|
|
f 2119/644/1621 2134/660/1636 2135/662/1637 2131/658/1633
|
|
f 2131/658/1633 2135/662/1637 2136/663/1638 2122/649/1624
|
|
f 2122/649/1624 2136/663/1638 2137/664/1639 2123/648/1625
|
|
f 2123/648/1625 2137/664/1639 2138/665/1640 2130/657/1632
|
|
f 2130/657/1632 2138/665/1640 2139/666/1641 2126/656/1628
|
|
f 2126/653/1628 2139/666/1641 2140/667/1642 2127/652/1629
|
|
f 2141/668/1643 2142/670/1644 2143/662/1645 2144/660/1569 2145/661/1570 2146/669/1571
|
|
f 2147/671/1646 2148/665/1647 2149/664/1648 2150/663/1649 2151/662/1650 2152/670/1651
|
|
f 2153/671/1652 2154/673/1653 2155/672/1582 2156/667/1654 2157/666/1584 2158/665/1655
|
|
f 2159/670/1656 2086/668/1589 2085/673/1588 2160/671/1657
|
|
f 2133/661/1635 2088/674/1591 2087/669/1590
|
|
f 2118/645/1620 2117/642/1619 2090/676/1593 2089/675/1592
|
|
f 2128/651/1630 2127/652/1629 2092/678/1595 2091/677/1594
|
|
f 2127/652/1629 2140/667/1642 2093/679/1596 2092/678/1595
|
|
f 2094/668/1597 2161/668/1658 2162/669/1601 2087/669/1590
|
|
f 2087/669/1590 2162/669/1601 2163/661/1600 2133/661/1635
|
|
f 2133/661/1635 2163/661/1600 2164/660/1598 2134/660/1636
|
|
f 2134/660/1636 2164/660/1598 2165/662/1659 2135/662/1637
|
|
f 2135/662/1637 2165/662/1659 2166/670/1660 2167/670/1661
|
|
f 2167/670/1661 2166/670/1660 2161/668/1658 2094/668/1597
|
|
f 2168/671/1662 2169/671/1663 2170/670/1664 2167/670/1661
|
|
f 2167/670/1661 2170/670/1664 2171/662/1665 2135/662/1637
|
|
f 2135/662/1637 2171/662/1665 2172/663/1666 2136/663/1638
|
|
f 2136/663/1638 2172/663/1666 2173/664/1667 2137/664/1639
|
|
f 2137/664/1639 2173/664/1667 2174/665/1668 2138/665/1640
|
|
f 2138/665/1640 2174/665/1668 2169/671/1663 2168/671/1662
|
|
f 2168/671/1662 2175/671/1669 2176/665/1670 2138/665/1640
|
|
f 2138/665/1640 2176/665/1670 2177/666/1616 2139/666/1641
|
|
f 2139/666/1641 2177/666/1616 2178/667/1671 2140/667/1642
|
|
f 2140/667/1642 2178/667/1671 2179/672/1614 2113/672/1590
|
|
f 2113/672/1590 2179/672/1614 2180/673/1672 2115/673/1617
|
|
f 2115/673/1617 2180/673/1672 2175/671/1669 2168/671/1662
|
|
f 2161/668/1658 2141/668/1643 2146/669/1571 2162/669/1601
|
|
f 2162/669/1601 2146/669/1571 2145/661/1570 2163/661/1600
|
|
f 2163/661/1600 2145/661/1570 2144/660/1569 2164/660/1598
|
|
f 2164/660/1598 2144/660/1569 2143/662/1645 2165/662/1659
|
|
f 2165/662/1659 2143/662/1645 2142/670/1644 2166/670/1660
|
|
f 2166/670/1660 2142/670/1644 2141/668/1643 2161/668/1658
|
|
f 2169/671/1663 2147/671/1646 2152/670/1651 2170/670/1664
|
|
f 2170/670/1664 2152/670/1651 2151/662/1650 2171/662/1665
|
|
f 2171/662/1665 2151/662/1650 2150/663/1649 2172/663/1666
|
|
f 2172/663/1666 2150/663/1649 2149/664/1648 2173/664/1667
|
|
f 2173/664/1667 2149/664/1648 2148/665/1647 2174/665/1668
|
|
f 2174/665/1668 2148/665/1647 2147/671/1646 2169/671/1663
|
|
f 2175/671/1669 2153/671/1652 2158/665/1655 2176/665/1670
|
|
f 2176/665/1670 2158/665/1655 2157/666/1584 2177/666/1616
|
|
f 2177/666/1616 2157/666/1584 2156/667/1654 2178/667/1671
|
|
f 2178/667/1671 2156/667/1654 2155/672/1582 2179/672/1614
|
|
f 2179/672/1614 2155/672/1582 2154/673/1653 2180/673/1672
|
|
f 2180/673/1672 2154/673/1653 2153/671/1652 2175/671/1669
|
|
f 2113/672/1590 2093/679/1596 2140/667/1642
|
|
f 2089/675/1592 2088/674/1591 2133/661/1635 2118/645/1620
|
|
f 2100/670/1603 2102/671/1605 2084/671/1587 2083/670/1586
|
|
f 2102/671/1605 2115/673/1617 2085/673/1588 2084/671/1587
|
|
f 2115/673/1617 2168/671/1662 2160/671/1657 2085/673/1588
|
|
f 2168/671/1662 2167/670/1661 2159/670/1656 2160/671/1657
|
|
f 2167/670/1661 2094/668/1597 2086/668/1589 2159/670/1656
|
|
f 2094/668/1597 2100/670/1603 2083/670/1586 2086/668/1589
|
|
f 2053/680/1556 2046/681/1549 2045/682/1548 2056/683/1559
|
|
f 2132/683/1634 2121/682/1623 2124/681/1626 2129/680/1631
|
|
f 2042/643/1545 2041/642/1544 2181/684/1673 2182/685/1674
|
|
f 2041/642/1544 2090/676/1593 2183/686/1675 2181/684/1673
|
|
f 2090/676/1593 2117/642/1619 2184/684/1676 2183/686/1675
|
|
f 2117/642/1619 2120/643/1622 2185/685/1677 2184/684/1676
|
|
f 2120/643/1622 2132/659/1634 2186/683/1678 2185/685/1677
|
|
f 2132/683/1634 2129/680/1631 2187/680/1679 2186/683/1678
|
|
f 2129/654/1631 2125/655/1627 2188/687/1680 2187/680/1679
|
|
f 2125/650/1627 2128/651/1630 2189/688/1681 2188/687/1680
|
|
f 2128/651/1630 2091/677/1594 2190/689/1682 2189/688/1681
|
|
f 2091/677/1594 2050/651/1553 2191/688/1683 2190/689/1682
|
|
f 2050/651/1553 2049/650/1552 2192/687/1684 2191/688/1683
|
|
f 2049/655/1552 2053/654/1556 2193/680/1685 2192/687/1684
|
|
f 2053/680/1556 2056/683/1559 2194/683/1686 2193/680/1685
|
|
f 2056/659/1559 2042/643/1545 2182/685/1674 2194/683/1686
|
|
f 2182/685/1674 2181/684/1673 2195/684/1687 2196/685/1688
|
|
f 2181/684/1673 2183/686/1675 2197/686/1689 2195/684/1687
|
|
f 2183/686/1675 2184/684/1676 2198/684/1690 2197/686/1689
|
|
f 2184/684/1676 2185/685/1677 2199/685/1691 2198/684/1690
|
|
f 2185/685/1677 2186/683/1678 2200/683/1692 2199/685/1691
|
|
f 2194/683/1686 2182/685/1674 2196/685/1688 2201/683/1693
|
|
# 144 polygons - 4 triangles
|
|
|
|
#
|
|
# object Cylinder024
|
|
#
|
|
|
|
v -381.9138 8.4828 -38.2833
|
|
v -382.8488 8.1011 -39.2950
|
|
v -384.5166 5.7194 -36.8552
|
|
v -383.5815 6.1010 -35.8435
|
|
v -384.1324 8.5706 -39.7141
|
|
v -385.8002 6.1888 -37.2743
|
|
v -385.0126 9.6162 -39.2950
|
|
v -386.6803 7.2344 -36.8552
|
|
v -384.9738 10.6254 -38.2833
|
|
v -386.6415 8.2436 -35.8435
|
|
v -384.0387 11.0070 -37.2716
|
|
v -385.7065 8.6252 -34.8318
|
|
v -382.7552 10.5375 -36.8525
|
|
v -384.4229 8.1557 -34.4127
|
|
v -381.8750 9.4920 -37.2716
|
|
v -383.5428 7.1102 -34.8318
|
|
v -385.2401 4.6843 -34.0715
|
|
v -385.9018 4.4142 -34.7874
|
|
v -386.8101 4.7464 -35.0840
|
|
v -387.4330 5.4864 -34.7874
|
|
v -387.4055 6.2005 -34.0715
|
|
v -386.7438 6.4706 -33.3555
|
|
v -385.8355 6.1384 -33.0590
|
|
v -385.2126 5.3984 -33.3555
|
|
v -384.8401 5.8631 -36.3448
|
|
v -384.1510 6.1444 -35.5992
|
|
v -385.7860 6.2091 -36.6536
|
|
v -386.4346 6.9796 -36.3448
|
|
v -386.4060 7.7233 -35.5992
|
|
v -385.7169 8.0045 -34.8537
|
|
v -384.7711 7.6585 -34.5448
|
|
v -384.1224 6.8880 -34.8537
|
|
v -385.1925 5.3599 -35.8293
|
|
v -384.5034 5.6411 -35.0837
|
|
v -386.1383 5.7059 -36.1381
|
|
v -386.7870 6.4764 -35.8293
|
|
v -386.7584 7.2200 -35.0837
|
|
v -386.0693 7.5013 -34.3382
|
|
v -385.1234 7.1553 -34.0293
|
|
v -384.4748 6.3848 -34.3382
|
|
v -385.3137 4.8839 -35.6705
|
|
v -384.5016 5.2153 -34.7919
|
|
v -386.4284 5.2916 -36.0345
|
|
v -387.1928 6.1997 -35.6705
|
|
v -387.1591 7.0761 -34.7919
|
|
v -386.3470 7.4075 -33.9133
|
|
v -385.2323 6.9998 -33.5493
|
|
v -384.4679 6.0918 -33.9133
|
|
v -386.5992 3.0480 -33.7899
|
|
v -385.7871 3.3794 -32.9113
|
|
v -387.7139 3.4557 -34.1539
|
|
v -388.4783 4.3637 -33.7899
|
|
v -388.4446 5.2402 -32.9113
|
|
v -387.6325 5.5716 -32.0326
|
|
v -386.5178 5.1639 -31.6687
|
|
v -385.7534 4.2558 -32.0326
|
|
v -386.8465 2.8799 -33.4168
|
|
v -386.1096 3.1807 -32.6195
|
|
v -387.8580 3.2499 -33.7470
|
|
v -388.5517 4.0739 -33.4168
|
|
v -388.5211 4.8692 -32.6195
|
|
v -387.7842 5.1699 -31.8222
|
|
v -386.7727 4.7999 -31.4919
|
|
v -386.0790 3.9760 -31.8222
|
|
v -381.9138 8.4828 -33.8279
|
|
v -382.8488 8.1011 -34.8396
|
|
v -384.5166 5.7194 -32.3998
|
|
v -383.5815 6.1010 -31.3881
|
|
v -384.1324 8.5706 -35.2587
|
|
v -385.8002 6.1888 -32.8189
|
|
v -385.0126 9.6162 -34.8396
|
|
v -386.6803 7.2344 -32.3998
|
|
v -384.9738 10.6254 -33.8279
|
|
v -386.6415 8.2436 -31.3881
|
|
v -384.0387 11.0070 -32.8162
|
|
v -385.7065 8.6252 -30.3764
|
|
v -382.7552 10.5375 -32.3971
|
|
v -384.4229 8.1557 -29.9573
|
|
v -381.8750 9.4920 -32.8162
|
|
v -383.5428 7.1102 -30.3764
|
|
v -385.2401 4.6843 -29.6161
|
|
v -385.9018 4.4142 -30.3321
|
|
v -386.8101 4.7464 -30.6286
|
|
v -387.4330 5.4864 -30.3321
|
|
v -387.4055 6.2005 -29.6161
|
|
v -386.7438 6.4706 -28.9002
|
|
v -385.8355 6.1384 -28.6036
|
|
v -385.2126 5.3984 -28.9002
|
|
v -384.8401 5.8631 -31.8894
|
|
v -384.1510 6.1444 -31.1439
|
|
v -385.7860 6.2091 -32.1982
|
|
v -386.4346 6.9796 -31.8894
|
|
v -386.4060 7.7233 -31.1439
|
|
v -385.7169 8.0045 -30.3983
|
|
v -384.7711 7.6586 -30.0895
|
|
v -384.1224 6.8881 -30.3983
|
|
v -385.1925 5.3599 -31.3739
|
|
v -384.5034 5.6411 -30.6283
|
|
v -386.1383 5.7059 -31.6827
|
|
v -386.7870 6.4764 -31.3739
|
|
v -386.7584 7.2200 -30.6283
|
|
v -386.0693 7.5013 -29.8828
|
|
v -385.1234 7.1553 -29.5740
|
|
v -384.4748 6.3848 -29.8828
|
|
v -385.3137 4.8839 -31.2152
|
|
v -384.5016 5.2153 -30.3365
|
|
v -386.4284 5.2916 -31.5791
|
|
v -387.1928 6.1997 -31.2152
|
|
v -387.1591 7.0761 -30.3365
|
|
v -386.3470 7.4075 -29.4579
|
|
v -385.2323 6.9998 -29.0940
|
|
v -384.4679 6.0918 -29.4579
|
|
v -386.5992 3.0480 -29.3346
|
|
v -385.7871 3.3794 -28.4559
|
|
v -387.7139 3.4557 -29.6985
|
|
v -388.4783 4.3637 -29.3346
|
|
v -388.4446 5.2402 -28.4559
|
|
v -387.6325 5.5716 -27.5773
|
|
v -386.5178 5.1639 -27.2133
|
|
v -385.7534 4.2558 -27.5773
|
|
v -386.8465 2.8799 -28.9614
|
|
v -386.1096 3.1807 -28.1641
|
|
v -387.8580 3.2499 -29.2917
|
|
v -388.5516 4.0739 -28.9614
|
|
v -388.5211 4.8692 -28.1641
|
|
v -387.7842 5.1699 -27.3668
|
|
v -386.7727 4.7999 -27.0366
|
|
v -386.0790 3.9760 -27.3668
|
|
v -381.9138 8.4828 -29.3726
|
|
v -382.8488 8.1011 -30.3843
|
|
v -384.5166 5.7194 -27.9445
|
|
v -383.5815 6.1010 -26.9328
|
|
v -384.1324 8.5706 -30.8033
|
|
v -385.8002 6.1888 -28.3636
|
|
v -385.0126 9.6162 -30.3843
|
|
v -386.6803 7.2344 -27.9445
|
|
v -384.9738 10.6254 -29.3726
|
|
v -386.6415 8.2436 -26.9328
|
|
v -384.0387 11.0070 -28.3608
|
|
v -385.7065 8.6252 -25.9210
|
|
v -382.7552 10.5375 -27.9418
|
|
v -384.4229 8.1557 -25.5020
|
|
v -381.8750 9.4920 -28.3608
|
|
v -383.5428 7.1102 -25.9210
|
|
v -385.2401 4.6843 -25.1608
|
|
v -385.9018 4.4142 -25.8767
|
|
v -386.8101 4.7464 -26.1733
|
|
v -387.4330 5.4864 -25.8767
|
|
v -387.4055 6.2005 -25.1608
|
|
v -386.7438 6.4706 -24.4448
|
|
v -385.8355 6.1384 -24.1482
|
|
v -385.2126 5.3984 -24.4448
|
|
v -384.8401 5.8631 -27.4340
|
|
v -384.1510 6.1444 -26.6885
|
|
v -385.7860 6.2091 -27.7429
|
|
v -386.4346 6.9796 -27.4340
|
|
v -386.4060 7.7233 -26.6885
|
|
v -385.7169 8.0045 -25.9429
|
|
v -384.7711 7.6585 -25.6341
|
|
v -384.1224 6.8880 -25.9429
|
|
v -385.1925 5.3599 -26.9185
|
|
v -384.5034 5.6411 -26.1730
|
|
v -386.1383 5.7059 -27.2274
|
|
v -386.7870 6.4764 -26.9185
|
|
v -386.7584 7.2200 -26.1730
|
|
v -386.0693 7.5013 -25.4274
|
|
v -385.1234 7.1553 -25.1186
|
|
v -384.4748 6.3848 -25.4274
|
|
v -385.3137 4.8839 -26.7598
|
|
v -384.5016 5.2153 -25.8812
|
|
v -386.4284 5.2916 -27.1238
|
|
v -387.1928 6.1996 -26.7598
|
|
v -387.1591 7.0761 -25.8812
|
|
v -386.3470 7.4075 -25.0025
|
|
v -385.2323 6.9998 -24.6386
|
|
v -384.4679 6.0918 -25.0025
|
|
v -386.5992 3.0480 -24.8792
|
|
v -385.7871 3.3794 -24.0006
|
|
v -387.7139 3.4557 -25.2431
|
|
v -388.4783 4.3637 -24.8792
|
|
v -388.4446 5.2402 -24.0006
|
|
v -387.6325 5.5716 -23.1219
|
|
v -386.5179 5.1639 -22.7580
|
|
v -385.7534 4.2558 -23.1219
|
|
v -386.8465 2.8799 -24.5061
|
|
v -386.1096 3.1807 -23.7088
|
|
v -387.8580 3.2499 -24.8363
|
|
v -388.5517 4.0739 -24.5061
|
|
v -388.5211 4.8692 -23.7088
|
|
v -387.7842 5.1699 -22.9115
|
|
v -386.7727 4.7999 -22.5812
|
|
v -386.0790 3.9760 -22.9115
|
|
v -381.9138 8.4828 -24.9172
|
|
v -382.8488 8.1011 -25.9289
|
|
v -384.5166 5.7194 -23.4891
|
|
v -383.5815 6.1010 -22.4774
|
|
v -384.1324 8.5706 -26.3480
|
|
v -385.8002 6.1888 -23.9082
|
|
v -385.0126 9.6162 -25.9289
|
|
v -386.6803 7.2344 -23.4891
|
|
v -384.9738 10.6254 -24.9172
|
|
v -386.6415 8.2436 -22.4774
|
|
v -384.0387 11.0070 -23.9055
|
|
v -385.7065 8.6252 -21.4657
|
|
v -382.7552 10.5375 -23.4864
|
|
v -384.4229 8.1557 -21.0466
|
|
v -381.8750 9.4920 -23.9055
|
|
v -383.5428 7.1102 -21.4657
|
|
v -385.2401 4.6843 -20.7054
|
|
v -385.9018 4.4142 -21.4214
|
|
v -386.8101 4.7464 -21.7179
|
|
v -387.4330 5.4864 -21.4214
|
|
v -387.4055 6.2005 -20.7054
|
|
v -386.7438 6.4706 -19.9894
|
|
v -385.8355 6.1384 -19.6929
|
|
v -385.2126 5.3984 -19.9894
|
|
v -384.8401 5.8631 -22.9787
|
|
v -384.1510 6.1444 -22.2331
|
|
v -385.7859 6.2091 -23.2875
|
|
v -386.4346 6.9796 -22.9787
|
|
v -386.4060 7.7233 -22.2331
|
|
v -385.7169 8.0045 -21.4876
|
|
v -384.7711 7.6586 -21.1788
|
|
v -384.1224 6.8881 -21.4876
|
|
v -385.1925 5.3599 -22.4632
|
|
v -384.5034 5.6411 -21.7176
|
|
v -386.1383 5.7059 -22.7720
|
|
v -386.7870 6.4764 -22.4632
|
|
v -386.7584 7.2200 -21.7176
|
|
v -386.0693 7.5013 -20.9721
|
|
v -385.1234 7.1553 -20.6633
|
|
v -384.4748 6.3848 -20.9721
|
|
v -385.3137 4.8839 -22.3045
|
|
v -384.5016 5.2153 -21.4258
|
|
v -386.4284 5.2916 -22.6684
|
|
v -387.1928 6.1997 -22.3045
|
|
v -387.1591 7.0761 -21.4258
|
|
v -386.3470 7.4075 -20.5472
|
|
v -385.2323 6.9998 -20.1832
|
|
v -384.4679 6.0918 -20.5472
|
|
v -386.5992 3.0480 -20.4238
|
|
v -385.7871 3.3794 -19.5452
|
|
v -387.7139 3.4557 -20.7878
|
|
v -388.4783 4.3637 -20.4238
|
|
v -388.4446 5.2402 -19.5452
|
|
v -387.6325 5.5716 -18.6666
|
|
v -386.5178 5.1639 -18.3026
|
|
v -385.7534 4.2558 -18.6666
|
|
v -386.8465 2.8799 -20.0507
|
|
v -386.1096 3.1807 -19.2534
|
|
v -387.8580 3.2499 -20.3809
|
|
v -388.5516 4.0739 -20.0507
|
|
v -388.5211 4.8692 -19.2534
|
|
v -387.7842 5.1699 -18.4561
|
|
v -386.7727 4.7999 -18.1258
|
|
v -386.0790 3.9760 -18.4561
|
|
v -381.9138 22.1708 -38.2833
|
|
v -383.5815 24.5525 -35.8435
|
|
v -384.5166 24.9342 -36.8552
|
|
v -382.8488 22.5524 -39.2950
|
|
v -385.8002 24.4647 -37.2743
|
|
v -384.1324 22.0829 -39.7141
|
|
v -386.6803 23.4191 -36.8552
|
|
v -385.0126 21.0373 -39.2950
|
|
v -386.6415 22.4099 -35.8435
|
|
v -384.9738 20.0281 -38.2833
|
|
v -385.7065 22.0283 -34.8318
|
|
v -384.0387 19.6465 -37.2716
|
|
v -384.4229 22.4978 -34.4127
|
|
v -382.7552 20.1160 -36.8525
|
|
v -383.5428 23.5434 -34.8318
|
|
v -381.8750 21.1616 -37.2716
|
|
v -385.2401 25.9693 -34.0715
|
|
v -385.2126 25.2551 -33.3555
|
|
v -385.8355 24.5152 -33.0590
|
|
v -386.7438 24.1829 -33.3555
|
|
v -387.4055 24.4530 -34.0715
|
|
v -387.4330 25.1672 -34.7874
|
|
v -386.8101 25.9071 -35.0840
|
|
v -385.9018 26.2393 -34.7874
|
|
v -384.1510 24.5092 -35.5992
|
|
v -384.8401 24.7904 -36.3448
|
|
v -385.7860 24.4444 -36.6536
|
|
v -386.4346 23.6739 -36.3448
|
|
v -386.4060 22.9302 -35.5992
|
|
v -385.7169 22.6490 -34.8537
|
|
v -384.7711 22.9950 -34.5448
|
|
v -384.1224 23.7655 -34.8537
|
|
v -384.5034 25.0124 -35.0837
|
|
v -385.1925 25.2936 -35.8293
|
|
v -386.1383 24.9477 -36.1381
|
|
v -386.7870 24.1772 -35.8293
|
|
v -386.7584 23.4335 -35.0837
|
|
v -386.0693 23.1523 -34.3382
|
|
v -385.1234 23.4982 -34.0293
|
|
v -384.4748 24.2687 -34.3382
|
|
v -384.5016 25.4382 -34.7919
|
|
v -385.3137 25.7696 -35.6705
|
|
v -386.4284 25.3619 -36.0345
|
|
v -387.1928 24.4539 -35.6705
|
|
v -387.1591 23.5774 -34.7919
|
|
v -386.3470 23.2460 -33.9133
|
|
v -385.2323 23.6537 -33.5493
|
|
v -384.4679 24.5618 -33.9133
|
|
v -385.7871 27.2741 -32.9113
|
|
v -386.5992 27.6055 -33.7899
|
|
v -387.7139 27.1978 -34.1539
|
|
v -388.4783 26.2898 -33.7899
|
|
v -388.4446 25.4133 -32.9113
|
|
v -387.6325 25.0819 -32.0326
|
|
v -386.5178 25.4896 -31.6687
|
|
v -385.7534 26.3977 -32.0326
|
|
v -386.1096 27.4729 -32.6195
|
|
v -386.8465 27.7736 -33.4168
|
|
v -387.8580 27.4036 -33.7470
|
|
v -388.5517 26.5796 -33.4168
|
|
v -388.5211 25.7843 -32.6195
|
|
v -387.7842 25.4836 -31.8222
|
|
v -386.7727 25.8536 -31.4919
|
|
v -386.0790 26.6776 -31.8222
|
|
v -381.9138 22.1707 -33.8279
|
|
v -383.5815 24.5525 -31.3881
|
|
v -384.5166 24.9342 -32.3998
|
|
v -382.8488 22.5524 -34.8396
|
|
v -385.8002 24.4647 -32.8189
|
|
v -384.1324 22.0829 -35.2587
|
|
v -386.6803 23.4191 -32.3998
|
|
v -385.0126 21.0373 -34.8396
|
|
v -386.6415 22.4099 -31.3881
|
|
v -384.9738 20.0281 -33.8279
|
|
v -385.7065 22.0283 -30.3764
|
|
v -384.0387 19.6465 -32.8162
|
|
v -384.4229 22.4978 -29.9573
|
|
v -382.7552 20.1160 -32.3971
|
|
v -383.5428 23.5434 -30.3764
|
|
v -381.8750 21.1616 -32.8162
|
|
v -385.2401 25.9692 -29.6161
|
|
v -385.2126 25.2551 -28.9001
|
|
v -385.8355 24.5152 -28.6036
|
|
v -386.7438 24.1829 -28.9001
|
|
v -387.4055 24.4530 -29.6161
|
|
v -387.4330 25.1672 -30.3321
|
|
v -386.8101 25.9071 -30.6286
|
|
v -385.9018 26.2393 -30.3321
|
|
v -384.1510 24.5092 -31.1438
|
|
v -384.8401 24.7904 -31.8894
|
|
v -385.7860 24.4444 -32.1982
|
|
v -386.4346 23.6739 -31.8894
|
|
v -386.4060 22.9302 -31.1439
|
|
v -385.7169 22.6490 -30.3983
|
|
v -384.7711 22.9950 -30.0895
|
|
v -384.1224 23.7655 -30.3983
|
|
v -384.5034 25.0124 -30.6283
|
|
v -385.1925 25.2936 -31.3739
|
|
v -386.1383 24.9477 -31.6827
|
|
v -386.7870 24.1772 -31.3739
|
|
v -386.7584 23.4335 -30.6283
|
|
v -386.0693 23.1523 -29.8828
|
|
v -385.1234 23.4982 -29.5740
|
|
v -384.4748 24.2687 -29.8828
|
|
v -384.5016 25.4382 -30.3365
|
|
v -385.3137 25.7696 -31.2152
|
|
v -386.4284 25.3619 -31.5791
|
|
v -387.1928 24.4539 -31.2152
|
|
v -387.1591 23.5774 -30.3365
|
|
v -386.3470 23.2460 -29.4579
|
|
v -385.2323 23.6537 -29.0940
|
|
v -384.4679 24.5618 -29.4579
|
|
v -385.7871 27.2741 -28.4559
|
|
v -386.5992 27.6055 -29.3346
|
|
v -387.7139 27.1978 -29.6985
|
|
v -388.4783 26.2898 -29.3346
|
|
v -388.4446 25.4133 -28.4559
|
|
v -387.6325 25.0819 -27.5773
|
|
v -386.5178 25.4896 -27.2133
|
|
v -385.7534 26.3977 -27.5773
|
|
v -386.1096 27.4729 -28.1641
|
|
v -386.8465 27.7736 -28.9614
|
|
v -387.8580 27.4036 -29.2917
|
|
v -388.5516 26.5796 -28.9614
|
|
v -388.5211 25.7843 -28.1641
|
|
v -387.7842 25.4836 -27.3668
|
|
v -386.7727 25.8536 -27.0366
|
|
v -386.0790 26.6776 -27.3668
|
|
v -381.9138 22.1708 -29.3725
|
|
v -383.5815 24.5525 -26.9328
|
|
v -384.5166 24.9342 -27.9445
|
|
v -382.8488 22.5524 -30.3843
|
|
v -385.8002 24.4647 -28.3636
|
|
v -384.1324 22.0829 -30.8033
|
|
v -386.6803 23.4191 -27.9445
|
|
v -385.0126 21.0373 -30.3843
|
|
v -386.6415 22.4099 -26.9328
|
|
v -384.9738 20.0281 -29.3726
|
|
v -385.7065 22.0283 -25.9210
|
|
v -384.0387 19.6465 -28.3608
|
|
v -384.4229 22.4978 -25.5020
|
|
v -382.7552 20.1160 -27.9418
|
|
v -383.5428 23.5434 -25.9210
|
|
v -381.8750 21.1616 -28.3608
|
|
v -385.2401 25.9693 -25.1607
|
|
v -385.2126 25.2551 -24.4448
|
|
v -385.8355 24.5152 -24.1482
|
|
v -386.7438 24.1829 -24.4448
|
|
v -387.4055 24.4530 -25.1607
|
|
v -387.4330 25.1672 -25.8767
|
|
v -386.8101 25.9071 -26.1733
|
|
v -385.9018 26.2393 -25.8767
|
|
v -384.1510 24.5092 -26.6885
|
|
v -384.8401 24.7904 -27.4340
|
|
v -385.7860 24.4444 -27.7429
|
|
v -386.4346 23.6739 -27.4340
|
|
v -386.4060 22.9302 -26.6885
|
|
v -385.7169 22.6490 -25.9429
|
|
v -384.7711 22.9950 -25.6341
|
|
v -384.1224 23.7655 -25.9429
|
|
v -384.5034 25.0124 -26.1730
|
|
v -385.1925 25.2936 -26.9185
|
|
v -386.1383 24.9477 -27.2274
|
|
v -386.7870 24.1772 -26.9185
|
|
v -386.7584 23.4335 -26.1730
|
|
v -386.0693 23.1523 -25.4274
|
|
v -385.1234 23.4982 -25.1186
|
|
v -384.4748 24.2687 -25.4274
|
|
v -384.5016 25.4382 -25.8812
|
|
v -385.3137 25.7696 -26.7598
|
|
v -386.4284 25.3619 -27.1238
|
|
v -387.1928 24.4539 -26.7598
|
|
v -387.1591 23.5774 -25.8812
|
|
v -386.3470 23.2460 -25.0025
|
|
v -385.2323 23.6537 -24.6386
|
|
v -384.4679 24.5618 -25.0025
|
|
v -385.7871 27.2741 -24.0006
|
|
v -386.5992 27.6055 -24.8792
|
|
v -387.7139 27.1978 -25.2431
|
|
v -388.4783 26.2898 -24.8792
|
|
v -388.4446 25.4133 -24.0006
|
|
v -387.6325 25.0819 -23.1219
|
|
v -386.5178 25.4896 -22.7580
|
|
v -385.7534 26.3977 -23.1219
|
|
v -386.1096 27.4729 -23.7087
|
|
v -386.8465 27.7736 -24.5060
|
|
v -387.8580 27.4036 -24.8363
|
|
v -388.5517 26.5796 -24.5060
|
|
v -388.5211 25.7843 -23.7087
|
|
v -387.7842 25.4836 -22.9114
|
|
v -386.7727 25.8536 -22.5812
|
|
v -386.0790 26.6776 -22.9114
|
|
v -381.9138 22.1707 -24.9172
|
|
v -383.5815 24.5525 -22.4774
|
|
v -384.5166 24.9342 -23.4891
|
|
v -382.8488 22.5524 -25.9289
|
|
v -385.8002 24.4647 -23.9082
|
|
v -384.1324 22.0829 -26.3480
|
|
v -386.6803 23.4191 -23.4891
|
|
v -385.0126 21.0373 -25.9289
|
|
v -386.6415 22.4099 -22.4774
|
|
v -384.9738 20.0281 -24.9172
|
|
v -385.7065 22.0283 -21.4657
|
|
v -384.0387 19.6465 -23.9055
|
|
v -384.4229 22.4978 -21.0466
|
|
v -382.7552 20.1160 -23.4864
|
|
v -383.5428 23.5434 -21.4657
|
|
v -381.8750 21.1616 -23.9055
|
|
v -385.2401 25.9692 -20.7054
|
|
v -385.2126 25.2551 -19.9894
|
|
v -385.8355 24.5152 -19.6929
|
|
v -386.7438 24.1829 -19.9894
|
|
v -387.4055 24.4530 -20.7054
|
|
v -387.4330 25.1672 -21.4213
|
|
v -386.8101 25.9071 -21.7179
|
|
v -385.9018 26.2393 -21.4213
|
|
v -384.1510 24.5092 -22.2331
|
|
v -384.8401 24.7904 -22.9787
|
|
v -385.7859 24.4444 -23.2875
|
|
v -386.4346 23.6739 -22.9787
|
|
v -386.4060 22.9302 -22.2331
|
|
v -385.7169 22.6490 -21.4876
|
|
v -384.7711 22.9950 -21.1788
|
|
v -384.1224 23.7655 -21.4876
|
|
v -384.5034 25.0124 -21.7176
|
|
v -385.1925 25.2936 -22.4632
|
|
v -386.1383 24.9477 -22.7720
|
|
v -386.7870 24.1772 -22.4632
|
|
v -386.7584 23.4335 -21.7176
|
|
v -386.0693 23.1523 -20.9721
|
|
v -385.1234 23.4982 -20.6632
|
|
v -384.4748 24.2687 -20.9721
|
|
v -384.5016 25.4382 -21.4258
|
|
v -385.3137 25.7696 -22.3044
|
|
v -386.4284 25.3619 -22.6684
|
|
v -387.1928 24.4539 -22.3045
|
|
v -387.1591 23.5774 -21.4258
|
|
v -386.3470 23.2460 -20.5472
|
|
v -385.2323 23.6537 -20.1832
|
|
v -384.4679 24.5618 -20.5472
|
|
v -385.7871 27.2741 -19.5452
|
|
v -386.5992 27.6055 -20.4238
|
|
v -387.7139 27.1978 -20.7878
|
|
v -388.4783 26.2898 -20.4238
|
|
v -388.4446 25.4133 -19.5452
|
|
v -387.6325 25.0819 -18.6666
|
|
v -386.5178 25.4896 -18.3026
|
|
v -385.7534 26.3977 -18.6666
|
|
v -386.1096 27.4729 -19.2534
|
|
v -386.8465 27.7736 -20.0507
|
|
v -387.8580 27.4036 -20.3809
|
|
v -388.5516 26.5796 -20.0507
|
|
v -388.5211 25.7843 -19.2534
|
|
v -387.7842 25.4836 -18.4561
|
|
v -386.7727 25.8536 -18.1258
|
|
v -386.0790 26.6776 -18.4561
|
|
# 512 vertices
|
|
|
|
vn 0.9129 -0.0498 -0.4051
|
|
vn 0.5242 -0.2085 -0.8257
|
|
vn 0.1145 -0.9648 -0.2368
|
|
vn 0.5727 -0.7778 0.2590
|
|
vn -0.0093 -0.0133 -0.9999
|
|
vn -0.5145 -0.7347 -0.4421
|
|
vn -0.3751 0.4213 -0.8257
|
|
vn -0.9458 -0.2224 -0.2368
|
|
vn -0.3590 0.8408 -0.4051
|
|
vn -0.9267 0.2721 0.2590
|
|
vn 0.0296 0.9994 0.0154
|
|
vn -0.4686 0.4591 0.7548
|
|
vn 0.5632 0.8043 0.1896
|
|
vn 0.1604 0.2291 0.9601
|
|
vn 0.9290 0.3697 0.0154
|
|
vn 0.5917 -0.2833 0.7548
|
|
vn -0.9068 0.0224 0.4210
|
|
vn -0.5285 0.1768 0.8303
|
|
vn -0.0092 -0.0132 0.9999
|
|
vn 0.3469 -0.4362 0.8303
|
|
vn 0.3312 -0.8444 0.4210
|
|
vn -0.0471 -0.9988 0.0117
|
|
vn -0.5664 -0.8089 -0.1578
|
|
vn -0.9225 -0.3859 0.0117
|
|
vn 0.0626 -0.9855 -0.1576
|
|
vn 0.4991 -0.8074 0.3147
|
|
vn -0.5366 -0.7663 -0.3532
|
|
vn -0.9475 -0.2783 -0.1576
|
|
vn -0.9294 0.1929 0.3147
|
|
vn -0.4929 0.3711 0.7870
|
|
vn 0.1064 0.1519 0.9827
|
|
vn 0.5173 -0.3362 0.7870
|
|
vn 0.4222 -0.5871 -0.6907
|
|
vn 0.9054 -0.3899 -0.1678
|
|
vn -0.2412 -0.3445 -0.9073
|
|
vn -0.6961 0.1959 -0.6907
|
|
vn -0.6760 0.7175 -0.1678
|
|
vn -0.1928 0.9147 0.3551
|
|
vn 0.4706 0.6721 0.5717
|
|
vn 0.9255 0.1317 0.3551
|
|
vn 0.4119 -0.6108 -0.6762
|
|
vn 0.8988 -0.4121 -0.1494
|
|
vn -0.2565 -0.3663 -0.8944
|
|
vn -0.7149 0.1781 -0.6762
|
|
vn -0.6947 0.7037 -0.1493
|
|
vn -0.2077 0.9024 0.3775
|
|
vn 0.4607 0.6579 0.5957
|
|
vn 0.9190 0.1135 0.3775
|
|
vn 0.2474 -0.8649 -0.4368
|
|
vn 0.7421 -0.6630 0.0985
|
|
vn -0.4317 -0.6165 -0.6585
|
|
vn -0.8974 -0.0633 -0.4368
|
|
vn -0.8768 0.4706 0.0985
|
|
vn -0.3821 0.6725 0.6338
|
|
vn 0.2970 0.4241 0.8555
|
|
vn 0.7626 -0.1290 0.6338
|
|
vn -0.3992 -0.7140 0.5752
|
|
vn -0.3408 -0.6902 0.6384
|
|
vn -0.4794 -0.6847 0.5490
|
|
vn -0.5344 -0.6193 0.5752
|
|
vn -0.5320 -0.5563 0.6384
|
|
vn -0.4736 -0.5324 0.7016
|
|
vn -0.3933 -0.5618 0.7278
|
|
vn -0.3383 -0.6271 0.7016
|
|
vn -0.3752 0.4213 -0.8257
|
|
vn -0.9458 -0.2224 -0.2367
|
|
vn -0.9268 0.2721 0.2590
|
|
vn 0.9291 0.3696 0.0154
|
|
vn -0.5366 -0.7663 -0.3533
|
|
vn -0.9475 -0.2782 -0.1576
|
|
vn 0.8988 -0.4121 -0.1493
|
|
vn 0.9190 0.1134 0.3775
|
|
vn 0.7627 -0.1290 0.6338
|
|
vn 0.9129 -0.0498 -0.4052
|
|
vn -0.2565 -0.3664 -0.8944
|
|
vn 0.9129 0.0499 -0.4051
|
|
vn 0.5727 0.7778 0.2590
|
|
vn 0.1145 0.9648 -0.2367
|
|
vn 0.5242 0.2085 -0.8257
|
|
vn -0.5145 0.7347 -0.4421
|
|
vn -0.0093 0.0133 -0.9999
|
|
vn -0.9458 0.2224 -0.2368
|
|
vn -0.3752 -0.4213 -0.8257
|
|
vn -0.9268 -0.2721 0.2590
|
|
vn -0.3590 -0.8408 -0.4051
|
|
vn -0.4686 -0.4591 0.7548
|
|
vn 0.0296 -0.9994 0.0154
|
|
vn 0.1604 -0.2290 0.9601
|
|
vn 0.5632 -0.8043 0.1895
|
|
vn 0.5917 0.2833 0.7548
|
|
vn 0.9290 -0.3697 0.0155
|
|
vn -0.9068 -0.0224 0.4210
|
|
vn -0.9225 0.3859 0.0117
|
|
vn -0.5664 0.8089 -0.1578
|
|
vn -0.0471 0.9988 0.0117
|
|
vn 0.3312 0.8444 0.4210
|
|
vn 0.3469 0.4362 0.8303
|
|
vn -0.0092 0.0132 0.9999
|
|
vn -0.5285 -0.1768 0.8303
|
|
vn 0.4992 0.8073 0.3147
|
|
vn 0.0626 0.9855 -0.1576
|
|
vn -0.5366 0.7663 -0.3532
|
|
vn -0.9475 0.2782 -0.1576
|
|
vn -0.9294 -0.1929 0.3147
|
|
vn -0.4929 -0.3711 0.7870
|
|
vn 0.1064 -0.1519 0.9827
|
|
vn 0.5172 0.3362 0.7870
|
|
vn 0.9054 0.3899 -0.1678
|
|
vn 0.4222 0.5871 -0.6907
|
|
vn -0.2412 0.3445 -0.9073
|
|
vn -0.6961 -0.1959 -0.6907
|
|
vn -0.6760 -0.7175 -0.1678
|
|
vn -0.1928 -0.9147 0.3551
|
|
vn 0.4706 -0.6721 0.5717
|
|
vn 0.9255 -0.1317 0.3551
|
|
vn 0.8988 0.4121 -0.1493
|
|
vn 0.4119 0.6108 -0.6762
|
|
vn -0.2565 0.3663 -0.8944
|
|
vn -0.7149 -0.1782 -0.6762
|
|
vn -0.6946 -0.7037 -0.1493
|
|
vn -0.2077 -0.9024 0.3775
|
|
vn 0.4607 -0.6579 0.5958
|
|
vn 0.9190 -0.1134 0.3775
|
|
vn 0.7421 0.6630 0.0985
|
|
vn 0.2474 0.8649 -0.4368
|
|
vn -0.4317 0.6165 -0.6585
|
|
vn -0.8974 0.0633 -0.4367
|
|
vn -0.8768 -0.4706 0.0985
|
|
vn -0.3821 -0.6725 0.6338
|
|
vn 0.2970 -0.4241 0.8555
|
|
vn 0.7627 0.1290 0.6338
|
|
vn -0.3408 0.6902 0.6384
|
|
vn -0.3992 0.7140 0.5752
|
|
vn -0.4794 0.6847 0.5490
|
|
vn -0.5344 0.6193 0.5752
|
|
vn -0.5320 0.5563 0.6384
|
|
vn -0.4736 0.5324 0.7016
|
|
vn -0.3934 0.5618 0.7278
|
|
vn -0.3383 0.6271 0.7016
|
|
vn 0.9129 0.0498 -0.4051
|
|
vn 0.1145 0.9648 -0.2368
|
|
vn -0.9458 0.2224 -0.2367
|
|
vn -0.3752 -0.4213 -0.8256
|
|
vn 0.5917 0.2833 0.7547
|
|
vn 0.9290 -0.3697 0.0154
|
|
vn 0.4991 0.8074 0.3147
|
|
vn 0.1063 -0.1519 0.9827
|
|
vn -0.1927 -0.9147 0.3551
|
|
vn -0.7149 -0.1781 -0.6762
|
|
vn -0.6947 -0.7037 -0.1493
|
|
vn 0.4607 -0.6579 0.5957
|
|
vn -0.8974 0.0633 -0.4368
|
|
vn -0.3384 0.6271 0.7016
|
|
vn 0.1604 -0.2291 0.9601
|
|
vn 0.5631 -0.8043 0.1897
|
|
vn -0.4929 -0.3710 0.7870
|
|
vn 0.1064 -0.1519 0.9826
|
|
vn 0.5172 0.3363 0.7870
|
|
vn 0.9190 -0.1135 0.3775
|
|
vn -0.3933 0.5618 0.7278
|
|
vn 0.5242 0.2086 -0.8257
|
|
vn -0.5145 0.7348 -0.4421
|
|
vn -0.0094 0.0133 -0.9999
|
|
vn -0.3751 -0.4214 -0.8257
|
|
vn -0.9267 -0.2722 0.2590
|
|
vn -0.3590 -0.8408 -0.4052
|
|
vn -0.4685 -0.4591 0.7548
|
|
vn 0.5632 -0.8043 0.1896
|
|
vn 0.5173 0.3362 0.7870
|
|
vn -0.6761 -0.7175 -0.1678
|
|
vn 0.2474 0.8649 -0.4367
|
|
vn -0.8973 0.0633 -0.4368
|
|
vn 0.7626 0.1290 0.6338
|
|
# 173 vertex normals
|
|
|
|
vt 0.7500 0.0000 1.0000
|
|
vt 0.8750 0.0000 1.0000
|
|
vt 0.8750 1.0000 1.0000
|
|
vt 0.7500 1.0000 1.0000
|
|
vt 1.0000 0.0000 1.0000
|
|
vt 1.0000 1.0000 1.0000
|
|
vt 0.0000 0.0000 1.0000
|
|
vt 0.1250 0.0000 1.0000
|
|
vt 0.1250 1.0000 1.0000
|
|
vt 0.0000 1.0000 1.0000
|
|
vt 0.2500 0.0000 1.0000
|
|
vt 0.2500 1.0000 1.0000
|
|
vt 0.3750 0.0000 1.0000
|
|
vt 0.3750 1.0000 1.0000
|
|
vt 0.5000 0.0000 1.0000
|
|
vt 0.5000 1.0000 1.0000
|
|
vt 0.6250 0.0000 1.0000
|
|
vt 0.6250 1.0000 1.0000
|
|
vt 0.8536 0.8536 -0.2500
|
|
vt 1.0000 0.5000 -0.2500
|
|
vt 0.8536 0.1464 -0.2500
|
|
vt 0.5000 0.0000 -0.2500
|
|
vt 0.1464 0.1464 -0.2500
|
|
vt 0.0000 0.5000 -0.2500
|
|
vt 0.1464 0.8536 -0.2500
|
|
vt 0.5000 1.0000 -0.2500
|
|
vt 0.5000 1.0000 0.2500
|
|
vt 0.1464 0.8536 0.2500
|
|
vt 0.0000 0.5000 0.2500
|
|
vt 0.1464 0.1464 0.2500
|
|
vt 0.5000 0.0000 0.2500
|
|
vt 0.8536 0.1464 0.2500
|
|
vt 1.0000 0.5000 0.2500
|
|
vt 0.8536 0.8536 0.2500
|
|
# 34 texture coords
|
|
|
|
o Cylinder024
|
|
g Cylinder024
|
|
usemtl wire_027027027
|
|
s 8
|
|
f 2205/693/1697 2204/692/1696 2203/691/1695 2202/690/1694
|
|
f 2204/692/1696 2207/695/1699 2206/694/1698 2203/691/1695
|
|
f 2207/699/1699 2209/698/1701 2208/697/1700 2206/696/1698
|
|
f 2209/698/1701 2211/701/1703 2210/700/1702 2208/697/1700
|
|
f 2211/701/1703 2213/703/1705 2212/702/1704 2210/700/1702
|
|
f 2213/703/1705 2215/705/1707 2214/704/1706 2212/702/1704
|
|
f 2215/705/1707 2217/707/1709 2216/706/1708 2214/704/1706
|
|
f 2217/707/1709 2205/693/1697 2202/690/1694 2216/706/1708
|
|
s 1
|
|
f 2202/715/1694 2203/714/1695 2206/713/1698 2208/712/1700 2210/711/1702 2212/710/1704 2214/709/1706 2216/708/1708
|
|
f 2225/723/1717 2224/722/1716 2223/721/1715 2222/720/1714 2221/719/1713 2220/718/1712 2219/717/1711 2218/716/1710
|
|
s off
|
|
f 2227/716/1719 2226/717/1718 2204/692/1696 2205/693/1697
|
|
f 2226/717/1718 2228/718/1720 2207/695/1699 2204/692/1696
|
|
f 2228/718/1720 2229/719/1721 2209/698/1701 2207/699/1699
|
|
f 2229/719/1721 2230/720/1722 2211/701/1703 2209/698/1701
|
|
f 2230/720/1722 2231/721/1723 2213/703/1705 2211/701/1703
|
|
f 2231/721/1723 2232/722/1724 2215/705/1707 2213/703/1705
|
|
f 2232/722/1724 2233/723/1725 2217/707/1709 2215/705/1707
|
|
f 2233/723/1725 2227/716/1719 2205/693/1697 2217/707/1709
|
|
f 2235/716/1727 2234/717/1726 2226/717/1718 2227/716/1719
|
|
f 2234/717/1726 2236/718/1728 2228/718/1720 2226/717/1718
|
|
f 2236/718/1728 2237/719/1729 2229/719/1721 2228/718/1720
|
|
f 2237/719/1729 2238/720/1730 2230/720/1722 2229/719/1721
|
|
f 2238/720/1730 2239/721/1731 2231/721/1723 2230/720/1722
|
|
f 2239/721/1731 2240/722/1732 2232/722/1724 2231/721/1723
|
|
f 2240/722/1732 2241/723/1733 2233/723/1725 2232/722/1724
|
|
f 2241/723/1733 2235/716/1727 2227/716/1719 2233/723/1725
|
|
f 2243/716/1735 2242/717/1734 2234/717/1726 2235/716/1727
|
|
f 2242/717/1734 2244/718/1736 2236/718/1728 2234/717/1726
|
|
f 2244/718/1736 2245/719/1737 2237/719/1729 2236/718/1728
|
|
f 2245/719/1737 2246/720/1738 2238/720/1730 2237/719/1729
|
|
f 2246/720/1738 2247/721/1739 2239/721/1731 2238/720/1730
|
|
f 2247/721/1739 2248/722/1740 2240/722/1732 2239/721/1731
|
|
f 2248/722/1740 2249/723/1741 2241/723/1733 2240/722/1732
|
|
f 2249/723/1741 2243/716/1735 2235/716/1727 2241/723/1733
|
|
f 2251/716/1743 2250/717/1742 2242/717/1734 2243/716/1735
|
|
f 2250/717/1742 2252/718/1744 2244/718/1736 2242/717/1734
|
|
f 2252/718/1744 2253/719/1745 2245/719/1737 2244/718/1736
|
|
f 2253/719/1745 2254/720/1746 2246/720/1738 2245/719/1737
|
|
f 2254/720/1746 2255/721/1747 2247/721/1739 2246/720/1738
|
|
f 2255/721/1747 2256/722/1748 2248/722/1740 2247/721/1739
|
|
f 2256/722/1748 2257/723/1749 2249/723/1741 2248/722/1740
|
|
f 2257/723/1749 2251/716/1743 2243/716/1735 2249/723/1741
|
|
f 2259/716/1751 2258/717/1750 2250/717/1742 2251/716/1743
|
|
f 2258/717/1750 2260/718/1752 2252/718/1744 2250/717/1742
|
|
f 2260/718/1752 2261/719/1753 2253/719/1745 2252/718/1744
|
|
f 2261/719/1753 2262/720/1754 2254/720/1746 2253/719/1745
|
|
f 2262/720/1754 2263/721/1755 2255/721/1747 2254/720/1746
|
|
f 2263/721/1755 2264/722/1756 2256/722/1748 2255/721/1747
|
|
f 2264/722/1756 2265/723/1757 2257/723/1749 2256/722/1748
|
|
f 2265/723/1757 2259/716/1751 2251/716/1743 2257/723/1749
|
|
f 2218/716/1710 2219/717/1711 2258/717/1750 2259/716/1751
|
|
f 2219/717/1711 2220/718/1712 2260/718/1752 2258/717/1750
|
|
f 2220/718/1712 2221/719/1713 2261/719/1753 2260/718/1752
|
|
f 2221/719/1713 2222/720/1714 2262/720/1754 2261/719/1753
|
|
f 2222/720/1714 2223/721/1715 2263/721/1755 2262/720/1754
|
|
f 2223/721/1715 2224/722/1716 2264/722/1756 2263/721/1755
|
|
f 2224/722/1716 2225/723/1717 2265/723/1757 2264/722/1756
|
|
f 2225/723/1717 2218/716/1710 2259/716/1751 2265/723/1757
|
|
s 8
|
|
f 2269/693/1697 2268/692/1696 2267/691/1695 2266/690/1694
|
|
f 2268/692/1696 2271/695/1699 2270/694/1698 2267/691/1695
|
|
f 2271/699/1699 2273/698/1759 2272/697/1758 2270/696/1698
|
|
f 2273/698/1759 2275/701/1760 2274/700/1702 2272/697/1758
|
|
f 2275/701/1760 2277/703/1705 2276/702/1704 2274/700/1702
|
|
f 2277/703/1705 2279/705/1707 2278/704/1706 2276/702/1704
|
|
f 2279/705/1707 2281/707/1709 2280/706/1761 2278/704/1706
|
|
f 2281/707/1709 2269/693/1697 2266/690/1694 2280/706/1761
|
|
s 1
|
|
f 2266/715/1694 2267/714/1695 2270/713/1698 2272/712/1758 2274/711/1702 2276/710/1704 2278/709/1706 2280/708/1761
|
|
f 2289/723/1717 2288/722/1716 2287/721/1715 2286/720/1714 2285/719/1713 2284/718/1712 2283/717/1711 2282/716/1710
|
|
s off
|
|
f 2291/716/1719 2290/717/1718 2268/692/1696 2269/693/1697
|
|
f 2290/717/1718 2292/718/1762 2271/695/1699 2268/692/1696
|
|
f 2292/718/1762 2293/719/1763 2273/698/1759 2271/699/1699
|
|
f 2293/719/1763 2294/720/1722 2275/701/1760 2273/698/1759
|
|
f 2294/720/1722 2295/721/1723 2277/703/1705 2275/701/1760
|
|
f 2295/721/1723 2296/722/1724 2279/705/1707 2277/703/1705
|
|
f 2296/722/1724 2297/723/1725 2281/707/1709 2279/705/1707
|
|
f 2297/723/1725 2291/716/1719 2269/693/1697 2281/707/1709
|
|
f 2299/716/1727 2298/717/1726 2290/717/1718 2291/716/1719
|
|
f 2298/717/1726 2300/718/1728 2292/718/1762 2290/717/1718
|
|
f 2300/718/1728 2301/719/1729 2293/719/1763 2292/718/1762
|
|
f 2301/719/1729 2302/720/1730 2294/720/1722 2293/719/1763
|
|
f 2302/720/1730 2303/721/1731 2295/721/1723 2294/720/1722
|
|
f 2303/721/1731 2304/722/1732 2296/722/1724 2295/721/1723
|
|
f 2304/722/1732 2305/723/1733 2297/723/1725 2296/722/1724
|
|
f 2305/723/1733 2299/716/1727 2291/716/1719 2297/723/1725
|
|
f 2307/716/1764 2306/717/1734 2298/717/1726 2299/716/1727
|
|
f 2306/717/1734 2308/718/1736 2300/718/1728 2298/717/1726
|
|
f 2308/718/1736 2309/719/1737 2301/719/1729 2300/718/1728
|
|
f 2309/719/1737 2310/720/1738 2302/720/1730 2301/719/1729
|
|
f 2310/720/1738 2311/721/1739 2303/721/1731 2302/720/1730
|
|
f 2311/721/1739 2312/722/1740 2304/722/1732 2303/721/1731
|
|
f 2312/722/1740 2313/723/1765 2305/723/1733 2304/722/1732
|
|
f 2313/723/1765 2307/716/1764 2299/716/1727 2305/723/1733
|
|
f 2315/716/1743 2314/717/1742 2306/717/1734 2307/716/1764
|
|
f 2314/717/1742 2316/718/1744 2308/718/1736 2306/717/1734
|
|
f 2316/718/1744 2317/719/1745 2309/719/1737 2308/718/1736
|
|
f 2317/719/1745 2318/720/1746 2310/720/1738 2309/719/1737
|
|
f 2318/720/1746 2319/721/1747 2311/721/1739 2310/720/1738
|
|
f 2319/721/1747 2320/722/1748 2312/722/1740 2311/721/1739
|
|
f 2320/722/1748 2321/723/1766 2313/723/1765 2312/722/1740
|
|
f 2321/723/1766 2315/716/1743 2307/716/1764 2313/723/1765
|
|
f 2323/716/1751 2322/717/1750 2314/717/1742 2315/716/1743
|
|
f 2322/717/1750 2324/718/1752 2316/718/1744 2314/717/1742
|
|
f 2324/718/1752 2325/719/1753 2317/719/1745 2316/718/1744
|
|
f 2325/719/1753 2326/720/1754 2318/720/1746 2317/719/1745
|
|
f 2326/720/1754 2327/721/1755 2319/721/1747 2318/720/1746
|
|
f 2327/721/1755 2328/722/1756 2320/722/1748 2319/721/1747
|
|
f 2328/722/1756 2329/723/1757 2321/723/1766 2320/722/1748
|
|
f 2329/723/1757 2323/716/1751 2315/716/1743 2321/723/1766
|
|
f 2282/716/1710 2283/717/1711 2322/717/1750 2323/716/1751
|
|
f 2283/717/1711 2284/718/1712 2324/718/1752 2322/717/1750
|
|
f 2284/718/1712 2285/719/1713 2325/719/1753 2324/718/1752
|
|
f 2285/719/1713 2286/720/1714 2326/720/1754 2325/719/1753
|
|
f 2286/720/1714 2287/721/1715 2327/721/1755 2326/720/1754
|
|
f 2287/721/1715 2288/722/1716 2328/722/1756 2327/721/1755
|
|
f 2288/722/1716 2289/723/1717 2329/723/1757 2328/722/1756
|
|
f 2289/723/1717 2282/716/1710 2323/716/1751 2329/723/1757
|
|
s 8
|
|
f 2333/693/1697 2332/692/1696 2331/691/1695 2330/690/1767
|
|
f 2332/692/1696 2335/695/1699 2334/694/1698 2331/691/1695
|
|
f 2335/699/1699 2337/698/1701 2336/697/1758 2334/696/1698
|
|
f 2337/698/1701 2339/701/1703 2338/700/1702 2336/697/1758
|
|
f 2339/701/1703 2341/703/1705 2340/702/1704 2338/700/1702
|
|
f 2341/703/1705 2343/705/1707 2342/704/1706 2340/702/1704
|
|
f 2343/705/1707 2345/707/1709 2344/706/1761 2342/704/1706
|
|
f 2345/707/1709 2333/693/1697 2330/690/1767 2344/706/1761
|
|
s 1
|
|
f 2330/715/1767 2331/714/1695 2334/713/1698 2336/712/1758 2338/711/1702 2340/710/1704 2342/709/1706 2344/708/1761
|
|
f 2353/723/1717 2352/722/1716 2351/721/1715 2350/720/1714 2349/719/1713 2348/718/1712 2347/717/1711 2346/716/1710
|
|
s off
|
|
f 2355/716/1719 2354/717/1718 2332/692/1696 2333/693/1697
|
|
f 2354/717/1718 2356/718/1762 2335/695/1699 2332/692/1696
|
|
f 2356/718/1762 2357/719/1763 2337/698/1701 2335/699/1699
|
|
f 2357/719/1763 2358/720/1722 2339/701/1703 2337/698/1701
|
|
f 2358/720/1722 2359/721/1723 2341/703/1705 2339/701/1703
|
|
f 2359/721/1723 2360/722/1724 2343/705/1707 2341/703/1705
|
|
f 2360/722/1724 2361/723/1725 2345/707/1709 2343/705/1707
|
|
f 2361/723/1725 2355/716/1719 2333/693/1697 2345/707/1709
|
|
f 2363/716/1727 2362/717/1726 2354/717/1718 2355/716/1719
|
|
f 2362/717/1726 2364/718/1728 2356/718/1762 2354/717/1718
|
|
f 2364/718/1728 2365/719/1729 2357/719/1763 2356/718/1762
|
|
f 2365/719/1729 2366/720/1730 2358/720/1722 2357/719/1763
|
|
f 2366/720/1730 2367/721/1731 2359/721/1723 2358/720/1722
|
|
f 2367/721/1731 2368/722/1732 2360/722/1724 2359/721/1723
|
|
f 2368/722/1732 2369/723/1733 2361/723/1725 2360/722/1724
|
|
f 2369/723/1733 2363/716/1727 2355/716/1719 2361/723/1725
|
|
f 2371/716/1764 2370/717/1734 2362/717/1726 2363/716/1727
|
|
f 2370/717/1734 2372/718/1736 2364/718/1728 2362/717/1726
|
|
f 2372/718/1736 2373/719/1737 2365/719/1729 2364/718/1728
|
|
f 2373/719/1737 2374/720/1738 2366/720/1730 2365/719/1729
|
|
f 2374/720/1738 2375/721/1739 2367/721/1731 2366/720/1730
|
|
f 2375/721/1739 2376/722/1740 2368/722/1732 2367/721/1731
|
|
f 2376/722/1740 2377/723/1765 2369/723/1733 2368/722/1732
|
|
f 2377/723/1765 2371/716/1764 2363/716/1727 2369/723/1733
|
|
f 2379/716/1743 2378/717/1742 2370/717/1734 2371/716/1764
|
|
f 2378/717/1742 2380/718/1744 2372/718/1736 2370/717/1734
|
|
f 2380/718/1744 2381/719/1745 2373/719/1737 2372/718/1736
|
|
f 2381/719/1745 2382/720/1746 2374/720/1738 2373/719/1737
|
|
f 2382/720/1746 2383/721/1747 2375/721/1739 2374/720/1738
|
|
f 2383/721/1747 2384/722/1748 2376/722/1740 2375/721/1739
|
|
f 2384/722/1748 2385/723/1766 2377/723/1765 2376/722/1740
|
|
f 2385/723/1766 2379/716/1743 2371/716/1764 2377/723/1765
|
|
f 2387/716/1751 2386/717/1750 2378/717/1742 2379/716/1743
|
|
f 2386/717/1750 2388/718/1752 2380/718/1744 2378/717/1742
|
|
f 2388/718/1752 2389/719/1753 2381/719/1745 2380/718/1744
|
|
f 2389/719/1753 2390/720/1754 2382/720/1746 2381/719/1745
|
|
f 2390/720/1754 2391/721/1755 2383/721/1747 2382/720/1746
|
|
f 2391/721/1755 2392/722/1756 2384/722/1748 2383/721/1747
|
|
f 2392/722/1756 2393/723/1757 2385/723/1766 2384/722/1748
|
|
f 2393/723/1757 2387/716/1751 2379/716/1743 2385/723/1766
|
|
f 2346/716/1710 2347/717/1711 2386/717/1750 2387/716/1751
|
|
f 2347/717/1711 2348/718/1712 2388/718/1752 2386/717/1750
|
|
f 2348/718/1712 2349/719/1713 2389/719/1753 2388/718/1752
|
|
f 2349/719/1713 2350/720/1714 2390/720/1754 2389/719/1753
|
|
f 2350/720/1714 2351/721/1715 2391/721/1755 2390/720/1754
|
|
f 2351/721/1715 2352/722/1716 2392/722/1756 2391/721/1755
|
|
f 2352/722/1716 2353/723/1717 2393/723/1757 2392/722/1756
|
|
f 2353/723/1717 2346/716/1710 2387/716/1751 2393/723/1757
|
|
s 8
|
|
f 2397/693/1697 2396/692/1696 2395/691/1695 2394/690/1767
|
|
f 2396/692/1696 2399/695/1699 2398/694/1698 2395/691/1695
|
|
f 2399/699/1699 2401/698/1701 2400/697/1758 2398/696/1698
|
|
f 2401/698/1701 2403/701/1703 2402/700/1702 2400/697/1758
|
|
f 2403/701/1703 2405/703/1705 2404/702/1704 2402/700/1702
|
|
f 2405/703/1705 2407/705/1707 2406/704/1706 2404/702/1704
|
|
f 2407/705/1707 2409/707/1709 2408/706/1761 2406/704/1706
|
|
f 2409/707/1709 2397/693/1697 2394/690/1767 2408/706/1761
|
|
s 1
|
|
f 2394/715/1767 2395/714/1695 2398/713/1698 2400/712/1758 2402/711/1702 2404/710/1704 2406/709/1706 2408/708/1761
|
|
f 2417/723/1717 2416/722/1716 2415/721/1715 2414/720/1714 2413/719/1713 2412/718/1712 2411/717/1711 2410/716/1710
|
|
s off
|
|
f 2419/716/1719 2418/717/1718 2396/692/1696 2397/693/1697
|
|
f 2418/717/1718 2420/718/1720 2399/695/1699 2396/692/1696
|
|
f 2420/718/1720 2421/719/1763 2401/698/1701 2399/699/1699
|
|
f 2421/719/1763 2422/720/1722 2403/701/1703 2401/698/1701
|
|
f 2422/720/1722 2423/721/1723 2405/703/1705 2403/701/1703
|
|
f 2423/721/1723 2424/722/1724 2407/705/1707 2405/703/1705
|
|
f 2424/722/1724 2425/723/1725 2409/707/1709 2407/705/1707
|
|
f 2425/723/1725 2419/716/1719 2397/693/1697 2409/707/1709
|
|
f 2427/716/1727 2426/717/1726 2418/717/1718 2419/716/1719
|
|
f 2426/717/1726 2428/718/1728 2420/718/1720 2418/717/1718
|
|
f 2428/718/1728 2429/719/1729 2421/719/1763 2420/718/1720
|
|
f 2429/719/1729 2430/720/1730 2422/720/1722 2421/719/1763
|
|
f 2430/720/1730 2431/721/1731 2423/721/1723 2422/720/1722
|
|
f 2431/721/1731 2432/722/1732 2424/722/1724 2423/721/1723
|
|
f 2432/722/1732 2433/723/1733 2425/723/1725 2424/722/1724
|
|
f 2433/723/1733 2427/716/1727 2419/716/1719 2425/723/1725
|
|
f 2435/716/1764 2434/717/1734 2426/717/1726 2427/716/1727
|
|
f 2434/717/1734 2436/718/1768 2428/718/1728 2426/717/1726
|
|
f 2436/718/1768 2437/719/1737 2429/719/1729 2428/718/1728
|
|
f 2437/719/1737 2438/720/1738 2430/720/1730 2429/719/1729
|
|
f 2438/720/1738 2439/721/1739 2431/721/1731 2430/720/1730
|
|
f 2439/721/1739 2440/722/1740 2432/722/1732 2431/721/1731
|
|
f 2440/722/1740 2441/723/1765 2433/723/1733 2432/722/1732
|
|
f 2441/723/1765 2435/716/1764 2427/716/1727 2433/723/1733
|
|
f 2443/716/1743 2442/717/1742 2434/717/1734 2435/716/1764
|
|
f 2442/717/1742 2444/718/1744 2436/718/1768 2434/717/1734
|
|
f 2444/718/1744 2445/719/1745 2437/719/1737 2436/718/1768
|
|
f 2445/719/1745 2446/720/1746 2438/720/1738 2437/719/1737
|
|
f 2446/720/1746 2447/721/1747 2439/721/1739 2438/720/1738
|
|
f 2447/721/1747 2448/722/1748 2440/722/1740 2439/721/1739
|
|
f 2448/722/1748 2449/723/1766 2441/723/1765 2440/722/1740
|
|
f 2449/723/1766 2443/716/1743 2435/716/1764 2441/723/1765
|
|
f 2451/716/1751 2450/717/1750 2442/717/1742 2443/716/1743
|
|
f 2450/717/1750 2452/718/1752 2444/718/1744 2442/717/1742
|
|
f 2452/718/1752 2453/719/1753 2445/719/1745 2444/718/1744
|
|
f 2453/719/1753 2454/720/1754 2446/720/1746 2445/719/1745
|
|
f 2454/720/1754 2455/721/1755 2447/721/1747 2446/720/1746
|
|
f 2455/721/1755 2456/722/1756 2448/722/1748 2447/721/1747
|
|
f 2456/722/1756 2457/723/1757 2449/723/1766 2448/722/1748
|
|
f 2457/723/1757 2451/716/1751 2443/716/1743 2449/723/1766
|
|
f 2410/716/1710 2411/717/1711 2450/717/1750 2451/716/1751
|
|
f 2411/717/1711 2412/718/1712 2452/718/1752 2450/717/1750
|
|
f 2412/718/1712 2413/719/1713 2453/719/1753 2452/718/1752
|
|
f 2413/719/1713 2414/720/1714 2454/720/1754 2453/719/1753
|
|
f 2414/720/1714 2415/721/1715 2455/721/1755 2454/720/1754
|
|
f 2415/721/1715 2416/722/1716 2456/722/1756 2455/721/1755
|
|
f 2416/722/1716 2417/723/1717 2457/723/1757 2456/722/1756
|
|
f 2417/723/1717 2410/716/1710 2451/716/1751 2457/723/1757
|
|
s 8
|
|
f 2461/691/1772 2460/692/1771 2459/693/1770 2458/690/1769
|
|
f 2463/694/1774 2462/695/1773 2460/692/1771 2461/691/1772
|
|
f 2465/697/1776 2464/698/1775 2462/699/1773 2463/696/1774
|
|
f 2467/700/1778 2466/701/1777 2464/698/1775 2465/697/1776
|
|
f 2469/702/1780 2468/703/1779 2466/701/1777 2467/700/1778
|
|
f 2471/704/1782 2470/705/1781 2468/703/1779 2469/702/1780
|
|
f 2473/706/1784 2472/707/1783 2470/705/1781 2471/704/1782
|
|
f 2458/690/1769 2459/693/1770 2472/707/1783 2473/706/1784
|
|
s 1
|
|
f 2471/709/1782 2469/710/1780 2467/711/1778 2465/712/1776 2463/713/1774 2461/714/1772 2458/715/1769 2473/708/1784
|
|
f 2481/717/1792 2480/718/1791 2479/719/1790 2478/720/1789 2477/721/1788 2476/722/1787 2475/723/1786 2474/716/1785
|
|
s off
|
|
f 2460/692/1771 2483/717/1794 2482/716/1793 2459/693/1770
|
|
f 2462/695/1773 2484/718/1795 2483/717/1794 2460/692/1771
|
|
f 2464/698/1775 2485/719/1796 2484/718/1795 2462/699/1773
|
|
f 2466/701/1777 2486/720/1797 2485/719/1796 2464/698/1775
|
|
f 2468/703/1779 2487/721/1798 2486/720/1797 2466/701/1777
|
|
f 2470/705/1781 2488/722/1799 2487/721/1798 2468/703/1779
|
|
f 2472/707/1783 2489/723/1800 2488/722/1799 2470/705/1781
|
|
f 2459/693/1770 2482/716/1793 2489/723/1800 2472/707/1783
|
|
f 2483/717/1794 2491/717/1802 2490/716/1801 2482/716/1793
|
|
f 2484/718/1795 2492/718/1803 2491/717/1802 2483/717/1794
|
|
f 2485/719/1796 2493/719/1804 2492/718/1803 2484/718/1795
|
|
f 2486/720/1797 2494/720/1805 2493/719/1804 2485/719/1796
|
|
f 2487/721/1798 2495/721/1806 2494/720/1805 2486/720/1797
|
|
f 2488/722/1799 2496/722/1807 2495/721/1806 2487/721/1798
|
|
f 2489/723/1800 2497/723/1808 2496/722/1807 2488/722/1799
|
|
f 2482/716/1793 2490/716/1801 2497/723/1808 2489/723/1800
|
|
f 2491/717/1802 2499/717/1810 2498/716/1809 2490/716/1801
|
|
f 2492/718/1803 2500/718/1811 2499/717/1810 2491/717/1802
|
|
f 2493/719/1804 2501/719/1812 2500/718/1811 2492/718/1803
|
|
f 2494/720/1805 2502/720/1813 2501/719/1812 2493/719/1804
|
|
f 2495/721/1806 2503/721/1814 2502/720/1813 2494/720/1805
|
|
f 2496/722/1807 2504/722/1815 2503/721/1814 2495/721/1806
|
|
f 2497/723/1808 2505/723/1816 2504/722/1815 2496/722/1807
|
|
f 2490/716/1801 2498/716/1809 2505/723/1816 2497/723/1808
|
|
f 2499/717/1810 2507/717/1818 2506/716/1817 2498/716/1809
|
|
f 2500/718/1811 2508/718/1819 2507/717/1818 2499/717/1810
|
|
f 2501/719/1812 2509/719/1820 2508/718/1819 2500/718/1811
|
|
f 2502/720/1813 2510/720/1821 2509/719/1820 2501/719/1812
|
|
f 2503/721/1814 2511/721/1822 2510/720/1821 2502/720/1813
|
|
f 2504/722/1815 2512/722/1823 2511/721/1822 2503/721/1814
|
|
f 2505/723/1816 2513/723/1824 2512/722/1823 2504/722/1815
|
|
f 2498/716/1809 2506/716/1817 2513/723/1824 2505/723/1816
|
|
f 2507/717/1818 2515/717/1826 2514/716/1825 2506/716/1817
|
|
f 2508/718/1819 2516/718/1827 2515/717/1826 2507/717/1818
|
|
f 2509/719/1820 2517/719/1828 2516/718/1827 2508/718/1819
|
|
f 2510/720/1821 2518/720/1829 2517/719/1828 2509/719/1820
|
|
f 2511/721/1822 2519/721/1830 2518/720/1829 2510/720/1821
|
|
f 2512/722/1823 2520/722/1831 2519/721/1830 2511/721/1822
|
|
f 2513/723/1824 2521/723/1832 2520/722/1831 2512/722/1823
|
|
f 2506/716/1817 2514/716/1825 2521/723/1832 2513/723/1824
|
|
f 2515/717/1826 2481/717/1792 2474/716/1785 2514/716/1825
|
|
f 2516/718/1827 2480/718/1791 2481/717/1792 2515/717/1826
|
|
f 2517/719/1828 2479/719/1790 2480/718/1791 2516/718/1827
|
|
f 2518/720/1829 2478/720/1789 2479/719/1790 2517/719/1828
|
|
f 2519/721/1830 2477/721/1788 2478/720/1789 2518/720/1829
|
|
f 2520/722/1831 2476/722/1787 2477/721/1788 2519/721/1830
|
|
f 2521/723/1832 2475/723/1786 2476/722/1787 2520/722/1831
|
|
f 2514/716/1825 2474/716/1785 2475/723/1786 2521/723/1832
|
|
s 8
|
|
f 2525/691/1772 2524/692/1834 2523/693/1770 2522/690/1833
|
|
f 2527/694/1774 2526/695/1773 2524/692/1834 2525/691/1772
|
|
f 2529/697/1836 2528/698/1835 2526/699/1773 2527/696/1774
|
|
f 2531/700/1778 2530/701/1777 2528/698/1835 2529/697/1836
|
|
f 2533/702/1780 2532/703/1779 2530/701/1777 2531/700/1778
|
|
f 2535/704/1782 2534/705/1781 2532/703/1779 2533/702/1780
|
|
f 2537/706/1838 2536/707/1837 2534/705/1781 2535/704/1782
|
|
f 2522/690/1833 2523/693/1770 2536/707/1837 2537/706/1838
|
|
s 1
|
|
f 2535/709/1782 2533/710/1780 2531/711/1778 2529/712/1836 2527/713/1774 2525/714/1772 2522/715/1833 2537/708/1838
|
|
f 2545/717/1792 2544/718/1791 2543/719/1790 2542/720/1789 2541/721/1788 2540/722/1787 2539/723/1786 2538/716/1785
|
|
s off
|
|
f 2524/692/1834 2547/717/1794 2546/716/1839 2523/693/1770
|
|
f 2526/695/1773 2548/718/1795 2547/717/1794 2524/692/1834
|
|
f 2528/698/1835 2549/719/1796 2548/718/1795 2526/699/1773
|
|
f 2530/701/1777 2550/720/1797 2549/719/1796 2528/698/1835
|
|
f 2532/703/1779 2551/721/1798 2550/720/1797 2530/701/1777
|
|
f 2534/705/1781 2552/722/1840 2551/721/1798 2532/703/1779
|
|
f 2536/707/1837 2553/723/1800 2552/722/1840 2534/705/1781
|
|
f 2523/693/1770 2546/716/1839 2553/723/1800 2536/707/1837
|
|
f 2547/717/1794 2555/717/1802 2554/716/1801 2546/716/1839
|
|
f 2548/718/1795 2556/718/1803 2555/717/1802 2547/717/1794
|
|
f 2549/719/1796 2557/719/1804 2556/718/1803 2548/718/1795
|
|
f 2550/720/1797 2558/720/1805 2557/719/1804 2549/719/1796
|
|
f 2551/721/1798 2559/721/1841 2558/720/1805 2550/720/1797
|
|
f 2552/722/1840 2560/722/1807 2559/721/1841 2551/721/1798
|
|
f 2553/723/1800 2561/723/1808 2560/722/1807 2552/722/1840
|
|
f 2546/716/1839 2554/716/1801 2561/723/1808 2553/723/1800
|
|
f 2555/717/1802 2563/717/1810 2562/716/1809 2554/716/1801
|
|
f 2556/718/1803 2564/718/1811 2563/717/1810 2555/717/1802
|
|
f 2557/719/1804 2565/719/1842 2564/718/1811 2556/718/1803
|
|
f 2558/720/1805 2566/720/1843 2565/719/1842 2557/719/1804
|
|
f 2559/721/1841 2567/721/1814 2566/720/1843 2558/720/1805
|
|
f 2560/722/1807 2568/722/1844 2567/721/1814 2559/721/1841
|
|
f 2561/723/1808 2569/723/1816 2568/722/1844 2560/722/1807
|
|
f 2554/716/1801 2562/716/1809 2569/723/1816 2561/723/1808
|
|
f 2563/717/1810 2571/717/1818 2570/716/1817 2562/716/1809
|
|
f 2564/718/1811 2572/718/1819 2571/717/1818 2563/717/1810
|
|
f 2565/719/1842 2573/719/1845 2572/718/1819 2564/718/1811
|
|
f 2566/720/1843 2574/720/1821 2573/719/1845 2565/719/1842
|
|
f 2567/721/1814 2575/721/1822 2574/720/1821 2566/720/1843
|
|
f 2568/722/1844 2576/722/1823 2575/721/1822 2567/721/1814
|
|
f 2569/723/1816 2577/723/1824 2576/722/1823 2568/722/1844
|
|
f 2562/716/1809 2570/716/1817 2577/723/1824 2569/723/1816
|
|
f 2571/717/1818 2579/717/1826 2578/716/1825 2570/716/1817
|
|
f 2572/718/1819 2580/718/1827 2579/717/1826 2571/717/1818
|
|
f 2573/719/1845 2581/719/1828 2580/718/1827 2572/718/1819
|
|
f 2574/720/1821 2582/720/1829 2581/719/1828 2573/719/1845
|
|
f 2575/721/1822 2583/721/1830 2582/720/1829 2574/720/1821
|
|
f 2576/722/1823 2584/722/1831 2583/721/1830 2575/721/1822
|
|
f 2577/723/1824 2585/723/1846 2584/722/1831 2576/722/1823
|
|
f 2570/716/1817 2578/716/1825 2585/723/1846 2577/723/1824
|
|
f 2579/717/1826 2545/717/1792 2538/716/1785 2578/716/1825
|
|
f 2580/718/1827 2544/718/1791 2545/717/1792 2579/717/1826
|
|
f 2581/719/1828 2543/719/1790 2544/718/1791 2580/718/1827
|
|
f 2582/720/1829 2542/720/1789 2543/719/1790 2581/719/1828
|
|
f 2583/721/1830 2541/721/1788 2542/720/1789 2582/720/1829
|
|
f 2584/722/1831 2540/722/1787 2541/721/1788 2583/721/1830
|
|
f 2585/723/1846 2539/723/1786 2540/722/1787 2584/722/1831
|
|
f 2578/716/1825 2538/716/1785 2539/723/1786 2585/723/1846
|
|
s 8
|
|
f 2589/691/1772 2588/692/1834 2587/693/1770 2586/690/1833
|
|
f 2591/694/1774 2590/695/1773 2588/692/1834 2589/691/1772
|
|
f 2593/697/1776 2592/698/1775 2590/699/1773 2591/696/1774
|
|
f 2595/700/1778 2594/701/1777 2592/698/1775 2593/697/1776
|
|
f 2597/702/1780 2596/703/1779 2594/701/1777 2595/700/1778
|
|
f 2599/704/1848 2598/705/1847 2596/703/1779 2597/702/1780
|
|
f 2601/706/1784 2600/707/1783 2598/705/1847 2599/704/1848
|
|
f 2586/690/1833 2587/693/1770 2600/707/1783 2601/706/1784
|
|
s 1
|
|
f 2599/709/1848 2597/710/1780 2595/711/1778 2593/712/1776 2591/713/1774 2589/714/1772 2586/715/1833 2601/708/1784
|
|
f 2609/717/1792 2608/718/1791 2607/719/1790 2606/720/1789 2605/721/1788 2604/722/1787 2603/723/1786 2602/716/1785
|
|
s off
|
|
f 2588/692/1834 2611/717/1794 2610/716/1839 2587/693/1770
|
|
f 2590/695/1773 2612/718/1795 2611/717/1794 2588/692/1834
|
|
f 2592/698/1775 2613/719/1796 2612/718/1795 2590/699/1773
|
|
f 2594/701/1777 2614/720/1797 2613/719/1796 2592/698/1775
|
|
f 2596/703/1779 2615/721/1849 2614/720/1797 2594/701/1777
|
|
f 2598/705/1847 2616/722/1850 2615/721/1849 2596/703/1779
|
|
f 2600/707/1783 2617/723/1851 2616/722/1850 2598/705/1847
|
|
f 2587/693/1770 2610/716/1839 2617/723/1851 2600/707/1783
|
|
f 2611/717/1794 2619/717/1802 2618/716/1801 2610/716/1839
|
|
f 2612/718/1795 2620/718/1803 2619/717/1802 2611/717/1794
|
|
f 2613/719/1796 2621/719/1804 2620/718/1803 2612/718/1795
|
|
f 2614/720/1797 2622/720/1805 2621/719/1804 2613/719/1796
|
|
f 2615/721/1849 2623/721/1806 2622/720/1805 2614/720/1797
|
|
f 2616/722/1850 2624/722/1807 2623/721/1806 2615/721/1849
|
|
f 2617/723/1851 2625/723/1808 2624/722/1807 2616/722/1850
|
|
f 2610/716/1839 2618/716/1801 2625/723/1808 2617/723/1851
|
|
f 2619/717/1802 2627/717/1810 2626/716/1809 2618/716/1801
|
|
f 2620/718/1803 2628/718/1811 2627/717/1810 2619/717/1802
|
|
f 2621/719/1804 2629/719/1842 2628/718/1811 2620/718/1803
|
|
f 2622/720/1805 2630/720/1843 2629/719/1842 2621/719/1804
|
|
f 2623/721/1806 2631/721/1814 2630/720/1843 2622/720/1805
|
|
f 2624/722/1807 2632/722/1844 2631/721/1814 2623/721/1806
|
|
f 2625/723/1808 2633/723/1852 2632/722/1844 2624/722/1807
|
|
f 2618/716/1801 2626/716/1809 2633/723/1852 2625/723/1808
|
|
f 2627/717/1810 2635/717/1818 2634/716/1817 2626/716/1809
|
|
f 2628/718/1811 2636/718/1819 2635/717/1818 2627/717/1810
|
|
f 2629/719/1842 2637/719/1820 2636/718/1819 2628/718/1811
|
|
f 2630/720/1843 2638/720/1821 2637/719/1820 2629/719/1842
|
|
f 2631/721/1814 2639/721/1822 2638/720/1821 2630/720/1843
|
|
f 2632/722/1844 2640/722/1823 2639/721/1822 2631/721/1814
|
|
f 2633/723/1852 2641/723/1824 2640/722/1823 2632/722/1844
|
|
f 2626/716/1809 2634/716/1817 2641/723/1824 2633/723/1852
|
|
f 2635/717/1818 2643/717/1826 2642/716/1825 2634/716/1817
|
|
f 2636/718/1819 2644/718/1827 2643/717/1826 2635/717/1818
|
|
f 2637/719/1820 2645/719/1828 2644/718/1827 2636/718/1819
|
|
f 2638/720/1821 2646/720/1829 2645/719/1828 2637/719/1820
|
|
f 2639/721/1822 2647/721/1830 2646/720/1829 2638/720/1821
|
|
f 2640/722/1823 2648/722/1853 2647/721/1830 2639/721/1822
|
|
f 2641/723/1824 2649/723/1832 2648/722/1853 2640/722/1823
|
|
f 2634/716/1817 2642/716/1825 2649/723/1832 2641/723/1824
|
|
f 2643/717/1826 2609/717/1792 2602/716/1785 2642/716/1825
|
|
f 2644/718/1827 2608/718/1791 2609/717/1792 2643/717/1826
|
|
f 2645/719/1828 2607/719/1790 2608/718/1791 2644/718/1827
|
|
f 2646/720/1829 2606/720/1789 2607/719/1790 2645/719/1828
|
|
f 2647/721/1830 2605/721/1788 2606/720/1789 2646/720/1829
|
|
f 2648/722/1853 2604/722/1787 2605/721/1788 2647/721/1830
|
|
f 2649/723/1832 2603/723/1786 2604/722/1787 2648/722/1853
|
|
f 2642/716/1825 2602/716/1785 2603/723/1786 2649/723/1832
|
|
s 8
|
|
f 2653/691/1854 2652/692/1771 2651/693/1770 2650/690/1833
|
|
f 2655/694/1856 2654/695/1855 2652/692/1771 2653/691/1854
|
|
f 2657/697/1857 2656/698/1775 2654/699/1855 2655/696/1856
|
|
f 2659/700/1859 2658/701/1858 2656/698/1775 2657/697/1857
|
|
f 2661/702/1780 2660/703/1860 2658/701/1858 2659/700/1859
|
|
f 2663/704/1861 2662/705/1847 2660/703/1860 2661/702/1780
|
|
f 2665/706/1838 2664/707/1783 2662/705/1847 2663/704/1861
|
|
f 2650/690/1833 2651/693/1770 2664/707/1783 2665/706/1838
|
|
s 1
|
|
f 2663/709/1861 2661/710/1780 2659/711/1859 2657/712/1857 2655/713/1856 2653/714/1854 2650/715/1833 2665/708/1838
|
|
f 2673/717/1792 2672/718/1791 2671/719/1790 2670/720/1789 2669/721/1788 2668/722/1787 2667/723/1786 2666/716/1785
|
|
s off
|
|
f 2652/692/1771 2675/717/1794 2674/716/1839 2651/693/1770
|
|
f 2654/695/1855 2676/718/1795 2675/717/1794 2652/692/1771
|
|
f 2656/698/1775 2677/719/1796 2676/718/1795 2654/699/1855
|
|
f 2658/701/1858 2678/720/1797 2677/719/1796 2656/698/1775
|
|
f 2660/703/1860 2679/721/1798 2678/720/1797 2658/701/1858
|
|
f 2662/705/1847 2680/722/1799 2679/721/1798 2660/703/1860
|
|
f 2664/707/1783 2681/723/1862 2680/722/1799 2662/705/1847
|
|
f 2651/693/1770 2674/716/1839 2681/723/1862 2664/707/1783
|
|
f 2675/717/1794 2683/717/1802 2682/716/1801 2674/716/1839
|
|
f 2676/718/1795 2684/718/1803 2683/717/1802 2675/717/1794
|
|
f 2677/719/1796 2685/719/1804 2684/718/1803 2676/718/1795
|
|
f 2678/720/1797 2686/720/1863 2685/719/1804 2677/719/1796
|
|
f 2679/721/1798 2687/721/1806 2686/720/1863 2678/720/1797
|
|
f 2680/722/1799 2688/722/1807 2687/721/1806 2679/721/1798
|
|
f 2681/723/1862 2689/723/1808 2688/722/1807 2680/722/1799
|
|
f 2674/716/1839 2682/716/1801 2689/723/1808 2681/723/1862
|
|
f 2683/717/1802 2691/717/1810 2690/716/1809 2682/716/1801
|
|
f 2684/718/1803 2692/718/1811 2691/717/1810 2683/717/1802
|
|
f 2685/719/1804 2693/719/1842 2692/718/1811 2684/718/1803
|
|
f 2686/720/1863 2694/720/1843 2693/719/1842 2685/719/1804
|
|
f 2687/721/1806 2695/721/1814 2694/720/1843 2686/720/1863
|
|
f 2688/722/1807 2696/722/1844 2695/721/1814 2687/721/1806
|
|
f 2689/723/1808 2697/723/1816 2696/722/1844 2688/722/1807
|
|
f 2682/716/1801 2690/716/1809 2697/723/1816 2689/723/1808
|
|
f 2691/717/1810 2699/717/1864 2698/716/1817 2690/716/1809
|
|
f 2692/718/1811 2700/718/1819 2699/717/1864 2691/717/1810
|
|
f 2693/719/1842 2701/719/1865 2700/718/1819 2692/718/1811
|
|
f 2694/720/1843 2702/720/1821 2701/719/1865 2693/719/1842
|
|
f 2695/721/1814 2703/721/1822 2702/720/1821 2694/720/1843
|
|
f 2696/722/1844 2704/722/1823 2703/721/1822 2695/721/1814
|
|
f 2697/723/1816 2705/723/1866 2704/722/1823 2696/722/1844
|
|
f 2690/716/1809 2698/716/1817 2705/723/1866 2697/723/1816
|
|
f 2699/717/1864 2707/717/1826 2706/716/1825 2698/716/1817
|
|
f 2700/718/1819 2708/718/1827 2707/717/1826 2699/717/1864
|
|
f 2701/719/1865 2709/719/1828 2708/718/1827 2700/718/1819
|
|
f 2702/720/1821 2710/720/1829 2709/719/1828 2701/719/1865
|
|
f 2703/721/1822 2711/721/1830 2710/720/1829 2702/720/1821
|
|
f 2704/722/1823 2712/722/1831 2711/721/1830 2703/721/1822
|
|
f 2705/723/1866 2713/723/1832 2712/722/1831 2704/722/1823
|
|
f 2698/716/1817 2706/716/1825 2713/723/1832 2705/723/1866
|
|
f 2707/717/1826 2673/717/1792 2666/716/1785 2706/716/1825
|
|
f 2708/718/1827 2672/718/1791 2673/717/1792 2707/717/1826
|
|
f 2709/719/1828 2671/719/1790 2672/718/1791 2708/718/1827
|
|
f 2710/720/1829 2670/720/1789 2671/719/1790 2709/719/1828
|
|
f 2711/721/1830 2669/721/1788 2670/720/1789 2710/720/1829
|
|
f 2712/722/1831 2668/722/1787 2669/721/1788 2711/721/1830
|
|
f 2713/723/1832 2667/723/1786 2668/722/1787 2712/722/1831
|
|
f 2706/716/1825 2666/716/1785 2667/723/1786 2713/723/1832
|
|
# 464 polygons
|
|
|
|
#
|
|
# object Cylinder025
|
|
#
|
|
|
|
v -356.9887 8.4828 -38.2833
|
|
v -356.0536 8.1011 -39.2950
|
|
v -354.3859 5.7194 -36.8552
|
|
v -355.3209 6.1010 -35.8435
|
|
v -354.7701 8.5706 -39.7141
|
|
v -353.1023 6.1888 -37.2743
|
|
v -353.8899 9.6162 -39.2950
|
|
v -352.2221 7.2344 -36.8552
|
|
v -353.9287 10.6254 -38.2833
|
|
v -352.2610 8.2436 -35.8435
|
|
v -354.8637 11.0070 -37.2716
|
|
v -353.1960 8.6252 -34.8318
|
|
v -356.1473 10.5375 -36.8525
|
|
v -354.4796 8.1557 -34.4127
|
|
v -357.0275 9.4920 -37.2716
|
|
v -355.3597 7.1102 -34.8318
|
|
v -353.6624 4.6843 -34.0715
|
|
v -353.0007 4.4142 -34.7874
|
|
v -352.0923 4.7464 -35.0840
|
|
v -351.4695 5.4864 -34.7874
|
|
v -351.4969 6.2005 -34.0715
|
|
v -352.1586 6.4706 -33.3555
|
|
v -353.0670 6.1384 -33.0590
|
|
v -353.6898 5.3984 -33.3555
|
|
v -354.0624 5.8631 -36.3448
|
|
v -354.7514 6.1444 -35.5992
|
|
v -353.1165 6.2091 -36.6536
|
|
v -352.4679 6.9796 -36.3448
|
|
v -352.4965 7.7233 -35.5992
|
|
v -353.1855 8.0045 -34.8537
|
|
v -354.1314 7.6586 -34.5448
|
|
v -354.7800 6.8881 -34.8537
|
|
v -353.7100 5.3599 -35.8293
|
|
v -354.3990 5.6411 -35.0837
|
|
v -352.7641 5.7059 -36.1381
|
|
v -352.1155 6.4764 -35.8293
|
|
v -352.1441 7.2200 -35.0837
|
|
v -352.8332 7.5013 -34.3382
|
|
v -353.7790 7.1553 -34.0293
|
|
v -354.4276 6.3848 -34.3382
|
|
v -353.5888 4.8839 -35.6705
|
|
v -354.4008 5.2153 -34.7919
|
|
v -352.4741 5.2916 -36.0345
|
|
v -351.7097 6.1997 -35.6705
|
|
v -351.7434 7.0761 -34.7919
|
|
v -352.5555 7.4075 -33.9133
|
|
v -353.6701 6.9998 -33.5493
|
|
v -354.4345 6.0918 -33.9133
|
|
v -352.3033 3.0480 -33.7899
|
|
v -353.1153 3.3794 -32.9113
|
|
v -351.1886 3.4557 -34.1539
|
|
v -350.4242 4.3637 -33.7899
|
|
v -350.4579 5.2402 -32.9113
|
|
v -351.2699 5.5716 -32.0326
|
|
v -352.3846 5.1639 -31.6687
|
|
v -353.1490 4.2558 -32.0326
|
|
v -352.0560 2.8799 -33.4168
|
|
v -352.7928 3.1807 -32.6195
|
|
v -351.0444 3.2499 -33.7470
|
|
v -350.3508 4.0739 -33.4168
|
|
v -350.3814 4.8692 -32.6195
|
|
v -351.1183 5.1699 -31.8222
|
|
v -352.1298 4.7999 -31.4919
|
|
v -352.8234 3.9760 -31.8222
|
|
v -356.9887 8.4828 -33.8279
|
|
v -356.0536 8.1011 -34.8396
|
|
v -354.3859 5.7194 -32.3998
|
|
v -355.3209 6.1010 -31.3881
|
|
v -354.7701 8.5706 -35.2587
|
|
v -353.1023 6.1888 -32.8189
|
|
v -353.8899 9.6162 -34.8396
|
|
v -352.2221 7.2344 -32.3998
|
|
v -353.9287 10.6254 -33.8279
|
|
v -352.2610 8.2436 -31.3881
|
|
v -354.8637 11.0070 -32.8162
|
|
v -353.1960 8.6252 -30.3764
|
|
v -356.1473 10.5375 -32.3971
|
|
v -354.4796 8.1558 -29.9573
|
|
v -357.0275 9.4920 -32.8162
|
|
v -355.3597 7.1102 -30.3764
|
|
v -353.6624 4.6843 -29.6161
|
|
v -353.0007 4.4142 -30.3321
|
|
v -352.0923 4.7464 -30.6286
|
|
v -351.4695 5.4864 -30.3321
|
|
v -351.4969 6.2005 -29.6161
|
|
v -352.1586 6.4706 -28.9001
|
|
v -353.0670 6.1384 -28.6036
|
|
v -353.6898 5.3984 -28.9001
|
|
v -354.0624 5.8631 -31.8894
|
|
v -354.7514 6.1444 -31.1439
|
|
v -353.1165 6.2091 -32.1982
|
|
v -352.4679 6.9796 -31.8894
|
|
v -352.4965 7.7233 -31.1439
|
|
v -353.1855 8.0045 -30.3983
|
|
v -354.1314 7.6586 -30.0895
|
|
v -354.7800 6.8881 -30.3983
|
|
v -353.7100 5.3599 -31.3739
|
|
v -354.3990 5.6411 -30.6283
|
|
v -352.7641 5.7059 -31.6827
|
|
v -352.1155 6.4764 -31.3739
|
|
v -352.1441 7.2200 -30.6283
|
|
v -352.8332 7.5013 -29.8828
|
|
v -353.7791 7.1553 -29.5740
|
|
v -354.4276 6.3848 -29.8828
|
|
v -353.5888 4.8839 -31.2152
|
|
v -354.4008 5.2153 -30.3365
|
|
v -352.4741 5.2916 -31.5791
|
|
v -351.7097 6.1997 -31.2152
|
|
v -351.7434 7.0761 -30.3365
|
|
v -352.5555 7.4075 -29.4579
|
|
v -353.6701 6.9998 -29.0940
|
|
v -354.4345 6.0918 -29.4579
|
|
v -352.3033 3.0480 -29.3346
|
|
v -353.1153 3.3794 -28.4559
|
|
v -351.1886 3.4557 -29.6985
|
|
v -350.4242 4.3637 -29.3346
|
|
v -350.4579 5.2402 -28.4559
|
|
v -351.2699 5.5716 -27.5773
|
|
v -352.3846 5.1639 -27.2133
|
|
v -353.1490 4.2559 -27.5773
|
|
v -352.0560 2.8799 -28.9614
|
|
v -352.7928 3.1807 -28.1641
|
|
v -351.0444 3.2499 -29.2917
|
|
v -350.3508 4.0739 -28.9614
|
|
v -350.3814 4.8692 -28.1641
|
|
v -351.1183 5.1699 -27.3668
|
|
v -352.1298 4.8000 -27.0366
|
|
v -352.8234 3.9760 -27.3668
|
|
v -356.9887 8.4828 -29.3726
|
|
v -356.0536 8.1011 -30.3843
|
|
v -354.3859 5.7194 -27.9445
|
|
v -355.3209 6.1010 -26.9328
|
|
v -354.7701 8.5706 -30.8033
|
|
v -353.1023 6.1888 -28.3636
|
|
v -353.8899 9.6162 -30.3843
|
|
v -352.2221 7.2344 -27.9445
|
|
v -353.9287 10.6254 -29.3726
|
|
v -352.2610 8.2436 -26.9328
|
|
v -354.8637 11.0070 -28.3608
|
|
v -353.1960 8.6252 -25.9210
|
|
v -356.1473 10.5375 -27.9418
|
|
v -354.4796 8.1558 -25.5020
|
|
v -357.0275 9.4920 -28.3608
|
|
v -355.3597 7.1102 -25.9210
|
|
v -353.6624 4.6843 -25.1607
|
|
v -353.0007 4.4142 -25.8767
|
|
v -352.0923 4.7464 -26.1733
|
|
v -351.4695 5.4864 -25.8767
|
|
v -351.4969 6.2005 -25.1607
|
|
v -352.1586 6.4706 -24.4448
|
|
v -353.0670 6.1384 -24.1482
|
|
v -353.6898 5.3984 -24.4448
|
|
v -354.0624 5.8631 -27.4340
|
|
v -354.7514 6.1444 -26.6885
|
|
v -353.1165 6.2091 -27.7429
|
|
v -352.4679 6.9796 -27.4340
|
|
v -352.4965 7.7233 -26.6885
|
|
v -353.1855 8.0045 -25.9429
|
|
v -354.1314 7.6586 -25.6341
|
|
v -354.7800 6.8881 -25.9429
|
|
v -353.7100 5.3599 -26.9185
|
|
v -354.3990 5.6411 -26.1730
|
|
v -352.7641 5.7059 -27.2274
|
|
v -352.1155 6.4764 -26.9185
|
|
v -352.1441 7.2200 -26.1730
|
|
v -352.8332 7.5013 -25.4274
|
|
v -353.7790 7.1553 -25.1186
|
|
v -354.4276 6.3848 -25.4274
|
|
v -353.5888 4.8839 -26.7598
|
|
v -354.4008 5.2153 -25.8812
|
|
v -352.4741 5.2916 -27.1238
|
|
v -351.7097 6.1997 -26.7598
|
|
v -351.7434 7.0761 -25.8812
|
|
v -352.5555 7.4075 -25.0025
|
|
v -353.6701 6.9998 -24.6386
|
|
v -354.4345 6.0918 -25.0025
|
|
v -352.3033 3.0480 -24.8792
|
|
v -353.1153 3.3794 -24.0006
|
|
v -351.1886 3.4557 -25.2431
|
|
v -350.4242 4.3637 -24.8792
|
|
v -350.4579 5.2402 -24.0006
|
|
v -351.2699 5.5716 -23.1219
|
|
v -352.3846 5.1639 -22.7580
|
|
v -353.1490 4.2559 -23.1219
|
|
v -352.0560 2.8799 -24.5060
|
|
v -352.7928 3.1807 -23.7087
|
|
v -351.0444 3.2499 -24.8363
|
|
v -350.3508 4.0739 -24.5060
|
|
v -350.3814 4.8692 -23.7087
|
|
v -351.1183 5.1699 -22.9114
|
|
v -352.1298 4.8000 -22.5812
|
|
v -352.8234 3.9760 -22.9114
|
|
v -356.9887 8.4828 -24.9172
|
|
v -356.0536 8.1012 -25.9289
|
|
v -354.3859 5.7194 -23.4891
|
|
v -355.3209 6.1010 -22.4774
|
|
v -354.7701 8.5706 -26.3480
|
|
v -353.1023 6.1888 -23.9082
|
|
v -353.8899 9.6162 -25.9289
|
|
v -352.2221 7.2344 -23.4891
|
|
v -353.9287 10.6254 -24.9172
|
|
v -352.2610 8.2436 -22.4774
|
|
v -354.8637 11.0070 -23.9055
|
|
v -353.1960 8.6252 -21.4657
|
|
v -356.1473 10.5375 -23.4864
|
|
v -354.4796 8.1558 -21.0466
|
|
v -357.0275 9.4920 -23.9055
|
|
v -355.3597 7.1102 -21.4657
|
|
v -353.6624 4.6843 -20.7054
|
|
v -353.0007 4.4142 -21.4213
|
|
v -352.0923 4.7465 -21.7179
|
|
v -351.4695 5.4864 -21.4213
|
|
v -351.4969 6.2005 -20.7054
|
|
v -352.1586 6.4706 -19.9894
|
|
v -353.0670 6.1384 -19.6929
|
|
v -353.6898 5.3985 -19.9894
|
|
v -354.0624 5.8631 -22.9787
|
|
v -354.7514 6.1444 -22.2331
|
|
v -353.1165 6.2091 -23.2875
|
|
v -352.4679 6.9796 -22.9787
|
|
v -352.4965 7.7233 -22.2331
|
|
v -353.1855 8.0045 -21.4876
|
|
v -354.1314 7.6586 -21.1788
|
|
v -354.7800 6.8881 -21.4876
|
|
v -353.7100 5.3599 -22.4632
|
|
v -354.3990 5.6411 -21.7176
|
|
v -352.7641 5.7059 -22.7720
|
|
v -352.1155 6.4764 -22.4632
|
|
v -352.1441 7.2201 -21.7176
|
|
v -352.8332 7.5013 -20.9721
|
|
v -353.7791 7.1553 -20.6633
|
|
v -354.4276 6.3848 -20.9721
|
|
v -353.5888 4.8839 -22.3045
|
|
v -354.4008 5.2153 -21.4258
|
|
v -352.4741 5.2916 -22.6684
|
|
v -351.7097 6.1997 -22.3045
|
|
v -351.7434 7.0761 -21.4258
|
|
v -352.5555 7.4075 -20.5472
|
|
v -353.6702 6.9998 -20.1832
|
|
v -354.4345 6.0918 -20.5472
|
|
v -352.3033 3.0480 -20.4238
|
|
v -353.1153 3.3794 -19.5452
|
|
v -351.1886 3.4557 -20.7878
|
|
v -350.4242 4.3638 -20.4238
|
|
v -350.4579 5.2402 -19.5452
|
|
v -351.2699 5.5716 -18.6666
|
|
v -352.3846 5.1639 -18.3026
|
|
v -353.1490 4.2559 -18.6666
|
|
v -352.0560 2.8799 -20.0507
|
|
v -352.7928 3.1807 -19.2534
|
|
v -351.0445 3.2499 -20.3809
|
|
v -350.3508 4.0739 -20.0507
|
|
v -350.3814 4.8692 -19.2534
|
|
v -351.1183 5.1699 -18.4561
|
|
v -352.1298 4.8000 -18.1258
|
|
v -352.8234 3.9760 -18.4561
|
|
v -356.9886 22.1708 -38.2833
|
|
v -355.3209 24.5525 -35.8435
|
|
v -354.3859 24.9342 -36.8552
|
|
v -356.0536 22.5524 -39.2950
|
|
v -353.1023 24.4647 -37.2743
|
|
v -354.7701 22.0829 -39.7141
|
|
v -352.2221 23.4191 -36.8552
|
|
v -353.8899 21.0373 -39.2950
|
|
v -352.2610 22.4099 -35.8435
|
|
v -353.9287 20.0281 -38.2833
|
|
v -353.1960 22.0283 -34.8318
|
|
v -354.8637 19.6465 -37.2716
|
|
v -354.4796 22.4978 -34.4127
|
|
v -356.1473 20.1160 -36.8525
|
|
v -355.3597 23.5434 -34.8318
|
|
v -357.0275 21.1616 -37.2716
|
|
v -353.6624 25.9692 -34.0715
|
|
v -353.6898 25.2551 -33.3555
|
|
v -353.0670 24.5152 -33.0590
|
|
v -352.1586 24.1829 -33.3555
|
|
v -351.4969 24.4530 -34.0715
|
|
v -351.4695 25.1672 -34.7874
|
|
v -352.0923 25.9071 -35.0840
|
|
v -353.0007 26.2393 -34.7874
|
|
v -354.7514 24.5092 -35.5992
|
|
v -354.0624 24.7904 -36.3448
|
|
v -353.1165 24.4444 -36.6536
|
|
v -352.4679 23.6739 -36.3448
|
|
v -352.4965 22.9302 -35.5992
|
|
v -353.1855 22.6490 -34.8537
|
|
v -354.1314 22.9950 -34.5448
|
|
v -354.7800 23.7655 -34.8537
|
|
v -354.3990 25.0124 -35.0837
|
|
v -353.7100 25.2936 -35.8293
|
|
v -352.7641 24.9477 -36.1381
|
|
v -352.1155 24.1772 -35.8293
|
|
v -352.1441 23.4335 -35.0837
|
|
v -352.8332 23.1523 -34.3382
|
|
v -353.7790 23.4982 -34.0293
|
|
v -354.4276 24.2687 -34.3382
|
|
v -354.4008 25.4382 -34.7919
|
|
v -353.5888 25.7696 -35.6705
|
|
v -352.4741 25.3619 -36.0345
|
|
v -351.7097 24.4539 -35.6705
|
|
v -351.7434 23.5774 -34.7919
|
|
v -352.5554 23.2460 -33.9133
|
|
v -353.6701 23.6537 -33.5493
|
|
v -354.4345 24.5618 -33.9133
|
|
v -353.1153 27.2741 -32.9113
|
|
v -352.3033 27.6055 -33.7899
|
|
v -351.1885 27.1978 -34.1539
|
|
v -350.4242 26.2898 -33.7899
|
|
v -350.4579 25.4133 -32.9113
|
|
v -351.2699 25.0819 -32.0327
|
|
v -352.3846 25.4896 -31.6687
|
|
v -353.1490 26.3977 -32.0327
|
|
v -352.7928 27.4729 -32.6195
|
|
v -352.0560 27.7736 -33.4168
|
|
v -351.0444 27.4036 -33.7470
|
|
v -350.3508 26.5796 -33.4168
|
|
v -350.3814 25.7843 -32.6195
|
|
v -351.1183 25.4836 -31.8222
|
|
v -352.1298 25.8536 -31.4919
|
|
v -352.8234 26.6776 -31.8222
|
|
v -356.9886 22.1708 -33.8279
|
|
v -355.3209 24.5525 -31.3881
|
|
v -354.3859 24.9342 -32.3998
|
|
v -356.0536 22.5524 -34.8396
|
|
v -353.1023 24.4647 -32.8189
|
|
v -354.7701 22.0829 -35.2587
|
|
v -352.2221 23.4191 -32.3998
|
|
v -353.8899 21.0373 -34.8396
|
|
v -352.2610 22.4099 -31.3881
|
|
v -353.9287 20.0281 -33.8279
|
|
v -353.1960 22.0283 -30.3764
|
|
v -354.8637 19.6465 -32.8162
|
|
v -354.4796 22.4978 -29.9573
|
|
v -356.1473 20.1160 -32.3971
|
|
v -355.3597 23.5434 -30.3764
|
|
v -357.0275 21.1616 -32.8162
|
|
v -353.6624 25.9693 -29.6161
|
|
v -353.6898 25.2551 -28.9002
|
|
v -353.0670 24.5152 -28.6036
|
|
v -352.1586 24.1829 -28.9002
|
|
v -351.4969 24.4530 -29.6161
|
|
v -351.4695 25.1672 -30.3321
|
|
v -352.0923 25.9071 -30.6286
|
|
v -353.0007 26.2393 -30.3321
|
|
v -354.7514 24.5092 -31.1439
|
|
v -354.0624 24.7904 -31.8894
|
|
v -353.1165 24.4444 -32.1982
|
|
v -352.4679 23.6739 -31.8894
|
|
v -352.4965 22.9302 -31.1439
|
|
v -353.1855 22.6490 -30.3983
|
|
v -354.1314 22.9950 -30.0895
|
|
v -354.7800 23.7655 -30.3983
|
|
v -354.3990 25.0124 -30.6284
|
|
v -353.7100 25.2936 -31.3739
|
|
v -352.7641 24.9477 -31.6827
|
|
v -352.1155 24.1772 -31.3739
|
|
v -352.1441 23.4335 -30.6283
|
|
v -352.8332 23.1523 -29.8828
|
|
v -353.7790 23.4982 -29.5740
|
|
v -354.4276 24.2687 -29.8828
|
|
v -354.4008 25.4382 -30.3365
|
|
v -353.5888 25.7696 -31.2152
|
|
v -352.4741 25.3619 -31.5791
|
|
v -351.7097 24.4539 -31.2152
|
|
v -351.7434 23.5774 -30.3365
|
|
v -352.5554 23.2460 -29.4579
|
|
v -353.6701 23.6537 -29.0940
|
|
v -354.4345 24.5618 -29.4579
|
|
v -353.1153 27.2741 -28.4559
|
|
v -352.3033 27.6055 -29.3346
|
|
v -351.1885 27.1978 -29.6985
|
|
v -350.4242 26.2898 -29.3346
|
|
v -350.4579 25.4133 -28.4559
|
|
v -351.2699 25.0819 -27.5773
|
|
v -352.3846 25.4896 -27.2133
|
|
v -353.1490 26.3977 -27.5773
|
|
v -352.7928 27.4729 -28.1641
|
|
v -352.0560 27.7736 -28.9614
|
|
v -351.0444 27.4036 -29.2917
|
|
v -350.3508 26.5796 -28.9614
|
|
v -350.3814 25.7843 -28.1641
|
|
v -351.1183 25.4836 -27.3668
|
|
v -352.1298 25.8536 -27.0366
|
|
v -352.8234 26.6776 -27.3668
|
|
v -356.9886 22.1708 -29.3726
|
|
v -355.3209 24.5526 -26.9328
|
|
v -354.3859 24.9342 -27.9445
|
|
v -356.0536 22.5524 -30.3843
|
|
v -353.1023 24.4647 -28.3636
|
|
v -354.7701 22.0829 -30.8033
|
|
v -352.2221 23.4191 -27.9445
|
|
v -353.8899 21.0373 -30.3843
|
|
v -352.2610 22.4099 -26.9328
|
|
v -353.9287 20.0281 -29.3726
|
|
v -353.1960 22.0283 -25.9210
|
|
v -354.8637 19.6465 -28.3608
|
|
v -354.4796 22.4978 -25.5020
|
|
v -356.1473 20.1160 -27.9418
|
|
v -355.3597 23.5434 -25.9210
|
|
v -357.0275 21.1616 -28.3608
|
|
v -353.6624 25.9693 -25.1608
|
|
v -353.6898 25.2551 -24.4448
|
|
v -353.0670 24.5152 -24.1482
|
|
v -352.1586 24.1829 -24.4448
|
|
v -351.4969 24.4530 -25.1608
|
|
v -351.4695 25.1672 -25.8767
|
|
v -352.0923 25.9071 -26.1733
|
|
v -353.0007 26.2393 -25.8767
|
|
v -354.7514 24.5092 -26.6885
|
|
v -354.0624 24.7904 -27.4340
|
|
v -353.1165 24.4444 -27.7429
|
|
v -352.4679 23.6739 -27.4340
|
|
v -352.4965 22.9302 -26.6885
|
|
v -353.1855 22.6490 -25.9429
|
|
v -354.1314 22.9950 -25.6341
|
|
v -354.7800 23.7655 -25.9429
|
|
v -354.3990 25.0124 -26.1730
|
|
v -353.7100 25.2936 -26.9185
|
|
v -352.7641 24.9477 -27.2274
|
|
v -352.1155 24.1772 -26.9185
|
|
v -352.1441 23.4335 -26.1730
|
|
v -352.8332 23.1523 -25.4274
|
|
v -353.7790 23.4982 -25.1186
|
|
v -354.4276 24.2687 -25.4274
|
|
v -354.4008 25.4382 -25.8812
|
|
v -353.5888 25.7696 -26.7598
|
|
v -352.4741 25.3619 -27.1238
|
|
v -351.7097 24.4539 -26.7598
|
|
v -351.7434 23.5774 -25.8812
|
|
v -352.5554 23.2460 -25.0025
|
|
v -353.6701 23.6537 -24.6386
|
|
v -354.4345 24.5618 -25.0025
|
|
v -353.1153 27.2741 -24.0006
|
|
v -352.3033 27.6055 -24.8792
|
|
v -351.1885 27.1978 -25.2432
|
|
v -350.4242 26.2898 -24.8792
|
|
v -350.4579 25.4133 -24.0006
|
|
v -351.2699 25.0819 -23.1219
|
|
v -352.3846 25.4896 -22.7580
|
|
v -353.1490 26.3977 -23.1219
|
|
v -352.7928 27.4729 -23.7088
|
|
v -352.0560 27.7736 -24.5061
|
|
v -351.0444 27.4036 -24.8363
|
|
v -350.3508 26.5797 -24.5061
|
|
v -350.3814 25.7844 -23.7088
|
|
v -351.1183 25.4836 -22.9115
|
|
v -352.1298 25.8536 -22.5812
|
|
v -352.8234 26.6776 -22.9115
|
|
v -356.9887 22.1708 -24.9172
|
|
v -355.3209 24.5525 -22.4774
|
|
v -354.3859 24.9342 -23.4891
|
|
v -356.0536 22.5524 -25.9289
|
|
v -353.1023 24.4647 -23.9082
|
|
v -354.7701 22.0829 -26.3480
|
|
v -352.2221 23.4191 -23.4891
|
|
v -353.8899 21.0373 -25.9289
|
|
v -352.2610 22.4099 -22.4774
|
|
v -353.9287 20.0281 -24.9172
|
|
v -353.1960 22.0283 -21.4657
|
|
v -354.8637 19.6465 -23.9055
|
|
v -354.4796 22.4978 -21.0466
|
|
v -356.1473 20.1160 -23.4864
|
|
v -355.3597 23.5434 -21.4657
|
|
v -357.0275 21.1616 -23.9055
|
|
v -353.6624 25.9693 -20.7054
|
|
v -353.6898 25.2551 -19.9894
|
|
v -353.0670 24.5152 -19.6929
|
|
v -352.1586 24.1829 -19.9894
|
|
v -351.4969 24.4530 -20.7054
|
|
v -351.4695 25.1672 -21.4214
|
|
v -352.0923 25.9071 -21.7179
|
|
v -353.0007 26.2393 -21.4214
|
|
v -354.7514 24.5092 -22.2331
|
|
v -354.0624 24.7904 -22.9787
|
|
v -353.1165 24.4444 -23.2875
|
|
v -352.4679 23.6739 -22.9787
|
|
v -352.4965 22.9302 -22.2331
|
|
v -353.1855 22.6490 -21.4876
|
|
v -354.1314 22.9950 -21.1788
|
|
v -354.7800 23.7655 -21.4876
|
|
v -354.3990 25.0124 -21.7176
|
|
v -353.7100 25.2936 -22.4632
|
|
v -352.7641 24.9477 -22.7720
|
|
v -352.1155 24.1772 -22.4632
|
|
v -352.1441 23.4335 -21.7176
|
|
v -352.8332 23.1523 -20.9721
|
|
v -353.7790 23.4982 -20.6633
|
|
v -354.4276 24.2687 -20.9721
|
|
v -354.4008 25.4382 -21.4258
|
|
v -353.5888 25.7696 -22.3045
|
|
v -352.4741 25.3619 -22.6684
|
|
v -351.7097 24.4539 -22.3045
|
|
v -351.7434 23.5774 -21.4258
|
|
v -352.5555 23.2460 -20.5472
|
|
v -353.6701 23.6537 -20.1832
|
|
v -354.4345 24.5618 -20.5472
|
|
v -353.1153 27.2741 -19.5452
|
|
v -352.3033 27.6055 -20.4238
|
|
v -351.1886 27.1978 -20.7878
|
|
v -350.4242 26.2898 -20.4238
|
|
v -350.4579 25.4133 -19.5452
|
|
v -351.2699 25.0819 -18.6666
|
|
v -352.3846 25.4896 -18.3026
|
|
v -353.1490 26.3977 -18.6666
|
|
v -352.7928 27.4729 -19.2534
|
|
v -352.0560 27.7736 -20.0507
|
|
v -351.0444 27.4036 -20.3809
|
|
v -350.3508 26.5797 -20.0507
|
|
v -350.3814 25.7843 -19.2534
|
|
v -351.1183 25.4836 -18.4561
|
|
v -352.1298 25.8536 -18.1258
|
|
v -352.8234 26.6776 -18.4561
|
|
# 512 vertices
|
|
|
|
vn -0.9129 -0.0498 -0.4051
|
|
vn -0.5242 -0.2085 -0.8257
|
|
vn -0.1145 -0.9648 -0.2368
|
|
vn -0.5727 -0.7778 0.2590
|
|
vn 0.0093 -0.0133 -0.9999
|
|
vn 0.5145 -0.7347 -0.4421
|
|
vn 0.3751 0.4213 -0.8257
|
|
vn 0.9458 -0.2224 -0.2368
|
|
vn 0.3590 0.8408 -0.4051
|
|
vn 0.9267 0.2721 0.2590
|
|
vn -0.0296 0.9994 0.0154
|
|
vn 0.4686 0.4591 0.7548
|
|
vn -0.5632 0.8043 0.1896
|
|
vn -0.1604 0.2291 0.9601
|
|
vn -0.9290 0.3697 0.0154
|
|
vn -0.5917 -0.2833 0.7548
|
|
vn 0.9068 0.0224 0.4210
|
|
vn 0.5285 0.1768 0.8303
|
|
vn 0.0092 -0.0132 0.9999
|
|
vn -0.3469 -0.4362 0.8303
|
|
vn -0.3312 -0.8444 0.4210
|
|
vn 0.0471 -0.9988 0.0117
|
|
vn 0.5664 -0.8089 -0.1578
|
|
vn 0.9225 -0.3859 0.0117
|
|
vn -0.0626 -0.9855 -0.1576
|
|
vn -0.4991 -0.8074 0.3147
|
|
vn 0.5366 -0.7663 -0.3532
|
|
vn 0.9475 -0.2783 -0.1576
|
|
vn 0.9294 0.1929 0.3147
|
|
vn 0.4929 0.3711 0.7870
|
|
vn -0.1064 0.1519 0.9827
|
|
vn -0.5173 -0.3362 0.7870
|
|
vn -0.4222 -0.5871 -0.6907
|
|
vn -0.9054 -0.3899 -0.1678
|
|
vn 0.2412 -0.3445 -0.9073
|
|
vn 0.6961 0.1959 -0.6907
|
|
vn 0.6760 0.7175 -0.1678
|
|
vn 0.1928 0.9147 0.3551
|
|
vn -0.4706 0.6721 0.5717
|
|
vn -0.9255 0.1317 0.3551
|
|
vn -0.4119 -0.6108 -0.6762
|
|
vn -0.8988 -0.4121 -0.1494
|
|
vn 0.2565 -0.3663 -0.8944
|
|
vn 0.7149 0.1781 -0.6762
|
|
vn 0.6947 0.7037 -0.1493
|
|
vn 0.2077 0.9024 0.3775
|
|
vn -0.4607 0.6579 0.5957
|
|
vn -0.9190 0.1135 0.3775
|
|
vn -0.2474 -0.8649 -0.4368
|
|
vn -0.7421 -0.6630 0.0985
|
|
vn 0.4317 -0.6165 -0.6585
|
|
vn 0.8974 -0.0633 -0.4368
|
|
vn 0.8768 0.4706 0.0985
|
|
vn 0.3821 0.6725 0.6338
|
|
vn -0.2970 0.4241 0.8555
|
|
vn -0.7626 -0.1290 0.6338
|
|
vn 0.3992 -0.7140 0.5752
|
|
vn 0.3408 -0.6902 0.6384
|
|
vn 0.4794 -0.6847 0.5490
|
|
vn 0.5344 -0.6193 0.5752
|
|
vn 0.5320 -0.5563 0.6384
|
|
vn 0.4736 -0.5324 0.7016
|
|
vn 0.3933 -0.5618 0.7278
|
|
vn 0.3383 -0.6271 0.7016
|
|
vn 0.3752 0.4213 -0.8257
|
|
vn 0.9458 -0.2224 -0.2367
|
|
vn 0.9268 0.2721 0.2590
|
|
vn -0.9291 0.3696 0.0154
|
|
vn 0.5366 -0.7663 -0.3533
|
|
vn 0.9475 -0.2782 -0.1576
|
|
vn -0.8988 -0.4121 -0.1493
|
|
vn -0.9190 0.1134 0.3775
|
|
vn -0.7627 -0.1290 0.6338
|
|
vn -0.9129 -0.0498 -0.4052
|
|
vn 0.2565 -0.3664 -0.8944
|
|
vn -0.9129 0.0499 -0.4051
|
|
vn -0.5727 0.7778 0.2590
|
|
vn -0.1145 0.9648 -0.2367
|
|
vn -0.5242 0.2085 -0.8257
|
|
vn 0.5145 0.7347 -0.4421
|
|
vn 0.0093 0.0133 -0.9999
|
|
vn 0.9458 0.2224 -0.2368
|
|
vn 0.3752 -0.4213 -0.8257
|
|
vn 0.9268 -0.2721 0.2590
|
|
vn 0.3590 -0.8408 -0.4051
|
|
vn 0.4686 -0.4591 0.7548
|
|
vn -0.0296 -0.9994 0.0154
|
|
vn -0.1604 -0.2290 0.9601
|
|
vn -0.5632 -0.8043 0.1895
|
|
vn -0.5917 0.2833 0.7548
|
|
vn -0.9290 -0.3697 0.0155
|
|
vn 0.9068 -0.0224 0.4210
|
|
vn 0.9225 0.3859 0.0117
|
|
vn 0.5664 0.8089 -0.1578
|
|
vn 0.0471 0.9988 0.0117
|
|
vn -0.3312 0.8444 0.4210
|
|
vn -0.3469 0.4362 0.8303
|
|
vn 0.0092 0.0132 0.9999
|
|
vn 0.5285 -0.1768 0.8303
|
|
vn -0.4992 0.8073 0.3147
|
|
vn -0.0626 0.9855 -0.1576
|
|
vn 0.5366 0.7663 -0.3532
|
|
vn 0.9475 0.2782 -0.1576
|
|
vn 0.9294 -0.1929 0.3147
|
|
vn 0.4929 -0.3711 0.7870
|
|
vn -0.1064 -0.1519 0.9827
|
|
vn -0.5172 0.3362 0.7870
|
|
vn -0.9054 0.3899 -0.1678
|
|
vn -0.4222 0.5871 -0.6907
|
|
vn 0.2412 0.3445 -0.9073
|
|
vn 0.6961 -0.1959 -0.6907
|
|
vn 0.6760 -0.7175 -0.1678
|
|
vn 0.1928 -0.9147 0.3551
|
|
vn -0.4706 -0.6721 0.5717
|
|
vn -0.9255 -0.1317 0.3551
|
|
vn -0.8988 0.4121 -0.1493
|
|
vn -0.4119 0.6108 -0.6762
|
|
vn 0.2565 0.3663 -0.8944
|
|
vn 0.7149 -0.1782 -0.6762
|
|
vn 0.6946 -0.7037 -0.1493
|
|
vn 0.2077 -0.9024 0.3775
|
|
vn -0.4607 -0.6579 0.5958
|
|
vn -0.9190 -0.1134 0.3775
|
|
vn -0.7421 0.6630 0.0985
|
|
vn -0.2474 0.8649 -0.4368
|
|
vn 0.4317 0.6165 -0.6585
|
|
vn 0.8974 0.0633 -0.4367
|
|
vn 0.8768 -0.4706 0.0985
|
|
vn 0.3821 -0.6725 0.6338
|
|
vn -0.2970 -0.4241 0.8555
|
|
vn -0.7627 0.1290 0.6338
|
|
vn 0.3408 0.6902 0.6384
|
|
vn 0.3992 0.7140 0.5752
|
|
vn 0.4794 0.6847 0.5490
|
|
vn 0.5344 0.6193 0.5752
|
|
vn 0.5320 0.5563 0.6384
|
|
vn 0.4736 0.5324 0.7016
|
|
vn 0.3934 0.5618 0.7278
|
|
vn 0.3383 0.6271 0.7016
|
|
vn -0.9129 0.0498 -0.4051
|
|
vn -0.1145 0.9648 -0.2368
|
|
vn 0.9458 0.2224 -0.2367
|
|
vn 0.3752 -0.4213 -0.8256
|
|
vn -0.5917 0.2833 0.7547
|
|
vn -0.9290 -0.3697 0.0154
|
|
vn -0.4991 0.8074 0.3147
|
|
vn -0.1063 -0.1519 0.9827
|
|
vn 0.1927 -0.9147 0.3551
|
|
vn 0.7149 -0.1781 -0.6762
|
|
vn 0.6947 -0.7037 -0.1493
|
|
vn -0.4607 -0.6579 0.5957
|
|
vn 0.8974 0.0633 -0.4368
|
|
vn 0.3384 0.6271 0.7016
|
|
vn -0.1604 -0.2291 0.9601
|
|
vn -0.5631 -0.8043 0.1897
|
|
vn 0.4929 -0.3710 0.7870
|
|
vn -0.1064 -0.1519 0.9826
|
|
vn -0.5172 0.3363 0.7870
|
|
vn -0.9190 -0.1135 0.3775
|
|
vn 0.3933 0.5618 0.7278
|
|
vn -0.5242 0.2086 -0.8257
|
|
vn 0.5145 0.7348 -0.4421
|
|
vn 0.0094 0.0133 -0.9999
|
|
vn 0.3751 -0.4214 -0.8257
|
|
vn 0.9267 -0.2722 0.2590
|
|
vn 0.3590 -0.8408 -0.4052
|
|
vn 0.4685 -0.4591 0.7548
|
|
vn -0.5632 -0.8043 0.1896
|
|
vn -0.5173 0.3362 0.7870
|
|
vn 0.6761 -0.7175 -0.1678
|
|
vn -0.2474 0.8649 -0.4367
|
|
vn 0.8973 0.0633 -0.4368
|
|
vn -0.7626 0.1290 0.6338
|
|
# 173 vertex normals
|
|
|
|
vt 0.7500 0.0000 1.0000
|
|
vt 0.8750 0.0000 1.0000
|
|
vt 0.8750 1.0000 1.0000
|
|
vt 0.7500 1.0000 1.0000
|
|
vt 1.0000 0.0000 1.0000
|
|
vt 1.0000 1.0000 1.0000
|
|
vt 0.0000 0.0000 1.0000
|
|
vt 0.1250 0.0000 1.0000
|
|
vt 0.1250 1.0000 1.0000
|
|
vt 0.0000 1.0000 1.0000
|
|
vt 0.2500 0.0000 1.0000
|
|
vt 0.2500 1.0000 1.0000
|
|
vt 0.3750 0.0000 1.0000
|
|
vt 0.3750 1.0000 1.0000
|
|
vt 0.5000 0.0000 1.0000
|
|
vt 0.5000 1.0000 1.0000
|
|
vt 0.6250 0.0000 1.0000
|
|
vt 0.6250 1.0000 1.0000
|
|
vt 0.8536 0.8536 -0.2500
|
|
vt 1.0000 0.5000 -0.2500
|
|
vt 0.8536 0.1464 -0.2500
|
|
vt 0.5000 0.0000 -0.2500
|
|
vt 0.1464 0.1464 -0.2500
|
|
vt 0.0000 0.5000 -0.2500
|
|
vt 0.1464 0.8536 -0.2500
|
|
vt 0.5000 1.0000 -0.2500
|
|
vt 0.5000 1.0000 0.2500
|
|
vt 0.1464 0.8536 0.2500
|
|
vt 0.0000 0.5000 0.2500
|
|
vt 0.1464 0.1464 0.2500
|
|
vt 0.5000 0.0000 0.2500
|
|
vt 0.8536 0.1464 0.2500
|
|
vt 1.0000 0.5000 0.2500
|
|
vt 0.8536 0.8536 0.2500
|
|
# 34 texture coords
|
|
|
|
o Cylinder025
|
|
g Cylinder025
|
|
usemtl wire_027027027
|
|
s 8
|
|
f 2714/724/1867 2715/725/1868 2716/726/1869 2717/727/1870
|
|
f 2715/725/1868 2718/728/1871 2719/729/1872 2716/726/1869
|
|
f 2718/730/1871 2720/731/1873 2721/732/1874 2719/733/1872
|
|
f 2720/731/1873 2722/734/1875 2723/735/1876 2721/732/1874
|
|
f 2722/734/1875 2724/736/1877 2725/737/1878 2723/735/1876
|
|
f 2724/736/1877 2726/738/1879 2727/739/1880 2725/737/1878
|
|
f 2726/738/1879 2728/740/1881 2729/741/1882 2727/739/1880
|
|
f 2728/740/1881 2714/724/1867 2717/727/1870 2729/741/1882
|
|
s 1
|
|
f 2728/742/1881 2726/743/1879 2724/744/1877 2722/745/1875 2720/746/1873 2718/747/1871 2715/748/1868 2714/749/1867
|
|
f 2730/750/1883 2731/751/1884 2732/752/1885 2733/753/1886 2734/754/1887 2735/755/1888 2736/756/1889 2737/757/1890
|
|
s off
|
|
f 2717/727/1870 2716/726/1869 2738/751/1891 2739/750/1892
|
|
f 2716/726/1869 2719/729/1872 2740/752/1893 2738/751/1891
|
|
f 2719/733/1872 2721/732/1874 2741/753/1894 2740/752/1893
|
|
f 2721/732/1874 2723/735/1876 2742/754/1895 2741/753/1894
|
|
f 2723/735/1876 2725/737/1878 2743/755/1896 2742/754/1895
|
|
f 2725/737/1878 2727/739/1880 2744/756/1897 2743/755/1896
|
|
f 2727/739/1880 2729/741/1882 2745/757/1898 2744/756/1897
|
|
f 2729/741/1882 2717/727/1870 2739/750/1892 2745/757/1898
|
|
f 2739/750/1892 2738/751/1891 2746/751/1899 2747/750/1900
|
|
f 2738/751/1891 2740/752/1893 2748/752/1901 2746/751/1899
|
|
f 2740/752/1893 2741/753/1894 2749/753/1902 2748/752/1901
|
|
f 2741/753/1894 2742/754/1895 2750/754/1903 2749/753/1902
|
|
f 2742/754/1895 2743/755/1896 2751/755/1904 2750/754/1903
|
|
f 2743/755/1896 2744/756/1897 2752/756/1905 2751/755/1904
|
|
f 2744/756/1897 2745/757/1898 2753/757/1906 2752/756/1905
|
|
f 2745/757/1898 2739/750/1892 2747/750/1900 2753/757/1906
|
|
f 2747/750/1900 2746/751/1899 2754/751/1907 2755/750/1908
|
|
f 2746/751/1899 2748/752/1901 2756/752/1909 2754/751/1907
|
|
f 2748/752/1901 2749/753/1902 2757/753/1910 2756/752/1909
|
|
f 2749/753/1902 2750/754/1903 2758/754/1911 2757/753/1910
|
|
f 2750/754/1903 2751/755/1904 2759/755/1912 2758/754/1911
|
|
f 2751/755/1904 2752/756/1905 2760/756/1913 2759/755/1912
|
|
f 2752/756/1905 2753/757/1906 2761/757/1914 2760/756/1913
|
|
f 2753/757/1906 2747/750/1900 2755/750/1908 2761/757/1914
|
|
f 2755/750/1908 2754/751/1907 2762/751/1915 2763/750/1916
|
|
f 2754/751/1907 2756/752/1909 2764/752/1917 2762/751/1915
|
|
f 2756/752/1909 2757/753/1910 2765/753/1918 2764/752/1917
|
|
f 2757/753/1910 2758/754/1911 2766/754/1919 2765/753/1918
|
|
f 2758/754/1911 2759/755/1912 2767/755/1920 2766/754/1919
|
|
f 2759/755/1912 2760/756/1913 2768/756/1921 2767/755/1920
|
|
f 2760/756/1913 2761/757/1914 2769/757/1922 2768/756/1921
|
|
f 2761/757/1914 2755/750/1908 2763/750/1916 2769/757/1922
|
|
f 2763/750/1916 2762/751/1915 2770/751/1923 2771/750/1924
|
|
f 2762/751/1915 2764/752/1917 2772/752/1925 2770/751/1923
|
|
f 2764/752/1917 2765/753/1918 2773/753/1926 2772/752/1925
|
|
f 2765/753/1918 2766/754/1919 2774/754/1927 2773/753/1926
|
|
f 2766/754/1919 2767/755/1920 2775/755/1928 2774/754/1927
|
|
f 2767/755/1920 2768/756/1921 2776/756/1929 2775/755/1928
|
|
f 2768/756/1921 2769/757/1922 2777/757/1930 2776/756/1929
|
|
f 2769/757/1922 2763/750/1916 2771/750/1924 2777/757/1930
|
|
f 2771/750/1924 2770/751/1923 2731/751/1884 2730/750/1883
|
|
f 2770/751/1923 2772/752/1925 2732/752/1885 2731/751/1884
|
|
f 2772/752/1925 2773/753/1926 2733/753/1886 2732/752/1885
|
|
f 2773/753/1926 2774/754/1927 2734/754/1887 2733/753/1886
|
|
f 2774/754/1927 2775/755/1928 2735/755/1888 2734/754/1887
|
|
f 2775/755/1928 2776/756/1929 2736/756/1889 2735/755/1888
|
|
f 2776/756/1929 2777/757/1930 2737/757/1890 2736/756/1889
|
|
f 2777/757/1930 2771/750/1924 2730/750/1883 2737/757/1890
|
|
s 8
|
|
f 2778/724/1867 2779/725/1868 2780/726/1869 2781/727/1870
|
|
f 2779/725/1868 2782/728/1871 2783/729/1872 2780/726/1869
|
|
f 2782/730/1871 2784/731/1931 2785/732/1932 2783/733/1872
|
|
f 2784/731/1931 2786/734/1875 2787/735/1933 2785/732/1932
|
|
f 2786/734/1875 2788/736/1877 2789/737/1878 2787/735/1933
|
|
f 2788/736/1877 2790/738/1879 2791/739/1880 2789/737/1878
|
|
f 2790/738/1879 2792/740/1934 2793/741/1882 2791/739/1880
|
|
f 2792/740/1934 2778/724/1867 2781/727/1870 2793/741/1882
|
|
s 1
|
|
f 2792/742/1934 2790/743/1879 2788/744/1877 2786/745/1875 2784/746/1931 2782/747/1871 2779/748/1868 2778/749/1867
|
|
f 2794/750/1883 2795/751/1884 2796/752/1885 2797/753/1886 2798/754/1887 2799/755/1888 2800/756/1889 2801/757/1890
|
|
s off
|
|
f 2781/727/1870 2780/726/1869 2802/751/1891 2803/750/1892
|
|
f 2780/726/1869 2783/729/1872 2804/752/1935 2802/751/1891
|
|
f 2783/733/1872 2785/732/1932 2805/753/1936 2804/752/1935
|
|
f 2785/732/1932 2787/735/1933 2806/754/1895 2805/753/1936
|
|
f 2787/735/1933 2789/737/1878 2807/755/1896 2806/754/1895
|
|
f 2789/737/1878 2791/739/1880 2808/756/1897 2807/755/1896
|
|
f 2791/739/1880 2793/741/1882 2809/757/1898 2808/756/1897
|
|
f 2793/741/1882 2781/727/1870 2803/750/1892 2809/757/1898
|
|
f 2803/750/1892 2802/751/1891 2810/751/1899 2811/750/1900
|
|
f 2802/751/1891 2804/752/1935 2812/752/1901 2810/751/1899
|
|
f 2804/752/1935 2805/753/1936 2813/753/1902 2812/752/1901
|
|
f 2805/753/1936 2806/754/1895 2814/754/1903 2813/753/1902
|
|
f 2806/754/1895 2807/755/1896 2815/755/1904 2814/754/1903
|
|
f 2807/755/1896 2808/756/1897 2816/756/1905 2815/755/1904
|
|
f 2808/756/1897 2809/757/1898 2817/757/1906 2816/756/1905
|
|
f 2809/757/1898 2803/750/1892 2811/750/1900 2817/757/1906
|
|
f 2811/750/1900 2810/751/1899 2818/751/1907 2819/750/1937
|
|
f 2810/751/1899 2812/752/1901 2820/752/1909 2818/751/1907
|
|
f 2812/752/1901 2813/753/1902 2821/753/1910 2820/752/1909
|
|
f 2813/753/1902 2814/754/1903 2822/754/1911 2821/753/1910
|
|
f 2814/754/1903 2815/755/1904 2823/755/1912 2822/754/1911
|
|
f 2815/755/1904 2816/756/1905 2824/756/1913 2823/755/1912
|
|
f 2816/756/1905 2817/757/1906 2825/757/1938 2824/756/1913
|
|
f 2817/757/1906 2811/750/1900 2819/750/1937 2825/757/1938
|
|
f 2819/750/1937 2818/751/1907 2826/751/1915 2827/750/1916
|
|
f 2818/751/1907 2820/752/1909 2828/752/1917 2826/751/1915
|
|
f 2820/752/1909 2821/753/1910 2829/753/1918 2828/752/1917
|
|
f 2821/753/1910 2822/754/1911 2830/754/1919 2829/753/1918
|
|
f 2822/754/1911 2823/755/1912 2831/755/1920 2830/754/1919
|
|
f 2823/755/1912 2824/756/1913 2832/756/1921 2831/755/1920
|
|
f 2824/756/1913 2825/757/1938 2833/757/1939 2832/756/1921
|
|
f 2825/757/1938 2819/750/1937 2827/750/1916 2833/757/1939
|
|
f 2827/750/1916 2826/751/1915 2834/751/1923 2835/750/1924
|
|
f 2826/751/1915 2828/752/1917 2836/752/1925 2834/751/1923
|
|
f 2828/752/1917 2829/753/1918 2837/753/1926 2836/752/1925
|
|
f 2829/753/1918 2830/754/1919 2838/754/1927 2837/753/1926
|
|
f 2830/754/1919 2831/755/1920 2839/755/1928 2838/754/1927
|
|
f 2831/755/1920 2832/756/1921 2840/756/1929 2839/755/1928
|
|
f 2832/756/1921 2833/757/1939 2841/757/1930 2840/756/1929
|
|
f 2833/757/1939 2827/750/1916 2835/750/1924 2841/757/1930
|
|
f 2835/750/1924 2834/751/1923 2795/751/1884 2794/750/1883
|
|
f 2834/751/1923 2836/752/1925 2796/752/1885 2795/751/1884
|
|
f 2836/752/1925 2837/753/1926 2797/753/1886 2796/752/1885
|
|
f 2837/753/1926 2838/754/1927 2798/754/1887 2797/753/1886
|
|
f 2838/754/1927 2839/755/1928 2799/755/1888 2798/754/1887
|
|
f 2839/755/1928 2840/756/1929 2800/756/1889 2799/755/1888
|
|
f 2840/756/1929 2841/757/1930 2801/757/1890 2800/756/1889
|
|
f 2841/757/1930 2835/750/1924 2794/750/1883 2801/757/1890
|
|
s 8
|
|
f 2842/724/1940 2843/725/1868 2844/726/1869 2845/727/1870
|
|
f 2843/725/1868 2846/728/1871 2847/729/1872 2844/726/1869
|
|
f 2846/730/1871 2848/731/1931 2849/732/1874 2847/733/1872
|
|
f 2848/731/1931 2850/734/1875 2851/735/1876 2849/732/1874
|
|
f 2850/734/1875 2852/736/1877 2853/737/1878 2851/735/1876
|
|
f 2852/736/1877 2854/738/1879 2855/739/1880 2853/737/1878
|
|
f 2854/738/1879 2856/740/1934 2857/741/1882 2855/739/1880
|
|
f 2856/740/1934 2842/724/1940 2845/727/1870 2857/741/1882
|
|
s 1
|
|
f 2856/742/1934 2854/743/1879 2852/744/1877 2850/745/1875 2848/746/1931 2846/747/1871 2843/748/1868 2842/749/1940
|
|
f 2858/750/1883 2859/751/1884 2860/752/1885 2861/753/1886 2862/754/1887 2863/755/1888 2864/756/1889 2865/757/1890
|
|
s off
|
|
f 2845/727/1870 2844/726/1869 2866/751/1891 2867/750/1892
|
|
f 2844/726/1869 2847/729/1872 2868/752/1935 2866/751/1891
|
|
f 2847/733/1872 2849/732/1874 2869/753/1936 2868/752/1935
|
|
f 2849/732/1874 2851/735/1876 2870/754/1895 2869/753/1936
|
|
f 2851/735/1876 2853/737/1878 2871/755/1896 2870/754/1895
|
|
f 2853/737/1878 2855/739/1880 2872/756/1897 2871/755/1896
|
|
f 2855/739/1880 2857/741/1882 2873/757/1898 2872/756/1897
|
|
f 2857/741/1882 2845/727/1870 2867/750/1892 2873/757/1898
|
|
f 2867/750/1892 2866/751/1891 2874/751/1899 2875/750/1900
|
|
f 2866/751/1891 2868/752/1935 2876/752/1901 2874/751/1899
|
|
f 2868/752/1935 2869/753/1936 2877/753/1902 2876/752/1901
|
|
f 2869/753/1936 2870/754/1895 2878/754/1903 2877/753/1902
|
|
f 2870/754/1895 2871/755/1896 2879/755/1904 2878/754/1903
|
|
f 2871/755/1896 2872/756/1897 2880/756/1905 2879/755/1904
|
|
f 2872/756/1897 2873/757/1898 2881/757/1906 2880/756/1905
|
|
f 2873/757/1898 2867/750/1892 2875/750/1900 2881/757/1906
|
|
f 2875/750/1900 2874/751/1899 2882/751/1907 2883/750/1937
|
|
f 2874/751/1899 2876/752/1901 2884/752/1909 2882/751/1907
|
|
f 2876/752/1901 2877/753/1902 2885/753/1910 2884/752/1909
|
|
f 2877/753/1902 2878/754/1903 2886/754/1911 2885/753/1910
|
|
f 2878/754/1903 2879/755/1904 2887/755/1912 2886/754/1911
|
|
f 2879/755/1904 2880/756/1905 2888/756/1913 2887/755/1912
|
|
f 2880/756/1905 2881/757/1906 2889/757/1938 2888/756/1913
|
|
f 2881/757/1906 2875/750/1900 2883/750/1937 2889/757/1938
|
|
f 2883/750/1937 2882/751/1907 2890/751/1915 2891/750/1916
|
|
f 2882/751/1907 2884/752/1909 2892/752/1917 2890/751/1915
|
|
f 2884/752/1909 2885/753/1910 2893/753/1918 2892/752/1917
|
|
f 2885/753/1910 2886/754/1911 2894/754/1919 2893/753/1918
|
|
f 2886/754/1911 2887/755/1912 2895/755/1920 2894/754/1919
|
|
f 2887/755/1912 2888/756/1913 2896/756/1921 2895/755/1920
|
|
f 2888/756/1913 2889/757/1938 2897/757/1939 2896/756/1921
|
|
f 2889/757/1938 2883/750/1937 2891/750/1916 2897/757/1939
|
|
f 2891/750/1916 2890/751/1915 2898/751/1923 2899/750/1924
|
|
f 2890/751/1915 2892/752/1917 2900/752/1925 2898/751/1923
|
|
f 2892/752/1917 2893/753/1918 2901/753/1926 2900/752/1925
|
|
f 2893/753/1918 2894/754/1919 2902/754/1927 2901/753/1926
|
|
f 2894/754/1919 2895/755/1920 2903/755/1928 2902/754/1927
|
|
f 2895/755/1920 2896/756/1921 2904/756/1929 2903/755/1928
|
|
f 2896/756/1921 2897/757/1939 2905/757/1930 2904/756/1929
|
|
f 2897/757/1939 2891/750/1916 2899/750/1924 2905/757/1930
|
|
f 2899/750/1924 2898/751/1923 2859/751/1884 2858/750/1883
|
|
f 2898/751/1923 2900/752/1925 2860/752/1885 2859/751/1884
|
|
f 2900/752/1925 2901/753/1926 2861/753/1886 2860/752/1885
|
|
f 2901/753/1926 2902/754/1927 2862/754/1887 2861/753/1886
|
|
f 2902/754/1927 2903/755/1928 2863/755/1888 2862/754/1887
|
|
f 2903/755/1928 2904/756/1929 2864/756/1889 2863/755/1888
|
|
f 2904/756/1929 2905/757/1930 2865/757/1890 2864/756/1889
|
|
f 2905/757/1930 2899/750/1924 2858/750/1883 2865/757/1890
|
|
s 8
|
|
f 2906/724/1940 2907/725/1868 2908/726/1869 2909/727/1870
|
|
f 2907/725/1868 2910/728/1871 2911/729/1872 2908/726/1869
|
|
f 2910/730/1871 2912/731/1931 2913/732/1874 2911/733/1872
|
|
f 2912/731/1931 2914/734/1875 2915/735/1876 2913/732/1874
|
|
f 2914/734/1875 2916/736/1877 2917/737/1878 2915/735/1876
|
|
f 2916/736/1877 2918/738/1879 2919/739/1880 2917/737/1878
|
|
f 2918/738/1879 2920/740/1934 2921/741/1882 2919/739/1880
|
|
f 2920/740/1934 2906/724/1940 2909/727/1870 2921/741/1882
|
|
s 1
|
|
f 2920/742/1934 2918/743/1879 2916/744/1877 2914/745/1875 2912/746/1931 2910/747/1871 2907/748/1868 2906/749/1940
|
|
f 2922/750/1883 2923/751/1884 2924/752/1885 2925/753/1886 2926/754/1887 2927/755/1888 2928/756/1889 2929/757/1890
|
|
s off
|
|
f 2909/727/1870 2908/726/1869 2930/751/1891 2931/750/1892
|
|
f 2908/726/1869 2911/729/1872 2932/752/1893 2930/751/1891
|
|
f 2911/733/1872 2913/732/1874 2933/753/1936 2932/752/1893
|
|
f 2913/732/1874 2915/735/1876 2934/754/1895 2933/753/1936
|
|
f 2915/735/1876 2917/737/1878 2935/755/1896 2934/754/1895
|
|
f 2917/737/1878 2919/739/1880 2936/756/1897 2935/755/1896
|
|
f 2919/739/1880 2921/741/1882 2937/757/1898 2936/756/1897
|
|
f 2921/741/1882 2909/727/1870 2931/750/1892 2937/757/1898
|
|
f 2931/750/1892 2930/751/1891 2938/751/1899 2939/750/1900
|
|
f 2930/751/1891 2932/752/1893 2940/752/1901 2938/751/1899
|
|
f 2932/752/1893 2933/753/1936 2941/753/1902 2940/752/1901
|
|
f 2933/753/1936 2934/754/1895 2942/754/1903 2941/753/1902
|
|
f 2934/754/1895 2935/755/1896 2943/755/1904 2942/754/1903
|
|
f 2935/755/1896 2936/756/1897 2944/756/1905 2943/755/1904
|
|
f 2936/756/1897 2937/757/1898 2945/757/1906 2944/756/1905
|
|
f 2937/757/1898 2931/750/1892 2939/750/1900 2945/757/1906
|
|
f 2939/750/1900 2938/751/1899 2946/751/1907 2947/750/1937
|
|
f 2938/751/1899 2940/752/1901 2948/752/1941 2946/751/1907
|
|
f 2940/752/1901 2941/753/1902 2949/753/1910 2948/752/1941
|
|
f 2941/753/1902 2942/754/1903 2950/754/1911 2949/753/1910
|
|
f 2942/754/1903 2943/755/1904 2951/755/1912 2950/754/1911
|
|
f 2943/755/1904 2944/756/1905 2952/756/1913 2951/755/1912
|
|
f 2944/756/1905 2945/757/1906 2953/757/1938 2952/756/1913
|
|
f 2945/757/1906 2939/750/1900 2947/750/1937 2953/757/1938
|
|
f 2947/750/1937 2946/751/1907 2954/751/1915 2955/750/1916
|
|
f 2946/751/1907 2948/752/1941 2956/752/1917 2954/751/1915
|
|
f 2948/752/1941 2949/753/1910 2957/753/1918 2956/752/1917
|
|
f 2949/753/1910 2950/754/1911 2958/754/1919 2957/753/1918
|
|
f 2950/754/1911 2951/755/1912 2959/755/1920 2958/754/1919
|
|
f 2951/755/1912 2952/756/1913 2960/756/1921 2959/755/1920
|
|
f 2952/756/1913 2953/757/1938 2961/757/1939 2960/756/1921
|
|
f 2953/757/1938 2947/750/1937 2955/750/1916 2961/757/1939
|
|
f 2955/750/1916 2954/751/1915 2962/751/1923 2963/750/1924
|
|
f 2954/751/1915 2956/752/1917 2964/752/1925 2962/751/1923
|
|
f 2956/752/1917 2957/753/1918 2965/753/1926 2964/752/1925
|
|
f 2957/753/1918 2958/754/1919 2966/754/1927 2965/753/1926
|
|
f 2958/754/1919 2959/755/1920 2967/755/1928 2966/754/1927
|
|
f 2959/755/1920 2960/756/1921 2968/756/1929 2967/755/1928
|
|
f 2960/756/1921 2961/757/1939 2969/757/1930 2968/756/1929
|
|
f 2961/757/1939 2955/750/1916 2963/750/1924 2969/757/1930
|
|
f 2963/750/1924 2962/751/1923 2923/751/1884 2922/750/1883
|
|
f 2962/751/1923 2964/752/1925 2924/752/1885 2923/751/1884
|
|
f 2964/752/1925 2965/753/1926 2925/753/1886 2924/752/1885
|
|
f 2965/753/1926 2966/754/1927 2926/754/1887 2925/753/1886
|
|
f 2966/754/1927 2967/755/1928 2927/755/1888 2926/754/1887
|
|
f 2967/755/1928 2968/756/1929 2928/756/1889 2927/755/1888
|
|
f 2968/756/1929 2969/757/1930 2929/757/1890 2928/756/1889
|
|
f 2969/757/1930 2963/750/1924 2922/750/1883 2929/757/1890
|
|
s 8
|
|
f 2970/724/1942 2971/727/1943 2972/726/1944 2973/725/1945
|
|
f 2973/725/1945 2972/726/1944 2974/729/1946 2975/728/1947
|
|
f 2975/730/1947 2974/733/1946 2976/732/1948 2977/731/1949
|
|
f 2977/731/1949 2976/732/1948 2978/735/1950 2979/734/1951
|
|
f 2979/734/1951 2978/735/1950 2980/737/1952 2981/736/1953
|
|
f 2981/736/1953 2980/737/1952 2982/739/1954 2983/738/1955
|
|
f 2983/738/1955 2982/739/1954 2984/741/1956 2985/740/1957
|
|
f 2985/740/1957 2984/741/1956 2971/727/1943 2970/724/1942
|
|
s 1
|
|
f 2985/742/1957 2970/749/1942 2973/748/1945 2975/747/1947 2977/746/1949 2979/745/1951 2981/744/1953 2983/743/1955
|
|
f 2986/750/1958 2987/757/1959 2988/756/1960 2989/755/1961 2990/754/1962 2991/753/1963 2992/752/1964 2993/751/1965
|
|
s off
|
|
f 2971/727/1943 2994/750/1966 2995/751/1967 2972/726/1944
|
|
f 2972/726/1944 2995/751/1967 2996/752/1968 2974/729/1946
|
|
f 2974/733/1946 2996/752/1968 2997/753/1969 2976/732/1948
|
|
f 2976/732/1948 2997/753/1969 2998/754/1970 2978/735/1950
|
|
f 2978/735/1950 2998/754/1970 2999/755/1971 2980/737/1952
|
|
f 2980/737/1952 2999/755/1971 3000/756/1972 2982/739/1954
|
|
f 2982/739/1954 3000/756/1972 3001/757/1973 2984/741/1956
|
|
f 2984/741/1956 3001/757/1973 2994/750/1966 2971/727/1943
|
|
f 2994/750/1966 3002/750/1974 3003/751/1975 2995/751/1967
|
|
f 2995/751/1967 3003/751/1975 3004/752/1976 2996/752/1968
|
|
f 2996/752/1968 3004/752/1976 3005/753/1977 2997/753/1969
|
|
f 2997/753/1969 3005/753/1977 3006/754/1978 2998/754/1970
|
|
f 2998/754/1970 3006/754/1978 3007/755/1979 2999/755/1971
|
|
f 2999/755/1971 3007/755/1979 3008/756/1980 3000/756/1972
|
|
f 3000/756/1972 3008/756/1980 3009/757/1981 3001/757/1973
|
|
f 3001/757/1973 3009/757/1981 3002/750/1974 2994/750/1966
|
|
f 3002/750/1974 3010/750/1982 3011/751/1983 3003/751/1975
|
|
f 3003/751/1975 3011/751/1983 3012/752/1984 3004/752/1976
|
|
f 3004/752/1976 3012/752/1984 3013/753/1985 3005/753/1977
|
|
f 3005/753/1977 3013/753/1985 3014/754/1986 3006/754/1978
|
|
f 3006/754/1978 3014/754/1986 3015/755/1987 3007/755/1979
|
|
f 3007/755/1979 3015/755/1987 3016/756/1988 3008/756/1980
|
|
f 3008/756/1980 3016/756/1988 3017/757/1989 3009/757/1981
|
|
f 3009/757/1981 3017/757/1989 3010/750/1982 3002/750/1974
|
|
f 3010/750/1982 3018/750/1990 3019/751/1991 3011/751/1983
|
|
f 3011/751/1983 3019/751/1991 3020/752/1992 3012/752/1984
|
|
f 3012/752/1984 3020/752/1992 3021/753/1993 3013/753/1985
|
|
f 3013/753/1985 3021/753/1993 3022/754/1994 3014/754/1986
|
|
f 3014/754/1986 3022/754/1994 3023/755/1995 3015/755/1987
|
|
f 3015/755/1987 3023/755/1995 3024/756/1996 3016/756/1988
|
|
f 3016/756/1988 3024/756/1996 3025/757/1997 3017/757/1989
|
|
f 3017/757/1989 3025/757/1997 3018/750/1990 3010/750/1982
|
|
f 3018/750/1990 3026/750/1998 3027/751/1999 3019/751/1991
|
|
f 3019/751/1991 3027/751/1999 3028/752/2000 3020/752/1992
|
|
f 3020/752/1992 3028/752/2000 3029/753/2001 3021/753/1993
|
|
f 3021/753/1993 3029/753/2001 3030/754/2002 3022/754/1994
|
|
f 3022/754/1994 3030/754/2002 3031/755/2003 3023/755/1995
|
|
f 3023/755/1995 3031/755/2003 3032/756/2004 3024/756/1996
|
|
f 3024/756/1996 3032/756/2004 3033/757/2005 3025/757/1997
|
|
f 3025/757/1997 3033/757/2005 3026/750/1998 3018/750/1990
|
|
f 3026/750/1998 2986/750/1958 2993/751/1965 3027/751/1999
|
|
f 3027/751/1999 2993/751/1965 2992/752/1964 3028/752/2000
|
|
f 3028/752/2000 2992/752/1964 2991/753/1963 3029/753/2001
|
|
f 3029/753/2001 2991/753/1963 2990/754/1962 3030/754/2002
|
|
f 3030/754/2002 2990/754/1962 2989/755/1961 3031/755/2003
|
|
f 3031/755/2003 2989/755/1961 2988/756/1960 3032/756/2004
|
|
f 3032/756/2004 2988/756/1960 2987/757/1959 3033/757/2005
|
|
f 3033/757/2005 2987/757/1959 2986/750/1958 3026/750/1998
|
|
s 8
|
|
f 3034/724/2006 3035/727/1943 3036/726/2007 3037/725/1945
|
|
f 3037/725/1945 3036/726/2007 3038/729/1946 3039/728/1947
|
|
f 3039/730/1947 3038/733/1946 3040/732/2008 3041/731/2009
|
|
f 3041/731/2009 3040/732/2008 3042/735/1950 3043/734/1951
|
|
f 3043/734/1951 3042/735/1950 3044/737/1952 3045/736/1953
|
|
f 3045/736/1953 3044/737/1952 3046/739/1954 3047/738/1955
|
|
f 3047/738/1955 3046/739/1954 3048/741/2010 3049/740/2011
|
|
f 3049/740/2011 3048/741/2010 3035/727/1943 3034/724/2006
|
|
s 1
|
|
f 3049/742/2011 3034/749/2006 3037/748/1945 3039/747/1947 3041/746/2009 3043/745/1951 3045/744/1953 3047/743/1955
|
|
f 3050/750/1958 3051/757/1959 3052/756/1960 3053/755/1961 3054/754/1962 3055/753/1963 3056/752/1964 3057/751/1965
|
|
s off
|
|
f 3035/727/1943 3058/750/2012 3059/751/1967 3036/726/2007
|
|
f 3036/726/2007 3059/751/1967 3060/752/1968 3038/729/1946
|
|
f 3038/733/1946 3060/752/1968 3061/753/1969 3040/732/2008
|
|
f 3040/732/2008 3061/753/1969 3062/754/1970 3042/735/1950
|
|
f 3042/735/1950 3062/754/1970 3063/755/1971 3044/737/1952
|
|
f 3044/737/1952 3063/755/1971 3064/756/2013 3046/739/1954
|
|
f 3046/739/1954 3064/756/2013 3065/757/1973 3048/741/2010
|
|
f 3048/741/2010 3065/757/1973 3058/750/2012 3035/727/1943
|
|
f 3058/750/2012 3066/750/1974 3067/751/1975 3059/751/1967
|
|
f 3059/751/1967 3067/751/1975 3068/752/1976 3060/752/1968
|
|
f 3060/752/1968 3068/752/1976 3069/753/1977 3061/753/1969
|
|
f 3061/753/1969 3069/753/1977 3070/754/1978 3062/754/1970
|
|
f 3062/754/1970 3070/754/1978 3071/755/2014 3063/755/1971
|
|
f 3063/755/1971 3071/755/2014 3072/756/1980 3064/756/2013
|
|
f 3064/756/2013 3072/756/1980 3073/757/1981 3065/757/1973
|
|
f 3065/757/1973 3073/757/1981 3066/750/1974 3058/750/2012
|
|
f 3066/750/1974 3074/750/1982 3075/751/1983 3067/751/1975
|
|
f 3067/751/1975 3075/751/1983 3076/752/1984 3068/752/1976
|
|
f 3068/752/1976 3076/752/1984 3077/753/2015 3069/753/1977
|
|
f 3069/753/1977 3077/753/2015 3078/754/2016 3070/754/1978
|
|
f 3070/754/1978 3078/754/2016 3079/755/1987 3071/755/2014
|
|
f 3071/755/2014 3079/755/1987 3080/756/2017 3072/756/1980
|
|
f 3072/756/1980 3080/756/2017 3081/757/1989 3073/757/1981
|
|
f 3073/757/1981 3081/757/1989 3074/750/1982 3066/750/1974
|
|
f 3074/750/1982 3082/750/1990 3083/751/1991 3075/751/1983
|
|
f 3075/751/1983 3083/751/1991 3084/752/1992 3076/752/1984
|
|
f 3076/752/1984 3084/752/1992 3085/753/2018 3077/753/2015
|
|
f 3077/753/2015 3085/753/2018 3086/754/1994 3078/754/2016
|
|
f 3078/754/2016 3086/754/1994 3087/755/1995 3079/755/1987
|
|
f 3079/755/1987 3087/755/1995 3088/756/1996 3080/756/2017
|
|
f 3080/756/2017 3088/756/1996 3089/757/1997 3081/757/1989
|
|
f 3081/757/1989 3089/757/1997 3082/750/1990 3074/750/1982
|
|
f 3082/750/1990 3090/750/1998 3091/751/1999 3083/751/1991
|
|
f 3083/751/1991 3091/751/1999 3092/752/2000 3084/752/1992
|
|
f 3084/752/1992 3092/752/2000 3093/753/2001 3085/753/2018
|
|
f 3085/753/2018 3093/753/2001 3094/754/2002 3086/754/1994
|
|
f 3086/754/1994 3094/754/2002 3095/755/2003 3087/755/1995
|
|
f 3087/755/1995 3095/755/2003 3096/756/2004 3088/756/1996
|
|
f 3088/756/1996 3096/756/2004 3097/757/2019 3089/757/1997
|
|
f 3089/757/1997 3097/757/2019 3090/750/1998 3082/750/1990
|
|
f 3090/750/1998 3050/750/1958 3057/751/1965 3091/751/1999
|
|
f 3091/751/1999 3057/751/1965 3056/752/1964 3092/752/2000
|
|
f 3092/752/2000 3056/752/1964 3055/753/1963 3093/753/2001
|
|
f 3093/753/2001 3055/753/1963 3054/754/1962 3094/754/2002
|
|
f 3094/754/2002 3054/754/1962 3053/755/1961 3095/755/2003
|
|
f 3095/755/2003 3053/755/1961 3052/756/1960 3096/756/2004
|
|
f 3096/756/2004 3052/756/1960 3051/757/1959 3097/757/2019
|
|
f 3097/757/2019 3051/757/1959 3050/750/1958 3090/750/1998
|
|
s 8
|
|
f 3098/724/2006 3099/727/1943 3100/726/2007 3101/725/1945
|
|
f 3101/725/1945 3100/726/2007 3102/729/1946 3103/728/1947
|
|
f 3103/730/1947 3102/733/1946 3104/732/1948 3105/731/1949
|
|
f 3105/731/1949 3104/732/1948 3106/735/1950 3107/734/1951
|
|
f 3107/734/1951 3106/735/1950 3108/737/1952 3109/736/1953
|
|
f 3109/736/1953 3108/737/1952 3110/739/2020 3111/738/2021
|
|
f 3111/738/2021 3110/739/2020 3112/741/1956 3113/740/1957
|
|
f 3113/740/1957 3112/741/1956 3099/727/1943 3098/724/2006
|
|
s 1
|
|
f 3113/742/1957 3098/749/2006 3101/748/1945 3103/747/1947 3105/746/1949 3107/745/1951 3109/744/1953 3111/743/2021
|
|
f 3114/750/1958 3115/757/1959 3116/756/1960 3117/755/1961 3118/754/1962 3119/753/1963 3120/752/1964 3121/751/1965
|
|
s off
|
|
f 3099/727/1943 3122/750/2012 3123/751/1967 3100/726/2007
|
|
f 3100/726/2007 3123/751/1967 3124/752/1968 3102/729/1946
|
|
f 3102/733/1946 3124/752/1968 3125/753/1969 3104/732/1948
|
|
f 3104/732/1948 3125/753/1969 3126/754/1970 3106/735/1950
|
|
f 3106/735/1950 3126/754/1970 3127/755/2022 3108/737/1952
|
|
f 3108/737/1952 3127/755/2022 3128/756/2023 3110/739/2020
|
|
f 3110/739/2020 3128/756/2023 3129/757/2024 3112/741/1956
|
|
f 3112/741/1956 3129/757/2024 3122/750/2012 3099/727/1943
|
|
f 3122/750/2012 3130/750/1974 3131/751/1975 3123/751/1967
|
|
f 3123/751/1967 3131/751/1975 3132/752/1976 3124/752/1968
|
|
f 3124/752/1968 3132/752/1976 3133/753/1977 3125/753/1969
|
|
f 3125/753/1969 3133/753/1977 3134/754/1978 3126/754/1970
|
|
f 3126/754/1970 3134/754/1978 3135/755/1979 3127/755/2022
|
|
f 3127/755/2022 3135/755/1979 3136/756/1980 3128/756/2023
|
|
f 3128/756/2023 3136/756/1980 3137/757/1981 3129/757/2024
|
|
f 3129/757/2024 3137/757/1981 3130/750/1974 3122/750/2012
|
|
f 3130/750/1974 3138/750/1982 3139/751/1983 3131/751/1975
|
|
f 3131/751/1975 3139/751/1983 3140/752/1984 3132/752/1976
|
|
f 3132/752/1976 3140/752/1984 3141/753/2015 3133/753/1977
|
|
f 3133/753/1977 3141/753/2015 3142/754/2016 3134/754/1978
|
|
f 3134/754/1978 3142/754/2016 3143/755/1987 3135/755/1979
|
|
f 3135/755/1979 3143/755/1987 3144/756/2017 3136/756/1980
|
|
f 3136/756/1980 3144/756/2017 3145/757/2025 3137/757/1981
|
|
f 3137/757/1981 3145/757/2025 3138/750/1982 3130/750/1974
|
|
f 3138/750/1982 3146/750/1990 3147/751/1991 3139/751/1983
|
|
f 3139/751/1983 3147/751/1991 3148/752/1992 3140/752/1984
|
|
f 3140/752/1984 3148/752/1992 3149/753/1993 3141/753/2015
|
|
f 3141/753/2015 3149/753/1993 3150/754/1994 3142/754/2016
|
|
f 3142/754/2016 3150/754/1994 3151/755/1995 3143/755/1987
|
|
f 3143/755/1987 3151/755/1995 3152/756/1996 3144/756/2017
|
|
f 3144/756/2017 3152/756/1996 3153/757/1997 3145/757/2025
|
|
f 3145/757/2025 3153/757/1997 3146/750/1990 3138/750/1982
|
|
f 3146/750/1990 3154/750/1998 3155/751/1999 3147/751/1991
|
|
f 3147/751/1991 3155/751/1999 3156/752/2000 3148/752/1992
|
|
f 3148/752/1992 3156/752/2000 3157/753/2001 3149/753/1993
|
|
f 3149/753/1993 3157/753/2001 3158/754/2002 3150/754/1994
|
|
f 3150/754/1994 3158/754/2002 3159/755/2003 3151/755/1995
|
|
f 3151/755/1995 3159/755/2003 3160/756/2026 3152/756/1996
|
|
f 3152/756/1996 3160/756/2026 3161/757/2005 3153/757/1997
|
|
f 3153/757/1997 3161/757/2005 3154/750/1998 3146/750/1990
|
|
f 3154/750/1998 3114/750/1958 3121/751/1965 3155/751/1999
|
|
f 3155/751/1999 3121/751/1965 3120/752/1964 3156/752/2000
|
|
f 3156/752/2000 3120/752/1964 3119/753/1963 3157/753/2001
|
|
f 3157/753/2001 3119/753/1963 3118/754/1962 3158/754/2002
|
|
f 3158/754/2002 3118/754/1962 3117/755/1961 3159/755/2003
|
|
f 3159/755/2003 3117/755/1961 3116/756/1960 3160/756/2026
|
|
f 3160/756/2026 3116/756/1960 3115/757/1959 3161/757/2005
|
|
f 3161/757/2005 3115/757/1959 3114/750/1958 3154/750/1998
|
|
s 8
|
|
f 3162/724/2006 3163/727/1943 3164/726/1944 3165/725/2027
|
|
f 3165/725/2027 3164/726/1944 3166/729/2028 3167/728/2029
|
|
f 3167/730/2029 3166/733/2028 3168/732/1948 3169/731/2030
|
|
f 3169/731/2030 3168/732/1948 3170/735/2031 3171/734/2032
|
|
f 3171/734/2032 3170/735/2031 3172/737/2033 3173/736/1953
|
|
f 3173/736/1953 3172/737/2033 3174/739/2020 3175/738/2034
|
|
f 3175/738/2034 3174/739/2020 3176/741/1956 3177/740/2011
|
|
f 3177/740/2011 3176/741/1956 3163/727/1943 3162/724/2006
|
|
s 1
|
|
f 3177/742/2011 3162/749/2006 3165/748/2027 3167/747/2029 3169/746/2030 3171/745/2032 3173/744/1953 3175/743/2034
|
|
f 3178/750/1958 3179/757/1959 3180/756/1960 3181/755/1961 3182/754/1962 3183/753/1963 3184/752/1964 3185/751/1965
|
|
s off
|
|
f 3163/727/1943 3186/750/2012 3187/751/1967 3164/726/1944
|
|
f 3164/726/1944 3187/751/1967 3188/752/1968 3166/729/2028
|
|
f 3166/733/2028 3188/752/1968 3189/753/1969 3168/732/1948
|
|
f 3168/732/1948 3189/753/1969 3190/754/1970 3170/735/2031
|
|
f 3170/735/2031 3190/754/1970 3191/755/1971 3172/737/2033
|
|
f 3172/737/2033 3191/755/1971 3192/756/1972 3174/739/2020
|
|
f 3174/739/2020 3192/756/1972 3193/757/2035 3176/741/1956
|
|
f 3176/741/1956 3193/757/2035 3186/750/2012 3163/727/1943
|
|
f 3186/750/2012 3194/750/1974 3195/751/1975 3187/751/1967
|
|
f 3187/751/1967 3195/751/1975 3196/752/1976 3188/752/1968
|
|
f 3188/752/1968 3196/752/1976 3197/753/1977 3189/753/1969
|
|
f 3189/753/1969 3197/753/1977 3198/754/2036 3190/754/1970
|
|
f 3190/754/1970 3198/754/2036 3199/755/1979 3191/755/1971
|
|
f 3191/755/1971 3199/755/1979 3200/756/1980 3192/756/1972
|
|
f 3192/756/1972 3200/756/1980 3201/757/1981 3193/757/2035
|
|
f 3193/757/2035 3201/757/1981 3194/750/1974 3186/750/2012
|
|
f 3194/750/1974 3202/750/1982 3203/751/1983 3195/751/1975
|
|
f 3195/751/1975 3203/751/1983 3204/752/1984 3196/752/1976
|
|
f 3196/752/1976 3204/752/1984 3205/753/2015 3197/753/1977
|
|
f 3197/753/1977 3205/753/2015 3206/754/2016 3198/754/2036
|
|
f 3198/754/2036 3206/754/2016 3207/755/1987 3199/755/1979
|
|
f 3199/755/1979 3207/755/1987 3208/756/2017 3200/756/1980
|
|
f 3200/756/1980 3208/756/2017 3209/757/1989 3201/757/1981
|
|
f 3201/757/1981 3209/757/1989 3202/750/1982 3194/750/1974
|
|
f 3202/750/1982 3210/750/1990 3211/751/2037 3203/751/1983
|
|
f 3203/751/1983 3211/751/2037 3212/752/1992 3204/752/1984
|
|
f 3204/752/1984 3212/752/1992 3213/753/2038 3205/753/2015
|
|
f 3205/753/2015 3213/753/2038 3214/754/1994 3206/754/2016
|
|
f 3206/754/2016 3214/754/1994 3215/755/1995 3207/755/1987
|
|
f 3207/755/1987 3215/755/1995 3216/756/1996 3208/756/2017
|
|
f 3208/756/2017 3216/756/1996 3217/757/2039 3209/757/1989
|
|
f 3209/757/1989 3217/757/2039 3210/750/1990 3202/750/1982
|
|
f 3210/750/1990 3218/750/1998 3219/751/1999 3211/751/2037
|
|
f 3211/751/2037 3219/751/1999 3220/752/2000 3212/752/1992
|
|
f 3212/752/1992 3220/752/2000 3221/753/2001 3213/753/2038
|
|
f 3213/753/2038 3221/753/2001 3222/754/2002 3214/754/1994
|
|
f 3214/754/1994 3222/754/2002 3223/755/2003 3215/755/1995
|
|
f 3215/755/1995 3223/755/2003 3224/756/2004 3216/756/1996
|
|
f 3216/756/1996 3224/756/2004 3225/757/2005 3217/757/2039
|
|
f 3217/757/2039 3225/757/2005 3218/750/1998 3210/750/1990
|
|
f 3218/750/1998 3178/750/1958 3185/751/1965 3219/751/1999
|
|
f 3219/751/1999 3185/751/1965 3184/752/1964 3220/752/2000
|
|
f 3220/752/2000 3184/752/1964 3183/753/1963 3221/753/2001
|
|
f 3221/753/2001 3183/753/1963 3182/754/1962 3222/754/2002
|
|
f 3222/754/2002 3182/754/1962 3181/755/1961 3223/755/2003
|
|
f 3223/755/2003 3181/755/1961 3180/756/1960 3224/756/2004
|
|
f 3224/756/2004 3180/756/1960 3179/757/1959 3225/757/2005
|
|
f 3225/757/2005 3179/757/1959 3178/750/1958 3218/750/1998
|
|
# 464 polygons
|
|
|
|
#
|
|
# object prop003
|
|
#
|
|
|
|
v -384.5832 15.5995 -35.1428
|
|
v -384.5832 17.4265 -35.7364
|
|
v -387.1008 17.4178 -35.7631
|
|
v -387.1008 15.5908 -35.1695
|
|
v -384.5234 17.7194 -37.2668
|
|
v -384.5234 18.5350 -38.3893
|
|
v -387.7138 18.5350 -38.3893
|
|
v -387.7138 17.7194 -37.2668
|
|
v -384.5832 19.9000 -39.1409
|
|
v -384.5832 19.9000 -41.0619
|
|
v -387.1008 19.8719 -41.0619
|
|
v -387.1008 19.8719 -39.1409
|
|
v -384.5234 18.5350 -41.8134
|
|
v -384.5234 17.7194 -42.9360
|
|
v -387.7138 17.7194 -42.9360
|
|
v -387.7138 18.5350 -41.8134
|
|
v -384.5832 17.4264 -44.4664
|
|
v -384.5832 15.5995 -45.0600
|
|
v -387.1008 15.5908 -45.0333
|
|
v -387.1008 17.4178 -44.4397
|
|
v -384.5234 14.4629 -43.9941
|
|
v -384.5234 13.1433 -43.5653
|
|
v -387.7138 13.1433 -43.5653
|
|
v -387.7138 14.4629 -43.9941
|
|
v -384.5832 11.5972 -43.7596
|
|
v -384.5832 10.4681 -42.2055
|
|
v -387.1008 10.4908 -42.1890
|
|
v -387.1008 11.6200 -43.7431
|
|
v -384.5234 11.1306 -40.7952
|
|
v -384.5234 11.1306 -39.4076
|
|
v -387.7138 11.1306 -39.4076
|
|
v -387.7138 11.1306 -40.7952
|
|
v -384.5832 10.4681 -37.9973
|
|
v -384.5832 11.5972 -36.4432
|
|
v -387.1008 11.6200 -36.4597
|
|
v -387.1008 10.4908 -38.0138
|
|
v -384.5234 13.1433 -36.6374
|
|
v -384.5234 14.4629 -36.2087
|
|
v -387.7138 14.4629 -36.2087
|
|
v -387.7138 13.1433 -36.6374
|
|
v -388.1229 14.4629 -37.7033
|
|
v -388.1229 16.8409 -38.4760
|
|
v -388.1229 17.1135 -38.8512
|
|
v -388.1229 17.1135 -41.3516
|
|
v -388.1229 16.8409 -41.7268
|
|
v -388.1229 14.4629 -42.4994
|
|
v -388.1229 14.0218 -42.3561
|
|
v -388.1229 12.5522 -40.3333
|
|
v -388.1229 12.5522 -39.8695
|
|
v -388.1229 14.0218 -37.8466
|
|
v -388.0732 17.1759 -36.1466
|
|
v -388.0732 15.5611 -35.6219
|
|
v -388.6976 17.9230 -38.5882
|
|
v -388.6976 17.3412 -37.7874
|
|
v -388.0732 19.4324 -40.9503
|
|
v -388.0732 19.4324 -39.2524
|
|
v -388.6976 17.3412 -42.4154
|
|
v -388.6976 17.9230 -41.6146
|
|
v -388.0732 15.5611 -44.5809
|
|
v -388.0732 17.1759 -44.0562
|
|
v -388.6976 13.5215 -43.0447
|
|
v -388.6976 14.4629 -43.3506
|
|
v -388.0732 10.9119 -42.0209
|
|
v -388.0732 11.9099 -43.3945
|
|
v -388.6976 11.7426 -39.6064
|
|
v -388.6976 11.7426 -40.5963
|
|
v -388.0732 11.9099 -36.8082
|
|
v -388.0732 10.9119 -38.1818
|
|
v -388.6976 14.4629 -36.8521
|
|
v -388.6976 13.5215 -37.1580
|
|
v -388.6976 17.0911 -38.1317
|
|
v -388.6976 14.4629 -37.2777
|
|
v -388.6976 17.5183 -38.7197
|
|
v -388.6976 17.5183 -41.4831
|
|
v -388.6976 17.0911 -42.0711
|
|
v -388.6976 14.4629 -42.9250
|
|
v -388.6976 13.7717 -42.7004
|
|
v -388.6976 12.1474 -40.4648
|
|
v -388.6976 12.1474 -39.7380
|
|
v -388.6976 13.7717 -37.5023
|
|
# 80 vertices
|
|
|
|
vn 0.5889 -0.1672 0.7907
|
|
vn 0.5889 0.6001 0.5414
|
|
vn -0.1857 0.7118 0.6774
|
|
vn -0.1857 -0.1777 0.9664
|
|
vn 0.7602 0.5925 0.2667
|
|
vn 0.7602 0.4367 0.4811
|
|
vn -0.3042 0.6763 0.6709
|
|
vn -0.3042 0.8470 0.4359
|
|
vn 0.5889 0.7003 0.4034
|
|
vn 0.5889 0.7003 -0.4034
|
|
vn -0.1857 0.8642 -0.4676
|
|
vn -0.1857 0.8642 0.4676
|
|
vn 0.7602 0.4367 -0.4811
|
|
vn 0.7602 0.5925 -0.2667
|
|
vn -0.3042 0.8470 -0.4359
|
|
vn -0.3042 0.6763 -0.6709
|
|
vn 0.5889 0.6001 -0.5414
|
|
vn 0.5889 -0.1672 -0.7907
|
|
vn -0.1857 -0.1777 -0.9664
|
|
vn -0.1857 0.7118 -0.6774
|
|
vn 0.7602 -0.3226 -0.5640
|
|
vn 0.7602 -0.0705 -0.6459
|
|
vn -0.3042 -0.1528 -0.9403
|
|
vn -0.3042 -0.4290 -0.8505
|
|
vn 0.5889 -0.3295 -0.7380
|
|
vn 0.5889 -0.8037 -0.0853
|
|
vn -0.1857 -0.9740 -0.1296
|
|
vn -0.1857 -0.4243 -0.8863
|
|
vn 0.7602 -0.6361 0.1325
|
|
vn 0.7602 -0.6361 -0.1325
|
|
vn -0.3042 -0.9415 -0.1452
|
|
vn -0.3042 -0.9415 0.1452
|
|
vn 0.5889 -0.8037 0.0853
|
|
vn 0.5889 -0.3295 0.7380
|
|
vn -0.1857 -0.4243 0.8863
|
|
vn -0.1857 -0.9740 0.1297
|
|
vn 0.7602 -0.0705 0.6459
|
|
vn 0.7602 -0.3226 0.5640
|
|
vn -0.3042 -0.4290 0.8505
|
|
vn -0.3042 -0.1528 0.9403
|
|
vn -0.8567 -0.0000 -0.5158
|
|
vn -0.8567 -0.3032 -0.4173
|
|
vn -0.8567 -0.4906 -0.1594
|
|
vn -0.8567 -0.4906 0.1594
|
|
vn -0.8567 -0.3032 0.4173
|
|
vn -0.8567 -0.0000 0.5158
|
|
vn -0.8567 0.3032 0.4173
|
|
vn -0.8567 0.4906 0.1594
|
|
vn -0.8567 0.4906 -0.1594
|
|
vn -0.8567 0.3032 -0.4173
|
|
vn -0.6407 0.5574 0.5281
|
|
vn -0.6407 -0.1405 0.7548
|
|
vn -0.8884 0.3745 0.2653
|
|
vn -0.8884 0.3681 0.2742
|
|
vn -0.6407 0.6745 -0.3669
|
|
vn -0.6407 0.6745 0.3669
|
|
vn -0.8884 0.3681 -0.2742
|
|
vn -0.8884 0.3745 -0.2653
|
|
vn -0.6407 -0.1405 -0.7548
|
|
vn -0.6407 0.5574 -0.5281
|
|
vn -0.8884 -0.1471 -0.4348
|
|
vn -0.8884 -0.1366 -0.4382
|
|
vn -0.6407 -0.7613 -0.0996
|
|
vn -0.6407 -0.3300 -0.6933
|
|
vn -0.8884 -0.4590 0.0055
|
|
vn -0.8884 -0.4590 -0.0055
|
|
vn -0.6407 -0.3300 0.6933
|
|
vn -0.6407 -0.7613 0.0996
|
|
vn -0.8884 -0.1366 0.4382
|
|
vn -0.8884 -0.1471 0.4348
|
|
vn -0.9279 -0.2191 -0.3015
|
|
vn -0.9279 -0.0000 -0.3727
|
|
vn -0.9279 -0.3545 -0.1152
|
|
vn -0.9279 -0.3545 0.1152
|
|
vn -0.9279 -0.2191 0.3015
|
|
vn -0.9279 -0.0000 0.3727
|
|
vn -0.9279 0.2191 0.3015
|
|
vn -0.9279 0.3545 0.1152
|
|
vn -0.9279 0.3545 -0.1152
|
|
vn -0.9279 0.2191 -0.3015
|
|
# 80 vertex normals
|
|
|
|
vt 0.7500 0.0000 1.0000
|
|
vt 0.8500 0.0000 1.0000
|
|
vt 0.8500 1.0000 1.0000
|
|
vt 0.7500 1.0000 1.0000
|
|
vt 0.9500 0.0000 1.0000
|
|
vt 0.9500 1.0000 1.0000
|
|
vt 1.0500 0.0000 1.0000
|
|
vt 1.0500 1.0000 1.0000
|
|
vt 0.0500 0.0000 1.0000
|
|
vt 0.1500 0.0000 1.0000
|
|
vt 0.1500 1.0000 1.0000
|
|
vt 0.0500 1.0000 1.0000
|
|
vt 0.2500 0.0000 1.0000
|
|
vt 0.2500 1.0000 1.0000
|
|
vt 0.3500 0.0000 1.0000
|
|
vt 0.3500 1.0000 1.0000
|
|
vt 0.4500 0.0000 1.0000
|
|
vt 0.4500 1.0000 1.0000
|
|
vt 0.5500 0.0000 1.0000
|
|
vt 0.5500 1.0000 1.0000
|
|
vt 0.6500 0.0000 1.0000
|
|
vt 0.6500 1.0000 1.0000
|
|
vt 0.7939 0.9045 -0.2500
|
|
vt 0.9755 0.6545 -0.2500
|
|
vt 0.9755 0.3455 -0.2500
|
|
vt 0.7939 0.0955 -0.2500
|
|
vt 0.5000 0.0000 -0.2500
|
|
vt 0.2061 0.0955 -0.2500
|
|
vt 0.0245 0.3455 -0.2500
|
|
vt 0.0245 0.6545 -0.2500
|
|
vt 0.2061 0.9045 -0.2500
|
|
vt 0.5000 1.0000 -0.2500
|
|
vt 0.5000 1.0000 0.2500
|
|
vt 0.2061 0.9045 0.2500
|
|
vt 0.0245 0.6545 0.2500
|
|
vt 0.0245 0.3455 0.2500
|
|
vt 0.2061 0.0955 0.2500
|
|
vt 0.5000 0.0000 0.2500
|
|
vt 0.7939 0.0955 0.2500
|
|
vt 0.9755 0.3455 0.2500
|
|
vt 0.9755 0.6545 0.2500
|
|
vt 0.7939 0.9045 0.2500
|
|
# 42 texture coords
|
|
|
|
o prop003
|
|
g prop003
|
|
usemtl wire_018018018
|
|
s 8
|
|
f 3226/758/2040 3227/759/2041 3228/760/2042 3229/761/2043
|
|
f 3230/759/2044 3231/762/2045 3232/763/2046 3233/760/2047
|
|
f 3234/762/2048 3235/764/2049 3236/765/2050 3237/763/2051
|
|
f 3238/766/2052 3239/767/2053 3240/768/2054 3241/769/2055
|
|
f 3242/767/2056 3243/770/2057 3244/771/2058 3245/768/2059
|
|
f 3246/770/2060 3247/772/2061 3248/773/2062 3249/771/2063
|
|
f 3250/772/2064 3251/774/2065 3252/775/2066 3253/773/2067
|
|
f 3254/774/2068 3255/776/2069 3256/777/2070 3257/775/2071
|
|
f 3258/776/2072 3259/778/2073 3260/779/2074 3261/777/2075
|
|
f 3262/778/2076 3263/758/2077 3264/761/2078 3265/779/2079
|
|
s 1
|
|
f 3262/780/2076 3255/781/2069 3254/782/2068 3247/783/2061 3246/784/2060 3239/785/2053 3238/786/2052 3231/787/2045 3230/788/2044 3263/789/2077
|
|
f 3266/790/2080 3267/791/2081 3268/792/2082 3269/793/2083 3270/794/2084 3271/795/2085 3272/796/2086 3273/797/2087 3274/798/2088 3275/799/2089
|
|
s off
|
|
f 3229/761/2043 3228/760/2042 3276/791/2090 3277/790/2091
|
|
f 3233/760/2047 3232/763/2046 3278/792/2092 3279/791/2093
|
|
f 3237/763/2051 3236/765/2050 3280/793/2094 3281/792/2095
|
|
f 3241/769/2055 3240/768/2054 3282/794/2096 3283/793/2097
|
|
f 3245/768/2059 3244/771/2058 3284/795/2098 3285/794/2099
|
|
f 3249/771/2063 3248/773/2062 3286/796/2100 3287/795/2101
|
|
f 3253/773/2067 3252/775/2066 3288/797/2102 3289/796/2103
|
|
f 3257/775/2071 3256/777/2070 3290/798/2104 3291/797/2105
|
|
f 3261/777/2075 3260/779/2074 3292/799/2106 3293/798/2107
|
|
f 3265/779/2079 3264/761/2078 3294/790/2108 3295/799/2109
|
|
f 3263/789/2077 3230/788/2044 3227/759/2041 3226/758/2040
|
|
f 3230/759/2044 3233/760/2047 3228/760/2042 3227/759/2041
|
|
f 3233/760/2047 3279/791/2093 3276/791/2090 3228/760/2042
|
|
f 3279/791/2093 3294/790/2108 3277/790/2091 3276/791/2090
|
|
f 3294/790/2108 3264/761/2078 3229/761/2043 3277/790/2091
|
|
f 3264/761/2078 3263/758/2077 3226/758/2040 3229/761/2043
|
|
f 3232/763/2046 3231/762/2045 3234/762/2048 3237/763/2051
|
|
f 3231/787/2045 3238/786/2052 3235/764/2049 3234/762/2048
|
|
f 3238/766/2052 3241/769/2055 3236/765/2050 3235/764/2049
|
|
f 3241/769/2055 3283/793/2097 3280/793/2094 3236/765/2050
|
|
f 3283/793/2097 3278/792/2092 3281/792/2095 3280/793/2094
|
|
f 3278/792/2092 3232/763/2046 3237/763/2051 3281/792/2095
|
|
f 3240/768/2054 3239/767/2053 3242/767/2056 3245/768/2059
|
|
f 3239/785/2053 3246/784/2060 3243/770/2057 3242/767/2056
|
|
f 3246/770/2060 3249/771/2063 3244/771/2058 3243/770/2057
|
|
f 3249/771/2063 3287/795/2101 3284/795/2098 3244/771/2058
|
|
f 3287/795/2101 3282/794/2096 3285/794/2099 3284/795/2098
|
|
f 3282/794/2096 3240/768/2054 3245/768/2059 3285/794/2099
|
|
f 3248/773/2062 3247/772/2061 3250/772/2064 3253/773/2067
|
|
f 3247/783/2061 3254/782/2068 3251/774/2065 3250/772/2064
|
|
f 3254/774/2068 3257/775/2071 3252/775/2066 3251/774/2065
|
|
f 3257/775/2071 3291/797/2105 3288/797/2102 3252/775/2066
|
|
f 3291/797/2105 3286/796/2100 3289/796/2103 3288/797/2102
|
|
f 3286/796/2100 3248/773/2062 3253/773/2067 3289/796/2103
|
|
f 3256/777/2070 3255/776/2069 3258/776/2072 3261/777/2075
|
|
f 3255/781/2069 3262/780/2076 3259/778/2073 3258/776/2072
|
|
f 3262/778/2076 3265/779/2079 3260/779/2074 3259/778/2073
|
|
f 3265/779/2079 3295/799/2109 3292/799/2106 3260/779/2074
|
|
f 3295/799/2109 3290/798/2104 3293/798/2107 3292/799/2106
|
|
f 3290/798/2104 3256/777/2070 3261/777/2075 3293/798/2107
|
|
f 3294/790/2108 3279/791/2093 3296/791/2110 3297/790/2111
|
|
f 3279/791/2093 3278/792/2092 3298/792/2112 3296/791/2110
|
|
f 3278/792/2092 3283/793/2097 3299/793/2113 3298/792/2112
|
|
f 3283/793/2097 3282/794/2096 3300/794/2114 3299/793/2113
|
|
f 3282/794/2096 3287/795/2101 3301/795/2115 3300/794/2114
|
|
f 3287/795/2101 3286/796/2100 3302/796/2116 3301/795/2115
|
|
f 3286/796/2100 3291/797/2105 3303/797/2117 3302/796/2116
|
|
f 3291/797/2105 3290/798/2104 3304/798/2118 3303/797/2117
|
|
f 3290/798/2104 3295/799/2109 3305/799/2119 3304/798/2118
|
|
f 3295/799/2109 3294/790/2108 3297/790/2111 3305/799/2119
|
|
f 3297/790/2111 3296/791/2110 3267/791/2081 3266/790/2080
|
|
f 3296/791/2110 3298/792/2112 3268/792/2082 3267/791/2081
|
|
f 3298/792/2112 3299/793/2113 3269/793/2083 3268/792/2082
|
|
f 3299/793/2113 3300/794/2114 3270/794/2084 3269/793/2083
|
|
f 3300/794/2114 3301/795/2115 3271/795/2085 3270/794/2084
|
|
f 3301/795/2115 3302/796/2116 3272/796/2086 3271/795/2085
|
|
f 3302/796/2116 3303/797/2117 3273/797/2087 3272/796/2086
|
|
f 3303/797/2117 3304/798/2118 3274/798/2088 3273/797/2087
|
|
f 3304/798/2118 3305/799/2119 3275/799/2089 3274/798/2088
|
|
f 3305/799/2119 3297/790/2111 3266/790/2080 3275/799/2089
|
|
# 72 polygons
|
|
|
|
#
|
|
# object Sphere011
|
|
#
|
|
|
|
v -388.9057 13.4488 -40.1076
|
|
v -388.8008 13.8402 -40.1076
|
|
v -388.8008 13.7878 -40.3033
|
|
v -388.8008 13.6445 -40.4466
|
|
v -388.8008 13.4488 -40.4990
|
|
v -388.8008 13.2531 -40.4466
|
|
v -388.8008 13.1099 -40.3033
|
|
v -388.8008 13.0574 -40.1076
|
|
v -388.8008 13.1099 -39.9119
|
|
v -388.8008 13.2531 -39.7687
|
|
v -388.8008 13.4488 -39.7162
|
|
v -388.8008 13.6445 -39.7687
|
|
v -388.8008 13.7878 -39.9119
|
|
v -388.5143 14.1268 -40.1076
|
|
v -388.5143 14.0359 -40.4466
|
|
v -388.5143 13.7878 -40.6947
|
|
v -388.5143 13.4488 -40.7856
|
|
v -388.5143 13.1099 -40.6947
|
|
v -388.5143 12.8617 -40.4466
|
|
v -388.5143 12.7709 -40.1076
|
|
v -388.5143 12.8617 -39.7687
|
|
v -388.5143 13.1099 -39.5205
|
|
v -388.5143 13.4488 -39.4297
|
|
v -388.5143 13.7878 -39.5205
|
|
v -388.5143 14.0359 -39.7687
|
|
v -388.1229 14.2316 -40.1076
|
|
v -388.1229 14.1268 -40.4990
|
|
v -388.1229 13.8402 -40.7856
|
|
v -388.1229 13.4488 -40.8904
|
|
v -388.1229 13.0574 -40.7856
|
|
v -388.1229 12.7709 -40.4990
|
|
v -388.1229 12.6660 -40.1076
|
|
v -388.1229 12.7709 -39.7162
|
|
v -388.1229 13.0574 -39.4297
|
|
v -388.1229 13.4488 -39.3248
|
|
v -388.1229 13.8402 -39.4297
|
|
v -388.1229 14.1268 -39.7162
|
|
v -387.9282 14.2070 -40.1076
|
|
v -387.9282 14.1055 -40.4867
|
|
v -387.9282 13.8279 -40.7643
|
|
v -387.9282 13.4488 -40.8658
|
|
v -387.9282 13.0697 -40.7643
|
|
v -387.9282 12.7922 -40.4867
|
|
v -387.9282 12.6906 -40.1076
|
|
v -387.9282 12.7922 -39.7285
|
|
v -387.9282 13.0697 -39.4510
|
|
v -387.9282 13.4488 -39.3494
|
|
v -387.9282 13.8279 -39.4510
|
|
v -387.9282 14.1055 -39.7285
|
|
v -387.9282 13.4488 -40.1076
|
|
# 50 vertices
|
|
|
|
vn -1.0000 -0.0000 0.0000
|
|
vn -0.8474 0.5309 0.0000
|
|
vn -0.8474 0.4598 -0.2654
|
|
vn -0.8474 0.2654 -0.4598
|
|
vn -0.8474 -0.0000 -0.5309
|
|
vn -0.8474 -0.2655 -0.4598
|
|
vn -0.8474 -0.4598 -0.2654
|
|
vn -0.8474 -0.5309 0.0000
|
|
vn -0.8474 -0.4598 0.2654
|
|
vn -0.8474 -0.2655 0.4598
|
|
vn -0.8474 -0.0000 0.5309
|
|
vn -0.8474 0.2654 0.4598
|
|
vn -0.8474 0.4598 0.2655
|
|
vn -0.4823 0.8760 0.0000
|
|
vn -0.4823 0.7586 -0.4380
|
|
vn -0.4823 0.4380 -0.7586
|
|
vn -0.4823 -0.0000 -0.8760
|
|
vn -0.4823 -0.4380 -0.7586
|
|
vn -0.4823 -0.7586 -0.4380
|
|
vn -0.4823 -0.8760 -0.0000
|
|
vn -0.4823 -0.7586 0.4380
|
|
vn -0.4823 -0.4380 0.7586
|
|
vn -0.4823 -0.0000 0.8760
|
|
vn -0.4823 0.4380 0.7586
|
|
vn -0.4823 0.7586 0.4380
|
|
vn -0.0660 0.9978 0.0000
|
|
vn -0.0660 0.8641 -0.4989
|
|
vn -0.0660 0.4989 -0.8641
|
|
vn -0.0660 0.0000 -0.9978
|
|
vn -0.0660 -0.4989 -0.8641
|
|
vn -0.0660 -0.8641 -0.4989
|
|
vn -0.0660 -0.9978 -0.0000
|
|
vn -0.0660 -0.8641 0.4989
|
|
vn -0.0660 -0.4989 0.8641
|
|
vn -0.0660 -0.0000 0.9978
|
|
vn -0.0660 0.4989 0.8641
|
|
vn -0.0660 0.8641 0.4989
|
|
vn 0.6992 0.7150 -0.0000
|
|
vn 0.6992 0.6192 -0.3575
|
|
vn 0.6992 0.3575 -0.6192
|
|
vn 0.6992 0.0000 -0.7150
|
|
vn 0.6992 -0.3575 -0.6192
|
|
vn 0.6992 -0.6192 -0.3575
|
|
vn 0.6992 -0.7150 -0.0000
|
|
vn 0.6992 -0.6192 0.3575
|
|
vn 0.6992 -0.3575 0.6192
|
|
vn 0.6992 -0.0000 0.7150
|
|
vn 0.6992 0.3575 0.6192
|
|
vn 0.6992 0.6192 0.3575
|
|
vn 1.0000 0.0000 -0.0000
|
|
# 50 vertex normals
|
|
|
|
vt 0.0000 1.0000 0.0000
|
|
vt 0.0000 0.8333 0.0000
|
|
vt 0.0833 0.8333 0.0000
|
|
vt 0.0833 1.0000 0.0000
|
|
vt 0.1667 0.8333 0.0000
|
|
vt 0.1667 1.0000 0.0000
|
|
vt 0.2500 0.8333 0.0000
|
|
vt 0.2500 1.0000 0.0000
|
|
vt 0.3333 0.8333 0.0000
|
|
vt 0.3333 1.0000 0.0000
|
|
vt 0.4167 0.8333 0.0000
|
|
vt 0.4167 1.0000 0.0000
|
|
vt 0.5000 0.8333 0.0000
|
|
vt 0.5000 1.0000 0.0000
|
|
vt 0.5833 0.8333 0.0000
|
|
vt 0.5833 1.0000 0.0000
|
|
vt 0.6667 0.8333 0.0000
|
|
vt 0.6667 1.0000 0.0000
|
|
vt 0.7500 0.8333 0.0000
|
|
vt 0.7500 1.0000 0.0000
|
|
vt 0.8333 0.8333 0.0000
|
|
vt 0.8333 1.0000 0.0000
|
|
vt 0.9167 0.8333 0.0000
|
|
vt 0.9167 1.0000 0.0000
|
|
vt 1.0000 0.8333 0.0000
|
|
vt 0.0000 0.6667 0.0000
|
|
vt 0.0833 0.6667 0.0000
|
|
vt 0.1667 0.6667 0.0000
|
|
vt 0.2500 0.6667 0.0000
|
|
vt 0.3333 0.6667 0.0000
|
|
vt 0.4167 0.6667 0.0000
|
|
vt 0.5000 0.6667 0.0000
|
|
vt 0.5833 0.6667 0.0000
|
|
vt 0.6667 0.6667 0.0000
|
|
vt 0.7500 0.6667 0.0000
|
|
vt 0.8333 0.6667 0.0000
|
|
vt 0.9167 0.6667 0.0000
|
|
vt 1.0000 0.6667 0.0000
|
|
vt 0.0000 0.5000 0.0000
|
|
vt 0.0833 0.5000 0.0000
|
|
vt 0.1667 0.5000 0.0000
|
|
vt 0.2500 0.5000 0.0000
|
|
vt 0.3333 0.5000 0.0000
|
|
vt 0.4167 0.5000 0.0000
|
|
vt 0.5000 0.5000 0.0000
|
|
vt 0.5833 0.5000 0.0000
|
|
vt 0.6667 0.5000 0.0000
|
|
vt 0.7500 0.5000 0.0000
|
|
vt 0.8333 0.5000 0.0000
|
|
vt 0.9167 0.5000 0.0000
|
|
vt 1.0000 0.5000 0.0000
|
|
vt 0.0000 0.3333 0.0000
|
|
vt 0.0833 0.3333 0.0000
|
|
vt 0.1667 0.3333 0.0000
|
|
vt 0.2500 0.3333 0.0000
|
|
vt 0.3333 0.3333 0.0000
|
|
vt 0.4167 0.3333 0.0000
|
|
vt 0.5000 0.3333 0.0000
|
|
vt 0.5833 0.3333 0.0000
|
|
vt 0.6667 0.3333 0.0000
|
|
vt 0.7500 0.3333 0.0000
|
|
vt 0.8333 0.3333 0.0000
|
|
vt 0.9167 0.3333 0.0000
|
|
vt 1.0000 0.3333 0.0000
|
|
vt 0.0000 0.1667 0.0000
|
|
vt 0.0833 0.1667 0.0000
|
|
vt 0.1667 0.1667 0.0000
|
|
vt 0.2500 0.1667 0.0000
|
|
vt 0.3333 0.1667 0.0000
|
|
vt 0.4167 0.1667 0.0000
|
|
vt 0.5000 0.1667 0.0000
|
|
vt 0.5833 0.1667 0.0000
|
|
vt 0.6667 0.1667 0.0000
|
|
vt 0.7500 0.1667 0.0000
|
|
vt 0.8333 0.1667 0.0000
|
|
vt 0.9167 0.1667 0.0000
|
|
# 76 texture coords
|
|
|
|
o Sphere011
|
|
g Sphere011
|
|
usemtl wire_018018018
|
|
s 1
|
|
f 3306/800/2120 3307/801/2121 3308/802/2122
|
|
f 3306/803/2120 3308/802/2122 3309/804/2123
|
|
f 3306/805/2120 3309/804/2123 3310/806/2124
|
|
f 3306/807/2120 3310/806/2124 3311/808/2125
|
|
f 3306/809/2120 3311/808/2125 3312/810/2126
|
|
f 3306/811/2120 3312/810/2126 3313/812/2127
|
|
f 3306/813/2120 3313/812/2127 3314/814/2128
|
|
f 3306/815/2120 3314/814/2128 3315/816/2129
|
|
f 3306/817/2120 3315/816/2129 3316/818/2130
|
|
f 3306/819/2120 3316/818/2130 3317/820/2131
|
|
f 3306/821/2120 3317/820/2131 3318/822/2132
|
|
f 3306/823/2120 3318/822/2132 3307/824/2121
|
|
f 3307/801/2121 3319/825/2133 3320/826/2134 3308/802/2122
|
|
f 3308/802/2122 3320/826/2134 3321/827/2135 3309/804/2123
|
|
f 3309/804/2123 3321/827/2135 3322/828/2136 3310/806/2124
|
|
f 3310/806/2124 3322/828/2136 3323/829/2137 3311/808/2125
|
|
f 3311/808/2125 3323/829/2137 3324/830/2138 3312/810/2126
|
|
f 3312/810/2126 3324/830/2138 3325/831/2139 3313/812/2127
|
|
f 3313/812/2127 3325/831/2139 3326/832/2140 3314/814/2128
|
|
f 3314/814/2128 3326/832/2140 3327/833/2141 3315/816/2129
|
|
f 3315/816/2129 3327/833/2141 3328/834/2142 3316/818/2130
|
|
f 3316/818/2130 3328/834/2142 3329/835/2143 3317/820/2131
|
|
f 3317/820/2131 3329/835/2143 3330/836/2144 3318/822/2132
|
|
f 3318/822/2132 3330/836/2144 3319/837/2133 3307/824/2121
|
|
f 3319/825/2133 3331/838/2145 3332/839/2146 3320/826/2134
|
|
f 3320/826/2134 3332/839/2146 3333/840/2147 3321/827/2135
|
|
f 3321/827/2135 3333/840/2147 3334/841/2148 3322/828/2136
|
|
f 3322/828/2136 3334/841/2148 3335/842/2149 3323/829/2137
|
|
f 3323/829/2137 3335/842/2149 3336/843/2150 3324/830/2138
|
|
f 3324/830/2138 3336/843/2150 3337/844/2151 3325/831/2139
|
|
f 3325/831/2139 3337/844/2151 3338/845/2152 3326/832/2140
|
|
f 3326/832/2140 3338/845/2152 3339/846/2153 3327/833/2141
|
|
f 3327/833/2141 3339/846/2153 3340/847/2154 3328/834/2142
|
|
f 3328/834/2142 3340/847/2154 3341/848/2155 3329/835/2143
|
|
f 3329/835/2143 3341/848/2155 3342/849/2156 3330/836/2144
|
|
f 3330/836/2144 3342/849/2156 3331/850/2145 3319/837/2133
|
|
f 3331/838/2145 3343/851/2157 3344/852/2158 3332/839/2146
|
|
f 3332/839/2146 3344/852/2158 3345/853/2159 3333/840/2147
|
|
f 3333/840/2147 3345/853/2159 3346/854/2160 3334/841/2148
|
|
f 3334/841/2148 3346/854/2160 3347/855/2161 3335/842/2149
|
|
f 3335/842/2149 3347/855/2161 3348/856/2162 3336/843/2150
|
|
f 3336/843/2150 3348/856/2162 3349/857/2163 3337/844/2151
|
|
f 3337/844/2151 3349/857/2163 3350/858/2164 3338/845/2152
|
|
f 3338/845/2152 3350/858/2164 3351/859/2165 3339/846/2153
|
|
f 3339/846/2153 3351/859/2165 3352/860/2166 3340/847/2154
|
|
f 3340/847/2154 3352/860/2166 3353/861/2167 3341/848/2155
|
|
f 3341/848/2155 3353/861/2167 3354/862/2168 3342/849/2156
|
|
f 3342/849/2156 3354/862/2168 3343/863/2157 3331/850/2145
|
|
s 2
|
|
f 3355/864/2169 3344/852/2158 3343/851/2157
|
|
f 3355/865/2169 3345/853/2159 3344/852/2158
|
|
f 3355/866/2169 3346/854/2160 3345/853/2159
|
|
f 3355/867/2169 3347/855/2161 3346/854/2160
|
|
f 3355/868/2169 3348/856/2162 3347/855/2161
|
|
f 3355/869/2169 3349/857/2163 3348/856/2162
|
|
f 3355/870/2169 3350/858/2164 3349/857/2163
|
|
f 3355/871/2169 3351/859/2165 3350/858/2164
|
|
f 3355/872/2169 3352/860/2166 3351/859/2165
|
|
f 3355/873/2169 3353/861/2167 3352/860/2166
|
|
f 3355/874/2169 3354/862/2168 3353/861/2167
|
|
f 3355/875/2169 3343/863/2157 3354/862/2168
|
|
# 36 polygons - 24 triangles
|
|
|
|
#
|
|
# object Sphere012
|
|
#
|
|
|
|
v -388.9057 14.5216 -38.5850
|
|
v -388.8008 14.9130 -38.5850
|
|
v -388.8008 14.8606 -38.7807
|
|
v -388.8008 14.7173 -38.9240
|
|
v -388.8008 14.5216 -38.9764
|
|
v -388.8008 14.3259 -38.9240
|
|
v -388.8008 14.1826 -38.7807
|
|
v -388.8008 14.1302 -38.5850
|
|
v -388.8008 14.1826 -38.3893
|
|
v -388.8008 14.3259 -38.2460
|
|
v -388.8008 14.5216 -38.1936
|
|
v -388.8008 14.7173 -38.2460
|
|
v -388.8008 14.8606 -38.3893
|
|
v -388.5143 15.1995 -38.5850
|
|
v -388.5143 15.1087 -38.9240
|
|
v -388.5143 14.8606 -39.1721
|
|
v -388.5143 14.5216 -39.2629
|
|
v -388.5143 14.1826 -39.1721
|
|
v -388.5143 13.9345 -38.9240
|
|
v -388.5143 13.8437 -38.5850
|
|
v -388.5143 13.9345 -38.2460
|
|
v -388.5143 14.1826 -37.9979
|
|
v -388.5143 14.5216 -37.9071
|
|
v -388.5143 14.8606 -37.9979
|
|
v -388.5143 15.1087 -38.2460
|
|
v -388.1229 15.3044 -38.5850
|
|
v -388.1229 15.1995 -38.9764
|
|
v -388.1229 14.9130 -39.2629
|
|
v -388.1229 14.5216 -39.3678
|
|
v -388.1229 14.1302 -39.2629
|
|
v -388.1229 13.8437 -38.9764
|
|
v -388.1229 13.7388 -38.5850
|
|
v -388.1229 13.8437 -38.1936
|
|
v -388.1229 14.1302 -37.9071
|
|
v -388.1229 14.5216 -37.8022
|
|
v -388.1229 14.9130 -37.9071
|
|
v -388.1229 15.1995 -38.1936
|
|
v -387.9282 15.2798 -38.5850
|
|
v -387.9282 15.1782 -38.9641
|
|
v -387.9282 14.9007 -39.2416
|
|
v -387.9282 14.5216 -39.3432
|
|
v -387.9282 14.1425 -39.2416
|
|
v -387.9282 13.8650 -38.9641
|
|
v -387.9282 13.7634 -38.5850
|
|
v -387.9282 13.8650 -38.2059
|
|
v -387.9282 14.1425 -37.9284
|
|
v -387.9282 14.5216 -37.8268
|
|
v -387.9282 14.9007 -37.9284
|
|
v -387.9282 15.1782 -38.2059
|
|
v -387.9282 14.5216 -38.5850
|
|
# 50 vertices
|
|
|
|
vn -1.0000 -0.0000 0.0000
|
|
vn -0.8474 0.5309 0.0000
|
|
vn -0.8474 0.4598 -0.2654
|
|
vn -0.8474 0.2654 -0.4598
|
|
vn -0.8474 -0.0000 -0.5309
|
|
vn -0.8474 -0.2655 -0.4598
|
|
vn -0.8474 -0.4598 -0.2654
|
|
vn -0.8474 -0.5309 0.0000
|
|
vn -0.8474 -0.4598 0.2654
|
|
vn -0.8474 -0.2655 0.4598
|
|
vn -0.8474 -0.0000 0.5309
|
|
vn -0.8474 0.2654 0.4598
|
|
vn -0.8474 0.4598 0.2655
|
|
vn -0.4823 0.8760 0.0000
|
|
vn -0.4823 0.7586 -0.4380
|
|
vn -0.4823 0.4380 -0.7586
|
|
vn -0.4823 -0.0000 -0.8760
|
|
vn -0.4823 -0.4380 -0.7586
|
|
vn -0.4823 -0.7586 -0.4380
|
|
vn -0.4823 -0.8760 -0.0000
|
|
vn -0.4823 -0.7586 0.4380
|
|
vn -0.4823 -0.4380 0.7586
|
|
vn -0.4823 -0.0000 0.8760
|
|
vn -0.4823 0.4380 0.7586
|
|
vn -0.4823 0.7586 0.4380
|
|
vn -0.0660 0.9978 0.0000
|
|
vn -0.0660 0.8641 -0.4989
|
|
vn -0.0660 0.4989 -0.8641
|
|
vn -0.0660 0.0000 -0.9978
|
|
vn -0.0660 -0.4989 -0.8641
|
|
vn -0.0660 -0.8641 -0.4989
|
|
vn -0.0660 -0.9978 -0.0000
|
|
vn -0.0660 -0.8641 0.4989
|
|
vn -0.0660 -0.4989 0.8641
|
|
vn -0.0660 -0.0000 0.9978
|
|
vn -0.0660 0.4989 0.8641
|
|
vn -0.0660 0.8641 0.4989
|
|
vn 0.6992 0.7150 -0.0000
|
|
vn 0.6992 0.6192 -0.3575
|
|
vn 0.6992 0.3575 -0.6192
|
|
vn 0.6992 0.0000 -0.7150
|
|
vn 0.6992 -0.3575 -0.6192
|
|
vn 0.6992 -0.6192 -0.3575
|
|
vn 0.6992 -0.7150 -0.0000
|
|
vn 0.6992 -0.6192 0.3575
|
|
vn 0.6992 -0.3575 0.6192
|
|
vn 0.6992 -0.0000 0.7150
|
|
vn 0.6992 0.3575 0.6192
|
|
vn 0.6992 0.6192 0.3575
|
|
vn 1.0000 0.0000 -0.0000
|
|
# 50 vertex normals
|
|
|
|
vt 0.0000 1.0000 0.0000
|
|
vt 0.0000 0.8333 0.0000
|
|
vt 0.0833 0.8333 0.0000
|
|
vt 0.0833 1.0000 0.0000
|
|
vt 0.1667 0.8333 0.0000
|
|
vt 0.1667 1.0000 0.0000
|
|
vt 0.2500 0.8333 0.0000
|
|
vt 0.2500 1.0000 0.0000
|
|
vt 0.3333 0.8333 0.0000
|
|
vt 0.3333 1.0000 0.0000
|
|
vt 0.4167 0.8333 0.0000
|
|
vt 0.4167 1.0000 0.0000
|
|
vt 0.5000 0.8333 0.0000
|
|
vt 0.5000 1.0000 0.0000
|
|
vt 0.5833 0.8333 0.0000
|
|
vt 0.5833 1.0000 0.0000
|
|
vt 0.6667 0.8333 0.0000
|
|
vt 0.6667 1.0000 0.0000
|
|
vt 0.7500 0.8333 0.0000
|
|
vt 0.7500 1.0000 0.0000
|
|
vt 0.8333 0.8333 0.0000
|
|
vt 0.8333 1.0000 0.0000
|
|
vt 0.9167 0.8333 0.0000
|
|
vt 0.9167 1.0000 0.0000
|
|
vt 1.0000 0.8333 0.0000
|
|
vt 0.0000 0.6667 0.0000
|
|
vt 0.0833 0.6667 0.0000
|
|
vt 0.1667 0.6667 0.0000
|
|
vt 0.2500 0.6667 0.0000
|
|
vt 0.3333 0.6667 0.0000
|
|
vt 0.4167 0.6667 0.0000
|
|
vt 0.5000 0.6667 0.0000
|
|
vt 0.5833 0.6667 0.0000
|
|
vt 0.6667 0.6667 0.0000
|
|
vt 0.7500 0.6667 0.0000
|
|
vt 0.8333 0.6667 0.0000
|
|
vt 0.9167 0.6667 0.0000
|
|
vt 1.0000 0.6667 0.0000
|
|
vt 0.0000 0.5000 0.0000
|
|
vt 0.0833 0.5000 0.0000
|
|
vt 0.1667 0.5000 0.0000
|
|
vt 0.2500 0.5000 0.0000
|
|
vt 0.3333 0.5000 0.0000
|
|
vt 0.4167 0.5000 0.0000
|
|
vt 0.5000 0.5000 0.0000
|
|
vt 0.5833 0.5000 0.0000
|
|
vt 0.6667 0.5000 0.0000
|
|
vt 0.7500 0.5000 0.0000
|
|
vt 0.8333 0.5000 0.0000
|
|
vt 0.9167 0.5000 0.0000
|
|
vt 1.0000 0.5000 0.0000
|
|
vt 0.0000 0.3333 0.0000
|
|
vt 0.0833 0.3333 0.0000
|
|
vt 0.1667 0.3333 0.0000
|
|
vt 0.2500 0.3333 0.0000
|
|
vt 0.3333 0.3333 0.0000
|
|
vt 0.4167 0.3333 0.0000
|
|
vt 0.5000 0.3333 0.0000
|
|
vt 0.5833 0.3333 0.0000
|
|
vt 0.6667 0.3333 0.0000
|
|
vt 0.7500 0.3333 0.0000
|
|
vt 0.8333 0.3333 0.0000
|
|
vt 0.9167 0.3333 0.0000
|
|
vt 1.0000 0.3333 0.0000
|
|
vt 0.0000 0.1667 0.0000
|
|
vt 0.0833 0.1667 0.0000
|
|
vt 0.1667 0.1667 0.0000
|
|
vt 0.2500 0.1667 0.0000
|
|
vt 0.3333 0.1667 0.0000
|
|
vt 0.4167 0.1667 0.0000
|
|
vt 0.5000 0.1667 0.0000
|
|
vt 0.5833 0.1667 0.0000
|
|
vt 0.6667 0.1667 0.0000
|
|
vt 0.7500 0.1667 0.0000
|
|
vt 0.8333 0.1667 0.0000
|
|
vt 0.9167 0.1667 0.0000
|
|
# 76 texture coords
|
|
|
|
o Sphere012
|
|
g Sphere012
|
|
usemtl wire_018018018
|
|
s 1
|
|
f 3356/876/2170 3357/877/2171 3358/878/2172
|
|
f 3356/879/2170 3358/878/2172 3359/880/2173
|
|
f 3356/881/2170 3359/880/2173 3360/882/2174
|
|
f 3356/883/2170 3360/882/2174 3361/884/2175
|
|
f 3356/885/2170 3361/884/2175 3362/886/2176
|
|
f 3356/887/2170 3362/886/2176 3363/888/2177
|
|
f 3356/889/2170 3363/888/2177 3364/890/2178
|
|
f 3356/891/2170 3364/890/2178 3365/892/2179
|
|
f 3356/893/2170 3365/892/2179 3366/894/2180
|
|
f 3356/895/2170 3366/894/2180 3367/896/2181
|
|
f 3356/897/2170 3367/896/2181 3368/898/2182
|
|
f 3356/899/2170 3368/898/2182 3357/900/2171
|
|
f 3357/877/2171 3369/901/2183 3370/902/2184 3358/878/2172
|
|
f 3358/878/2172 3370/902/2184 3371/903/2185 3359/880/2173
|
|
f 3359/880/2173 3371/903/2185 3372/904/2186 3360/882/2174
|
|
f 3360/882/2174 3372/904/2186 3373/905/2187 3361/884/2175
|
|
f 3361/884/2175 3373/905/2187 3374/906/2188 3362/886/2176
|
|
f 3362/886/2176 3374/906/2188 3375/907/2189 3363/888/2177
|
|
f 3363/888/2177 3375/907/2189 3376/908/2190 3364/890/2178
|
|
f 3364/890/2178 3376/908/2190 3377/909/2191 3365/892/2179
|
|
f 3365/892/2179 3377/909/2191 3378/910/2192 3366/894/2180
|
|
f 3366/894/2180 3378/910/2192 3379/911/2193 3367/896/2181
|
|
f 3367/896/2181 3379/911/2193 3380/912/2194 3368/898/2182
|
|
f 3368/898/2182 3380/912/2194 3369/913/2183 3357/900/2171
|
|
f 3369/901/2183 3381/914/2195 3382/915/2196 3370/902/2184
|
|
f 3370/902/2184 3382/915/2196 3383/916/2197 3371/903/2185
|
|
f 3371/903/2185 3383/916/2197 3384/917/2198 3372/904/2186
|
|
f 3372/904/2186 3384/917/2198 3385/918/2199 3373/905/2187
|
|
f 3373/905/2187 3385/918/2199 3386/919/2200 3374/906/2188
|
|
f 3374/906/2188 3386/919/2200 3387/920/2201 3375/907/2189
|
|
f 3375/907/2189 3387/920/2201 3388/921/2202 3376/908/2190
|
|
f 3376/908/2190 3388/921/2202 3389/922/2203 3377/909/2191
|
|
f 3377/909/2191 3389/922/2203 3390/923/2204 3378/910/2192
|
|
f 3378/910/2192 3390/923/2204 3391/924/2205 3379/911/2193
|
|
f 3379/911/2193 3391/924/2205 3392/925/2206 3380/912/2194
|
|
f 3380/912/2194 3392/925/2206 3381/926/2195 3369/913/2183
|
|
f 3381/914/2195 3393/927/2207 3394/928/2208 3382/915/2196
|
|
f 3382/915/2196 3394/928/2208 3395/929/2209 3383/916/2197
|
|
f 3383/916/2197 3395/929/2209 3396/930/2210 3384/917/2198
|
|
f 3384/917/2198 3396/930/2210 3397/931/2211 3385/918/2199
|
|
f 3385/918/2199 3397/931/2211 3398/932/2212 3386/919/2200
|
|
f 3386/919/2200 3398/932/2212 3399/933/2213 3387/920/2201
|
|
f 3387/920/2201 3399/933/2213 3400/934/2214 3388/921/2202
|
|
f 3388/921/2202 3400/934/2214 3401/935/2215 3389/922/2203
|
|
f 3389/922/2203 3401/935/2215 3402/936/2216 3390/923/2204
|
|
f 3390/923/2204 3402/936/2216 3403/937/2217 3391/924/2205
|
|
f 3391/924/2205 3403/937/2217 3404/938/2218 3392/925/2206
|
|
f 3392/925/2206 3404/938/2218 3393/939/2207 3381/926/2195
|
|
s 2
|
|
f 3405/940/2219 3394/928/2208 3393/927/2207
|
|
f 3405/941/2219 3395/929/2209 3394/928/2208
|
|
f 3405/942/2219 3396/930/2210 3395/929/2209
|
|
f 3405/943/2219 3397/931/2211 3396/930/2210
|
|
f 3405/944/2219 3398/932/2212 3397/931/2211
|
|
f 3405/945/2219 3399/933/2213 3398/932/2212
|
|
f 3405/946/2219 3400/934/2214 3399/933/2213
|
|
f 3405/947/2219 3401/935/2215 3400/934/2214
|
|
f 3405/948/2219 3402/936/2216 3401/935/2215
|
|
f 3405/949/2219 3403/937/2217 3402/936/2216
|
|
f 3405/950/2219 3404/938/2218 3403/937/2217
|
|
f 3405/951/2219 3393/939/2207 3404/938/2218
|
|
# 36 polygons - 24 triangles
|
|
|
|
#
|
|
# object Sphere013
|
|
#
|
|
|
|
v -388.9057 14.5216 -41.6602
|
|
v -388.8008 14.9130 -41.6602
|
|
v -388.8008 14.8606 -41.8559
|
|
v -388.8008 14.7173 -41.9992
|
|
v -388.8008 14.5216 -42.0516
|
|
v -388.8008 14.3259 -41.9992
|
|
v -388.8008 14.1826 -41.8559
|
|
v -388.8008 14.1302 -41.6602
|
|
v -388.8008 14.1826 -41.4645
|
|
v -388.8008 14.3259 -41.3213
|
|
v -388.8008 14.5216 -41.2688
|
|
v -388.8008 14.7173 -41.3213
|
|
v -388.8008 14.8606 -41.4645
|
|
v -388.5143 15.1995 -41.6602
|
|
v -388.5143 15.1087 -41.9992
|
|
v -388.5143 14.8606 -42.2473
|
|
v -388.5143 14.5216 -42.3381
|
|
v -388.5143 14.1826 -42.2473
|
|
v -388.5143 13.9345 -41.9992
|
|
v -388.5143 13.8437 -41.6602
|
|
v -388.5143 13.9345 -41.3213
|
|
v -388.5143 14.1826 -41.0731
|
|
v -388.5143 14.5216 -40.9823
|
|
v -388.5143 14.8606 -41.0731
|
|
v -388.5143 15.1087 -41.3213
|
|
v -388.1229 15.3044 -41.6602
|
|
v -388.1229 15.1995 -42.0516
|
|
v -388.1229 14.9130 -42.3381
|
|
v -388.1229 14.5216 -42.4430
|
|
v -388.1229 14.1302 -42.3381
|
|
v -388.1229 13.8437 -42.0516
|
|
v -388.1229 13.7388 -41.6602
|
|
v -388.1229 13.8437 -41.2688
|
|
v -388.1229 14.1302 -40.9823
|
|
v -388.1229 14.5216 -40.8774
|
|
v -388.1229 14.9130 -40.9823
|
|
v -388.1229 15.1995 -41.2688
|
|
v -387.9282 15.2798 -41.6602
|
|
v -387.9282 15.1782 -42.0393
|
|
v -387.9282 14.9007 -42.3168
|
|
v -387.9282 14.5216 -42.4184
|
|
v -387.9282 14.1425 -42.3168
|
|
v -387.9282 13.8650 -42.0393
|
|
v -387.9282 13.7634 -41.6602
|
|
v -387.9282 13.8650 -41.2811
|
|
v -387.9282 14.1425 -41.0036
|
|
v -387.9282 14.5216 -40.9020
|
|
v -387.9282 14.9007 -41.0036
|
|
v -387.9282 15.1782 -41.2811
|
|
v -387.9282 14.5216 -41.6602
|
|
# 50 vertices
|
|
|
|
vn -1.0000 -0.0000 0.0000
|
|
vn -0.8474 0.5309 0.0000
|
|
vn -0.8474 0.4598 -0.2654
|
|
vn -0.8474 0.2654 -0.4598
|
|
vn -0.8474 -0.0000 -0.5309
|
|
vn -0.8474 -0.2655 -0.4598
|
|
vn -0.8474 -0.4598 -0.2654
|
|
vn -0.8474 -0.5309 0.0000
|
|
vn -0.8474 -0.4598 0.2654
|
|
vn -0.8474 -0.2655 0.4598
|
|
vn -0.8474 -0.0000 0.5309
|
|
vn -0.8474 0.2654 0.4598
|
|
vn -0.8474 0.4598 0.2655
|
|
vn -0.4823 0.8760 0.0000
|
|
vn -0.4823 0.7586 -0.4380
|
|
vn -0.4823 0.4380 -0.7586
|
|
vn -0.4823 -0.0000 -0.8760
|
|
vn -0.4823 -0.4380 -0.7586
|
|
vn -0.4823 -0.7586 -0.4380
|
|
vn -0.4823 -0.8760 -0.0000
|
|
vn -0.4823 -0.7586 0.4380
|
|
vn -0.4823 -0.4380 0.7586
|
|
vn -0.4823 -0.0000 0.8760
|
|
vn -0.4823 0.4380 0.7586
|
|
vn -0.4823 0.7586 0.4380
|
|
vn -0.0660 0.9978 0.0000
|
|
vn -0.0660 0.8641 -0.4989
|
|
vn -0.0660 0.4989 -0.8641
|
|
vn -0.0660 0.0000 -0.9978
|
|
vn -0.0660 -0.4989 -0.8641
|
|
vn -0.0660 -0.8641 -0.4989
|
|
vn -0.0660 -0.9978 -0.0000
|
|
vn -0.0660 -0.8641 0.4989
|
|
vn -0.0660 -0.4989 0.8641
|
|
vn -0.0660 -0.0000 0.9978
|
|
vn -0.0660 0.4989 0.8641
|
|
vn -0.0660 0.8641 0.4989
|
|
vn 0.6992 0.7150 -0.0000
|
|
vn 0.6992 0.6192 -0.3575
|
|
vn 0.6992 0.3575 -0.6192
|
|
vn 0.6992 0.0000 -0.7150
|
|
vn 0.6992 -0.3575 -0.6192
|
|
vn 0.6992 -0.6192 -0.3575
|
|
vn 0.6992 -0.7150 -0.0000
|
|
vn 0.6992 -0.6192 0.3575
|
|
vn 0.6992 -0.3575 0.6192
|
|
vn 0.6992 -0.0000 0.7150
|
|
vn 0.6992 0.3575 0.6192
|
|
vn 0.6992 0.6192 0.3575
|
|
vn 1.0000 0.0000 -0.0000
|
|
# 50 vertex normals
|
|
|
|
vt 0.0000 1.0000 0.0000
|
|
vt 0.0000 0.8333 0.0000
|
|
vt 0.0833 0.8333 0.0000
|
|
vt 0.0833 1.0000 0.0000
|
|
vt 0.1667 0.8333 0.0000
|
|
vt 0.1667 1.0000 0.0000
|
|
vt 0.2500 0.8333 0.0000
|
|
vt 0.2500 1.0000 0.0000
|
|
vt 0.3333 0.8333 0.0000
|
|
vt 0.3333 1.0000 0.0000
|
|
vt 0.4167 0.8333 0.0000
|
|
vt 0.4167 1.0000 0.0000
|
|
vt 0.5000 0.8333 0.0000
|
|
vt 0.5000 1.0000 0.0000
|
|
vt 0.5833 0.8333 0.0000
|
|
vt 0.5833 1.0000 0.0000
|
|
vt 0.6667 0.8333 0.0000
|
|
vt 0.6667 1.0000 0.0000
|
|
vt 0.7500 0.8333 0.0000
|
|
vt 0.7500 1.0000 0.0000
|
|
vt 0.8333 0.8333 0.0000
|
|
vt 0.8333 1.0000 0.0000
|
|
vt 0.9167 0.8333 0.0000
|
|
vt 0.9167 1.0000 0.0000
|
|
vt 1.0000 0.8333 0.0000
|
|
vt 0.0000 0.6667 0.0000
|
|
vt 0.0833 0.6667 0.0000
|
|
vt 0.1667 0.6667 0.0000
|
|
vt 0.2500 0.6667 0.0000
|
|
vt 0.3333 0.6667 0.0000
|
|
vt 0.4167 0.6667 0.0000
|
|
vt 0.5000 0.6667 0.0000
|
|
vt 0.5833 0.6667 0.0000
|
|
vt 0.6667 0.6667 0.0000
|
|
vt 0.7500 0.6667 0.0000
|
|
vt 0.8333 0.6667 0.0000
|
|
vt 0.9167 0.6667 0.0000
|
|
vt 1.0000 0.6667 0.0000
|
|
vt 0.0000 0.5000 0.0000
|
|
vt 0.0833 0.5000 0.0000
|
|
vt 0.1667 0.5000 0.0000
|
|
vt 0.2500 0.5000 0.0000
|
|
vt 0.3333 0.5000 0.0000
|
|
vt 0.4167 0.5000 0.0000
|
|
vt 0.5000 0.5000 0.0000
|
|
vt 0.5833 0.5000 0.0000
|
|
vt 0.6667 0.5000 0.0000
|
|
vt 0.7500 0.5000 0.0000
|
|
vt 0.8333 0.5000 0.0000
|
|
vt 0.9167 0.5000 0.0000
|
|
vt 1.0000 0.5000 0.0000
|
|
vt 0.0000 0.3333 0.0000
|
|
vt 0.0833 0.3333 0.0000
|
|
vt 0.1667 0.3333 0.0000
|
|
vt 0.2500 0.3333 0.0000
|
|
vt 0.3333 0.3333 0.0000
|
|
vt 0.4167 0.3333 0.0000
|
|
vt 0.5000 0.3333 0.0000
|
|
vt 0.5833 0.3333 0.0000
|
|
vt 0.6667 0.3333 0.0000
|
|
vt 0.7500 0.3333 0.0000
|
|
vt 0.8333 0.3333 0.0000
|
|
vt 0.9167 0.3333 0.0000
|
|
vt 1.0000 0.3333 0.0000
|
|
vt 0.0000 0.1667 0.0000
|
|
vt 0.0833 0.1667 0.0000
|
|
vt 0.1667 0.1667 0.0000
|
|
vt 0.2500 0.1667 0.0000
|
|
vt 0.3333 0.1667 0.0000
|
|
vt 0.4167 0.1667 0.0000
|
|
vt 0.5000 0.1667 0.0000
|
|
vt 0.5833 0.1667 0.0000
|
|
vt 0.6667 0.1667 0.0000
|
|
vt 0.7500 0.1667 0.0000
|
|
vt 0.8333 0.1667 0.0000
|
|
vt 0.9167 0.1667 0.0000
|
|
# 76 texture coords
|
|
|
|
o Sphere013
|
|
g Sphere013
|
|
usemtl wire_018018018
|
|
s 1
|
|
f 3406/952/2220 3407/953/2221 3408/954/2222
|
|
f 3406/955/2220 3408/954/2222 3409/956/2223
|
|
f 3406/957/2220 3409/956/2223 3410/958/2224
|
|
f 3406/959/2220 3410/958/2224 3411/960/2225
|
|
f 3406/961/2220 3411/960/2225 3412/962/2226
|
|
f 3406/963/2220 3412/962/2226 3413/964/2227
|
|
f 3406/965/2220 3413/964/2227 3414/966/2228
|
|
f 3406/967/2220 3414/966/2228 3415/968/2229
|
|
f 3406/969/2220 3415/968/2229 3416/970/2230
|
|
f 3406/971/2220 3416/970/2230 3417/972/2231
|
|
f 3406/973/2220 3417/972/2231 3418/974/2232
|
|
f 3406/975/2220 3418/974/2232 3407/976/2221
|
|
f 3407/953/2221 3419/977/2233 3420/978/2234 3408/954/2222
|
|
f 3408/954/2222 3420/978/2234 3421/979/2235 3409/956/2223
|
|
f 3409/956/2223 3421/979/2235 3422/980/2236 3410/958/2224
|
|
f 3410/958/2224 3422/980/2236 3423/981/2237 3411/960/2225
|
|
f 3411/960/2225 3423/981/2237 3424/982/2238 3412/962/2226
|
|
f 3412/962/2226 3424/982/2238 3425/983/2239 3413/964/2227
|
|
f 3413/964/2227 3425/983/2239 3426/984/2240 3414/966/2228
|
|
f 3414/966/2228 3426/984/2240 3427/985/2241 3415/968/2229
|
|
f 3415/968/2229 3427/985/2241 3428/986/2242 3416/970/2230
|
|
f 3416/970/2230 3428/986/2242 3429/987/2243 3417/972/2231
|
|
f 3417/972/2231 3429/987/2243 3430/988/2244 3418/974/2232
|
|
f 3418/974/2232 3430/988/2244 3419/989/2233 3407/976/2221
|
|
f 3419/977/2233 3431/990/2245 3432/991/2246 3420/978/2234
|
|
f 3420/978/2234 3432/991/2246 3433/992/2247 3421/979/2235
|
|
f 3421/979/2235 3433/992/2247 3434/993/2248 3422/980/2236
|
|
f 3422/980/2236 3434/993/2248 3435/994/2249 3423/981/2237
|
|
f 3423/981/2237 3435/994/2249 3436/995/2250 3424/982/2238
|
|
f 3424/982/2238 3436/995/2250 3437/996/2251 3425/983/2239
|
|
f 3425/983/2239 3437/996/2251 3438/997/2252 3426/984/2240
|
|
f 3426/984/2240 3438/997/2252 3439/998/2253 3427/985/2241
|
|
f 3427/985/2241 3439/998/2253 3440/999/2254 3428/986/2242
|
|
f 3428/986/2242 3440/999/2254 3441/1000/2255 3429/987/2243
|
|
f 3429/987/2243 3441/1000/2255 3442/1001/2256 3430/988/2244
|
|
f 3430/988/2244 3442/1001/2256 3431/1002/2245 3419/989/2233
|
|
f 3431/990/2245 3443/1003/2257 3444/1004/2258 3432/991/2246
|
|
f 3432/991/2246 3444/1004/2258 3445/1005/2259 3433/992/2247
|
|
f 3433/992/2247 3445/1005/2259 3446/1006/2260 3434/993/2248
|
|
f 3434/993/2248 3446/1006/2260 3447/1007/2261 3435/994/2249
|
|
f 3435/994/2249 3447/1007/2261 3448/1008/2262 3436/995/2250
|
|
f 3436/995/2250 3448/1008/2262 3449/1009/2263 3437/996/2251
|
|
f 3437/996/2251 3449/1009/2263 3450/1010/2264 3438/997/2252
|
|
f 3438/997/2252 3450/1010/2264 3451/1011/2265 3439/998/2253
|
|
f 3439/998/2253 3451/1011/2265 3452/1012/2266 3440/999/2254
|
|
f 3440/999/2254 3452/1012/2266 3453/1013/2267 3441/1000/2255
|
|
f 3441/1000/2255 3453/1013/2267 3454/1014/2268 3442/1001/2256
|
|
f 3442/1001/2256 3454/1014/2268 3443/1015/2257 3431/1002/2245
|
|
s 2
|
|
f 3455/1016/2269 3444/1004/2258 3443/1003/2257
|
|
f 3455/1017/2269 3445/1005/2259 3444/1004/2258
|
|
f 3455/1018/2269 3446/1006/2260 3445/1005/2259
|
|
f 3455/1019/2269 3447/1007/2261 3446/1006/2260
|
|
f 3455/1020/2269 3448/1008/2262 3447/1007/2261
|
|
f 3455/1021/2269 3449/1009/2263 3448/1008/2262
|
|
f 3455/1022/2269 3450/1010/2264 3449/1009/2263
|
|
f 3455/1023/2269 3451/1011/2265 3450/1010/2264
|
|
f 3455/1024/2269 3452/1012/2266 3451/1011/2265
|
|
f 3455/1025/2269 3453/1013/2267 3452/1012/2266
|
|
f 3455/1026/2269 3454/1014/2268 3453/1013/2267
|
|
f 3455/1027/2269 3443/1015/2257 3454/1014/2268
|
|
# 36 polygons - 24 triangles
|
|
|
|
#
|
|
# object Sphere014
|
|
#
|
|
|
|
v -388.9057 16.2932 -41.0460
|
|
v -388.8008 16.6846 -41.0460
|
|
v -388.8008 16.6321 -41.2417
|
|
v -388.8008 16.4889 -41.3849
|
|
v -388.8008 16.2932 -41.4374
|
|
v -388.8008 16.0975 -41.3849
|
|
v -388.8008 15.9542 -41.2417
|
|
v -388.8008 15.9018 -41.0460
|
|
v -388.8008 15.9542 -40.8503
|
|
v -388.8008 16.0975 -40.7070
|
|
v -388.8008 16.2932 -40.6546
|
|
v -388.8008 16.4889 -40.7070
|
|
v -388.8008 16.6321 -40.8503
|
|
v -388.5143 16.9711 -41.0460
|
|
v -388.5143 16.8803 -41.3849
|
|
v -388.5143 16.6321 -41.6331
|
|
v -388.5143 16.2932 -41.7239
|
|
v -388.5143 15.9542 -41.6331
|
|
v -388.5143 15.7061 -41.3849
|
|
v -388.5143 15.6153 -41.0460
|
|
v -388.5143 15.7061 -40.7070
|
|
v -388.5143 15.9542 -40.4589
|
|
v -388.5143 16.2932 -40.3681
|
|
v -388.5143 16.6321 -40.4589
|
|
v -388.5143 16.8803 -40.7070
|
|
v -388.1229 17.0760 -41.0460
|
|
v -388.1229 16.9711 -41.4374
|
|
v -388.1229 16.6846 -41.7239
|
|
v -388.1229 16.2932 -41.8288
|
|
v -388.1229 15.9018 -41.7239
|
|
v -388.1229 15.6153 -41.4374
|
|
v -388.1229 15.5104 -41.0460
|
|
v -388.1229 15.6153 -40.6546
|
|
v -388.1229 15.9018 -40.3681
|
|
v -388.1229 16.2932 -40.2632
|
|
v -388.1229 16.6846 -40.3681
|
|
v -388.1229 16.9711 -40.6546
|
|
v -387.9282 17.0514 -41.0460
|
|
v -387.9282 16.9498 -41.4251
|
|
v -387.9282 16.6723 -41.7026
|
|
v -387.9282 16.2932 -41.8042
|
|
v -387.9282 15.9141 -41.7026
|
|
v -387.9282 15.6365 -41.4251
|
|
v -387.9282 15.5350 -41.0460
|
|
v -387.9282 15.6365 -40.6669
|
|
v -387.9282 15.9141 -40.3894
|
|
v -387.9282 16.2932 -40.2878
|
|
v -387.9282 16.6723 -40.3894
|
|
v -387.9282 16.9498 -40.6669
|
|
v -387.9282 16.2932 -41.0460
|
|
# 50 vertices
|
|
|
|
vn -1.0000 -0.0000 0.0000
|
|
vn -0.8474 0.5309 0.0000
|
|
vn -0.8474 0.4598 -0.2654
|
|
vn -0.8474 0.2654 -0.4598
|
|
vn -0.8474 -0.0000 -0.5309
|
|
vn -0.8474 -0.2655 -0.4598
|
|
vn -0.8474 -0.4598 -0.2654
|
|
vn -0.8474 -0.5309 0.0000
|
|
vn -0.8474 -0.4598 0.2654
|
|
vn -0.8474 -0.2655 0.4598
|
|
vn -0.8474 -0.0000 0.5309
|
|
vn -0.8474 0.2654 0.4598
|
|
vn -0.8474 0.4598 0.2655
|
|
vn -0.4823 0.8760 0.0000
|
|
vn -0.4823 0.7586 -0.4380
|
|
vn -0.4823 0.4380 -0.7586
|
|
vn -0.4823 -0.0000 -0.8760
|
|
vn -0.4823 -0.4380 -0.7586
|
|
vn -0.4823 -0.7586 -0.4380
|
|
vn -0.4823 -0.8760 -0.0000
|
|
vn -0.4823 -0.7586 0.4380
|
|
vn -0.4823 -0.4380 0.7586
|
|
vn -0.4823 -0.0000 0.8760
|
|
vn -0.4823 0.4380 0.7586
|
|
vn -0.4823 0.7586 0.4380
|
|
vn -0.0660 0.9978 0.0000
|
|
vn -0.0660 0.8641 -0.4989
|
|
vn -0.0660 0.4989 -0.8641
|
|
vn -0.0660 0.0000 -0.9978
|
|
vn -0.0660 -0.4989 -0.8641
|
|
vn -0.0660 -0.8641 -0.4989
|
|
vn -0.0660 -0.9978 -0.0000
|
|
vn -0.0660 -0.8641 0.4989
|
|
vn -0.0660 -0.4989 0.8641
|
|
vn -0.0660 -0.0000 0.9978
|
|
vn -0.0660 0.4989 0.8641
|
|
vn -0.0660 0.8641 0.4989
|
|
vn 0.6992 0.7150 -0.0000
|
|
vn 0.6992 0.6192 -0.3575
|
|
vn 0.6992 0.3575 -0.6192
|
|
vn 0.6992 0.0000 -0.7150
|
|
vn 0.6992 -0.3575 -0.6192
|
|
vn 0.6992 -0.6192 -0.3575
|
|
vn 0.6992 -0.7150 -0.0000
|
|
vn 0.6992 -0.6192 0.3575
|
|
vn 0.6992 -0.3575 0.6192
|
|
vn 0.6992 -0.0000 0.7150
|
|
vn 0.6992 0.3575 0.6192
|
|
vn 0.6992 0.6192 0.3575
|
|
vn 1.0000 0.0000 -0.0000
|
|
# 50 vertex normals
|
|
|
|
vt 0.0000 1.0000 0.0000
|
|
vt 0.0000 0.8333 0.0000
|
|
vt 0.0833 0.8333 0.0000
|
|
vt 0.0833 1.0000 0.0000
|
|
vt 0.1667 0.8333 0.0000
|
|
vt 0.1667 1.0000 0.0000
|
|
vt 0.2500 0.8333 0.0000
|
|
vt 0.2500 1.0000 0.0000
|
|
vt 0.3333 0.8333 0.0000
|
|
vt 0.3333 1.0000 0.0000
|
|
vt 0.4167 0.8333 0.0000
|
|
vt 0.4167 1.0000 0.0000
|
|
vt 0.5000 0.8333 0.0000
|
|
vt 0.5000 1.0000 0.0000
|
|
vt 0.5833 0.8333 0.0000
|
|
vt 0.5833 1.0000 0.0000
|
|
vt 0.6667 0.8333 0.0000
|
|
vt 0.6667 1.0000 0.0000
|
|
vt 0.7500 0.8333 0.0000
|
|
vt 0.7500 1.0000 0.0000
|
|
vt 0.8333 0.8333 0.0000
|
|
vt 0.8333 1.0000 0.0000
|
|
vt 0.9167 0.8333 0.0000
|
|
vt 0.9167 1.0000 0.0000
|
|
vt 1.0000 0.8333 0.0000
|
|
vt 0.0000 0.6667 0.0000
|
|
vt 0.0833 0.6667 0.0000
|
|
vt 0.1667 0.6667 0.0000
|
|
vt 0.2500 0.6667 0.0000
|
|
vt 0.3333 0.6667 0.0000
|
|
vt 0.4167 0.6667 0.0000
|
|
vt 0.5000 0.6667 0.0000
|
|
vt 0.5833 0.6667 0.0000
|
|
vt 0.6667 0.6667 0.0000
|
|
vt 0.7500 0.6667 0.0000
|
|
vt 0.8333 0.6667 0.0000
|
|
vt 0.9167 0.6667 0.0000
|
|
vt 1.0000 0.6667 0.0000
|
|
vt 0.0000 0.5000 0.0000
|
|
vt 0.0833 0.5000 0.0000
|
|
vt 0.1667 0.5000 0.0000
|
|
vt 0.2500 0.5000 0.0000
|
|
vt 0.3333 0.5000 0.0000
|
|
vt 0.4167 0.5000 0.0000
|
|
vt 0.5000 0.5000 0.0000
|
|
vt 0.5833 0.5000 0.0000
|
|
vt 0.6667 0.5000 0.0000
|
|
vt 0.7500 0.5000 0.0000
|
|
vt 0.8333 0.5000 0.0000
|
|
vt 0.9167 0.5000 0.0000
|
|
vt 1.0000 0.5000 0.0000
|
|
vt 0.0000 0.3333 0.0000
|
|
vt 0.0833 0.3333 0.0000
|
|
vt 0.1667 0.3333 0.0000
|
|
vt 0.2500 0.3333 0.0000
|
|
vt 0.3333 0.3333 0.0000
|
|
vt 0.4167 0.3333 0.0000
|
|
vt 0.5000 0.3333 0.0000
|
|
vt 0.5833 0.3333 0.0000
|
|
vt 0.6667 0.3333 0.0000
|
|
vt 0.7500 0.3333 0.0000
|
|
vt 0.8333 0.3333 0.0000
|
|
vt 0.9167 0.3333 0.0000
|
|
vt 1.0000 0.3333 0.0000
|
|
vt 0.0000 0.1667 0.0000
|
|
vt 0.0833 0.1667 0.0000
|
|
vt 0.1667 0.1667 0.0000
|
|
vt 0.2500 0.1667 0.0000
|
|
vt 0.3333 0.1667 0.0000
|
|
vt 0.4167 0.1667 0.0000
|
|
vt 0.5000 0.1667 0.0000
|
|
vt 0.5833 0.1667 0.0000
|
|
vt 0.6667 0.1667 0.0000
|
|
vt 0.7500 0.1667 0.0000
|
|
vt 0.8333 0.1667 0.0000
|
|
vt 0.9167 0.1667 0.0000
|
|
# 76 texture coords
|
|
|
|
o Sphere014
|
|
g Sphere014
|
|
usemtl wire_018018018
|
|
s 1
|
|
f 3456/1028/2270 3457/1029/2271 3458/1030/2272
|
|
f 3456/1031/2270 3458/1030/2272 3459/1032/2273
|
|
f 3456/1033/2270 3459/1032/2273 3460/1034/2274
|
|
f 3456/1035/2270 3460/1034/2274 3461/1036/2275
|
|
f 3456/1037/2270 3461/1036/2275 3462/1038/2276
|
|
f 3456/1039/2270 3462/1038/2276 3463/1040/2277
|
|
f 3456/1041/2270 3463/1040/2277 3464/1042/2278
|
|
f 3456/1043/2270 3464/1042/2278 3465/1044/2279
|
|
f 3456/1045/2270 3465/1044/2279 3466/1046/2280
|
|
f 3456/1047/2270 3466/1046/2280 3467/1048/2281
|
|
f 3456/1049/2270 3467/1048/2281 3468/1050/2282
|
|
f 3456/1051/2270 3468/1050/2282 3457/1052/2271
|
|
f 3457/1029/2271 3469/1053/2283 3470/1054/2284 3458/1030/2272
|
|
f 3458/1030/2272 3470/1054/2284 3471/1055/2285 3459/1032/2273
|
|
f 3459/1032/2273 3471/1055/2285 3472/1056/2286 3460/1034/2274
|
|
f 3460/1034/2274 3472/1056/2286 3473/1057/2287 3461/1036/2275
|
|
f 3461/1036/2275 3473/1057/2287 3474/1058/2288 3462/1038/2276
|
|
f 3462/1038/2276 3474/1058/2288 3475/1059/2289 3463/1040/2277
|
|
f 3463/1040/2277 3475/1059/2289 3476/1060/2290 3464/1042/2278
|
|
f 3464/1042/2278 3476/1060/2290 3477/1061/2291 3465/1044/2279
|
|
f 3465/1044/2279 3477/1061/2291 3478/1062/2292 3466/1046/2280
|
|
f 3466/1046/2280 3478/1062/2292 3479/1063/2293 3467/1048/2281
|
|
f 3467/1048/2281 3479/1063/2293 3480/1064/2294 3468/1050/2282
|
|
f 3468/1050/2282 3480/1064/2294 3469/1065/2283 3457/1052/2271
|
|
f 3469/1053/2283 3481/1066/2295 3482/1067/2296 3470/1054/2284
|
|
f 3470/1054/2284 3482/1067/2296 3483/1068/2297 3471/1055/2285
|
|
f 3471/1055/2285 3483/1068/2297 3484/1069/2298 3472/1056/2286
|
|
f 3472/1056/2286 3484/1069/2298 3485/1070/2299 3473/1057/2287
|
|
f 3473/1057/2287 3485/1070/2299 3486/1071/2300 3474/1058/2288
|
|
f 3474/1058/2288 3486/1071/2300 3487/1072/2301 3475/1059/2289
|
|
f 3475/1059/2289 3487/1072/2301 3488/1073/2302 3476/1060/2290
|
|
f 3476/1060/2290 3488/1073/2302 3489/1074/2303 3477/1061/2291
|
|
f 3477/1061/2291 3489/1074/2303 3490/1075/2304 3478/1062/2292
|
|
f 3478/1062/2292 3490/1075/2304 3491/1076/2305 3479/1063/2293
|
|
f 3479/1063/2293 3491/1076/2305 3492/1077/2306 3480/1064/2294
|
|
f 3480/1064/2294 3492/1077/2306 3481/1078/2295 3469/1065/2283
|
|
f 3481/1066/2295 3493/1079/2307 3494/1080/2308 3482/1067/2296
|
|
f 3482/1067/2296 3494/1080/2308 3495/1081/2309 3483/1068/2297
|
|
f 3483/1068/2297 3495/1081/2309 3496/1082/2310 3484/1069/2298
|
|
f 3484/1069/2298 3496/1082/2310 3497/1083/2311 3485/1070/2299
|
|
f 3485/1070/2299 3497/1083/2311 3498/1084/2312 3486/1071/2300
|
|
f 3486/1071/2300 3498/1084/2312 3499/1085/2313 3487/1072/2301
|
|
f 3487/1072/2301 3499/1085/2313 3500/1086/2314 3488/1073/2302
|
|
f 3488/1073/2302 3500/1086/2314 3501/1087/2315 3489/1074/2303
|
|
f 3489/1074/2303 3501/1087/2315 3502/1088/2316 3490/1075/2304
|
|
f 3490/1075/2304 3502/1088/2316 3503/1089/2317 3491/1076/2305
|
|
f 3491/1076/2305 3503/1089/2317 3504/1090/2318 3492/1077/2306
|
|
f 3492/1077/2306 3504/1090/2318 3493/1091/2307 3481/1078/2295
|
|
s 2
|
|
f 3505/1092/2319 3494/1080/2308 3493/1079/2307
|
|
f 3505/1093/2319 3495/1081/2309 3494/1080/2308
|
|
f 3505/1094/2319 3496/1082/2310 3495/1081/2309
|
|
f 3505/1095/2319 3497/1083/2311 3496/1082/2310
|
|
f 3505/1096/2319 3498/1084/2312 3497/1083/2311
|
|
f 3505/1097/2319 3499/1085/2313 3498/1084/2312
|
|
f 3505/1098/2319 3500/1086/2314 3499/1085/2313
|
|
f 3505/1099/2319 3501/1087/2315 3500/1086/2314
|
|
f 3505/1100/2319 3502/1088/2316 3501/1087/2315
|
|
f 3505/1101/2319 3503/1089/2317 3502/1088/2316
|
|
f 3505/1102/2319 3504/1090/2318 3503/1089/2317
|
|
f 3505/1103/2319 3493/1091/2307 3504/1090/2318
|
|
# 36 polygons - 24 triangles
|
|
|
|
#
|
|
# object Sphere015
|
|
#
|
|
|
|
v -388.9057 16.2932 -39.1485
|
|
v -388.8008 16.6846 -39.1485
|
|
v -388.8008 16.6321 -39.3442
|
|
v -388.8008 16.4889 -39.4875
|
|
v -388.8008 16.2932 -39.5399
|
|
v -388.8008 16.0975 -39.4875
|
|
v -388.8008 15.9542 -39.3442
|
|
v -388.8008 15.9018 -39.1485
|
|
v -388.8008 15.9542 -38.9528
|
|
v -388.8008 16.0975 -38.8095
|
|
v -388.8008 16.2932 -38.7571
|
|
v -388.8008 16.4889 -38.8095
|
|
v -388.8008 16.6321 -38.9528
|
|
v -388.5143 16.9711 -39.1485
|
|
v -388.5143 16.8803 -39.4875
|
|
v -388.5143 16.6321 -39.7356
|
|
v -388.5143 16.2932 -39.8264
|
|
v -388.5143 15.9542 -39.7356
|
|
v -388.5143 15.7061 -39.4875
|
|
v -388.5143 15.6153 -39.1485
|
|
v -388.5143 15.7061 -38.8095
|
|
v -388.5143 15.9542 -38.5614
|
|
v -388.5143 16.2932 -38.4706
|
|
v -388.5143 16.6321 -38.5614
|
|
v -388.5143 16.8803 -38.8095
|
|
v -388.1229 17.0760 -39.1485
|
|
v -388.1229 16.9711 -39.5399
|
|
v -388.1229 16.6846 -39.8264
|
|
v -388.1229 16.2932 -39.9313
|
|
v -388.1229 15.9018 -39.8264
|
|
v -388.1229 15.6153 -39.5399
|
|
v -388.1229 15.5104 -39.1485
|
|
v -388.1229 15.6153 -38.7571
|
|
v -388.1229 15.9018 -38.4706
|
|
v -388.1229 16.2932 -38.3657
|
|
v -388.1229 16.6846 -38.4706
|
|
v -388.1229 16.9711 -38.7571
|
|
v -387.9282 17.0514 -39.1485
|
|
v -387.9282 16.9498 -39.5276
|
|
v -387.9282 16.6723 -39.8051
|
|
v -387.9282 16.2932 -39.9067
|
|
v -387.9282 15.9141 -39.8051
|
|
v -387.9282 15.6365 -39.5276
|
|
v -387.9282 15.5350 -39.1485
|
|
v -387.9282 15.6365 -38.7694
|
|
v -387.9282 15.9141 -38.4919
|
|
v -387.9282 16.2932 -38.3903
|
|
v -387.9282 16.6723 -38.4919
|
|
v -387.9282 16.9498 -38.7694
|
|
v -387.9282 16.2932 -39.1485
|
|
# 50 vertices
|
|
|
|
vn -1.0000 -0.0000 0.0000
|
|
vn -0.8474 0.5309 0.0000
|
|
vn -0.8474 0.4598 -0.2654
|
|
vn -0.8474 0.2654 -0.4598
|
|
vn -0.8474 -0.0000 -0.5309
|
|
vn -0.8474 -0.2655 -0.4598
|
|
vn -0.8474 -0.4598 -0.2654
|
|
vn -0.8474 -0.5309 0.0000
|
|
vn -0.8474 -0.4598 0.2654
|
|
vn -0.8474 -0.2655 0.4598
|
|
vn -0.8474 -0.0000 0.5309
|
|
vn -0.8474 0.2654 0.4598
|
|
vn -0.8474 0.4598 0.2655
|
|
vn -0.4823 0.8760 0.0000
|
|
vn -0.4823 0.7586 -0.4380
|
|
vn -0.4823 0.4380 -0.7586
|
|
vn -0.4823 -0.0000 -0.8760
|
|
vn -0.4823 -0.4380 -0.7586
|
|
vn -0.4823 -0.7586 -0.4380
|
|
vn -0.4823 -0.8760 -0.0000
|
|
vn -0.4823 -0.7586 0.4380
|
|
vn -0.4823 -0.4380 0.7586
|
|
vn -0.4823 -0.0000 0.8760
|
|
vn -0.4823 0.4380 0.7586
|
|
vn -0.4823 0.7586 0.4380
|
|
vn -0.0660 0.9978 0.0000
|
|
vn -0.0660 0.8641 -0.4989
|
|
vn -0.0660 0.4989 -0.8641
|
|
vn -0.0660 0.0000 -0.9978
|
|
vn -0.0660 -0.4989 -0.8641
|
|
vn -0.0660 -0.8641 -0.4989
|
|
vn -0.0660 -0.9978 -0.0000
|
|
vn -0.0660 -0.8641 0.4989
|
|
vn -0.0660 -0.4989 0.8641
|
|
vn -0.0660 -0.0000 0.9978
|
|
vn -0.0660 0.4989 0.8641
|
|
vn -0.0660 0.8641 0.4989
|
|
vn 0.6992 0.7150 -0.0000
|
|
vn 0.6992 0.6192 -0.3575
|
|
vn 0.6992 0.3575 -0.6192
|
|
vn 0.6992 0.0000 -0.7150
|
|
vn 0.6992 -0.3575 -0.6192
|
|
vn 0.6992 -0.6192 -0.3575
|
|
vn 0.6992 -0.7150 -0.0000
|
|
vn 0.6992 -0.6192 0.3575
|
|
vn 0.6992 -0.3575 0.6192
|
|
vn 0.6992 -0.0000 0.7150
|
|
vn 0.6992 0.3575 0.6192
|
|
vn 0.6992 0.6192 0.3575
|
|
vn 1.0000 0.0000 -0.0000
|
|
# 50 vertex normals
|
|
|
|
vt 0.0000 1.0000 0.0000
|
|
vt 0.0000 0.8333 0.0000
|
|
vt 0.0833 0.8333 0.0000
|
|
vt 0.0833 1.0000 0.0000
|
|
vt 0.1667 0.8333 0.0000
|
|
vt 0.1667 1.0000 0.0000
|
|
vt 0.2500 0.8333 0.0000
|
|
vt 0.2500 1.0000 0.0000
|
|
vt 0.3333 0.8333 0.0000
|
|
vt 0.3333 1.0000 0.0000
|
|
vt 0.4167 0.8333 0.0000
|
|
vt 0.4167 1.0000 0.0000
|
|
vt 0.5000 0.8333 0.0000
|
|
vt 0.5000 1.0000 0.0000
|
|
vt 0.5833 0.8333 0.0000
|
|
vt 0.5833 1.0000 0.0000
|
|
vt 0.6667 0.8333 0.0000
|
|
vt 0.6667 1.0000 0.0000
|
|
vt 0.7500 0.8333 0.0000
|
|
vt 0.7500 1.0000 0.0000
|
|
vt 0.8333 0.8333 0.0000
|
|
vt 0.8333 1.0000 0.0000
|
|
vt 0.9167 0.8333 0.0000
|
|
vt 0.9167 1.0000 0.0000
|
|
vt 1.0000 0.8333 0.0000
|
|
vt 0.0000 0.6667 0.0000
|
|
vt 0.0833 0.6667 0.0000
|
|
vt 0.1667 0.6667 0.0000
|
|
vt 0.2500 0.6667 0.0000
|
|
vt 0.3333 0.6667 0.0000
|
|
vt 0.4167 0.6667 0.0000
|
|
vt 0.5000 0.6667 0.0000
|
|
vt 0.5833 0.6667 0.0000
|
|
vt 0.6667 0.6667 0.0000
|
|
vt 0.7500 0.6667 0.0000
|
|
vt 0.8333 0.6667 0.0000
|
|
vt 0.9167 0.6667 0.0000
|
|
vt 1.0000 0.6667 0.0000
|
|
vt 0.0000 0.5000 0.0000
|
|
vt 0.0833 0.5000 0.0000
|
|
vt 0.1667 0.5000 0.0000
|
|
vt 0.2500 0.5000 0.0000
|
|
vt 0.3333 0.5000 0.0000
|
|
vt 0.4167 0.5000 0.0000
|
|
vt 0.5000 0.5000 0.0000
|
|
vt 0.5833 0.5000 0.0000
|
|
vt 0.6667 0.5000 0.0000
|
|
vt 0.7500 0.5000 0.0000
|
|
vt 0.8333 0.5000 0.0000
|
|
vt 0.9167 0.5000 0.0000
|
|
vt 1.0000 0.5000 0.0000
|
|
vt 0.0000 0.3333 0.0000
|
|
vt 0.0833 0.3333 0.0000
|
|
vt 0.1667 0.3333 0.0000
|
|
vt 0.2500 0.3333 0.0000
|
|
vt 0.3333 0.3333 0.0000
|
|
vt 0.4167 0.3333 0.0000
|
|
vt 0.5000 0.3333 0.0000
|
|
vt 0.5833 0.3333 0.0000
|
|
vt 0.6667 0.3333 0.0000
|
|
vt 0.7500 0.3333 0.0000
|
|
vt 0.8333 0.3333 0.0000
|
|
vt 0.9167 0.3333 0.0000
|
|
vt 1.0000 0.3333 0.0000
|
|
vt 0.0000 0.1667 0.0000
|
|
vt 0.0833 0.1667 0.0000
|
|
vt 0.1667 0.1667 0.0000
|
|
vt 0.2500 0.1667 0.0000
|
|
vt 0.3333 0.1667 0.0000
|
|
vt 0.4167 0.1667 0.0000
|
|
vt 0.5000 0.1667 0.0000
|
|
vt 0.5833 0.1667 0.0000
|
|
vt 0.6667 0.1667 0.0000
|
|
vt 0.7500 0.1667 0.0000
|
|
vt 0.8333 0.1667 0.0000
|
|
vt 0.9167 0.1667 0.0000
|
|
# 76 texture coords
|
|
|
|
o Sphere015
|
|
g Sphere015
|
|
usemtl wire_018018018
|
|
s 1
|
|
f 3506/1104/2320 3507/1105/2321 3508/1106/2322
|
|
f 3506/1107/2320 3508/1106/2322 3509/1108/2323
|
|
f 3506/1109/2320 3509/1108/2323 3510/1110/2324
|
|
f 3506/1111/2320 3510/1110/2324 3511/1112/2325
|
|
f 3506/1113/2320 3511/1112/2325 3512/1114/2326
|
|
f 3506/1115/2320 3512/1114/2326 3513/1116/2327
|
|
f 3506/1117/2320 3513/1116/2327 3514/1118/2328
|
|
f 3506/1119/2320 3514/1118/2328 3515/1120/2329
|
|
f 3506/1121/2320 3515/1120/2329 3516/1122/2330
|
|
f 3506/1123/2320 3516/1122/2330 3517/1124/2331
|
|
f 3506/1125/2320 3517/1124/2331 3518/1126/2332
|
|
f 3506/1127/2320 3518/1126/2332 3507/1128/2321
|
|
f 3507/1105/2321 3519/1129/2333 3520/1130/2334 3508/1106/2322
|
|
f 3508/1106/2322 3520/1130/2334 3521/1131/2335 3509/1108/2323
|
|
f 3509/1108/2323 3521/1131/2335 3522/1132/2336 3510/1110/2324
|
|
f 3510/1110/2324 3522/1132/2336 3523/1133/2337 3511/1112/2325
|
|
f 3511/1112/2325 3523/1133/2337 3524/1134/2338 3512/1114/2326
|
|
f 3512/1114/2326 3524/1134/2338 3525/1135/2339 3513/1116/2327
|
|
f 3513/1116/2327 3525/1135/2339 3526/1136/2340 3514/1118/2328
|
|
f 3514/1118/2328 3526/1136/2340 3527/1137/2341 3515/1120/2329
|
|
f 3515/1120/2329 3527/1137/2341 3528/1138/2342 3516/1122/2330
|
|
f 3516/1122/2330 3528/1138/2342 3529/1139/2343 3517/1124/2331
|
|
f 3517/1124/2331 3529/1139/2343 3530/1140/2344 3518/1126/2332
|
|
f 3518/1126/2332 3530/1140/2344 3519/1141/2333 3507/1128/2321
|
|
f 3519/1129/2333 3531/1142/2345 3532/1143/2346 3520/1130/2334
|
|
f 3520/1130/2334 3532/1143/2346 3533/1144/2347 3521/1131/2335
|
|
f 3521/1131/2335 3533/1144/2347 3534/1145/2348 3522/1132/2336
|
|
f 3522/1132/2336 3534/1145/2348 3535/1146/2349 3523/1133/2337
|
|
f 3523/1133/2337 3535/1146/2349 3536/1147/2350 3524/1134/2338
|
|
f 3524/1134/2338 3536/1147/2350 3537/1148/2351 3525/1135/2339
|
|
f 3525/1135/2339 3537/1148/2351 3538/1149/2352 3526/1136/2340
|
|
f 3526/1136/2340 3538/1149/2352 3539/1150/2353 3527/1137/2341
|
|
f 3527/1137/2341 3539/1150/2353 3540/1151/2354 3528/1138/2342
|
|
f 3528/1138/2342 3540/1151/2354 3541/1152/2355 3529/1139/2343
|
|
f 3529/1139/2343 3541/1152/2355 3542/1153/2356 3530/1140/2344
|
|
f 3530/1140/2344 3542/1153/2356 3531/1154/2345 3519/1141/2333
|
|
f 3531/1142/2345 3543/1155/2357 3544/1156/2358 3532/1143/2346
|
|
f 3532/1143/2346 3544/1156/2358 3545/1157/2359 3533/1144/2347
|
|
f 3533/1144/2347 3545/1157/2359 3546/1158/2360 3534/1145/2348
|
|
f 3534/1145/2348 3546/1158/2360 3547/1159/2361 3535/1146/2349
|
|
f 3535/1146/2349 3547/1159/2361 3548/1160/2362 3536/1147/2350
|
|
f 3536/1147/2350 3548/1160/2362 3549/1161/2363 3537/1148/2351
|
|
f 3537/1148/2351 3549/1161/2363 3550/1162/2364 3538/1149/2352
|
|
f 3538/1149/2352 3550/1162/2364 3551/1163/2365 3539/1150/2353
|
|
f 3539/1150/2353 3551/1163/2365 3552/1164/2366 3540/1151/2354
|
|
f 3540/1151/2354 3552/1164/2366 3553/1165/2367 3541/1152/2355
|
|
f 3541/1152/2355 3553/1165/2367 3554/1166/2368 3542/1153/2356
|
|
f 3542/1153/2356 3554/1166/2368 3543/1167/2357 3531/1154/2345
|
|
s 2
|
|
f 3555/1168/2369 3544/1156/2358 3543/1155/2357
|
|
f 3555/1169/2369 3545/1157/2359 3544/1156/2358
|
|
f 3555/1170/2369 3546/1158/2360 3545/1157/2359
|
|
f 3555/1171/2369 3547/1159/2361 3546/1158/2360
|
|
f 3555/1172/2369 3548/1160/2362 3547/1159/2361
|
|
f 3555/1173/2369 3549/1161/2363 3548/1160/2362
|
|
f 3555/1174/2369 3550/1162/2364 3549/1161/2363
|
|
f 3555/1175/2369 3551/1163/2365 3550/1162/2364
|
|
f 3555/1176/2369 3552/1164/2366 3551/1163/2365
|
|
f 3555/1177/2369 3553/1165/2367 3552/1164/2366
|
|
f 3555/1178/2369 3554/1166/2368 3553/1165/2367
|
|
f 3555/1179/2369 3543/1167/2357 3554/1166/2368
|
|
# 36 polygons - 24 triangles
|
|
|
|
#
|
|
# object Sphere016
|
|
#
|
|
|
|
v -349.9435 13.4488 -40.1076
|
|
v -350.0483 13.8402 -40.1076
|
|
v -350.0483 13.7878 -40.3033
|
|
v -350.0483 13.6445 -40.4466
|
|
v -350.0483 13.4488 -40.4990
|
|
v -350.0483 13.2531 -40.4466
|
|
v -350.0483 13.1099 -40.3033
|
|
v -350.0483 13.0574 -40.1076
|
|
v -350.0483 13.1099 -39.9119
|
|
v -350.0483 13.2531 -39.7687
|
|
v -350.0483 13.4488 -39.7162
|
|
v -350.0483 13.6445 -39.7687
|
|
v -350.0483 13.7878 -39.9119
|
|
v -350.3349 14.1268 -40.1076
|
|
v -350.3349 14.0359 -40.4466
|
|
v -350.3349 13.7878 -40.6947
|
|
v -350.3349 13.4488 -40.7856
|
|
v -350.3349 13.1099 -40.6947
|
|
v -350.3349 12.8617 -40.4466
|
|
v -350.3349 12.7709 -40.1076
|
|
v -350.3349 12.8617 -39.7687
|
|
v -350.3349 13.1099 -39.5205
|
|
v -350.3349 13.4488 -39.4297
|
|
v -350.3349 13.7878 -39.5205
|
|
v -350.3349 14.0359 -39.7687
|
|
v -350.7263 14.2316 -40.1076
|
|
v -350.7263 14.1268 -40.4990
|
|
v -350.7263 13.8402 -40.7856
|
|
v -350.7263 13.4488 -40.8904
|
|
v -350.7263 13.0574 -40.7856
|
|
v -350.7263 12.7709 -40.4990
|
|
v -350.7263 12.6660 -40.1076
|
|
v -350.7263 12.7709 -39.7162
|
|
v -350.7263 13.0574 -39.4297
|
|
v -350.7263 13.4488 -39.3248
|
|
v -350.7263 13.8402 -39.4297
|
|
v -350.7263 14.1268 -39.7162
|
|
v -350.9209 14.2070 -40.1076
|
|
v -350.9209 14.1055 -40.4867
|
|
v -350.9209 13.8279 -40.7643
|
|
v -350.9209 13.4488 -40.8658
|
|
v -350.9209 13.0697 -40.7643
|
|
v -350.9209 12.7922 -40.4867
|
|
v -350.9209 12.6906 -40.1076
|
|
v -350.9209 12.7922 -39.7285
|
|
v -350.9209 13.0697 -39.4510
|
|
v -350.9209 13.4488 -39.3494
|
|
v -350.9209 13.8279 -39.4510
|
|
v -350.9209 14.1055 -39.7285
|
|
v -350.9209 13.4488 -40.1076
|
|
# 50 vertices
|
|
|
|
vn 1.0000 -0.0000 0.0000
|
|
vn 0.8474 0.5309 0.0000
|
|
vn 0.8474 0.4598 -0.2654
|
|
vn 0.8474 0.2654 -0.4598
|
|
vn 0.8474 -0.0000 -0.5309
|
|
vn 0.8474 -0.2655 -0.4598
|
|
vn 0.8474 -0.4598 -0.2654
|
|
vn 0.8474 -0.5309 0.0000
|
|
vn 0.8474 -0.4598 0.2654
|
|
vn 0.8474 -0.2655 0.4598
|
|
vn 0.8474 -0.0000 0.5309
|
|
vn 0.8474 0.2654 0.4598
|
|
vn 0.8474 0.4598 0.2655
|
|
vn 0.4823 0.8760 0.0000
|
|
vn 0.4823 0.7586 -0.4380
|
|
vn 0.4823 0.4380 -0.7586
|
|
vn 0.4823 -0.0000 -0.8760
|
|
vn 0.4823 -0.4380 -0.7586
|
|
vn 0.4823 -0.7586 -0.4380
|
|
vn 0.4823 -0.8760 -0.0000
|
|
vn 0.4823 -0.7586 0.4380
|
|
vn 0.4823 -0.4380 0.7586
|
|
vn 0.4823 -0.0000 0.8760
|
|
vn 0.4823 0.4380 0.7586
|
|
vn 0.4823 0.7586 0.4380
|
|
vn 0.0660 0.9978 0.0000
|
|
vn 0.0660 0.8641 -0.4989
|
|
vn 0.0660 0.4989 -0.8641
|
|
vn 0.0660 0.0000 -0.9978
|
|
vn 0.0660 -0.4989 -0.8641
|
|
vn 0.0660 -0.8641 -0.4989
|
|
vn 0.0660 -0.9978 -0.0000
|
|
vn 0.0660 -0.8641 0.4989
|
|
vn 0.0660 -0.4989 0.8641
|
|
vn 0.0660 -0.0000 0.9978
|
|
vn 0.0660 0.4989 0.8641
|
|
vn 0.0660 0.8641 0.4989
|
|
vn -0.6992 0.7150 -0.0000
|
|
vn -0.6992 0.6192 -0.3575
|
|
vn -0.6992 0.3575 -0.6192
|
|
vn -0.6992 0.0000 -0.7150
|
|
vn -0.6992 -0.3575 -0.6192
|
|
vn -0.6992 -0.6192 -0.3575
|
|
vn -0.6992 -0.7150 -0.0000
|
|
vn -0.6992 -0.6192 0.3575
|
|
vn -0.6992 -0.3575 0.6192
|
|
vn -0.6992 -0.0000 0.7150
|
|
vn -0.6992 0.3575 0.6192
|
|
vn -0.6992 0.6192 0.3575
|
|
vn -1.0000 0.0000 -0.0000
|
|
# 50 vertex normals
|
|
|
|
vt 0.0000 1.0000 0.0000
|
|
vt 0.0000 0.8333 0.0000
|
|
vt 0.0833 0.8333 0.0000
|
|
vt 0.0833 1.0000 0.0000
|
|
vt 0.1667 0.8333 0.0000
|
|
vt 0.1667 1.0000 0.0000
|
|
vt 0.2500 0.8333 0.0000
|
|
vt 0.2500 1.0000 0.0000
|
|
vt 0.3333 0.8333 0.0000
|
|
vt 0.3333 1.0000 0.0000
|
|
vt 0.4167 0.8333 0.0000
|
|
vt 0.4167 1.0000 0.0000
|
|
vt 0.5000 0.8333 0.0000
|
|
vt 0.5000 1.0000 0.0000
|
|
vt 0.5833 0.8333 0.0000
|
|
vt 0.5833 1.0000 0.0000
|
|
vt 0.6667 0.8333 0.0000
|
|
vt 0.6667 1.0000 0.0000
|
|
vt 0.7500 0.8333 0.0000
|
|
vt 0.7500 1.0000 0.0000
|
|
vt 0.8333 0.8333 0.0000
|
|
vt 0.8333 1.0000 0.0000
|
|
vt 0.9167 0.8333 0.0000
|
|
vt 0.9167 1.0000 0.0000
|
|
vt 1.0000 0.8333 0.0000
|
|
vt 0.0000 0.6667 0.0000
|
|
vt 0.0833 0.6667 0.0000
|
|
vt 0.1667 0.6667 0.0000
|
|
vt 0.2500 0.6667 0.0000
|
|
vt 0.3333 0.6667 0.0000
|
|
vt 0.4167 0.6667 0.0000
|
|
vt 0.5000 0.6667 0.0000
|
|
vt 0.5833 0.6667 0.0000
|
|
vt 0.6667 0.6667 0.0000
|
|
vt 0.7500 0.6667 0.0000
|
|
vt 0.8333 0.6667 0.0000
|
|
vt 0.9167 0.6667 0.0000
|
|
vt 1.0000 0.6667 0.0000
|
|
vt 0.0000 0.5000 0.0000
|
|
vt 0.0833 0.5000 0.0000
|
|
vt 0.1667 0.5000 0.0000
|
|
vt 0.2500 0.5000 0.0000
|
|
vt 0.3333 0.5000 0.0000
|
|
vt 0.4167 0.5000 0.0000
|
|
vt 0.5000 0.5000 0.0000
|
|
vt 0.5833 0.5000 0.0000
|
|
vt 0.6667 0.5000 0.0000
|
|
vt 0.7500 0.5000 0.0000
|
|
vt 0.8333 0.5000 0.0000
|
|
vt 0.9167 0.5000 0.0000
|
|
vt 1.0000 0.5000 0.0000
|
|
vt 0.0000 0.3333 0.0000
|
|
vt 0.0833 0.3333 0.0000
|
|
vt 0.1667 0.3333 0.0000
|
|
vt 0.2500 0.3333 0.0000
|
|
vt 0.3333 0.3333 0.0000
|
|
vt 0.4167 0.3333 0.0000
|
|
vt 0.5000 0.3333 0.0000
|
|
vt 0.5833 0.3333 0.0000
|
|
vt 0.6667 0.3333 0.0000
|
|
vt 0.7500 0.3333 0.0000
|
|
vt 0.8333 0.3333 0.0000
|
|
vt 0.9167 0.3333 0.0000
|
|
vt 1.0000 0.3333 0.0000
|
|
vt 0.0000 0.1667 0.0000
|
|
vt 0.0833 0.1667 0.0000
|
|
vt 0.1667 0.1667 0.0000
|
|
vt 0.2500 0.1667 0.0000
|
|
vt 0.3333 0.1667 0.0000
|
|
vt 0.4167 0.1667 0.0000
|
|
vt 0.5000 0.1667 0.0000
|
|
vt 0.5833 0.1667 0.0000
|
|
vt 0.6667 0.1667 0.0000
|
|
vt 0.7500 0.1667 0.0000
|
|
vt 0.8333 0.1667 0.0000
|
|
vt 0.9167 0.1667 0.0000
|
|
# 76 texture coords
|
|
|
|
o Sphere016
|
|
g Sphere016
|
|
usemtl wire_018018018
|
|
s 1
|
|
f 3558/1182/2372 3557/1181/2371 3556/1180/2370
|
|
f 3559/1184/2373 3558/1182/2372 3556/1183/2370
|
|
f 3560/1186/2374 3559/1184/2373 3556/1185/2370
|
|
f 3561/1188/2375 3560/1186/2374 3556/1187/2370
|
|
f 3562/1190/2376 3561/1188/2375 3556/1189/2370
|
|
f 3563/1192/2377 3562/1190/2376 3556/1191/2370
|
|
f 3564/1194/2378 3563/1192/2377 3556/1193/2370
|
|
f 3565/1196/2379 3564/1194/2378 3556/1195/2370
|
|
f 3566/1198/2380 3565/1196/2379 3556/1197/2370
|
|
f 3567/1200/2381 3566/1198/2380 3556/1199/2370
|
|
f 3568/1202/2382 3567/1200/2381 3556/1201/2370
|
|
f 3557/1204/2371 3568/1202/2382 3556/1203/2370
|
|
f 3558/1182/2372 3570/1206/2384 3569/1205/2383 3557/1181/2371
|
|
f 3559/1184/2373 3571/1207/2385 3570/1206/2384 3558/1182/2372
|
|
f 3560/1186/2374 3572/1208/2386 3571/1207/2385 3559/1184/2373
|
|
f 3561/1188/2375 3573/1209/2387 3572/1208/2386 3560/1186/2374
|
|
f 3562/1190/2376 3574/1210/2388 3573/1209/2387 3561/1188/2375
|
|
f 3563/1192/2377 3575/1211/2389 3574/1210/2388 3562/1190/2376
|
|
f 3564/1194/2378 3576/1212/2390 3575/1211/2389 3563/1192/2377
|
|
f 3565/1196/2379 3577/1213/2391 3576/1212/2390 3564/1194/2378
|
|
f 3566/1198/2380 3578/1214/2392 3577/1213/2391 3565/1196/2379
|
|
f 3567/1200/2381 3579/1215/2393 3578/1214/2392 3566/1198/2380
|
|
f 3568/1202/2382 3580/1216/2394 3579/1215/2393 3567/1200/2381
|
|
f 3557/1204/2371 3569/1217/2383 3580/1216/2394 3568/1202/2382
|
|
f 3570/1206/2384 3582/1219/2396 3581/1218/2395 3569/1205/2383
|
|
f 3571/1207/2385 3583/1220/2397 3582/1219/2396 3570/1206/2384
|
|
f 3572/1208/2386 3584/1221/2398 3583/1220/2397 3571/1207/2385
|
|
f 3573/1209/2387 3585/1222/2399 3584/1221/2398 3572/1208/2386
|
|
f 3574/1210/2388 3586/1223/2400 3585/1222/2399 3573/1209/2387
|
|
f 3575/1211/2389 3587/1224/2401 3586/1223/2400 3574/1210/2388
|
|
f 3576/1212/2390 3588/1225/2402 3587/1224/2401 3575/1211/2389
|
|
f 3577/1213/2391 3589/1226/2403 3588/1225/2402 3576/1212/2390
|
|
f 3578/1214/2392 3590/1227/2404 3589/1226/2403 3577/1213/2391
|
|
f 3579/1215/2393 3591/1228/2405 3590/1227/2404 3578/1214/2392
|
|
f 3580/1216/2394 3592/1229/2406 3591/1228/2405 3579/1215/2393
|
|
f 3569/1217/2383 3581/1230/2395 3592/1229/2406 3580/1216/2394
|
|
f 3582/1219/2396 3594/1232/2408 3593/1231/2407 3581/1218/2395
|
|
f 3583/1220/2397 3595/1233/2409 3594/1232/2408 3582/1219/2396
|
|
f 3584/1221/2398 3596/1234/2410 3595/1233/2409 3583/1220/2397
|
|
f 3585/1222/2399 3597/1235/2411 3596/1234/2410 3584/1221/2398
|
|
f 3586/1223/2400 3598/1236/2412 3597/1235/2411 3585/1222/2399
|
|
f 3587/1224/2401 3599/1237/2413 3598/1236/2412 3586/1223/2400
|
|
f 3588/1225/2402 3600/1238/2414 3599/1237/2413 3587/1224/2401
|
|
f 3589/1226/2403 3601/1239/2415 3600/1238/2414 3588/1225/2402
|
|
f 3590/1227/2404 3602/1240/2416 3601/1239/2415 3589/1226/2403
|
|
f 3591/1228/2405 3603/1241/2417 3602/1240/2416 3590/1227/2404
|
|
f 3592/1229/2406 3604/1242/2418 3603/1241/2417 3591/1228/2405
|
|
f 3581/1230/2395 3593/1243/2407 3604/1242/2418 3592/1229/2406
|
|
s 2
|
|
f 3593/1231/2407 3594/1232/2408 3605/1244/2419
|
|
f 3594/1232/2408 3595/1233/2409 3605/1245/2419
|
|
f 3595/1233/2409 3596/1234/2410 3605/1246/2419
|
|
f 3596/1234/2410 3597/1235/2411 3605/1247/2419
|
|
f 3597/1235/2411 3598/1236/2412 3605/1248/2419
|
|
f 3598/1236/2412 3599/1237/2413 3605/1249/2419
|
|
f 3599/1237/2413 3600/1238/2414 3605/1250/2419
|
|
f 3600/1238/2414 3601/1239/2415 3605/1251/2419
|
|
f 3601/1239/2415 3602/1240/2416 3605/1252/2419
|
|
f 3602/1240/2416 3603/1241/2417 3605/1253/2419
|
|
f 3603/1241/2417 3604/1242/2418 3605/1254/2419
|
|
f 3604/1242/2418 3593/1243/2407 3605/1255/2419
|
|
# 36 polygons - 24 triangles
|
|
|
|
#
|
|
# object Sphere017
|
|
#
|
|
|
|
v -349.9435 14.5216 -38.5850
|
|
v -350.0483 14.9130 -38.5850
|
|
v -350.0483 14.8606 -38.7807
|
|
v -350.0483 14.7173 -38.9240
|
|
v -350.0483 14.5216 -38.9764
|
|
v -350.0483 14.3259 -38.9240
|
|
v -350.0483 14.1826 -38.7807
|
|
v -350.0483 14.1302 -38.5850
|
|
v -350.0483 14.1826 -38.3893
|
|
v -350.0483 14.3259 -38.2460
|
|
v -350.0483 14.5216 -38.1936
|
|
v -350.0483 14.7173 -38.2460
|
|
v -350.0483 14.8606 -38.3893
|
|
v -350.3349 15.1995 -38.5850
|
|
v -350.3349 15.1087 -38.9240
|
|
v -350.3349 14.8606 -39.1721
|
|
v -350.3349 14.5216 -39.2629
|
|
v -350.3349 14.1826 -39.1721
|
|
v -350.3349 13.9345 -38.9240
|
|
v -350.3349 13.8437 -38.5850
|
|
v -350.3349 13.9345 -38.2460
|
|
v -350.3349 14.1826 -37.9979
|
|
v -350.3349 14.5216 -37.9071
|
|
v -350.3349 14.8606 -37.9979
|
|
v -350.3349 15.1087 -38.2460
|
|
v -350.7263 15.3044 -38.5850
|
|
v -350.7263 15.1995 -38.9764
|
|
v -350.7263 14.9130 -39.2629
|
|
v -350.7263 14.5216 -39.3678
|
|
v -350.7263 14.1302 -39.2629
|
|
v -350.7263 13.8437 -38.9764
|
|
v -350.7263 13.7388 -38.5850
|
|
v -350.7263 13.8437 -38.1936
|
|
v -350.7263 14.1302 -37.9071
|
|
v -350.7263 14.5216 -37.8022
|
|
v -350.7263 14.9130 -37.9071
|
|
v -350.7263 15.1995 -38.1936
|
|
v -350.9209 15.2798 -38.5850
|
|
v -350.9209 15.1782 -38.9641
|
|
v -350.9209 14.9007 -39.2416
|
|
v -350.9209 14.5216 -39.3432
|
|
v -350.9209 14.1425 -39.2416
|
|
v -350.9209 13.8650 -38.9641
|
|
v -350.9209 13.7634 -38.5850
|
|
v -350.9209 13.8650 -38.2059
|
|
v -350.9209 14.1425 -37.9284
|
|
v -350.9209 14.5216 -37.8268
|
|
v -350.9209 14.9007 -37.9284
|
|
v -350.9209 15.1782 -38.2059
|
|
v -350.9209 14.5216 -38.5850
|
|
# 50 vertices
|
|
|
|
vn 1.0000 -0.0000 0.0000
|
|
vn 0.8474 0.5309 0.0000
|
|
vn 0.8474 0.4598 -0.2654
|
|
vn 0.8474 0.2654 -0.4598
|
|
vn 0.8474 -0.0000 -0.5309
|
|
vn 0.8474 -0.2655 -0.4598
|
|
vn 0.8474 -0.4598 -0.2654
|
|
vn 0.8474 -0.5309 0.0000
|
|
vn 0.8474 -0.4598 0.2654
|
|
vn 0.8474 -0.2655 0.4598
|
|
vn 0.8474 -0.0000 0.5309
|
|
vn 0.8474 0.2654 0.4598
|
|
vn 0.8474 0.4598 0.2655
|
|
vn 0.4823 0.8760 0.0000
|
|
vn 0.4823 0.7586 -0.4380
|
|
vn 0.4823 0.4380 -0.7586
|
|
vn 0.4823 -0.0000 -0.8760
|
|
vn 0.4823 -0.4380 -0.7586
|
|
vn 0.4823 -0.7586 -0.4380
|
|
vn 0.4823 -0.8760 -0.0000
|
|
vn 0.4823 -0.7586 0.4380
|
|
vn 0.4823 -0.4380 0.7586
|
|
vn 0.4823 -0.0000 0.8760
|
|
vn 0.4823 0.4380 0.7586
|
|
vn 0.4823 0.7586 0.4380
|
|
vn 0.0660 0.9978 0.0000
|
|
vn 0.0660 0.8641 -0.4989
|
|
vn 0.0660 0.4989 -0.8641
|
|
vn 0.0660 0.0000 -0.9978
|
|
vn 0.0660 -0.4989 -0.8641
|
|
vn 0.0660 -0.8641 -0.4989
|
|
vn 0.0660 -0.9978 -0.0000
|
|
vn 0.0660 -0.8641 0.4989
|
|
vn 0.0660 -0.4989 0.8641
|
|
vn 0.0660 -0.0000 0.9978
|
|
vn 0.0660 0.4989 0.8641
|
|
vn 0.0660 0.8641 0.4989
|
|
vn -0.6992 0.7150 -0.0000
|
|
vn -0.6992 0.6192 -0.3575
|
|
vn -0.6992 0.3575 -0.6192
|
|
vn -0.6992 0.0000 -0.7150
|
|
vn -0.6992 -0.3575 -0.6192
|
|
vn -0.6992 -0.6192 -0.3575
|
|
vn -0.6992 -0.7150 -0.0000
|
|
vn -0.6992 -0.6192 0.3575
|
|
vn -0.6992 -0.3575 0.6192
|
|
vn -0.6992 -0.0000 0.7150
|
|
vn -0.6992 0.3575 0.6192
|
|
vn -0.6992 0.6192 0.3575
|
|
vn -1.0000 0.0000 -0.0000
|
|
# 50 vertex normals
|
|
|
|
vt 0.0000 1.0000 0.0000
|
|
vt 0.0000 0.8333 0.0000
|
|
vt 0.0833 0.8333 0.0000
|
|
vt 0.0833 1.0000 0.0000
|
|
vt 0.1667 0.8333 0.0000
|
|
vt 0.1667 1.0000 0.0000
|
|
vt 0.2500 0.8333 0.0000
|
|
vt 0.2500 1.0000 0.0000
|
|
vt 0.3333 0.8333 0.0000
|
|
vt 0.3333 1.0000 0.0000
|
|
vt 0.4167 0.8333 0.0000
|
|
vt 0.4167 1.0000 0.0000
|
|
vt 0.5000 0.8333 0.0000
|
|
vt 0.5000 1.0000 0.0000
|
|
vt 0.5833 0.8333 0.0000
|
|
vt 0.5833 1.0000 0.0000
|
|
vt 0.6667 0.8333 0.0000
|
|
vt 0.6667 1.0000 0.0000
|
|
vt 0.7500 0.8333 0.0000
|
|
vt 0.7500 1.0000 0.0000
|
|
vt 0.8333 0.8333 0.0000
|
|
vt 0.8333 1.0000 0.0000
|
|
vt 0.9167 0.8333 0.0000
|
|
vt 0.9167 1.0000 0.0000
|
|
vt 1.0000 0.8333 0.0000
|
|
vt 0.0000 0.6667 0.0000
|
|
vt 0.0833 0.6667 0.0000
|
|
vt 0.1667 0.6667 0.0000
|
|
vt 0.2500 0.6667 0.0000
|
|
vt 0.3333 0.6667 0.0000
|
|
vt 0.4167 0.6667 0.0000
|
|
vt 0.5000 0.6667 0.0000
|
|
vt 0.5833 0.6667 0.0000
|
|
vt 0.6667 0.6667 0.0000
|
|
vt 0.7500 0.6667 0.0000
|
|
vt 0.8333 0.6667 0.0000
|
|
vt 0.9167 0.6667 0.0000
|
|
vt 1.0000 0.6667 0.0000
|
|
vt 0.0000 0.5000 0.0000
|
|
vt 0.0833 0.5000 0.0000
|
|
vt 0.1667 0.5000 0.0000
|
|
vt 0.2500 0.5000 0.0000
|
|
vt 0.3333 0.5000 0.0000
|
|
vt 0.4167 0.5000 0.0000
|
|
vt 0.5000 0.5000 0.0000
|
|
vt 0.5833 0.5000 0.0000
|
|
vt 0.6667 0.5000 0.0000
|
|
vt 0.7500 0.5000 0.0000
|
|
vt 0.8333 0.5000 0.0000
|
|
vt 0.9167 0.5000 0.0000
|
|
vt 1.0000 0.5000 0.0000
|
|
vt 0.0000 0.3333 0.0000
|
|
vt 0.0833 0.3333 0.0000
|
|
vt 0.1667 0.3333 0.0000
|
|
vt 0.2500 0.3333 0.0000
|
|
vt 0.3333 0.3333 0.0000
|
|
vt 0.4167 0.3333 0.0000
|
|
vt 0.5000 0.3333 0.0000
|
|
vt 0.5833 0.3333 0.0000
|
|
vt 0.6667 0.3333 0.0000
|
|
vt 0.7500 0.3333 0.0000
|
|
vt 0.8333 0.3333 0.0000
|
|
vt 0.9167 0.3333 0.0000
|
|
vt 1.0000 0.3333 0.0000
|
|
vt 0.0000 0.1667 0.0000
|
|
vt 0.0833 0.1667 0.0000
|
|
vt 0.1667 0.1667 0.0000
|
|
vt 0.2500 0.1667 0.0000
|
|
vt 0.3333 0.1667 0.0000
|
|
vt 0.4167 0.1667 0.0000
|
|
vt 0.5000 0.1667 0.0000
|
|
vt 0.5833 0.1667 0.0000
|
|
vt 0.6667 0.1667 0.0000
|
|
vt 0.7500 0.1667 0.0000
|
|
vt 0.8333 0.1667 0.0000
|
|
vt 0.9167 0.1667 0.0000
|
|
# 76 texture coords
|
|
|
|
o Sphere017
|
|
g Sphere017
|
|
usemtl wire_018018018
|
|
s 1
|
|
f 3608/1258/2422 3607/1257/2421 3606/1256/2420
|
|
f 3609/1260/2423 3608/1258/2422 3606/1259/2420
|
|
f 3610/1262/2424 3609/1260/2423 3606/1261/2420
|
|
f 3611/1264/2425 3610/1262/2424 3606/1263/2420
|
|
f 3612/1266/2426 3611/1264/2425 3606/1265/2420
|
|
f 3613/1268/2427 3612/1266/2426 3606/1267/2420
|
|
f 3614/1270/2428 3613/1268/2427 3606/1269/2420
|
|
f 3615/1272/2429 3614/1270/2428 3606/1271/2420
|
|
f 3616/1274/2430 3615/1272/2429 3606/1273/2420
|
|
f 3617/1276/2431 3616/1274/2430 3606/1275/2420
|
|
f 3618/1278/2432 3617/1276/2431 3606/1277/2420
|
|
f 3607/1280/2421 3618/1278/2432 3606/1279/2420
|
|
f 3608/1258/2422 3620/1282/2434 3619/1281/2433 3607/1257/2421
|
|
f 3609/1260/2423 3621/1283/2435 3620/1282/2434 3608/1258/2422
|
|
f 3610/1262/2424 3622/1284/2436 3621/1283/2435 3609/1260/2423
|
|
f 3611/1264/2425 3623/1285/2437 3622/1284/2436 3610/1262/2424
|
|
f 3612/1266/2426 3624/1286/2438 3623/1285/2437 3611/1264/2425
|
|
f 3613/1268/2427 3625/1287/2439 3624/1286/2438 3612/1266/2426
|
|
f 3614/1270/2428 3626/1288/2440 3625/1287/2439 3613/1268/2427
|
|
f 3615/1272/2429 3627/1289/2441 3626/1288/2440 3614/1270/2428
|
|
f 3616/1274/2430 3628/1290/2442 3627/1289/2441 3615/1272/2429
|
|
f 3617/1276/2431 3629/1291/2443 3628/1290/2442 3616/1274/2430
|
|
f 3618/1278/2432 3630/1292/2444 3629/1291/2443 3617/1276/2431
|
|
f 3607/1280/2421 3619/1293/2433 3630/1292/2444 3618/1278/2432
|
|
f 3620/1282/2434 3632/1295/2446 3631/1294/2445 3619/1281/2433
|
|
f 3621/1283/2435 3633/1296/2447 3632/1295/2446 3620/1282/2434
|
|
f 3622/1284/2436 3634/1297/2448 3633/1296/2447 3621/1283/2435
|
|
f 3623/1285/2437 3635/1298/2449 3634/1297/2448 3622/1284/2436
|
|
f 3624/1286/2438 3636/1299/2450 3635/1298/2449 3623/1285/2437
|
|
f 3625/1287/2439 3637/1300/2451 3636/1299/2450 3624/1286/2438
|
|
f 3626/1288/2440 3638/1301/2452 3637/1300/2451 3625/1287/2439
|
|
f 3627/1289/2441 3639/1302/2453 3638/1301/2452 3626/1288/2440
|
|
f 3628/1290/2442 3640/1303/2454 3639/1302/2453 3627/1289/2441
|
|
f 3629/1291/2443 3641/1304/2455 3640/1303/2454 3628/1290/2442
|
|
f 3630/1292/2444 3642/1305/2456 3641/1304/2455 3629/1291/2443
|
|
f 3619/1293/2433 3631/1306/2445 3642/1305/2456 3630/1292/2444
|
|
f 3632/1295/2446 3644/1308/2458 3643/1307/2457 3631/1294/2445
|
|
f 3633/1296/2447 3645/1309/2459 3644/1308/2458 3632/1295/2446
|
|
f 3634/1297/2448 3646/1310/2460 3645/1309/2459 3633/1296/2447
|
|
f 3635/1298/2449 3647/1311/2461 3646/1310/2460 3634/1297/2448
|
|
f 3636/1299/2450 3648/1312/2462 3647/1311/2461 3635/1298/2449
|
|
f 3637/1300/2451 3649/1313/2463 3648/1312/2462 3636/1299/2450
|
|
f 3638/1301/2452 3650/1314/2464 3649/1313/2463 3637/1300/2451
|
|
f 3639/1302/2453 3651/1315/2465 3650/1314/2464 3638/1301/2452
|
|
f 3640/1303/2454 3652/1316/2466 3651/1315/2465 3639/1302/2453
|
|
f 3641/1304/2455 3653/1317/2467 3652/1316/2466 3640/1303/2454
|
|
f 3642/1305/2456 3654/1318/2468 3653/1317/2467 3641/1304/2455
|
|
f 3631/1306/2445 3643/1319/2457 3654/1318/2468 3642/1305/2456
|
|
s 2
|
|
f 3643/1307/2457 3644/1308/2458 3655/1320/2469
|
|
f 3644/1308/2458 3645/1309/2459 3655/1321/2469
|
|
f 3645/1309/2459 3646/1310/2460 3655/1322/2469
|
|
f 3646/1310/2460 3647/1311/2461 3655/1323/2469
|
|
f 3647/1311/2461 3648/1312/2462 3655/1324/2469
|
|
f 3648/1312/2462 3649/1313/2463 3655/1325/2469
|
|
f 3649/1313/2463 3650/1314/2464 3655/1326/2469
|
|
f 3650/1314/2464 3651/1315/2465 3655/1327/2469
|
|
f 3651/1315/2465 3652/1316/2466 3655/1328/2469
|
|
f 3652/1316/2466 3653/1317/2467 3655/1329/2469
|
|
f 3653/1317/2467 3654/1318/2468 3655/1330/2469
|
|
f 3654/1318/2468 3643/1319/2457 3655/1331/2469
|
|
# 36 polygons - 24 triangles
|
|
|
|
#
|
|
# object Sphere018
|
|
#
|
|
|
|
v -349.9435 14.5216 -41.6602
|
|
v -350.0483 14.9130 -41.6602
|
|
v -350.0483 14.8606 -41.8559
|
|
v -350.0483 14.7173 -41.9992
|
|
v -350.0483 14.5216 -42.0516
|
|
v -350.0483 14.3259 -41.9992
|
|
v -350.0483 14.1826 -41.8559
|
|
v -350.0483 14.1302 -41.6602
|
|
v -350.0483 14.1826 -41.4645
|
|
v -350.0483 14.3259 -41.3213
|
|
v -350.0483 14.5216 -41.2688
|
|
v -350.0483 14.7173 -41.3213
|
|
v -350.0483 14.8606 -41.4645
|
|
v -350.3349 15.1995 -41.6602
|
|
v -350.3349 15.1087 -41.9992
|
|
v -350.3349 14.8606 -42.2473
|
|
v -350.3349 14.5216 -42.3381
|
|
v -350.3349 14.1826 -42.2473
|
|
v -350.3349 13.9345 -41.9992
|
|
v -350.3349 13.8437 -41.6602
|
|
v -350.3349 13.9345 -41.3213
|
|
v -350.3349 14.1826 -41.0731
|
|
v -350.3349 14.5216 -40.9823
|
|
v -350.3349 14.8606 -41.0731
|
|
v -350.3349 15.1087 -41.3213
|
|
v -350.7263 15.3044 -41.6602
|
|
v -350.7263 15.1995 -42.0516
|
|
v -350.7263 14.9130 -42.3381
|
|
v -350.7263 14.5216 -42.4430
|
|
v -350.7263 14.1302 -42.3381
|
|
v -350.7263 13.8437 -42.0516
|
|
v -350.7263 13.7388 -41.6602
|
|
v -350.7263 13.8437 -41.2688
|
|
v -350.7263 14.1302 -40.9823
|
|
v -350.7263 14.5216 -40.8774
|
|
v -350.7263 14.9130 -40.9823
|
|
v -350.7263 15.1995 -41.2688
|
|
v -350.9209 15.2798 -41.6602
|
|
v -350.9209 15.1782 -42.0393
|
|
v -350.9209 14.9007 -42.3168
|
|
v -350.9209 14.5216 -42.4184
|
|
v -350.9209 14.1425 -42.3168
|
|
v -350.9209 13.8650 -42.0393
|
|
v -350.9209 13.7634 -41.6602
|
|
v -350.9209 13.8650 -41.2811
|
|
v -350.9209 14.1425 -41.0036
|
|
v -350.9209 14.5216 -40.9020
|
|
v -350.9209 14.9007 -41.0036
|
|
v -350.9209 15.1782 -41.2811
|
|
v -350.9209 14.5216 -41.6602
|
|
# 50 vertices
|
|
|
|
vn 1.0000 -0.0000 0.0000
|
|
vn 0.8474 0.5309 0.0000
|
|
vn 0.8474 0.4598 -0.2654
|
|
vn 0.8474 0.2654 -0.4598
|
|
vn 0.8474 -0.0000 -0.5309
|
|
vn 0.8474 -0.2655 -0.4598
|
|
vn 0.8474 -0.4598 -0.2654
|
|
vn 0.8474 -0.5309 0.0000
|
|
vn 0.8474 -0.4598 0.2654
|
|
vn 0.8474 -0.2655 0.4598
|
|
vn 0.8474 -0.0000 0.5309
|
|
vn 0.8474 0.2654 0.4598
|
|
vn 0.8474 0.4598 0.2655
|
|
vn 0.4823 0.8760 0.0000
|
|
vn 0.4823 0.7586 -0.4380
|
|
vn 0.4823 0.4380 -0.7586
|
|
vn 0.4823 -0.0000 -0.8760
|
|
vn 0.4823 -0.4380 -0.7586
|
|
vn 0.4823 -0.7586 -0.4380
|
|
vn 0.4823 -0.8760 -0.0000
|
|
vn 0.4823 -0.7586 0.4380
|
|
vn 0.4823 -0.4380 0.7586
|
|
vn 0.4823 -0.0000 0.8760
|
|
vn 0.4823 0.4380 0.7586
|
|
vn 0.4823 0.7586 0.4380
|
|
vn 0.0660 0.9978 0.0000
|
|
vn 0.0660 0.8641 -0.4989
|
|
vn 0.0660 0.4989 -0.8641
|
|
vn 0.0660 0.0000 -0.9978
|
|
vn 0.0660 -0.4989 -0.8641
|
|
vn 0.0660 -0.8641 -0.4989
|
|
vn 0.0660 -0.9978 -0.0000
|
|
vn 0.0660 -0.8641 0.4989
|
|
vn 0.0660 -0.4989 0.8641
|
|
vn 0.0660 -0.0000 0.9978
|
|
vn 0.0660 0.4989 0.8641
|
|
vn 0.0660 0.8641 0.4989
|
|
vn -0.6992 0.7150 -0.0000
|
|
vn -0.6992 0.6192 -0.3575
|
|
vn -0.6992 0.3575 -0.6192
|
|
vn -0.6992 0.0000 -0.7150
|
|
vn -0.6992 -0.3575 -0.6192
|
|
vn -0.6992 -0.6192 -0.3575
|
|
vn -0.6992 -0.7150 -0.0000
|
|
vn -0.6992 -0.6192 0.3575
|
|
vn -0.6992 -0.3575 0.6192
|
|
vn -0.6992 -0.0000 0.7150
|
|
vn -0.6992 0.3575 0.6192
|
|
vn -0.6992 0.6192 0.3575
|
|
vn -1.0000 0.0000 -0.0000
|
|
# 50 vertex normals
|
|
|
|
vt 0.0000 1.0000 0.0000
|
|
vt 0.0000 0.8333 0.0000
|
|
vt 0.0833 0.8333 0.0000
|
|
vt 0.0833 1.0000 0.0000
|
|
vt 0.1667 0.8333 0.0000
|
|
vt 0.1667 1.0000 0.0000
|
|
vt 0.2500 0.8333 0.0000
|
|
vt 0.2500 1.0000 0.0000
|
|
vt 0.3333 0.8333 0.0000
|
|
vt 0.3333 1.0000 0.0000
|
|
vt 0.4167 0.8333 0.0000
|
|
vt 0.4167 1.0000 0.0000
|
|
vt 0.5000 0.8333 0.0000
|
|
vt 0.5000 1.0000 0.0000
|
|
vt 0.5833 0.8333 0.0000
|
|
vt 0.5833 1.0000 0.0000
|
|
vt 0.6667 0.8333 0.0000
|
|
vt 0.6667 1.0000 0.0000
|
|
vt 0.7500 0.8333 0.0000
|
|
vt 0.7500 1.0000 0.0000
|
|
vt 0.8333 0.8333 0.0000
|
|
vt 0.8333 1.0000 0.0000
|
|
vt 0.9167 0.8333 0.0000
|
|
vt 0.9167 1.0000 0.0000
|
|
vt 1.0000 0.8333 0.0000
|
|
vt 0.0000 0.6667 0.0000
|
|
vt 0.0833 0.6667 0.0000
|
|
vt 0.1667 0.6667 0.0000
|
|
vt 0.2500 0.6667 0.0000
|
|
vt 0.3333 0.6667 0.0000
|
|
vt 0.4167 0.6667 0.0000
|
|
vt 0.5000 0.6667 0.0000
|
|
vt 0.5833 0.6667 0.0000
|
|
vt 0.6667 0.6667 0.0000
|
|
vt 0.7500 0.6667 0.0000
|
|
vt 0.8333 0.6667 0.0000
|
|
vt 0.9167 0.6667 0.0000
|
|
vt 1.0000 0.6667 0.0000
|
|
vt 0.0000 0.5000 0.0000
|
|
vt 0.0833 0.5000 0.0000
|
|
vt 0.1667 0.5000 0.0000
|
|
vt 0.2500 0.5000 0.0000
|
|
vt 0.3333 0.5000 0.0000
|
|
vt 0.4167 0.5000 0.0000
|
|
vt 0.5000 0.5000 0.0000
|
|
vt 0.5833 0.5000 0.0000
|
|
vt 0.6667 0.5000 0.0000
|
|
vt 0.7500 0.5000 0.0000
|
|
vt 0.8333 0.5000 0.0000
|
|
vt 0.9167 0.5000 0.0000
|
|
vt 1.0000 0.5000 0.0000
|
|
vt 0.0000 0.3333 0.0000
|
|
vt 0.0833 0.3333 0.0000
|
|
vt 0.1667 0.3333 0.0000
|
|
vt 0.2500 0.3333 0.0000
|
|
vt 0.3333 0.3333 0.0000
|
|
vt 0.4167 0.3333 0.0000
|
|
vt 0.5000 0.3333 0.0000
|
|
vt 0.5833 0.3333 0.0000
|
|
vt 0.6667 0.3333 0.0000
|
|
vt 0.7500 0.3333 0.0000
|
|
vt 0.8333 0.3333 0.0000
|
|
vt 0.9167 0.3333 0.0000
|
|
vt 1.0000 0.3333 0.0000
|
|
vt 0.0000 0.1667 0.0000
|
|
vt 0.0833 0.1667 0.0000
|
|
vt 0.1667 0.1667 0.0000
|
|
vt 0.2500 0.1667 0.0000
|
|
vt 0.3333 0.1667 0.0000
|
|
vt 0.4167 0.1667 0.0000
|
|
vt 0.5000 0.1667 0.0000
|
|
vt 0.5833 0.1667 0.0000
|
|
vt 0.6667 0.1667 0.0000
|
|
vt 0.7500 0.1667 0.0000
|
|
vt 0.8333 0.1667 0.0000
|
|
vt 0.9167 0.1667 0.0000
|
|
# 76 texture coords
|
|
|
|
o Sphere018
|
|
g Sphere018
|
|
usemtl wire_018018018
|
|
s 1
|
|
f 3658/1334/2472 3657/1333/2471 3656/1332/2470
|
|
f 3659/1336/2473 3658/1334/2472 3656/1335/2470
|
|
f 3660/1338/2474 3659/1336/2473 3656/1337/2470
|
|
f 3661/1340/2475 3660/1338/2474 3656/1339/2470
|
|
f 3662/1342/2476 3661/1340/2475 3656/1341/2470
|
|
f 3663/1344/2477 3662/1342/2476 3656/1343/2470
|
|
f 3664/1346/2478 3663/1344/2477 3656/1345/2470
|
|
f 3665/1348/2479 3664/1346/2478 3656/1347/2470
|
|
f 3666/1350/2480 3665/1348/2479 3656/1349/2470
|
|
f 3667/1352/2481 3666/1350/2480 3656/1351/2470
|
|
f 3668/1354/2482 3667/1352/2481 3656/1353/2470
|
|
f 3657/1356/2471 3668/1354/2482 3656/1355/2470
|
|
f 3658/1334/2472 3670/1358/2484 3669/1357/2483 3657/1333/2471
|
|
f 3659/1336/2473 3671/1359/2485 3670/1358/2484 3658/1334/2472
|
|
f 3660/1338/2474 3672/1360/2486 3671/1359/2485 3659/1336/2473
|
|
f 3661/1340/2475 3673/1361/2487 3672/1360/2486 3660/1338/2474
|
|
f 3662/1342/2476 3674/1362/2488 3673/1361/2487 3661/1340/2475
|
|
f 3663/1344/2477 3675/1363/2489 3674/1362/2488 3662/1342/2476
|
|
f 3664/1346/2478 3676/1364/2490 3675/1363/2489 3663/1344/2477
|
|
f 3665/1348/2479 3677/1365/2491 3676/1364/2490 3664/1346/2478
|
|
f 3666/1350/2480 3678/1366/2492 3677/1365/2491 3665/1348/2479
|
|
f 3667/1352/2481 3679/1367/2493 3678/1366/2492 3666/1350/2480
|
|
f 3668/1354/2482 3680/1368/2494 3679/1367/2493 3667/1352/2481
|
|
f 3657/1356/2471 3669/1369/2483 3680/1368/2494 3668/1354/2482
|
|
f 3670/1358/2484 3682/1371/2496 3681/1370/2495 3669/1357/2483
|
|
f 3671/1359/2485 3683/1372/2497 3682/1371/2496 3670/1358/2484
|
|
f 3672/1360/2486 3684/1373/2498 3683/1372/2497 3671/1359/2485
|
|
f 3673/1361/2487 3685/1374/2499 3684/1373/2498 3672/1360/2486
|
|
f 3674/1362/2488 3686/1375/2500 3685/1374/2499 3673/1361/2487
|
|
f 3675/1363/2489 3687/1376/2501 3686/1375/2500 3674/1362/2488
|
|
f 3676/1364/2490 3688/1377/2502 3687/1376/2501 3675/1363/2489
|
|
f 3677/1365/2491 3689/1378/2503 3688/1377/2502 3676/1364/2490
|
|
f 3678/1366/2492 3690/1379/2504 3689/1378/2503 3677/1365/2491
|
|
f 3679/1367/2493 3691/1380/2505 3690/1379/2504 3678/1366/2492
|
|
f 3680/1368/2494 3692/1381/2506 3691/1380/2505 3679/1367/2493
|
|
f 3669/1369/2483 3681/1382/2495 3692/1381/2506 3680/1368/2494
|
|
f 3682/1371/2496 3694/1384/2508 3693/1383/2507 3681/1370/2495
|
|
f 3683/1372/2497 3695/1385/2509 3694/1384/2508 3682/1371/2496
|
|
f 3684/1373/2498 3696/1386/2510 3695/1385/2509 3683/1372/2497
|
|
f 3685/1374/2499 3697/1387/2511 3696/1386/2510 3684/1373/2498
|
|
f 3686/1375/2500 3698/1388/2512 3697/1387/2511 3685/1374/2499
|
|
f 3687/1376/2501 3699/1389/2513 3698/1388/2512 3686/1375/2500
|
|
f 3688/1377/2502 3700/1390/2514 3699/1389/2513 3687/1376/2501
|
|
f 3689/1378/2503 3701/1391/2515 3700/1390/2514 3688/1377/2502
|
|
f 3690/1379/2504 3702/1392/2516 3701/1391/2515 3689/1378/2503
|
|
f 3691/1380/2505 3703/1393/2517 3702/1392/2516 3690/1379/2504
|
|
f 3692/1381/2506 3704/1394/2518 3703/1393/2517 3691/1380/2505
|
|
f 3681/1382/2495 3693/1395/2507 3704/1394/2518 3692/1381/2506
|
|
s 2
|
|
f 3693/1383/2507 3694/1384/2508 3705/1396/2519
|
|
f 3694/1384/2508 3695/1385/2509 3705/1397/2519
|
|
f 3695/1385/2509 3696/1386/2510 3705/1398/2519
|
|
f 3696/1386/2510 3697/1387/2511 3705/1399/2519
|
|
f 3697/1387/2511 3698/1388/2512 3705/1400/2519
|
|
f 3698/1388/2512 3699/1389/2513 3705/1401/2519
|
|
f 3699/1389/2513 3700/1390/2514 3705/1402/2519
|
|
f 3700/1390/2514 3701/1391/2515 3705/1403/2519
|
|
f 3701/1391/2515 3702/1392/2516 3705/1404/2519
|
|
f 3702/1392/2516 3703/1393/2517 3705/1405/2519
|
|
f 3703/1393/2517 3704/1394/2518 3705/1406/2519
|
|
f 3704/1394/2518 3693/1395/2507 3705/1407/2519
|
|
# 36 polygons - 24 triangles
|
|
|
|
#
|
|
# object Sphere019
|
|
#
|
|
|
|
v -349.9435 16.2932 -41.0460
|
|
v -350.0483 16.6846 -41.0460
|
|
v -350.0483 16.6321 -41.2417
|
|
v -350.0483 16.4889 -41.3849
|
|
v -350.0483 16.2932 -41.4374
|
|
v -350.0483 16.0975 -41.3849
|
|
v -350.0483 15.9542 -41.2417
|
|
v -350.0483 15.9018 -41.0460
|
|
v -350.0483 15.9542 -40.8503
|
|
v -350.0483 16.0975 -40.7070
|
|
v -350.0483 16.2932 -40.6546
|
|
v -350.0483 16.4889 -40.7070
|
|
v -350.0483 16.6321 -40.8503
|
|
v -350.3349 16.9711 -41.0460
|
|
v -350.3349 16.8803 -41.3849
|
|
v -350.3349 16.6321 -41.6331
|
|
v -350.3349 16.2932 -41.7239
|
|
v -350.3349 15.9542 -41.6331
|
|
v -350.3349 15.7061 -41.3849
|
|
v -350.3349 15.6153 -41.0460
|
|
v -350.3349 15.7061 -40.7070
|
|
v -350.3349 15.9542 -40.4589
|
|
v -350.3349 16.2932 -40.3681
|
|
v -350.3349 16.6321 -40.4589
|
|
v -350.3349 16.8803 -40.7070
|
|
v -350.7263 17.0760 -41.0460
|
|
v -350.7263 16.9711 -41.4374
|
|
v -350.7263 16.6846 -41.7239
|
|
v -350.7263 16.2932 -41.8288
|
|
v -350.7263 15.9018 -41.7239
|
|
v -350.7263 15.6153 -41.4374
|
|
v -350.7263 15.5104 -41.0460
|
|
v -350.7263 15.6153 -40.6546
|
|
v -350.7263 15.9018 -40.3681
|
|
v -350.7263 16.2932 -40.2632
|
|
v -350.7263 16.6846 -40.3681
|
|
v -350.7263 16.9711 -40.6546
|
|
v -350.9209 17.0514 -41.0460
|
|
v -350.9209 16.9498 -41.4251
|
|
v -350.9209 16.6723 -41.7026
|
|
v -350.9209 16.2932 -41.8042
|
|
v -350.9209 15.9141 -41.7026
|
|
v -350.9209 15.6365 -41.4251
|
|
v -350.9209 15.5350 -41.0460
|
|
v -350.9209 15.6365 -40.6669
|
|
v -350.9209 15.9141 -40.3894
|
|
v -350.9209 16.2932 -40.2878
|
|
v -350.9209 16.6723 -40.3894
|
|
v -350.9209 16.9498 -40.6669
|
|
v -350.9209 16.2932 -41.0460
|
|
# 50 vertices
|
|
|
|
vn 1.0000 -0.0000 0.0000
|
|
vn 0.8474 0.5309 0.0000
|
|
vn 0.8474 0.4598 -0.2654
|
|
vn 0.8474 0.2654 -0.4598
|
|
vn 0.8474 -0.0000 -0.5309
|
|
vn 0.8474 -0.2655 -0.4598
|
|
vn 0.8474 -0.4598 -0.2654
|
|
vn 0.8474 -0.5309 0.0000
|
|
vn 0.8474 -0.4598 0.2654
|
|
vn 0.8474 -0.2655 0.4598
|
|
vn 0.8474 -0.0000 0.5309
|
|
vn 0.8474 0.2654 0.4598
|
|
vn 0.8474 0.4598 0.2655
|
|
vn 0.4823 0.8760 0.0000
|
|
vn 0.4823 0.7586 -0.4380
|
|
vn 0.4823 0.4380 -0.7586
|
|
vn 0.4823 -0.0000 -0.8760
|
|
vn 0.4823 -0.4380 -0.7586
|
|
vn 0.4823 -0.7586 -0.4380
|
|
vn 0.4823 -0.8760 -0.0000
|
|
vn 0.4823 -0.7586 0.4380
|
|
vn 0.4823 -0.4380 0.7586
|
|
vn 0.4823 -0.0000 0.8760
|
|
vn 0.4823 0.4380 0.7586
|
|
vn 0.4823 0.7586 0.4380
|
|
vn 0.0660 0.9978 0.0000
|
|
vn 0.0660 0.8641 -0.4989
|
|
vn 0.0660 0.4989 -0.8641
|
|
vn 0.0660 0.0000 -0.9978
|
|
vn 0.0660 -0.4989 -0.8641
|
|
vn 0.0660 -0.8641 -0.4989
|
|
vn 0.0660 -0.9978 -0.0000
|
|
vn 0.0660 -0.8641 0.4989
|
|
vn 0.0660 -0.4989 0.8641
|
|
vn 0.0660 -0.0000 0.9978
|
|
vn 0.0660 0.4989 0.8641
|
|
vn 0.0660 0.8641 0.4989
|
|
vn -0.6992 0.7150 -0.0000
|
|
vn -0.6992 0.6192 -0.3575
|
|
vn -0.6992 0.3575 -0.6192
|
|
vn -0.6992 0.0000 -0.7150
|
|
vn -0.6992 -0.3575 -0.6192
|
|
vn -0.6992 -0.6192 -0.3575
|
|
vn -0.6992 -0.7150 -0.0000
|
|
vn -0.6992 -0.6192 0.3575
|
|
vn -0.6992 -0.3575 0.6192
|
|
vn -0.6992 -0.0000 0.7150
|
|
vn -0.6992 0.3575 0.6192
|
|
vn -0.6992 0.6192 0.3575
|
|
vn -1.0000 0.0000 -0.0000
|
|
# 50 vertex normals
|
|
|
|
vt 0.0000 1.0000 0.0000
|
|
vt 0.0000 0.8333 0.0000
|
|
vt 0.0833 0.8333 0.0000
|
|
vt 0.0833 1.0000 0.0000
|
|
vt 0.1667 0.8333 0.0000
|
|
vt 0.1667 1.0000 0.0000
|
|
vt 0.2500 0.8333 0.0000
|
|
vt 0.2500 1.0000 0.0000
|
|
vt 0.3333 0.8333 0.0000
|
|
vt 0.3333 1.0000 0.0000
|
|
vt 0.4167 0.8333 0.0000
|
|
vt 0.4167 1.0000 0.0000
|
|
vt 0.5000 0.8333 0.0000
|
|
vt 0.5000 1.0000 0.0000
|
|
vt 0.5833 0.8333 0.0000
|
|
vt 0.5833 1.0000 0.0000
|
|
vt 0.6667 0.8333 0.0000
|
|
vt 0.6667 1.0000 0.0000
|
|
vt 0.7500 0.8333 0.0000
|
|
vt 0.7500 1.0000 0.0000
|
|
vt 0.8333 0.8333 0.0000
|
|
vt 0.8333 1.0000 0.0000
|
|
vt 0.9167 0.8333 0.0000
|
|
vt 0.9167 1.0000 0.0000
|
|
vt 1.0000 0.8333 0.0000
|
|
vt 0.0000 0.6667 0.0000
|
|
vt 0.0833 0.6667 0.0000
|
|
vt 0.1667 0.6667 0.0000
|
|
vt 0.2500 0.6667 0.0000
|
|
vt 0.3333 0.6667 0.0000
|
|
vt 0.4167 0.6667 0.0000
|
|
vt 0.5000 0.6667 0.0000
|
|
vt 0.5833 0.6667 0.0000
|
|
vt 0.6667 0.6667 0.0000
|
|
vt 0.7500 0.6667 0.0000
|
|
vt 0.8333 0.6667 0.0000
|
|
vt 0.9167 0.6667 0.0000
|
|
vt 1.0000 0.6667 0.0000
|
|
vt 0.0000 0.5000 0.0000
|
|
vt 0.0833 0.5000 0.0000
|
|
vt 0.1667 0.5000 0.0000
|
|
vt 0.2500 0.5000 0.0000
|
|
vt 0.3333 0.5000 0.0000
|
|
vt 0.4167 0.5000 0.0000
|
|
vt 0.5000 0.5000 0.0000
|
|
vt 0.5833 0.5000 0.0000
|
|
vt 0.6667 0.5000 0.0000
|
|
vt 0.7500 0.5000 0.0000
|
|
vt 0.8333 0.5000 0.0000
|
|
vt 0.9167 0.5000 0.0000
|
|
vt 1.0000 0.5000 0.0000
|
|
vt 0.0000 0.3333 0.0000
|
|
vt 0.0833 0.3333 0.0000
|
|
vt 0.1667 0.3333 0.0000
|
|
vt 0.2500 0.3333 0.0000
|
|
vt 0.3333 0.3333 0.0000
|
|
vt 0.4167 0.3333 0.0000
|
|
vt 0.5000 0.3333 0.0000
|
|
vt 0.5833 0.3333 0.0000
|
|
vt 0.6667 0.3333 0.0000
|
|
vt 0.7500 0.3333 0.0000
|
|
vt 0.8333 0.3333 0.0000
|
|
vt 0.9167 0.3333 0.0000
|
|
vt 1.0000 0.3333 0.0000
|
|
vt 0.0000 0.1667 0.0000
|
|
vt 0.0833 0.1667 0.0000
|
|
vt 0.1667 0.1667 0.0000
|
|
vt 0.2500 0.1667 0.0000
|
|
vt 0.3333 0.1667 0.0000
|
|
vt 0.4167 0.1667 0.0000
|
|
vt 0.5000 0.1667 0.0000
|
|
vt 0.5833 0.1667 0.0000
|
|
vt 0.6667 0.1667 0.0000
|
|
vt 0.7500 0.1667 0.0000
|
|
vt 0.8333 0.1667 0.0000
|
|
vt 0.9167 0.1667 0.0000
|
|
# 76 texture coords
|
|
|
|
o Sphere019
|
|
g Sphere019
|
|
usemtl wire_018018018
|
|
s 1
|
|
f 3708/1410/2522 3707/1409/2521 3706/1408/2520
|
|
f 3709/1412/2523 3708/1410/2522 3706/1411/2520
|
|
f 3710/1414/2524 3709/1412/2523 3706/1413/2520
|
|
f 3711/1416/2525 3710/1414/2524 3706/1415/2520
|
|
f 3712/1418/2526 3711/1416/2525 3706/1417/2520
|
|
f 3713/1420/2527 3712/1418/2526 3706/1419/2520
|
|
f 3714/1422/2528 3713/1420/2527 3706/1421/2520
|
|
f 3715/1424/2529 3714/1422/2528 3706/1423/2520
|
|
f 3716/1426/2530 3715/1424/2529 3706/1425/2520
|
|
f 3717/1428/2531 3716/1426/2530 3706/1427/2520
|
|
f 3718/1430/2532 3717/1428/2531 3706/1429/2520
|
|
f 3707/1432/2521 3718/1430/2532 3706/1431/2520
|
|
f 3708/1410/2522 3720/1434/2534 3719/1433/2533 3707/1409/2521
|
|
f 3709/1412/2523 3721/1435/2535 3720/1434/2534 3708/1410/2522
|
|
f 3710/1414/2524 3722/1436/2536 3721/1435/2535 3709/1412/2523
|
|
f 3711/1416/2525 3723/1437/2537 3722/1436/2536 3710/1414/2524
|
|
f 3712/1418/2526 3724/1438/2538 3723/1437/2537 3711/1416/2525
|
|
f 3713/1420/2527 3725/1439/2539 3724/1438/2538 3712/1418/2526
|
|
f 3714/1422/2528 3726/1440/2540 3725/1439/2539 3713/1420/2527
|
|
f 3715/1424/2529 3727/1441/2541 3726/1440/2540 3714/1422/2528
|
|
f 3716/1426/2530 3728/1442/2542 3727/1441/2541 3715/1424/2529
|
|
f 3717/1428/2531 3729/1443/2543 3728/1442/2542 3716/1426/2530
|
|
f 3718/1430/2532 3730/1444/2544 3729/1443/2543 3717/1428/2531
|
|
f 3707/1432/2521 3719/1445/2533 3730/1444/2544 3718/1430/2532
|
|
f 3720/1434/2534 3732/1447/2546 3731/1446/2545 3719/1433/2533
|
|
f 3721/1435/2535 3733/1448/2547 3732/1447/2546 3720/1434/2534
|
|
f 3722/1436/2536 3734/1449/2548 3733/1448/2547 3721/1435/2535
|
|
f 3723/1437/2537 3735/1450/2549 3734/1449/2548 3722/1436/2536
|
|
f 3724/1438/2538 3736/1451/2550 3735/1450/2549 3723/1437/2537
|
|
f 3725/1439/2539 3737/1452/2551 3736/1451/2550 3724/1438/2538
|
|
f 3726/1440/2540 3738/1453/2552 3737/1452/2551 3725/1439/2539
|
|
f 3727/1441/2541 3739/1454/2553 3738/1453/2552 3726/1440/2540
|
|
f 3728/1442/2542 3740/1455/2554 3739/1454/2553 3727/1441/2541
|
|
f 3729/1443/2543 3741/1456/2555 3740/1455/2554 3728/1442/2542
|
|
f 3730/1444/2544 3742/1457/2556 3741/1456/2555 3729/1443/2543
|
|
f 3719/1445/2533 3731/1458/2545 3742/1457/2556 3730/1444/2544
|
|
f 3732/1447/2546 3744/1460/2558 3743/1459/2557 3731/1446/2545
|
|
f 3733/1448/2547 3745/1461/2559 3744/1460/2558 3732/1447/2546
|
|
f 3734/1449/2548 3746/1462/2560 3745/1461/2559 3733/1448/2547
|
|
f 3735/1450/2549 3747/1463/2561 3746/1462/2560 3734/1449/2548
|
|
f 3736/1451/2550 3748/1464/2562 3747/1463/2561 3735/1450/2549
|
|
f 3737/1452/2551 3749/1465/2563 3748/1464/2562 3736/1451/2550
|
|
f 3738/1453/2552 3750/1466/2564 3749/1465/2563 3737/1452/2551
|
|
f 3739/1454/2553 3751/1467/2565 3750/1466/2564 3738/1453/2552
|
|
f 3740/1455/2554 3752/1468/2566 3751/1467/2565 3739/1454/2553
|
|
f 3741/1456/2555 3753/1469/2567 3752/1468/2566 3740/1455/2554
|
|
f 3742/1457/2556 3754/1470/2568 3753/1469/2567 3741/1456/2555
|
|
f 3731/1458/2545 3743/1471/2557 3754/1470/2568 3742/1457/2556
|
|
s 2
|
|
f 3743/1459/2557 3744/1460/2558 3755/1472/2569
|
|
f 3744/1460/2558 3745/1461/2559 3755/1473/2569
|
|
f 3745/1461/2559 3746/1462/2560 3755/1474/2569
|
|
f 3746/1462/2560 3747/1463/2561 3755/1475/2569
|
|
f 3747/1463/2561 3748/1464/2562 3755/1476/2569
|
|
f 3748/1464/2562 3749/1465/2563 3755/1477/2569
|
|
f 3749/1465/2563 3750/1466/2564 3755/1478/2569
|
|
f 3750/1466/2564 3751/1467/2565 3755/1479/2569
|
|
f 3751/1467/2565 3752/1468/2566 3755/1480/2569
|
|
f 3752/1468/2566 3753/1469/2567 3755/1481/2569
|
|
f 3753/1469/2567 3754/1470/2568 3755/1482/2569
|
|
f 3754/1470/2568 3743/1471/2557 3755/1483/2569
|
|
# 36 polygons - 24 triangles
|
|
|
|
#
|
|
# object Sphere020
|
|
#
|
|
|
|
v -349.9435 16.2932 -39.1485
|
|
v -350.0483 16.6846 -39.1485
|
|
v -350.0483 16.6321 -39.3442
|
|
v -350.0483 16.4889 -39.4875
|
|
v -350.0483 16.2932 -39.5399
|
|
v -350.0483 16.0975 -39.4875
|
|
v -350.0483 15.9542 -39.3442
|
|
v -350.0483 15.9018 -39.1485
|
|
v -350.0483 15.9542 -38.9528
|
|
v -350.0483 16.0975 -38.8095
|
|
v -350.0483 16.2932 -38.7571
|
|
v -350.0483 16.4889 -38.8095
|
|
v -350.0483 16.6321 -38.9528
|
|
v -350.3349 16.9711 -39.1485
|
|
v -350.3349 16.8803 -39.4875
|
|
v -350.3349 16.6321 -39.7356
|
|
v -350.3349 16.2932 -39.8264
|
|
v -350.3349 15.9542 -39.7356
|
|
v -350.3349 15.7061 -39.4875
|
|
v -350.3349 15.6153 -39.1485
|
|
v -350.3349 15.7061 -38.8095
|
|
v -350.3349 15.9542 -38.5614
|
|
v -350.3349 16.2932 -38.4706
|
|
v -350.3349 16.6321 -38.5614
|
|
v -350.3349 16.8803 -38.8095
|
|
v -350.7263 17.0760 -39.1485
|
|
v -350.7263 16.9711 -39.5399
|
|
v -350.7263 16.6846 -39.8264
|
|
v -350.7263 16.2932 -39.9313
|
|
v -350.7263 15.9018 -39.8264
|
|
v -350.7263 15.6153 -39.5399
|
|
v -350.7263 15.5104 -39.1485
|
|
v -350.7263 15.6153 -38.7571
|
|
v -350.7263 15.9018 -38.4706
|
|
v -350.7263 16.2932 -38.3657
|
|
v -350.7263 16.6846 -38.4706
|
|
v -350.7263 16.9711 -38.7571
|
|
v -350.9209 17.0514 -39.1485
|
|
v -350.9209 16.9498 -39.5276
|
|
v -350.9209 16.6723 -39.8051
|
|
v -350.9209 16.2932 -39.9067
|
|
v -350.9209 15.9141 -39.8051
|
|
v -350.9209 15.6365 -39.5276
|
|
v -350.9209 15.5350 -39.1485
|
|
v -350.9209 15.6365 -38.7694
|
|
v -350.9209 15.9141 -38.4919
|
|
v -350.9209 16.2932 -38.3903
|
|
v -350.9209 16.6723 -38.4919
|
|
v -350.9209 16.9498 -38.7694
|
|
v -350.9209 16.2932 -39.1485
|
|
# 50 vertices
|
|
|
|
vn 1.0000 -0.0000 0.0000
|
|
vn 0.8474 0.5309 0.0000
|
|
vn 0.8474 0.4598 -0.2654
|
|
vn 0.8474 0.2654 -0.4598
|
|
vn 0.8474 -0.0000 -0.5309
|
|
vn 0.8474 -0.2655 -0.4598
|
|
vn 0.8474 -0.4598 -0.2654
|
|
vn 0.8474 -0.5309 0.0000
|
|
vn 0.8474 -0.4598 0.2654
|
|
vn 0.8474 -0.2655 0.4598
|
|
vn 0.8474 -0.0000 0.5309
|
|
vn 0.8474 0.2654 0.4598
|
|
vn 0.8474 0.4598 0.2655
|
|
vn 0.4823 0.8760 0.0000
|
|
vn 0.4823 0.7586 -0.4380
|
|
vn 0.4823 0.4380 -0.7586
|
|
vn 0.4823 -0.0000 -0.8760
|
|
vn 0.4823 -0.4380 -0.7586
|
|
vn 0.4823 -0.7586 -0.4380
|
|
vn 0.4823 -0.8760 -0.0000
|
|
vn 0.4823 -0.7586 0.4380
|
|
vn 0.4823 -0.4380 0.7586
|
|
vn 0.4823 -0.0000 0.8760
|
|
vn 0.4823 0.4380 0.7586
|
|
vn 0.4823 0.7586 0.4380
|
|
vn 0.0660 0.9978 0.0000
|
|
vn 0.0660 0.8641 -0.4989
|
|
vn 0.0660 0.4989 -0.8641
|
|
vn 0.0660 0.0000 -0.9978
|
|
vn 0.0660 -0.4989 -0.8641
|
|
vn 0.0660 -0.8641 -0.4989
|
|
vn 0.0660 -0.9978 -0.0000
|
|
vn 0.0660 -0.8641 0.4989
|
|
vn 0.0660 -0.4989 0.8641
|
|
vn 0.0660 -0.0000 0.9978
|
|
vn 0.0660 0.4989 0.8641
|
|
vn 0.0660 0.8641 0.4989
|
|
vn -0.6992 0.7150 -0.0000
|
|
vn -0.6992 0.6192 -0.3575
|
|
vn -0.6992 0.3575 -0.6192
|
|
vn -0.6992 0.0000 -0.7150
|
|
vn -0.6992 -0.3575 -0.6192
|
|
vn -0.6992 -0.6192 -0.3575
|
|
vn -0.6992 -0.7150 -0.0000
|
|
vn -0.6992 -0.6192 0.3575
|
|
vn -0.6992 -0.3575 0.6192
|
|
vn -0.6992 -0.0000 0.7150
|
|
vn -0.6992 0.3575 0.6192
|
|
vn -0.6992 0.6192 0.3575
|
|
vn -1.0000 0.0000 -0.0000
|
|
# 50 vertex normals
|
|
|
|
vt 0.0000 1.0000 0.0000
|
|
vt 0.0000 0.8333 0.0000
|
|
vt 0.0833 0.8333 0.0000
|
|
vt 0.0833 1.0000 0.0000
|
|
vt 0.1667 0.8333 0.0000
|
|
vt 0.1667 1.0000 0.0000
|
|
vt 0.2500 0.8333 0.0000
|
|
vt 0.2500 1.0000 0.0000
|
|
vt 0.3333 0.8333 0.0000
|
|
vt 0.3333 1.0000 0.0000
|
|
vt 0.4167 0.8333 0.0000
|
|
vt 0.4167 1.0000 0.0000
|
|
vt 0.5000 0.8333 0.0000
|
|
vt 0.5000 1.0000 0.0000
|
|
vt 0.5833 0.8333 0.0000
|
|
vt 0.5833 1.0000 0.0000
|
|
vt 0.6667 0.8333 0.0000
|
|
vt 0.6667 1.0000 0.0000
|
|
vt 0.7500 0.8333 0.0000
|
|
vt 0.7500 1.0000 0.0000
|
|
vt 0.8333 0.8333 0.0000
|
|
vt 0.8333 1.0000 0.0000
|
|
vt 0.9167 0.8333 0.0000
|
|
vt 0.9167 1.0000 0.0000
|
|
vt 1.0000 0.8333 0.0000
|
|
vt 0.0000 0.6667 0.0000
|
|
vt 0.0833 0.6667 0.0000
|
|
vt 0.1667 0.6667 0.0000
|
|
vt 0.2500 0.6667 0.0000
|
|
vt 0.3333 0.6667 0.0000
|
|
vt 0.4167 0.6667 0.0000
|
|
vt 0.5000 0.6667 0.0000
|
|
vt 0.5833 0.6667 0.0000
|
|
vt 0.6667 0.6667 0.0000
|
|
vt 0.7500 0.6667 0.0000
|
|
vt 0.8333 0.6667 0.0000
|
|
vt 0.9167 0.6667 0.0000
|
|
vt 1.0000 0.6667 0.0000
|
|
vt 0.0000 0.5000 0.0000
|
|
vt 0.0833 0.5000 0.0000
|
|
vt 0.1667 0.5000 0.0000
|
|
vt 0.2500 0.5000 0.0000
|
|
vt 0.3333 0.5000 0.0000
|
|
vt 0.4167 0.5000 0.0000
|
|
vt 0.5000 0.5000 0.0000
|
|
vt 0.5833 0.5000 0.0000
|
|
vt 0.6667 0.5000 0.0000
|
|
vt 0.7500 0.5000 0.0000
|
|
vt 0.8333 0.5000 0.0000
|
|
vt 0.9167 0.5000 0.0000
|
|
vt 1.0000 0.5000 0.0000
|
|
vt 0.0000 0.3333 0.0000
|
|
vt 0.0833 0.3333 0.0000
|
|
vt 0.1667 0.3333 0.0000
|
|
vt 0.2500 0.3333 0.0000
|
|
vt 0.3333 0.3333 0.0000
|
|
vt 0.4167 0.3333 0.0000
|
|
vt 0.5000 0.3333 0.0000
|
|
vt 0.5833 0.3333 0.0000
|
|
vt 0.6667 0.3333 0.0000
|
|
vt 0.7500 0.3333 0.0000
|
|
vt 0.8333 0.3333 0.0000
|
|
vt 0.9167 0.3333 0.0000
|
|
vt 1.0000 0.3333 0.0000
|
|
vt 0.0000 0.1667 0.0000
|
|
vt 0.0833 0.1667 0.0000
|
|
vt 0.1667 0.1667 0.0000
|
|
vt 0.2500 0.1667 0.0000
|
|
vt 0.3333 0.1667 0.0000
|
|
vt 0.4167 0.1667 0.0000
|
|
vt 0.5000 0.1667 0.0000
|
|
vt 0.5833 0.1667 0.0000
|
|
vt 0.6667 0.1667 0.0000
|
|
vt 0.7500 0.1667 0.0000
|
|
vt 0.8333 0.1667 0.0000
|
|
vt 0.9167 0.1667 0.0000
|
|
# 76 texture coords
|
|
|
|
o Sphere020
|
|
g Sphere020
|
|
usemtl wire_018018018
|
|
s 1
|
|
f 3758/1486/2572 3757/1485/2571 3756/1484/2570
|
|
f 3759/1488/2573 3758/1486/2572 3756/1487/2570
|
|
f 3760/1490/2574 3759/1488/2573 3756/1489/2570
|
|
f 3761/1492/2575 3760/1490/2574 3756/1491/2570
|
|
f 3762/1494/2576 3761/1492/2575 3756/1493/2570
|
|
f 3763/1496/2577 3762/1494/2576 3756/1495/2570
|
|
f 3764/1498/2578 3763/1496/2577 3756/1497/2570
|
|
f 3765/1500/2579 3764/1498/2578 3756/1499/2570
|
|
f 3766/1502/2580 3765/1500/2579 3756/1501/2570
|
|
f 3767/1504/2581 3766/1502/2580 3756/1503/2570
|
|
f 3768/1506/2582 3767/1504/2581 3756/1505/2570
|
|
f 3757/1508/2571 3768/1506/2582 3756/1507/2570
|
|
f 3758/1486/2572 3770/1510/2584 3769/1509/2583 3757/1485/2571
|
|
f 3759/1488/2573 3771/1511/2585 3770/1510/2584 3758/1486/2572
|
|
f 3760/1490/2574 3772/1512/2586 3771/1511/2585 3759/1488/2573
|
|
f 3761/1492/2575 3773/1513/2587 3772/1512/2586 3760/1490/2574
|
|
f 3762/1494/2576 3774/1514/2588 3773/1513/2587 3761/1492/2575
|
|
f 3763/1496/2577 3775/1515/2589 3774/1514/2588 3762/1494/2576
|
|
f 3764/1498/2578 3776/1516/2590 3775/1515/2589 3763/1496/2577
|
|
f 3765/1500/2579 3777/1517/2591 3776/1516/2590 3764/1498/2578
|
|
f 3766/1502/2580 3778/1518/2592 3777/1517/2591 3765/1500/2579
|
|
f 3767/1504/2581 3779/1519/2593 3778/1518/2592 3766/1502/2580
|
|
f 3768/1506/2582 3780/1520/2594 3779/1519/2593 3767/1504/2581
|
|
f 3757/1508/2571 3769/1521/2583 3780/1520/2594 3768/1506/2582
|
|
f 3770/1510/2584 3782/1523/2596 3781/1522/2595 3769/1509/2583
|
|
f 3771/1511/2585 3783/1524/2597 3782/1523/2596 3770/1510/2584
|
|
f 3772/1512/2586 3784/1525/2598 3783/1524/2597 3771/1511/2585
|
|
f 3773/1513/2587 3785/1526/2599 3784/1525/2598 3772/1512/2586
|
|
f 3774/1514/2588 3786/1527/2600 3785/1526/2599 3773/1513/2587
|
|
f 3775/1515/2589 3787/1528/2601 3786/1527/2600 3774/1514/2588
|
|
f 3776/1516/2590 3788/1529/2602 3787/1528/2601 3775/1515/2589
|
|
f 3777/1517/2591 3789/1530/2603 3788/1529/2602 3776/1516/2590
|
|
f 3778/1518/2592 3790/1531/2604 3789/1530/2603 3777/1517/2591
|
|
f 3779/1519/2593 3791/1532/2605 3790/1531/2604 3778/1518/2592
|
|
f 3780/1520/2594 3792/1533/2606 3791/1532/2605 3779/1519/2593
|
|
f 3769/1521/2583 3781/1534/2595 3792/1533/2606 3780/1520/2594
|
|
f 3782/1523/2596 3794/1536/2608 3793/1535/2607 3781/1522/2595
|
|
f 3783/1524/2597 3795/1537/2609 3794/1536/2608 3782/1523/2596
|
|
f 3784/1525/2598 3796/1538/2610 3795/1537/2609 3783/1524/2597
|
|
f 3785/1526/2599 3797/1539/2611 3796/1538/2610 3784/1525/2598
|
|
f 3786/1527/2600 3798/1540/2612 3797/1539/2611 3785/1526/2599
|
|
f 3787/1528/2601 3799/1541/2613 3798/1540/2612 3786/1527/2600
|
|
f 3788/1529/2602 3800/1542/2614 3799/1541/2613 3787/1528/2601
|
|
f 3789/1530/2603 3801/1543/2615 3800/1542/2614 3788/1529/2602
|
|
f 3790/1531/2604 3802/1544/2616 3801/1543/2615 3789/1530/2603
|
|
f 3791/1532/2605 3803/1545/2617 3802/1544/2616 3790/1531/2604
|
|
f 3792/1533/2606 3804/1546/2618 3803/1545/2617 3791/1532/2605
|
|
f 3781/1534/2595 3793/1547/2607 3804/1546/2618 3792/1533/2606
|
|
s 2
|
|
f 3793/1535/2607 3794/1536/2608 3805/1548/2619
|
|
f 3794/1536/2608 3795/1537/2609 3805/1549/2619
|
|
f 3795/1537/2609 3796/1538/2610 3805/1550/2619
|
|
f 3796/1538/2610 3797/1539/2611 3805/1551/2619
|
|
f 3797/1539/2611 3798/1540/2612 3805/1552/2619
|
|
f 3798/1540/2612 3799/1541/2613 3805/1553/2619
|
|
f 3799/1541/2613 3800/1542/2614 3805/1554/2619
|
|
f 3800/1542/2614 3801/1543/2615 3805/1555/2619
|
|
f 3801/1543/2615 3802/1544/2616 3805/1556/2619
|
|
f 3802/1544/2616 3803/1545/2617 3805/1557/2619
|
|
f 3803/1545/2617 3804/1546/2618 3805/1558/2619
|
|
f 3804/1546/2618 3793/1547/2607 3805/1559/2619
|
|
# 36 polygons - 24 triangles
|
|
|
|
#
|
|
# object prop004
|
|
#
|
|
|
|
v -354.2184 15.5995 -35.1428
|
|
v -354.2184 17.4265 -35.7364
|
|
v -351.7007 17.4178 -35.7631
|
|
v -351.7007 15.5908 -35.1695
|
|
v -354.2781 17.7194 -37.2668
|
|
v -354.2781 18.5350 -38.3893
|
|
v -351.0877 18.5350 -38.3893
|
|
v -351.0877 17.7194 -37.2668
|
|
v -354.2184 19.9000 -39.1409
|
|
v -354.2184 19.9000 -41.0619
|
|
v -351.7007 19.8719 -41.0619
|
|
v -351.7007 19.8719 -39.1409
|
|
v -354.2781 18.5350 -41.8134
|
|
v -354.2781 17.7194 -42.9360
|
|
v -351.0877 17.7194 -42.9360
|
|
v -351.0877 18.5350 -41.8134
|
|
v -354.2184 17.4264 -44.4664
|
|
v -354.2184 15.5995 -45.0600
|
|
v -351.7007 15.5908 -45.0333
|
|
v -351.7007 17.4178 -44.4397
|
|
v -354.2781 14.4629 -43.9941
|
|
v -354.2781 13.1433 -43.5653
|
|
v -351.0877 13.1433 -43.5653
|
|
v -351.0877 14.4629 -43.9941
|
|
v -354.2184 11.5972 -43.7596
|
|
v -354.2184 10.4681 -42.2055
|
|
v -351.7007 10.4908 -42.1890
|
|
v -351.7007 11.6200 -43.7431
|
|
v -354.2781 11.1306 -40.7952
|
|
v -354.2781 11.1306 -39.4076
|
|
v -351.0877 11.1306 -39.4076
|
|
v -351.0877 11.1306 -40.7952
|
|
v -354.2184 10.4681 -37.9973
|
|
v -354.2184 11.5972 -36.4432
|
|
v -351.7007 11.6200 -36.4597
|
|
v -351.7007 10.4908 -38.0138
|
|
v -354.2781 13.1433 -36.6374
|
|
v -354.2781 14.4629 -36.2087
|
|
v -351.0877 14.4629 -36.2087
|
|
v -351.0877 13.1433 -36.6374
|
|
v -350.6787 14.4629 -37.7033
|
|
v -350.6787 16.8409 -38.4760
|
|
v -350.6787 17.1135 -38.8512
|
|
v -350.6787 17.1135 -41.3516
|
|
v -350.6787 16.8409 -41.7268
|
|
v -350.6787 14.4629 -42.4994
|
|
v -350.6787 14.0218 -42.3561
|
|
v -350.6787 12.5522 -40.3333
|
|
v -350.6787 12.5522 -39.8695
|
|
v -350.6787 14.0218 -37.8466
|
|
v -350.7283 17.1759 -36.1466
|
|
v -350.7283 15.5611 -35.6219
|
|
v -350.1039 17.9230 -38.5882
|
|
v -350.1039 17.3412 -37.7874
|
|
v -350.7283 19.4324 -40.9503
|
|
v -350.7283 19.4324 -39.2524
|
|
v -350.1039 17.3412 -42.4154
|
|
v -350.1039 17.9230 -41.6146
|
|
v -350.7283 15.5611 -44.5809
|
|
v -350.7283 17.1759 -44.0562
|
|
v -350.1039 13.5215 -43.0447
|
|
v -350.1039 14.4629 -43.3506
|
|
v -350.7283 10.9119 -42.0209
|
|
v -350.7283 11.9099 -43.3945
|
|
v -350.1039 11.7426 -39.6064
|
|
v -350.1039 11.7426 -40.5963
|
|
v -350.7283 11.9099 -36.8082
|
|
v -350.7283 10.9119 -38.1818
|
|
v -350.1039 14.4629 -36.8521
|
|
v -350.1039 13.5215 -37.1580
|
|
v -350.1039 17.0911 -38.1317
|
|
v -350.1039 14.4629 -37.2777
|
|
v -350.1039 17.5183 -38.7197
|
|
v -350.1039 17.5183 -41.4831
|
|
v -350.1039 17.0911 -42.0711
|
|
v -350.1039 14.4629 -42.9250
|
|
v -350.1039 13.7717 -42.7004
|
|
v -350.1039 12.1474 -40.4648
|
|
v -350.1039 12.1474 -39.7380
|
|
v -350.1039 13.7717 -37.5023
|
|
# 80 vertices
|
|
|
|
vn -0.5889 -0.1672 0.7907
|
|
vn -0.5889 0.6001 0.5414
|
|
vn 0.1857 0.7118 0.6774
|
|
vn 0.1857 -0.1777 0.9664
|
|
vn -0.7602 0.5925 0.2667
|
|
vn -0.7602 0.4367 0.4811
|
|
vn 0.3042 0.6763 0.6709
|
|
vn 0.3042 0.8470 0.4359
|
|
vn -0.5889 0.7003 0.4034
|
|
vn -0.5889 0.7003 -0.4034
|
|
vn 0.1857 0.8642 -0.4676
|
|
vn 0.1857 0.8642 0.4676
|
|
vn -0.7602 0.4367 -0.4811
|
|
vn -0.7602 0.5925 -0.2667
|
|
vn 0.3042 0.8470 -0.4359
|
|
vn 0.3042 0.6763 -0.6709
|
|
vn -0.5889 0.6001 -0.5414
|
|
vn -0.5889 -0.1672 -0.7907
|
|
vn 0.1857 -0.1777 -0.9664
|
|
vn 0.1857 0.7118 -0.6774
|
|
vn -0.7602 -0.3226 -0.5640
|
|
vn -0.7602 -0.0705 -0.6459
|
|
vn 0.3042 -0.1528 -0.9403
|
|
vn 0.3042 -0.4290 -0.8505
|
|
vn -0.5889 -0.3295 -0.7380
|
|
vn -0.5889 -0.8037 -0.0853
|
|
vn 0.1857 -0.9740 -0.1296
|
|
vn 0.1857 -0.4243 -0.8863
|
|
vn -0.7602 -0.6361 0.1325
|
|
vn -0.7602 -0.6361 -0.1325
|
|
vn 0.3042 -0.9415 -0.1452
|
|
vn 0.3042 -0.9415 0.1452
|
|
vn -0.5889 -0.8037 0.0853
|
|
vn -0.5889 -0.3295 0.7380
|
|
vn 0.1857 -0.4243 0.8863
|
|
vn 0.1857 -0.9740 0.1297
|
|
vn -0.7602 -0.0705 0.6459
|
|
vn -0.7602 -0.3226 0.5640
|
|
vn 0.3042 -0.4290 0.8505
|
|
vn 0.3042 -0.1528 0.9403
|
|
vn 0.8567 -0.0000 -0.5158
|
|
vn 0.8567 -0.3032 -0.4173
|
|
vn 0.8567 -0.4906 -0.1594
|
|
vn 0.8567 -0.4906 0.1594
|
|
vn 0.8567 -0.3032 0.4173
|
|
vn 0.8567 -0.0000 0.5158
|
|
vn 0.8567 0.3032 0.4173
|
|
vn 0.8567 0.4906 0.1594
|
|
vn 0.8567 0.4906 -0.1594
|
|
vn 0.8567 0.3032 -0.4173
|
|
vn 0.6407 0.5574 0.5281
|
|
vn 0.6407 -0.1405 0.7548
|
|
vn 0.8884 0.3745 0.2653
|
|
vn 0.8884 0.3681 0.2742
|
|
vn 0.6407 0.6745 -0.3669
|
|
vn 0.6407 0.6745 0.3669
|
|
vn 0.8884 0.3681 -0.2742
|
|
vn 0.8884 0.3745 -0.2653
|
|
vn 0.6407 -0.1405 -0.7548
|
|
vn 0.6407 0.5574 -0.5281
|
|
vn 0.8884 -0.1471 -0.4348
|
|
vn 0.8884 -0.1366 -0.4382
|
|
vn 0.6407 -0.7613 -0.0996
|
|
vn 0.6407 -0.3300 -0.6933
|
|
vn 0.8884 -0.4590 0.0055
|
|
vn 0.8884 -0.4590 -0.0055
|
|
vn 0.6407 -0.3300 0.6933
|
|
vn 0.6407 -0.7613 0.0996
|
|
vn 0.8884 -0.1366 0.4382
|
|
vn 0.8884 -0.1471 0.4348
|
|
vn 0.9279 -0.2191 -0.3015
|
|
vn 0.9279 -0.0000 -0.3727
|
|
vn 0.9279 -0.3545 -0.1152
|
|
vn 0.9279 -0.3545 0.1152
|
|
vn 0.9279 -0.2191 0.3015
|
|
vn 0.9279 -0.0000 0.3727
|
|
vn 0.9279 0.2191 0.3015
|
|
vn 0.9279 0.3545 0.1152
|
|
vn 0.9279 0.3545 -0.1152
|
|
vn 0.9279 0.2191 -0.3015
|
|
# 80 vertex normals
|
|
|
|
vt 0.7500 0.0000 1.0000
|
|
vt 0.8500 0.0000 1.0000
|
|
vt 0.8500 1.0000 1.0000
|
|
vt 0.7500 1.0000 1.0000
|
|
vt 0.9500 0.0000 1.0000
|
|
vt 0.9500 1.0000 1.0000
|
|
vt 1.0500 0.0000 1.0000
|
|
vt 1.0500 1.0000 1.0000
|
|
vt 0.0500 0.0000 1.0000
|
|
vt 0.1500 0.0000 1.0000
|
|
vt 0.1500 1.0000 1.0000
|
|
vt 0.0500 1.0000 1.0000
|
|
vt 0.2500 0.0000 1.0000
|
|
vt 0.2500 1.0000 1.0000
|
|
vt 0.3500 0.0000 1.0000
|
|
vt 0.3500 1.0000 1.0000
|
|
vt 0.4500 0.0000 1.0000
|
|
vt 0.4500 1.0000 1.0000
|
|
vt 0.5500 0.0000 1.0000
|
|
vt 0.5500 1.0000 1.0000
|
|
vt 0.6500 0.0000 1.0000
|
|
vt 0.6500 1.0000 1.0000
|
|
vt 0.7939 0.9045 -0.2500
|
|
vt 0.9755 0.6545 -0.2500
|
|
vt 0.9755 0.3455 -0.2500
|
|
vt 0.7939 0.0955 -0.2500
|
|
vt 0.5000 0.0000 -0.2500
|
|
vt 0.2061 0.0955 -0.2500
|
|
vt 0.0245 0.3455 -0.2500
|
|
vt 0.0245 0.6545 -0.2500
|
|
vt 0.2061 0.9045 -0.2500
|
|
vt 0.5000 1.0000 -0.2500
|
|
vt 0.5000 1.0000 0.2500
|
|
vt 0.2061 0.9045 0.2500
|
|
vt 0.0245 0.6545 0.2500
|
|
vt 0.0245 0.3455 0.2500
|
|
vt 0.2061 0.0955 0.2500
|
|
vt 0.5000 0.0000 0.2500
|
|
vt 0.7939 0.0955 0.2500
|
|
vt 0.9755 0.3455 0.2500
|
|
vt 0.9755 0.6545 0.2500
|
|
vt 0.7939 0.9045 0.2500
|
|
# 42 texture coords
|
|
|
|
o prop004
|
|
g prop004
|
|
usemtl wire_018018018
|
|
s 8
|
|
f 3809/1563/2623 3808/1562/2622 3807/1561/2621 3806/1560/2620
|
|
f 3813/1562/2627 3812/1565/2626 3811/1564/2625 3810/1561/2624
|
|
f 3817/1565/2631 3816/1567/2630 3815/1566/2629 3814/1564/2628
|
|
f 3821/1571/2635 3820/1570/2634 3819/1569/2633 3818/1568/2632
|
|
f 3825/1570/2639 3824/1573/2638 3823/1572/2637 3822/1569/2636
|
|
f 3829/1573/2643 3828/1575/2642 3827/1574/2641 3826/1572/2640
|
|
f 3833/1575/2647 3832/1577/2646 3831/1576/2645 3830/1574/2644
|
|
f 3837/1577/2651 3836/1579/2650 3835/1578/2649 3834/1576/2648
|
|
f 3841/1579/2655 3840/1581/2654 3839/1580/2653 3838/1578/2652
|
|
f 3845/1581/2659 3844/1563/2658 3843/1560/2657 3842/1580/2656
|
|
s 1
|
|
f 3843/1591/2657 3810/1590/2624 3811/1589/2625 3818/1588/2632 3819/1587/2633 3826/1586/2640 3827/1585/2641 3834/1584/2648 3835/1583/2649 3842/1582/2656
|
|
f 3855/1601/2669 3854/1600/2668 3853/1599/2667 3852/1598/2666 3851/1597/2665 3850/1596/2664 3849/1595/2663 3848/1594/2662 3847/1593/2661 3846/1592/2660
|
|
s off
|
|
f 3857/1592/2671 3856/1593/2670 3808/1562/2622 3809/1563/2623
|
|
f 3859/1593/2673 3858/1594/2672 3812/1565/2626 3813/1562/2627
|
|
f 3861/1594/2675 3860/1595/2674 3816/1567/2630 3817/1565/2631
|
|
f 3863/1595/2677 3862/1596/2676 3820/1570/2634 3821/1571/2635
|
|
f 3865/1596/2679 3864/1597/2678 3824/1573/2638 3825/1570/2639
|
|
f 3867/1597/2681 3866/1598/2680 3828/1575/2642 3829/1573/2643
|
|
f 3869/1598/2683 3868/1599/2682 3832/1577/2646 3833/1575/2647
|
|
f 3871/1599/2685 3870/1600/2684 3836/1579/2650 3837/1577/2651
|
|
f 3873/1600/2687 3872/1601/2686 3840/1581/2654 3841/1579/2655
|
|
f 3875/1601/2689 3874/1592/2688 3844/1563/2658 3845/1581/2659
|
|
f 3806/1560/2620 3807/1561/2621 3810/1590/2624 3843/1591/2657
|
|
f 3807/1561/2621 3808/1562/2622 3813/1562/2627 3810/1561/2624
|
|
f 3808/1562/2622 3856/1593/2670 3859/1593/2673 3813/1562/2627
|
|
f 3856/1593/2670 3857/1592/2671 3874/1592/2688 3859/1593/2673
|
|
f 3857/1592/2671 3809/1563/2623 3844/1563/2658 3874/1592/2688
|
|
f 3809/1563/2623 3806/1560/2620 3843/1560/2657 3844/1563/2658
|
|
f 3817/1565/2631 3814/1564/2628 3811/1564/2625 3812/1565/2626
|
|
f 3814/1564/2628 3815/1566/2629 3818/1588/2632 3811/1589/2625
|
|
f 3815/1566/2629 3816/1567/2630 3821/1571/2635 3818/1568/2632
|
|
f 3816/1567/2630 3860/1595/2674 3863/1595/2677 3821/1571/2635
|
|
f 3860/1595/2674 3861/1594/2675 3858/1594/2672 3863/1595/2677
|
|
f 3861/1594/2675 3817/1565/2631 3812/1565/2626 3858/1594/2672
|
|
f 3825/1570/2639 3822/1569/2636 3819/1569/2633 3820/1570/2634
|
|
f 3822/1569/2636 3823/1572/2637 3826/1586/2640 3819/1587/2633
|
|
f 3823/1572/2637 3824/1573/2638 3829/1573/2643 3826/1572/2640
|
|
f 3824/1573/2638 3864/1597/2678 3867/1597/2681 3829/1573/2643
|
|
f 3864/1597/2678 3865/1596/2679 3862/1596/2676 3867/1597/2681
|
|
f 3865/1596/2679 3825/1570/2639 3820/1570/2634 3862/1596/2676
|
|
f 3833/1575/2647 3830/1574/2644 3827/1574/2641 3828/1575/2642
|
|
f 3830/1574/2644 3831/1576/2645 3834/1584/2648 3827/1585/2641
|
|
f 3831/1576/2645 3832/1577/2646 3837/1577/2651 3834/1576/2648
|
|
f 3832/1577/2646 3868/1599/2682 3871/1599/2685 3837/1577/2651
|
|
f 3868/1599/2682 3869/1598/2683 3866/1598/2680 3871/1599/2685
|
|
f 3869/1598/2683 3833/1575/2647 3828/1575/2642 3866/1598/2680
|
|
f 3841/1579/2655 3838/1578/2652 3835/1578/2649 3836/1579/2650
|
|
f 3838/1578/2652 3839/1580/2653 3842/1582/2656 3835/1583/2649
|
|
f 3839/1580/2653 3840/1581/2654 3845/1581/2659 3842/1580/2656
|
|
f 3840/1581/2654 3872/1601/2686 3875/1601/2689 3845/1581/2659
|
|
f 3872/1601/2686 3873/1600/2687 3870/1600/2684 3875/1601/2689
|
|
f 3873/1600/2687 3841/1579/2655 3836/1579/2650 3870/1600/2684
|
|
f 3877/1592/2691 3876/1593/2690 3859/1593/2673 3874/1592/2688
|
|
f 3876/1593/2690 3878/1594/2692 3858/1594/2672 3859/1593/2673
|
|
f 3878/1594/2692 3879/1595/2693 3863/1595/2677 3858/1594/2672
|
|
f 3879/1595/2693 3880/1596/2694 3862/1596/2676 3863/1595/2677
|
|
f 3880/1596/2694 3881/1597/2695 3867/1597/2681 3862/1596/2676
|
|
f 3881/1597/2695 3882/1598/2696 3866/1598/2680 3867/1597/2681
|
|
f 3882/1598/2696 3883/1599/2697 3871/1599/2685 3866/1598/2680
|
|
f 3883/1599/2697 3884/1600/2698 3870/1600/2684 3871/1599/2685
|
|
f 3884/1600/2698 3885/1601/2699 3875/1601/2689 3870/1600/2684
|
|
f 3885/1601/2699 3877/1592/2691 3874/1592/2688 3875/1601/2689
|
|
f 3846/1592/2660 3847/1593/2661 3876/1593/2690 3877/1592/2691
|
|
f 3847/1593/2661 3848/1594/2662 3878/1594/2692 3876/1593/2690
|
|
f 3848/1594/2662 3849/1595/2663 3879/1595/2693 3878/1594/2692
|
|
f 3849/1595/2663 3850/1596/2664 3880/1596/2694 3879/1595/2693
|
|
f 3850/1596/2664 3851/1597/2665 3881/1597/2695 3880/1596/2694
|
|
f 3851/1597/2665 3852/1598/2666 3882/1598/2696 3881/1597/2695
|
|
f 3852/1598/2666 3853/1599/2667 3883/1599/2697 3882/1598/2696
|
|
f 3853/1599/2667 3854/1600/2668 3884/1600/2698 3883/1599/2697
|
|
f 3854/1600/2668 3855/1601/2669 3885/1601/2699 3884/1600/2698
|
|
f 3855/1601/2669 3846/1592/2660 3877/1592/2691 3885/1601/2699
|
|
# 72 polygons
|
|
|
|
#
|
|
# object Box201
|
|
#
|
|
|
|
v -393.4631 19.5456 -80.0768
|
|
v -392.4861 16.7681 -107.9983
|
|
v -380.8773 20.9652 -108.4554
|
|
v -380.6642 23.4190 -80.5146
|
|
v -393.4625 23.7758 -81.9043
|
|
v -383.4933 26.6262 -82.2306
|
|
v -385.3559 26.0971 -99.8669
|
|
v -391.7338 23.7912 -99.6158
|
|
v -382.2396 27.7363 -80.8817
|
|
v -395.0337 23.8498 -80.4428
|
|
v -382.4526 25.2825 -108.8225
|
|
v -394.0615 21.0854 -108.3654
|
|
v -384.3970 27.1235 -101.3101
|
|
v -393.2245 23.9319 -100.9625
|
|
v -383.0013 27.4669 -81.5795
|
|
v -394.3311 24.1246 -81.1996
|
|
v -385.0057 26.8975 -100.5583
|
|
v -392.5614 24.1657 -100.2608
|
|
v -391.8373 23.8937 -99.7281
|
|
v -385.4106 26.2163 -99.8731
|
|
v -385.3197 25.9704 -99.7800
|
|
v -391.7463 23.6478 -99.6350
|
|
v -389.2507 25.3742 -97.9164
|
|
v -388.2744 25.7363 -97.9416
|
|
v -388.1201 25.7573 -98.4385
|
|
v -389.4055 25.2928 -98.4095
|
|
v -392.5103 23.5764 -99.0771
|
|
v -392.8941 23.6714 -98.8673
|
|
v -392.6013 23.8223 -99.1702
|
|
v -384.6649 26.4118 -99.2541
|
|
v -384.7559 26.6577 -99.3472
|
|
v -384.4225 26.7331 -99.0584
|
|
v -392.0526 24.6846 -96.5983
|
|
v -392.3997 24.8680 -96.1906
|
|
v -385.6259 27.0073 -96.7433
|
|
v -386.9112 26.5428 -96.7143
|
|
v -388.0292 25.5114 -98.3454
|
|
v -389.3145 25.0469 -98.3164
|
|
v -390.7672 25.1492 -96.6273
|
|
v -385.7169 27.2532 -96.8364
|
|
v -385.4601 27.3761 -96.3472
|
|
v -392.1435 24.9305 -96.6914
|
|
v -390.8582 25.3951 -96.7204
|
|
v -387.0022 26.7887 -96.8074
|
|
v -387.1815 26.7614 -96.3109
|
|
v -390.6783 25.4827 -96.2269
|
|
v -391.9524 23.8937 -97.6031
|
|
v -385.2988 26.2163 -97.7481
|
|
v -385.2046 25.9704 -97.6550
|
|
v -391.8582 23.6478 -97.5100
|
|
v -389.2744 25.3742 -95.7914
|
|
v -388.2636 25.7363 -95.8166
|
|
v -388.1039 25.7573 -96.3135
|
|
v -389.4347 25.2928 -96.2845
|
|
v -392.6492 23.5764 -96.9521
|
|
v -393.0465 23.6714 -96.7423
|
|
v -392.7434 23.8223 -97.0452
|
|
v -384.5268 26.4118 -97.1291
|
|
v -384.6209 26.6577 -97.2222
|
|
v -384.2757 26.7331 -96.9334
|
|
v -392.1752 24.6846 -94.4733
|
|
v -392.5347 24.8680 -94.0656
|
|
v -385.5216 27.0073 -94.6183
|
|
v -386.8524 26.5428 -94.5893
|
|
v -388.0098 25.5114 -96.2204
|
|
v -389.3405 25.0469 -96.1914
|
|
v -390.8445 25.1492 -94.5023
|
|
v -385.6158 27.2532 -94.7114
|
|
v -385.3500 27.3761 -94.2222
|
|
v -392.2694 24.9305 -94.5664
|
|
v -390.9387 25.3951 -94.5954
|
|
v -386.9465 26.7887 -94.6824
|
|
v -387.1322 26.7614 -94.1859
|
|
v -390.7525 25.4827 -94.1019
|
|
v -392.0715 23.8937 -95.4782
|
|
v -385.1830 26.2163 -95.6231
|
|
v -385.0854 25.9704 -95.5300
|
|
v -391.9740 23.6478 -95.3850
|
|
v -389.2990 25.3742 -93.6664
|
|
v -388.2525 25.7363 -93.6916
|
|
v -388.0872 25.7573 -94.1885
|
|
v -389.4649 25.2928 -94.1595
|
|
v -392.7929 23.5764 -94.8271
|
|
v -393.2043 23.6714 -94.6173
|
|
v -392.8904 23.8223 -94.9202
|
|
v -384.3837 26.4118 -95.0041
|
|
v -384.4812 26.6577 -95.0972
|
|
v -384.1238 26.7331 -94.8084
|
|
v -392.3022 24.6846 -92.3483
|
|
v -392.6744 24.8680 -91.9407
|
|
v -385.4137 27.0073 -92.4933
|
|
v -386.7914 26.5428 -92.4643
|
|
v -387.9897 25.5114 -94.0954
|
|
v -389.3674 25.0469 -94.0664
|
|
v -390.9245 25.1492 -92.3773
|
|
v -385.5112 27.2532 -92.5864
|
|
v -385.2360 27.3761 -92.0972
|
|
v -392.3998 24.9305 -92.4415
|
|
v -391.0221 25.3951 -92.4704
|
|
v -386.8889 26.7887 -92.5574
|
|
v -387.0811 26.7614 -92.0609
|
|
v -390.8293 25.4827 -91.9769
|
|
v -392.1949 23.8937 -93.3532
|
|
v -385.0630 26.2163 -93.4982
|
|
v -384.9621 25.9704 -93.4050
|
|
v -392.0939 23.6478 -93.2600
|
|
v -389.3245 25.3742 -91.5414
|
|
v -388.2410 25.7363 -91.5666
|
|
v -388.0698 25.7573 -92.0635
|
|
v -389.4962 25.2928 -92.0345
|
|
v -392.9418 23.5764 -92.7021
|
|
v -393.3676 23.6714 -92.4923
|
|
v -393.0427 23.8223 -92.7953
|
|
v -384.2356 26.4118 -92.8791
|
|
v -384.3365 26.6577 -92.9722
|
|
v -383.9665 26.7331 -92.6834
|
|
v -392.4337 24.6846 -90.2233
|
|
v -392.8191 24.8680 -89.8157
|
|
v -385.3019 27.0073 -90.3683
|
|
v -386.7283 26.5428 -90.3393
|
|
v -387.9689 25.5114 -91.9704
|
|
v -389.3953 25.0469 -91.9414
|
|
v -391.0074 25.1492 -90.2523
|
|
v -385.4029 27.2532 -90.4614
|
|
v -385.1180 27.3761 -89.9722
|
|
v -392.5347 24.9305 -90.3165
|
|
v -391.1083 25.3951 -90.3455
|
|
v -386.8293 26.7887 -90.4324
|
|
v -387.0283 26.7614 -89.9359
|
|
v -390.9087 25.4827 -89.8519
|
|
v -392.3226 23.8937 -91.2282
|
|
v -384.9389 26.2163 -91.3732
|
|
v -384.8344 25.9704 -91.2800
|
|
v -392.2181 23.6478 -91.1350
|
|
v -389.3508 25.3742 -89.4164
|
|
v -388.2291 25.7363 -89.4416
|
|
v -388.0519 25.7573 -89.9385
|
|
v -389.5286 25.2928 -89.9095
|
|
v -393.0959 23.5764 -90.5771
|
|
v -393.5367 23.6714 -90.3673
|
|
v -393.2003 23.8223 -90.6703
|
|
v -384.0822 26.4118 -90.7541
|
|
v -384.1867 26.6577 -90.8473
|
|
v -383.8036 26.7331 -90.5584
|
|
v -392.5699 24.6847 -88.0983
|
|
v -392.9688 24.8680 -87.6907
|
|
v -385.1862 27.0073 -88.2433
|
|
v -386.6630 26.5428 -88.2143
|
|
v -387.9474 25.5114 -89.8454
|
|
v -389.4241 25.0469 -89.8164
|
|
v -391.0932 25.1492 -88.1273
|
|
v -385.2907 27.2532 -88.3365
|
|
v -384.9958 27.3761 -87.8472
|
|
v -392.6744 24.9305 -88.1915
|
|
v -391.1977 25.3951 -88.2205
|
|
v -386.7675 26.7887 -88.3075
|
|
v -386.9735 26.7614 -87.8109
|
|
v -390.9910 25.4827 -87.7270
|
|
v -392.4548 23.8937 -89.1032
|
|
v -384.8104 26.2163 -89.2482
|
|
v -384.7022 25.9704 -89.1550
|
|
v -392.3466 23.6478 -89.0101
|
|
v -389.3781 25.3742 -87.2914
|
|
v -388.2167 25.7363 -87.3166
|
|
v -388.0333 25.7573 -87.8135
|
|
v -389.5622 25.2928 -87.7845
|
|
v -393.2554 23.5764 -88.4521
|
|
v -393.7118 23.6714 -88.2423
|
|
v -393.3636 23.8223 -88.5453
|
|
v -383.9234 26.4118 -88.6291
|
|
v -384.0316 26.6577 -88.7223
|
|
v -383.6350 26.7331 -88.4335
|
|
v -392.7108 24.6847 -85.9734
|
|
v -393.1238 24.8680 -85.5657
|
|
v -385.0664 27.0073 -86.1183
|
|
v -386.5953 26.5428 -86.0893
|
|
v -387.9251 25.5114 -87.7204
|
|
v -389.4539 25.0469 -87.6914
|
|
v -391.1820 25.1492 -86.0023
|
|
v -385.1746 27.2532 -86.2115
|
|
v -384.8692 27.3761 -85.7222
|
|
v -392.8191 24.9305 -86.0665
|
|
v -391.2902 25.3951 -86.0955
|
|
v -386.7035 26.7887 -86.1825
|
|
v -386.9168 26.7614 -85.6860
|
|
v -391.0762 25.4827 -85.6020
|
|
v -392.5917 23.8937 -86.9782
|
|
v -384.6773 26.2163 -87.1232
|
|
v -384.5653 25.9704 -87.0301
|
|
v -392.4796 23.6478 -86.8851
|
|
v -389.4063 25.3742 -85.1665
|
|
v -388.2040 25.7363 -85.1916
|
|
v -388.0140 25.7573 -85.6886
|
|
v -389.5969 25.2928 -85.6596
|
|
v -393.4205 23.5764 -86.3272
|
|
v -393.8931 23.6714 -86.1173
|
|
v -393.5325 23.8223 -86.4203
|
|
v -383.7590 26.4118 -86.5042
|
|
v -383.8711 26.6577 -86.5973
|
|
v -383.4604 26.7331 -86.3085
|
|
v -392.8568 24.6846 -83.8484
|
|
v -393.2843 24.8680 -83.4407
|
|
v -384.9424 27.0073 -83.9933
|
|
v -386.5253 26.5428 -83.9643
|
|
v -387.9020 25.5114 -85.5954
|
|
v -389.4849 25.0469 -85.5664
|
|
v -391.2739 25.1492 -83.8774
|
|
v -385.0544 27.2532 -84.0865
|
|
v -384.7383 27.3761 -83.5972
|
|
v -392.9688 24.9305 -83.9415
|
|
v -391.3859 25.3951 -83.9705
|
|
v -386.6373 26.7887 -84.0575
|
|
v -386.8582 26.7614 -83.5610
|
|
v -391.1644 25.4827 -83.4770
|
|
v -392.7334 23.8937 -84.8532
|
|
v -384.5396 26.2163 -84.9982
|
|
v -384.4236 25.9704 -84.9051
|
|
v -392.6174 23.6478 -84.7601
|
|
v -389.4355 25.3742 -83.0415
|
|
v -388.1907 25.7363 -83.0666
|
|
v -387.9941 25.7573 -83.5636
|
|
v -389.6329 25.2928 -83.5346
|
|
v -393.5915 23.5764 -84.2022
|
|
v -394.0807 23.6714 -83.9924
|
|
v -393.7075 23.8223 -84.2953
|
|
v -383.5888 26.4118 -84.3792
|
|
v -383.7048 26.6577 -84.4723
|
|
v -383.2797 26.7331 -84.1835
|
|
v -393.0078 24.6847 -81.7234
|
|
v -393.4505 24.8680 -81.3157
|
|
v -384.8140 27.0073 -81.8684
|
|
v -386.4528 26.5428 -81.8394
|
|
v -387.8781 25.5114 -83.4704
|
|
v -389.5169 25.0469 -83.4414
|
|
v -391.3691 25.1492 -81.7524
|
|
v -384.9300 27.2532 -81.9615
|
|
v -384.6026 27.3761 -81.4723
|
|
v -393.1238 24.9305 -81.8165
|
|
v -391.4851 25.3951 -81.8455
|
|
v -386.5688 26.7887 -81.9325
|
|
v -386.7974 26.7614 -81.4360
|
|
v -391.2557 25.4827 -81.3520
|
|
# 242 vertices
|
|
|
|
vn -0.3743 -0.6704 0.6406
|
|
vn -0.3345 -0.7926 -0.5099
|
|
vn 0.7355 -0.3950 -0.5505
|
|
vn 0.7365 -0.3145 0.5988
|
|
vn 0.0001 0.9645 -0.2641
|
|
vn -0.5667 0.7780 -0.2712
|
|
vn -0.5613 0.7643 0.3176
|
|
vn -0.0476 0.9564 0.2883
|
|
vn 0.3736 0.7624 0.5283
|
|
vn -0.7396 0.3717 0.5611
|
|
vn 0.3805 0.6228 -0.6837
|
|
vn -0.7260 0.2231 -0.6505
|
|
vn 0.0433 0.9900 -0.1342
|
|
vn -0.6208 0.7727 -0.1326
|
|
vn -0.4061 0.9065 -0.1158
|
|
vn -0.2454 0.9671 -0.0663
|
|
vn -0.4325 0.8926 0.1274
|
|
vn -0.2116 0.9713 0.1085
|
|
vn -0.3715 0.2499 -0.8942
|
|
vn 0.0899 0.4168 -0.9045
|
|
vn 0.5096 -0.7174 -0.4750
|
|
vn 0.0481 -0.8843 -0.4645
|
|
vn 0.3898 0.4344 0.8120
|
|
vn -0.5546 0.1238 0.8228
|
|
vn -0.4421 0.0566 0.8952
|
|
vn 0.3412 0.3326 0.8792
|
|
vn -0.1964 -0.9510 -0.2387
|
|
vn -0.9289 -0.3658 -0.0585
|
|
vn -0.6518 0.2799 -0.7049
|
|
vn 0.7491 -0.6093 -0.2600
|
|
vn 0.2937 0.6216 -0.7262
|
|
vn 0.9449 0.3114 -0.1007
|
|
vn 0.1952 -0.8693 0.4542
|
|
vn -0.6212 0.0670 0.7808
|
|
vn 0.4236 -0.7867 0.4490
|
|
vn 0.2273 -0.8474 0.4799
|
|
vn -0.5128 0.2482 0.8219
|
|
vn 0.2704 0.5247 0.8072
|
|
vn 0.3809 -0.8002 0.4632
|
|
vn -0.2199 0.9527 -0.2098
|
|
vn 0.4661 0.4580 0.7570
|
|
vn -0.4483 0.8701 -0.2047
|
|
vn -0.2573 0.9490 -0.1823
|
|
vn -0.4080 0.8921 -0.1942
|
|
vn -0.4935 0.1554 0.8558
|
|
vn 0.3219 0.4256 0.8457
|
|
vn -0.3648 0.2534 -0.8959
|
|
vn 0.0860 0.4162 -0.9052
|
|
vn 0.5007 -0.7226 -0.4766
|
|
vn 0.0494 -0.8849 -0.4632
|
|
vn 0.3783 0.4298 0.8198
|
|
vn -0.5413 0.1364 0.8297
|
|
vn -0.4404 0.0632 0.8956
|
|
vn 0.3393 0.3286 0.8814
|
|
vn -0.1935 -0.9508 -0.2421
|
|
vn -0.9308 -0.3598 -0.0649
|
|
vn -0.6402 0.2816 -0.7147
|
|
vn 0.7399 -0.6170 -0.2682
|
|
vn 0.2905 0.6188 -0.7299
|
|
vn 0.9476 0.3033 -0.1001
|
|
vn 0.1901 -0.8698 0.4553
|
|
vn -0.6234 0.0724 0.7785
|
|
vn 0.4115 -0.7917 0.4515
|
|
vn 0.2213 -0.8485 0.4807
|
|
vn -0.5105 0.2544 0.8214
|
|
vn 0.2684 0.5218 0.8098
|
|
vn 0.3694 -0.8045 0.4650
|
|
vn -0.2143 0.9539 -0.2099
|
|
vn 0.4676 0.4539 0.7585
|
|
vn -0.4359 0.8762 -0.2058
|
|
vn -0.2503 0.9507 -0.1832
|
|
vn -0.3959 0.8973 -0.1954
|
|
vn -0.4915 0.1615 0.8558
|
|
vn 0.3200 0.4222 0.8481
|
|
vn -0.3580 0.2568 -0.8977
|
|
vn 0.0820 0.4157 -0.9058
|
|
vn 0.4918 -0.7276 -0.4783
|
|
vn 0.0506 -0.8855 -0.4619
|
|
vn 0.3669 0.4253 0.8274
|
|
vn -0.5277 0.1487 0.8363
|
|
vn -0.4385 0.0697 0.8960
|
|
vn 0.3372 0.3247 0.8837
|
|
vn -0.1904 -0.9505 -0.2455
|
|
vn -0.9326 -0.3539 -0.0713
|
|
vn -0.6285 0.2833 -0.7244
|
|
vn 0.7304 -0.6245 -0.2764
|
|
vn 0.2872 0.6160 -0.7335
|
|
vn 0.9502 0.2953 -0.0994
|
|
vn 0.1851 -0.8703 0.4565
|
|
vn -0.6256 0.0777 0.7763
|
|
vn 0.3996 -0.7964 0.4539
|
|
vn 0.2154 -0.8496 0.4814
|
|
vn -0.5080 0.2603 0.8211
|
|
vn 0.2662 0.5190 0.8123
|
|
vn 0.3582 -0.8086 0.4668
|
|
vn -0.2089 0.9551 -0.2100
|
|
vn 0.4690 0.4498 0.7601
|
|
vn -0.4236 0.8819 -0.2069
|
|
vn -0.2435 0.9523 -0.1840
|
|
vn -0.3840 0.9022 -0.1965
|
|
vn -0.4894 0.1675 0.8558
|
|
vn 0.3180 0.4190 0.8505
|
|
vn -0.3513 0.2600 -0.8994
|
|
vn 0.0779 0.4153 -0.9063
|
|
vn 0.4829 -0.7324 -0.4799
|
|
vn 0.0518 -0.8861 -0.4605
|
|
vn 0.3554 0.4210 0.8345
|
|
vn -0.5139 0.1606 0.8427
|
|
vn -0.4364 0.0760 0.8965
|
|
vn 0.3349 0.3209 0.8859
|
|
vn -0.1873 -0.9503 -0.2488
|
|
vn -0.9343 -0.3480 -0.0776
|
|
vn -0.6167 0.2849 -0.7338
|
|
vn 0.7208 -0.6320 -0.2846
|
|
vn 0.2836 0.6134 -0.7371
|
|
vn 0.9527 0.2873 -0.0988
|
|
vn 0.1802 -0.8707 0.4576
|
|
vn -0.6276 0.0829 0.7741
|
|
vn 0.3878 -0.8010 0.4561
|
|
vn 0.2097 -0.8507 0.4821
|
|
vn -0.5054 0.2662 0.8208
|
|
vn 0.2639 0.5163 0.8147
|
|
vn 0.3472 -0.8125 0.4683
|
|
vn -0.2036 0.9562 -0.2102
|
|
vn 0.4702 0.4458 0.7617
|
|
vn -0.4115 0.8874 -0.2079
|
|
vn -0.2369 0.9538 -0.1848
|
|
vn -0.3723 0.9069 -0.1976
|
|
vn -0.4870 0.1733 0.8560
|
|
vn 0.3157 0.4159 0.8529
|
|
vn -0.3445 0.2631 -0.9012
|
|
vn 0.0740 0.4150 -0.9068
|
|
vn 0.4740 -0.7372 -0.4816
|
|
vn 0.0528 -0.8868 -0.4592
|
|
vn 0.3440 0.4168 0.8414
|
|
vn -0.4998 0.1722 0.8489
|
|
vn -0.4341 0.0822 0.8971
|
|
vn 0.3324 0.3173 0.8882
|
|
vn -0.1841 -0.9500 -0.2520
|
|
vn -0.9359 -0.3421 -0.0838
|
|
vn -0.6049 0.2865 -0.7430
|
|
vn 0.7110 -0.6394 -0.2926
|
|
vn 0.2800 0.6108 -0.7406
|
|
vn 0.9551 0.2794 -0.0982
|
|
vn 0.1754 -0.8711 0.4587
|
|
vn -0.6295 0.0879 0.7720
|
|
vn 0.3762 -0.8053 0.4583
|
|
vn 0.2041 -0.8516 0.4828
|
|
vn -0.5025 0.2718 0.8207
|
|
vn 0.2613 0.5137 0.8172
|
|
vn 0.3364 -0.8162 0.4698
|
|
vn -0.1984 0.9573 -0.2102
|
|
vn 0.4711 0.4420 0.7633
|
|
vn -0.3995 0.8926 -0.2088
|
|
vn -0.2304 0.9552 -0.1856
|
|
vn -0.3608 0.9113 -0.1986
|
|
vn -0.4845 0.1790 0.8563
|
|
vn 0.3133 0.4129 0.8552
|
|
vn -0.3378 0.2661 -0.9028
|
|
vn 0.0700 0.4148 -0.9072
|
|
vn 0.4652 -0.7417 -0.4832
|
|
vn 0.0538 -0.8874 -0.4579
|
|
vn 0.3327 0.4128 0.8479
|
|
vn -0.4855 0.1833 0.8548
|
|
vn -0.4316 0.0882 0.8977
|
|
vn 0.3298 0.3138 0.8904
|
|
vn -0.1809 -0.9498 -0.2552
|
|
vn -0.9375 -0.3362 -0.0898
|
|
vn -0.5930 0.2881 -0.7519
|
|
vn 0.7010 -0.6468 -0.3005
|
|
vn 0.2761 0.6083 -0.7441
|
|
vn 0.9575 0.2716 -0.0977
|
|
vn 0.1708 -0.8714 0.4598
|
|
vn -0.6313 0.0928 0.7699
|
|
vn 0.3647 -0.8094 0.4603
|
|
vn 0.1986 -0.8526 0.4834
|
|
vn -0.4995 0.2774 0.8207
|
|
vn 0.2587 0.5112 0.8196
|
|
vn 0.3258 -0.8197 0.4712
|
|
vn -0.1933 0.9583 -0.2103
|
|
vn 0.4719 0.4383 0.7650
|
|
vn -0.3877 0.8976 -0.2096
|
|
vn -0.2240 0.9566 -0.1864
|
|
vn -0.3495 0.9154 -0.1996
|
|
vn -0.4818 0.1846 0.8566
|
|
vn 0.3108 0.4100 0.8575
|
|
vn -0.3311 0.2689 -0.9045
|
|
vn 0.0661 0.4146 -0.9076
|
|
vn 0.4563 -0.7461 -0.4848
|
|
vn 0.0547 -0.8880 -0.4565
|
|
vn 0.3214 0.4090 0.8541
|
|
vn -0.4711 0.1941 0.8605
|
|
vn -0.4290 0.0941 0.8984
|
|
vn 0.3270 0.3104 0.8926
|
|
vn -0.1776 -0.9496 -0.2582
|
|
vn -0.9390 -0.3304 -0.0957
|
|
vn -0.5811 0.2896 -0.7606
|
|
vn 0.6908 -0.6540 -0.3084
|
|
vn 0.2722 0.6059 -0.7475
|
|
vn 0.9597 0.2638 -0.0971
|
|
vn 0.1662 -0.8718 0.4609
|
|
vn -0.6330 0.0976 0.7680
|
|
vn 0.3535 -0.8133 0.4622
|
|
vn 0.1932 -0.8535 0.4840
|
|
vn -0.4963 0.2828 0.8208
|
|
vn 0.2559 0.5088 0.8219
|
|
vn 0.3155 -0.8230 0.4724
|
|
vn -0.1883 0.9593 -0.2104
|
|
vn 0.4725 0.4347 0.7667
|
|
vn -0.3761 0.9024 -0.2104
|
|
vn -0.2178 0.9579 -0.1871
|
|
vn -0.3384 0.9194 -0.2006
|
|
vn -0.4789 0.1900 0.8571
|
|
vn 0.3081 0.4072 0.8598
|
|
vn -0.3244 0.2716 -0.9061
|
|
vn 0.0623 0.4145 -0.9079
|
|
vn 0.4475 -0.7504 -0.4865
|
|
vn 0.0556 -0.8887 -0.4552
|
|
vn 0.3102 0.4053 0.8599
|
|
vn -0.4566 0.2044 0.8659
|
|
vn -0.4262 0.0999 0.8991
|
|
vn 0.3241 0.3072 0.8948
|
|
vn -0.1743 -0.9494 -0.2611
|
|
vn -0.9404 -0.3246 -0.1015
|
|
vn -0.5692 0.2911 -0.7690
|
|
vn 0.6805 -0.6611 -0.3161
|
|
vn 0.2681 0.6036 -0.7509
|
|
vn 0.9618 0.2562 -0.0966
|
|
vn 0.1618 -0.8720 0.4619
|
|
vn -0.6346 0.1022 0.7661
|
|
vn 0.3424 -0.8170 0.4640
|
|
vn 0.1880 -0.8543 0.4846
|
|
vn -0.4929 0.2880 0.8210
|
|
vn 0.2530 0.5065 0.8243
|
|
vn 0.3054 -0.8261 0.4736
|
|
vn -0.1835 0.9602 -0.2104
|
|
vn 0.4729 0.4311 0.7684
|
|
vn -0.3647 0.9069 -0.2111
|
|
vn -0.2118 0.9591 -0.1879
|
|
vn -0.3276 0.9231 -0.2015
|
|
vn -0.4758 0.1953 0.8576
|
|
vn 0.3052 0.4046 0.8621
|
|
# 242 vertex normals
|
|
|
|
vt 1.0000 0.0000 0.0000
|
|
vt 1.0000 1.0000 0.0000
|
|
vt 0.0000 1.0000 0.0000
|
|
vt 0.0000 0.0000 0.0000
|
|
vt 0.5000 0.4000 0.0000
|
|
vt 0.5000 0.6000 0.0000
|
|
vt 0.0000 0.6000 0.0000
|
|
vt 0.0000 0.4000 0.0000
|
|
vt 1.0000 0.5000 0.0000
|
|
vt 0.5000 0.5000 0.0000
|
|
vt 0.0000 0.5000 0.0000
|
|
vt 0.5000 1.0000 0.0000
|
|
vt 0.8000 1.0000 0.0000
|
|
vt 0.6000 1.0000 0.0000
|
|
vt 0.4000 1.0000 0.0000
|
|
vt 0.2000 1.0000 0.0000
|
|
vt 1.0000 0.4000 0.0000
|
|
vt 1.0000 0.6000 0.0000
|
|
vt 0.5000 0.8000 0.0000
|
|
vt 0.0000 0.8000 0.0000
|
|
vt 0.0000 0.2000 0.0000
|
|
vt 0.5000 0.0000 0.0000
|
|
vt 0.5000 0.2000 0.0000
|
|
vt 1.0000 0.8000 0.0000
|
|
vt 1.0000 0.2000 0.0000
|
|
# 25 texture coords
|
|
|
|
o Box201
|
|
g Box201
|
|
usemtl wire_133133133
|
|
s 2
|
|
f 3886/1602/2700 3887/1603/2701 3888/1604/2702 3889/1605/2703
|
|
s off
|
|
f 3890/1603/2704 3891/1603/2705 3892/1603/2706 3893/1604/2707
|
|
s 8
|
|
f 3886/1605/2700 3889/1602/2703 3894/1603/2708 3895/1604/2709
|
|
s 16
|
|
f 3889/1605/2703 3888/1602/2702 3896/1603/2710 3894/1604/2708
|
|
s 32
|
|
f 3888/1605/2702 3887/1602/2701 3897/1603/2711 3896/1604/2710
|
|
s 64
|
|
f 3887/1605/2701 3886/1602/2700 3895/1603/2709 3897/1604/2711
|
|
s off
|
|
f 3894/1604/2708 3896/1603/2710 3898/1603/2712
|
|
f 3896/1604/2710 3897/1603/2711 3899/1604/2713 3898/1603/2712
|
|
f 3897/1604/2711 3895/1603/2709 3899/1604/2713
|
|
f 3895/1604/2709 3894/1603/2708 3900/1603/2714 3901/1603/2715
|
|
f 3894/1604/2708 3898/1603/2712 3902/1603/2716 3900/1603/2714
|
|
f 3898/1603/2712 3899/1604/2713 3903/1604/2717 3902/1603/2716
|
|
f 3899/1604/2713 3895/1603/2709 3901/1603/2715 3903/1604/2717
|
|
f 3901/1603/2715 3900/1603/2714 3891/1603/2705 3890/1603/2704
|
|
f 3900/1603/2714 3902/1603/2716 3892/1603/2706 3891/1603/2705
|
|
f 3902/1603/2716 3903/1604/2717 3893/1604/2707 3892/1603/2706
|
|
f 3903/1604/2717 3901/1603/2715 3890/1603/2704 3893/1604/2707
|
|
s 2
|
|
f 3904/1602/2718 3905/1603/2719 3906/1604/2720 3907/1605/2721
|
|
s 4
|
|
f 3908/1606/2722 3909/1607/2723 3910/1608/2724 3911/1609/2725
|
|
s 8
|
|
f 3904/1605/2718 3907/1602/2721 3912/1610/2726 3913/1611/2727 3914/1612/2728
|
|
s 16
|
|
f 3907/1605/2721 3906/1602/2720 3915/1610/2729 3912/1612/2726
|
|
s 32
|
|
f 3906/1605/2720 3905/1602/2719 3916/1610/2730 3917/1611/2731 3915/1612/2729
|
|
s 64
|
|
f 3905/1605/2719 3904/1602/2718 3914/1610/2728 3916/1612/2730
|
|
s 8
|
|
f 3912/1610/2726 3918/1603/2732 3919/1613/2733 3913/1611/2727
|
|
s 16
|
|
f 3915/1610/2729 3920/1603/2734 3921/1614/2735 3922/1615/2736 3923/1616/2737 3924/1617/2738 3918/1604/2732 3912/1612/2726
|
|
s 32
|
|
f 3916/1610/2730 3925/1603/2739 3926/1613/2740 3917/1611/2731
|
|
s 64
|
|
f 3914/1610/2728 3927/1603/2741 3928/1614/2742 3911/1615/2725 3910/1616/2724 3929/1617/2743 3925/1604/2739 3916/1612/2730
|
|
s 4
|
|
f 3923/1618/2737 3922/1619/2736 3909/1607/2723 3908/1606/2722
|
|
s 8
|
|
f 3919/1613/2733 3927/1604/2741 3914/1612/2728 3913/1611/2727
|
|
s 32
|
|
f 3926/1613/2740 3920/1604/2734 3915/1612/2729 3917/1611/2731
|
|
s 4
|
|
f 3930/1620/2744 3926/1613/2740 3925/1604/2739 3929/1621/2743
|
|
f 3909/1607/2723 3930/1620/2744 3929/1621/2743 3910/1608/2724
|
|
f 3928/1622/2742 3927/1605/2741 3919/1623/2733 3931/1624/2745
|
|
f 3911/1609/2725 3928/1622/2742 3931/1624/2745 3908/1606/2722
|
|
f 3921/1625/2735 3920/1603/2734 3926/1613/2740 3930/1620/2744
|
|
f 3922/1619/2736 3921/1625/2735 3930/1620/2744 3909/1607/2723
|
|
f 3931/1624/2745 3919/1623/2733 3918/1602/2732 3924/1626/2738
|
|
f 3908/1606/2722 3931/1624/2745 3924/1626/2738 3923/1618/2737
|
|
s 2
|
|
f 3932/1602/2746 3933/1603/2747 3934/1604/2748 3935/1605/2749
|
|
s 4
|
|
f 3936/1606/2750 3937/1607/2751 3938/1608/2752 3939/1609/2753
|
|
s 8
|
|
f 3932/1605/2746 3935/1602/2749 3940/1610/2754 3941/1611/2755 3942/1612/2756
|
|
s 16
|
|
f 3935/1605/2749 3934/1602/2748 3943/1610/2757 3940/1612/2754
|
|
s 32
|
|
f 3934/1605/2748 3933/1602/2747 3944/1610/2758 3945/1611/2759 3943/1612/2757
|
|
s 64
|
|
f 3933/1605/2747 3932/1602/2746 3942/1610/2756 3944/1612/2758
|
|
s 8
|
|
f 3940/1610/2754 3946/1603/2760 3947/1613/2761 3941/1611/2755
|
|
s 16
|
|
f 3943/1610/2757 3948/1603/2762 3949/1614/2763 3950/1615/2764 3951/1616/2765 3952/1617/2766 3946/1604/2760 3940/1612/2754
|
|
s 32
|
|
f 3944/1610/2758 3953/1603/2767 3954/1613/2768 3945/1611/2759
|
|
s 64
|
|
f 3942/1610/2756 3955/1603/2769 3956/1614/2770 3939/1615/2753 3938/1616/2752 3957/1617/2771 3953/1604/2767 3944/1612/2758
|
|
s 4
|
|
f 3951/1618/2765 3950/1619/2764 3937/1607/2751 3936/1606/2750
|
|
s 8
|
|
f 3947/1613/2761 3955/1604/2769 3942/1612/2756 3941/1611/2755
|
|
s 32
|
|
f 3954/1613/2768 3948/1604/2762 3943/1612/2757 3945/1611/2759
|
|
s 4
|
|
f 3958/1620/2772 3954/1613/2768 3953/1604/2767 3957/1621/2771
|
|
f 3937/1607/2751 3958/1620/2772 3957/1621/2771 3938/1608/2752
|
|
f 3956/1622/2770 3955/1605/2769 3947/1623/2761 3959/1624/2773
|
|
f 3939/1609/2753 3956/1622/2770 3959/1624/2773 3936/1606/2750
|
|
f 3949/1625/2763 3948/1603/2762 3954/1613/2768 3958/1620/2772
|
|
f 3950/1619/2764 3949/1625/2763 3958/1620/2772 3937/1607/2751
|
|
f 3959/1624/2773 3947/1623/2761 3946/1602/2760 3952/1626/2766
|
|
f 3936/1606/2750 3959/1624/2773 3952/1626/2766 3951/1618/2765
|
|
s 2
|
|
f 3960/1602/2774 3961/1603/2775 3962/1604/2776 3963/1605/2777
|
|
s 4
|
|
f 3964/1606/2778 3965/1607/2779 3966/1608/2780 3967/1609/2781
|
|
s 8
|
|
f 3960/1605/2774 3963/1602/2777 3968/1610/2782 3969/1611/2783 3970/1612/2784
|
|
s 16
|
|
f 3963/1605/2777 3962/1602/2776 3971/1610/2785 3968/1612/2782
|
|
s 32
|
|
f 3962/1605/2776 3961/1602/2775 3972/1610/2786 3973/1611/2787 3971/1612/2785
|
|
s 64
|
|
f 3961/1605/2775 3960/1602/2774 3970/1610/2784 3972/1612/2786
|
|
s 8
|
|
f 3968/1610/2782 3974/1603/2788 3975/1613/2789 3969/1611/2783
|
|
s 16
|
|
f 3971/1610/2785 3976/1603/2790 3977/1614/2791 3978/1615/2792 3979/1616/2793 3980/1617/2794 3974/1604/2788 3968/1612/2782
|
|
s 32
|
|
f 3972/1610/2786 3981/1603/2795 3982/1613/2796 3973/1611/2787
|
|
s 64
|
|
f 3970/1610/2784 3983/1603/2797 3984/1614/2798 3967/1615/2781 3966/1616/2780 3985/1617/2799 3981/1604/2795 3972/1612/2786
|
|
s 4
|
|
f 3979/1618/2793 3978/1619/2792 3965/1607/2779 3964/1606/2778
|
|
s 8
|
|
f 3975/1613/2789 3983/1604/2797 3970/1612/2784 3969/1611/2783
|
|
s 32
|
|
f 3982/1613/2796 3976/1604/2790 3971/1612/2785 3973/1611/2787
|
|
s 4
|
|
f 3986/1620/2800 3982/1613/2796 3981/1604/2795 3985/1621/2799
|
|
f 3965/1607/2779 3986/1620/2800 3985/1621/2799 3966/1608/2780
|
|
f 3984/1622/2798 3983/1605/2797 3975/1623/2789 3987/1624/2801
|
|
f 3967/1609/2781 3984/1622/2798 3987/1624/2801 3964/1606/2778
|
|
f 3977/1625/2791 3976/1603/2790 3982/1613/2796 3986/1620/2800
|
|
f 3978/1619/2792 3977/1625/2791 3986/1620/2800 3965/1607/2779
|
|
f 3987/1624/2801 3975/1623/2789 3974/1602/2788 3980/1626/2794
|
|
f 3964/1606/2778 3987/1624/2801 3980/1626/2794 3979/1618/2793
|
|
s 2
|
|
f 3988/1602/2802 3989/1603/2803 3990/1604/2804 3991/1605/2805
|
|
s 4
|
|
f 3992/1606/2806 3993/1607/2807 3994/1608/2808 3995/1609/2809
|
|
s 8
|
|
f 3988/1605/2802 3991/1602/2805 3996/1610/2810 3997/1611/2811 3998/1612/2812
|
|
s 16
|
|
f 3991/1605/2805 3990/1602/2804 3999/1610/2813 3996/1612/2810
|
|
s 32
|
|
f 3990/1605/2804 3989/1602/2803 4000/1610/2814 4001/1611/2815 3999/1612/2813
|
|
s 64
|
|
f 3989/1605/2803 3988/1602/2802 3998/1610/2812 4000/1612/2814
|
|
s 8
|
|
f 3996/1610/2810 4002/1603/2816 4003/1613/2817 3997/1611/2811
|
|
s 16
|
|
f 3999/1610/2813 4004/1603/2818 4005/1614/2819 4006/1615/2820 4007/1616/2821 4008/1617/2822 4002/1604/2816 3996/1612/2810
|
|
s 32
|
|
f 4000/1610/2814 4009/1603/2823 4010/1613/2824 4001/1611/2815
|
|
s 64
|
|
f 3998/1610/2812 4011/1603/2825 4012/1614/2826 3995/1615/2809 3994/1616/2808 4013/1617/2827 4009/1604/2823 4000/1612/2814
|
|
s 4
|
|
f 4007/1618/2821 4006/1619/2820 3993/1607/2807 3992/1606/2806
|
|
s 8
|
|
f 4003/1613/2817 4011/1604/2825 3998/1612/2812 3997/1611/2811
|
|
s 32
|
|
f 4010/1613/2824 4004/1604/2818 3999/1612/2813 4001/1611/2815
|
|
s 4
|
|
f 4014/1620/2828 4010/1613/2824 4009/1604/2823 4013/1621/2827
|
|
f 3993/1607/2807 4014/1620/2828 4013/1621/2827 3994/1608/2808
|
|
f 4012/1622/2826 4011/1605/2825 4003/1623/2817 4015/1624/2829
|
|
f 3995/1609/2809 4012/1622/2826 4015/1624/2829 3992/1606/2806
|
|
f 4005/1625/2819 4004/1603/2818 4010/1613/2824 4014/1620/2828
|
|
f 4006/1619/2820 4005/1625/2819 4014/1620/2828 3993/1607/2807
|
|
f 4015/1624/2829 4003/1623/2817 4002/1602/2816 4008/1626/2822
|
|
f 3992/1606/2806 4015/1624/2829 4008/1626/2822 4007/1618/2821
|
|
s 2
|
|
f 4016/1602/2830 4017/1603/2831 4018/1604/2832 4019/1605/2833
|
|
s 4
|
|
f 4020/1606/2834 4021/1607/2835 4022/1608/2836 4023/1609/2837
|
|
s 8
|
|
f 4016/1605/2830 4019/1602/2833 4024/1610/2838 4025/1611/2839 4026/1612/2840
|
|
s 16
|
|
f 4019/1605/2833 4018/1602/2832 4027/1610/2841 4024/1612/2838
|
|
s 32
|
|
f 4018/1605/2832 4017/1602/2831 4028/1610/2842 4029/1611/2843 4027/1612/2841
|
|
s 64
|
|
f 4017/1605/2831 4016/1602/2830 4026/1610/2840 4028/1612/2842
|
|
s 8
|
|
f 4024/1610/2838 4030/1603/2844 4031/1613/2845 4025/1611/2839
|
|
s 16
|
|
f 4027/1610/2841 4032/1603/2846 4033/1614/2847 4034/1615/2848 4035/1616/2849 4036/1617/2850 4030/1604/2844 4024/1612/2838
|
|
s 32
|
|
f 4028/1610/2842 4037/1603/2851 4038/1613/2852 4029/1611/2843
|
|
s 64
|
|
f 4026/1610/2840 4039/1603/2853 4040/1614/2854 4023/1615/2837 4022/1616/2836 4041/1617/2855 4037/1604/2851 4028/1612/2842
|
|
s 4
|
|
f 4035/1618/2849 4034/1619/2848 4021/1607/2835 4020/1606/2834
|
|
s 8
|
|
f 4031/1613/2845 4039/1604/2853 4026/1612/2840 4025/1611/2839
|
|
s 32
|
|
f 4038/1613/2852 4032/1604/2846 4027/1612/2841 4029/1611/2843
|
|
s 4
|
|
f 4042/1620/2856 4038/1613/2852 4037/1604/2851 4041/1621/2855
|
|
f 4021/1607/2835 4042/1620/2856 4041/1621/2855 4022/1608/2836
|
|
f 4040/1622/2854 4039/1605/2853 4031/1623/2845 4043/1624/2857
|
|
f 4023/1609/2837 4040/1622/2854 4043/1624/2857 4020/1606/2834
|
|
f 4033/1625/2847 4032/1603/2846 4038/1613/2852 4042/1620/2856
|
|
f 4034/1619/2848 4033/1625/2847 4042/1620/2856 4021/1607/2835
|
|
f 4043/1624/2857 4031/1623/2845 4030/1602/2844 4036/1626/2850
|
|
f 4020/1606/2834 4043/1624/2857 4036/1626/2850 4035/1618/2849
|
|
s 2
|
|
f 4044/1602/2858 4045/1603/2859 4046/1604/2860 4047/1605/2861
|
|
s 4
|
|
f 4048/1606/2862 4049/1607/2863 4050/1608/2864 4051/1609/2865
|
|
s 8
|
|
f 4044/1605/2858 4047/1602/2861 4052/1610/2866 4053/1611/2867 4054/1612/2868
|
|
s 16
|
|
f 4047/1605/2861 4046/1602/2860 4055/1610/2869 4052/1612/2866
|
|
s 32
|
|
f 4046/1605/2860 4045/1602/2859 4056/1610/2870 4057/1611/2871 4055/1612/2869
|
|
s 64
|
|
f 4045/1605/2859 4044/1602/2858 4054/1610/2868 4056/1612/2870
|
|
s 8
|
|
f 4052/1610/2866 4058/1603/2872 4059/1613/2873 4053/1611/2867
|
|
s 16
|
|
f 4055/1610/2869 4060/1603/2874 4061/1614/2875 4062/1615/2876 4063/1616/2877 4064/1617/2878 4058/1604/2872 4052/1612/2866
|
|
s 32
|
|
f 4056/1610/2870 4065/1603/2879 4066/1613/2880 4057/1611/2871
|
|
s 64
|
|
f 4054/1610/2868 4067/1603/2881 4068/1614/2882 4051/1615/2865 4050/1616/2864 4069/1617/2883 4065/1604/2879 4056/1612/2870
|
|
s 4
|
|
f 4063/1618/2877 4062/1619/2876 4049/1607/2863 4048/1606/2862
|
|
s 8
|
|
f 4059/1613/2873 4067/1604/2881 4054/1612/2868 4053/1611/2867
|
|
s 32
|
|
f 4066/1613/2880 4060/1604/2874 4055/1612/2869 4057/1611/2871
|
|
s 4
|
|
f 4070/1620/2884 4066/1613/2880 4065/1604/2879 4069/1621/2883
|
|
f 4049/1607/2863 4070/1620/2884 4069/1621/2883 4050/1608/2864
|
|
f 4068/1622/2882 4067/1605/2881 4059/1623/2873 4071/1624/2885
|
|
f 4051/1609/2865 4068/1622/2882 4071/1624/2885 4048/1606/2862
|
|
f 4061/1625/2875 4060/1603/2874 4066/1613/2880 4070/1620/2884
|
|
f 4062/1619/2876 4061/1625/2875 4070/1620/2884 4049/1607/2863
|
|
f 4071/1624/2885 4059/1623/2873 4058/1602/2872 4064/1626/2878
|
|
f 4048/1606/2862 4071/1624/2885 4064/1626/2878 4063/1618/2877
|
|
s 2
|
|
f 4072/1602/2886 4073/1603/2887 4074/1604/2888 4075/1605/2889
|
|
s 4
|
|
f 4076/1606/2890 4077/1607/2891 4078/1608/2892 4079/1609/2893
|
|
s 8
|
|
f 4072/1605/2886 4075/1602/2889 4080/1610/2894 4081/1611/2895 4082/1612/2896
|
|
s 16
|
|
f 4075/1605/2889 4074/1602/2888 4083/1610/2897 4080/1612/2894
|
|
s 32
|
|
f 4074/1605/2888 4073/1602/2887 4084/1610/2898 4085/1611/2899 4083/1612/2897
|
|
s 64
|
|
f 4073/1605/2887 4072/1602/2886 4082/1610/2896 4084/1612/2898
|
|
s 8
|
|
f 4080/1610/2894 4086/1603/2900 4087/1613/2901 4081/1611/2895
|
|
s 16
|
|
f 4083/1610/2897 4088/1603/2902 4089/1614/2903 4090/1615/2904 4091/1616/2905 4092/1617/2906 4086/1604/2900 4080/1612/2894
|
|
s 32
|
|
f 4084/1610/2898 4093/1603/2907 4094/1613/2908 4085/1611/2899
|
|
s 64
|
|
f 4082/1610/2896 4095/1603/2909 4096/1614/2910 4079/1615/2893 4078/1616/2892 4097/1617/2911 4093/1604/2907 4084/1612/2898
|
|
s 4
|
|
f 4091/1618/2905 4090/1619/2904 4077/1607/2891 4076/1606/2890
|
|
s 8
|
|
f 4087/1613/2901 4095/1604/2909 4082/1612/2896 4081/1611/2895
|
|
s 32
|
|
f 4094/1613/2908 4088/1604/2902 4083/1612/2897 4085/1611/2899
|
|
s 4
|
|
f 4098/1620/2912 4094/1613/2908 4093/1604/2907 4097/1621/2911
|
|
f 4077/1607/2891 4098/1620/2912 4097/1621/2911 4078/1608/2892
|
|
f 4096/1622/2910 4095/1605/2909 4087/1623/2901 4099/1624/2913
|
|
f 4079/1609/2893 4096/1622/2910 4099/1624/2913 4076/1606/2890
|
|
f 4089/1625/2903 4088/1603/2902 4094/1613/2908 4098/1620/2912
|
|
f 4090/1619/2904 4089/1625/2903 4098/1620/2912 4077/1607/2891
|
|
f 4099/1624/2913 4087/1623/2901 4086/1602/2900 4092/1626/2906
|
|
f 4076/1606/2890 4099/1624/2913 4092/1626/2906 4091/1618/2905
|
|
s 2
|
|
f 4100/1602/2914 4101/1603/2915 4102/1604/2916 4103/1605/2917
|
|
s 4
|
|
f 4104/1606/2918 4105/1607/2919 4106/1608/2920 4107/1609/2921
|
|
s 8
|
|
f 4100/1605/2914 4103/1602/2917 4108/1610/2922 4109/1611/2923 4110/1612/2924
|
|
s 16
|
|
f 4103/1605/2917 4102/1602/2916 4111/1610/2925 4108/1612/2922
|
|
s 32
|
|
f 4102/1605/2916 4101/1602/2915 4112/1610/2926 4113/1611/2927 4111/1612/2925
|
|
s 64
|
|
f 4101/1605/2915 4100/1602/2914 4110/1610/2924 4112/1612/2926
|
|
s 8
|
|
f 4108/1610/2922 4114/1603/2928 4115/1613/2929 4109/1611/2923
|
|
s 16
|
|
f 4111/1610/2925 4116/1603/2930 4117/1614/2931 4118/1615/2932 4119/1616/2933 4120/1617/2934 4114/1604/2928 4108/1612/2922
|
|
s 32
|
|
f 4112/1610/2926 4121/1603/2935 4122/1613/2936 4113/1611/2927
|
|
s 64
|
|
f 4110/1610/2924 4123/1603/2937 4124/1614/2938 4107/1615/2921 4106/1616/2920 4125/1617/2939 4121/1604/2935 4112/1612/2926
|
|
s 4
|
|
f 4119/1618/2933 4118/1619/2932 4105/1607/2919 4104/1606/2918
|
|
s 8
|
|
f 4115/1613/2929 4123/1604/2937 4110/1612/2924 4109/1611/2923
|
|
s 32
|
|
f 4122/1613/2936 4116/1604/2930 4111/1612/2925 4113/1611/2927
|
|
s 4
|
|
f 4126/1620/2940 4122/1613/2936 4121/1604/2935 4125/1621/2939
|
|
f 4105/1607/2919 4126/1620/2940 4125/1621/2939 4106/1608/2920
|
|
f 4124/1622/2938 4123/1605/2937 4115/1623/2929 4127/1624/2941
|
|
f 4107/1609/2921 4124/1622/2938 4127/1624/2941 4104/1606/2918
|
|
f 4117/1625/2931 4116/1603/2930 4122/1613/2936 4126/1620/2940
|
|
f 4118/1619/2932 4117/1625/2931 4126/1620/2940 4105/1607/2919
|
|
f 4127/1624/2941 4115/1623/2929 4114/1602/2928 4120/1626/2934
|
|
f 4104/1606/2918 4127/1624/2941 4120/1626/2934 4119/1618/2933
|
|
# 183 polygons - 2 triangles
|
|
|
|
#
|
|
# object Object017
|
|
#
|
|
|
|
v -345.1999 19.4405 -81.8938
|
|
v -357.9795 23.3688 -81.3843
|
|
v -359.8441 20.9185 -109.2640
|
|
v -348.2512 16.6717 -109.6660
|
|
v -345.3177 23.6710 -83.7169
|
|
v -348.3515 23.6966 -101.2520
|
|
v -354.7206 26.0298 -101.0311
|
|
v -355.2714 26.5640 -83.3054
|
|
v -343.6423 23.7381 -82.3756
|
|
v -356.4172 27.6794 -81.8677
|
|
v -358.2817 25.2291 -109.7473
|
|
v -346.6889 20.9823 -110.1494
|
|
v -355.7792 27.0605 -102.3996
|
|
v -346.9638 23.8312 -102.7053
|
|
v -344.3978 24.0160 -83.0784
|
|
v -355.7102 27.4067 -82.6199
|
|
v -355.1175 26.8318 -101.6949
|
|
v -347.5722 24.0677 -101.9565
|
|
v -348.2561 23.7987 -101.3717
|
|
v -348.3410 23.5532 -101.2721
|
|
v -354.7508 25.9033 -100.9417
|
|
v -354.6659 26.1488 -101.0414
|
|
v -350.6953 25.2899 -99.3739
|
|
v -350.5778 25.2080 -99.8771
|
|
v -351.8597 25.6780 -99.8110
|
|
v -351.6693 25.6562 -99.3268
|
|
v -347.4533 23.7240 -100.8718
|
|
v -347.1396 23.5717 -100.5914
|
|
v -347.5381 23.4785 -100.7722
|
|
v -355.3629 26.3474 -100.3689
|
|
v -355.5889 26.6696 -100.1559
|
|
v -355.2780 26.5929 -100.4685
|
|
v -347.4294 24.7700 -97.8857
|
|
v -347.8066 24.5882 -98.2665
|
|
v -349.0886 25.0583 -98.2004
|
|
v -350.6627 24.9624 -99.7774
|
|
v -351.9446 25.4325 -99.7113
|
|
v -352.9344 26.4683 -98.0022
|
|
v -354.2164 26.9384 -97.9361
|
|
v -354.3508 27.3078 -97.5289
|
|
v -354.1315 27.1839 -98.0358
|
|
v -352.8495 26.7139 -98.1019
|
|
v -349.0037 25.3038 -98.3001
|
|
v -347.7217 24.8337 -98.3661
|
|
v -352.6341 26.6858 -97.6200
|
|
v -349.1462 25.3921 -97.7946
|
|
v -347.9842 23.7978 -99.2611
|
|
v -348.0723 23.5523 -99.1612
|
|
v -354.7084 25.9034 -98.8140
|
|
v -354.6203 26.1489 -98.9139
|
|
v -350.5145 25.2895 -97.2564
|
|
v -350.3915 25.2075 -97.7600
|
|
v -351.7187 25.6777 -97.6906
|
|
v -351.5228 25.6559 -97.2069
|
|
v -347.1544 23.7230 -98.7632
|
|
v -346.8304 23.5707 -98.4835
|
|
v -347.2425 23.4775 -98.6633
|
|
v -355.3436 26.3477 -98.2395
|
|
v -355.5781 26.6699 -98.0258
|
|
v -355.2555 26.5932 -98.3394
|
|
v -347.1377 24.7691 -95.7765
|
|
v -347.5271 24.5874 -96.1564
|
|
v -348.8543 25.0576 -96.0870
|
|
v -350.4796 24.9620 -97.6602
|
|
v -351.8068 25.4322 -97.5907
|
|
v -352.8360 26.4683 -95.8787
|
|
v -354.1632 26.9385 -95.8093
|
|
v -354.3035 27.3079 -95.4016
|
|
v -354.0751 27.1840 -95.9091
|
|
v -352.7479 26.7138 -95.9786
|
|
v -348.7662 25.3031 -96.1869
|
|
v -347.4390 24.8329 -96.2563
|
|
v -352.5261 26.6856 -95.4971
|
|
v -348.9151 25.3914 -95.6809
|
|
v -347.7082 23.7970 -97.1507
|
|
v -347.7996 23.5515 -97.0506
|
|
v -354.6700 25.9036 -96.6861
|
|
v -354.5786 26.1491 -96.7862
|
|
v -350.3328 25.2891 -95.1391
|
|
v -350.2042 25.2070 -95.6431
|
|
v -351.5782 25.6775 -95.5702
|
|
v -351.3767 25.6556 -95.0869
|
|
v -346.8506 23.7221 -96.6549
|
|
v -346.5159 23.5697 -96.3760
|
|
v -346.9420 23.4766 -96.5548
|
|
v -355.3291 26.3479 -96.1098
|
|
v -355.5724 26.6702 -95.8954
|
|
v -355.2377 26.5934 -96.2099
|
|
v -346.8412 24.7682 -93.6676
|
|
v -347.2433 24.5865 -94.0466
|
|
v -348.6173 25.0569 -93.9737
|
|
v -350.2956 24.9615 -95.5430
|
|
v -351.6697 25.4320 -95.4701
|
|
v -352.7396 26.4682 -93.7550
|
|
v -354.1137 26.9386 -93.6821
|
|
v -354.2600 27.3081 -93.2740
|
|
v -354.0223 27.1841 -93.7822
|
|
v -352.6482 26.7137 -93.8551
|
|
v -348.5259 25.3024 -94.0739
|
|
v -347.1519 24.8320 -94.1468
|
|
v -352.4199 26.6855 -93.3742
|
|
v -348.6813 25.3907 -93.5674
|
|
v -347.4280 23.7961 -95.0407
|
|
v -347.5229 23.5507 -94.9403
|
|
v -354.6359 25.9038 -94.5578
|
|
v -354.5411 26.1493 -94.6581
|
|
v -350.1502 25.2886 -93.0218
|
|
v -350.0158 25.2066 -93.5263
|
|
v -351.4384 25.6772 -93.4498
|
|
v -351.2310 25.6553 -92.9668
|
|
v -346.5416 23.7211 -94.5470
|
|
v -346.1958 23.5687 -94.2689
|
|
v -346.6364 23.4756 -94.4466
|
|
v -355.3197 26.3482 -93.9796
|
|
v -355.5722 26.6706 -93.7646
|
|
v -355.2248 26.5937 -94.0800
|
|
v -346.5398 24.7672 -91.5592
|
|
v -346.9550 24.5856 -91.9372
|
|
v -348.3776 25.0562 -91.8607
|
|
v -350.1106 24.9611 -93.4259
|
|
v -351.5332 25.4317 -93.3494
|
|
v -352.6454 26.4681 -91.6312
|
|
v -354.0680 26.9387 -91.5547
|
|
v -354.2206 27.3082 -91.1461
|
|
v -353.9731 27.1842 -91.6551
|
|
v -352.5505 26.7136 -91.7316
|
|
v -348.2827 25.3017 -91.9611
|
|
v -346.8601 24.8311 -92.0376
|
|
v -352.3154 26.6854 -91.2511
|
|
v -348.4449 25.3901 -91.4542
|
|
v -347.1435 23.7952 -92.9309
|
|
v -347.2419 23.5498 -92.8303
|
|
v -354.6061 25.9040 -92.4291
|
|
v -354.5077 26.1495 -92.5298
|
|
v -349.9668 25.2882 -90.9046
|
|
v -349.8263 25.2061 -91.4095
|
|
v -351.2991 25.6769 -91.3293
|
|
v -351.0858 25.6550 -90.8468
|
|
v -346.2272 23.7201 -92.4395
|
|
v -345.8700 23.5676 -92.1622
|
|
v -346.3256 23.4746 -92.3388
|
|
v -355.3154 26.3486 -91.8491
|
|
v -355.5774 26.6709 -91.6334
|
|
v -355.2170 26.5940 -91.9498
|
|
v -346.2333 24.7663 -89.4511
|
|
v -346.6620 24.5847 -89.8281
|
|
v -348.1349 25.0555 -89.7479
|
|
v -349.9247 24.9606 -91.3088
|
|
v -351.3975 25.4315 -91.2286
|
|
v -352.5533 26.4681 -89.5072
|
|
v -354.0262 26.9389 -89.4269
|
|
v -354.1853 27.3084 -89.0179
|
|
v -353.9278 27.1844 -89.5276
|
|
v -352.4550 26.7135 -89.6078
|
|
v -348.0365 25.3010 -89.8485
|
|
v -346.5636 24.8301 -89.9287
|
|
v -352.2129 26.6853 -89.1279
|
|
v -348.2057 25.3894 -89.3411
|
|
v -346.8545 23.7943 -90.8216
|
|
v -346.9566 23.5489 -90.7206
|
|
v -354.5808 25.9043 -90.3002
|
|
v -354.4787 26.1497 -90.4011
|
|
v -349.7824 25.2877 -88.7874
|
|
v -349.6357 25.2056 -89.2928
|
|
v -351.1605 25.6767 -89.2087
|
|
v -350.9409 25.6548 -88.7267
|
|
v -345.9073 23.7190 -90.3324
|
|
v -345.5382 23.5665 -90.0560
|
|
v -346.0093 23.4736 -90.2315
|
|
v -355.3166 26.3489 -89.7182
|
|
v -355.5884 26.6713 -89.5018
|
|
v -355.2145 26.5943 -89.8191
|
|
v -345.9215 24.7653 -87.3434
|
|
v -346.3643 24.5837 -87.7193
|
|
v -347.8891 25.0548 -87.6353
|
|
v -349.7378 24.9602 -89.1919
|
|
v -351.2626 25.4312 -89.1078
|
|
v -352.4637 26.4680 -87.3830
|
|
v -353.9885 26.9391 -87.2989
|
|
v -354.1543 27.3086 -86.8894
|
|
v -353.8864 27.1845 -87.3998
|
|
v -352.3616 26.7134 -87.4839
|
|
v -347.7870 25.3002 -87.7362
|
|
v -346.2622 24.8292 -87.8203
|
|
v -352.1122 26.6852 -87.0045
|
|
v -347.9636 25.3887 -87.2282
|
|
v -346.5608 23.7934 -88.7125
|
|
v -346.6667 23.5480 -88.6113
|
|
v -354.5601 25.9045 -88.1709
|
|
v -354.4542 26.1499 -88.2721
|
|
v -349.5971 25.2872 -86.6704
|
|
v -349.4439 25.2051 -87.1762
|
|
v -351.0226 25.6764 -87.0881
|
|
v -350.7965 25.6545 -86.6066
|
|
v -345.5816 23.7180 -88.2257
|
|
v -345.2003 23.5654 -87.9502
|
|
v -345.6875 23.4725 -88.1245
|
|
v -355.3234 26.3493 -87.5869
|
|
v -355.6053 26.6717 -87.3697
|
|
v -355.2175 26.5947 -87.6881
|
|
v -345.6043 24.7642 -85.2361
|
|
v -346.0616 24.5828 -85.6110
|
|
v -347.6403 25.0541 -85.5229
|
|
v -349.5498 24.9597 -87.0750
|
|
v -351.1284 25.4310 -86.9869
|
|
v -352.3763 26.4680 -85.2587
|
|
v -353.9550 26.9393 -85.1706
|
|
v -354.1277 27.3088 -84.7605
|
|
v -353.8491 27.1847 -85.2718
|
|
v -352.2704 26.7134 -85.3598
|
|
v -347.5344 25.2995 -85.6241
|
|
v -345.9557 24.8282 -85.7122
|
|
v -352.0136 26.6851 -84.8810
|
|
v -347.7184 25.3880 -85.1156
|
|
v -346.2623 23.7925 -86.6038
|
|
v -346.3722 23.5471 -86.5023
|
|
v -354.5443 25.9048 -86.0413
|
|
v -354.4344 26.1502 -86.1427
|
|
v -349.4108 25.2868 -84.5534
|
|
v -349.2509 25.2046 -85.0597
|
|
v -350.8853 25.6762 -84.9675
|
|
v -350.6525 25.6542 -84.4865
|
|
v -345.2500 23.7169 -86.1195
|
|
v -344.8560 23.5643 -85.8449
|
|
v -345.3598 23.4715 -86.0180
|
|
v -355.3359 26.3497 -85.4551
|
|
v -355.6284 26.6722 -85.2372
|
|
v -355.2261 26.5951 -85.5566
|
|
v -345.2814 24.7632 -83.1292
|
|
v -345.7538 24.5818 -83.5030
|
|
v -347.3882 25.0533 -83.4108
|
|
v -349.3607 24.9592 -84.9582
|
|
v -350.9951 25.4308 -84.8660
|
|
v -352.2915 26.4679 -83.1341
|
|
v -353.9259 26.9395 -83.0419
|
|
v -354.1058 27.3091 -82.6313
|
|
v -353.8161 27.1849 -83.1434
|
|
v -352.1816 26.7134 -83.2356
|
|
v -347.2784 25.2987 -83.5123
|
|
v -345.6439 24.8272 -83.6045
|
|
v -351.9170 26.6850 -82.7574
|
|
v -347.4702 25.3872 -83.0031
|
|
# 242 vertices
|
|
|
|
vn 0.4178 -0.6721 0.6113
|
|
vn -0.6915 -0.3115 0.6518
|
|
vn -0.7759 -0.3918 -0.4945
|
|
vn 0.2924 -0.7939 -0.5331
|
|
vn -0.0155 0.9645 -0.2635
|
|
vn 0.0729 0.9561 0.2838
|
|
vn 0.5865 0.7618 0.2750
|
|
vn 0.5484 0.7757 -0.3125
|
|
vn 0.7806 0.3684 0.5048
|
|
vn -0.3304 0.7639 0.5543
|
|
vn -0.4273 0.6245 -0.6538
|
|
vn 0.6769 0.2201 -0.7024
|
|
vn -0.0489 0.9902 -0.1308
|
|
vn 0.6126 0.7700 -0.1783
|
|
vn 0.2440 0.9661 -0.0844
|
|
vn 0.4003 0.9047 -0.1457
|
|
vn 0.4445 0.8907 0.0949
|
|
vn 0.2232 0.9704 0.0923
|
|
vn 0.3054 0.2485 -0.9192
|
|
vn -0.0861 -0.8839 -0.4596
|
|
vn -0.5464 -0.7152 -0.4359
|
|
vn -0.1549 0.4173 -0.8955
|
|
vn -0.3268 0.4360 0.8385
|
|
vn -0.2738 0.3339 0.9019
|
|
vn 0.5073 0.0546 0.8600
|
|
vn 0.6145 0.1213 0.7795
|
|
vn 0.5991 0.2772 -0.7512
|
|
vn 0.9204 -0.3697 -0.1269
|
|
vn 0.1742 -0.9518 -0.2524
|
|
vn -0.7689 -0.6060 -0.2038
|
|
vn -0.9484 0.3155 -0.0306
|
|
vn -0.3440 0.6229 -0.7026
|
|
vn 0.6775 0.0643 0.7327
|
|
vn -0.1648 -0.8685 0.4675
|
|
vn -0.3490 -0.7987 0.4902
|
|
vn -0.2077 0.5257 0.8249
|
|
vn 0.5732 0.2459 0.7817
|
|
vn -0.1948 -0.8465 0.4955
|
|
vn -0.3926 -0.7850 0.4792
|
|
vn -0.4069 0.4599 0.7893
|
|
vn 0.2078 0.9518 -0.2256
|
|
vn 0.3964 0.8904 -0.2240
|
|
vn 0.2472 0.9479 -0.2010
|
|
vn 0.4356 0.8683 -0.2374
|
|
vn 0.5561 0.1531 0.8169
|
|
vn -0.2566 0.4268 0.8672
|
|
vn 0.2986 0.2520 -0.9205
|
|
vn -0.0873 -0.8846 -0.4582
|
|
vn -0.5377 -0.7204 -0.4382
|
|
vn -0.1509 0.4167 -0.8964
|
|
vn -0.3148 0.4313 0.8455
|
|
vn -0.2718 0.3299 0.9041
|
|
vn 0.5057 0.0612 0.8605
|
|
vn 0.6018 0.1339 0.7873
|
|
vn 0.5868 0.2790 -0.7602
|
|
vn 0.9219 -0.3638 -0.1335
|
|
vn 0.1710 -0.9515 -0.2556
|
|
vn -0.7603 -0.6138 -0.2127
|
|
vn -0.9511 0.3074 -0.0298
|
|
vn -0.3411 0.6201 -0.7065
|
|
vn 0.6796 0.0697 0.7303
|
|
vn -0.1596 -0.8690 0.4683
|
|
vn -0.3375 -0.8030 0.4912
|
|
vn -0.2055 0.5228 0.8273
|
|
vn 0.5709 0.2520 0.7814
|
|
vn -0.1888 -0.8477 0.4958
|
|
vn -0.3804 -0.7900 0.4808
|
|
vn -0.4083 0.4557 0.7909
|
|
vn 0.2023 0.9530 -0.2254
|
|
vn 0.3842 0.8956 -0.2243
|
|
vn 0.2402 0.9496 -0.2014
|
|
vn 0.4232 0.8743 -0.2376
|
|
vn 0.5542 0.1593 0.8170
|
|
vn -0.2546 0.4235 0.8694
|
|
vn 0.2918 0.2554 -0.9218
|
|
vn -0.0884 -0.8852 -0.4567
|
|
vn -0.5289 -0.7254 -0.4405
|
|
vn -0.1469 0.4162 -0.8973
|
|
vn -0.3029 0.4267 0.8522
|
|
vn -0.2695 0.3260 0.9061
|
|
vn 0.5039 0.0676 0.8611
|
|
vn 0.5888 0.1463 0.7950
|
|
vn 0.5744 0.2807 -0.7689
|
|
vn 0.9232 -0.3579 -0.1400
|
|
vn 0.1677 -0.9513 -0.2588
|
|
vn -0.7515 -0.6214 -0.2216
|
|
vn -0.9537 0.2994 -0.0289
|
|
vn -0.3380 0.6174 -0.7104
|
|
vn 0.6816 0.0749 0.7279
|
|
vn -0.1546 -0.8695 0.4691
|
|
vn -0.3262 -0.8071 0.4921
|
|
vn -0.2032 0.5200 0.8297
|
|
vn 0.5685 0.2580 0.7812
|
|
vn -0.1828 -0.8488 0.4961
|
|
vn -0.3683 -0.7948 0.4823
|
|
vn -0.4096 0.4517 0.7926
|
|
vn 0.1968 0.9543 -0.2251
|
|
vn 0.3723 0.9006 -0.2245
|
|
vn 0.2333 0.9513 -0.2017
|
|
vn 0.4109 0.8801 -0.2378
|
|
vn 0.5521 0.1653 0.8173
|
|
vn -0.2524 0.4202 0.8716
|
|
vn 0.2849 0.2586 -0.9230
|
|
vn -0.0895 -0.8858 -0.4553
|
|
vn -0.5202 -0.7303 -0.4428
|
|
vn -0.1430 0.4158 -0.8981
|
|
vn -0.2910 0.4223 0.8585
|
|
vn -0.2671 0.3222 0.9082
|
|
vn 0.5018 0.0740 0.8618
|
|
vn 0.5755 0.1583 0.8024
|
|
vn 0.5620 0.2824 -0.7775
|
|
vn 0.9245 -0.3520 -0.1464
|
|
vn 0.1643 -0.9510 -0.2619
|
|
vn -0.7426 -0.6289 -0.2304
|
|
vn -0.9562 0.2914 -0.0281
|
|
vn -0.3348 0.6147 -0.7142
|
|
vn 0.6835 0.0801 0.7256
|
|
vn -0.1496 -0.8700 0.4698
|
|
vn -0.3151 -0.8111 0.4929
|
|
vn -0.2007 0.5173 0.8319
|
|
vn 0.5658 0.2639 0.7812
|
|
vn -0.1771 -0.8498 0.4964
|
|
vn -0.3564 -0.7994 0.4837
|
|
vn -0.4106 0.4477 0.7943
|
|
vn 0.1915 0.9554 -0.2248
|
|
vn 0.3605 0.9053 -0.2247
|
|
vn 0.2266 0.9528 -0.2020
|
|
vn 0.3988 0.8857 -0.2379
|
|
vn 0.5498 0.1711 0.8176
|
|
vn -0.2500 0.4171 0.8738
|
|
vn 0.2780 0.2618 -0.9242
|
|
vn -0.0904 -0.8865 -0.4539
|
|
vn -0.5115 -0.7350 -0.4451
|
|
vn -0.1391 0.4155 -0.8989
|
|
vn -0.2791 0.4181 0.8645
|
|
vn -0.2645 0.3186 0.9103
|
|
vn 0.4996 0.0802 0.8625
|
|
vn 0.5619 0.1699 0.8096
|
|
vn 0.5495 0.2841 -0.7857
|
|
vn 0.9257 -0.3461 -0.1527
|
|
vn 0.1609 -0.9508 -0.2648
|
|
vn -0.7334 -0.6364 -0.2391
|
|
vn -0.9586 0.2835 -0.0274
|
|
vn -0.3314 0.6121 -0.7180
|
|
vn 0.6853 0.0851 0.7233
|
|
vn -0.1448 -0.8704 0.4706
|
|
vn -0.3042 -0.8148 0.4935
|
|
vn -0.1980 0.5147 0.8342
|
|
vn 0.5630 0.2696 0.7812
|
|
vn -0.1714 -0.8508 0.4967
|
|
vn -0.3447 -0.8037 0.4850
|
|
vn -0.4115 0.4439 0.7960
|
|
vn 0.1864 0.9565 -0.2245
|
|
vn 0.3490 0.9097 -0.2249
|
|
vn 0.2201 0.9543 -0.2023
|
|
vn 0.3868 0.8909 -0.2379
|
|
vn 0.5473 0.1768 0.8181
|
|
vn -0.2474 0.4141 0.8760
|
|
vn 0.2712 0.2648 -0.9254
|
|
vn -0.0913 -0.8871 -0.4525
|
|
vn -0.5028 -0.7396 -0.4474
|
|
vn -0.1352 0.4152 -0.8996
|
|
vn -0.2673 0.4141 0.8701
|
|
vn -0.2617 0.3151 0.9123
|
|
vn 0.4972 0.0862 0.8633
|
|
vn 0.5482 0.1811 0.8165
|
|
vn 0.5370 0.2857 -0.7937
|
|
vn 0.9268 -0.3402 -0.1589
|
|
vn 0.1575 -0.9506 -0.2677
|
|
vn -0.7240 -0.6437 -0.2478
|
|
vn -0.9609 0.2757 -0.0266
|
|
vn -0.3278 0.6096 -0.7218
|
|
vn 0.6869 0.0900 0.7211
|
|
vn -0.1400 -0.8708 0.4713
|
|
vn -0.2936 -0.8183 0.4941
|
|
vn -0.1952 0.5122 0.8364
|
|
vn 0.5600 0.2751 0.7815
|
|
vn -0.1659 -0.8518 0.4969
|
|
vn -0.3332 -0.8079 0.4861
|
|
vn -0.4122 0.4402 0.7977
|
|
vn 0.1813 0.9575 -0.2242
|
|
vn 0.3377 0.9140 -0.2251
|
|
vn 0.2137 0.9557 -0.2026
|
|
vn 0.3750 0.8960 -0.2379
|
|
vn 0.5446 0.1824 0.8186
|
|
vn -0.2447 0.4112 0.8781
|
|
vn 0.2644 0.2676 -0.9265
|
|
vn -0.0921 -0.8877 -0.4511
|
|
vn -0.4941 -0.7441 -0.4497
|
|
vn -0.1313 0.4150 -0.9003
|
|
vn -0.2556 0.4102 0.8754
|
|
vn -0.2588 0.3117 0.9143
|
|
vn 0.4947 0.0921 0.8642
|
|
vn 0.5343 0.1919 0.8232
|
|
vn 0.5245 0.2872 -0.8015
|
|
vn 0.9279 -0.3344 -0.1649
|
|
vn 0.1540 -0.9503 -0.2704
|
|
vn -0.7145 -0.6510 -0.2564
|
|
vn -0.9631 0.2679 -0.0259
|
|
vn -0.3241 0.6072 -0.7255
|
|
vn 0.6885 0.0947 0.7190
|
|
vn -0.1354 -0.8711 0.4721
|
|
vn -0.2832 -0.8217 0.4946
|
|
vn -0.1923 0.5098 0.8385
|
|
vn 0.5568 0.2805 0.7818
|
|
vn -0.1606 -0.8527 0.4971
|
|
vn -0.3218 -0.8118 0.4872
|
|
vn -0.4126 0.4366 0.7995
|
|
vn 0.1764 0.9585 -0.2239
|
|
vn 0.3266 0.9180 -0.2252
|
|
vn 0.2075 0.9570 -0.2029
|
|
vn 0.3634 0.9008 -0.2378
|
|
vn 0.5418 0.1879 0.8193
|
|
vn -0.2419 0.4084 0.8802
|
|
vn 0.2576 0.2704 -0.9276
|
|
vn -0.0929 -0.8883 -0.4497
|
|
vn -0.4855 -0.7484 -0.4519
|
|
vn -0.1275 0.4149 -0.9009
|
|
vn -0.2441 0.4065 0.8805
|
|
vn -0.2557 0.3084 0.9162
|
|
vn 0.4919 0.0979 0.8651
|
|
vn 0.5203 0.2024 0.8297
|
|
vn 0.5120 0.2887 -0.8090
|
|
vn 0.9289 -0.3286 -0.1707
|
|
vn 0.1505 -0.9501 -0.2731
|
|
vn -0.7048 -0.6581 -0.2648
|
|
vn -0.9652 0.2603 -0.0252
|
|
vn -0.3203 0.6049 -0.7291
|
|
vn 0.6899 0.0994 0.7170
|
|
vn -0.1309 -0.8714 0.4728
|
|
vn -0.2730 -0.8249 0.4950
|
|
vn -0.1892 0.5075 0.8406
|
|
vn 0.5535 0.2858 0.7823
|
|
vn -0.1553 -0.8536 0.4973
|
|
vn -0.3107 -0.8156 0.4882
|
|
vn -0.4129 0.4330 0.8012
|
|
vn 0.1715 0.9595 -0.2236
|
|
vn 0.3157 0.9217 -0.2253
|
|
vn 0.2014 0.9582 -0.2032
|
|
vn 0.3520 0.9053 -0.2377
|
|
vn 0.5387 0.1932 0.8200
|
|
vn -0.2389 0.4057 0.8822
|
|
# 242 vertex normals
|
|
|
|
vt 1.0000 0.0000 0.0000
|
|
vt 0.0000 0.0000 0.0000
|
|
vt 0.0000 1.0000 0.0000
|
|
vt 1.0000 1.0000 0.0000
|
|
vt 0.5000 0.4000 0.0000
|
|
vt 0.0000 0.4000 0.0000
|
|
vt 0.0000 0.6000 0.0000
|
|
vt 0.5000 0.6000 0.0000
|
|
vt 0.0000 0.5000 0.0000
|
|
vt 0.5000 0.5000 0.0000
|
|
vt 1.0000 0.5000 0.0000
|
|
vt 0.5000 1.0000 0.0000
|
|
vt 0.2000 1.0000 0.0000
|
|
vt 0.4000 1.0000 0.0000
|
|
vt 0.6000 1.0000 0.0000
|
|
vt 0.8000 1.0000 0.0000
|
|
vt 1.0000 0.4000 0.0000
|
|
vt 1.0000 0.6000 0.0000
|
|
vt 0.5000 0.8000 0.0000
|
|
vt 0.0000 0.8000 0.0000
|
|
vt 0.0000 0.2000 0.0000
|
|
vt 0.5000 0.2000 0.0000
|
|
vt 0.5000 0.0000 0.0000
|
|
vt 1.0000 0.8000 0.0000
|
|
vt 1.0000 0.2000 0.0000
|
|
# 25 texture coords
|
|
|
|
o Object017
|
|
g Object017
|
|
usemtl wire_133133133
|
|
s 2
|
|
f 4128/1627/2942 4129/1628/2943 4130/1629/2944 4131/1630/2945
|
|
s off
|
|
f 4132/1630/2946 4133/1629/2947 4134/1630/2948 4135/1630/2949
|
|
s 8
|
|
f 4128/1628/2942 4136/1629/2950 4137/1630/2951 4129/1627/2943
|
|
s 16
|
|
f 4129/1628/2943 4137/1629/2951 4138/1630/2952 4130/1627/2944
|
|
s 32
|
|
f 4130/1628/2944 4138/1629/2952 4139/1630/2953 4131/1627/2945
|
|
s 64
|
|
f 4131/1628/2945 4139/1629/2953 4136/1630/2950 4128/1627/2942
|
|
s off
|
|
f 4137/1629/2951 4140/1630/2954 4138/1630/2952
|
|
f 4138/1629/2952 4140/1630/2954 4141/1629/2955 4139/1630/2953
|
|
f 4139/1629/2953 4141/1629/2955 4136/1630/2950
|
|
f 4136/1629/2950 4142/1630/2956 4143/1630/2957 4137/1630/2951
|
|
f 4137/1629/2951 4143/1630/2957 4144/1630/2958 4140/1630/2954
|
|
f 4140/1630/2954 4144/1630/2958 4145/1629/2959 4141/1629/2955
|
|
f 4141/1629/2955 4145/1629/2959 4142/1630/2956 4136/1630/2950
|
|
f 4142/1630/2956 4132/1630/2946 4135/1630/2949 4143/1630/2957
|
|
f 4143/1630/2957 4135/1630/2949 4134/1630/2948 4144/1630/2958
|
|
f 4144/1630/2958 4134/1630/2948 4133/1629/2947 4145/1629/2959
|
|
f 4145/1629/2959 4133/1629/2947 4132/1630/2946 4142/1630/2956
|
|
s 2
|
|
f 4146/1627/2960 4147/1628/2961 4148/1629/2962 4149/1630/2963
|
|
s 4
|
|
f 4150/1631/2964 4151/1632/2965 4152/1633/2966 4153/1634/2967
|
|
s 8
|
|
f 4146/1628/2960 4154/1635/2968 4155/1636/2969 4156/1637/2970 4147/1627/2961
|
|
s 16
|
|
f 4147/1628/2961 4156/1635/2970 4157/1637/2971 4148/1627/2962
|
|
s 32
|
|
f 4148/1628/2962 4157/1635/2971 4158/1636/2972 4159/1637/2973 4149/1627/2963
|
|
s 64
|
|
f 4149/1628/2963 4159/1635/2973 4154/1637/2968 4146/1627/2960
|
|
s 8
|
|
f 4156/1637/2970 4155/1636/2969 4160/1638/2974 4161/1630/2975
|
|
s 16
|
|
f 4157/1637/2971 4156/1635/2970 4161/1629/2975 4162/1639/2976 4163/1640/2977 4164/1641/2978 4165/1642/2979 4166/1630/2980
|
|
s 32
|
|
f 4159/1637/2973 4158/1636/2972 4167/1638/2981 4168/1630/2982
|
|
s 64
|
|
f 4154/1637/2968 4159/1635/2973 4168/1629/2982 4169/1639/2983 4152/1640/2966 4151/1641/2965 4170/1642/2984 4171/1630/2985
|
|
s 4
|
|
f 4163/1643/2977 4150/1631/2964 4153/1634/2967 4164/1644/2978
|
|
s 8
|
|
f 4160/1638/2974 4155/1636/2969 4154/1635/2968 4171/1629/2985
|
|
s 32
|
|
f 4167/1638/2981 4158/1636/2972 4157/1635/2971 4166/1629/2980
|
|
s 4
|
|
f 4172/1645/2986 4169/1646/2983 4168/1629/2982 4167/1638/2981
|
|
f 4153/1634/2967 4152/1633/2966 4169/1646/2983 4172/1645/2986
|
|
f 4170/1647/2984 4173/1648/2987 4160/1649/2974 4171/1628/2985
|
|
f 4151/1632/2965 4150/1631/2964 4173/1648/2987 4170/1647/2984
|
|
f 4165/1650/2979 4172/1645/2986 4167/1638/2981 4166/1630/2980
|
|
f 4164/1644/2978 4153/1634/2967 4172/1645/2986 4165/1650/2979
|
|
f 4173/1648/2987 4162/1651/2976 4161/1627/2975 4160/1649/2974
|
|
f 4150/1631/2964 4163/1643/2977 4162/1651/2976 4173/1648/2987
|
|
s 2
|
|
f 4174/1627/2988 4175/1628/2989 4176/1629/2990 4177/1630/2991
|
|
s 4
|
|
f 4178/1631/2992 4179/1632/2993 4180/1633/2994 4181/1634/2995
|
|
s 8
|
|
f 4174/1628/2988 4182/1635/2996 4183/1636/2997 4184/1637/2998 4175/1627/2989
|
|
s 16
|
|
f 4175/1628/2989 4184/1635/2998 4185/1637/2999 4176/1627/2990
|
|
s 32
|
|
f 4176/1628/2990 4185/1635/2999 4186/1636/3000 4187/1637/3001 4177/1627/2991
|
|
s 64
|
|
f 4177/1628/2991 4187/1635/3001 4182/1637/2996 4174/1627/2988
|
|
s 8
|
|
f 4184/1637/2998 4183/1636/2997 4188/1638/3002 4189/1630/3003
|
|
s 16
|
|
f 4185/1637/2999 4184/1635/2998 4189/1629/3003 4190/1639/3004 4191/1640/3005 4192/1641/3006 4193/1642/3007 4194/1630/3008
|
|
s 32
|
|
f 4187/1637/3001 4186/1636/3000 4195/1638/3009 4196/1630/3010
|
|
s 64
|
|
f 4182/1637/2996 4187/1635/3001 4196/1629/3010 4197/1639/3011 4180/1640/2994 4179/1641/2993 4198/1642/3012 4199/1630/3013
|
|
s 4
|
|
f 4191/1643/3005 4178/1631/2992 4181/1634/2995 4192/1644/3006
|
|
s 8
|
|
f 4188/1638/3002 4183/1636/2997 4182/1635/2996 4199/1629/3013
|
|
s 32
|
|
f 4195/1638/3009 4186/1636/3000 4185/1635/2999 4194/1629/3008
|
|
s 4
|
|
f 4200/1645/3014 4197/1646/3011 4196/1629/3010 4195/1638/3009
|
|
f 4181/1634/2995 4180/1633/2994 4197/1646/3011 4200/1645/3014
|
|
f 4198/1647/3012 4201/1648/3015 4188/1649/3002 4199/1628/3013
|
|
f 4179/1632/2993 4178/1631/2992 4201/1648/3015 4198/1647/3012
|
|
f 4193/1650/3007 4200/1645/3014 4195/1638/3009 4194/1630/3008
|
|
f 4192/1644/3006 4181/1634/2995 4200/1645/3014 4193/1650/3007
|
|
f 4201/1648/3015 4190/1651/3004 4189/1627/3003 4188/1649/3002
|
|
f 4178/1631/2992 4191/1643/3005 4190/1651/3004 4201/1648/3015
|
|
s 2
|
|
f 4202/1627/3016 4203/1628/3017 4204/1629/3018 4205/1630/3019
|
|
s 4
|
|
f 4206/1631/3020 4207/1632/3021 4208/1633/3022 4209/1634/3023
|
|
s 8
|
|
f 4202/1628/3016 4210/1635/3024 4211/1636/3025 4212/1637/3026 4203/1627/3017
|
|
s 16
|
|
f 4203/1628/3017 4212/1635/3026 4213/1637/3027 4204/1627/3018
|
|
s 32
|
|
f 4204/1628/3018 4213/1635/3027 4214/1636/3028 4215/1637/3029 4205/1627/3019
|
|
s 64
|
|
f 4205/1628/3019 4215/1635/3029 4210/1637/3024 4202/1627/3016
|
|
s 8
|
|
f 4212/1637/3026 4211/1636/3025 4216/1638/3030 4217/1630/3031
|
|
s 16
|
|
f 4213/1637/3027 4212/1635/3026 4217/1629/3031 4218/1639/3032 4219/1640/3033 4220/1641/3034 4221/1642/3035 4222/1630/3036
|
|
s 32
|
|
f 4215/1637/3029 4214/1636/3028 4223/1638/3037 4224/1630/3038
|
|
s 64
|
|
f 4210/1637/3024 4215/1635/3029 4224/1629/3038 4225/1639/3039 4208/1640/3022 4207/1641/3021 4226/1642/3040 4227/1630/3041
|
|
s 4
|
|
f 4219/1643/3033 4206/1631/3020 4209/1634/3023 4220/1644/3034
|
|
s 8
|
|
f 4216/1638/3030 4211/1636/3025 4210/1635/3024 4227/1629/3041
|
|
s 32
|
|
f 4223/1638/3037 4214/1636/3028 4213/1635/3027 4222/1629/3036
|
|
s 4
|
|
f 4228/1645/3042 4225/1646/3039 4224/1629/3038 4223/1638/3037
|
|
f 4209/1634/3023 4208/1633/3022 4225/1646/3039 4228/1645/3042
|
|
f 4226/1647/3040 4229/1648/3043 4216/1649/3030 4227/1628/3041
|
|
f 4207/1632/3021 4206/1631/3020 4229/1648/3043 4226/1647/3040
|
|
f 4221/1650/3035 4228/1645/3042 4223/1638/3037 4222/1630/3036
|
|
f 4220/1644/3034 4209/1634/3023 4228/1645/3042 4221/1650/3035
|
|
f 4229/1648/3043 4218/1651/3032 4217/1627/3031 4216/1649/3030
|
|
f 4206/1631/3020 4219/1643/3033 4218/1651/3032 4229/1648/3043
|
|
s 2
|
|
f 4230/1627/3044 4231/1628/3045 4232/1629/3046 4233/1630/3047
|
|
s 4
|
|
f 4234/1631/3048 4235/1632/3049 4236/1633/3050 4237/1634/3051
|
|
s 8
|
|
f 4230/1628/3044 4238/1635/3052 4239/1636/3053 4240/1637/3054 4231/1627/3045
|
|
s 16
|
|
f 4231/1628/3045 4240/1635/3054 4241/1637/3055 4232/1627/3046
|
|
s 32
|
|
f 4232/1628/3046 4241/1635/3055 4242/1636/3056 4243/1637/3057 4233/1627/3047
|
|
s 64
|
|
f 4233/1628/3047 4243/1635/3057 4238/1637/3052 4230/1627/3044
|
|
s 8
|
|
f 4240/1637/3054 4239/1636/3053 4244/1638/3058 4245/1630/3059
|
|
s 16
|
|
f 4241/1637/3055 4240/1635/3054 4245/1629/3059 4246/1639/3060 4247/1640/3061 4248/1641/3062 4249/1642/3063 4250/1630/3064
|
|
s 32
|
|
f 4243/1637/3057 4242/1636/3056 4251/1638/3065 4252/1630/3066
|
|
s 64
|
|
f 4238/1637/3052 4243/1635/3057 4252/1629/3066 4253/1639/3067 4236/1640/3050 4235/1641/3049 4254/1642/3068 4255/1630/3069
|
|
s 4
|
|
f 4247/1643/3061 4234/1631/3048 4237/1634/3051 4248/1644/3062
|
|
s 8
|
|
f 4244/1638/3058 4239/1636/3053 4238/1635/3052 4255/1629/3069
|
|
s 32
|
|
f 4251/1638/3065 4242/1636/3056 4241/1635/3055 4250/1629/3064
|
|
s 4
|
|
f 4256/1645/3070 4253/1646/3067 4252/1629/3066 4251/1638/3065
|
|
f 4237/1634/3051 4236/1633/3050 4253/1646/3067 4256/1645/3070
|
|
f 4254/1647/3068 4257/1648/3071 4244/1649/3058 4255/1628/3069
|
|
f 4235/1632/3049 4234/1631/3048 4257/1648/3071 4254/1647/3068
|
|
f 4249/1650/3063 4256/1645/3070 4251/1638/3065 4250/1630/3064
|
|
f 4248/1644/3062 4237/1634/3051 4256/1645/3070 4249/1650/3063
|
|
f 4257/1648/3071 4246/1651/3060 4245/1627/3059 4244/1649/3058
|
|
f 4234/1631/3048 4247/1643/3061 4246/1651/3060 4257/1648/3071
|
|
s 2
|
|
f 4258/1627/3072 4259/1628/3073 4260/1629/3074 4261/1630/3075
|
|
s 4
|
|
f 4262/1631/3076 4263/1632/3077 4264/1633/3078 4265/1634/3079
|
|
s 8
|
|
f 4258/1628/3072 4266/1635/3080 4267/1636/3081 4268/1637/3082 4259/1627/3073
|
|
s 16
|
|
f 4259/1628/3073 4268/1635/3082 4269/1637/3083 4260/1627/3074
|
|
s 32
|
|
f 4260/1628/3074 4269/1635/3083 4270/1636/3084 4271/1637/3085 4261/1627/3075
|
|
s 64
|
|
f 4261/1628/3075 4271/1635/3085 4266/1637/3080 4258/1627/3072
|
|
s 8
|
|
f 4268/1637/3082 4267/1636/3081 4272/1638/3086 4273/1630/3087
|
|
s 16
|
|
f 4269/1637/3083 4268/1635/3082 4273/1629/3087 4274/1639/3088 4275/1640/3089 4276/1641/3090 4277/1642/3091 4278/1630/3092
|
|
s 32
|
|
f 4271/1637/3085 4270/1636/3084 4279/1638/3093 4280/1630/3094
|
|
s 64
|
|
f 4266/1637/3080 4271/1635/3085 4280/1629/3094 4281/1639/3095 4264/1640/3078 4263/1641/3077 4282/1642/3096 4283/1630/3097
|
|
s 4
|
|
f 4275/1643/3089 4262/1631/3076 4265/1634/3079 4276/1644/3090
|
|
s 8
|
|
f 4272/1638/3086 4267/1636/3081 4266/1635/3080 4283/1629/3097
|
|
s 32
|
|
f 4279/1638/3093 4270/1636/3084 4269/1635/3083 4278/1629/3092
|
|
s 4
|
|
f 4284/1645/3098 4281/1646/3095 4280/1629/3094 4279/1638/3093
|
|
f 4265/1634/3079 4264/1633/3078 4281/1646/3095 4284/1645/3098
|
|
f 4282/1647/3096 4285/1648/3099 4272/1649/3086 4283/1628/3097
|
|
f 4263/1632/3077 4262/1631/3076 4285/1648/3099 4282/1647/3096
|
|
f 4277/1650/3091 4284/1645/3098 4279/1638/3093 4278/1630/3092
|
|
f 4276/1644/3090 4265/1634/3079 4284/1645/3098 4277/1650/3091
|
|
f 4285/1648/3099 4274/1651/3088 4273/1627/3087 4272/1649/3086
|
|
f 4262/1631/3076 4275/1643/3089 4274/1651/3088 4285/1648/3099
|
|
s 2
|
|
f 4286/1627/3100 4287/1628/3101 4288/1629/3102 4289/1630/3103
|
|
s 4
|
|
f 4290/1631/3104 4291/1632/3105 4292/1633/3106 4293/1634/3107
|
|
s 8
|
|
f 4286/1628/3100 4294/1635/3108 4295/1636/3109 4296/1637/3110 4287/1627/3101
|
|
s 16
|
|
f 4287/1628/3101 4296/1635/3110 4297/1637/3111 4288/1627/3102
|
|
s 32
|
|
f 4288/1628/3102 4297/1635/3111 4298/1636/3112 4299/1637/3113 4289/1627/3103
|
|
s 64
|
|
f 4289/1628/3103 4299/1635/3113 4294/1637/3108 4286/1627/3100
|
|
s 8
|
|
f 4296/1637/3110 4295/1636/3109 4300/1638/3114 4301/1630/3115
|
|
s 16
|
|
f 4297/1637/3111 4296/1635/3110 4301/1629/3115 4302/1639/3116 4303/1640/3117 4304/1641/3118 4305/1642/3119 4306/1630/3120
|
|
s 32
|
|
f 4299/1637/3113 4298/1636/3112 4307/1638/3121 4308/1630/3122
|
|
s 64
|
|
f 4294/1637/3108 4299/1635/3113 4308/1629/3122 4309/1639/3123 4292/1640/3106 4291/1641/3105 4310/1642/3124 4311/1630/3125
|
|
s 4
|
|
f 4303/1643/3117 4290/1631/3104 4293/1634/3107 4304/1644/3118
|
|
s 8
|
|
f 4300/1638/3114 4295/1636/3109 4294/1635/3108 4311/1629/3125
|
|
s 32
|
|
f 4307/1638/3121 4298/1636/3112 4297/1635/3111 4306/1629/3120
|
|
s 4
|
|
f 4312/1645/3126 4309/1646/3123 4308/1629/3122 4307/1638/3121
|
|
f 4293/1634/3107 4292/1633/3106 4309/1646/3123 4312/1645/3126
|
|
f 4310/1647/3124 4313/1648/3127 4300/1649/3114 4311/1628/3125
|
|
f 4291/1632/3105 4290/1631/3104 4313/1648/3127 4310/1647/3124
|
|
f 4305/1650/3119 4312/1645/3126 4307/1638/3121 4306/1630/3120
|
|
f 4304/1644/3118 4293/1634/3107 4312/1645/3126 4305/1650/3119
|
|
f 4313/1648/3127 4302/1651/3116 4301/1627/3115 4300/1649/3114
|
|
f 4290/1631/3104 4303/1643/3117 4302/1651/3116 4313/1648/3127
|
|
s 2
|
|
f 4314/1627/3128 4315/1628/3129 4316/1629/3130 4317/1630/3131
|
|
s 4
|
|
f 4318/1631/3132 4319/1632/3133 4320/1633/3134 4321/1634/3135
|
|
s 8
|
|
f 4314/1628/3128 4322/1635/3136 4323/1636/3137 4324/1637/3138 4315/1627/3129
|
|
s 16
|
|
f 4315/1628/3129 4324/1635/3138 4325/1637/3139 4316/1627/3130
|
|
s 32
|
|
f 4316/1628/3130 4325/1635/3139 4326/1636/3140 4327/1637/3141 4317/1627/3131
|
|
s 64
|
|
f 4317/1628/3131 4327/1635/3141 4322/1637/3136 4314/1627/3128
|
|
s 8
|
|
f 4324/1637/3138 4323/1636/3137 4328/1638/3142 4329/1630/3143
|
|
s 16
|
|
f 4325/1637/3139 4324/1635/3138 4329/1629/3143 4330/1639/3144 4331/1640/3145 4332/1641/3146 4333/1642/3147 4334/1630/3148
|
|
s 32
|
|
f 4327/1637/3141 4326/1636/3140 4335/1638/3149 4336/1630/3150
|
|
s 64
|
|
f 4322/1637/3136 4327/1635/3141 4336/1629/3150 4337/1639/3151 4320/1640/3134 4319/1641/3133 4338/1642/3152 4339/1630/3153
|
|
s 4
|
|
f 4331/1643/3145 4318/1631/3132 4321/1634/3135 4332/1644/3146
|
|
s 8
|
|
f 4328/1638/3142 4323/1636/3137 4322/1635/3136 4339/1629/3153
|
|
s 32
|
|
f 4335/1638/3149 4326/1636/3140 4325/1635/3139 4334/1629/3148
|
|
s 4
|
|
f 4340/1645/3154 4337/1646/3151 4336/1629/3150 4335/1638/3149
|
|
f 4321/1634/3135 4320/1633/3134 4337/1646/3151 4340/1645/3154
|
|
f 4338/1647/3152 4341/1648/3155 4328/1649/3142 4339/1628/3153
|
|
f 4319/1632/3133 4318/1631/3132 4341/1648/3155 4338/1647/3152
|
|
f 4333/1650/3147 4340/1645/3154 4335/1638/3149 4334/1630/3148
|
|
f 4332/1644/3146 4321/1634/3135 4340/1645/3154 4333/1650/3147
|
|
f 4341/1648/3155 4330/1651/3144 4329/1627/3143 4328/1649/3142
|
|
f 4318/1631/3132 4331/1643/3145 4330/1651/3144 4341/1648/3155
|
|
s 2
|
|
f 4342/1627/3156 4343/1628/3157 4344/1629/3158 4345/1630/3159
|
|
s 4
|
|
f 4346/1631/3160 4347/1632/3161 4348/1633/3162 4349/1634/3163
|
|
s 8
|
|
f 4342/1628/3156 4350/1635/3164 4351/1636/3165 4352/1637/3166 4343/1627/3157
|
|
s 16
|
|
f 4343/1628/3157 4352/1635/3166 4353/1637/3167 4344/1627/3158
|
|
s 32
|
|
f 4344/1628/3158 4353/1635/3167 4354/1636/3168 4355/1637/3169 4345/1627/3159
|
|
s 64
|
|
f 4345/1628/3159 4355/1635/3169 4350/1637/3164 4342/1627/3156
|
|
s 8
|
|
f 4352/1637/3166 4351/1636/3165 4356/1638/3170 4357/1630/3171
|
|
s 16
|
|
f 4353/1637/3167 4352/1635/3166 4357/1629/3171 4358/1639/3172 4359/1640/3173 4360/1641/3174 4361/1642/3175 4362/1630/3176
|
|
s 32
|
|
f 4355/1637/3169 4354/1636/3168 4363/1638/3177 4364/1630/3178
|
|
s 64
|
|
f 4350/1637/3164 4355/1635/3169 4364/1629/3178 4365/1639/3179 4348/1640/3162 4347/1641/3161 4366/1642/3180 4367/1630/3181
|
|
s 4
|
|
f 4359/1643/3173 4346/1631/3160 4349/1634/3163 4360/1644/3174
|
|
s 8
|
|
f 4356/1638/3170 4351/1636/3165 4350/1635/3164 4367/1629/3181
|
|
s 32
|
|
f 4363/1638/3177 4354/1636/3168 4353/1635/3167 4362/1629/3176
|
|
s 4
|
|
f 4368/1645/3182 4365/1646/3179 4364/1629/3178 4363/1638/3177
|
|
f 4349/1634/3163 4348/1633/3162 4365/1646/3179 4368/1645/3182
|
|
f 4366/1647/3180 4369/1648/3183 4356/1649/3170 4367/1628/3181
|
|
f 4347/1632/3161 4346/1631/3160 4369/1648/3183 4366/1647/3180
|
|
f 4361/1650/3175 4368/1645/3182 4363/1638/3177 4362/1630/3176
|
|
f 4360/1644/3174 4349/1634/3163 4368/1645/3182 4361/1650/3175
|
|
f 4369/1648/3183 4358/1651/3172 4357/1627/3171 4356/1649/3170
|
|
f 4346/1631/3160 4359/1643/3173 4358/1651/3172 4369/1648/3183
|
|
# 183 polygons - 2 triangles
|
|
|
|
#
|
|
# object Box202
|
|
#
|
|
|
|
v -405.0389 18.4409 -70.2761
|
|
v -393.7865 21.4459 -80.7362
|
|
v -390.1874 21.4459 -80.7362
|
|
v -401.4399 18.4409 -70.2761
|
|
v -405.0389 20.9949 -70.2761
|
|
v -401.4399 22.7965 -70.2761
|
|
v -390.1874 25.2420 -80.7362
|
|
v -393.7865 23.1049 -80.7362
|
|
v -402.9232 19.5717 -26.2331
|
|
v -401.2086 19.8862 -26.2331
|
|
v -401.2086 21.2711 -26.2331
|
|
v -402.9232 20.4129 -26.2331
|
|
v -401.3920 19.1010 -59.4298
|
|
v -390.1395 21.4459 -69.8899
|
|
v -390.1395 25.2420 -69.8899
|
|
v -401.3920 22.7965 -59.4298
|
|
v -404.9910 20.9949 -59.4298
|
|
v -404.9910 18.4409 -59.4298
|
|
v -401.3920 22.7965 -33.8819
|
|
v -401.3920 19.1010 -33.8819
|
|
v -405.4143 20.9949 -33.8819
|
|
v -405.4143 18.4409 -33.8819
|
|
v -333.8637 18.4409 -70.2761
|
|
v -337.4627 18.4409 -70.2761
|
|
v -348.7152 21.4459 -80.7362
|
|
v -345.1161 21.4459 -80.7362
|
|
v -333.8637 20.9949 -70.2761
|
|
v -345.1161 23.1049 -80.7362
|
|
v -348.7152 25.2420 -80.7362
|
|
v -337.4627 22.7965 -70.2761
|
|
v -335.9795 19.5717 -26.2331
|
|
v -335.9795 20.4129 -26.2331
|
|
v -337.6940 21.2711 -26.2331
|
|
v -337.6940 19.8862 -26.2331
|
|
v -337.5107 19.1010 -59.4298
|
|
v -337.5107 22.7965 -59.4298
|
|
v -348.7631 25.2420 -69.8899
|
|
v -348.7631 21.4459 -69.8899
|
|
v -333.9116 20.9949 -59.4298
|
|
v -333.9116 18.4409 -59.4298
|
|
v -337.5107 19.1010 -33.8819
|
|
v -337.5107 22.7965 -33.8819
|
|
v -333.4884 20.9949 -33.8819
|
|
v -333.4884 18.4409 -33.8819
|
|
# 44 vertices
|
|
|
|
vn -0.6936 -0.6373 -0.3357
|
|
vn -0.2754 -0.5229 -0.8067
|
|
vn 0.6020 -0.5233 -0.6031
|
|
vn 0.1150 -0.9908 -0.0709
|
|
vn -0.8296 0.4557 -0.3226
|
|
vn -0.3602 0.9274 -0.1004
|
|
vn 0.4591 0.6635 -0.5907
|
|
vn -0.4295 0.3859 -0.8164
|
|
vn -0.4173 -0.6062 0.6770
|
|
vn 0.6321 -0.4859 0.6036
|
|
vn 0.4664 0.6409 0.6097
|
|
vn -0.5781 0.3896 0.7169
|
|
vn 0.6319 -0.7417 0.2248
|
|
vn 0.7795 -0.5477 0.3040
|
|
vn 0.6369 0.7011 0.3207
|
|
vn 0.2905 0.9030 0.3164
|
|
vn -0.8498 0.5271 -0.0052
|
|
vn -0.6371 -0.7708 -0.0039
|
|
vn 0.5179 0.8520 0.0770
|
|
vn 0.7499 -0.6611 0.0255
|
|
vn -0.8400 0.5245 0.1391
|
|
vn -0.6625 -0.7352 0.1433
|
|
vn 0.6936 -0.6373 -0.3357
|
|
vn -0.1150 -0.9908 -0.0709
|
|
vn -0.6020 -0.5233 -0.6031
|
|
vn 0.2754 -0.5229 -0.8067
|
|
vn 0.8296 0.4557 -0.3226
|
|
vn 0.4295 0.3859 -0.8164
|
|
vn -0.4591 0.6635 -0.5907
|
|
vn 0.3602 0.9274 -0.1004
|
|
vn 0.4173 -0.6062 0.6770
|
|
vn 0.5781 0.3896 0.7169
|
|
vn -0.4664 0.6409 0.6097
|
|
vn -0.6321 -0.4859 0.6036
|
|
vn -0.6320 -0.7417 0.2248
|
|
vn -0.2905 0.9030 0.3164
|
|
vn -0.6369 0.7011 0.3207
|
|
vn -0.7795 -0.5477 0.3040
|
|
vn 0.8498 0.5271 -0.0052
|
|
vn 0.6371 -0.7708 -0.0039
|
|
vn -0.7499 -0.6611 0.0255
|
|
vn -0.5179 0.8520 0.0770
|
|
vn 0.8400 0.5245 0.1391
|
|
vn 0.6625 -0.7352 0.1433
|
|
# 44 vertex normals
|
|
|
|
vt 1.0000 0.0000 0.0000
|
|
vt 1.0000 1.0000 0.0000
|
|
vt 0.0000 1.0000 0.0000
|
|
vt 0.0000 0.0000 0.0000
|
|
# 4 texture coords
|
|
|
|
o Box202
|
|
g Box202
|
|
usemtl wire_133133133
|
|
s 2
|
|
f 4370/1652/3184 4371/1653/3185 4372/1654/3186 4373/1655/3187
|
|
s 4
|
|
f 4374/1655/3188 4375/1652/3189 4376/1653/3190 4377/1654/3191
|
|
s 8
|
|
f 4378/1655/3192 4379/1652/3193 4380/1653/3194 4381/1654/3195
|
|
s 16
|
|
f 4382/1655/3196 4383/1652/3197 4384/1653/3198 4385/1654/3199
|
|
s 32
|
|
f 4372/1655/3186 4371/1652/3185 4377/1653/3191 4376/1654/3190
|
|
s 64
|
|
f 4371/1655/3185 4370/1652/3184 4374/1653/3188 4377/1654/3191
|
|
s off
|
|
f 4373/1655/3187 4372/1654/3186 4383/1652/3197 4382/1655/3196
|
|
f 4372/1655/3186 4376/1654/3190 4384/1653/3198 4383/1652/3197
|
|
f 4376/1653/3190 4375/1652/3189 4385/1654/3199 4384/1653/3198
|
|
f 4375/1652/3189 4374/1655/3188 4386/1654/3200 4385/1653/3199
|
|
f 4374/1653/3188 4370/1652/3184 4387/1655/3201 4386/1654/3200
|
|
f 4370/1652/3184 4373/1655/3187 4382/1652/3196 4387/1655/3201
|
|
f 4382/1655/3196 4385/1654/3199 4388/1653/3202 4389/1652/3203
|
|
f 4385/1653/3199 4386/1654/3200 4390/1654/3204 4388/1653/3202
|
|
f 4386/1654/3200 4387/1655/3201 4391/1655/3205 4390/1654/3204
|
|
f 4387/1655/3201 4382/1652/3196 4389/1652/3203 4391/1655/3205
|
|
f 4389/1652/3203 4388/1653/3202 4380/1653/3194 4379/1652/3193
|
|
f 4388/1653/3202 4390/1654/3204 4381/1654/3195 4380/1653/3194
|
|
f 4390/1654/3204 4391/1655/3205 4378/1655/3192 4381/1654/3195
|
|
f 4391/1655/3205 4389/1652/3203 4379/1652/3193 4378/1655/3192
|
|
s 2
|
|
f 4392/1652/3206 4393/1655/3207 4394/1654/3208 4395/1653/3209
|
|
s 4
|
|
f 4396/1655/3210 4397/1654/3211 4398/1653/3212 4399/1652/3213
|
|
s 8
|
|
f 4400/1655/3214 4401/1654/3215 4402/1653/3216 4403/1652/3217
|
|
s 16
|
|
f 4404/1655/3218 4405/1654/3219 4406/1653/3220 4407/1652/3221
|
|
s 32
|
|
f 4394/1655/3208 4398/1654/3212 4397/1653/3211 4395/1652/3209
|
|
s 64
|
|
f 4395/1655/3209 4397/1654/3211 4396/1653/3210 4392/1652/3206
|
|
s off
|
|
f 4393/1655/3207 4404/1655/3218 4407/1652/3221 4394/1654/3208
|
|
f 4394/1655/3208 4407/1652/3221 4406/1653/3220 4398/1654/3212
|
|
f 4398/1653/3212 4406/1653/3220 4405/1654/3219 4399/1652/3213
|
|
f 4399/1652/3213 4405/1653/3219 4408/1654/3222 4396/1655/3210
|
|
f 4396/1653/3210 4408/1654/3222 4409/1655/3223 4392/1652/3206
|
|
f 4392/1652/3206 4409/1655/3223 4404/1652/3218 4393/1655/3207
|
|
f 4404/1655/3218 4410/1652/3224 4411/1653/3225 4405/1654/3219
|
|
f 4405/1653/3219 4411/1653/3225 4412/1654/3226 4408/1654/3222
|
|
f 4408/1654/3222 4412/1654/3226 4413/1655/3227 4409/1655/3223
|
|
f 4409/1655/3223 4413/1655/3227 4410/1652/3224 4404/1652/3218
|
|
f 4410/1652/3224 4403/1652/3217 4402/1653/3216 4411/1653/3225
|
|
f 4411/1653/3225 4402/1653/3216 4401/1654/3215 4412/1654/3226
|
|
f 4412/1654/3226 4401/1654/3215 4400/1655/3214 4413/1655/3227
|
|
f 4413/1655/3227 4400/1655/3214 4403/1652/3217 4410/1652/3224
|
|
# 40 polygons
|
|
|
|
#
|
|
# object Plane026
|
|
#
|
|
|
|
v -280.0053 10.4710 -68.5845
|
|
v -280.0053 10.4710 -49.7144
|
|
v -280.0053 6.3064 -49.7144
|
|
v -280.0053 6.3064 -68.5845
|
|
v -280.8752 4.8319 -67.4961
|
|
v -280.8752 4.8319 -50.2621
|
|
v -330.9997 -5.5666 -16.7222
|
|
v -330.9708 -5.4139 -63.8569
|
|
v -324.4932 -4.0283 -64.3391
|
|
v -317.6964 -2.6990 -71.1539
|
|
v -306.4719 -0.4033 -71.9693
|
|
v -298.6746 1.1915 -66.2030
|
|
v -345.7738 -2.8776 -26.5324
|
|
v -345.7738 -2.8776 -64.0053
|
|
v -342.6727 21.5209 -135.9968
|
|
v -332.2025 19.6747 -121.9856
|
|
v -332.2025 19.6747 -140.9581
|
|
v -342.6727 20.5495 -154.9693
|
|
v -342.6727 21.5209 -113.7808
|
|
v -350.6660 21.5209 -135.9968
|
|
v -350.6660 21.5209 -113.7808
|
|
v -350.6660 19.9611 -164.6304
|
|
v -280.6059 9.7351 -68.5845
|
|
v -280.8300 9.9998 -49.7144
|
|
v -290.8105 11.6940 -51.5403
|
|
v -317.2913 16.1893 -72.6797
|
|
v -333.7809 18.9886 -59.4016
|
|
v -333.7809 18.9886 -69.4936
|
|
v -324.7245 17.3917 -77.3768
|
|
v -324.7244 17.3917 -92.0383
|
|
v -342.7762 20.5767 -113.7808
|
|
v -342.7509 20.5746 -135.9753
|
|
v -332.3674 18.7393 -121.9856
|
|
v -321.3013 16.8143 -110.5690
|
|
v -314.2417 15.5863 -121.4726
|
|
v -294.5628 12.5759 -97.6225
|
|
v -287.6508 10.9606 -75.8525
|
|
v -280.6865 6.9684 -49.7144
|
|
v -280.7175 6.9349 -68.5845
|
|
v -331.2132 -3.2050 -15.5283
|
|
v -298.2837 3.4063 -67.2919
|
|
v -306.0751 1.8412 -73.0513
|
|
v -317.3010 -0.4138 -72.2253
|
|
v -324.1060 -1.8324 -65.3818
|
|
v -331.1846 -3.2027 -64.8710
|
|
v -346.8225 -0.4872 -25.9838
|
|
v -346.8225 -0.4872 -65.0291
|
|
v -350.6660 20.5714 -135.9710
|
|
v -350.6660 20.5711 -113.7808
|
|
v -333.6159 19.9240 -69.4936
|
|
v -324.5595 18.3271 -77.3768
|
|
v -333.6159 19.9240 -59.4016
|
|
v -290.3156 12.2890 -51.5774
|
|
v -324.5595 18.3271 -92.0383
|
|
v -321.1409 17.7243 -110.6689
|
|
v -331.1244 -4.1507 -15.5283
|
|
v -298.4375 2.5359 -67.2455
|
|
v -346.8961 -1.4342 -25.9838
|
|
v -346.8961 -1.4342 -65.0291
|
|
v -331.1244 -4.1506 -64.8710
|
|
v -332.3553 18.7376 -140.9319
|
|
v -342.6938 19.6011 -154.9207
|
|
v -350.6592 19.0126 -164.5806
|
|
v -287.2994 11.7571 -59.9626
|
|
v -291.2996 12.4625 -63.4062
|
|
v -299.4823 13.9053 -70.4503
|
|
v -312.1364 16.1366 -81.3438
|
|
v -319.2829 17.3967 -87.4959
|
|
v -316.9565 16.9865 -72.6862
|
|
v -287.2559 11.7494 -55.6457
|
|
v -324.2690 -2.7570 -65.3673
|
|
v -280.7818 11.9049 -68.1668
|
|
v -280.7818 11.9049 -51.8328
|
|
v -287.4963 11.7918 -76.2483
|
|
v -287.8912 13.1585 -75.4402
|
|
v -341.4526 22.6028 -132.9838
|
|
v -332.7359 21.0658 -121.3193
|
|
v -341.4526 22.6028 -114.1520
|
|
v -323.6290 19.4600 -92.7572
|
|
v -286.0840 12.8398 -60.4363
|
|
v -290.3452 13.5912 -64.1045
|
|
v -286.0406 12.8322 -56.1348
|
|
v -294.5441 13.2254 -98.1572
|
|
v -295.4921 14.4987 -97.3659
|
|
v -314.0841 16.4800 -121.6362
|
|
v -313.8623 17.7379 -120.1972
|
|
v -320.9191 18.9822 -109.2299
|
|
v -290.1273 13.5528 -73.3633
|
|
v -318.6104 18.5751 -88.4369
|
|
v -319.0135 18.6462 -105.0146
|
|
v -312.4777 17.4937 -115.5388
|
|
v -297.5795 14.8668 -95.6699
|
|
v -291.5798 15.0442 -73.2325
|
|
v -297.6907 15.7588 -95.1500
|
|
v -297.1118 18.2801 -81.6917
|
|
v -294.1384 17.9373 -69.2603
|
|
v -291.7440 15.0732 -66.2498
|
|
v -298.7833 15.0790 -71.3685
|
|
v -311.5352 18.1999 -113.8992
|
|
v -318.3539 19.2846 -104.7332
|
|
v -317.9694 19.2168 -88.9163
|
|
v -313.5069 21.1122 -85.9790
|
|
v -310.2898 20.6038 -98.4704
|
|
v -311.4449 17.3116 -82.2684
|
|
v -311.3444 18.6755 -83.4800
|
|
v -298.8327 16.4694 -72.7092
|
|
v -317.4594 -1.3553 -72.1964
|
|
v -306.2349 0.9408 -73.0118
|
|
v -458.8973 10.4710 -68.5845
|
|
v -458.8973 6.3064 -68.5845
|
|
v -458.8973 6.3064 -49.7144
|
|
v -458.8973 10.4710 -49.7144
|
|
v -458.0274 4.8319 -67.4961
|
|
v -440.2280 1.1915 -66.2030
|
|
v -432.4307 -0.4033 -71.9693
|
|
v -421.2062 -2.6990 -71.1539
|
|
v -414.4094 -4.0283 -64.3391
|
|
v -407.9318 -5.4139 -63.8569
|
|
v -407.9029 -5.5666 -16.7222
|
|
v -458.0274 4.8319 -50.2621
|
|
v -393.1288 -2.8776 -64.0053
|
|
v -393.1287 -2.8776 -26.5324
|
|
v -396.2299 21.5209 -135.9968
|
|
v -396.2299 20.5495 -154.9693
|
|
v -406.7001 19.6748 -140.9581
|
|
v -406.7001 19.6748 -121.9856
|
|
v -396.2299 21.5209 -113.7808
|
|
v -388.2366 21.5209 -113.7808
|
|
v -388.2366 21.5209 -135.9968
|
|
v -388.2366 19.9611 -164.6304
|
|
v -458.2967 9.7351 -68.5845
|
|
v -451.2518 10.9606 -75.8525
|
|
v -444.3398 12.5759 -97.6225
|
|
v -424.6609 15.5863 -121.4726
|
|
v -417.6013 16.8143 -110.5690
|
|
v -406.5352 18.7393 -121.9856
|
|
v -396.1517 20.5746 -135.9753
|
|
v -396.1264 20.5767 -113.7808
|
|
v -414.1781 17.3917 -92.0383
|
|
v -414.1781 17.3917 -77.3768
|
|
v -405.1217 18.9886 -69.4936
|
|
v -405.1217 18.9886 -59.4016
|
|
v -421.6113 16.1893 -72.6797
|
|
v -448.0921 11.6940 -51.5403
|
|
v -458.0726 9.9998 -49.7144
|
|
v -458.2161 6.9684 -49.7144
|
|
v -458.1851 6.9349 -68.5845
|
|
v -407.6894 -3.2050 -15.5283
|
|
v -407.7180 -3.2027 -64.8710
|
|
v -414.7966 -1.8324 -65.3818
|
|
v -421.6016 -0.4138 -72.2253
|
|
v -432.8275 1.8412 -73.0513
|
|
v -440.6189 3.4063 -67.2919
|
|
v -392.0800 -0.4872 -25.9838
|
|
v -392.0801 -0.4872 -65.0291
|
|
v -388.2366 20.5714 -135.9710
|
|
v -388.2366 20.5711 -113.7808
|
|
v -405.2866 19.9240 -69.4936
|
|
v -414.3431 18.3271 -77.3768
|
|
v -405.2866 19.9240 -59.4016
|
|
v -448.5870 12.2890 -51.5774
|
|
v -414.3431 18.3271 -92.0383
|
|
v -417.7617 17.7243 -110.6689
|
|
v -407.7781 -4.1507 -15.5283
|
|
v -440.4651 2.5359 -67.2455
|
|
v -392.0065 -1.4342 -25.9838
|
|
v -392.0065 -1.4342 -65.0291
|
|
v -407.7782 -4.1506 -64.8710
|
|
v -406.5473 18.7376 -140.9319
|
|
v -396.2087 19.6011 -154.9207
|
|
v -388.2434 19.0126 -164.5806
|
|
v -451.6031 11.7571 -59.9626
|
|
v -451.6467 11.7495 -55.6457
|
|
v -421.9460 16.9865 -72.6862
|
|
v -419.6196 17.3967 -87.4959
|
|
v -426.7662 16.1366 -81.3438
|
|
v -439.4203 13.9053 -70.4503
|
|
v -447.6030 12.4625 -63.4062
|
|
v -414.6335 -2.7570 -65.3673
|
|
v -458.1208 11.9049 -51.8328
|
|
v -458.1208 11.9049 -68.1668
|
|
v -451.0114 13.1585 -75.4402
|
|
v -451.4063 11.7918 -76.2483
|
|
v -406.1667 21.0658 -121.3193
|
|
v -397.4500 22.6028 -132.9838
|
|
v -397.4500 22.6028 -114.1520
|
|
v -415.2736 19.4600 -92.7572
|
|
v -448.5574 13.5912 -64.1045
|
|
v -452.8185 12.8398 -60.4363
|
|
v -452.8619 12.8322 -56.1348
|
|
v -443.4104 14.4987 -97.3659
|
|
v -444.3585 13.2254 -98.1572
|
|
v -425.0403 17.7379 -120.1972
|
|
v -424.8185 16.4800 -121.6362
|
|
v -417.9835 18.9822 -109.2299
|
|
v -448.7752 13.5528 -73.3633
|
|
v -441.3230 14.8668 -95.6699
|
|
v -426.4249 17.4938 -115.5388
|
|
v -419.8891 18.6462 -105.0146
|
|
v -420.2922 18.5751 -88.4369
|
|
v -447.3228 15.0442 -73.2325
|
|
v -447.1585 15.0732 -66.2498
|
|
v -444.7642 17.9373 -69.2603
|
|
v -441.7908 18.2801 -81.6917
|
|
v -441.2119 15.7588 -95.1500
|
|
v -440.1193 15.0790 -71.3685
|
|
v -427.3674 18.1999 -113.8992
|
|
v -428.6128 20.6038 -98.4704
|
|
v -425.3957 21.1122 -85.9790
|
|
v -420.9332 19.2168 -88.9163
|
|
v -420.5486 19.2846 -104.7332
|
|
v -427.4577 17.3116 -82.2684
|
|
v -427.5582 18.6755 -83.4800
|
|
v -440.0699 16.4694 -72.7092
|
|
v -421.4432 -1.3553 -72.1964
|
|
v -432.6676 0.9408 -73.0118
|
|
# 216 vertices
|
|
|
|
vn 0.8799 0.1483 -0.4514
|
|
vn 0.5929 0.4478 0.6693
|
|
vn 0.8290 -0.1806 0.5293
|
|
vn 0.6655 -0.3112 -0.6785
|
|
vn 0.4715 -0.8066 -0.3564
|
|
vn 0.5838 -0.7780 0.2322
|
|
vn 0.0274 -0.8589 0.5115
|
|
vn 0.0094 -0.9140 -0.4056
|
|
vn -0.3647 0.3209 -0.8741
|
|
vn -0.1598 -0.8454 -0.5098
|
|
vn 0.2902 -0.8369 -0.4641
|
|
vn 0.2006 0.3956 -0.8962
|
|
vn -0.5252 -0.8222 0.2196
|
|
vn -0.4213 -0.8376 -0.3478
|
|
vn 0.0996 0.9925 -0.0706
|
|
vn 0.8333 0.3040 -0.4618
|
|
vn 0.7992 0.5464 -0.2505
|
|
vn 0.5660 0.6776 -0.4696
|
|
vn -0.4889 0.6638 0.5660
|
|
vn -0.7010 0.7129 -0.0194
|
|
vn -0.5774 0.5774 0.5772
|
|
vn -0.2878 0.4995 -0.8171
|
|
vn -0.1772 -0.6363 -0.7508
|
|
vn -0.4289 -0.1780 0.8856
|
|
vn -0.4800 -0.4621 0.7457
|
|
vn 0.1717 0.5638 0.8079
|
|
vn -0.4527 -0.4800 0.7514
|
|
vn -0.8075 -0.4913 -0.3264
|
|
vn -0.5908 0.7378 -0.3265
|
|
vn -0.6020 0.7534 0.2644
|
|
vn -0.3308 -0.7702 0.5453
|
|
vn -0.1126 -0.9931 0.0326
|
|
vn 0.8147 0.5026 -0.2890
|
|
vn 0.0135 0.5332 -0.8459
|
|
vn -0.1555 -0.6146 -0.7734
|
|
vn 0.5060 -0.8112 -0.2930
|
|
vn 0.7681 0.4478 -0.4577
|
|
vn -0.2155 0.5818 0.7843
|
|
vn -0.3928 0.2723 -0.8784
|
|
vn -0.0336 0.5592 0.8283
|
|
vn 0.2763 -0.6439 -0.7135
|
|
vn 0.1636 0.6140 -0.7722
|
|
vn -0.3794 0.6132 -0.6929
|
|
vn -0.2748 -0.6302 -0.7262
|
|
vn -0.0305 0.6701 -0.7416
|
|
vn -0.6100 0.6976 0.3758
|
|
vn -0.5008 0.6465 -0.5755
|
|
vn -0.7132 -0.7007 0.0190
|
|
vn -0.5771 -0.5776 0.5773
|
|
vn -0.2640 0.6052 0.7510
|
|
vn -0.0951 0.7707 0.6300
|
|
vn -0.6631 0.5926 0.4573
|
|
vn -0.0478 0.4813 -0.8753
|
|
vn 0.0109 -0.3349 0.9422
|
|
vn 0.3494 -0.4052 -0.8448
|
|
vn -0.8578 -0.2735 0.4351
|
|
vn -0.6940 -0.3006 -0.6542
|
|
vn -0.0262 -0.3704 -0.9285
|
|
vn 0.6435 -0.7296 -0.2314
|
|
vn 0.5544 -0.7247 -0.4093
|
|
vn -0.2789 -0.5882 -0.7591
|
|
vn -0.2936 0.9322 0.2117
|
|
vn -0.1206 0.9356 0.3318
|
|
vn -0.1689 -0.5595 0.8114
|
|
vn -0.8922 -0.1893 0.4101
|
|
vn -0.3827 -0.2734 -0.8825
|
|
vn 0.6020 0.7758 -0.1888
|
|
vn 0.3253 0.8782 0.3507
|
|
vn 0.8811 0.0630 -0.4688
|
|
vn 0.6813 -0.5276 -0.5074
|
|
vn 0.0647 0.9513 -0.3015
|
|
vn 0.6016 -0.5328 -0.5952
|
|
vn -0.3039 0.9376 0.1692
|
|
vn -0.1603 0.9339 0.3197
|
|
vn -0.8968 -0.1912 0.3990
|
|
vn -0.0907 0.9165 0.3896
|
|
vn -0.2917 0.9314 0.2177
|
|
vn 0.8513 0.1261 -0.5093
|
|
vn 0.4703 0.8655 -0.1721
|
|
vn -0.0037 0.2728 -0.9621
|
|
vn 0.0990 0.8577 -0.5046
|
|
vn -0.1182 -0.2427 -0.9629
|
|
vn 0.8869 -0.4405 -0.1393
|
|
vn -0.3861 0.8078 0.4453
|
|
vn -0.9392 -0.2188 -0.2648
|
|
vn -0.1833 -0.1298 -0.9745
|
|
vn 0.6739 -0.5940 -0.4394
|
|
vn 0.4663 0.8834 -0.0472
|
|
vn 0.7266 0.6184 -0.2995
|
|
vn 0.3662 0.9304 -0.0172
|
|
vn 0.1298 0.8815 0.4540
|
|
vn 0.8004 0.5902 -0.1052
|
|
vn -0.4222 0.6567 0.6249
|
|
vn 0.3979 0.7862 -0.4729
|
|
vn -0.3317 0.9333 -0.1379
|
|
vn -0.5561 0.8226 0.1187
|
|
vn -0.0941 0.8714 0.4814
|
|
vn 0.0392 0.9932 -0.1094
|
|
vn -0.0051 0.8666 0.4990
|
|
vn -0.4128 0.8017 0.4323
|
|
vn -0.3520 -0.2732 -0.8952
|
|
vn 0.2906 -0.3413 -0.8939
|
|
vn -0.8799 0.1483 -0.4514
|
|
vn -0.6654 -0.3112 -0.6785
|
|
vn -0.8290 -0.1806 0.5293
|
|
vn -0.5928 0.4478 0.6693
|
|
vn -0.4715 -0.8066 -0.3564
|
|
vn -0.2006 0.3956 -0.8962
|
|
vn -0.2902 -0.8369 -0.4641
|
|
vn 0.1598 -0.8454 -0.5098
|
|
vn 0.3647 0.3209 -0.8741
|
|
vn -0.0094 -0.9140 -0.4056
|
|
vn -0.0274 -0.8589 0.5115
|
|
vn -0.5838 -0.7780 0.2322
|
|
vn 0.4213 -0.8376 -0.3478
|
|
vn 0.5252 -0.8222 0.2196
|
|
vn -0.0996 0.9925 -0.0706
|
|
vn -0.5660 0.6776 -0.4696
|
|
vn -0.7992 0.5464 -0.2505
|
|
vn -0.8333 0.3040 -0.4618
|
|
vn 0.4888 0.6639 0.5660
|
|
vn 0.5774 0.5773 0.5774
|
|
vn 0.7010 0.7129 -0.0194
|
|
vn 0.2878 0.4995 -0.8171
|
|
vn 0.1772 -0.6363 -0.7508
|
|
vn -0.7681 0.4478 -0.4577
|
|
vn -0.5060 -0.8112 -0.2930
|
|
vn 0.1555 -0.6146 -0.7734
|
|
vn -0.0135 0.5332 -0.8459
|
|
vn -0.8147 0.5026 -0.2890
|
|
vn 0.1126 -0.9931 0.0326
|
|
vn 0.3308 -0.7702 0.5453
|
|
vn 0.6020 0.7535 0.2644
|
|
vn 0.5908 0.7378 -0.3265
|
|
vn 0.8075 -0.4912 -0.3265
|
|
vn 0.4527 -0.4800 0.7514
|
|
vn -0.1717 0.5638 0.8079
|
|
vn 0.4800 -0.4621 0.7457
|
|
vn 0.4289 -0.1780 0.8856
|
|
vn 0.2155 0.5818 0.7843
|
|
vn 0.3928 0.2723 -0.8784
|
|
vn 0.0336 0.5592 0.8283
|
|
vn 0.0305 0.6701 -0.7416
|
|
vn 0.2748 -0.6302 -0.7262
|
|
vn 0.3794 0.6132 -0.6929
|
|
vn -0.1636 0.6140 -0.7722
|
|
vn -0.2763 -0.6439 -0.7135
|
|
vn 0.6101 0.6976 0.3758
|
|
vn 0.5007 0.6465 -0.5756
|
|
vn 0.7132 -0.7007 0.0190
|
|
vn 0.5772 -0.5776 0.5773
|
|
vn 0.8075 -0.4913 -0.3265
|
|
vn 0.2640 0.6052 0.7510
|
|
vn 0.0951 0.7707 0.6300
|
|
vn 0.6631 0.5926 0.4573
|
|
vn 0.0478 0.4813 -0.8753
|
|
vn -0.0109 -0.3349 0.9422
|
|
vn -0.3494 -0.4052 -0.8448
|
|
vn 0.8578 -0.2734 0.4351
|
|
vn 0.6940 -0.3006 -0.6542
|
|
vn 0.0262 -0.3704 -0.9285
|
|
vn -0.6435 -0.7296 -0.2314
|
|
vn -0.5544 -0.7247 -0.4093
|
|
vn 0.2789 -0.5882 -0.7591
|
|
vn 0.2936 0.9322 0.2117
|
|
vn 0.8922 -0.1893 0.4101
|
|
vn 0.1689 -0.5595 0.8114
|
|
vn 0.1206 0.9356 0.3318
|
|
vn 0.3827 -0.2734 -0.8825
|
|
vn -0.3253 0.8782 0.3507
|
|
vn -0.6020 0.7758 -0.1888
|
|
vn -0.6813 -0.5276 -0.5074
|
|
vn -0.8811 0.0630 -0.4688
|
|
vn -0.6016 -0.5328 -0.5952
|
|
vn -0.0647 0.9513 -0.3015
|
|
vn 0.3039 0.9376 0.1692
|
|
vn 0.1603 0.9339 0.3197
|
|
vn 0.0907 0.9165 0.3896
|
|
vn 0.8968 -0.1912 0.3990
|
|
vn 0.2917 0.9314 0.2177
|
|
vn -0.4703 0.8655 -0.1721
|
|
vn -0.8513 0.1261 -0.5093
|
|
vn -0.0990 0.8577 -0.5046
|
|
vn 0.0037 0.2728 -0.9621
|
|
vn 0.1182 -0.2427 -0.9629
|
|
vn -0.8869 -0.4405 -0.1393
|
|
vn -0.6739 -0.5940 -0.4394
|
|
vn 0.1833 -0.1298 -0.9745
|
|
vn 0.9392 -0.2188 -0.2648
|
|
vn 0.3861 0.8078 0.4453
|
|
vn -0.4663 0.8834 -0.0472
|
|
vn -0.8004 0.5902 -0.1052
|
|
vn -0.1298 0.8815 0.4540
|
|
vn -0.3662 0.9304 -0.0172
|
|
vn -0.7266 0.6184 -0.2995
|
|
vn 0.4222 0.6567 0.6249
|
|
vn -0.3979 0.7862 -0.4729
|
|
vn -0.0392 0.9932 -0.1094
|
|
vn 0.0941 0.8714 0.4814
|
|
vn 0.5561 0.8226 0.1187
|
|
vn 0.3317 0.9333 -0.1379
|
|
vn 0.0051 0.8666 0.4990
|
|
vn 0.4128 0.8017 0.4323
|
|
vn 0.3520 -0.2732 -0.8952
|
|
vn -0.2906 -0.3413 -0.8939
|
|
# 205 vertex normals
|
|
|
|
vt 1.0000 1.0000 0.0000
|
|
vt 1.0000 0.0000 0.0000
|
|
vt 0.0000 1.0000 0.0000
|
|
vt 0.5000 1.0000 0.0000
|
|
vt 0.0000 0.6667 0.0000
|
|
vt 0.5000 0.0000 0.0000
|
|
vt 0.2500 0.0000 0.0000
|
|
vt 0.0000 0.0000 0.0000
|
|
vt 0.0000 0.3333 0.0000
|
|
vt 0.0000 0.4444 0.0000
|
|
vt 0.0000 0.5556 0.0000
|
|
vt 0.5313 1.0000 0.0000
|
|
vt 0.5625 1.0000 0.0000
|
|
vt 0.6250 1.0000 0.0000
|
|
vt 0.7500 1.0000 0.0000
|
|
vt 0.8378 0.7993 0.0000
|
|
vt 0.7479 0.7732 0.0000
|
|
vt 0.5639 0.7196 0.0000
|
|
vt 0.2793 0.6368 0.0000
|
|
vt 0.1186 0.5901 0.0000
|
|
vt 0.8648 0.2449 0.0000
|
|
vt 0.7427 0.7717 0.0000
|
|
vt 0.7142 0.9223 0.0000
|
|
vt 0.1120 0.5881 0.0000
|
|
vt 0.4882 0.9530 0.0000
|
|
vt 0.5601 0.9721 0.0000
|
|
vt 0.6194 0.9946 0.0000
|
|
vt 0.5967 0.8586 0.0000
|
|
vt 0.6583 0.7471 0.0000
|
|
vt 0.5544 0.7169 0.0000
|
|
vt 0.1919 0.6114 0.0000
|
|
vt 0.4160 0.8034 0.0000
|
|
vt 0.2719 0.6347 0.0000
|
|
vt 0.5739 0.7225 0.0000
|
|
# 34 texture coords
|
|
|
|
o Plane026
|
|
g Plane026
|
|
usemtl wire_133133133
|
|
s off
|
|
f 4414/1656/3228 4415/1657/3229 4416/1657/3230 4417/1656/3231
|
|
f 4418/1656/3232 4419/1657/3233 4420/1657/3234 4421/1656/3235 4422/1656/3236 4423/1656/3237 4424/1656/3238 4425/1656/3239
|
|
f 4421/1656/3235 4420/1657/3234 4426/1657/3240 4427/1656/3241
|
|
f 4428/1658/3242 4429/1659/3243 4430/1659/3244 4431/1658/3245
|
|
f 4432/1660/3246 4428/1658/3242 4433/1658/3247 4434/1660/3248
|
|
f 4428/1658/3242 4431/1658/3245 4435/1658/3249 4433/1658/3247
|
|
f 4436/1656/3250 4437/1657/3251 4438/1661/3252 4439/1662/3253 4440/1663/3254 4441/1664/3255 4442/1665/3256 4443/1666/3257 4444/1660/3258 4445/1658/3259 4446/1659/3260 4447/1667/3261 4448/1668/3262 4449/1669/3263 4450/1670/3264
|
|
f 4451/1657/3265 4437/1657/3251 4436/1656/3250 4452/1656/3266
|
|
f 4453/1657/3267 4451/1657/3265 4452/1656/3266 4454/1656/3268 4455/1656/3269 4456/1656/3270 4457/1656/3271 4458/1656/3272
|
|
f 4459/1657/3273 4453/1657/3267 4458/1656/3272 4460/1656/3274
|
|
f 4461/1658/3275 4445/1658/3259 4444/1660/3258 4462/1660/3276
|
|
f 4463/1664/3256 4464/1665/3255 4442/1665/3256 4441/1664/3255
|
|
f 4465/1663/3277 4463/1664/3256 4441/1664/3255 4440/1663/3254
|
|
f 4415/1657/3229 4466/1661/3278 4438/1661/3252 4437/1657/3251
|
|
f 4464/1665/3255 4467/1666/3279 4443/1666/3257 4442/1665/3256
|
|
f 4467/1666/3279 4432/1660/3246 4444/1660/3258 4443/1666/3257
|
|
f 4429/1659/3243 4468/1667/3280 4447/1667/3261 4446/1659/3260
|
|
s 2
|
|
f 4416/1657/3230 4415/1657/3229 4437/1657/3251 4451/1657/3265
|
|
s 1
|
|
f 4414/1656/3228 4417/1656/3231 4452/1656/3266 4436/1656/3250
|
|
s off
|
|
f 4469/1657/3281 4416/1657/3230 4451/1657/3265 4453/1657/3267
|
|
f 4417/1656/3231 4470/1656/3282 4454/1656/3268 4452/1656/3266
|
|
f 4471/1657/3283 4469/1657/3281 4453/1657/3267 4459/1657/3273
|
|
f 4472/1656/3284 4471/1657/3283 4459/1657/3273 4460/1656/3274
|
|
f 4473/1656/3285 4472/1656/3284 4460/1656/3274 4458/1656/3272
|
|
f 4430/1659/3244 4429/1659/3243 4446/1659/3260 4474/1659/3286
|
|
f 4431/1658/3245 4430/1659/3244 4474/1659/3286 4475/1658/3287
|
|
f 4434/1660/3248 4433/1658/3247 4461/1658/3275 4462/1660/3276
|
|
f 4432/1660/3246 4434/1660/3248 4462/1660/3276 4444/1660/3258
|
|
f 4435/1658/3249 4431/1658/3245 4475/1658/3287 4476/1658/3288
|
|
f 4433/1658/3247 4435/1658/3249 4476/1658/3288 4461/1658/3275
|
|
f 4477/1671/3289 4478/1672/3290 4479/1673/3290 4480/1674/3290 4481/1675/3290 4467/1666/3279 4464/1665/3255 4463/1664/3256 4465/1663/3277 4482/1662/3291 4466/1661/3278 4415/1657/3229 4483/1676/3292
|
|
f 4417/1656/3231 4416/1657/3230 4419/1657/3233 4418/1656/3232
|
|
f 4416/1657/3230 4469/1657/3281 4420/1657/3234 4419/1657/3233
|
|
f 4469/1657/3281 4471/1657/3283 4426/1657/3240 4420/1657/3234
|
|
f 4471/1657/3283 4472/1656/3284 4427/1656/3241 4426/1657/3240
|
|
f 4472/1656/3284 4473/1656/3285 4421/1656/3235 4427/1656/3241
|
|
f 4473/1656/3285 4484/1656/3293 4422/1656/3236 4421/1656/3235
|
|
f 4415/1657/3229 4414/1656/3228 4485/1656/3294 4486/1657/3295
|
|
f 4414/1656/3228 4487/1670/3296 4488/1670/3297 4485/1656/3294
|
|
f 4429/1659/3243 4428/1658/3242 4489/1658/3298 4490/1659/3299
|
|
f 4428/1658/3242 4432/1660/3246 4491/1660/3300 4489/1658/3298
|
|
f 4432/1660/3246 4467/1666/3279 4492/1666/3301 4491/1660/3300
|
|
f 4478/1672/3290 4477/1671/3289 4493/1671/3302 4494/1677/3303
|
|
f 4477/1671/3289 4483/1676/3292 4495/1676/3304 4493/1671/3302
|
|
f 4483/1676/3292 4415/1657/3229 4486/1657/3295 4495/1676/3304
|
|
f 4445/1658/3259 4475/1658/3287 4474/1659/3286 4446/1659/3260
|
|
f 4445/1658/3259 4461/1658/3275 4476/1658/3288 4475/1658/3287
|
|
f 4487/1670/3296 4414/1656/3228 4436/1656/3250 4450/1670/3264
|
|
f 4487/1670/3296 4496/1669/3305 4497/1669/3306 4488/1670/3297
|
|
f 4496/1669/3305 4487/1670/3296 4450/1670/3264 4449/1669/3263
|
|
f 4496/1669/3305 4498/1668/3307 4499/1668/3308 4497/1669/3306
|
|
f 4498/1668/3307 4496/1669/3305 4449/1669/3263 4448/1668/3262
|
|
f 4498/1668/3307 4468/1667/3280 4500/1667/3309 4499/1668/3308
|
|
f 4468/1667/3280 4498/1668/3307 4448/1668/3262 4447/1667/3261
|
|
f 4468/1667/3280 4429/1659/3243 4490/1659/3299 4500/1667/3309
|
|
f 4501/1678/3310 4494/1677/3303 4493/1671/3302 4495/1676/3304 4486/1657/3295 4485/1656/3294 4488/1670/3297 4497/1669/3306 4499/1668/3308 4500/1667/3309 4490/1659/3299 4489/1658/3298 4491/1660/3300 4492/1666/3301 4502/1679/3311 4503/1680/3312 4504/1681/3313 4505/1682/3314
|
|
f 4506/1678/3315 4507/1682/3316 4508/1683/3317 4509/1684/3318 4510/1677/3319
|
|
f 4494/1677/3303 4511/1685/3320 4479/1673/3290 4478/1672/3290
|
|
f 4502/1679/3311 4492/1666/3301 4467/1666/3279 4481/1675/3290
|
|
f 4512/1681/3321 4513/1680/3322 4514/1679/3323 4515/1686/3324 4516/1687/3325
|
|
f 4517/1688/3320 4502/1679/3311 4481/1675/3290 4480/1674/3290
|
|
f 4502/1679/3311 4517/1688/3320 4518/1688/3326 4515/1686/3324 4514/1679/3323
|
|
f 4511/1685/3320 4494/1677/3303 4510/1677/3319 4509/1684/3318 4519/1689/3327
|
|
f 4494/1677/3303 4501/1678/3310 4506/1678/3315 4510/1677/3319
|
|
f 4501/1678/3310 4505/1682/3314 4507/1682/3316 4506/1678/3315
|
|
f 4505/1682/3314 4504/1681/3313 4512/1681/3321 4507/1682/3316
|
|
f 4504/1681/3313 4503/1680/3312 4513/1680/3322 4512/1681/3321
|
|
f 4503/1680/3312 4502/1679/3311 4514/1679/3323 4513/1680/3322
|
|
f 4507/1682/3316 4512/1681/3321 4516/1687/3325 4508/1683/3317
|
|
f 4519/1689/3327 4518/1688/3326 4517/1688/3320 4511/1685/3320
|
|
f 4511/1685/3320 4517/1688/3320 4480/1674/3290 4479/1673/3290
|
|
f 4508/1683/3317 4519/1689/3327 4509/1684/3318
|
|
f 4515/1686/3324 4518/1688/3326 4516/1687/3325
|
|
f 4516/1687/3325 4518/1688/3326 4519/1689/3327 4508/1683/3317
|
|
f 4520/1656/3328 4484/1656/3293 4457/1656/3271 4456/1656/3270
|
|
f 4520/1656/3328 4521/1656/3329 4424/1656/3238 4423/1656/3237
|
|
f 4470/1656/3282 4521/1656/3329 4455/1656/3269 4454/1656/3268
|
|
f 4470/1656/3282 4417/1656/3231 4418/1656/3232 4425/1656/3239
|
|
f 4521/1656/3329 4470/1656/3282 4425/1656/3239 4424/1656/3238
|
|
f 4521/1656/3329 4520/1656/3328 4456/1656/3270 4455/1656/3269
|
|
f 4484/1656/3293 4520/1656/3328 4423/1656/3237 4422/1656/3236
|
|
f 4484/1656/3293 4473/1656/3285 4458/1656/3272 4457/1656/3271
|
|
f 4466/1661/3278 4482/1662/3291 4439/1662/3253 4438/1661/3252
|
|
f 4482/1662/3291 4465/1663/3277 4440/1663/3254 4439/1662/3253
|
|
f 4522/1656/3330 4523/1656/3331 4524/1657/3332 4525/1657/3333
|
|
f 4526/1656/3334 4527/1656/3335 4528/1656/3336 4529/1656/3337 4530/1656/3338 4531/1656/3339 4532/1657/3340 4533/1657/3341
|
|
f 4531/1656/3339 4534/1656/3342 4535/1657/3343 4532/1657/3340
|
|
f 4536/1658/3344 4537/1658/3345 4538/1659/3346 4539/1659/3347
|
|
f 4540/1660/3348 4541/1660/3349 4542/1658/3350 4536/1658/3344
|
|
f 4536/1658/3344 4542/1658/3350 4543/1658/3351 4537/1658/3345
|
|
f 4544/1656/3352 4545/1670/3353 4546/1669/3354 4547/1668/3355 4548/1667/3356 4549/1659/3357 4550/1658/3358 4551/1660/3359 4552/1666/3360 4553/1665/3361 4554/1664/3362 4555/1663/3363 4556/1662/3364 4557/1661/3365 4558/1657/3366
|
|
f 4559/1657/3367 4560/1656/3368 4544/1656/3352 4558/1657/3366
|
|
f 4561/1657/3369 4562/1656/3370 4563/1656/3371 4564/1656/3372 4565/1656/3373 4566/1656/3374 4560/1656/3368 4559/1657/3367
|
|
f 4567/1657/3375 4568/1656/3376 4562/1656/3370 4561/1657/3369
|
|
f 4569/1658/3377 4570/1660/3378 4551/1660/3359 4550/1658/3358
|
|
f 4571/1664/3361 4554/1664/3362 4553/1665/3361 4572/1665/3379
|
|
f 4573/1663/3380 4555/1663/3363 4554/1664/3362 4571/1664/3361
|
|
f 4525/1657/3333 4558/1657/3366 4557/1661/3365 4574/1661/3381
|
|
f 4572/1665/3379 4553/1665/3361 4552/1666/3360 4575/1666/3382
|
|
f 4575/1666/3382 4552/1666/3360 4551/1660/3359 4540/1660/3348
|
|
f 4539/1659/3347 4549/1659/3357 4548/1667/3356 4576/1667/3383
|
|
s 2
|
|
f 4524/1657/3332 4559/1657/3367 4558/1657/3366 4525/1657/3333
|
|
s 1
|
|
f 4522/1656/3330 4544/1656/3352 4560/1656/3368 4523/1656/3331
|
|
s off
|
|
f 4577/1657/3384 4561/1657/3369 4559/1657/3367 4524/1657/3332
|
|
f 4523/1656/3331 4560/1656/3368 4566/1656/3374 4578/1656/3385
|
|
f 4579/1657/3386 4567/1657/3375 4561/1657/3369 4577/1657/3384
|
|
f 4580/1656/3387 4568/1656/3376 4567/1657/3375 4579/1657/3386
|
|
f 4581/1656/3388 4562/1656/3370 4568/1656/3376 4580/1656/3387
|
|
f 4538/1659/3346 4582/1659/3389 4549/1659/3357 4539/1659/3347
|
|
f 4537/1658/3345 4583/1658/3390 4582/1659/3389 4538/1659/3346
|
|
f 4541/1660/3349 4570/1660/3378 4569/1658/3377 4542/1658/3350
|
|
f 4540/1660/3348 4551/1660/3359 4570/1660/3378 4541/1660/3349
|
|
f 4543/1658/3351 4584/1658/3391 4583/1658/3390 4537/1658/3345
|
|
f 4542/1658/3350 4569/1658/3377 4584/1658/3391 4543/1658/3351
|
|
f 4585/1671/3392 4586/1676/3393 4525/1657/3333 4574/1661/3381 4587/1662/3394 4573/1663/3380 4571/1664/3361 4572/1665/3379 4575/1666/3382 4588/1675/3395 4589/1674/3395 4590/1673/3395 4591/1672/3395
|
|
f 4523/1656/3331 4526/1656/3334 4533/1657/3341 4524/1657/3332
|
|
f 4524/1657/3332 4533/1657/3341 4532/1657/3340 4577/1657/3384
|
|
f 4577/1657/3384 4532/1657/3340 4535/1657/3343 4579/1657/3386
|
|
f 4579/1657/3386 4535/1657/3343 4534/1656/3342 4580/1656/3387
|
|
f 4580/1656/3387 4534/1656/3342 4531/1656/3339 4581/1656/3388
|
|
f 4581/1656/3388 4531/1656/3339 4530/1656/3338 4592/1656/3396
|
|
f 4525/1657/3333 4593/1657/3397 4594/1656/3398 4522/1656/3330
|
|
f 4522/1656/3330 4594/1656/3398 4595/1670/3399 4596/1670/3400
|
|
f 4539/1659/3347 4597/1659/3401 4598/1658/3402 4536/1658/3344
|
|
f 4536/1658/3344 4598/1658/3402 4599/1660/3403 4540/1660/3348
|
|
f 4540/1660/3348 4599/1660/3403 4600/1666/3404 4575/1666/3382
|
|
f 4591/1672/3395 4601/1677/3405 4602/1671/3406 4585/1671/3392
|
|
f 4585/1671/3392 4602/1671/3406 4603/1676/3407 4586/1676/3393
|
|
f 4586/1676/3393 4603/1676/3407 4593/1657/3397 4525/1657/3333
|
|
f 4550/1658/3358 4549/1659/3357 4582/1659/3389 4583/1658/3390
|
|
f 4550/1658/3358 4583/1658/3390 4584/1658/3391 4569/1658/3377
|
|
f 4596/1670/3400 4545/1670/3353 4544/1656/3352 4522/1656/3330
|
|
f 4596/1670/3400 4595/1670/3399 4604/1669/3408 4605/1669/3409
|
|
f 4605/1669/3409 4546/1669/3354 4545/1670/3353 4596/1670/3400
|
|
f 4605/1669/3409 4604/1669/3408 4606/1668/3410 4607/1668/3411
|
|
f 4607/1668/3411 4547/1668/3355 4546/1669/3354 4605/1669/3409
|
|
f 4607/1668/3411 4606/1668/3410 4608/1667/3412 4576/1667/3383
|
|
f 4576/1667/3383 4548/1667/3356 4547/1668/3355 4607/1668/3411
|
|
f 4576/1667/3383 4608/1667/3412 4597/1659/3401 4539/1659/3347
|
|
f 4609/1678/3413 4610/1682/3414 4611/1681/3415 4612/1680/3416 4613/1679/3417 4600/1666/3404 4599/1660/3403 4598/1658/3402 4597/1659/3401 4608/1667/3412 4606/1668/3410 4604/1669/3408 4595/1670/3399 4594/1656/3398 4593/1657/3397 4603/1676/3407 4602/1671/3406 4601/1677/3405
|
|
f 4614/1678/3418 4615/1677/3419 4616/1684/3420 4617/1683/3421 4618/1682/3422
|
|
f 4601/1677/3405 4591/1672/3395 4590/1673/3395 4619/1685/3423
|
|
f 4613/1679/3417 4588/1675/3395 4575/1666/3382 4600/1666/3404
|
|
f 4620/1681/3424 4621/1687/3425 4622/1686/3426 4623/1679/3427 4624/1680/3428
|
|
f 4625/1688/3423 4589/1674/3395 4588/1675/3395 4613/1679/3417
|
|
f 4613/1679/3417 4623/1679/3427 4622/1686/3426 4626/1688/3429 4625/1688/3423
|
|
f 4619/1685/3423 4627/1689/3430 4616/1684/3420 4615/1677/3419 4601/1677/3405
|
|
f 4601/1677/3405 4615/1677/3419 4614/1678/3418 4609/1678/3413
|
|
f 4609/1678/3413 4614/1678/3418 4618/1682/3422 4610/1682/3414
|
|
f 4610/1682/3414 4618/1682/3422 4620/1681/3424 4611/1681/3415
|
|
f 4611/1681/3415 4620/1681/3424 4624/1680/3428 4612/1680/3416
|
|
f 4612/1680/3416 4624/1680/3428 4623/1679/3427 4613/1679/3417
|
|
f 4618/1682/3422 4617/1683/3421 4621/1687/3425 4620/1681/3424
|
|
f 4627/1689/3430 4619/1685/3423 4625/1688/3423 4626/1688/3429
|
|
f 4619/1685/3423 4590/1673/3395 4589/1674/3395 4625/1688/3423
|
|
f 4617/1683/3421 4616/1684/3420 4627/1689/3430
|
|
f 4622/1686/3426 4621/1687/3425 4626/1688/3429
|
|
f 4621/1687/3425 4617/1683/3421 4627/1689/3430 4626/1688/3429
|
|
f 4628/1656/3431 4564/1656/3372 4563/1656/3371 4592/1656/3396
|
|
f 4628/1656/3431 4529/1656/3337 4528/1656/3336 4629/1656/3432
|
|
f 4578/1656/3385 4566/1656/3374 4565/1656/3373 4629/1656/3432
|
|
f 4578/1656/3385 4527/1656/3335 4526/1656/3334 4523/1656/3331
|
|
f 4629/1656/3432 4528/1656/3336 4527/1656/3335 4578/1656/3385
|
|
f 4629/1656/3432 4565/1656/3373 4564/1656/3372 4628/1656/3431
|
|
f 4592/1656/3396 4530/1656/3338 4529/1656/3337 4628/1656/3431
|
|
f 4592/1656/3396 4563/1656/3371 4562/1656/3370 4581/1656/3388
|
|
f 4574/1661/3381 4557/1661/3365 4556/1662/3364 4587/1662/3394
|
|
f 4587/1662/3394 4556/1662/3364 4555/1663/3363 4573/1663/3380
|
|
# 164 polygons - 4 triangles
|
|
|
|
#
|
|
# object Line016
|
|
#
|
|
|
|
v -404.1808 18.6077 -41.5383
|
|
v -394.4285 16.7170 -33.1962
|
|
v -393.8121 17.7797 -33.5847
|
|
v -403.6086 19.6790 -41.9646
|
|
v -392.9542 18.0485 -34.5059
|
|
v -402.7607 19.9496 -42.8944
|
|
v -392.3573 17.3658 -35.4204
|
|
v -402.1339 19.2612 -43.7832
|
|
v -392.3711 16.1317 -35.7922
|
|
v -402.0953 18.0169 -44.1103
|
|
v -392.9875 15.0689 -35.4038
|
|
v -402.6676 16.9456 -43.6841
|
|
v -393.8454 14.8002 -34.4825
|
|
v -403.5155 16.6749 -42.7542
|
|
v -394.4423 15.4828 -33.5680
|
|
v -404.1423 17.3633 -41.8654
|
|
v -394.0203 16.5766 -32.8490
|
|
v -393.2743 17.5947 -33.1273
|
|
v -392.3870 17.8534 -34.0236
|
|
v -391.8781 17.2010 -35.0128
|
|
v -392.0457 16.0197 -35.5154
|
|
v -392.7916 15.0015 -35.2371
|
|
v -393.6789 14.7429 -34.3409
|
|
v -394.1878 15.3953 -33.3517
|
|
v -393.6406 16.3214 -32.5302
|
|
v -392.7370 17.2336 -32.6761
|
|
v -391.8139 17.4682 -33.5423
|
|
v -391.4120 16.8877 -34.6214
|
|
v -391.7667 15.8322 -35.2812
|
|
v -392.6703 14.9200 -35.1353
|
|
v -393.5934 14.6854 -34.2691
|
|
v -393.9954 15.2659 -33.1900
|
|
v -393.3140 15.9722 -32.2602
|
|
v -392.2755 16.7402 -32.2946
|
|
v -391.3217 16.9420 -33.1355
|
|
v -391.0114 16.4594 -34.2902
|
|
v -391.5263 15.5752 -35.0825
|
|
v -392.5648 14.8072 -35.0481
|
|
v -393.5186 14.6054 -34.2072
|
|
v -393.8289 15.0880 -33.0524
|
|
v -393.0497 15.5443 -32.0465
|
|
v -391.9023 16.1361 -31.9929
|
|
v -390.9239 16.2979 -32.8138
|
|
v -390.6874 15.9349 -34.0283
|
|
v -391.3315 15.2598 -34.9249
|
|
v -392.4788 14.6680 -34.9785
|
|
v -393.4573 14.5062 -34.1576
|
|
v -393.6938 14.8692 -32.9432
|
|
v -392.8568 15.0525 -31.8965
|
|
v -391.6299 15.4411 -31.7809
|
|
v -390.6333 15.5568 -32.5877
|
|
v -390.4509 15.3317 -33.8443
|
|
v -391.1895 14.8978 -34.8145
|
|
v -392.4165 14.5092 -34.9301
|
|
v -393.4131 14.3935 -34.1233
|
|
v -393.5955 14.6186 -32.8667
|
|
v -392.7450 14.5120 -31.8179
|
|
v -391.4716 14.6762 -31.6697
|
|
v -390.4644 14.7409 -32.4691
|
|
v -390.3136 14.6682 -33.7478
|
|
v -391.1074 14.5007 -34.7567
|
|
v -392.3808 14.3365 -34.9049
|
|
v -393.3879 14.2718 -34.1056
|
|
v -393.5388 14.3445 -32.8268
|
|
v -392.7248 13.9627 -31.8185
|
|
v -391.4451 13.9556 -31.6703
|
|
v -390.4364 13.9796 -32.4697
|
|
v -390.2896 14.0208 -33.7483
|
|
v -391.0907 14.0549 -34.7571
|
|
v -392.3705 14.0621 -34.9052
|
|
v -393.3792 14.0380 -34.1059
|
|
v -393.5260 13.9969 -32.8273
|
|
v -392.9282 8.9274 -32.1391
|
|
v -391.6489 8.9050 -31.9935
|
|
v -390.6393 8.9766 -32.7910
|
|
v -390.4906 9.1003 -34.0645
|
|
v -391.2902 9.2036 -35.0679
|
|
v -392.5695 9.2260 -35.2136
|
|
v -393.5792 9.1544 -34.4160
|
|
v -393.7278 9.0307 -33.1426
|
|
v -392.9063 8.1622 -32.2399
|
|
v -391.6304 8.2639 -32.0782
|
|
v -390.6261 8.5169 -32.8520
|
|
v -390.4815 8.7730 -34.1081
|
|
v -391.2815 8.8822 -35.1106
|
|
v -392.5573 8.7805 -35.2723
|
|
v -393.5617 8.5275 -34.4984
|
|
v -393.7062 8.2714 -33.2424
|
|
v -392.7621 7.3735 -32.4403
|
|
v -391.5161 7.6384 -32.2372
|
|
v -390.5537 8.1212 -32.9526
|
|
v -390.4387 8.5389 -34.1676
|
|
v -391.2385 8.6469 -35.1704
|
|
v -392.4845 8.3819 -35.3735
|
|
v -393.4468 7.8992 -34.6581
|
|
v -393.5619 7.4815 -33.4431
|
|
v -392.5071 6.6507 -32.7211
|
|
v -391.3138 7.0650 -32.4599
|
|
v -390.4255 7.7577 -33.0938
|
|
v -390.3626 8.3232 -34.2513
|
|
v -391.1620 8.4302 -35.2545
|
|
v -392.3553 8.0159 -35.5157
|
|
v -393.2436 7.3231 -34.8819
|
|
v -393.3065 6.7577 -33.7243
|
|
v -392.1508 6.0104 -33.0728
|
|
v -391.0310 6.5567 -32.7391
|
|
v -390.2461 7.4353 -33.2709
|
|
v -390.2560 8.1315 -34.3566
|
|
v -391.0548 8.2375 -35.3603
|
|
v -392.1747 7.6913 -35.6940
|
|
v -392.9596 6.8127 -35.1622
|
|
v -392.9497 6.1165 -34.0765
|
|
v -391.7021 5.4686 -33.4866
|
|
v -390.6749 6.1268 -33.0675
|
|
v -390.0204 7.1628 -33.4790
|
|
v -390.1221 7.9698 -34.4801
|
|
v -390.9203 8.0751 -35.4845
|
|
v -391.9474 7.4169 -35.9036
|
|
v -392.6020 6.3809 -35.4921
|
|
v -392.5003 5.5739 -34.4909
|
|
v -391.1701 5.0422 -33.9536
|
|
v -390.2530 5.7886 -33.4378
|
|
v -389.7535 6.9488 -33.7133
|
|
v -389.9641 7.8432 -34.6188
|
|
v -390.7615 7.9478 -35.6238
|
|
v -391.6786 7.2014 -36.1396
|
|
v -392.1782 6.0412 -35.8641
|
|
v -391.9675 5.1468 -34.9586
|
|
v -390.6338 4.7822 -34.4057
|
|
v -389.8022 5.5702 -33.8178
|
|
v -389.4221 6.7883 -33.9928
|
|
v -389.7160 7.7230 -34.8281
|
|
v -390.5118 7.8267 -35.8344
|
|
v -391.3434 7.0388 -36.4223
|
|
v -391.7235 5.8207 -36.2474
|
|
v -391.4296 4.8860 -35.4121
|
|
v -382.2491 1.5883 -41.3474
|
|
v -381.4533 2.3898 -40.7297
|
|
v -381.1292 3.6292 -40.8581
|
|
v -381.4666 4.5807 -41.6572
|
|
v -382.2679 4.6867 -42.6590
|
|
v -383.0637 3.8852 -43.2766
|
|
v -383.3878 2.6458 -43.1483
|
|
v -383.0504 1.6944 -42.3492
|
|
v -381.8499 1.4624 -41.6849
|
|
v -381.0970 2.2774 -41.0310
|
|
v -380.8550 3.5428 -41.0899
|
|
v -381.2657 4.5173 -41.8271
|
|
v -382.0885 4.6301 -42.8107
|
|
v -382.8414 3.8151 -43.4646
|
|
v -383.0834 2.5497 -43.4057
|
|
v -382.6727 1.5752 -42.6685
|
|
v -381.4043 1.3966 -42.0772
|
|
v -380.7144 2.2209 -41.3679
|
|
v -380.5910 3.5038 -41.3224
|
|
v -381.1064 4.4938 -41.9674
|
|
v -381.9587 4.6109 -42.9251
|
|
v -382.6486 3.7866 -43.6344
|
|
v -382.7720 2.5037 -43.6799
|
|
v -382.2566 1.5137 -43.0349
|
|
v -380.9660 1.4054 -42.4784
|
|
v -380.3382 2.2285 -41.7123
|
|
v -380.3316 3.5090 -41.5599
|
|
v -380.9501 4.4969 -42.1105
|
|
v -381.8314 4.6135 -43.0416
|
|
v -382.4593 3.7904 -43.8077
|
|
v -382.4659 2.5099 -43.9601
|
|
v -381.8474 1.5220 -43.4095
|
|
v -380.5405 1.4880 -42.8834
|
|
v -379.9729 2.2994 -42.0599
|
|
v -380.0798 3.5579 -41.7995
|
|
v -380.7985 4.5264 -42.2548
|
|
v -381.7081 4.6374 -43.1590
|
|
v -382.2756 3.8261 -43.9825
|
|
v -382.1688 2.5675 -44.2429
|
|
v -381.4500 1.5991 -43.7876
|
|
v -380.1327 1.6437 -43.2874
|
|
v -379.6230 2.4329 -42.4065
|
|
v -379.8389 3.6498 -42.0381
|
|
v -380.6538 4.5816 -42.3981
|
|
v -381.5904 4.6823 -43.2755
|
|
v -382.1000 3.8931 -44.1565
|
|
v -381.8841 2.6762 -44.5248
|
|
v -381.0692 1.7445 -44.1649
|
|
v -379.7480 1.8715 -43.6853
|
|
v -379.2931 2.6284 -42.7478
|
|
v -379.6119 3.7843 -42.2730
|
|
v -380.5176 4.6623 -42.5390
|
|
v -381.4798 4.7479 -43.3900
|
|
v -381.9347 3.9910 -44.3275
|
|
v -381.6159 2.8351 -44.8023
|
|
v -380.7102 1.9571 -44.5363
|
|
v -379.4241 2.1437 -44.0370
|
|
v -379.0070 2.8687 -43.0584
|
|
v -379.3970 3.9649 -42.5063
|
|
v -380.3656 4.7900 -42.7041
|
|
v -381.3454 4.8608 -43.5359
|
|
v -381.7624 4.1358 -44.5145
|
|
v -381.3724 3.0396 -45.0666
|
|
v -380.4039 2.2145 -44.8689
|
|
v -378.8764 2.6826 -44.6482
|
|
v -378.4713 3.3958 -43.6562
|
|
v -378.8839 4.4698 -43.0788
|
|
v -379.8723 5.2753 -43.2544
|
|
v -380.8577 5.3406 -44.0800
|
|
v -381.2628 4.6274 -45.0720
|
|
v -380.8502 3.5535 -45.6493
|
|
v -379.8617 2.7479 -45.4737
|
|
v -404.1808 18.6077 -45.2331
|
|
v -394.4285 16.7170 -36.8910
|
|
v -393.8121 17.7797 -37.2795
|
|
v -403.6086 19.6790 -45.6594
|
|
v -392.9542 18.0485 -38.2008
|
|
v -402.7607 19.9497 -46.5892
|
|
v -392.3573 17.3658 -39.1152
|
|
v -402.1339 19.2612 -47.4780
|
|
v -392.3711 16.1317 -39.4871
|
|
v -402.0953 18.0169 -47.8051
|
|
v -392.9875 15.0689 -39.0986
|
|
v -402.6676 16.9456 -47.3789
|
|
v -393.8454 14.8002 -38.1773
|
|
v -403.5155 16.6749 -46.4490
|
|
v -394.4423 15.4828 -37.2629
|
|
v -404.1423 17.3633 -45.5602
|
|
v -394.0203 16.5766 -36.5438
|
|
v -393.2743 17.5947 -36.8221
|
|
v -392.3870 17.8534 -37.7184
|
|
v -391.8781 17.2010 -38.7076
|
|
v -392.0457 16.0197 -39.2102
|
|
v -392.7916 15.0015 -38.9319
|
|
v -393.6789 14.7429 -38.0357
|
|
v -394.1879 15.3953 -37.0465
|
|
v -393.6406 16.3214 -36.2250
|
|
v -392.7370 17.2336 -36.3709
|
|
v -391.8139 17.4682 -37.2371
|
|
v -391.4120 16.8877 -38.3162
|
|
v -391.7667 15.8322 -38.9760
|
|
v -392.6703 14.9200 -38.8301
|
|
v -393.5934 14.6854 -37.9639
|
|
v -393.9954 15.2659 -36.8848
|
|
v -393.3140 15.9722 -35.9550
|
|
v -392.2755 16.7402 -35.9894
|
|
v -391.3217 16.9420 -36.8303
|
|
v -391.0114 16.4594 -37.9850
|
|
v -391.5263 15.5752 -38.7773
|
|
v -392.5648 14.8072 -38.7429
|
|
v -393.5186 14.6054 -37.9020
|
|
v -393.8289 15.0880 -36.7472
|
|
v -393.0497 15.5443 -35.7413
|
|
v -391.9023 16.1361 -35.6877
|
|
v -390.9239 16.2979 -36.5086
|
|
v -390.6874 15.9349 -37.7231
|
|
v -391.3315 15.2598 -38.6197
|
|
v -392.4788 14.6680 -38.6733
|
|
v -393.4573 14.5062 -37.8525
|
|
v -393.6938 14.8692 -36.6380
|
|
v -392.8569 15.0526 -35.5913
|
|
v -391.6299 15.4412 -35.4757
|
|
v -390.6333 15.5568 -36.2825
|
|
v -390.4509 15.3317 -37.5391
|
|
v -391.1895 14.8978 -38.5093
|
|
v -392.4165 14.5091 -38.6249
|
|
v -393.4131 14.3935 -37.8181
|
|
v -393.5955 14.6186 -36.5615
|
|
v -392.7451 14.5121 -35.5127
|
|
v -391.4716 14.6762 -35.3645
|
|
v -390.4645 14.7409 -36.1639
|
|
v -390.3136 14.6681 -37.4426
|
|
v -391.1073 14.5006 -38.4515
|
|
v -392.3808 14.3365 -38.5998
|
|
v -393.3879 14.2718 -37.8004
|
|
v -393.5388 14.3445 -36.5217
|
|
v -392.7249 13.9628 -35.5133
|
|
v -391.4451 13.9556 -35.3651
|
|
v -390.4364 13.9796 -36.1645
|
|
v -390.2896 14.0208 -37.4431
|
|
v -391.0907 14.0549 -38.4519
|
|
v -392.3705 14.0621 -38.6001
|
|
v -393.3792 14.0380 -37.8007
|
|
v -393.5260 13.9969 -36.5221
|
|
v -392.9283 8.9274 -35.8339
|
|
v -391.6490 8.9050 -35.6883
|
|
v -390.6393 8.9766 -36.4858
|
|
v -390.4906 9.1003 -37.7592
|
|
v -391.2902 9.2036 -38.7627
|
|
v -392.5695 9.2260 -38.9084
|
|
v -393.5792 9.1544 -38.1109
|
|
v -393.7278 9.0307 -36.8374
|
|
v -392.9063 8.1622 -35.9347
|
|
v -391.6305 8.2639 -35.7730
|
|
v -390.6261 8.5169 -36.5468
|
|
v -390.4815 8.7730 -37.8029
|
|
v -391.2815 8.8822 -38.8054
|
|
v -392.5573 8.7805 -38.9671
|
|
v -393.5617 8.5275 -38.1933
|
|
v -393.7062 8.2714 -36.9372
|
|
v -392.7621 7.3735 -36.1352
|
|
v -391.5161 7.6384 -35.9320
|
|
v -390.5537 8.1212 -36.6474
|
|
v -390.4387 8.5389 -37.8624
|
|
v -391.2385 8.6469 -38.8652
|
|
v -392.4845 8.3819 -39.0684
|
|
v -393.4468 7.8992 -38.3529
|
|
v -393.5619 7.4815 -37.1380
|
|
v -392.5071 6.6507 -36.4159
|
|
v -391.3138 7.0649 -36.1547
|
|
v -390.4255 7.7577 -36.7886
|
|
v -390.3626 8.3232 -37.9461
|
|
v -391.1620 8.4302 -38.9493
|
|
v -392.3553 8.0159 -39.2105
|
|
v -393.2436 7.3232 -38.5767
|
|
v -393.3065 6.7577 -37.4191
|
|
v -392.1508 6.0105 -36.7676
|
|
v -391.0310 6.5567 -36.4339
|
|
v -390.2461 7.4353 -36.9657
|
|
v -390.2560 8.1315 -38.0514
|
|
v -391.0548 8.2375 -39.0551
|
|
v -392.1747 7.6913 -39.3888
|
|
v -392.9596 6.8127 -38.8570
|
|
v -392.9497 6.1165 -37.7713
|
|
v -391.7021 5.4686 -37.1814
|
|
v -390.6750 6.1268 -36.7623
|
|
v -390.0205 7.1628 -37.1738
|
|
v -390.1221 7.9698 -38.1749
|
|
v -390.9203 8.0751 -39.1793
|
|
v -391.9474 7.4169 -39.5984
|
|
v -392.6019 6.3809 -39.1869
|
|
v -392.5003 5.5739 -38.1858
|
|
v -391.1701 5.0422 -37.6485
|
|
v -390.2531 5.7886 -37.1326
|
|
v -389.7535 6.9488 -37.4081
|
|
v -389.9641 7.8432 -38.3136
|
|
v -390.7615 7.9478 -39.3186
|
|
v -391.6786 7.2014 -39.8344
|
|
v -392.1782 6.0412 -39.5589
|
|
v -391.9675 5.1468 -38.6535
|
|
v -390.6338 4.7822 -38.1005
|
|
v -389.8022 5.5702 -37.5126
|
|
v -389.4221 6.7882 -37.6876
|
|
v -389.7160 7.7230 -38.5229
|
|
v -390.5118 7.8267 -39.5292
|
|
v -391.3434 7.0388 -40.1171
|
|
v -391.7235 5.8207 -39.9422
|
|
v -391.4296 4.8860 -39.1069
|
|
v -382.2491 1.5883 -45.0422
|
|
v -381.4534 2.3898 -44.4245
|
|
v -381.1292 3.6292 -44.5528
|
|
v -381.4666 4.5807 -45.3520
|
|
v -382.2679 4.6867 -46.3538
|
|
v -383.0636 3.8852 -46.9715
|
|
v -383.3877 2.6458 -46.8432
|
|
v -383.0504 1.6944 -46.0440
|
|
v -381.8499 1.4624 -45.3797
|
|
v -381.0970 2.2774 -44.7258
|
|
v -380.8550 3.5428 -44.7847
|
|
v -381.2657 4.5173 -45.5219
|
|
v -382.0885 4.6301 -46.5056
|
|
v -382.8414 3.8151 -47.1594
|
|
v -383.0834 2.5497 -47.1005
|
|
v -382.6727 1.5752 -46.3633
|
|
v -381.4043 1.3966 -45.7721
|
|
v -380.7144 2.2209 -45.0628
|
|
v -380.5910 3.5038 -45.0173
|
|
v -381.1064 4.4938 -45.6622
|
|
v -381.9587 4.6109 -46.6198
|
|
v -382.6487 3.7866 -47.3292
|
|
v -382.7720 2.5037 -47.3746
|
|
v -382.2566 1.5138 -46.7297
|
|
v -380.9660 1.4054 -46.1733
|
|
v -380.3382 2.2285 -45.4071
|
|
v -380.3316 3.5090 -45.2547
|
|
v -380.9501 4.4969 -45.8053
|
|
v -381.8314 4.6135 -46.7364
|
|
v -382.4593 3.7904 -47.5025
|
|
v -382.4659 2.5099 -47.6549
|
|
v -381.8474 1.5220 -47.1043
|
|
v -380.5405 1.4880 -46.5782
|
|
v -379.9729 2.2994 -45.7547
|
|
v -380.0798 3.5579 -45.4943
|
|
v -380.7985 4.5263 -45.9495
|
|
v -381.7081 4.6374 -46.8538
|
|
v -382.2756 3.8261 -47.6773
|
|
v -382.1687 2.5676 -47.9377
|
|
v -381.4500 1.5991 -47.4825
|
|
v -380.1327 1.6437 -46.9822
|
|
v -379.6230 2.4329 -46.1013
|
|
v -379.8389 3.6498 -45.7329
|
|
v -380.6538 4.5816 -46.0929
|
|
v -381.5904 4.6823 -46.9703
|
|
v -382.1000 3.8931 -47.8513
|
|
v -381.8841 2.6762 -48.2196
|
|
v -381.0692 1.7445 -47.8597
|
|
v -379.7480 1.8715 -47.3801
|
|
v -379.2931 2.6284 -46.4426
|
|
v -379.6119 3.7843 -45.9678
|
|
v -380.5176 4.6623 -46.2338
|
|
v -381.4797 4.7479 -47.0848
|
|
v -381.9347 3.9910 -48.0223
|
|
v -381.6159 2.8351 -48.4971
|
|
v -380.7102 1.9572 -48.2311
|
|
v -379.4241 2.1437 -47.7318
|
|
v -379.0071 2.8687 -46.7532
|
|
v -379.3970 3.9648 -46.2011
|
|
v -380.3656 4.7900 -46.3989
|
|
v -381.3454 4.8608 -47.2307
|
|
v -381.7624 4.1358 -48.2093
|
|
v -381.3725 3.0396 -48.7614
|
|
v -380.4039 2.2145 -48.5637
|
|
v -378.8764 2.6826 -48.3430
|
|
v -378.4713 3.3958 -47.3510
|
|
v -378.8839 4.4698 -46.7737
|
|
v -379.8723 5.2753 -46.9492
|
|
v -380.8577 5.3406 -47.7748
|
|
v -381.2628 4.6274 -48.7668
|
|
v -380.8502 3.5535 -49.3441
|
|
v -379.8618 2.7479 -49.1686
|
|
v -404.1808 18.6077 -48.9280
|
|
v -394.4285 16.7170 -40.5858
|
|
v -393.8121 17.7797 -40.9743
|
|
v -403.6086 19.6790 -49.3542
|
|
v -392.9542 18.0485 -41.8956
|
|
v -402.7607 19.9497 -50.2840
|
|
v -392.3573 17.3658 -42.8100
|
|
v -402.1339 19.2612 -51.1728
|
|
v -392.3711 16.1317 -43.1818
|
|
v -402.0953 18.0169 -51.4999
|
|
v -392.9875 15.0689 -42.7934
|
|
v -402.6676 16.9456 -51.0737
|
|
v -393.8454 14.8002 -41.8721
|
|
v -403.5155 16.6749 -50.1438
|
|
v -394.4423 15.4828 -40.9577
|
|
v -404.1423 17.3633 -49.2550
|
|
v -394.0203 16.5766 -40.2386
|
|
v -393.2743 17.5947 -40.5169
|
|
v -392.3870 17.8534 -41.4132
|
|
v -391.8781 17.2010 -42.4024
|
|
v -392.0456 16.0197 -42.9050
|
|
v -392.7916 15.0015 -42.6267
|
|
v -393.6789 14.7429 -41.7305
|
|
v -394.1879 15.3953 -40.7413
|
|
v -393.6406 16.3214 -39.9198
|
|
v -392.7370 17.2336 -40.0658
|
|
v -391.8139 17.4682 -40.9319
|
|
v -391.4120 16.8877 -42.0110
|
|
v -391.7667 15.8322 -42.6708
|
|
v -392.6703 14.9200 -42.5249
|
|
v -393.5934 14.6854 -41.6587
|
|
v -393.9954 15.2659 -40.5796
|
|
v -393.3140 15.9722 -39.6498
|
|
v -392.2755 16.7402 -39.6842
|
|
v -391.3217 16.9420 -40.5251
|
|
v -391.0113 16.4594 -41.6798
|
|
v -391.5262 15.5752 -42.4721
|
|
v -392.5648 14.8072 -42.4377
|
|
v -393.5186 14.6054 -41.5968
|
|
v -393.8289 15.0880 -40.4421
|
|
v -393.0497 15.5443 -39.4361
|
|
v -391.9023 16.1361 -39.3825
|
|
v -390.9239 16.2979 -40.2034
|
|
v -390.6874 15.9349 -41.4179
|
|
v -391.3315 15.2598 -42.3145
|
|
v -392.4788 14.6680 -42.3681
|
|
v -393.4573 14.5062 -41.5473
|
|
v -393.6938 14.8692 -40.3328
|
|
v -392.8569 15.0525 -39.2861
|
|
v -391.6299 15.4411 -39.1705
|
|
v -390.6333 15.5568 -39.9773
|
|
v -390.4509 15.3318 -41.2339
|
|
v -391.1895 14.8978 -42.2041
|
|
v -392.4165 14.5092 -42.3197
|
|
v -393.4131 14.3935 -41.5129
|
|
v -393.5955 14.6186 -40.2563
|
|
v -392.7450 14.5120 -39.2075
|
|
v -391.4716 14.6762 -39.0593
|
|
v -390.4645 14.7409 -39.8587
|
|
v -390.3136 14.6682 -41.1374
|
|
v -391.1074 14.5007 -42.1464
|
|
v -392.3808 14.3365 -42.2946
|
|
v -393.3879 14.2718 -41.4952
|
|
v -393.5388 14.3445 -40.2165
|
|
v -392.7249 13.9627 -39.2081
|
|
v -391.4451 13.9556 -39.0600
|
|
v -390.4364 13.9796 -39.8593
|
|
v -390.2896 14.0208 -41.1379
|
|
v -391.0907 14.0549 -42.1467
|
|
v -392.3705 14.0621 -42.2949
|
|
v -393.3792 14.0381 -41.4955
|
|
v -393.5260 13.9969 -40.2169
|
|
v -392.9283 8.9274 -39.5287
|
|
v -391.6490 8.9050 -39.3831
|
|
v -390.6393 8.9766 -40.1806
|
|
v -390.4906 9.1003 -41.4541
|
|
v -391.2902 9.2035 -42.4575
|
|
v -392.5695 9.2259 -42.6032
|
|
v -393.5792 9.1544 -41.8057
|
|
v -393.7278 9.0307 -40.5322
|
|
v -392.9063 8.1622 -39.6295
|
|
v -391.6305 8.2639 -39.4678
|
|
v -390.6261 8.5169 -40.2416
|
|
v -390.4815 8.7730 -41.4977
|
|
v -391.2815 8.8822 -42.5002
|
|
v -392.5573 8.7805 -42.6619
|
|
v -393.5617 8.5275 -41.8881
|
|
v -393.7062 8.2714 -40.6320
|
|
v -392.7621 7.3734 -39.8300
|
|
v -391.5161 7.6384 -39.6268
|
|
v -390.5537 8.1211 -40.3422
|
|
v -390.4387 8.5389 -41.5572
|
|
v -391.2385 8.6469 -42.5600
|
|
v -392.4845 8.3820 -42.7632
|
|
v -393.4468 7.8992 -42.0477
|
|
v -393.5619 7.4815 -40.8328
|
|
v -392.5071 6.6507 -40.1107
|
|
v -391.3138 7.0649 -39.8495
|
|
v -390.4255 7.7577 -40.4834
|
|
v -390.3626 8.3232 -41.6409
|
|
v -391.1620 8.4302 -42.6441
|
|
v -392.3553 8.0160 -42.9053
|
|
v -393.2436 7.3232 -42.2715
|
|
v -393.3065 6.7577 -41.1139
|
|
v -392.1508 6.0105 -40.4624
|
|
v -391.0310 6.5567 -40.1287
|
|
v -390.2461 7.4353 -40.6605
|
|
v -390.2560 8.1315 -41.7463
|
|
v -391.0548 8.2375 -42.7500
|
|
v -392.1747 7.6913 -43.0837
|
|
v -392.9596 6.8127 -42.5519
|
|
v -392.9497 6.1165 -41.4661
|
|
v -391.7022 5.4686 -40.8762
|
|
v -390.6750 6.1268 -40.4571
|
|
v -390.0205 7.1628 -40.8686
|
|
v -390.1221 7.9698 -41.8698
|
|
v -390.9202 8.0750 -42.8741
|
|
v -391.9474 7.4169 -43.2933
|
|
v -392.6019 6.3809 -42.8817
|
|
v -392.5003 5.5739 -41.8806
|
|
v -391.1701 5.0422 -41.3433
|
|
v -390.2530 5.7886 -40.8274
|
|
v -389.7535 6.9488 -41.1030
|
|
v -389.9641 7.8432 -42.0084
|
|
v -390.7615 7.9478 -43.0134
|
|
v -391.6786 7.2014 -43.5292
|
|
v -392.1782 6.0412 -43.2537
|
|
v -391.9675 5.1468 -42.3483
|
|
v -390.6338 4.7822 -41.7953
|
|
v -389.8022 5.5702 -41.2075
|
|
v -389.4221 6.7883 -41.3824
|
|
v -389.7160 7.7230 -42.2177
|
|
v -390.5118 7.8267 -43.2240
|
|
v -391.3434 7.0388 -43.8119
|
|
v -391.7235 5.8207 -43.6370
|
|
v -391.4296 4.8860 -42.8017
|
|
v -382.2491 1.5883 -48.7370
|
|
v -381.4532 2.3898 -48.1194
|
|
v -381.1292 3.6292 -48.2477
|
|
v -381.4666 4.5807 -49.0468
|
|
v -382.2679 4.6867 -50.0486
|
|
v -383.0637 3.8853 -50.6662
|
|
v -383.3878 2.6458 -50.5379
|
|
v -383.0504 1.6944 -49.7388
|
|
v -381.8499 1.4624 -49.0745
|
|
v -381.0970 2.2774 -48.4206
|
|
v -380.8550 3.5428 -48.4795
|
|
v -381.2657 4.5173 -49.2167
|
|
v -382.0885 4.6301 -50.2004
|
|
v -382.8414 3.8151 -50.8542
|
|
v -383.0834 2.5497 -50.7953
|
|
v -382.6727 1.5752 -50.0581
|
|
v -381.4043 1.3966 -49.4669
|
|
v -380.7143 2.2209 -48.7577
|
|
v -380.5909 3.5038 -48.7122
|
|
v -381.1064 4.4938 -49.3571
|
|
v -381.9588 4.6109 -50.3146
|
|
v -382.6487 3.7866 -51.0239
|
|
v -382.7721 2.5037 -51.0694
|
|
v -382.2567 1.5138 -50.4245
|
|
v -380.9660 1.4054 -49.8681
|
|
v -380.3380 2.2285 -49.1021
|
|
v -380.3314 3.5090 -48.9497
|
|
v -380.9500 4.4969 -49.5002
|
|
v -381.8314 4.6135 -50.4312
|
|
v -382.4594 3.7905 -51.1972
|
|
v -382.4661 2.5099 -51.3496
|
|
v -381.8475 1.5220 -50.7991
|
|
v -380.5405 1.4880 -50.2731
|
|
v -379.9728 2.2994 -49.4497
|
|
v -380.0796 3.5579 -49.1893
|
|
v -380.7984 4.5264 -49.6444
|
|
v -381.7080 4.6375 -50.5485
|
|
v -382.2757 3.8261 -51.3720
|
|
v -382.1689 2.5676 -51.6324
|
|
v -381.4502 1.5991 -51.1772
|
|
v -380.1327 1.6437 -50.6771
|
|
v -379.6230 2.4329 -49.7962
|
|
v -379.8388 3.6498 -49.4278
|
|
v -380.6537 4.5816 -49.7877
|
|
v -381.5904 4.6824 -50.6651
|
|
v -382.1001 3.8931 -51.5460
|
|
v -381.8842 2.6762 -51.9144
|
|
v -381.0693 1.7445 -51.5545
|
|
v -379.7481 1.8715 -51.0750
|
|
v -379.2931 2.6283 -50.1375
|
|
v -379.6117 3.7843 -49.6627
|
|
v -380.5175 4.6623 -49.9286
|
|
v -381.4797 4.7479 -50.7795
|
|
v -381.9347 3.9911 -51.7170
|
|
v -381.6161 2.8351 -52.1918
|
|
v -380.7103 1.9571 -51.9259
|
|
v -379.4242 2.1436 -51.4267
|
|
v -379.0070 2.8687 -50.4482
|
|
v -379.3969 3.9648 -49.8960
|
|
v -380.3654 4.7900 -50.0937
|
|
v -381.3453 4.8608 -50.9254
|
|
v -381.7625 4.1358 -51.9040
|
|
v -381.3726 3.0397 -52.4562
|
|
v -380.4041 2.2145 -52.2585
|
|
v -378.8764 2.6826 -52.0379
|
|
v -378.4713 3.3957 -51.0459
|
|
v -378.8838 4.4697 -50.4685
|
|
v -379.8722 5.2753 -50.6440
|
|
v -380.8576 5.3407 -51.4695
|
|
v -381.2628 4.6275 -52.4615
|
|
v -380.8503 3.5536 -53.0389
|
|
v -379.8618 2.7479 -52.8634
|
|
v -404.1808 18.6077 -52.6228
|
|
v -394.4285 16.7170 -44.2806
|
|
v -393.8121 17.7797 -44.6691
|
|
v -403.6086 19.6790 -53.0490
|
|
v -392.9542 18.0485 -45.5904
|
|
v -402.7607 19.9497 -53.9788
|
|
v -392.3573 17.3658 -46.5048
|
|
v -402.1339 19.2612 -54.8676
|
|
v -392.3712 16.1317 -46.8767
|
|
v -402.0953 18.0169 -55.1947
|
|
v -392.9875 15.0689 -46.4882
|
|
v -402.6676 16.9456 -54.7685
|
|
v -393.8454 14.8002 -45.5669
|
|
v -403.5155 16.6749 -53.8386
|
|
v -394.4423 15.4828 -44.6525
|
|
v -404.1423 17.3633 -52.9498
|
|
v -394.0203 16.5766 -43.9334
|
|
v -393.2743 17.5947 -44.2117
|
|
v -392.3870 17.8534 -45.1080
|
|
v -391.8781 17.2009 -46.0972
|
|
v -392.0456 16.0197 -46.5998
|
|
v -392.7916 15.0015 -46.3215
|
|
v -393.6789 14.7429 -45.4253
|
|
v -394.1879 15.3953 -44.4361
|
|
v -393.6407 16.3214 -43.6147
|
|
v -392.7371 17.2337 -43.7606
|
|
v -391.8139 17.4682 -44.6268
|
|
v -391.4120 16.8877 -45.7058
|
|
v -391.7667 15.8322 -46.3656
|
|
v -392.6703 14.9200 -46.2197
|
|
v -393.5934 14.6854 -45.3535
|
|
v -393.9954 15.2659 -44.2745
|
|
v -393.3140 15.9722 -43.3446
|
|
v -392.2755 16.7401 -43.3790
|
|
v -391.3217 16.9420 -44.2199
|
|
v -391.0114 16.4594 -45.3746
|
|
v -391.5263 15.5752 -46.1669
|
|
v -392.5648 14.8073 -46.1325
|
|
v -393.5186 14.6054 -45.2916
|
|
v -393.8289 15.0880 -44.1369
|
|
v -393.0497 15.5443 -43.1309
|
|
v -391.9023 16.1361 -43.0773
|
|
v -390.9239 16.2979 -43.8982
|
|
v -390.6874 15.9349 -45.1127
|
|
v -391.3315 15.2598 -46.0093
|
|
v -392.4788 14.6680 -46.0629
|
|
v -393.4573 14.5062 -45.2421
|
|
v -393.6938 14.8692 -44.0276
|
|
v -392.8569 15.0526 -42.9809
|
|
v -391.6299 15.4412 -42.8653
|
|
v -390.6333 15.5568 -43.6721
|
|
v -390.4509 15.3317 -44.9287
|
|
v -391.1895 14.8978 -45.8989
|
|
v -392.4165 14.5091 -46.0145
|
|
v -393.4131 14.3935 -45.2077
|
|
v -393.5955 14.6186 -43.9512
|
|
v -392.7451 14.5121 -42.9023
|
|
v -391.4716 14.6762 -42.7541
|
|
v -390.4645 14.7409 -43.5535
|
|
v -390.3136 14.6681 -44.8322
|
|
v -391.1073 14.5006 -45.8412
|
|
v -392.3808 14.3364 -45.9894
|
|
v -393.3879 14.2718 -45.1900
|
|
v -393.5388 14.3445 -43.9113
|
|
v -392.7249 13.9628 -42.9029
|
|
v -391.4451 13.9556 -42.7548
|
|
v -390.4364 13.9797 -43.5541
|
|
v -390.2896 14.0208 -44.8327
|
|
v -391.0907 14.0549 -45.8415
|
|
v -392.3705 14.0620 -45.9897
|
|
v -393.3792 14.0380 -45.1904
|
|
v -393.5260 13.9969 -43.9118
|
|
v -392.9283 8.9274 -43.2235
|
|
v -391.6490 8.9050 -43.0779
|
|
v -390.6393 8.9766 -43.8754
|
|
v -390.4906 9.1003 -45.1489
|
|
v -391.2901 9.2035 -46.1523
|
|
v -392.5695 9.2259 -46.2980
|
|
v -393.5792 9.1544 -45.5005
|
|
v -393.7278 9.0307 -44.2270
|
|
v -392.9063 8.1623 -43.3243
|
|
v -391.6305 8.2639 -43.1626
|
|
v -390.6261 8.5169 -43.9364
|
|
v -390.4815 8.7730 -45.1925
|
|
v -391.2814 8.8821 -46.1950
|
|
v -392.5573 8.7804 -46.3567
|
|
v -393.5617 8.5275 -45.5829
|
|
v -393.7062 8.2714 -44.3268
|
|
v -392.7621 7.3735 -43.5248
|
|
v -391.5161 7.6385 -43.3216
|
|
v -390.5538 8.1212 -44.0370
|
|
v -390.4387 8.5389 -45.2520
|
|
v -391.2384 8.6468 -46.2548
|
|
v -392.4844 8.3819 -46.4580
|
|
v -393.4468 7.8992 -45.7426
|
|
v -393.5619 7.4815 -44.5276
|
|
v -392.5071 6.6507 -43.8055
|
|
v -391.3138 7.0650 -43.5443
|
|
v -390.4255 7.7577 -44.1782
|
|
v -390.3626 8.3232 -45.3358
|
|
v -391.1620 8.4301 -46.3390
|
|
v -392.3553 8.0159 -46.6001
|
|
v -393.2436 7.3231 -45.9663
|
|
v -393.3065 6.7577 -44.8087
|
|
v -392.1508 6.0105 -44.1572
|
|
v -391.0310 6.5567 -43.8235
|
|
v -390.2461 7.4353 -44.3553
|
|
v -390.2560 8.1315 -45.4411
|
|
v -391.0548 8.2375 -46.4448
|
|
v -392.1747 7.6912 -46.7785
|
|
v -392.9596 6.8127 -46.2467
|
|
v -392.9497 6.1165 -45.1609
|
|
v -391.7021 5.4687 -44.5710
|
|
v -390.6750 6.1268 -44.1519
|
|
v -390.0205 7.1628 -44.5634
|
|
v -390.1221 7.9698 -45.5646
|
|
v -390.9203 8.0750 -46.5689
|
|
v -391.9474 7.4169 -46.9881
|
|
v -392.6019 6.3808 -46.5765
|
|
v -392.5003 5.5739 -45.5754
|
|
v -391.1701 5.0422 -45.0381
|
|
v -390.2530 5.7886 -44.5223
|
|
v -389.7535 6.9488 -44.7978
|
|
v -389.9641 7.8432 -45.7032
|
|
v -390.7615 7.9478 -46.7082
|
|
v -391.6786 7.2014 -47.2241
|
|
v -392.1782 6.0412 -46.9485
|
|
v -391.9675 5.1468 -46.0431
|
|
v -390.6338 4.7822 -45.4901
|
|
v -389.8022 5.5702 -44.9023
|
|
v -389.4221 6.7883 -45.0772
|
|
v -389.7160 7.7230 -45.9125
|
|
v -390.5118 7.8267 -46.9188
|
|
v -391.3434 7.0388 -47.5067
|
|
v -391.7235 5.8207 -47.3318
|
|
v -391.4296 4.8860 -46.4965
|
|
v -382.2491 1.5883 -52.4318
|
|
v -381.4533 2.3898 -51.8141
|
|
v -381.1292 3.6293 -51.9425
|
|
v -381.4666 4.5807 -52.7416
|
|
v -382.2679 4.6867 -53.7434
|
|
v -383.0636 3.8852 -54.3611
|
|
v -383.3877 2.6458 -54.2328
|
|
v -383.0503 1.6944 -53.4336
|
|
v -381.8499 1.4624 -52.7693
|
|
v -381.0970 2.2775 -52.1154
|
|
v -380.8550 3.5428 -52.1743
|
|
v -381.2657 4.5173 -52.9116
|
|
v -382.0885 4.6301 -53.8952
|
|
v -382.8414 3.8151 -54.5490
|
|
v -383.0834 2.5497 -54.4901
|
|
v -382.6727 1.5752 -53.7529
|
|
v -381.4042 1.3966 -53.1617
|
|
v -380.7143 2.2209 -52.4525
|
|
v -380.5909 3.5038 -52.4070
|
|
v -381.1064 4.4938 -53.0519
|
|
v -381.9588 4.6109 -54.0094
|
|
v -382.6487 3.7866 -54.7187
|
|
v -382.7721 2.5037 -54.7642
|
|
v -382.2566 1.5138 -54.1193
|
|
v -380.9660 1.4054 -53.5629
|
|
v -380.3380 2.2285 -52.7969
|
|
v -380.3314 3.5090 -52.6445
|
|
v -380.9500 4.4969 -53.1950
|
|
v -381.8315 4.6135 -54.1260
|
|
v -382.4594 3.7904 -54.8920
|
|
v -382.4661 2.5099 -55.0444
|
|
v -381.8475 1.5220 -54.4939
|
|
v -380.5405 1.4880 -53.9679
|
|
v -379.9728 2.2994 -53.1445
|
|
v -380.0797 3.5579 -52.8841
|
|
v -380.7984 4.5264 -53.3392
|
|
v -381.7081 4.6374 -54.2434
|
|
v -382.2757 3.8261 -55.0668
|
|
v -382.1689 2.5676 -55.3272
|
|
v -381.4501 1.5991 -54.8720
|
|
v -380.1327 1.6437 -54.3719
|
|
v -379.6230 2.4329 -53.4910
|
|
v -379.8388 3.6498 -53.1226
|
|
v -380.6537 4.5816 -53.4825
|
|
v -381.5904 4.6824 -54.3599
|
|
v -382.1001 3.8931 -55.2408
|
|
v -381.8842 2.6762 -55.6092
|
|
v -381.0693 1.7445 -55.2493
|
|
v -379.7481 1.8715 -54.7698
|
|
v -379.2931 2.6284 -53.8323
|
|
v -379.6118 3.7843 -53.3575
|
|
v -380.5175 4.6623 -53.6234
|
|
v -381.4797 4.7479 -54.4743
|
|
v -381.9347 3.9911 -55.4118
|
|
v -381.6160 2.8351 -55.8866
|
|
v -380.7103 1.9571 -55.6207
|
|
v -379.4242 2.1436 -55.1215
|
|
v -379.0070 2.8687 -54.1429
|
|
v -379.3969 3.9648 -53.5908
|
|
v -380.3654 4.7900 -53.7885
|
|
v -381.3453 4.8608 -54.6203
|
|
v -381.7625 4.1358 -55.5988
|
|
v -381.3726 3.0396 -56.1510
|
|
v -380.4040 2.2145 -55.9533
|
|
v -378.8764 2.6826 -55.7327
|
|
v -378.4713 3.3958 -54.7406
|
|
v -378.8838 4.4697 -54.1633
|
|
v -379.8723 5.2753 -54.3388
|
|
v -380.8576 5.3406 -55.1644
|
|
v -381.2628 4.6275 -56.1564
|
|
v -380.8503 3.5535 -56.7337
|
|
v -379.8618 2.7479 -56.5582
|
|
v -344.4140 16.0040 -33.1962
|
|
v -334.6118 17.6159 -41.5383
|
|
v -335.1533 18.7030 -41.9646
|
|
v -344.9999 17.0839 -33.5847
|
|
v -335.9931 18.9978 -42.8944
|
|
v -345.8498 17.3770 -34.5059
|
|
v -336.6393 18.3275 -43.7832
|
|
v -346.4659 16.7116 -35.4204
|
|
v -336.7133 17.0848 -44.1103
|
|
v -346.4872 15.4775 -35.7922
|
|
v -336.1718 15.9976 -43.6841
|
|
v -345.9014 14.3977 -35.4038
|
|
v -335.3319 15.7028 -42.7542
|
|
v -345.0515 14.1046 -34.4825
|
|
v -334.6858 16.3732 -41.8654
|
|
v -344.4354 14.7699 -33.5680
|
|
v -344.8261 15.8752 -32.8490
|
|
v -345.5427 16.9143 -33.1273
|
|
v -346.4223 17.1981 -34.0236
|
|
v -346.9496 16.5604 -35.0128
|
|
v -346.8158 15.3749 -35.5154
|
|
v -346.0992 14.3359 -35.2371
|
|
v -345.2195 14.0521 -34.3409
|
|
v -344.6922 14.6897 -33.3517
|
|
v -345.2129 15.6310 -32.5302
|
|
v -346.0901 16.5686 -32.6761
|
|
v -347.0062 16.8294 -33.5423
|
|
v -347.4245 16.2606 -34.6214
|
|
v -347.0999 15.1954 -35.2812
|
|
v -346.2227 14.2578 -35.1353
|
|
v -345.3066 13.9971 -34.2691
|
|
v -344.8883 14.5658 -33.1900
|
|
v -345.5493 15.2913 -32.2602
|
|
v -346.5655 16.0885 -32.2946
|
|
v -347.5132 16.3174 -33.1355
|
|
v -347.8371 15.8439 -34.2902
|
|
v -347.3476 14.9454 -35.0825
|
|
v -346.3314 14.1481 -35.0481
|
|
v -345.3837 13.9192 -34.2072
|
|
v -345.0598 14.3927 -33.0524
|
|
v -345.8257 14.8711 -32.0465
|
|
v -346.9557 15.4954 -31.9929
|
|
v -347.9292 15.6850 -32.8138
|
|
v -348.1759 15.3289 -34.0283
|
|
v -347.5513 14.6356 -34.9249
|
|
v -346.4213 14.0114 -34.9785
|
|
v -345.4478 13.8218 -34.1576
|
|
v -345.2011 14.1779 -32.9432
|
|
v -346.0325 14.3850 -31.8965
|
|
v -347.2479 14.8084 -31.7809
|
|
v -348.2408 14.9525 -32.5877
|
|
v -348.4295 14.7327 -33.8443
|
|
v -347.7035 14.2779 -34.8145
|
|
v -346.4881 13.8544 -34.9301
|
|
v -345.4952 13.7104 -34.1233
|
|
v -345.3065 13.9302 -32.8667
|
|
v -346.1597 13.8479 -31.8179
|
|
v -347.4279 14.0483 -31.6697
|
|
v -348.4328 14.1416 -32.4691
|
|
v -348.5857 14.0733 -33.7478
|
|
v -347.7970 13.8832 -34.7568
|
|
v -346.5287 13.6828 -34.9049
|
|
v -345.5239 13.5895 -34.1056
|
|
v -345.3710 13.6578 -32.8268
|
|
v -346.1955 13.2994 -31.8185
|
|
v -347.4749 13.3287 -31.6703
|
|
v -348.4825 13.3815 -32.4697
|
|
v -348.6281 13.4269 -33.7483
|
|
v -347.8263 13.4382 -34.7571
|
|
v -346.5468 13.4088 -34.9052
|
|
v -345.5392 13.3560 -34.1059
|
|
v -345.3937 13.3107 -32.8273
|
|
v -346.1357 8.2603 -32.1391
|
|
v -347.4152 8.2744 -31.9935
|
|
v -348.4224 8.3748 -32.7910
|
|
v -348.5674 8.5026 -34.0645
|
|
v -347.7653 8.5831 -35.0679
|
|
v -346.4858 8.5690 -35.2136
|
|
v -345.4786 8.4686 -34.4160
|
|
v -345.3336 8.3408 -33.1426
|
|
v -346.1795 7.4960 -32.2399
|
|
v -347.4519 7.6341 -32.0782
|
|
v -348.4486 7.9156 -32.8520
|
|
v -348.5858 8.1758 -34.1081
|
|
v -347.7831 8.2621 -35.1106
|
|
v -346.5107 8.1241 -35.2723
|
|
v -345.5139 7.8425 -34.4984
|
|
v -345.3767 7.5824 -33.2424
|
|
v -346.3461 6.7117 -32.4403
|
|
v -347.5840 7.0121 -32.2372
|
|
v -348.5322 7.5221 -32.9526
|
|
v -348.6353 7.9429 -34.1676
|
|
v -347.8328 8.0281 -35.1704
|
|
v -346.5948 7.7277 -35.3735
|
|
v -345.6466 7.2177 -34.6581
|
|
v -345.5436 6.7969 -33.4431
|
|
v -346.6216 5.9966 -32.7211
|
|
v -347.8026 6.4447 -32.4599
|
|
v -348.6707 7.1625 -33.0938
|
|
v -348.7175 7.7295 -34.2513
|
|
v -347.9154 7.8136 -35.2545
|
|
v -346.7344 7.3655 -35.5157
|
|
v -345.8662 6.6477 -34.8819
|
|
v -345.8195 6.0807 -33.7243
|
|
v -346.9959 5.3667 -33.0728
|
|
v -348.0998 5.9447 -32.7391
|
|
v -348.8593 6.8453 -33.2709
|
|
v -348.8296 7.5409 -34.3566
|
|
v -348.0280 7.6241 -35.3604
|
|
v -346.9242 7.0462 -35.6940
|
|
v -346.1647 6.1456 -35.1622
|
|
v -346.1944 5.4499 -34.0765
|
|
v -347.4599 4.8379 -33.4866
|
|
v -348.4679 5.5251 -33.0675
|
|
v -349.0926 6.5793 -33.4790
|
|
v -348.9680 7.3831 -34.4801
|
|
v -348.1672 7.4656 -35.4845
|
|
v -347.1591 6.7784 -35.9036
|
|
v -346.5345 5.7241 -35.4921
|
|
v -346.6591 4.9203 -34.4909
|
|
v -348.0039 4.4268 -33.9536
|
|
v -348.8993 5.1991 -33.4378
|
|
v -349.3656 6.3731 -33.7133
|
|
v -349.1295 7.2611 -34.6188
|
|
v -348.3295 7.3429 -35.6238
|
|
v -347.4341 6.5706 -36.1396
|
|
v -346.9678 5.3966 -35.8641
|
|
v -347.2038 4.5086 -34.9586
|
|
v -348.5474 4.1822 -34.4057
|
|
v -349.3561 4.9936 -33.8178
|
|
v -349.7014 6.2220 -33.9928
|
|
v -349.3810 7.1479 -34.8281
|
|
v -348.5825 7.2290 -35.8344
|
|
v -347.7738 6.4177 -36.4223
|
|
v -347.4285 5.1892 -36.2474
|
|
v -347.7490 4.2633 -35.4121
|
|
v -357.0197 1.2287 -41.3474
|
|
v -357.7924 2.0525 -40.7297
|
|
v -358.0810 3.3007 -40.8581
|
|
v -357.7166 4.2421 -41.6572
|
|
v -356.9126 4.3252 -42.6590
|
|
v -356.1400 3.5014 -43.2766
|
|
v -355.8514 2.2532 -43.1483
|
|
v -356.2158 1.3118 -42.3492
|
|
v -357.4223 1.1142 -41.6849
|
|
v -358.1517 1.9503 -41.0310
|
|
v -358.3575 3.2221 -41.0899
|
|
v -357.9192 4.1845 -41.8271
|
|
v -357.0935 4.2738 -42.8107
|
|
v -356.3642 3.4376 -43.4646
|
|
v -356.1584 2.1659 -43.4057
|
|
v -356.5967 1.2035 -42.6685
|
|
v -357.8697 1.0611 -42.0772
|
|
v -358.5358 1.9047 -41.3679
|
|
v -358.6225 3.1906 -41.3224
|
|
v -358.0791 4.1655 -41.9674
|
|
v -357.2238 4.2583 -42.9251
|
|
v -356.5577 3.4147 -43.6344
|
|
v -356.4709 2.1288 -43.6799
|
|
v -357.0144 1.1539 -43.0349
|
|
v -358.3075 1.0824 -42.4784
|
|
v -358.9116 1.9230 -41.7123
|
|
v -358.8817 3.2033 -41.5599
|
|
v -358.2353 4.1731 -42.1105
|
|
v -357.3510 4.2645 -43.0416
|
|
v -356.7469 3.4239 -43.8077
|
|
v -356.7768 2.1436 -43.9601
|
|
v -357.4232 1.1738 -43.4095
|
|
v -358.7305 1.1771 -42.8834
|
|
v -359.2747 2.0043 -42.0599
|
|
v -359.1320 3.2593 -41.7995
|
|
v -358.3860 4.2068 -42.2548
|
|
v -357.4736 4.2919 -43.1590
|
|
v -356.9294 3.4647 -43.9825
|
|
v -357.0721 2.2098 -44.2429
|
|
v -357.8182 1.2622 -43.7876
|
|
v -359.1337 1.3443 -43.2874
|
|
v -359.6206 2.1478 -42.4065
|
|
v -359.3701 3.3580 -42.0381
|
|
v -358.5290 4.2662 -42.3981
|
|
v -357.5899 4.3402 -43.2755
|
|
v -357.1031 3.5367 -44.1565
|
|
v -357.3535 2.3265 -44.5248
|
|
v -358.1947 1.4184 -44.1649
|
|
v -359.5117 1.5830 -43.6853
|
|
v -359.9449 2.3526 -42.7478
|
|
v -359.5933 3.4990 -42.2730
|
|
v -358.6629 4.3507 -42.5390
|
|
v -357.6987 4.4089 -43.3900
|
|
v -357.2655 3.6393 -44.3275
|
|
v -357.6171 2.4929 -44.8023
|
|
v -358.5475 1.6412 -44.5363
|
|
v -359.8277 1.8643 -44.0370
|
|
v -360.2239 2.6009 -43.0584
|
|
v -359.8029 3.6855 -42.5063
|
|
v -358.8112 4.4827 -42.7041
|
|
v -357.8298 4.5255 -43.5359
|
|
v -357.4336 3.7889 -44.5145
|
|
v -357.8546 2.7043 -45.0666
|
|
v -358.8463 1.9071 -44.8689
|
|
v -360.3599 2.4186 -44.6482
|
|
v -360.7444 3.1431 -43.6562
|
|
v -360.3015 4.2049 -43.0788
|
|
v -359.2904 4.9819 -43.2544
|
|
v -358.3036 5.0191 -44.0800
|
|
v -357.9190 4.2946 -45.0720
|
|
v -358.3620 3.2329 -45.6493
|
|
v -359.3730 2.4558 -45.4737
|
|
v -344.4140 16.0040 -36.8910
|
|
v -334.6118 17.6159 -45.2331
|
|
v -335.1533 18.7030 -45.6594
|
|
v -344.9999 17.0839 -37.2795
|
|
v -335.9931 18.9978 -46.5892
|
|
v -345.8498 17.3770 -38.2008
|
|
v -336.6393 18.3275 -47.4780
|
|
v -346.4659 16.7116 -39.1152
|
|
v -336.7133 17.0848 -47.8051
|
|
v -346.4872 15.4775 -39.4871
|
|
v -336.1718 15.9976 -47.3789
|
|
v -345.9014 14.3977 -39.0986
|
|
v -335.3319 15.7028 -46.4490
|
|
v -345.0515 14.1046 -38.1773
|
|
v -334.6858 16.3732 -45.5602
|
|
v -344.4354 14.7699 -37.2629
|
|
v -344.8261 15.8752 -36.5438
|
|
v -345.5427 16.9143 -36.8221
|
|
v -346.4223 17.1981 -37.7184
|
|
v -346.9496 16.5604 -38.7076
|
|
v -346.8158 15.3749 -39.2102
|
|
v -346.0992 14.3359 -38.9319
|
|
v -345.2195 14.0521 -38.0357
|
|
v -344.6922 14.6897 -37.0465
|
|
v -345.2129 15.6310 -36.2250
|
|
v -346.0901 16.5686 -36.3710
|
|
v -347.0062 16.8294 -37.2371
|
|
v -347.4245 16.2606 -38.3162
|
|
v -347.0999 15.1954 -38.9760
|
|
v -346.2227 14.2578 -38.8301
|
|
v -345.3066 13.9971 -37.9639
|
|
v -344.8883 14.5659 -36.8848
|
|
v -345.5493 15.2913 -35.9550
|
|
v -346.5655 16.0885 -35.9894
|
|
v -347.5132 16.3174 -36.8303
|
|
v -347.8371 15.8439 -37.9850
|
|
v -347.3476 14.9454 -38.7773
|
|
v -346.3314 14.1481 -38.7429
|
|
v -345.3837 13.9192 -37.9020
|
|
v -345.0598 14.3927 -36.7472
|
|
v -345.8257 14.8711 -35.7413
|
|
v -346.9557 15.4954 -35.6877
|
|
v -347.9292 15.6850 -36.5086
|
|
v -348.1759 15.3289 -37.7231
|
|
v -347.5513 14.6356 -38.6197
|
|
v -346.4214 14.0114 -38.6733
|
|
v -345.4478 13.8218 -37.8525
|
|
v -345.2011 14.1779 -36.6380
|
|
v -346.0324 14.3850 -35.5913
|
|
v -347.2479 14.8085 -35.4757
|
|
v -348.2408 14.9525 -36.2825
|
|
v -348.4295 14.7327 -37.5391
|
|
v -347.7036 14.2778 -38.5093
|
|
v -346.4881 13.8544 -38.6249
|
|
v -345.4952 13.7104 -37.8181
|
|
v -345.3065 13.9302 -36.5615
|
|
v -346.1596 13.8479 -35.5127
|
|
v -347.4279 14.0483 -35.3645
|
|
v -348.4328 14.1417 -36.1639
|
|
v -348.5857 14.0733 -37.4426
|
|
v -347.7970 13.8832 -38.4515
|
|
v -346.5288 13.6828 -38.5998
|
|
v -345.5239 13.5894 -37.8004
|
|
v -345.3710 13.6578 -36.5217
|
|
v -346.1955 13.2994 -35.5133
|
|
v -347.4749 13.3288 -35.3651
|
|
v -348.4825 13.3815 -36.1645
|
|
v -348.6281 13.4268 -37.4431
|
|
v -347.8263 13.4381 -38.4519
|
|
v -346.5469 13.4088 -38.6001
|
|
v -345.5392 13.3560 -37.8007
|
|
v -345.3937 13.3107 -36.5221
|
|
v -346.1357 8.2603 -35.8339
|
|
v -347.4151 8.2744 -35.6883
|
|
v -348.4224 8.3748 -36.4858
|
|
v -348.5674 8.5026 -37.7592
|
|
v -347.7653 8.5831 -38.7627
|
|
v -346.4858 8.5690 -38.9084
|
|
v -345.4786 8.4686 -38.1109
|
|
v -345.3336 8.3408 -36.8374
|
|
v -346.1794 7.4961 -35.9347
|
|
v -347.4519 7.6341 -35.7730
|
|
v -348.4486 7.9156 -36.5468
|
|
v -348.5858 8.1757 -37.8029
|
|
v -347.7831 8.2621 -38.8054
|
|
v -346.5107 8.1240 -38.9671
|
|
v -345.5139 7.8425 -38.1933
|
|
v -345.3767 7.5824 -36.9372
|
|
v -346.3460 6.7117 -36.1352
|
|
v -347.5840 7.0121 -35.9320
|
|
v -348.5322 7.5221 -36.6474
|
|
v -348.6353 7.9429 -37.8624
|
|
v -347.8328 8.0281 -38.8652
|
|
v -346.5949 7.7277 -39.0684
|
|
v -345.6466 7.2178 -38.3529
|
|
v -345.5436 6.7969 -37.1380
|
|
v -346.6216 5.9966 -36.4159
|
|
v -347.8026 6.4446 -36.1547
|
|
v -348.6707 7.1625 -36.7886
|
|
v -348.7175 7.7295 -37.9461
|
|
v -347.9154 7.8136 -38.9493
|
|
v -346.7344 7.3656 -39.2105
|
|
v -345.8662 6.6477 -38.5767
|
|
v -345.8195 6.0807 -37.4191
|
|
v -346.9959 5.3667 -36.7676
|
|
v -348.0998 5.9447 -36.4339
|
|
v -348.8593 6.8453 -36.9657
|
|
v -348.8296 7.5409 -38.0514
|
|
v -348.0280 7.6241 -39.0551
|
|
v -346.9242 7.0462 -39.3888
|
|
v -346.1647 6.1456 -38.8571
|
|
v -346.1944 5.4499 -37.7713
|
|
v -347.4599 4.8379 -37.1814
|
|
v -348.4679 5.5251 -36.7623
|
|
v -349.0926 6.5793 -37.1738
|
|
v -348.9680 7.3831 -38.1749
|
|
v -348.1672 7.4656 -39.1793
|
|
v -347.1592 6.7784 -39.5984
|
|
v -346.5345 5.7241 -39.1869
|
|
v -346.6590 4.9204 -38.1858
|
|
v -348.0038 4.4268 -37.6485
|
|
v -348.8993 5.1991 -37.1326
|
|
v -349.3656 6.3730 -37.4081
|
|
v -349.1296 7.2611 -38.3136
|
|
v -348.3295 7.3429 -39.3186
|
|
v -347.4341 6.5706 -39.8344
|
|
v -346.9678 5.3967 -39.5589
|
|
v -347.2038 4.5087 -38.6535
|
|
v -348.5474 4.1822 -38.1005
|
|
v -349.3561 4.9936 -37.5126
|
|
v -349.7014 6.2220 -37.6876
|
|
v -349.3810 7.1479 -38.5229
|
|
v -348.5825 7.2290 -39.5292
|
|
v -347.7738 6.4177 -40.1171
|
|
v -347.4285 5.1892 -39.9422
|
|
v -347.7490 4.2633 -39.1069
|
|
v -357.0197 1.2287 -45.0422
|
|
v -357.7923 2.0525 -44.4245
|
|
v -358.0809 3.3007 -44.5528
|
|
v -357.7166 4.2421 -45.3520
|
|
v -356.9127 4.3252 -46.3538
|
|
v -356.1401 3.5014 -46.9715
|
|
v -355.8514 2.2532 -46.8432
|
|
v -356.2158 1.3118 -46.0440
|
|
v -357.4223 1.1142 -45.3797
|
|
v -358.1517 1.9503 -44.7258
|
|
v -358.3575 3.2221 -44.7847
|
|
v -357.9192 4.1845 -45.5219
|
|
v -357.0935 4.2738 -46.5056
|
|
v -356.3642 3.4376 -47.1594
|
|
v -356.1584 2.1659 -47.1005
|
|
v -356.5967 1.2035 -46.3633
|
|
v -357.8697 1.0611 -45.7721
|
|
v -358.5358 1.9047 -45.0628
|
|
v -358.6226 3.1906 -45.0173
|
|
v -358.0791 4.1655 -45.6622
|
|
v -357.2238 4.2583 -46.6198
|
|
v -356.5576 3.4147 -47.3292
|
|
v -356.4709 2.1288 -47.3747
|
|
v -357.0143 1.1539 -46.7297
|
|
v -358.3075 1.0824 -46.1733
|
|
v -358.9116 1.9230 -45.4071
|
|
v -358.8817 3.2032 -45.2547
|
|
v -358.2353 4.1731 -45.8053
|
|
v -357.3510 4.2645 -46.7364
|
|
v -356.7469 3.4239 -47.5025
|
|
v -356.7768 2.1437 -47.6549
|
|
v -357.4232 1.1738 -47.1043
|
|
v -358.7305 1.1771 -46.5782
|
|
v -359.2747 2.0043 -45.7547
|
|
v -359.1320 3.2593 -45.4943
|
|
v -358.3860 4.2068 -45.9495
|
|
v -357.4736 4.2920 -46.8538
|
|
v -356.9294 3.4648 -47.6773
|
|
v -357.0722 2.2098 -47.9377
|
|
v -357.8182 1.2622 -47.4825
|
|
v -359.1337 1.3443 -46.9822
|
|
v -359.6206 2.1478 -46.1013
|
|
v -359.3701 3.3580 -45.7329
|
|
v -358.5290 4.2662 -46.0929
|
|
v -357.5900 4.3402 -46.9703
|
|
v -357.1031 3.5367 -47.8513
|
|
v -357.3535 2.3265 -48.2196
|
|
v -358.1947 1.4184 -47.8597
|
|
v -359.5117 1.5830 -47.3801
|
|
v -359.9449 2.3525 -46.4426
|
|
v -359.5933 3.4990 -45.9678
|
|
v -358.6629 4.3507 -46.2338
|
|
v -357.6987 4.4089 -47.0848
|
|
v -357.2655 3.6394 -48.0223
|
|
v -357.6171 2.4930 -48.4971
|
|
v -358.5475 1.6412 -48.2311
|
|
v -359.8277 1.8643 -47.7318
|
|
v -360.2239 2.6009 -46.7532
|
|
v -359.8029 3.6855 -46.2011
|
|
v -358.8112 4.4827 -46.3989
|
|
v -357.8298 4.5256 -47.2307
|
|
v -357.4336 3.7889 -48.2093
|
|
v -357.8546 2.7044 -48.7614
|
|
v -358.8463 1.9072 -48.5637
|
|
v -360.3599 2.4186 -48.3430
|
|
v -360.7444 3.1431 -47.3510
|
|
v -360.3015 4.2049 -46.7737
|
|
v -359.2904 4.9819 -46.9492
|
|
v -358.3036 5.0191 -47.7748
|
|
v -357.9190 4.2946 -48.7668
|
|
v -358.3620 3.2329 -49.3441
|
|
v -359.3730 2.4558 -49.1686
|
|
v -344.4140 16.0040 -40.5858
|
|
v -334.6118 17.6159 -48.9280
|
|
v -335.1533 18.7030 -49.3542
|
|
v -344.9999 17.0839 -40.9743
|
|
v -335.9931 18.9978 -50.2840
|
|
v -345.8498 17.3770 -41.8956
|
|
v -336.6393 18.3275 -51.1728
|
|
v -346.4659 16.7116 -42.8100
|
|
v -336.7133 17.0848 -51.4999
|
|
v -346.4872 15.4775 -43.1818
|
|
v -336.1718 15.9976 -51.0737
|
|
v -345.9014 14.3977 -42.7934
|
|
v -335.3319 15.7028 -50.1438
|
|
v -345.0515 14.1046 -41.8721
|
|
v -334.6858 16.3732 -49.2550
|
|
v -344.4354 14.7699 -40.9577
|
|
v -344.8261 15.8752 -40.2386
|
|
v -345.5427 16.9143 -40.5169
|
|
v -346.4223 17.1981 -41.4132
|
|
v -346.9496 16.5604 -42.4024
|
|
v -346.8158 15.3749 -42.9050
|
|
v -346.0992 14.3359 -42.6267
|
|
v -345.2195 14.0521 -41.7305
|
|
v -344.6922 14.6897 -40.7413
|
|
v -345.2128 15.6310 -39.9198
|
|
v -346.0901 16.5686 -40.0658
|
|
v -347.0062 16.8294 -40.9320
|
|
v -347.4244 16.2606 -42.0110
|
|
v -347.0999 15.1954 -42.6708
|
|
v -346.2227 14.2578 -42.5249
|
|
v -345.3066 13.9971 -41.6587
|
|
v -344.8883 14.5658 -40.5796
|
|
v -345.5493 15.2913 -39.6498
|
|
v -346.5655 16.0885 -39.6842
|
|
v -347.5132 16.3174 -40.5251
|
|
v -347.8371 15.8439 -41.6798
|
|
v -347.3476 14.9453 -42.4721
|
|
v -346.3314 14.1481 -42.4377
|
|
v -345.3838 13.9192 -41.5968
|
|
v -345.0598 14.3927 -40.4421
|
|
v -345.8257 14.8711 -39.4361
|
|
v -346.9557 15.4954 -39.3825
|
|
v -347.9292 15.6850 -40.2034
|
|
v -348.1759 15.3289 -41.4179
|
|
v -347.5514 14.6356 -42.3145
|
|
v -346.4214 14.0114 -42.3681
|
|
v -345.4478 13.8218 -41.5473
|
|
v -345.2011 14.1779 -40.3328
|
|
v -346.0325 14.3850 -39.2861
|
|
v -347.2479 14.8084 -39.1705
|
|
v -348.2408 14.9525 -39.9773
|
|
v -348.4295 14.7327 -41.2339
|
|
v -347.7036 14.2779 -42.2041
|
|
v -346.4881 13.8544 -42.3197
|
|
v -345.4952 13.7104 -41.5129
|
|
v -345.3065 13.9302 -40.2563
|
|
v -346.1596 13.8479 -39.2075
|
|
v -347.4279 14.0483 -39.0593
|
|
v -348.4328 14.1416 -39.8587
|
|
v -348.5857 14.0733 -41.1374
|
|
v -347.7970 13.8832 -42.1464
|
|
v -346.5287 13.6828 -42.2946
|
|
v -345.5239 13.5895 -41.4952
|
|
v -345.3710 13.6578 -40.2165
|
|
v -346.1955 13.2994 -39.2081
|
|
v -347.4749 13.3287 -39.0600
|
|
v -348.4825 13.3815 -39.8593
|
|
v -348.6281 13.4269 -41.1379
|
|
v -347.8263 13.4382 -42.1467
|
|
v -346.5469 13.4088 -42.2949
|
|
v -345.5392 13.3560 -41.4955
|
|
v -345.3937 13.3107 -40.2169
|
|
v -346.1357 8.2604 -39.5287
|
|
v -347.4151 8.2744 -39.3831
|
|
v -348.4224 8.3748 -40.1806
|
|
v -348.5674 8.5026 -41.4541
|
|
v -347.7653 8.5830 -42.4575
|
|
v -346.4858 8.5690 -42.6032
|
|
v -345.4786 8.4686 -41.8057
|
|
v -345.3336 8.3408 -40.5322
|
|
v -346.1795 7.4961 -39.6295
|
|
v -347.4519 7.6341 -39.4678
|
|
v -348.4486 7.9156 -40.2416
|
|
v -348.5858 8.1757 -41.4977
|
|
v -347.7831 8.2621 -42.5002
|
|
v -346.5107 8.1240 -42.6619
|
|
v -345.5139 7.8425 -41.8881
|
|
v -345.3767 7.5824 -40.6320
|
|
v -346.3461 6.7117 -39.8300
|
|
v -347.5840 7.0121 -39.6268
|
|
v -348.5322 7.5221 -40.3422
|
|
v -348.6353 7.9429 -41.5572
|
|
v -347.8328 8.0281 -42.5600
|
|
v -346.5948 7.7278 -42.7632
|
|
v -345.6466 7.2178 -42.0477
|
|
v -345.5436 6.7969 -40.8328
|
|
v -346.6216 5.9965 -40.1107
|
|
v -347.8026 6.4446 -39.8495
|
|
v -348.6708 7.1624 -40.4834
|
|
v -348.7175 7.7295 -41.6409
|
|
v -347.9154 7.8137 -42.6441
|
|
v -346.7344 7.3656 -42.9053
|
|
v -345.8662 6.6478 -42.2715
|
|
v -345.8195 6.0807 -41.1139
|
|
v -346.9959 5.3667 -40.4624
|
|
v -348.0998 5.9447 -40.1287
|
|
v -348.8593 6.8453 -40.6605
|
|
v -348.8296 7.5409 -41.7463
|
|
v -348.0281 7.6241 -42.7500
|
|
v -346.9242 7.0462 -43.0837
|
|
v -346.1647 6.1456 -42.5519
|
|
v -346.1944 5.4499 -41.4661
|
|
v -347.4599 4.8379 -40.8762
|
|
v -348.4679 5.5251 -40.4571
|
|
v -349.0926 6.5794 -40.8686
|
|
v -348.9680 7.3831 -41.8698
|
|
v -348.1672 7.4655 -42.8741
|
|
v -347.1592 6.7784 -43.2933
|
|
v -346.5345 5.7241 -42.8817
|
|
v -346.6591 4.9204 -41.8806
|
|
v -348.0039 4.4268 -41.3433
|
|
v -348.8993 5.1991 -40.8274
|
|
v -349.3656 6.3731 -41.1030
|
|
v -349.1296 7.2611 -42.0084
|
|
v -348.3295 7.3429 -43.0134
|
|
v -347.4341 6.5706 -43.5292
|
|
v -346.9678 5.3967 -43.2537
|
|
v -347.2038 4.5086 -42.3483
|
|
v -348.5474 4.1822 -41.7953
|
|
v -349.3562 4.9936 -41.2075
|
|
v -349.7014 6.2220 -41.3824
|
|
v -349.3810 7.1479 -42.2177
|
|
v -348.5825 7.2290 -43.2240
|
|
v -347.7738 6.4177 -43.8119
|
|
v -347.4285 5.1892 -43.6370
|
|
v -347.7490 4.2633 -42.8017
|
|
v -357.0198 1.2287 -48.7370
|
|
v -357.7924 2.0524 -48.1194
|
|
v -358.0811 3.3006 -48.2477
|
|
v -357.7166 4.2421 -49.0468
|
|
v -356.9126 4.3252 -50.0486
|
|
v -356.1400 3.5014 -50.6662
|
|
v -355.8513 2.2532 -50.5379
|
|
v -356.2158 1.3118 -49.7388
|
|
v -357.4223 1.1142 -49.0745
|
|
v -358.1517 1.9503 -48.4206
|
|
v -358.3575 3.2221 -48.4795
|
|
v -357.9192 4.1845 -49.2167
|
|
v -357.0935 4.2738 -50.2004
|
|
v -356.3642 3.4376 -50.8542
|
|
v -356.1584 2.1659 -50.7953
|
|
v -356.5967 1.2035 -50.0581
|
|
v -357.8697 1.0611 -49.4669
|
|
v -358.5359 1.9047 -48.7577
|
|
v -358.6227 3.1906 -48.7122
|
|
v -358.0792 4.1655 -49.3571
|
|
v -357.2238 4.2583 -50.3146
|
|
v -356.5576 3.4147 -51.0239
|
|
v -356.4708 2.1288 -51.0694
|
|
v -357.0143 1.1539 -50.4245
|
|
v -358.3075 1.0824 -49.8681
|
|
v -358.9118 1.9230 -49.1021
|
|
v -358.8819 3.2032 -48.9497
|
|
v -358.2354 4.1731 -49.5002
|
|
v -357.3510 4.2645 -50.4312
|
|
v -356.7467 3.4239 -51.1972
|
|
v -356.7766 2.1437 -51.3496
|
|
v -357.4231 1.1738 -50.7991
|
|
v -358.7305 1.1771 -50.2731
|
|
v -359.2748 2.0043 -49.4497
|
|
v -359.1322 3.2593 -49.1893
|
|
v -358.3861 4.2068 -49.6444
|
|
v -357.4736 4.2920 -50.5485
|
|
v -356.9293 3.4648 -51.3720
|
|
v -357.0720 2.2098 -51.6324
|
|
v -357.8181 1.2622 -51.1772
|
|
v -359.1337 1.3443 -50.6771
|
|
v -359.6207 2.1477 -49.7962
|
|
v -359.3703 3.3580 -49.4278
|
|
v -358.5291 4.2661 -49.7877
|
|
v -357.5900 4.3402 -50.6651
|
|
v -357.1030 3.5368 -51.5460
|
|
v -357.3534 2.3265 -51.9144
|
|
v -358.1945 1.4184 -51.5545
|
|
v -359.5116 1.5830 -51.0750
|
|
v -359.9449 2.3525 -50.1375
|
|
v -359.5934 3.4989 -49.6627
|
|
v -358.6630 4.3507 -49.9286
|
|
v -357.6988 4.4089 -50.7795
|
|
v -357.2655 3.6394 -51.7170
|
|
v -357.6170 2.4930 -52.1918
|
|
v -358.5474 1.6412 -51.9259
|
|
v -359.8276 1.8643 -51.4267
|
|
v -360.2240 2.6009 -50.4482
|
|
v -359.8030 3.6855 -49.8960
|
|
v -358.8113 4.4827 -50.0937
|
|
v -357.8299 4.5256 -50.9254
|
|
v -357.4335 3.7890 -51.9040
|
|
v -357.8545 2.7044 -52.4562
|
|
v -358.8462 1.9071 -52.2585
|
|
v -360.3598 2.4186 -52.0379
|
|
v -360.7444 3.1430 -51.0459
|
|
v -360.3015 4.2048 -50.4685
|
|
v -359.2905 4.9819 -50.6440
|
|
v -358.3037 5.0191 -51.4695
|
|
v -357.9190 4.2947 -52.4615
|
|
v -358.3619 3.2330 -53.0389
|
|
v -359.3730 2.4559 -52.8634
|
|
v -344.4141 16.0040 -44.2806
|
|
v -334.6118 17.6159 -52.6228
|
|
v -335.1533 18.7030 -53.0490
|
|
v -344.9999 17.0839 -44.6691
|
|
v -335.9931 18.9978 -53.9788
|
|
v -345.8498 17.3770 -45.5904
|
|
v -336.6393 18.3275 -54.8676
|
|
v -346.4659 16.7116 -46.5048
|
|
v -336.7133 17.0848 -55.1947
|
|
v -346.4872 15.4775 -46.8767
|
|
v -336.1718 15.9976 -54.7685
|
|
v -345.9014 14.3977 -46.4882
|
|
v -335.3319 15.7028 -53.8386
|
|
v -345.0515 14.1046 -45.5669
|
|
v -334.6858 16.3732 -52.9499
|
|
v -344.4354 14.7699 -44.6525
|
|
v -344.8261 15.8753 -43.9334
|
|
v -345.5427 16.9143 -44.2117
|
|
v -346.4223 17.1981 -45.1080
|
|
v -346.9496 16.5604 -46.0972
|
|
v -346.8158 15.3749 -46.5998
|
|
v -346.0992 14.3359 -46.3215
|
|
v -345.2196 14.0520 -45.4253
|
|
v -344.6922 14.6897 -44.4361
|
|
v -345.2128 15.6311 -43.6147
|
|
v -346.0900 16.5686 -43.7606
|
|
v -347.0061 16.8294 -44.6268
|
|
v -347.4245 16.2606 -45.7058
|
|
v -347.1000 15.1954 -46.3656
|
|
v -346.2228 14.2578 -46.2197
|
|
v -345.3067 13.9971 -45.3535
|
|
v -344.8883 14.5659 -44.2745
|
|
v -345.5493 15.2913 -43.3446
|
|
v -346.5655 16.0885 -43.3790
|
|
v -347.5132 16.3174 -44.2199
|
|
v -347.8371 15.8439 -45.3746
|
|
v -347.3476 14.9454 -46.1669
|
|
v -346.3314 14.1481 -46.1325
|
|
v -345.3837 13.9192 -45.2916
|
|
v -345.0598 14.3927 -44.1369
|
|
v -345.8257 14.8711 -43.1309
|
|
v -346.9557 15.4954 -43.0773
|
|
v -347.9292 15.6850 -43.8982
|
|
v -348.1759 15.3289 -45.1127
|
|
v -347.5513 14.6356 -46.0094
|
|
v -346.4213 14.0114 -46.0630
|
|
v -345.4478 13.8218 -45.2421
|
|
v -345.2011 14.1779 -44.0276
|
|
v -346.0324 14.3850 -42.9809
|
|
v -347.2479 14.8085 -42.8653
|
|
v -348.2408 14.9525 -43.6721
|
|
v -348.4295 14.7327 -44.9287
|
|
v -347.7036 14.2778 -45.8989
|
|
v -346.4881 13.8544 -46.0145
|
|
v -345.4952 13.7104 -45.2077
|
|
v -345.3065 13.9302 -43.9512
|
|
v -346.1596 13.8479 -42.9023
|
|
v -347.4279 14.0483 -42.7541
|
|
v -348.4328 14.1417 -43.5535
|
|
v -348.5857 14.0733 -44.8322
|
|
v -347.7970 13.8832 -45.8412
|
|
v -346.5288 13.6828 -45.9894
|
|
v -345.5239 13.5894 -45.1900
|
|
v -345.3710 13.6579 -43.9113
|
|
v -346.1955 13.2995 -42.9029
|
|
v -347.4749 13.3288 -42.7548
|
|
v -348.4825 13.3816 -43.5541
|
|
v -348.6281 13.4268 -44.8327
|
|
v -347.8263 13.4381 -45.8415
|
|
v -346.5469 13.4088 -45.9897
|
|
v -345.5393 13.3560 -45.1904
|
|
v -345.3937 13.3107 -43.9118
|
|
v -346.1357 8.2604 -43.2235
|
|
v -347.4151 8.2744 -43.0779
|
|
v -348.4224 8.3748 -43.8754
|
|
v -348.5674 8.5026 -45.1489
|
|
v -347.7653 8.5830 -46.1523
|
|
v -346.4858 8.5690 -46.2980
|
|
v -345.4786 8.4686 -45.5005
|
|
v -345.3336 8.3408 -44.2270
|
|
v -346.1794 7.4961 -43.3243
|
|
v -347.4519 7.6341 -43.1626
|
|
v -348.4486 7.9156 -43.9364
|
|
v -348.5858 8.1757 -45.1925
|
|
v -347.7831 8.2620 -46.1950
|
|
v -346.5107 8.1240 -46.3567
|
|
v -345.5139 7.8425 -45.5829
|
|
v -345.3767 7.5824 -44.3269
|
|
v -346.3460 6.7118 -43.5248
|
|
v -347.5840 7.0122 -43.3216
|
|
v -348.5322 7.5221 -44.0370
|
|
v -348.6353 7.9429 -45.2520
|
|
v -347.8328 8.0280 -46.2548
|
|
v -346.5949 7.7276 -46.4580
|
|
v -345.6466 7.2177 -45.7426
|
|
v -345.5436 6.7969 -44.5276
|
|
v -346.6216 5.9966 -43.8055
|
|
v -347.8026 6.4447 -43.5443
|
|
v -348.6707 7.1625 -44.1782
|
|
v -348.7175 7.7295 -45.3358
|
|
v -347.9154 7.8136 -46.3390
|
|
v -346.7344 7.3655 -46.6001
|
|
v -345.8662 6.6477 -45.9663
|
|
v -345.8195 6.0807 -44.8087
|
|
v -346.9959 5.3667 -44.1572
|
|
v -348.0998 5.9447 -43.8235
|
|
v -348.8593 6.8453 -44.3553
|
|
v -348.8296 7.5409 -45.4411
|
|
v -348.0280 7.6241 -46.4448
|
|
v -346.9242 7.0462 -46.7785
|
|
v -346.1647 6.1456 -46.2467
|
|
v -346.1944 5.4499 -45.1609
|
|
v -347.4599 4.8379 -44.5710
|
|
v -348.4679 5.5251 -44.1519
|
|
v -349.0926 6.5794 -44.5634
|
|
v -348.9680 7.3831 -45.5646
|
|
v -348.1672 7.4655 -46.5689
|
|
v -347.1592 6.7784 -46.9881
|
|
v -346.5345 5.7241 -46.5765
|
|
v -346.6591 4.9203 -45.5754
|
|
v -348.0039 4.4268 -45.0381
|
|
v -348.8993 5.1991 -44.5223
|
|
v -349.3656 6.3731 -44.7978
|
|
v -349.1295 7.2611 -45.7033
|
|
v -348.3295 7.3429 -46.7082
|
|
v -347.4341 6.5706 -47.2241
|
|
v -346.9678 5.3966 -46.9485
|
|
v -347.2038 4.5086 -46.0431
|
|
v -348.5475 4.1822 -45.4901
|
|
v -349.3562 4.9936 -44.9023
|
|
v -349.7014 6.2220 -45.0772
|
|
v -349.3810 7.1479 -45.9125
|
|
v -348.5825 7.2290 -46.9188
|
|
v -347.7738 6.4177 -47.5067
|
|
v -347.4285 5.1892 -47.3318
|
|
v -347.7490 4.2633 -46.4965
|
|
v -357.0197 1.2287 -52.4318
|
|
v -357.7923 2.0525 -51.8141
|
|
v -358.0809 3.3007 -51.9425
|
|
v -357.7166 4.2421 -52.7416
|
|
v -356.9126 4.3252 -53.7434
|
|
v -356.1401 3.5014 -54.3611
|
|
v -355.8514 2.2532 -54.2328
|
|
v -356.2158 1.3118 -53.4336
|
|
v -357.4224 1.1142 -52.7693
|
|
v -358.1517 1.9503 -52.1154
|
|
v -358.3575 3.2221 -52.1744
|
|
v -357.9192 4.1845 -52.9116
|
|
v -357.0935 4.2738 -53.8952
|
|
v -356.3642 3.4376 -54.5490
|
|
v -356.1584 2.1658 -54.4901
|
|
v -356.5967 1.2035 -53.7529
|
|
v -357.8697 1.0611 -53.1617
|
|
v -358.5359 1.9047 -52.4525
|
|
v -358.6227 3.1906 -52.4070
|
|
v -358.0792 4.1655 -53.0519
|
|
v -357.2238 4.2583 -54.0094
|
|
v -356.5576 3.4147 -54.7187
|
|
v -356.4708 2.1288 -54.7642
|
|
v -357.0143 1.1539 -54.1193
|
|
v -358.3075 1.0824 -53.5629
|
|
v -358.9118 1.9230 -52.7969
|
|
v -358.8819 3.2033 -52.6445
|
|
v -358.2354 4.1731 -53.1950
|
|
v -357.3510 4.2645 -54.1260
|
|
v -356.7467 3.4239 -54.8920
|
|
v -356.7766 2.1436 -55.0444
|
|
v -357.4231 1.1738 -54.4939
|
|
v -358.7305 1.1771 -53.9679
|
|
v -359.2748 2.0043 -53.1445
|
|
v -359.1321 3.2593 -52.8841
|
|
v -358.3861 4.2068 -53.3392
|
|
v -357.4736 4.2920 -54.2434
|
|
v -356.9293 3.4647 -55.0668
|
|
v -357.0720 2.2098 -55.3272
|
|
v -357.8181 1.2622 -54.8720
|
|
v -359.1337 1.3443 -54.3719
|
|
v -359.6207 2.1477 -53.4910
|
|
v -359.3703 3.3580 -53.1226
|
|
v -358.5291 4.2662 -53.4825
|
|
v -357.5900 4.3402 -54.3599
|
|
v -357.1030 3.5368 -55.2408
|
|
v -357.3534 2.3265 -55.6092
|
|
v -358.1946 1.4184 -55.2493
|
|
v -359.5117 1.5830 -54.7698
|
|
v -359.9449 2.3525 -53.8323
|
|
v -359.5934 3.4989 -53.3575
|
|
v -358.6630 4.3507 -53.6234
|
|
v -357.6988 4.4089 -54.4744
|
|
v -357.2655 3.6394 -55.4118
|
|
v -357.6170 2.4930 -55.8866
|
|
v -358.5474 1.6412 -55.6207
|
|
v -359.8277 1.8643 -55.1215
|
|
v -360.2240 2.6009 -54.1430
|
|
v -359.8030 3.6855 -53.5908
|
|
v -358.8113 4.4827 -53.7885
|
|
v -357.8299 4.5256 -54.6203
|
|
v -357.4335 3.7890 -55.5988
|
|
v -357.8545 2.7044 -56.1510
|
|
v -358.8462 1.9071 -55.9533
|
|
v -360.3598 2.4186 -55.7327
|
|
v -360.7444 3.1430 -54.7407
|
|
v -360.3015 4.2048 -54.1633
|
|
v -359.2905 4.9819 -54.3388
|
|
v -358.3036 5.0191 -55.1644
|
|
v -357.9190 4.2947 -56.1564
|
|
v -358.3620 3.2329 -56.7337
|
|
v -359.3730 2.4558 -56.5582
|
|
# 1664 vertices
|
|
|
|
vn -0.9552 0.2282 0.1884
|
|
vn -0.6082 0.1861 0.7716
|
|
vn -0.2411 0.8085 0.5369
|
|
vn -0.6910 0.7228 -0.0084
|
|
vn 0.2633 0.9647 -0.0053
|
|
vn -0.2996 0.8478 -0.4376
|
|
vn 0.6171 0.5675 -0.5451
|
|
vn -0.0102 0.5299 -0.8480
|
|
vn 0.6152 -0.1608 -0.7718
|
|
vn 0.0076 -0.0445 -0.9990
|
|
vn 0.2503 -0.8002 -0.5450
|
|
vn -0.2566 -0.5391 -0.8022
|
|
vn -0.2666 -0.9638 0.0095
|
|
vn -0.6481 -0.6640 -0.3730
|
|
vn -0.6226 -0.5495 0.5572
|
|
vn -0.9374 -0.3462 0.0374
|
|
vn -0.5776 0.1873 0.7945
|
|
vn -0.1364 0.7728 0.6199
|
|
vn 0.3800 0.9200 0.0963
|
|
vn 0.6829 0.5488 -0.4822
|
|
vn 0.5975 -0.1395 -0.7896
|
|
vn 0.1566 -0.7570 -0.6344
|
|
vn -0.3864 -0.9182 -0.0877
|
|
vn -0.6892 -0.5147 0.5100
|
|
vn -0.5446 0.1645 0.8224
|
|
vn -0.0125 0.6896 0.7241
|
|
vn 0.5244 0.8232 0.2175
|
|
vn 0.7662 0.4927 -0.4125
|
|
vn 0.5713 -0.1227 -0.8115
|
|
vn 0.0346 -0.6757 -0.7363
|
|
vn -0.5303 -0.8217 -0.2088
|
|
vn -0.7671 -0.4629 0.4442
|
|
vn -0.5163 0.1338 0.8459
|
|
vn 0.0935 0.5762 0.8119
|
|
vn 0.6480 0.6913 0.3196
|
|
vn 0.8375 0.4165 -0.3538
|
|
vn 0.5488 -0.0993 -0.8300
|
|
vn -0.0698 -0.5647 -0.8223
|
|
vn -0.6535 -0.6901 -0.3108
|
|
vn -0.8338 -0.3920 0.3887
|
|
vn -0.4934 0.0967 0.8644
|
|
vn 0.1790 0.4377 0.8811
|
|
vn 0.7476 0.5301 0.4001
|
|
vn 0.8949 0.3235 -0.3073
|
|
vn 0.5308 -0.0702 -0.8446
|
|
vn -0.1538 -0.4288 -0.8902
|
|
vn -0.7529 -0.5293 -0.3912
|
|
vn -0.8876 -0.3049 0.3452
|
|
vn -0.4763 0.0540 0.8776
|
|
vn 0.2417 0.2780 0.9297
|
|
vn 0.8203 0.3441 0.4568
|
|
vn 0.9370 0.2162 -0.2744
|
|
vn 0.5181 -0.0365 -0.8546
|
|
vn -0.2149 -0.2719 -0.9380
|
|
vn -0.8256 -0.3437 -0.4475
|
|
vn -0.9269 -0.2042 0.3150
|
|
vn -0.4660 0.0067 0.8847
|
|
vn 0.2783 0.1015 0.9551
|
|
vn 0.8626 0.1387 0.4865
|
|
vn 0.9615 0.0977 -0.2569
|
|
vn 0.5110 0.0005 -0.8596
|
|
vn -0.2501 -0.0987 -0.9632
|
|
vn -0.8679 -0.1387 -0.4769
|
|
vn -0.9495 -0.0933 0.2996
|
|
vn -0.4757 -0.0276 0.8792
|
|
vn 0.2805 -0.0316 0.9593
|
|
vn 0.8730 -0.0174 0.4874
|
|
vn 0.9642 0.0068 -0.2651
|
|
vn 0.4967 0.0272 -0.8675
|
|
vn -0.2670 0.0317 -0.9632
|
|
vn -0.8750 0.0173 -0.4838
|
|
vn -0.9587 -0.0074 0.2842
|
|
vn -0.4889 -0.0819 0.8685
|
|
vn 0.2646 -0.0956 0.9596
|
|
vn 0.8681 -0.0538 0.4934
|
|
vn 0.9634 0.0200 -0.2675
|
|
vn 0.4832 0.0822 -0.8717
|
|
vn -0.2843 0.0952 -0.9540
|
|
vn -0.8791 0.0520 -0.4738
|
|
vn -0.9603 -0.0211 0.2783
|
|
vn -0.4863 -0.2132 0.8474
|
|
vn 0.2580 -0.1562 0.9534
|
|
vn 0.8605 -0.0083 0.5094
|
|
vn 0.9582 0.1468 -0.2455
|
|
vn 0.4707 0.2133 -0.8561
|
|
vn -0.2984 0.1499 -0.9426
|
|
vn -0.8807 -0.0007 -0.4736
|
|
vn -0.9534 -0.1495 0.2620
|
|
vn -0.4564 -0.3776 0.8057
|
|
vn 0.2710 -0.2265 0.9355
|
|
vn 0.8488 0.0570 0.5257
|
|
vn 0.9284 0.3107 -0.2040
|
|
vn 0.4414 0.3764 -0.8146
|
|
vn -0.3095 0.2135 -0.9266
|
|
vn -0.8674 -0.0726 -0.4922
|
|
vn -0.9234 -0.3145 0.2199
|
|
vn -0.4034 -0.5279 0.7474
|
|
vn 0.2939 -0.2908 0.9105
|
|
vn 0.8279 0.1168 0.5486
|
|
vn 0.8755 0.4606 -0.1460
|
|
vn 0.3889 0.5257 -0.7566
|
|
vn -0.3297 0.2717 -0.9041
|
|
vn -0.8442 -0.1384 -0.5179
|
|
vn -0.8703 -0.4654 0.1613
|
|
vn -0.3294 -0.6608 0.6744
|
|
vn 0.3255 -0.3477 0.8793
|
|
vn 0.7985 0.1696 0.5776
|
|
vn 0.8018 0.5931 -0.0732
|
|
vn 0.3154 0.6576 -0.6841
|
|
vn -0.3584 0.3231 -0.8759
|
|
vn -0.8118 -0.1966 -0.5499
|
|
vn -0.7960 -0.5988 0.0880
|
|
vn -0.2361 -0.7734 0.5883
|
|
vn 0.3654 -0.3960 0.8424
|
|
vn 0.7614 0.2141 0.6120
|
|
vn 0.7087 0.7054 0.0128
|
|
vn 0.2227 0.7694 -0.5987
|
|
vn -0.3946 0.3665 -0.8426
|
|
vn -0.7710 -0.2461 -0.5874
|
|
vn -0.7023 -0.7119 0.0016
|
|
vn -0.1253 -0.8622 0.4908
|
|
vn 0.4126 -0.4342 0.8007
|
|
vn 0.7173 0.2489 0.6508
|
|
vn 0.5983 0.7937 0.1100
|
|
vn 0.1124 0.8574 -0.5022
|
|
vn -0.4377 0.4005 -0.8050
|
|
vn -0.7224 -0.2852 -0.6299
|
|
vn -0.5909 -0.8010 -0.0960
|
|
vn -0.0384 -0.9056 0.4225
|
|
vn 0.4543 -0.4430 0.7729
|
|
vn 0.6838 0.2802 0.6737
|
|
vn 0.5107 0.8415 0.1761
|
|
vn 0.0335 0.9035 -0.4272
|
|
vn -0.4624 0.4295 -0.7757
|
|
vn -0.6844 -0.2943 -0.6671
|
|
vn -0.5080 -0.8441 -0.1715
|
|
vn 0.0052 -0.9210 0.3894
|
|
vn 0.4766 -0.4484 0.7562
|
|
vn 0.6715 0.2867 0.6833
|
|
vn 0.4728 0.8561 0.2088
|
|
vn -0.0061 0.9207 -0.3902
|
|
vn -0.4811 0.4403 -0.7581
|
|
vn -0.6715 -0.2979 -0.6785
|
|
vn -0.4691 -0.8595 -0.2030
|
|
vn 0.0697 -0.9404 0.3328
|
|
vn 0.5138 -0.4661 0.7202
|
|
vn 0.6636 0.2803 0.6936
|
|
vn 0.4235 0.8685 0.2578
|
|
vn -0.0728 0.9390 -0.3360
|
|
vn -0.5243 0.4443 -0.7265
|
|
vn -0.6614 -0.3091 -0.6834
|
|
vn -0.4139 -0.8769 -0.2444
|
|
vn 0.1634 -0.9543 0.2503
|
|
vn 0.5710 -0.4745 0.6699
|
|
vn 0.6509 0.2822 0.7047
|
|
vn 0.3478 0.8797 0.3244
|
|
vn -0.1665 0.9529 -0.2535
|
|
vn -0.5795 0.4525 -0.6778
|
|
vn -0.6459 -0.3113 -0.6971
|
|
vn -0.3372 -0.8882 -0.3120
|
|
vn 0.2557 -0.9524 0.1659
|
|
vn 0.6273 -0.4734 0.6184
|
|
vn 0.6385 0.2820 0.7161
|
|
vn 0.2733 0.8782 0.3925
|
|
vn -0.2586 0.9511 -0.1691
|
|
vn -0.6339 0.4515 -0.6280
|
|
vn -0.6307 -0.3109 -0.7110
|
|
vn -0.2618 -0.8867 -0.3811
|
|
vn 0.3454 -0.9350 0.0805
|
|
vn 0.6820 -0.4628 0.5663
|
|
vn 0.6264 0.2796 0.7276
|
|
vn 0.2009 0.8641 0.4614
|
|
vn -0.3482 0.9337 -0.0839
|
|
vn -0.6868 0.4412 -0.5777
|
|
vn -0.6158 -0.3081 -0.7251
|
|
vn -0.1884 -0.8725 -0.4509
|
|
vn 0.4314 -0.9021 -0.0048
|
|
vn 0.7345 -0.4428 0.5143
|
|
vn 0.6148 0.2751 0.7391
|
|
vn 0.1315 0.8376 0.5303
|
|
vn -0.4342 0.9008 0.0013
|
|
vn -0.7376 0.4217 -0.5274
|
|
vn -0.6016 -0.3027 -0.7392
|
|
vn -0.1179 -0.8456 -0.5207
|
|
vn 0.5128 -0.8539 -0.0890
|
|
vn 0.7841 -0.4134 0.4629
|
|
vn 0.6039 0.2685 0.7505
|
|
vn 0.0659 0.7986 0.5983
|
|
vn -0.5156 0.8526 0.0855
|
|
vn -0.7855 0.3932 -0.4779
|
|
vn -0.5880 -0.2949 -0.7532
|
|
vn -0.0513 -0.8061 -0.5895
|
|
vn 0.5703 -0.8077 -0.1497
|
|
vn 0.8190 -0.3811 0.4290
|
|
vn 0.5918 0.2687 0.7600
|
|
vn 0.0156 0.7635 0.6456
|
|
vn -0.5717 0.8070 0.1479
|
|
vn -0.8191 0.3714 -0.4372
|
|
vn -0.5829 -0.2812 -0.7623
|
|
vn -0.0079 -0.7670 -0.6416
|
|
vn 0.8090 -0.2676 -0.5235
|
|
vn 0.9959 0.0618 -0.0655
|
|
vn 0.8055 0.5575 0.2010
|
|
vn 0.3492 0.9293 0.1200
|
|
vn -0.1057 0.9595 -0.2611
|
|
vn -0.2927 0.6302 -0.7191
|
|
vn -0.1023 0.1344 -0.9856
|
|
vn 0.3541 -0.2374 -0.9046
|
|
vn -0.2996 0.8477 -0.4377
|
|
vn -0.2567 -0.5390 -0.8022
|
|
vn -0.9269 -0.2043 0.3150
|
|
vn -0.8679 -0.1387 -0.4770
|
|
vn -0.9587 -0.0075 0.2842
|
|
vn 0.2645 -0.0956 0.9596
|
|
vn -0.4864 -0.2132 0.8473
|
|
vn -0.9534 -0.1495 0.2619
|
|
vn 0.4413 0.3764 -0.8146
|
|
vn -0.3583 0.3231 -0.8759
|
|
vn 0.3653 -0.3960 0.8424
|
|
vn 0.7087 0.7053 0.0128
|
|
vn -0.7710 -0.2460 -0.5874
|
|
vn 0.4126 -0.4343 0.8007
|
|
vn 0.1125 0.8574 -0.5022
|
|
vn 0.0052 -0.9211 0.3894
|
|
vn -0.1664 0.9529 -0.2535
|
|
vn -0.5795 0.4526 -0.6778
|
|
vn -0.6868 0.4412 -0.5776
|
|
vn -0.4342 0.9008 0.0014
|
|
vn 0.6039 0.2684 0.7505
|
|
vn 0.9959 0.0617 -0.0655
|
|
vn 0.3492 0.9294 0.1199
|
|
vn -0.1056 0.9595 -0.2612
|
|
vn -0.1023 0.1345 -0.9856
|
|
vn 0.3540 -0.2374 -0.9046
|
|
vn -0.2997 0.8477 -0.4377
|
|
vn -0.0101 0.5300 -0.8479
|
|
vn -0.8876 -0.3049 0.3451
|
|
vn -0.2148 -0.2719 -0.9380
|
|
vn 0.8018 0.5931 -0.0731
|
|
vn 0.4234 0.8685 0.2578
|
|
vn 0.3477 0.8797 0.3244
|
|
vn 0.2557 -0.9524 0.1658
|
|
vn 0.2733 0.8782 0.3926
|
|
vn -0.2585 0.9511 -0.1691
|
|
vn -0.6338 0.4515 -0.6280
|
|
vn 0.3453 -0.9350 0.0805
|
|
vn 0.2009 0.8641 0.4615
|
|
vn -0.3481 0.9337 -0.0839
|
|
vn -0.6867 0.4412 -0.5777
|
|
vn -0.6159 -0.3080 -0.7251
|
|
vn -0.1884 -0.8724 -0.4509
|
|
vn 0.7345 -0.4428 0.5142
|
|
vn 0.6148 0.2750 0.7391
|
|
vn 0.1315 0.8375 0.5304
|
|
vn -0.7375 0.4218 -0.5274
|
|
vn -0.1180 -0.8456 -0.5207
|
|
vn 0.5127 -0.8539 -0.0890
|
|
vn 0.7841 -0.4135 0.4628
|
|
vn 0.6040 0.2684 0.7505
|
|
vn 0.0659 0.7985 0.5983
|
|
vn -0.5155 0.8526 0.0855
|
|
vn -0.7855 0.3932 -0.4778
|
|
vn -0.5881 -0.2948 -0.7532
|
|
vn 0.5703 -0.8077 -0.1498
|
|
vn 0.8190 -0.3812 0.4290
|
|
vn 0.5918 0.2686 0.7600
|
|
vn 0.0156 0.7634 0.6457
|
|
vn -0.5717 0.8070 0.1480
|
|
vn -0.8191 0.3715 -0.4371
|
|
vn -0.5830 -0.2812 -0.7623
|
|
vn -0.0080 -0.7670 -0.6416
|
|
vn 0.8089 -0.2676 -0.5235
|
|
vn 0.8055 0.5574 0.2010
|
|
vn -0.2928 0.6303 -0.7191
|
|
vn -0.0102 0.5300 -0.8480
|
|
vn -0.9374 -0.3463 0.0374
|
|
vn 0.1565 -0.7570 -0.6344
|
|
vn -0.4661 0.0067 0.8847
|
|
vn 0.4832 0.0822 -0.8716
|
|
vn -0.8791 0.0520 -0.4739
|
|
vn 0.4413 0.3765 -0.8145
|
|
vn -0.8674 -0.0727 -0.4922
|
|
vn 0.7614 0.2141 0.6119
|
|
vn 0.7088 0.7053 0.0128
|
|
vn -0.1253 -0.8622 0.4909
|
|
vn -0.0383 -0.9056 0.4225
|
|
vn 0.6715 0.2867 0.6832
|
|
vn -0.2585 0.9511 -0.1692
|
|
vn -0.6159 -0.3081 -0.7251
|
|
vn 0.1315 0.8375 0.5303
|
|
vn 0.7841 -0.4135 0.4629
|
|
vn 0.0156 0.7635 0.6457
|
|
vn -0.8191 0.3715 -0.4372
|
|
vn 0.3492 0.9293 0.1199
|
|
vn -0.2928 0.6303 -0.7190
|
|
vn 0.6133 0.1687 0.7716
|
|
vn 0.9613 0.2009 0.1884
|
|
vn 0.7113 0.7028 -0.0084
|
|
vn 0.2641 0.8013 0.5369
|
|
vn 0.3236 0.8389 -0.4377
|
|
vn -0.2357 0.9718 -0.0053
|
|
vn 0.0254 0.5294 -0.8480
|
|
vn -0.6007 0.5849 -0.5451
|
|
vn -0.0088 -0.0443 -0.9990
|
|
vn -0.6195 -0.1432 -0.7718
|
|
vn 0.2412 -0.5462 -0.8022
|
|
vn -0.2730 -0.7927 -0.5450
|
|
vn 0.6289 -0.6823 -0.3729
|
|
vn 0.2390 -0.9710 0.0095
|
|
vn 0.9272 -0.3727 0.0373
|
|
vn 0.6067 -0.5670 0.5572
|
|
vn 0.5827 0.1708 0.7945
|
|
vn 0.1583 0.7686 0.6199
|
|
vn -0.3536 0.9304 0.0963
|
|
vn -0.6669 0.5681 -0.4822
|
|
vn -0.6012 -0.1224 -0.7896
|
|
vn -0.1781 -0.7522 -0.6344
|
|
vn 0.3601 -0.9288 -0.0877
|
|
vn 0.6743 -0.5341 0.5100
|
|
vn 0.5490 0.1489 0.8224
|
|
vn 0.0322 0.6889 0.7241
|
|
vn -0.5007 0.8379 0.2175
|
|
vn -0.7519 0.5144 -0.4125
|
|
vn -0.5746 -0.1064 -0.8115
|
|
vn -0.0538 -0.6745 -0.7363
|
|
vn 0.5066 -0.8365 -0.2088
|
|
vn 0.7536 -0.4846 0.4442
|
|
vn 0.5199 0.1190 0.8459
|
|
vn -0.0770 0.5786 0.8119
|
|
vn -0.6280 0.7095 0.3196
|
|
vn -0.8253 0.4402 -0.3538
|
|
vn -0.5514 -0.0836 -0.8300
|
|
vn 0.0537 -0.5665 -0.8223
|
|
vn 0.6336 -0.7085 -0.3108
|
|
vn 0.8223 -0.4156 0.3887
|
|
vn 0.4959 0.0826 0.8644
|
|
vn -0.1665 0.4426 0.8811
|
|
vn -0.7322 0.5512 0.4001
|
|
vn -0.8854 0.3488 -0.3073
|
|
vn -0.5326 -0.0551 -0.8446
|
|
vn 0.1415 -0.4330 -0.8902
|
|
vn 0.7375 -0.5505 -0.3912
|
|
vn 0.8786 -0.3301 0.3451
|
|
vn 0.4777 0.0404 0.8776
|
|
vn -0.2337 0.2847 0.9297
|
|
vn -0.8102 0.3673 0.4568
|
|
vn -0.9304 0.2429 -0.2744
|
|
vn -0.5189 -0.0217 -0.8546
|
|
vn 0.2070 -0.2779 -0.9380
|
|
vn 0.8154 -0.3671 -0.4475
|
|
vn 0.9207 -0.2306 0.3150
|
|
vn 0.4660 -0.0066 0.8847
|
|
vn -0.2753 0.1094 0.9551
|
|
vn -0.8583 0.1632 0.4865
|
|
vn -0.9583 0.1251 -0.2569
|
|
vn -0.5108 0.0151 -0.8596
|
|
vn 0.2472 -0.1058 -0.9632
|
|
vn 0.8636 -0.1634 -0.4769
|
|
vn 0.9465 -0.1203 0.2996
|
|
vn 0.4747 -0.0412 0.8792
|
|
vn -0.2813 -0.0236 0.9593
|
|
vn -0.8731 0.0075 0.4874
|
|
vn -0.9636 0.0343 -0.2651
|
|
vn -0.4957 0.0413 -0.8675
|
|
vn 0.2678 0.0240 -0.9632
|
|
vn 0.8751 -0.0077 -0.4838
|
|
vn 0.9581 -0.0348 0.2842
|
|
vn 0.4863 -0.0958 0.8685
|
|
vn -0.2672 -0.0880 0.9596
|
|
vn -0.8693 -0.0291 0.4934
|
|
vn -0.9624 0.0475 -0.2675
|
|
vn -0.4806 0.0959 -0.8717
|
|
vn 0.2869 0.0870 -0.9540
|
|
vn 0.8802 0.0269 -0.4738
|
|
vn 0.9593 -0.0485 0.2783
|
|
vn 0.4801 -0.2270 0.8473
|
|
vn -0.2623 -0.1487 0.9534
|
|
vn -0.8604 0.0163 0.5094
|
|
vn -0.9536 0.1740 -0.2455
|
|
vn -0.4644 0.2266 -0.8561
|
|
vn 0.3026 0.1413 -0.9426
|
|
vn 0.8804 -0.0258 -0.4736
|
|
vn 0.9488 -0.1766 0.2620
|
|
vn 0.4455 -0.3905 0.8057
|
|
vn -0.2774 -0.2187 0.9355
|
|
vn -0.8468 0.0812 0.5257
|
|
vn -0.9191 0.3370 -0.2040
|
|
vn -0.4304 0.3888 -0.8146
|
|
vn 0.3155 0.2046 -0.9266
|
|
vn 0.8650 -0.0973 -0.4922
|
|
vn 0.9141 -0.3407 0.2199
|
|
vn 0.3882 -0.5392 0.7474
|
|
vn -0.3021 -0.2823 0.9105
|
|
vn -0.8242 0.1404 0.5486
|
|
vn -0.8620 0.4854 -0.1460
|
|
vn -0.3737 0.5365 -0.7566
|
|
vn 0.3374 0.2622 -0.9041
|
|
vn 0.8399 -0.1624 -0.5179
|
|
vn 0.8567 -0.4900 0.1613
|
|
vn 0.3104 -0.6699 0.6744
|
|
vn -0.3353 -0.3382 0.8793
|
|
vn -0.7933 0.1923 0.5776
|
|
vn -0.7845 0.6157 -0.0732
|
|
vn -0.2966 0.6663 -0.6841
|
|
vn 0.3674 0.3128 -0.8759
|
|
vn 0.8058 -0.2197 -0.5499
|
|
vn 0.7786 -0.6213 0.0880
|
|
vn 0.2140 -0.7799 0.5883
|
|
vn -0.3765 -0.3854 0.8424
|
|
vn -0.7550 0.2357 0.6120
|
|
vn -0.6883 0.7253 0.0128
|
|
vn -0.2006 0.7754 -0.5987
|
|
vn 0.4049 0.3551 -0.8426
|
|
vn 0.7636 -0.2679 -0.5874
|
|
vn 0.6817 -0.7316 0.0016
|
|
vn 0.1007 -0.8654 0.4908
|
|
vn -0.4248 -0.4223 0.8007
|
|
vn -0.7099 0.2693 0.6508
|
|
vn -0.5754 0.8104 0.1100
|
|
vn -0.0880 0.8603 -0.5022
|
|
vn 0.4490 0.3878 -0.8050
|
|
vn 0.7140 -0.3057 -0.6299
|
|
vn 0.5678 -0.8175 -0.0960
|
|
vn 0.0125 -0.9063 0.4225
|
|
vn -0.4667 -0.4299 0.7729
|
|
vn -0.6756 0.2996 0.6737
|
|
vn -0.4865 0.8558 0.1761
|
|
vn -0.0077 0.9041 -0.4272
|
|
vn 0.4745 0.4161 -0.7757
|
|
vn 0.6757 -0.3137 -0.6671
|
|
vn 0.4837 -0.8583 -0.1715
|
|
vn -0.0315 -0.9205 0.3894
|
|
vn -0.4892 -0.4346 0.7562
|
|
vn -0.6631 0.3057 0.6833
|
|
vn -0.4482 0.8692 0.2088
|
|
vn 0.0323 0.9201 -0.3902
|
|
vn 0.4935 0.4264 -0.7581
|
|
vn 0.6627 -0.3169 -0.6785
|
|
vn 0.4444 -0.8725 -0.2030
|
|
vn -0.0965 -0.9380 0.3328
|
|
vn -0.5269 -0.4513 0.7202
|
|
vn -0.6553 0.2991 0.6936
|
|
vn -0.3985 0.8802 0.2578
|
|
vn 0.0995 0.9366 -0.3360
|
|
vn 0.5367 0.4291 -0.7265
|
|
vn 0.6523 -0.3278 -0.6834
|
|
vn 0.3887 -0.8883 -0.2444
|
|
vn -0.1906 -0.9492 0.2503
|
|
vn -0.5843 -0.4580 0.6699
|
|
vn -0.6426 0.3007 0.7047
|
|
vn -0.3225 0.8892 0.3244
|
|
vn 0.1935 0.9478 -0.2535
|
|
vn 0.5922 0.4358 -0.6778
|
|
vn 0.6368 -0.3296 -0.6971
|
|
vn 0.3118 -0.8975 -0.3120
|
|
vn -0.2827 -0.9448 0.1659
|
|
vn -0.6405 -0.4553 0.6184
|
|
vn -0.6302 0.3001 0.7161
|
|
vn -0.2481 0.8856 0.3925
|
|
vn 0.2856 0.9433 -0.1691
|
|
vn 0.6465 0.4332 -0.6280
|
|
vn 0.6216 -0.3288 -0.7110
|
|
vn 0.2364 -0.8938 -0.3811
|
|
vn -0.3719 -0.9248 0.0805
|
|
vn -0.6949 -0.4431 0.5663
|
|
vn -0.6182 0.2974 0.7276
|
|
vn -0.1762 0.8695 0.4614
|
|
vn 0.3747 0.9234 -0.0839
|
|
vn 0.6991 0.4214 -0.5777
|
|
vn 0.6068 -0.3255 -0.7251
|
|
vn 0.1634 -0.8775 -0.4509
|
|
vn -0.4570 -0.8895 -0.0048
|
|
vn -0.7468 -0.4216 0.5143
|
|
vn -0.6067 0.2925 0.7391
|
|
vn -0.1076 0.8410 0.5303
|
|
vn 0.4597 0.8881 0.0013
|
|
vn 0.7493 0.4005 -0.5274
|
|
vn 0.5927 -0.3198 -0.7392
|
|
vn 0.0937 -0.8486 -0.5207
|
|
vn -0.5369 -0.8389 -0.0890
|
|
vn -0.7956 -0.3909 0.4629
|
|
vn -0.5960 0.2856 0.7505
|
|
vn -0.0431 0.8001 0.5983
|
|
vn 0.5397 0.8375 0.0855
|
|
vn 0.7964 0.3706 -0.4779
|
|
vn 0.5794 -0.3115 -0.7532
|
|
vn 0.0283 -0.8073 -0.5895
|
|
vn -0.5931 -0.7911 -0.1497
|
|
vn -0.8295 -0.3576 0.4290
|
|
vn -0.5839 0.2854 0.7600
|
|
vn 0.0062 0.7636 0.6456
|
|
vn 0.5945 0.7904 0.1479
|
|
vn 0.8294 0.3479 -0.4372
|
|
vn 0.5747 -0.2977 -0.7623
|
|
vn -0.0140 -0.7669 -0.6416
|
|
vn -0.8163 -0.2443 -0.5234
|
|
vn -0.9938 0.0901 -0.0655
|
|
vn -0.7893 0.5802 0.2010
|
|
vn -0.3225 0.9389 0.1200
|
|
vn 0.1330 0.9561 -0.2612
|
|
vn 0.3105 0.6217 -0.7191
|
|
vn 0.1060 0.1315 -0.9856
|
|
vn -0.3607 -0.2272 -0.9046
|
|
vn 0.9613 0.2009 0.1883
|
|
vn 0.7113 0.7028 -0.0083
|
|
vn 0.3236 0.8389 -0.4376
|
|
vn 0.0253 0.5294 -0.8480
|
|
vn 0.2411 -0.5462 -0.8022
|
|
vn 0.6289 -0.6822 -0.3730
|
|
vn 0.9272 -0.3728 0.0374
|
|
vn 0.8786 -0.3301 0.3452
|
|
vn -0.8102 0.3674 0.4568
|
|
vn 0.8155 -0.3671 -0.4475
|
|
vn 0.8636 -0.1634 -0.4770
|
|
vn 0.4748 -0.0411 0.8792
|
|
vn 0.2678 0.0241 -0.9632
|
|
vn 0.4864 -0.0958 0.8685
|
|
vn -0.9536 0.1741 -0.2455
|
|
vn 0.4455 -0.3904 0.8057
|
|
vn -0.4304 0.3889 -0.8146
|
|
vn 0.3154 0.2046 -0.9266
|
|
vn -0.3020 -0.2823 0.9105
|
|
vn -0.8621 0.4853 -0.1460
|
|
vn 0.3373 0.2622 -0.9041
|
|
vn 0.3104 -0.6700 0.6744
|
|
vn 0.2140 -0.7799 0.5882
|
|
vn -0.7099 0.2692 0.6508
|
|
vn 0.7140 -0.3056 -0.6299
|
|
vn -0.4865 0.8557 0.1761
|
|
vn 0.4745 0.4162 -0.7757
|
|
vn 0.6757 -0.3136 -0.6671
|
|
vn 0.4934 0.4264 -0.7581
|
|
vn 0.5367 0.4292 -0.7265
|
|
vn -0.1905 -0.9492 0.2503
|
|
vn -0.2482 0.8856 0.3925
|
|
vn 0.6991 0.4214 -0.5776
|
|
vn 0.0938 -0.8486 -0.5207
|
|
vn -0.0139 -0.7669 -0.6416
|
|
vn -0.8162 -0.2444 -0.5235
|
|
vn -0.9938 0.0900 -0.0654
|
|
vn -0.3225 0.9389 0.1199
|
|
vn 0.1061 0.1315 -0.9856
|
|
vn -0.3607 -0.2273 -0.9046
|
|
vn 0.7114 0.7027 -0.0084
|
|
vn 0.5067 -0.8365 -0.2088
|
|
vn 0.4960 0.0826 0.8644
|
|
vn -0.8854 0.3489 -0.3073
|
|
vn 0.4748 -0.0412 0.8792
|
|
vn -0.4806 0.0960 -0.8717
|
|
vn -0.2966 0.6664 -0.6841
|
|
vn -0.5754 0.8105 0.1100
|
|
vn 0.5921 0.4358 -0.6778
|
|
vn -0.2827 -0.9448 0.1658
|
|
vn -0.2481 0.8856 0.3926
|
|
vn 0.6465 0.4333 -0.6280
|
|
vn -0.3718 -0.9248 0.0805
|
|
vn -0.6949 -0.4432 0.5663
|
|
vn -0.6182 0.2973 0.7276
|
|
vn -0.1762 0.8695 0.4615
|
|
vn 0.3746 0.9234 -0.0839
|
|
vn 0.6990 0.4215 -0.5777
|
|
vn 0.1635 -0.8775 -0.4509
|
|
vn -0.7468 -0.4217 0.5142
|
|
vn -0.1076 0.8409 0.5304
|
|
vn 0.4597 0.8881 0.0014
|
|
vn 0.7493 0.4006 -0.5274
|
|
vn 0.5927 -0.3197 -0.7392
|
|
vn -0.5369 -0.8390 -0.0890
|
|
vn -0.7956 -0.3910 0.4628
|
|
vn -0.5961 0.2855 0.7505
|
|
vn 0.5396 0.8376 0.0855
|
|
vn 0.7964 0.3707 -0.4778
|
|
vn 0.0283 -0.8072 -0.5895
|
|
vn -0.5931 -0.7911 -0.1498
|
|
vn -0.8295 -0.3577 0.4290
|
|
vn 0.0061 0.7636 0.6457
|
|
vn 0.5944 0.7904 0.1480
|
|
vn 0.8294 0.3480 -0.4371
|
|
vn -0.8162 -0.2445 -0.5235
|
|
vn -0.9938 0.0899 -0.0655
|
|
vn -0.3226 0.9389 0.1199
|
|
vn 0.1329 0.9561 -0.2611
|
|
vn 0.3106 0.6217 -0.7191
|
|
vn -0.3607 -0.2271 -0.9046
|
|
vn 0.0252 0.5294 -0.8480
|
|
vn 0.4661 -0.0066 0.8847
|
|
vn 0.8636 -0.1633 -0.4770
|
|
vn -0.4806 0.0960 -0.8716
|
|
vn 0.8802 0.0269 -0.4739
|
|
vn -0.4644 0.2267 -0.8561
|
|
vn 0.9488 -0.1766 0.2619
|
|
vn 0.9141 -0.3407 0.2200
|
|
vn -0.7845 0.6158 -0.0732
|
|
vn 0.2140 -0.7798 0.5883
|
|
vn -0.7550 0.2357 0.6119
|
|
vn 0.1007 -0.8654 0.4909
|
|
vn -0.4249 -0.4223 0.8007
|
|
vn -0.0879 0.8602 -0.5022
|
|
vn -0.4667 -0.4298 0.7729
|
|
vn -0.6631 0.3057 0.6832
|
|
vn 0.0996 0.9366 -0.3360
|
|
vn -0.6406 -0.4553 0.6184
|
|
vn 0.2856 0.9433 -0.1692
|
|
vn -0.7468 -0.4217 0.5143
|
|
vn -0.1076 0.8409 0.5303
|
|
vn -0.5960 0.2855 0.7505
|
|
vn 0.5396 0.8375 0.0855
|
|
vn 0.0062 0.7636 0.6457
|
|
vn 0.8294 0.3480 -0.4372
|
|
vn -0.9938 0.0900 -0.0655
|
|
vn -0.7893 0.5802 0.2009
|
|
vn 0.1330 0.9561 -0.2611
|
|
vn -0.3606 -0.2272 -0.9046
|
|
# 613 vertex normals
|
|
|
|
o Line016
|
|
g Line016
|
|
usemtl wire_008008008
|
|
s 1
|
|
f 4630//3433 4631//3434 4632//3435 4633//3436
|
|
s 2
|
|
f 4633//3436 4632//3435 4634//3437 4635//3438
|
|
s 1
|
|
f 4635//3438 4634//3437 4636//3439 4637//3440
|
|
s 2
|
|
f 4637//3440 4636//3439 4638//3441 4639//3442
|
|
s 1
|
|
f 4639//3442 4638//3441 4640//3443 4641//3444
|
|
s 2
|
|
f 4641//3444 4640//3443 4642//3445 4643//3446
|
|
s 1
|
|
f 4643//3446 4642//3445 4644//3447 4645//3448
|
|
s 2
|
|
f 4645//3448 4644//3447 4631//3434 4630//3433
|
|
s 1
|
|
f 4631//3434 4646//3449 4647//3450 4632//3435
|
|
s 2
|
|
f 4632//3435 4647//3450 4648//3451 4634//3437
|
|
s 1
|
|
f 4634//3437 4648//3451 4649//3452 4636//3439
|
|
s 2
|
|
f 4636//3439 4649//3452 4650//3453 4638//3441
|
|
s 1
|
|
f 4638//3441 4650//3453 4651//3454 4640//3443
|
|
s 2
|
|
f 4640//3443 4651//3454 4652//3455 4642//3445
|
|
s 1
|
|
f 4642//3445 4652//3455 4653//3456 4644//3447
|
|
s 2
|
|
f 4644//3447 4653//3456 4646//3449 4631//3434
|
|
s 1
|
|
f 4646//3449 4654//3457 4655//3458 4647//3450
|
|
s 2
|
|
f 4647//3450 4655//3458 4656//3459 4648//3451
|
|
s 1
|
|
f 4648//3451 4656//3459 4657//3460 4649//3452
|
|
s 2
|
|
f 4649//3452 4657//3460 4658//3461 4650//3453
|
|
s 1
|
|
f 4650//3453 4658//3461 4659//3462 4651//3454
|
|
s 2
|
|
f 4651//3454 4659//3462 4660//3463 4652//3455
|
|
s 1
|
|
f 4652//3455 4660//3463 4661//3464 4653//3456
|
|
s 2
|
|
f 4653//3456 4661//3464 4654//3457 4646//3449
|
|
s 1
|
|
f 4654//3457 4662//3465 4663//3466 4655//3458
|
|
s 2
|
|
f 4655//3458 4663//3466 4664//3467 4656//3459
|
|
s 1
|
|
f 4656//3459 4664//3467 4665//3468 4657//3460
|
|
s 2
|
|
f 4657//3460 4665//3468 4666//3469 4658//3461
|
|
s 1
|
|
f 4658//3461 4666//3469 4667//3470 4659//3462
|
|
s 2
|
|
f 4659//3462 4667//3470 4668//3471 4660//3463
|
|
s 1
|
|
f 4660//3463 4668//3471 4669//3472 4661//3464
|
|
s 2
|
|
f 4661//3464 4669//3472 4662//3465 4654//3457
|
|
s 1
|
|
f 4662//3465 4670//3473 4671//3474 4663//3466
|
|
s 2
|
|
f 4663//3466 4671//3474 4672//3475 4664//3467
|
|
s 1
|
|
f 4664//3467 4672//3475 4673//3476 4665//3468
|
|
s 2
|
|
f 4665//3468 4673//3476 4674//3477 4666//3469
|
|
s 1
|
|
f 4666//3469 4674//3477 4675//3478 4667//3470
|
|
s 2
|
|
f 4667//3470 4675//3478 4676//3479 4668//3471
|
|
s 1
|
|
f 4668//3471 4676//3479 4677//3480 4669//3472
|
|
s 2
|
|
f 4669//3472 4677//3480 4670//3473 4662//3465
|
|
s 1
|
|
f 4670//3473 4678//3481 4679//3482 4671//3474
|
|
s 2
|
|
f 4671//3474 4679//3482 4680//3483 4672//3475
|
|
s 1
|
|
f 4672//3475 4680//3483 4681//3484 4673//3476
|
|
s 2
|
|
f 4673//3476 4681//3484 4682//3485 4674//3477
|
|
s 1
|
|
f 4674//3477 4682//3485 4683//3486 4675//3478
|
|
s 2
|
|
f 4675//3478 4683//3486 4684//3487 4676//3479
|
|
s 1
|
|
f 4676//3479 4684//3487 4685//3488 4677//3480
|
|
s 2
|
|
f 4677//3480 4685//3488 4678//3481 4670//3473
|
|
s 1
|
|
f 4678//3481 4686//3489 4687//3490 4679//3482
|
|
s 2
|
|
f 4679//3482 4687//3490 4688//3491 4680//3483
|
|
s 1
|
|
f 4680//3483 4688//3491 4689//3492 4681//3484
|
|
s 2
|
|
f 4681//3484 4689//3492 4690//3493 4682//3485
|
|
s 1
|
|
f 4682//3485 4690//3493 4691//3494 4683//3486
|
|
s 2
|
|
f 4683//3486 4691//3494 4692//3495 4684//3487
|
|
s 1
|
|
f 4684//3487 4692//3495 4693//3496 4685//3488
|
|
s 2
|
|
f 4685//3488 4693//3496 4686//3489 4678//3481
|
|
s 1
|
|
f 4686//3489 4694//3497 4695//3498 4687//3490
|
|
s 2
|
|
f 4687//3490 4695//3498 4696//3499 4688//3491
|
|
s 1
|
|
f 4688//3491 4696//3499 4697//3500 4689//3492
|
|
s 2
|
|
f 4689//3492 4697//3500 4698//3501 4690//3493
|
|
s 1
|
|
f 4690//3493 4698//3501 4699//3502 4691//3494
|
|
s 2
|
|
f 4691//3494 4699//3502 4700//3503 4692//3495
|
|
s 1
|
|
f 4692//3495 4700//3503 4701//3504 4693//3496
|
|
s 2
|
|
f 4693//3496 4701//3504 4694//3497 4686//3489
|
|
s 1
|
|
f 4694//3497 4702//3505 4703//3506 4695//3498
|
|
s 2
|
|
f 4695//3498 4703//3506 4704//3507 4696//3499
|
|
s 1
|
|
f 4696//3499 4704//3507 4705//3508 4697//3500
|
|
s 2
|
|
f 4697//3500 4705//3508 4706//3509 4698//3501
|
|
s 1
|
|
f 4698//3501 4706//3509 4707//3510 4699//3502
|
|
s 2
|
|
f 4699//3502 4707//3510 4708//3511 4700//3503
|
|
s 1
|
|
f 4700//3503 4708//3511 4709//3512 4701//3504
|
|
s 2
|
|
f 4701//3504 4709//3512 4702//3505 4694//3497
|
|
s 1
|
|
f 4702//3505 4710//3513 4711//3514 4703//3506
|
|
s 2
|
|
f 4703//3506 4711//3514 4712//3515 4704//3507
|
|
s 1
|
|
f 4704//3507 4712//3515 4713//3516 4705//3508
|
|
s 2
|
|
f 4705//3508 4713//3516 4714//3517 4706//3509
|
|
s 1
|
|
f 4706//3509 4714//3517 4715//3518 4707//3510
|
|
s 2
|
|
f 4707//3510 4715//3518 4716//3519 4708//3511
|
|
s 1
|
|
f 4708//3511 4716//3519 4717//3520 4709//3512
|
|
s 2
|
|
f 4709//3512 4717//3520 4710//3513 4702//3505
|
|
s 1
|
|
f 4710//3513 4718//3521 4719//3522 4711//3514
|
|
s 2
|
|
f 4711//3514 4719//3522 4720//3523 4712//3515
|
|
s 1
|
|
f 4712//3515 4720//3523 4721//3524 4713//3516
|
|
s 2
|
|
f 4713//3516 4721//3524 4722//3525 4714//3517
|
|
s 1
|
|
f 4714//3517 4722//3525 4723//3526 4715//3518
|
|
s 2
|
|
f 4715//3518 4723//3526 4724//3527 4716//3519
|
|
s 1
|
|
f 4716//3519 4724//3527 4725//3528 4717//3520
|
|
s 2
|
|
f 4717//3520 4725//3528 4718//3521 4710//3513
|
|
s 1
|
|
f 4718//3521 4726//3529 4727//3530 4719//3522
|
|
s 2
|
|
f 4719//3522 4727//3530 4728//3531 4720//3523
|
|
s 1
|
|
f 4720//3523 4728//3531 4729//3532 4721//3524
|
|
s 2
|
|
f 4721//3524 4729//3532 4730//3533 4722//3525
|
|
s 1
|
|
f 4722//3525 4730//3533 4731//3534 4723//3526
|
|
s 2
|
|
f 4723//3526 4731//3534 4732//3535 4724//3527
|
|
s 1
|
|
f 4724//3527 4732//3535 4733//3536 4725//3528
|
|
s 2
|
|
f 4725//3528 4733//3536 4726//3529 4718//3521
|
|
s 1
|
|
f 4726//3529 4734//3537 4735//3538 4727//3530
|
|
s 2
|
|
f 4727//3530 4735//3538 4736//3539 4728//3531
|
|
s 1
|
|
f 4728//3531 4736//3539 4737//3540 4729//3532
|
|
s 2
|
|
f 4729//3532 4737//3540 4738//3541 4730//3533
|
|
s 1
|
|
f 4730//3533 4738//3541 4739//3542 4731//3534
|
|
s 2
|
|
f 4731//3534 4739//3542 4740//3543 4732//3535
|
|
s 1
|
|
f 4732//3535 4740//3543 4741//3544 4733//3536
|
|
s 2
|
|
f 4733//3536 4741//3544 4734//3537 4726//3529
|
|
s 1
|
|
f 4734//3537 4742//3545 4743//3546 4735//3538
|
|
s 2
|
|
f 4735//3538 4743//3546 4744//3547 4736//3539
|
|
s 1
|
|
f 4736//3539 4744//3547 4745//3548 4737//3540
|
|
s 2
|
|
f 4737//3540 4745//3548 4746//3549 4738//3541
|
|
s 1
|
|
f 4738//3541 4746//3549 4747//3550 4739//3542
|
|
s 2
|
|
f 4739//3542 4747//3550 4748//3551 4740//3543
|
|
s 1
|
|
f 4740//3543 4748//3551 4749//3552 4741//3544
|
|
s 2
|
|
f 4741//3544 4749//3552 4742//3545 4734//3537
|
|
s 1
|
|
f 4742//3545 4750//3553 4751//3554 4743//3546
|
|
s 2
|
|
f 4743//3546 4751//3554 4752//3555 4744//3547
|
|
s 1
|
|
f 4744//3547 4752//3555 4753//3556 4745//3548
|
|
s 2
|
|
f 4745//3548 4753//3556 4754//3557 4746//3549
|
|
s 1
|
|
f 4746//3549 4754//3557 4755//3558 4747//3550
|
|
s 2
|
|
f 4747//3550 4755//3558 4756//3559 4748//3551
|
|
s 1
|
|
f 4748//3551 4756//3559 4757//3560 4749//3552
|
|
s 2
|
|
f 4749//3552 4757//3560 4750//3553 4742//3545
|
|
s 1
|
|
f 4750//3553 4758//3561 4759//3562 4751//3554
|
|
s 2
|
|
f 4751//3554 4759//3562 4760//3563 4752//3555
|
|
s 1
|
|
f 4752//3555 4760//3563 4761//3564 4753//3556
|
|
s 2
|
|
f 4753//3556 4761//3564 4762//3565 4754//3557
|
|
s 1
|
|
f 4754//3557 4762//3565 4763//3566 4755//3558
|
|
s 2
|
|
f 4755//3558 4763//3566 4764//3567 4756//3559
|
|
s 1
|
|
f 4756//3559 4764//3567 4765//3568 4757//3560
|
|
s 2
|
|
f 4757//3560 4765//3568 4758//3561 4750//3553
|
|
s 1
|
|
f 4758//3561 4766//3569 4767//3570 4759//3562
|
|
s 2
|
|
f 4759//3562 4767//3570 4768//3571 4760//3563
|
|
s 1
|
|
f 4760//3563 4768//3571 4769//3572 4761//3564
|
|
s 2
|
|
f 4761//3564 4769//3572 4770//3573 4762//3565
|
|
s 1
|
|
f 4762//3565 4770//3573 4771//3574 4763//3566
|
|
s 2
|
|
f 4763//3566 4771//3574 4772//3575 4764//3567
|
|
s 1
|
|
f 4764//3567 4772//3575 4773//3576 4765//3568
|
|
s 2
|
|
f 4765//3568 4773//3576 4766//3569 4758//3561
|
|
s 1
|
|
f 4766//3569 4774//3577 4775//3578 4767//3570
|
|
s 2
|
|
f 4767//3570 4775//3578 4776//3579 4768//3571
|
|
s 1
|
|
f 4768//3571 4776//3579 4777//3580 4769//3572
|
|
s 2
|
|
f 4769//3572 4777//3580 4778//3581 4770//3573
|
|
s 1
|
|
f 4770//3573 4778//3581 4779//3582 4771//3574
|
|
s 2
|
|
f 4771//3574 4779//3582 4780//3583 4772//3575
|
|
s 1
|
|
f 4772//3575 4780//3583 4781//3584 4773//3576
|
|
s 2
|
|
f 4773//3576 4781//3584 4774//3577 4766//3569
|
|
s 1
|
|
f 4774//3577 4782//3585 4783//3586 4775//3578
|
|
s 2
|
|
f 4775//3578 4783//3586 4784//3587 4776//3579
|
|
s 1
|
|
f 4776//3579 4784//3587 4785//3588 4777//3580
|
|
s 2
|
|
f 4777//3580 4785//3588 4786//3589 4778//3581
|
|
s 1
|
|
f 4778//3581 4786//3589 4787//3590 4779//3582
|
|
s 2
|
|
f 4779//3582 4787//3590 4788//3591 4780//3583
|
|
s 1
|
|
f 4780//3583 4788//3591 4789//3592 4781//3584
|
|
s 2
|
|
f 4781//3584 4789//3592 4782//3585 4774//3577
|
|
s 1
|
|
f 4782//3585 4790//3593 4791//3594 4783//3586
|
|
s 2
|
|
f 4783//3586 4791//3594 4792//3595 4784//3587
|
|
s 1
|
|
f 4784//3587 4792//3595 4793//3596 4785//3588
|
|
s 2
|
|
f 4785//3588 4793//3596 4794//3597 4786//3589
|
|
s 1
|
|
f 4786//3589 4794//3597 4795//3598 4787//3590
|
|
s 2
|
|
f 4787//3590 4795//3598 4796//3599 4788//3591
|
|
s 1
|
|
f 4788//3591 4796//3599 4797//3600 4789//3592
|
|
s 2
|
|
f 4789//3592 4797//3600 4790//3593 4782//3585
|
|
s 1
|
|
f 4790//3593 4798//3601 4799//3602 4791//3594
|
|
s 2
|
|
f 4791//3594 4799//3602 4800//3603 4792//3595
|
|
s 1
|
|
f 4792//3595 4800//3603 4801//3604 4793//3596
|
|
s 2
|
|
f 4793//3596 4801//3604 4802//3605 4794//3597
|
|
s 1
|
|
f 4794//3597 4802//3605 4803//3606 4795//3598
|
|
s 2
|
|
f 4795//3598 4803//3606 4804//3607 4796//3599
|
|
s 1
|
|
f 4796//3599 4804//3607 4805//3608 4797//3600
|
|
s 2
|
|
f 4797//3600 4805//3608 4798//3601 4790//3593
|
|
s 1
|
|
f 4798//3601 4806//3609 4807//3610 4799//3602
|
|
s 2
|
|
f 4799//3602 4807//3610 4808//3611 4800//3603
|
|
s 1
|
|
f 4800//3603 4808//3611 4809//3612 4801//3604
|
|
s 2
|
|
f 4801//3604 4809//3612 4810//3613 4802//3605
|
|
s 1
|
|
f 4802//3605 4810//3613 4811//3614 4803//3606
|
|
s 2
|
|
f 4803//3606 4811//3614 4812//3615 4804//3607
|
|
s 1
|
|
f 4804//3607 4812//3615 4813//3616 4805//3608
|
|
s 2
|
|
f 4805//3608 4813//3616 4806//3609 4798//3601
|
|
s 1
|
|
f 4806//3609 4814//3617 4815//3618 4807//3610
|
|
s 2
|
|
f 4807//3610 4815//3618 4816//3619 4808//3611
|
|
s 1
|
|
f 4808//3611 4816//3619 4817//3620 4809//3612
|
|
s 2
|
|
f 4809//3612 4817//3620 4818//3621 4810//3613
|
|
s 1
|
|
f 4810//3613 4818//3621 4819//3622 4811//3614
|
|
s 2
|
|
f 4811//3614 4819//3622 4820//3623 4812//3615
|
|
s 1
|
|
f 4812//3615 4820//3623 4821//3624 4813//3616
|
|
s 2
|
|
f 4813//3616 4821//3624 4814//3617 4806//3609
|
|
s 1
|
|
f 4814//3617 4822//3625 4823//3626 4815//3618
|
|
s 2
|
|
f 4815//3618 4823//3626 4824//3627 4816//3619
|
|
s 1
|
|
f 4816//3619 4824//3627 4825//3628 4817//3620
|
|
s 2
|
|
f 4817//3620 4825//3628 4826//3629 4818//3621
|
|
s 1
|
|
f 4818//3621 4826//3629 4827//3630 4819//3622
|
|
s 2
|
|
f 4819//3622 4827//3630 4828//3631 4820//3623
|
|
s 1
|
|
f 4820//3623 4828//3631 4829//3632 4821//3624
|
|
s 2
|
|
f 4821//3624 4829//3632 4822//3625 4814//3617
|
|
s 1
|
|
f 4822//3625 4830//3633 4831//3634 4823//3626
|
|
s 2
|
|
f 4823//3626 4831//3634 4832//3635 4824//3627
|
|
s 1
|
|
f 4824//3627 4832//3635 4833//3636 4825//3628
|
|
s 2
|
|
f 4825//3628 4833//3636 4834//3637 4826//3629
|
|
s 1
|
|
f 4826//3629 4834//3637 4835//3638 4827//3630
|
|
s 2
|
|
f 4827//3630 4835//3638 4836//3639 4828//3631
|
|
s 1
|
|
f 4828//3631 4836//3639 4837//3640 4829//3632
|
|
s 2
|
|
f 4829//3632 4837//3640 4830//3633 4822//3625
|
|
s 4
|
|
f 4633//3436 4635//3438 4637//3440 4630//3433
|
|
f 4637//3440 4639//3442 4641//3444 4630//3433
|
|
f 4641//3444 4643//3446 4645//3448 4630//3433
|
|
f 4832//3635 4831//3634 4830//3633 4833//3636
|
|
f 4834//3637 4833//3636 4830//3633 4835//3638
|
|
f 4836//3639 4835//3638 4830//3633 4837//3640
|
|
s 1
|
|
f 4838//3433 4839//3434 4840//3435 4841//3436
|
|
s 2
|
|
f 4841//3436 4840//3435 4842//3437 4843//3641
|
|
s 1
|
|
f 4843//3641 4842//3437 4844//3439 4845//3440
|
|
s 2
|
|
f 4845//3440 4844//3439 4846//3441 4847//3442
|
|
s 1
|
|
f 4847//3442 4846//3441 4848//3443 4849//3642
|
|
s 2
|
|
f 4849//3642 4848//3443 4850//3445 4851//3446
|
|
s 1
|
|
f 4851//3446 4850//3445 4852//3447 4853//3448
|
|
s 2
|
|
f 4853//3448 4852//3447 4839//3434 4838//3433
|
|
s 1
|
|
f 4839//3434 4854//3449 4855//3450 4840//3435
|
|
s 2
|
|
f 4840//3435 4855//3450 4856//3451 4842//3437
|
|
s 1
|
|
f 4842//3437 4856//3451 4857//3452 4844//3439
|
|
s 2
|
|
f 4844//3439 4857//3452 4858//3453 4846//3441
|
|
s 1
|
|
f 4846//3441 4858//3453 4859//3454 4848//3443
|
|
s 2
|
|
f 4848//3443 4859//3454 4860//3455 4850//3445
|
|
s 1
|
|
f 4850//3445 4860//3455 4861//3456 4852//3447
|
|
s 2
|
|
f 4852//3447 4861//3456 4854//3449 4839//3434
|
|
s 1
|
|
f 4854//3449 4862//3457 4863//3458 4855//3450
|
|
s 2
|
|
f 4855//3450 4863//3458 4864//3459 4856//3451
|
|
s 1
|
|
f 4856//3451 4864//3459 4865//3460 4857//3452
|
|
s 2
|
|
f 4857//3452 4865//3460 4866//3461 4858//3453
|
|
s 1
|
|
f 4858//3453 4866//3461 4867//3462 4859//3454
|
|
s 2
|
|
f 4859//3454 4867//3462 4868//3463 4860//3455
|
|
s 1
|
|
f 4860//3455 4868//3463 4869//3464 4861//3456
|
|
s 2
|
|
f 4861//3456 4869//3464 4862//3457 4854//3449
|
|
s 1
|
|
f 4862//3457 4870//3465 4871//3466 4863//3458
|
|
s 2
|
|
f 4863//3458 4871//3466 4872//3467 4864//3459
|
|
s 1
|
|
f 4864//3459 4872//3467 4873//3468 4865//3460
|
|
s 2
|
|
f 4865//3460 4873//3468 4874//3469 4866//3461
|
|
s 1
|
|
f 4866//3461 4874//3469 4875//3470 4867//3462
|
|
s 2
|
|
f 4867//3462 4875//3470 4876//3471 4868//3463
|
|
s 1
|
|
f 4868//3463 4876//3471 4877//3472 4869//3464
|
|
s 2
|
|
f 4869//3464 4877//3472 4870//3465 4862//3457
|
|
s 1
|
|
f 4870//3465 4878//3473 4879//3474 4871//3466
|
|
s 2
|
|
f 4871//3466 4879//3474 4880//3475 4872//3467
|
|
s 1
|
|
f 4872//3467 4880//3475 4881//3476 4873//3468
|
|
s 2
|
|
f 4873//3468 4881//3476 4882//3477 4874//3469
|
|
s 1
|
|
f 4874//3469 4882//3477 4883//3478 4875//3470
|
|
s 2
|
|
f 4875//3470 4883//3478 4884//3479 4876//3471
|
|
s 1
|
|
f 4876//3471 4884//3479 4885//3480 4877//3472
|
|
s 2
|
|
f 4877//3472 4885//3480 4878//3473 4870//3465
|
|
s 1
|
|
f 4878//3473 4886//3481 4887//3482 4879//3474
|
|
s 2
|
|
f 4879//3474 4887//3482 4888//3483 4880//3475
|
|
s 1
|
|
f 4880//3475 4888//3483 4889//3484 4881//3476
|
|
s 2
|
|
f 4881//3476 4889//3484 4890//3485 4882//3477
|
|
s 1
|
|
f 4882//3477 4890//3485 4891//3486 4883//3478
|
|
s 2
|
|
f 4883//3478 4891//3486 4892//3487 4884//3479
|
|
s 1
|
|
f 4884//3479 4892//3487 4893//3643 4885//3480
|
|
s 2
|
|
f 4885//3480 4893//3643 4886//3481 4878//3473
|
|
s 1
|
|
f 4886//3481 4894//3489 4895//3490 4887//3482
|
|
s 2
|
|
f 4887//3482 4895//3490 4896//3491 4888//3483
|
|
s 1
|
|
f 4888//3483 4896//3491 4897//3492 4889//3484
|
|
s 2
|
|
f 4889//3484 4897//3492 4898//3493 4890//3485
|
|
s 1
|
|
f 4890//3485 4898//3493 4899//3494 4891//3486
|
|
s 2
|
|
f 4891//3486 4899//3494 4900//3644 4892//3487
|
|
s 1
|
|
f 4892//3487 4900//3644 4901//3496 4893//3643
|
|
s 2
|
|
f 4893//3643 4901//3496 4894//3489 4886//3481
|
|
s 1
|
|
f 4894//3489 4902//3497 4903//3498 4895//3490
|
|
s 2
|
|
f 4895//3490 4903//3498 4904//3499 4896//3491
|
|
s 1
|
|
f 4896//3491 4904//3499 4905//3500 4897//3492
|
|
s 2
|
|
f 4897//3492 4905//3500 4906//3501 4898//3493
|
|
s 1
|
|
f 4898//3493 4906//3501 4907//3502 4899//3494
|
|
s 2
|
|
f 4899//3494 4907//3502 4908//3503 4900//3644
|
|
s 1
|
|
f 4900//3644 4908//3503 4909//3645 4901//3496
|
|
s 2
|
|
f 4901//3496 4909//3645 4902//3497 4894//3489
|
|
s 1
|
|
f 4902//3497 4910//3505 4911//3646 4903//3498
|
|
s 2
|
|
f 4903//3498 4911//3646 4912//3507 4904//3499
|
|
s 1
|
|
f 4904//3499 4912//3507 4913//3508 4905//3500
|
|
s 2
|
|
f 4905//3500 4913//3508 4914//3509 4906//3501
|
|
s 1
|
|
f 4906//3501 4914//3509 4915//3510 4907//3502
|
|
s 2
|
|
f 4907//3502 4915//3510 4916//3511 4908//3503
|
|
s 1
|
|
f 4908//3503 4916//3511 4917//3512 4909//3645
|
|
s 2
|
|
f 4909//3645 4917//3512 4910//3505 4902//3497
|
|
s 1
|
|
f 4910//3505 4918//3647 4919//3514 4911//3646
|
|
s 2
|
|
f 4911//3646 4919//3514 4920//3515 4912//3507
|
|
s 1
|
|
f 4912//3507 4920//3515 4921//3516 4913//3508
|
|
s 2
|
|
f 4913//3508 4921//3516 4922//3517 4914//3509
|
|
s 1
|
|
f 4914//3509 4922//3517 4923//3518 4915//3510
|
|
s 2
|
|
f 4915//3510 4923//3518 4924//3519 4916//3511
|
|
s 1
|
|
f 4916//3511 4924//3519 4925//3648 4917//3512
|
|
s 2
|
|
f 4917//3512 4925//3648 4918//3647 4910//3505
|
|
s 1
|
|
f 4918//3647 4926//3521 4927//3522 4919//3514
|
|
s 2
|
|
f 4919//3514 4927//3522 4928//3523 4920//3515
|
|
s 1
|
|
f 4920//3515 4928//3523 4929//3524 4921//3516
|
|
s 2
|
|
f 4921//3516 4929//3524 4930//3649 4922//3517
|
|
s 1
|
|
f 4922//3517 4930//3649 4931//3526 4923//3518
|
|
s 2
|
|
f 4923//3518 4931//3526 4932//3527 4924//3519
|
|
s 1
|
|
f 4924//3519 4932//3527 4933//3528 4925//3648
|
|
s 2
|
|
f 4925//3648 4933//3528 4926//3521 4918//3647
|
|
s 1
|
|
f 4926//3521 4934//3529 4935//3530 4927//3522
|
|
s 2
|
|
f 4927//3522 4935//3530 4936//3531 4928//3523
|
|
s 1
|
|
f 4928//3523 4936//3531 4937//3532 4929//3524
|
|
s 2
|
|
f 4929//3524 4937//3532 4938//3533 4930//3649
|
|
s 1
|
|
f 4930//3649 4938//3533 4939//3534 4931//3526
|
|
s 2
|
|
f 4931//3526 4939//3534 4940//3535 4932//3527
|
|
s 1
|
|
f 4932//3527 4940//3535 4941//3536 4933//3528
|
|
s 2
|
|
f 4933//3528 4941//3536 4934//3529 4926//3521
|
|
s 1
|
|
f 4934//3529 4942//3537 4943//3538 4935//3530
|
|
s 2
|
|
f 4935//3530 4943//3538 4944//3539 4936//3531
|
|
s 1
|
|
f 4936//3531 4944//3539 4945//3540 4937//3532
|
|
s 2
|
|
f 4937//3532 4945//3540 4946//3541 4938//3533
|
|
s 1
|
|
f 4938//3533 4946//3541 4947//3650 4939//3534
|
|
s 2
|
|
f 4939//3534 4947//3650 4948//3543 4940//3535
|
|
s 1
|
|
f 4940//3535 4948//3543 4949//3544 4941//3536
|
|
s 2
|
|
f 4941//3536 4949//3544 4942//3537 4934//3529
|
|
s 1
|
|
f 4942//3537 4950//3545 4951//3651 4943//3538
|
|
s 2
|
|
f 4943//3538 4951//3651 4952//3547 4944//3539
|
|
s 1
|
|
f 4944//3539 4952//3547 4953//3652 4945//3540
|
|
s 2
|
|
f 4945//3540 4953//3652 4954//3549 4946//3541
|
|
s 1
|
|
f 4946//3541 4954//3549 4955//3550 4947//3650
|
|
s 2
|
|
f 4947//3650 4955//3550 4956//3653 4948//3543
|
|
s 1
|
|
f 4948//3543 4956//3653 4957//3552 4949//3544
|
|
s 2
|
|
f 4949//3544 4957//3552 4950//3545 4942//3537
|
|
s 1
|
|
f 4950//3545 4958//3553 4959//3654 4951//3651
|
|
s 2
|
|
f 4951//3651 4959//3654 4960//3555 4952//3547
|
|
s 1
|
|
f 4952//3547 4960//3555 4961//3556 4953//3652
|
|
s 2
|
|
f 4953//3652 4961//3556 4962//3655 4954//3549
|
|
s 1
|
|
f 4954//3549 4962//3655 4963//3558 4955//3550
|
|
s 2
|
|
f 4955//3550 4963//3558 4964//3559 4956//3653
|
|
s 1
|
|
f 4956//3653 4964//3559 4965//3560 4957//3552
|
|
s 2
|
|
f 4957//3552 4965//3560 4958//3553 4950//3545
|
|
s 1
|
|
f 4958//3553 4966//3561 4967//3562 4959//3654
|
|
s 2
|
|
f 4959//3654 4967//3562 4968//3563 4960//3555
|
|
s 1
|
|
f 4960//3555 4968//3563 4969//3564 4961//3556
|
|
s 2
|
|
f 4961//3556 4969//3564 4970//3565 4962//3655
|
|
s 1
|
|
f 4962//3655 4970//3565 4971//3566 4963//3558
|
|
s 2
|
|
f 4963//3558 4971//3566 4972//3567 4964//3559
|
|
s 1
|
|
f 4964//3559 4972//3567 4973//3568 4965//3560
|
|
s 2
|
|
f 4965//3560 4973//3568 4966//3561 4958//3553
|
|
s 1
|
|
f 4966//3561 4974//3656 4975//3570 4967//3562
|
|
s 2
|
|
f 4967//3562 4975//3570 4976//3571 4968//3563
|
|
s 1
|
|
f 4968//3563 4976//3571 4977//3572 4969//3564
|
|
s 2
|
|
f 4969//3564 4977//3572 4978//3573 4970//3565
|
|
s 1
|
|
f 4970//3565 4978//3573 4979//3574 4971//3566
|
|
s 2
|
|
f 4971//3566 4979//3574 4980//3575 4972//3567
|
|
s 1
|
|
f 4972//3567 4980//3575 4981//3576 4973//3568
|
|
s 2
|
|
f 4973//3568 4981//3576 4974//3656 4966//3561
|
|
s 1
|
|
f 4974//3656 4982//3577 4983//3578 4975//3570
|
|
s 2
|
|
f 4975//3570 4983//3578 4984//3579 4976//3571
|
|
s 1
|
|
f 4976//3571 4984//3579 4985//3580 4977//3572
|
|
s 2
|
|
f 4977//3572 4985//3580 4986//3581 4978//3573
|
|
s 1
|
|
f 4978//3573 4986//3581 4987//3582 4979//3574
|
|
s 2
|
|
f 4979//3574 4987//3582 4988//3583 4980//3575
|
|
s 1
|
|
f 4980//3575 4988//3583 4989//3584 4981//3576
|
|
s 2
|
|
f 4981//3576 4989//3584 4982//3577 4974//3656
|
|
s 1
|
|
f 4982//3577 4990//3585 4991//3586 4983//3578
|
|
s 2
|
|
f 4983//3578 4991//3586 4992//3587 4984//3579
|
|
s 1
|
|
f 4984//3579 4992//3587 4993//3588 4985//3580
|
|
s 2
|
|
f 4985//3580 4993//3588 4994//3657 4986//3581
|
|
s 1
|
|
f 4986//3581 4994//3657 4995//3658 4987//3582
|
|
s 2
|
|
f 4987//3582 4995//3658 4996//3591 4988//3583
|
|
s 1
|
|
f 4988//3583 4996//3591 4997//3592 4989//3584
|
|
s 2
|
|
f 4989//3584 4997//3592 4990//3585 4982//3577
|
|
s 1
|
|
f 4990//3585 4998//3593 4999//3594 4991//3586
|
|
s 2
|
|
f 4991//3586 4999//3594 5000//3595 4992//3587
|
|
s 1
|
|
f 4992//3587 5000//3595 5001//3596 4993//3588
|
|
s 2
|
|
f 4993//3588 5001//3596 5002//3597 4994//3657
|
|
s 1
|
|
f 4994//3657 5002//3597 5003//3598 4995//3658
|
|
s 2
|
|
f 4995//3658 5003//3598 5004//3599 4996//3591
|
|
s 1
|
|
f 4996//3591 5004//3599 5005//3600 4997//3592
|
|
s 2
|
|
f 4997//3592 5005//3600 4998//3593 4990//3585
|
|
s 1
|
|
f 4998//3593 5006//3601 5007//3602 4999//3594
|
|
s 2
|
|
f 4999//3594 5007//3602 5008//3603 5000//3595
|
|
s 1
|
|
f 5000//3595 5008//3603 5009//3604 5001//3596
|
|
s 2
|
|
f 5001//3596 5009//3604 5010//3605 5002//3597
|
|
s 1
|
|
f 5002//3597 5010//3605 5011//3659 5003//3598
|
|
s 2
|
|
f 5003//3598 5011//3659 5012//3607 5004//3599
|
|
s 1
|
|
f 5004//3599 5012//3607 5013//3608 5005//3600
|
|
s 2
|
|
f 5005//3600 5013//3608 5006//3601 4998//3593
|
|
s 1
|
|
f 5006//3601 5014//3609 5015//3610 5007//3602
|
|
s 2
|
|
f 5007//3602 5015//3610 5016//3611 5008//3603
|
|
s 1
|
|
f 5008//3603 5016//3611 5017//3612 5009//3604
|
|
s 2
|
|
f 5009//3604 5017//3612 5018//3660 5010//3605
|
|
s 1
|
|
f 5010//3605 5018//3660 5019//3614 5011//3659
|
|
s 2
|
|
f 5011//3659 5019//3614 5020//3615 5012//3607
|
|
s 1
|
|
f 5012//3607 5020//3615 5021//3616 5013//3608
|
|
s 2
|
|
f 5013//3608 5021//3616 5014//3609 5006//3601
|
|
s 1
|
|
f 5014//3609 5022//3617 5023//3618 5015//3610
|
|
s 2
|
|
f 5015//3610 5023//3618 5024//3661 5016//3611
|
|
s 1
|
|
f 5016//3611 5024//3661 5025//3620 5017//3612
|
|
s 2
|
|
f 5017//3612 5025//3620 5026//3621 5018//3660
|
|
s 1
|
|
f 5018//3660 5026//3621 5027//3622 5019//3614
|
|
s 2
|
|
f 5019//3614 5027//3622 5028//3623 5020//3615
|
|
s 1
|
|
f 5020//3615 5028//3623 5029//3624 5021//3616
|
|
s 2
|
|
f 5021//3616 5029//3624 5022//3617 5014//3609
|
|
s 1
|
|
f 5022//3617 5030//3625 5031//3626 5023//3618
|
|
s 2
|
|
f 5023//3618 5031//3626 5032//3627 5024//3661
|
|
s 1
|
|
f 5024//3661 5032//3627 5033//3628 5025//3620
|
|
s 2
|
|
f 5025//3620 5033//3628 5034//3629 5026//3621
|
|
s 1
|
|
f 5026//3621 5034//3629 5035//3630 5027//3622
|
|
s 2
|
|
f 5027//3622 5035//3630 5036//3631 5028//3623
|
|
s 1
|
|
f 5028//3623 5036//3631 5037//3632 5029//3624
|
|
s 2
|
|
f 5029//3624 5037//3632 5030//3625 5022//3617
|
|
s 1
|
|
f 5030//3625 5038//3633 5039//3662 5031//3626
|
|
s 2
|
|
f 5031//3626 5039//3662 5040//3635 5032//3627
|
|
s 1
|
|
f 5032//3627 5040//3635 5041//3663 5033//3628
|
|
s 2
|
|
f 5033//3628 5041//3663 5042//3664 5034//3629
|
|
s 1
|
|
f 5034//3629 5042//3664 5043//3638 5035//3630
|
|
s 2
|
|
f 5035//3630 5043//3638 5044//3665 5036//3631
|
|
s 1
|
|
f 5036//3631 5044//3665 5045//3666 5037//3632
|
|
s 2
|
|
f 5037//3632 5045//3666 5038//3633 5030//3625
|
|
s 4
|
|
f 4841//3436 4843//3641 4845//3440 4838//3433
|
|
f 4845//3440 4847//3442 4849//3642 4838//3433
|
|
f 4849//3642 4851//3446 4853//3448 4838//3433
|
|
f 5040//3635 5039//3662 5038//3633 5041//3663
|
|
f 5042//3664 5041//3663 5038//3633 5043//3638
|
|
f 5044//3665 5043//3638 5038//3633 5045//3666
|
|
s 1
|
|
f 5046//3433 5047//3434 5048//3435 5049//3436
|
|
s 2
|
|
f 5049//3436 5048//3435 5050//3437 5051//3667
|
|
s 1
|
|
f 5051//3667 5050//3437 5052//3439 5053//3668
|
|
s 2
|
|
f 5053//3668 5052//3439 5054//3441 5055//3442
|
|
s 1
|
|
f 5055//3442 5054//3441 5056//3443 5057//3444
|
|
s 2
|
|
f 5057//3444 5056//3443 5058//3445 5059//3446
|
|
s 1
|
|
f 5059//3446 5058//3445 5060//3447 5061//3448
|
|
s 2
|
|
f 5061//3448 5060//3447 5047//3434 5046//3433
|
|
s 1
|
|
f 5047//3434 5062//3449 5063//3450 5048//3435
|
|
s 2
|
|
f 5048//3435 5063//3450 5064//3451 5050//3437
|
|
s 1
|
|
f 5050//3437 5064//3451 5065//3452 5052//3439
|
|
s 2
|
|
f 5052//3439 5065//3452 5066//3453 5054//3441
|
|
s 1
|
|
f 5054//3441 5066//3453 5067//3454 5056//3443
|
|
s 2
|
|
f 5056//3443 5067//3454 5068//3455 5058//3445
|
|
s 1
|
|
f 5058//3445 5068//3455 5069//3456 5060//3447
|
|
s 2
|
|
f 5060//3447 5069//3456 5062//3449 5047//3434
|
|
s 1
|
|
f 5062//3449 5070//3457 5071//3458 5063//3450
|
|
s 2
|
|
f 5063//3450 5071//3458 5072//3459 5064//3451
|
|
s 1
|
|
f 5064//3451 5072//3459 5073//3460 5065//3452
|
|
s 2
|
|
f 5065//3452 5073//3460 5074//3461 5066//3453
|
|
s 1
|
|
f 5066//3453 5074//3461 5075//3462 5067//3454
|
|
s 2
|
|
f 5067//3454 5075//3462 5076//3463 5068//3455
|
|
s 1
|
|
f 5068//3455 5076//3463 5077//3464 5069//3456
|
|
s 2
|
|
f 5069//3456 5077//3464 5070//3457 5062//3449
|
|
s 1
|
|
f 5070//3457 5078//3465 5079//3466 5071//3458
|
|
s 2
|
|
f 5071//3458 5079//3466 5080//3467 5072//3459
|
|
s 1
|
|
f 5072//3459 5080//3467 5081//3468 5073//3460
|
|
s 2
|
|
f 5073//3460 5081//3468 5082//3469 5074//3461
|
|
s 1
|
|
f 5074//3461 5082//3469 5083//3470 5075//3462
|
|
s 2
|
|
f 5075//3462 5083//3470 5084//3471 5076//3463
|
|
s 1
|
|
f 5076//3463 5084//3471 5085//3472 5077//3464
|
|
s 2
|
|
f 5077//3464 5085//3472 5078//3465 5070//3457
|
|
s 1
|
|
f 5078//3465 5086//3473 5087//3474 5079//3466
|
|
s 2
|
|
f 5079//3466 5087//3474 5088//3475 5080//3467
|
|
s 1
|
|
f 5080//3467 5088//3475 5089//3476 5081//3468
|
|
s 2
|
|
f 5081//3468 5089//3476 5090//3477 5082//3469
|
|
s 1
|
|
f 5082//3469 5090//3477 5091//3478 5083//3470
|
|
s 2
|
|
f 5083//3470 5091//3478 5092//3479 5084//3471
|
|
s 1
|
|
f 5084//3471 5092//3479 5093//3669 5085//3472
|
|
s 2
|
|
f 5085//3472 5093//3669 5086//3473 5078//3465
|
|
s 1
|
|
f 5086//3473 5094//3481 5095//3482 5087//3474
|
|
s 2
|
|
f 5087//3474 5095//3482 5096//3483 5088//3475
|
|
s 1
|
|
f 5088//3475 5096//3483 5097//3484 5089//3476
|
|
s 2
|
|
f 5089//3476 5097//3484 5098//3485 5090//3477
|
|
s 1
|
|
f 5090//3477 5098//3485 5099//3670 5091//3478
|
|
s 2
|
|
f 5091//3478 5099//3670 5100//3487 5092//3479
|
|
s 1
|
|
f 5092//3479 5100//3487 5101//3488 5093//3669
|
|
s 2
|
|
f 5093//3669 5101//3488 5094//3481 5086//3473
|
|
s 1
|
|
f 5094//3481 5102//3489 5103//3490 5095//3482
|
|
s 2
|
|
f 5095//3482 5103//3490 5104//3491 5096//3483
|
|
s 1
|
|
f 5096//3483 5104//3491 5105//3492 5097//3484
|
|
s 2
|
|
f 5097//3484 5105//3492 5106//3493 5098//3485
|
|
s 1
|
|
f 5098//3485 5106//3493 5107//3494 5099//3670
|
|
s 2
|
|
f 5099//3670 5107//3494 5108//3495 5100//3487
|
|
s 1
|
|
f 5100//3487 5108//3495 5109//3496 5101//3488
|
|
s 2
|
|
f 5101//3488 5109//3496 5102//3489 5094//3481
|
|
s 1
|
|
f 5102//3489 5110//3497 5111//3498 5103//3490
|
|
s 2
|
|
f 5103//3490 5111//3498 5112//3499 5104//3491
|
|
s 1
|
|
f 5104//3491 5112//3499 5113//3500 5105//3492
|
|
s 2
|
|
f 5105//3492 5113//3500 5114//3501 5106//3493
|
|
s 1
|
|
f 5106//3493 5114//3501 5115//3502 5107//3494
|
|
s 2
|
|
f 5107//3494 5115//3502 5116//3503 5108//3495
|
|
s 1
|
|
f 5108//3495 5116//3503 5117//3504 5109//3496
|
|
s 2
|
|
f 5109//3496 5117//3504 5110//3497 5102//3489
|
|
s 1
|
|
f 5110//3497 5118//3505 5119//3646 5111//3498
|
|
s 2
|
|
f 5111//3498 5119//3646 5120//3507 5112//3499
|
|
s 1
|
|
f 5112//3499 5120//3507 5121//3508 5113//3500
|
|
s 2
|
|
f 5113//3500 5121//3508 5122//3509 5114//3501
|
|
s 1
|
|
f 5114//3501 5122//3509 5123//3510 5115//3502
|
|
s 2
|
|
f 5115//3502 5123//3510 5124//3511 5116//3503
|
|
s 1
|
|
f 5116//3503 5124//3511 5125//3512 5117//3504
|
|
s 2
|
|
f 5117//3504 5125//3512 5118//3505 5110//3497
|
|
s 1
|
|
f 5118//3505 5126//3647 5127//3514 5119//3646
|
|
s 2
|
|
f 5119//3646 5127//3514 5128//3515 5120//3507
|
|
s 1
|
|
f 5120//3507 5128//3515 5129//3516 5121//3508
|
|
s 2
|
|
f 5121//3508 5129//3516 5130//3517 5122//3509
|
|
s 1
|
|
f 5122//3509 5130//3517 5131//3518 5123//3510
|
|
s 2
|
|
f 5123//3510 5131//3518 5132//3519 5124//3511
|
|
s 1
|
|
f 5124//3511 5132//3519 5133//3648 5125//3512
|
|
s 2
|
|
f 5125//3512 5133//3648 5126//3647 5118//3505
|
|
s 1
|
|
f 5126//3647 5134//3521 5135//3522 5127//3514
|
|
s 2
|
|
f 5127//3514 5135//3522 5136//3523 5128//3515
|
|
s 1
|
|
f 5128//3515 5136//3523 5137//3524 5129//3516
|
|
s 2
|
|
f 5129//3516 5137//3524 5138//3649 5130//3517
|
|
s 1
|
|
f 5130//3517 5138//3649 5139//3526 5131//3518
|
|
s 2
|
|
f 5131//3518 5139//3526 5140//3527 5132//3519
|
|
s 1
|
|
f 5132//3519 5140//3527 5141//3528 5133//3648
|
|
s 2
|
|
f 5133//3648 5141//3528 5134//3521 5126//3647
|
|
s 1
|
|
f 5134//3521 5142//3529 5143//3530 5135//3522
|
|
s 2
|
|
f 5135//3522 5143//3530 5144//3531 5136//3523
|
|
s 1
|
|
f 5136//3523 5144//3531 5145//3532 5137//3524
|
|
s 2
|
|
f 5137//3524 5145//3532 5146//3533 5138//3649
|
|
s 1
|
|
f 5138//3649 5146//3533 5147//3534 5139//3526
|
|
s 2
|
|
f 5139//3526 5147//3534 5148//3535 5140//3527
|
|
s 1
|
|
f 5140//3527 5148//3535 5149//3536 5141//3528
|
|
s 2
|
|
f 5141//3528 5149//3536 5142//3529 5134//3521
|
|
s 1
|
|
f 5142//3529 5150//3537 5151//3538 5143//3530
|
|
s 2
|
|
f 5143//3530 5151//3538 5152//3539 5144//3531
|
|
s 1
|
|
f 5144//3531 5152//3539 5153//3671 5145//3532
|
|
s 2
|
|
f 5145//3532 5153//3671 5154//3541 5146//3533
|
|
s 1
|
|
f 5146//3533 5154//3541 5155//3650 5147//3534
|
|
s 2
|
|
f 5147//3534 5155//3650 5156//3543 5148//3535
|
|
s 1
|
|
f 5148//3535 5156//3543 5157//3544 5149//3536
|
|
s 2
|
|
f 5149//3536 5157//3544 5150//3537 5142//3529
|
|
s 1
|
|
f 5150//3537 5158//3545 5159//3651 5151//3538
|
|
s 2
|
|
f 5151//3538 5159//3651 5160//3547 5152//3539
|
|
s 1
|
|
f 5152//3539 5160//3547 5161//3548 5153//3671
|
|
s 2
|
|
f 5153//3671 5161//3548 5162//3549 5154//3541
|
|
s 1
|
|
f 5154//3541 5162//3549 5163//3550 5155//3650
|
|
s 2
|
|
f 5155//3650 5163//3550 5164//3653 5156//3543
|
|
s 1
|
|
f 5156//3543 5164//3653 5165//3552 5157//3544
|
|
s 2
|
|
f 5157//3544 5165//3552 5158//3545 5150//3537
|
|
s 1
|
|
f 5158//3545 5166//3553 5167//3554 5159//3651
|
|
s 2
|
|
f 5159//3651 5167//3554 5168//3555 5160//3547
|
|
s 1
|
|
f 5160//3547 5168//3555 5169//3556 5161//3548
|
|
s 2
|
|
f 5161//3548 5169//3556 5170//3557 5162//3549
|
|
s 1
|
|
f 5162//3549 5170//3557 5171//3558 5163//3550
|
|
s 2
|
|
f 5163//3550 5171//3558 5172//3559 5164//3653
|
|
s 1
|
|
f 5164//3653 5172//3559 5173//3560 5165//3552
|
|
s 2
|
|
f 5165//3552 5173//3560 5166//3553 5158//3545
|
|
s 1
|
|
f 5166//3553 5174//3561 5175//3562 5167//3554
|
|
s 2
|
|
f 5167//3554 5175//3562 5176//3563 5168//3555
|
|
s 1
|
|
f 5168//3555 5176//3563 5177//3564 5169//3556
|
|
s 2
|
|
f 5169//3556 5177//3564 5178//3565 5170//3557
|
|
s 1
|
|
f 5170//3557 5178//3565 5179//3566 5171//3558
|
|
s 2
|
|
f 5171//3558 5179//3566 5180//3567 5172//3559
|
|
s 1
|
|
f 5172//3559 5180//3567 5181//3568 5173//3560
|
|
s 2
|
|
f 5173//3560 5181//3568 5174//3561 5166//3553
|
|
s 1
|
|
f 5174//3561 5182//3656 5183//3570 5175//3562
|
|
s 2
|
|
f 5175//3562 5183//3570 5184//3571 5176//3563
|
|
s 1
|
|
f 5176//3563 5184//3571 5185//3572 5177//3564
|
|
s 2
|
|
f 5177//3564 5185//3572 5186//3573 5178//3565
|
|
s 1
|
|
f 5178//3565 5186//3573 5187//3574 5179//3566
|
|
s 2
|
|
f 5179//3566 5187//3574 5188//3575 5180//3567
|
|
s 1
|
|
f 5180//3567 5188//3575 5189//3576 5181//3568
|
|
s 2
|
|
f 5181//3568 5189//3576 5182//3656 5174//3561
|
|
s 1
|
|
f 5182//3656 5190//3577 5191//3578 5183//3570
|
|
s 2
|
|
f 5183//3570 5191//3578 5192//3579 5184//3571
|
|
s 1
|
|
f 5184//3571 5192//3579 5193//3672 5185//3572
|
|
s 2
|
|
f 5185//3572 5193//3672 5194//3581 5186//3573
|
|
s 1
|
|
f 5186//3573 5194//3581 5195//3582 5187//3574
|
|
s 2
|
|
f 5187//3574 5195//3582 5196//3583 5188//3575
|
|
s 1
|
|
f 5188//3575 5196//3583 5197//3584 5189//3576
|
|
s 2
|
|
f 5189//3576 5197//3584 5190//3577 5182//3656
|
|
s 1
|
|
f 5190//3577 5198//3585 5199//3586 5191//3578
|
|
s 2
|
|
f 5191//3578 5199//3586 5200//3587 5192//3579
|
|
s 1
|
|
f 5192//3579 5200//3587 5201//3673 5193//3672
|
|
s 2
|
|
f 5193//3672 5201//3673 5202//3657 5194//3581
|
|
s 1
|
|
f 5194//3581 5202//3657 5203//3658 5195//3582
|
|
s 2
|
|
f 5195//3582 5203//3658 5204//3591 5196//3583
|
|
s 1
|
|
f 5196//3583 5204//3591 5205//3592 5197//3584
|
|
s 2
|
|
f 5197//3584 5205//3592 5198//3585 5190//3577
|
|
s 1
|
|
f 5198//3585 5206//3674 5207//3594 5199//3586
|
|
s 2
|
|
f 5199//3586 5207//3594 5208//3595 5200//3587
|
|
s 1
|
|
f 5200//3587 5208//3595 5209//3675 5201//3673
|
|
s 2
|
|
f 5201//3673 5209//3675 5210//3676 5202//3657
|
|
s 1
|
|
f 5202//3657 5210//3676 5211//3677 5203//3658
|
|
s 2
|
|
f 5203//3658 5211//3677 5212//3599 5204//3591
|
|
s 1
|
|
f 5204//3591 5212//3599 5213//3600 5205//3592
|
|
s 2
|
|
f 5205//3592 5213//3600 5206//3674 5198//3585
|
|
s 1
|
|
f 5206//3674 5214//3678 5215//3602 5207//3594
|
|
s 2
|
|
f 5207//3594 5215//3602 5216//3603 5208//3595
|
|
s 1
|
|
f 5208//3595 5216//3603 5217//3679 5209//3675
|
|
s 2
|
|
f 5209//3675 5217//3679 5218//3680 5210//3676
|
|
s 1
|
|
f 5210//3676 5218//3680 5219//3681 5211//3677
|
|
s 2
|
|
f 5211//3677 5219//3681 5220//3682 5212//3599
|
|
s 1
|
|
f 5212//3599 5220//3682 5221//3683 5213//3600
|
|
s 2
|
|
f 5213//3600 5221//3683 5214//3678 5206//3674
|
|
s 1
|
|
f 5214//3678 5222//3609 5223//3684 5215//3602
|
|
s 2
|
|
f 5215//3602 5223//3684 5224//3685 5216//3603
|
|
s 1
|
|
f 5216//3603 5224//3685 5225//3686 5217//3679
|
|
s 2
|
|
f 5217//3679 5225//3686 5226//3660 5218//3680
|
|
s 1
|
|
f 5218//3680 5226//3660 5227//3687 5219//3681
|
|
s 2
|
|
f 5219//3681 5227//3687 5228//3615 5220//3682
|
|
s 1
|
|
f 5220//3682 5228//3615 5229//3688 5221//3683
|
|
s 2
|
|
f 5221//3683 5229//3688 5222//3609 5214//3678
|
|
s 1
|
|
f 5222//3609 5230//3689 5231//3690 5223//3684
|
|
s 2
|
|
f 5223//3684 5231//3690 5232//3691 5224//3685
|
|
s 1
|
|
f 5224//3685 5232//3691 5233//3692 5225//3686
|
|
s 2
|
|
f 5225//3686 5233//3692 5234//3693 5226//3660
|
|
s 1
|
|
f 5226//3660 5234//3693 5235//3694 5227//3687
|
|
s 2
|
|
f 5227//3687 5235//3694 5236//3695 5228//3615
|
|
s 1
|
|
f 5228//3615 5236//3695 5237//3624 5229//3688
|
|
s 2
|
|
f 5229//3688 5237//3624 5230//3689 5222//3609
|
|
s 1
|
|
f 5230//3689 5238//3696 5239//3697 5231//3690
|
|
s 2
|
|
f 5231//3690 5239//3697 5240//3698 5232//3691
|
|
s 1
|
|
f 5232//3691 5240//3698 5241//3699 5233//3692
|
|
s 2
|
|
f 5233//3692 5241//3699 5242//3700 5234//3693
|
|
s 1
|
|
f 5234//3693 5242//3700 5243//3701 5235//3694
|
|
s 2
|
|
f 5235//3694 5243//3701 5244//3702 5236//3695
|
|
s 1
|
|
f 5236//3695 5244//3702 5245//3703 5237//3624
|
|
s 2
|
|
f 5237//3624 5245//3703 5238//3696 5230//3689
|
|
s 1
|
|
f 5238//3696 5246//3704 5247//3662 5239//3697
|
|
s 2
|
|
f 5239//3697 5247//3662 5248//3705 5240//3698
|
|
s 1
|
|
f 5240//3698 5248//3705 5249//3636 5241//3699
|
|
s 2
|
|
f 5241//3699 5249//3636 5250//3637 5242//3700
|
|
s 1
|
|
f 5242//3700 5250//3637 5251//3706 5243//3701
|
|
s 2
|
|
f 5243//3701 5251//3706 5252//3665 5244//3702
|
|
s 1
|
|
f 5244//3702 5252//3665 5253//3666 5245//3703
|
|
s 2
|
|
f 5245//3703 5253//3666 5246//3704 5238//3696
|
|
s 4
|
|
f 5049//3436 5051//3667 5053//3668 5046//3433
|
|
f 5053//3668 5055//3442 5057//3444 5046//3433
|
|
f 5057//3444 5059//3446 5061//3448 5046//3433
|
|
f 5248//3705 5247//3662 5246//3704 5249//3636
|
|
f 5250//3637 5249//3636 5246//3704 5251//3706
|
|
f 5252//3665 5251//3706 5246//3704 5253//3666
|
|
s 1
|
|
f 5254//3433 5255//3434 5256//3435 5257//3436
|
|
s 2
|
|
f 5257//3436 5256//3435 5258//3437 5259//3438
|
|
s 1
|
|
f 5259//3438 5258//3437 5260//3439 5261//3707
|
|
s 2
|
|
f 5261//3707 5260//3439 5262//3441 5263//3442
|
|
s 1
|
|
f 5263//3442 5262//3441 5264//3443 5265//3444
|
|
s 2
|
|
f 5265//3444 5264//3443 5266//3445 5267//3446
|
|
s 1
|
|
f 5267//3446 5266//3445 5268//3447 5269//3708
|
|
s 2
|
|
f 5269//3708 5268//3447 5255//3434 5254//3433
|
|
s 1
|
|
f 5255//3434 5270//3449 5271//3450 5256//3435
|
|
s 2
|
|
f 5256//3435 5271//3450 5272//3451 5258//3437
|
|
s 1
|
|
f 5258//3437 5272//3451 5273//3452 5260//3439
|
|
s 2
|
|
f 5260//3439 5273//3452 5274//3453 5262//3441
|
|
s 1
|
|
f 5262//3441 5274//3453 5275//3709 5264//3443
|
|
s 2
|
|
f 5264//3443 5275//3709 5276//3455 5266//3445
|
|
s 1
|
|
f 5266//3445 5276//3455 5277//3456 5268//3447
|
|
s 2
|
|
f 5268//3447 5277//3456 5270//3449 5255//3434
|
|
s 1
|
|
f 5270//3449 5278//3457 5279//3458 5271//3450
|
|
s 2
|
|
f 5271//3450 5279//3458 5280//3459 5272//3451
|
|
s 1
|
|
f 5272//3451 5280//3459 5281//3460 5273//3452
|
|
s 2
|
|
f 5273//3452 5281//3460 5282//3461 5274//3453
|
|
s 1
|
|
f 5274//3453 5282//3461 5283//3462 5275//3709
|
|
s 2
|
|
f 5275//3709 5283//3462 5284//3463 5276//3455
|
|
s 1
|
|
f 5276//3455 5284//3463 5285//3464 5277//3456
|
|
s 2
|
|
f 5277//3456 5285//3464 5278//3457 5270//3449
|
|
s 1
|
|
f 5278//3457 5286//3465 5287//3466 5279//3458
|
|
s 2
|
|
f 5279//3458 5287//3466 5288//3467 5280//3459
|
|
s 1
|
|
f 5280//3459 5288//3467 5289//3468 5281//3460
|
|
s 2
|
|
f 5281//3460 5289//3468 5290//3469 5282//3461
|
|
s 1
|
|
f 5282//3461 5290//3469 5291//3470 5283//3462
|
|
s 2
|
|
f 5283//3462 5291//3470 5292//3471 5284//3463
|
|
s 1
|
|
f 5284//3463 5292//3471 5293//3472 5285//3464
|
|
s 2
|
|
f 5285//3464 5293//3472 5286//3465 5278//3457
|
|
s 1
|
|
f 5286//3465 5294//3473 5295//3474 5287//3466
|
|
s 2
|
|
f 5287//3466 5295//3474 5296//3475 5288//3467
|
|
s 1
|
|
f 5288//3467 5296//3475 5297//3476 5289//3468
|
|
s 2
|
|
f 5289//3468 5297//3476 5298//3477 5290//3469
|
|
s 1
|
|
f 5290//3469 5298//3477 5299//3478 5291//3470
|
|
s 2
|
|
f 5291//3470 5299//3478 5300//3479 5292//3471
|
|
s 1
|
|
f 5292//3471 5300//3479 5301//3669 5293//3472
|
|
s 2
|
|
f 5293//3472 5301//3669 5294//3473 5286//3465
|
|
s 1
|
|
f 5294//3473 5302//3481 5303//3482 5295//3474
|
|
s 2
|
|
f 5295//3474 5303//3482 5304//3483 5296//3475
|
|
s 1
|
|
f 5296//3475 5304//3483 5305//3484 5297//3476
|
|
s 2
|
|
f 5297//3476 5305//3484 5306//3485 5298//3477
|
|
s 1
|
|
f 5298//3477 5306//3485 5307//3486 5299//3478
|
|
s 2
|
|
f 5299//3478 5307//3486 5308//3487 5300//3479
|
|
s 1
|
|
f 5300//3479 5308//3487 5309//3643 5301//3669
|
|
s 2
|
|
f 5301//3669 5309//3643 5302//3481 5294//3473
|
|
s 1
|
|
f 5302//3481 5310//3710 5311//3490 5303//3482
|
|
s 2
|
|
f 5303//3482 5311//3490 5312//3491 5304//3483
|
|
s 1
|
|
f 5304//3483 5312//3491 5313//3492 5305//3484
|
|
s 2
|
|
f 5305//3484 5313//3492 5314//3493 5306//3485
|
|
s 1
|
|
f 5306//3485 5314//3493 5315//3494 5307//3486
|
|
s 2
|
|
f 5307//3486 5315//3494 5316//3644 5308//3487
|
|
s 1
|
|
f 5308//3487 5316//3644 5317//3496 5309//3643
|
|
s 2
|
|
f 5309//3643 5317//3496 5310//3710 5302//3481
|
|
s 1
|
|
f 5310//3710 5318//3497 5319//3498 5311//3490
|
|
s 2
|
|
f 5311//3490 5319//3498 5320//3499 5312//3491
|
|
s 1
|
|
f 5312//3491 5320//3499 5321//3500 5313//3492
|
|
s 2
|
|
f 5313//3492 5321//3500 5322//3501 5314//3493
|
|
s 1
|
|
f 5314//3493 5322//3501 5323//3502 5315//3494
|
|
s 2
|
|
f 5315//3494 5323//3502 5324//3503 5316//3644
|
|
s 1
|
|
f 5316//3644 5324//3503 5325//3645 5317//3496
|
|
s 2
|
|
f 5317//3496 5325//3645 5318//3497 5310//3710
|
|
s 1
|
|
f 5318//3497 5326//3505 5327//3646 5319//3498
|
|
s 2
|
|
f 5319//3498 5327//3646 5328//3507 5320//3499
|
|
s 1
|
|
f 5320//3499 5328//3507 5329//3508 5321//3500
|
|
s 2
|
|
f 5321//3500 5329//3508 5330//3711 5322//3501
|
|
s 1
|
|
f 5322//3501 5330//3711 5331//3510 5323//3502
|
|
s 2
|
|
f 5323//3502 5331//3510 5332//3712 5324//3503
|
|
s 1
|
|
f 5324//3503 5332//3712 5333//3512 5325//3645
|
|
s 2
|
|
f 5325//3645 5333//3512 5326//3505 5318//3497
|
|
s 1
|
|
f 5326//3505 5334//3647 5335//3514 5327//3646
|
|
s 2
|
|
f 5327//3646 5335//3514 5336//3515 5328//3507
|
|
s 1
|
|
f 5328//3507 5336//3515 5337//3516 5329//3508
|
|
s 2
|
|
f 5329//3508 5337//3516 5338//3517 5330//3711
|
|
s 1
|
|
f 5330//3711 5338//3517 5339//3518 5331//3510
|
|
s 2
|
|
f 5331//3510 5339//3518 5340//3519 5332//3712
|
|
s 1
|
|
f 5332//3712 5340//3519 5341//3648 5333//3512
|
|
s 2
|
|
f 5333//3512 5341//3648 5334//3647 5326//3505
|
|
s 1
|
|
f 5334//3647 5342//3521 5343//3522 5335//3514
|
|
s 2
|
|
f 5335//3514 5343//3522 5344//3523 5336//3515
|
|
s 1
|
|
f 5336//3515 5344//3523 5345//3524 5337//3516
|
|
s 2
|
|
f 5337//3516 5345//3524 5346//3713 5338//3517
|
|
s 1
|
|
f 5338//3517 5346//3713 5347//3526 5339//3518
|
|
s 2
|
|
f 5339//3518 5347//3526 5348//3714 5340//3519
|
|
s 1
|
|
f 5340//3519 5348//3714 5349//3528 5341//3648
|
|
s 2
|
|
f 5341//3648 5349//3528 5342//3521 5334//3647
|
|
s 1
|
|
f 5342//3521 5350//3529 5351//3530 5343//3522
|
|
s 2
|
|
f 5343//3522 5351//3530 5352//3531 5344//3523
|
|
s 1
|
|
f 5344//3523 5352//3531 5353//3532 5345//3524
|
|
s 2
|
|
f 5345//3524 5353//3532 5354//3533 5346//3713
|
|
s 1
|
|
f 5346//3713 5354//3533 5355//3534 5347//3526
|
|
s 2
|
|
f 5347//3526 5355//3534 5356//3535 5348//3714
|
|
s 1
|
|
f 5348//3714 5356//3535 5357//3536 5349//3528
|
|
s 2
|
|
f 5349//3528 5357//3536 5350//3529 5342//3521
|
|
s 1
|
|
f 5350//3529 5358//3537 5359//3538 5351//3530
|
|
s 2
|
|
f 5351//3530 5359//3538 5360//3539 5352//3531
|
|
s 1
|
|
f 5352//3531 5360//3539 5361//3671 5353//3532
|
|
s 2
|
|
f 5353//3532 5361//3671 5362//3541 5354//3533
|
|
s 1
|
|
f 5354//3533 5362//3541 5363//3542 5355//3534
|
|
s 2
|
|
f 5355//3534 5363//3542 5364//3543 5356//3535
|
|
s 1
|
|
f 5356//3535 5364//3543 5365//3544 5357//3536
|
|
s 2
|
|
f 5357//3536 5365//3544 5358//3537 5350//3529
|
|
s 1
|
|
f 5358//3537 5366//3545 5367//3546 5359//3538
|
|
s 2
|
|
f 5359//3538 5367//3546 5368//3715 5360//3539
|
|
s 1
|
|
f 5360//3539 5368//3715 5369//3716 5361//3671
|
|
s 2
|
|
f 5361//3671 5369//3716 5370//3549 5362//3541
|
|
s 1
|
|
f 5362//3541 5370//3549 5371//3550 5363//3542
|
|
s 2
|
|
f 5363//3542 5371//3550 5372//3551 5364//3543
|
|
s 1
|
|
f 5364//3543 5372//3551 5373//3552 5365//3544
|
|
s 2
|
|
f 5365//3544 5373//3552 5366//3545 5358//3537
|
|
s 1
|
|
f 5366//3545 5374//3717 5375//3554 5367//3546
|
|
s 2
|
|
f 5367//3546 5375//3554 5376//3555 5368//3715
|
|
s 1
|
|
f 5368//3715 5376//3555 5377//3556 5369//3716
|
|
s 2
|
|
f 5369//3716 5377//3556 5378//3557 5370//3549
|
|
s 1
|
|
f 5370//3549 5378//3557 5379//3558 5371//3550
|
|
s 2
|
|
f 5371//3550 5379//3558 5380//3559 5372//3551
|
|
s 1
|
|
f 5372//3551 5380//3559 5381//3560 5373//3552
|
|
s 2
|
|
f 5373//3552 5381//3560 5374//3717 5366//3545
|
|
s 1
|
|
f 5374//3717 5382//3718 5383//3562 5375//3554
|
|
s 2
|
|
f 5375//3554 5383//3562 5384//3563 5376//3555
|
|
s 1
|
|
f 5376//3555 5384//3563 5385//3564 5377//3556
|
|
s 2
|
|
f 5377//3556 5385//3564 5386//3565 5378//3557
|
|
s 1
|
|
f 5378//3557 5386//3565 5387//3566 5379//3558
|
|
s 2
|
|
f 5379//3558 5387//3566 5388//3567 5380//3559
|
|
s 1
|
|
f 5380//3559 5388//3567 5389//3568 5381//3560
|
|
s 2
|
|
f 5381//3560 5389//3568 5382//3718 5374//3717
|
|
s 1
|
|
f 5382//3718 5390//3569 5391//3570 5383//3562
|
|
s 2
|
|
f 5383//3562 5391//3570 5392//3719 5384//3563
|
|
s 1
|
|
f 5384//3563 5392//3719 5393//3572 5385//3564
|
|
s 2
|
|
f 5385//3564 5393//3572 5394//3573 5386//3565
|
|
s 1
|
|
f 5386//3565 5394//3573 5395//3574 5387//3566
|
|
s 2
|
|
f 5387//3566 5395//3574 5396//3575 5388//3567
|
|
s 1
|
|
f 5388//3567 5396//3575 5397//3576 5389//3568
|
|
s 2
|
|
f 5389//3568 5397//3576 5390//3569 5382//3718
|
|
s 1
|
|
f 5390//3569 5398//3577 5399//3578 5391//3570
|
|
s 2
|
|
f 5391//3570 5399//3578 5400//3579 5392//3719
|
|
s 1
|
|
f 5392//3719 5400//3579 5401//3672 5393//3572
|
|
s 2
|
|
f 5393//3572 5401//3672 5402//3581 5394//3573
|
|
s 1
|
|
f 5394//3573 5402//3581 5403//3582 5395//3574
|
|
s 2
|
|
f 5395//3574 5403//3582 5404//3583 5396//3575
|
|
s 1
|
|
f 5396//3575 5404//3583 5405//3584 5397//3576
|
|
s 2
|
|
f 5397//3576 5405//3584 5398//3577 5390//3569
|
|
s 1
|
|
f 5398//3577 5406//3585 5407//3586 5399//3578
|
|
s 2
|
|
f 5399//3578 5407//3586 5408//3587 5400//3579
|
|
s 1
|
|
f 5400//3579 5408//3587 5409//3673 5401//3672
|
|
s 2
|
|
f 5401//3672 5409//3673 5410//3657 5402//3581
|
|
s 1
|
|
f 5402//3581 5410//3657 5411//3590 5403//3582
|
|
s 2
|
|
f 5403//3582 5411//3590 5412//3591 5404//3583
|
|
s 1
|
|
f 5404//3583 5412//3591 5413//3592 5405//3584
|
|
s 2
|
|
f 5405//3584 5413//3592 5406//3585 5398//3577
|
|
s 1
|
|
f 5406//3585 5414//3593 5415//3594 5407//3586
|
|
s 2
|
|
f 5407//3586 5415//3594 5416//3595 5408//3587
|
|
s 1
|
|
f 5408//3587 5416//3595 5417//3596 5409//3673
|
|
s 2
|
|
f 5409//3673 5417//3596 5418//3720 5410//3657
|
|
s 1
|
|
f 5410//3657 5418//3720 5419//3677 5411//3590
|
|
s 2
|
|
f 5411//3590 5419//3677 5420//3599 5412//3591
|
|
s 1
|
|
f 5412//3591 5420//3599 5421//3600 5413//3592
|
|
s 2
|
|
f 5413//3592 5421//3600 5414//3593 5406//3585
|
|
s 1
|
|
f 5414//3593 5422//3678 5423//3602 5415//3594
|
|
s 2
|
|
f 5415//3594 5423//3602 5424//3603 5416//3595
|
|
s 1
|
|
f 5416//3595 5424//3603 5425//3679 5417//3596
|
|
s 2
|
|
f 5417//3596 5425//3679 5426//3680 5418//3720
|
|
s 1
|
|
f 5418//3720 5426//3680 5427//3681 5419//3677
|
|
s 2
|
|
f 5419//3677 5427//3681 5428//3721 5420//3599
|
|
s 1
|
|
f 5420//3599 5428//3721 5429//3608 5421//3600
|
|
s 2
|
|
f 5421//3600 5429//3608 5422//3678 5414//3593
|
|
s 1
|
|
f 5422//3678 5430//3609 5431//3684 5423//3602
|
|
s 2
|
|
f 5423//3602 5431//3684 5432//3611 5424//3603
|
|
s 1
|
|
f 5424//3603 5432//3611 5433//3722 5425//3679
|
|
s 2
|
|
f 5425//3679 5433//3722 5434//3660 5426//3680
|
|
s 1
|
|
f 5426//3680 5434//3660 5435//3687 5427//3681
|
|
s 2
|
|
f 5427//3681 5435//3687 5436//3615 5428//3721
|
|
s 1
|
|
f 5428//3721 5436//3615 5437//3616 5429//3608
|
|
s 2
|
|
f 5429//3608 5437//3616 5430//3609 5422//3678
|
|
s 1
|
|
f 5430//3609 5438//3689 5439//3723 5431//3684
|
|
s 2
|
|
f 5431//3684 5439//3723 5440//3661 5432//3611
|
|
s 1
|
|
f 5432//3611 5440//3661 5441//3692 5433//3722
|
|
s 2
|
|
f 5433//3722 5441//3692 5442//3693 5434//3660
|
|
s 1
|
|
f 5434//3660 5442//3693 5443//3694 5435//3687
|
|
s 2
|
|
f 5435//3687 5443//3694 5444//3695 5436//3615
|
|
s 1
|
|
f 5436//3615 5444//3695 5445//3624 5437//3616
|
|
s 2
|
|
f 5437//3616 5445//3624 5438//3689 5430//3609
|
|
s 1
|
|
f 5438//3689 5446//3696 5447//3626 5439//3723
|
|
s 2
|
|
f 5439//3723 5447//3626 5448//3698 5440//3661
|
|
s 1
|
|
f 5440//3661 5448//3698 5449//3724 5441//3692
|
|
s 2
|
|
f 5441//3692 5449//3724 5450//3700 5442//3693
|
|
s 1
|
|
f 5442//3693 5450//3700 5451//3725 5443//3694
|
|
s 2
|
|
f 5443//3694 5451//3725 5452//3631 5444//3695
|
|
s 1
|
|
f 5444//3695 5452//3631 5453//3703 5445//3624
|
|
s 2
|
|
f 5445//3624 5453//3703 5446//3696 5438//3689
|
|
s 1
|
|
f 5446//3696 5454//3704 5455//3662 5447//3626
|
|
s 2
|
|
f 5447//3626 5455//3662 5456//3635 5448//3698
|
|
s 1
|
|
f 5448//3698 5456//3635 5457//3726 5449//3724
|
|
s 2
|
|
f 5449//3724 5457//3726 5458//3637 5450//3700
|
|
s 1
|
|
f 5450//3700 5458//3637 5459//3727 5451//3725
|
|
s 2
|
|
f 5451//3725 5459//3727 5460//3665 5452//3631
|
|
s 1
|
|
f 5452//3631 5460//3665 5461//3640 5453//3703
|
|
s 2
|
|
f 5453//3703 5461//3640 5454//3704 5446//3696
|
|
s 4
|
|
f 5257//3436 5259//3438 5261//3707 5254//3433
|
|
f 5261//3707 5263//3442 5265//3444 5254//3433
|
|
f 5265//3444 5267//3446 5269//3708 5254//3433
|
|
f 5456//3635 5455//3662 5454//3704 5457//3726
|
|
f 5458//3637 5457//3726 5454//3704 5459//3727
|
|
f 5460//3665 5459//3727 5454//3704 5461//3640
|
|
s 1
|
|
f 5462//3728 5463//3729 5464//3730 5465//3731
|
|
s 2
|
|
f 5465//3731 5464//3730 5466//3732 5467//3733
|
|
s 1
|
|
f 5467//3733 5466//3732 5468//3734 5469//3735
|
|
s 2
|
|
f 5469//3735 5468//3734 5470//3736 5471//3737
|
|
s 1
|
|
f 5471//3737 5470//3736 5472//3738 5473//3739
|
|
s 2
|
|
f 5473//3739 5472//3738 5474//3740 5475//3741
|
|
s 1
|
|
f 5475//3741 5474//3740 5476//3742 5477//3743
|
|
s 2
|
|
f 5477//3743 5476//3742 5463//3729 5462//3728
|
|
s 1
|
|
f 5478//3744 5462//3728 5465//3731 5479//3745
|
|
s 2
|
|
f 5479//3745 5465//3731 5467//3733 5480//3746
|
|
s 1
|
|
f 5480//3746 5467//3733 5469//3735 5481//3747
|
|
s 2
|
|
f 5481//3747 5469//3735 5471//3737 5482//3748
|
|
s 1
|
|
f 5482//3748 5471//3737 5473//3739 5483//3749
|
|
s 2
|
|
f 5483//3749 5473//3739 5475//3741 5484//3750
|
|
s 1
|
|
f 5484//3750 5475//3741 5477//3743 5485//3751
|
|
s 2
|
|
f 5485//3751 5477//3743 5462//3728 5478//3744
|
|
s 1
|
|
f 5486//3752 5478//3744 5479//3745 5487//3753
|
|
s 2
|
|
f 5487//3753 5479//3745 5480//3746 5488//3754
|
|
s 1
|
|
f 5488//3754 5480//3746 5481//3747 5489//3755
|
|
s 2
|
|
f 5489//3755 5481//3747 5482//3748 5490//3756
|
|
s 1
|
|
f 5490//3756 5482//3748 5483//3749 5491//3757
|
|
s 2
|
|
f 5491//3757 5483//3749 5484//3750 5492//3758
|
|
s 1
|
|
f 5492//3758 5484//3750 5485//3751 5493//3759
|
|
s 2
|
|
f 5493//3759 5485//3751 5478//3744 5486//3752
|
|
s 1
|
|
f 5494//3760 5486//3752 5487//3753 5495//3761
|
|
s 2
|
|
f 5495//3761 5487//3753 5488//3754 5496//3762
|
|
s 1
|
|
f 5496//3762 5488//3754 5489//3755 5497//3763
|
|
s 2
|
|
f 5497//3763 5489//3755 5490//3756 5498//3764
|
|
s 1
|
|
f 5498//3764 5490//3756 5491//3757 5499//3765
|
|
s 2
|
|
f 5499//3765 5491//3757 5492//3758 5500//3766
|
|
s 1
|
|
f 5500//3766 5492//3758 5493//3759 5501//3767
|
|
s 2
|
|
f 5501//3767 5493//3759 5486//3752 5494//3760
|
|
s 1
|
|
f 5502//3768 5494//3760 5495//3761 5503//3769
|
|
s 2
|
|
f 5503//3769 5495//3761 5496//3762 5504//3770
|
|
s 1
|
|
f 5504//3770 5496//3762 5497//3763 5505//3771
|
|
s 2
|
|
f 5505//3771 5497//3763 5498//3764 5506//3772
|
|
s 1
|
|
f 5506//3772 5498//3764 5499//3765 5507//3773
|
|
s 2
|
|
f 5507//3773 5499//3765 5500//3766 5508//3774
|
|
s 1
|
|
f 5508//3774 5500//3766 5501//3767 5509//3775
|
|
s 2
|
|
f 5509//3775 5501//3767 5494//3760 5502//3768
|
|
s 1
|
|
f 5510//3776 5502//3768 5503//3769 5511//3777
|
|
s 2
|
|
f 5511//3777 5503//3769 5504//3770 5512//3778
|
|
s 1
|
|
f 5512//3778 5504//3770 5505//3771 5513//3779
|
|
s 2
|
|
f 5513//3779 5505//3771 5506//3772 5514//3780
|
|
s 1
|
|
f 5514//3780 5506//3772 5507//3773 5515//3781
|
|
s 2
|
|
f 5515//3781 5507//3773 5508//3774 5516//3782
|
|
s 1
|
|
f 5516//3782 5508//3774 5509//3775 5517//3783
|
|
s 2
|
|
f 5517//3783 5509//3775 5502//3768 5510//3776
|
|
s 1
|
|
f 5518//3784 5510//3776 5511//3777 5519//3785
|
|
s 2
|
|
f 5519//3785 5511//3777 5512//3778 5520//3786
|
|
s 1
|
|
f 5520//3786 5512//3778 5513//3779 5521//3787
|
|
s 2
|
|
f 5521//3787 5513//3779 5514//3780 5522//3788
|
|
s 1
|
|
f 5522//3788 5514//3780 5515//3781 5523//3789
|
|
s 2
|
|
f 5523//3789 5515//3781 5516//3782 5524//3790
|
|
s 1
|
|
f 5524//3790 5516//3782 5517//3783 5525//3791
|
|
s 2
|
|
f 5525//3791 5517//3783 5510//3776 5518//3784
|
|
s 1
|
|
f 5526//3792 5518//3784 5519//3785 5527//3793
|
|
s 2
|
|
f 5527//3793 5519//3785 5520//3786 5528//3794
|
|
s 1
|
|
f 5528//3794 5520//3786 5521//3787 5529//3795
|
|
s 2
|
|
f 5529//3795 5521//3787 5522//3788 5530//3796
|
|
s 1
|
|
f 5530//3796 5522//3788 5523//3789 5531//3797
|
|
s 2
|
|
f 5531//3797 5523//3789 5524//3790 5532//3798
|
|
s 1
|
|
f 5532//3798 5524//3790 5525//3791 5533//3799
|
|
s 2
|
|
f 5533//3799 5525//3791 5518//3784 5526//3792
|
|
s 1
|
|
f 5534//3800 5526//3792 5527//3793 5535//3801
|
|
s 2
|
|
f 5535//3801 5527//3793 5528//3794 5536//3802
|
|
s 1
|
|
f 5536//3802 5528//3794 5529//3795 5537//3803
|
|
s 2
|
|
f 5537//3803 5529//3795 5530//3796 5538//3804
|
|
s 1
|
|
f 5538//3804 5530//3796 5531//3797 5539//3805
|
|
s 2
|
|
f 5539//3805 5531//3797 5532//3798 5540//3806
|
|
s 1
|
|
f 5540//3806 5532//3798 5533//3799 5541//3807
|
|
s 2
|
|
f 5541//3807 5533//3799 5526//3792 5534//3800
|
|
s 1
|
|
f 5542//3808 5534//3800 5535//3801 5543//3809
|
|
s 2
|
|
f 5543//3809 5535//3801 5536//3802 5544//3810
|
|
s 1
|
|
f 5544//3810 5536//3802 5537//3803 5545//3811
|
|
s 2
|
|
f 5545//3811 5537//3803 5538//3804 5546//3812
|
|
s 1
|
|
f 5546//3812 5538//3804 5539//3805 5547//3813
|
|
s 2
|
|
f 5547//3813 5539//3805 5540//3806 5548//3814
|
|
s 1
|
|
f 5548//3814 5540//3806 5541//3807 5549//3815
|
|
s 2
|
|
f 5549//3815 5541//3807 5534//3800 5542//3808
|
|
s 1
|
|
f 5550//3816 5542//3808 5543//3809 5551//3817
|
|
s 2
|
|
f 5551//3817 5543//3809 5544//3810 5552//3818
|
|
s 1
|
|
f 5552//3818 5544//3810 5545//3811 5553//3819
|
|
s 2
|
|
f 5553//3819 5545//3811 5546//3812 5554//3820
|
|
s 1
|
|
f 5554//3820 5546//3812 5547//3813 5555//3821
|
|
s 2
|
|
f 5555//3821 5547//3813 5548//3814 5556//3822
|
|
s 1
|
|
f 5556//3822 5548//3814 5549//3815 5557//3823
|
|
s 2
|
|
f 5557//3823 5549//3815 5542//3808 5550//3816
|
|
s 1
|
|
f 5558//3824 5550//3816 5551//3817 5559//3825
|
|
s 2
|
|
f 5559//3825 5551//3817 5552//3818 5560//3826
|
|
s 1
|
|
f 5560//3826 5552//3818 5553//3819 5561//3827
|
|
s 2
|
|
f 5561//3827 5553//3819 5554//3820 5562//3828
|
|
s 1
|
|
f 5562//3828 5554//3820 5555//3821 5563//3829
|
|
s 2
|
|
f 5563//3829 5555//3821 5556//3822 5564//3830
|
|
s 1
|
|
f 5564//3830 5556//3822 5557//3823 5565//3831
|
|
s 2
|
|
f 5565//3831 5557//3823 5550//3816 5558//3824
|
|
s 1
|
|
f 5566//3832 5558//3824 5559//3825 5567//3833
|
|
s 2
|
|
f 5567//3833 5559//3825 5560//3826 5568//3834
|
|
s 1
|
|
f 5568//3834 5560//3826 5561//3827 5569//3835
|
|
s 2
|
|
f 5569//3835 5561//3827 5562//3828 5570//3836
|
|
s 1
|
|
f 5570//3836 5562//3828 5563//3829 5571//3837
|
|
s 2
|
|
f 5571//3837 5563//3829 5564//3830 5572//3838
|
|
s 1
|
|
f 5572//3838 5564//3830 5565//3831 5573//3839
|
|
s 2
|
|
f 5573//3839 5565//3831 5558//3824 5566//3832
|
|
s 1
|
|
f 5574//3840 5566//3832 5567//3833 5575//3841
|
|
s 2
|
|
f 5575//3841 5567//3833 5568//3834 5576//3842
|
|
s 1
|
|
f 5576//3842 5568//3834 5569//3835 5577//3843
|
|
s 2
|
|
f 5577//3843 5569//3835 5570//3836 5578//3844
|
|
s 1
|
|
f 5578//3844 5570//3836 5571//3837 5579//3845
|
|
s 2
|
|
f 5579//3845 5571//3837 5572//3838 5580//3846
|
|
s 1
|
|
f 5580//3846 5572//3838 5573//3839 5581//3847
|
|
s 2
|
|
f 5581//3847 5573//3839 5566//3832 5574//3840
|
|
s 1
|
|
f 5582//3848 5574//3840 5575//3841 5583//3849
|
|
s 2
|
|
f 5583//3849 5575//3841 5576//3842 5584//3850
|
|
s 1
|
|
f 5584//3850 5576//3842 5577//3843 5585//3851
|
|
s 2
|
|
f 5585//3851 5577//3843 5578//3844 5586//3852
|
|
s 1
|
|
f 5586//3852 5578//3844 5579//3845 5587//3853
|
|
s 2
|
|
f 5587//3853 5579//3845 5580//3846 5588//3854
|
|
s 1
|
|
f 5588//3854 5580//3846 5581//3847 5589//3855
|
|
s 2
|
|
f 5589//3855 5581//3847 5574//3840 5582//3848
|
|
s 1
|
|
f 5590//3856 5582//3848 5583//3849 5591//3857
|
|
s 2
|
|
f 5591//3857 5583//3849 5584//3850 5592//3858
|
|
s 1
|
|
f 5592//3858 5584//3850 5585//3851 5593//3859
|
|
s 2
|
|
f 5593//3859 5585//3851 5586//3852 5594//3860
|
|
s 1
|
|
f 5594//3860 5586//3852 5587//3853 5595//3861
|
|
s 2
|
|
f 5595//3861 5587//3853 5588//3854 5596//3862
|
|
s 1
|
|
f 5596//3862 5588//3854 5589//3855 5597//3863
|
|
s 2
|
|
f 5597//3863 5589//3855 5582//3848 5590//3856
|
|
s 1
|
|
f 5598//3864 5590//3856 5591//3857 5599//3865
|
|
s 2
|
|
f 5599//3865 5591//3857 5592//3858 5600//3866
|
|
s 1
|
|
f 5600//3866 5592//3858 5593//3859 5601//3867
|
|
s 2
|
|
f 5601//3867 5593//3859 5594//3860 5602//3868
|
|
s 1
|
|
f 5602//3868 5594//3860 5595//3861 5603//3869
|
|
s 2
|
|
f 5603//3869 5595//3861 5596//3862 5604//3870
|
|
s 1
|
|
f 5604//3870 5596//3862 5597//3863 5605//3871
|
|
s 2
|
|
f 5605//3871 5597//3863 5590//3856 5598//3864
|
|
s 1
|
|
f 5606//3872 5598//3864 5599//3865 5607//3873
|
|
s 2
|
|
f 5607//3873 5599//3865 5600//3866 5608//3874
|
|
s 1
|
|
f 5608//3874 5600//3866 5601//3867 5609//3875
|
|
s 2
|
|
f 5609//3875 5601//3867 5602//3868 5610//3876
|
|
s 1
|
|
f 5610//3876 5602//3868 5603//3869 5611//3877
|
|
s 2
|
|
f 5611//3877 5603//3869 5604//3870 5612//3878
|
|
s 1
|
|
f 5612//3878 5604//3870 5605//3871 5613//3879
|
|
s 2
|
|
f 5613//3879 5605//3871 5598//3864 5606//3872
|
|
s 1
|
|
f 5614//3880 5606//3872 5607//3873 5615//3881
|
|
s 2
|
|
f 5615//3881 5607//3873 5608//3874 5616//3882
|
|
s 1
|
|
f 5616//3882 5608//3874 5609//3875 5617//3883
|
|
s 2
|
|
f 5617//3883 5609//3875 5610//3876 5618//3884
|
|
s 1
|
|
f 5618//3884 5610//3876 5611//3877 5619//3885
|
|
s 2
|
|
f 5619//3885 5611//3877 5612//3878 5620//3886
|
|
s 1
|
|
f 5620//3886 5612//3878 5613//3879 5621//3887
|
|
s 2
|
|
f 5621//3887 5613//3879 5606//3872 5614//3880
|
|
s 1
|
|
f 5622//3888 5614//3880 5615//3881 5623//3889
|
|
s 2
|
|
f 5623//3889 5615//3881 5616//3882 5624//3890
|
|
s 1
|
|
f 5624//3890 5616//3882 5617//3883 5625//3891
|
|
s 2
|
|
f 5625//3891 5617//3883 5618//3884 5626//3892
|
|
s 1
|
|
f 5626//3892 5618//3884 5619//3885 5627//3893
|
|
s 2
|
|
f 5627//3893 5619//3885 5620//3886 5628//3894
|
|
s 1
|
|
f 5628//3894 5620//3886 5621//3887 5629//3895
|
|
s 2
|
|
f 5629//3895 5621//3887 5614//3880 5622//3888
|
|
s 1
|
|
f 5630//3896 5622//3888 5623//3889 5631//3897
|
|
s 2
|
|
f 5631//3897 5623//3889 5624//3890 5632//3898
|
|
s 1
|
|
f 5632//3898 5624//3890 5625//3891 5633//3899
|
|
s 2
|
|
f 5633//3899 5625//3891 5626//3892 5634//3900
|
|
s 1
|
|
f 5634//3900 5626//3892 5627//3893 5635//3901
|
|
s 2
|
|
f 5635//3901 5627//3893 5628//3894 5636//3902
|
|
s 1
|
|
f 5636//3902 5628//3894 5629//3895 5637//3903
|
|
s 2
|
|
f 5637//3903 5629//3895 5622//3888 5630//3896
|
|
s 1
|
|
f 5638//3904 5630//3896 5631//3897 5639//3905
|
|
s 2
|
|
f 5639//3905 5631//3897 5632//3898 5640//3906
|
|
s 1
|
|
f 5640//3906 5632//3898 5633//3899 5641//3907
|
|
s 2
|
|
f 5641//3907 5633//3899 5634//3900 5642//3908
|
|
s 1
|
|
f 5642//3908 5634//3900 5635//3901 5643//3909
|
|
s 2
|
|
f 5643//3909 5635//3901 5636//3902 5644//3910
|
|
s 1
|
|
f 5644//3910 5636//3902 5637//3903 5645//3911
|
|
s 2
|
|
f 5645//3911 5637//3903 5630//3896 5638//3904
|
|
s 1
|
|
f 5646//3912 5638//3904 5639//3905 5647//3913
|
|
s 2
|
|
f 5647//3913 5639//3905 5640//3906 5648//3914
|
|
s 1
|
|
f 5648//3914 5640//3906 5641//3907 5649//3915
|
|
s 2
|
|
f 5649//3915 5641//3907 5642//3908 5650//3916
|
|
s 1
|
|
f 5650//3916 5642//3908 5643//3909 5651//3917
|
|
s 2
|
|
f 5651//3917 5643//3909 5644//3910 5652//3918
|
|
s 1
|
|
f 5652//3918 5644//3910 5645//3911 5653//3919
|
|
s 2
|
|
f 5653//3919 5645//3911 5638//3904 5646//3912
|
|
s 1
|
|
f 5654//3920 5646//3912 5647//3913 5655//3921
|
|
s 2
|
|
f 5655//3921 5647//3913 5648//3914 5656//3922
|
|
s 1
|
|
f 5656//3922 5648//3914 5649//3915 5657//3923
|
|
s 2
|
|
f 5657//3923 5649//3915 5650//3916 5658//3924
|
|
s 1
|
|
f 5658//3924 5650//3916 5651//3917 5659//3925
|
|
s 2
|
|
f 5659//3925 5651//3917 5652//3918 5660//3926
|
|
s 1
|
|
f 5660//3926 5652//3918 5653//3919 5661//3927
|
|
s 2
|
|
f 5661//3927 5653//3919 5646//3912 5654//3920
|
|
s 1
|
|
f 5662//3928 5654//3920 5655//3921 5663//3929
|
|
s 2
|
|
f 5663//3929 5655//3921 5656//3922 5664//3930
|
|
s 1
|
|
f 5664//3930 5656//3922 5657//3923 5665//3931
|
|
s 2
|
|
f 5665//3931 5657//3923 5658//3924 5666//3932
|
|
s 1
|
|
f 5666//3932 5658//3924 5659//3925 5667//3933
|
|
s 2
|
|
f 5667//3933 5659//3925 5660//3926 5668//3934
|
|
s 1
|
|
f 5668//3934 5660//3926 5661//3927 5669//3935
|
|
s 2
|
|
f 5669//3935 5661//3927 5654//3920 5662//3928
|
|
s 4
|
|
f 5466//3732 5464//3730 5463//3729 5468//3734
|
|
f 5470//3736 5468//3734 5463//3729 5472//3738
|
|
f 5474//3740 5472//3738 5463//3729 5476//3742
|
|
f 5663//3929 5664//3930 5665//3931 5662//3928
|
|
f 5665//3931 5666//3932 5667//3933 5662//3928
|
|
f 5667//3933 5668//3934 5669//3935 5662//3928
|
|
s 1
|
|
f 5670//3728 5671//3936 5672//3937 5673//3731
|
|
s 2
|
|
f 5673//3731 5672//3937 5674//3938 5675//3733
|
|
s 1
|
|
f 5675//3733 5674//3938 5676//3939 5677//3735
|
|
s 2
|
|
f 5677//3735 5676//3939 5678//3736 5679//3737
|
|
s 1
|
|
f 5679//3737 5678//3736 5680//3940 5681//3739
|
|
s 2
|
|
f 5681//3739 5680//3940 5682//3941 5683//3741
|
|
s 1
|
|
f 5683//3741 5682//3941 5684//3942 5685//3743
|
|
s 2
|
|
f 5685//3743 5684//3942 5671//3936 5670//3728
|
|
s 1
|
|
f 5686//3744 5670//3728 5673//3731 5687//3745
|
|
s 2
|
|
f 5687//3745 5673//3731 5675//3733 5688//3746
|
|
s 1
|
|
f 5688//3746 5675//3733 5677//3735 5689//3747
|
|
s 2
|
|
f 5689//3747 5677//3735 5679//3737 5690//3748
|
|
s 1
|
|
f 5690//3748 5679//3737 5681//3739 5691//3749
|
|
s 2
|
|
f 5691//3749 5681//3739 5683//3741 5692//3750
|
|
s 1
|
|
f 5692//3750 5683//3741 5685//3743 5693//3751
|
|
s 2
|
|
f 5693//3751 5685//3743 5670//3728 5686//3744
|
|
s 1
|
|
f 5694//3752 5686//3744 5687//3745 5695//3753
|
|
s 2
|
|
f 5695//3753 5687//3745 5688//3746 5696//3754
|
|
s 1
|
|
f 5696//3754 5688//3746 5689//3747 5697//3755
|
|
s 2
|
|
f 5697//3755 5689//3747 5690//3748 5698//3756
|
|
s 1
|
|
f 5698//3756 5690//3748 5691//3749 5699//3757
|
|
s 2
|
|
f 5699//3757 5691//3749 5692//3750 5700//3758
|
|
s 1
|
|
f 5700//3758 5692//3750 5693//3751 5701//3759
|
|
s 2
|
|
f 5701//3759 5693//3751 5686//3744 5694//3752
|
|
s 1
|
|
f 5702//3760 5694//3752 5695//3753 5703//3761
|
|
s 2
|
|
f 5703//3761 5695//3753 5696//3754 5704//3762
|
|
s 1
|
|
f 5704//3762 5696//3754 5697//3755 5705//3763
|
|
s 2
|
|
f 5705//3763 5697//3755 5698//3756 5706//3764
|
|
s 1
|
|
f 5706//3764 5698//3756 5699//3757 5707//3765
|
|
s 2
|
|
f 5707//3765 5699//3757 5700//3758 5708//3766
|
|
s 1
|
|
f 5708//3766 5700//3758 5701//3759 5709//3767
|
|
s 2
|
|
f 5709//3767 5701//3759 5694//3752 5702//3760
|
|
s 1
|
|
f 5710//3768 5702//3760 5703//3761 5711//3769
|
|
s 2
|
|
f 5711//3769 5703//3761 5704//3762 5712//3770
|
|
s 1
|
|
f 5712//3770 5704//3762 5705//3763 5713//3771
|
|
s 2
|
|
f 5713//3771 5705//3763 5706//3764 5714//3772
|
|
s 1
|
|
f 5714//3772 5706//3764 5707//3765 5715//3773
|
|
s 2
|
|
f 5715//3773 5707//3765 5708//3766 5716//3774
|
|
s 1
|
|
f 5716//3774 5708//3766 5709//3767 5717//3943
|
|
s 2
|
|
f 5717//3943 5709//3767 5702//3760 5710//3768
|
|
s 1
|
|
f 5718//3776 5710//3768 5711//3769 5719//3777
|
|
s 2
|
|
f 5719//3777 5711//3769 5712//3770 5720//3944
|
|
s 1
|
|
f 5720//3944 5712//3770 5713//3771 5721//3779
|
|
s 2
|
|
f 5721//3779 5713//3771 5714//3772 5722//3780
|
|
s 1
|
|
f 5722//3780 5714//3772 5715//3773 5723//3781
|
|
s 2
|
|
f 5723//3781 5715//3773 5716//3774 5724//3945
|
|
s 1
|
|
f 5724//3945 5716//3774 5717//3943 5725//3783
|
|
s 2
|
|
f 5725//3783 5717//3943 5710//3768 5718//3776
|
|
s 1
|
|
f 5726//3784 5718//3776 5719//3777 5727//3785
|
|
s 2
|
|
f 5727//3785 5719//3777 5720//3944 5728//3786
|
|
s 1
|
|
f 5728//3786 5720//3944 5721//3779 5729//3787
|
|
s 2
|
|
f 5729//3787 5721//3779 5722//3780 5730//3788
|
|
s 1
|
|
f 5730//3788 5722//3780 5723//3781 5731//3789
|
|
s 2
|
|
f 5731//3789 5723//3781 5724//3945 5732//3946
|
|
s 1
|
|
f 5732//3946 5724//3945 5725//3783 5733//3791
|
|
s 2
|
|
f 5733//3791 5725//3783 5718//3776 5726//3784
|
|
s 1
|
|
f 5734//3947 5726//3784 5727//3785 5735//3793
|
|
s 2
|
|
f 5735//3793 5727//3785 5728//3786 5736//3794
|
|
s 1
|
|
f 5736//3794 5728//3786 5729//3787 5737//3795
|
|
s 2
|
|
f 5737//3795 5729//3787 5730//3788 5738//3796
|
|
s 1
|
|
f 5738//3796 5730//3788 5731//3789 5739//3948
|
|
s 2
|
|
f 5739//3948 5731//3789 5732//3946 5740//3798
|
|
s 1
|
|
f 5740//3798 5732//3946 5733//3791 5741//3799
|
|
s 2
|
|
f 5741//3799 5733//3791 5726//3784 5734//3947
|
|
s 1
|
|
f 5742//3949 5734//3947 5735//3793 5743//3801
|
|
s 2
|
|
f 5743//3801 5735//3793 5736//3794 5744//3802
|
|
s 1
|
|
f 5744//3802 5736//3794 5737//3795 5745//3803
|
|
s 2
|
|
f 5745//3803 5737//3795 5738//3796 5746//3804
|
|
s 1
|
|
f 5746//3804 5738//3796 5739//3948 5747//3805
|
|
s 2
|
|
f 5747//3805 5739//3948 5740//3798 5748//3806
|
|
s 1
|
|
f 5748//3806 5740//3798 5741//3799 5749//3807
|
|
s 2
|
|
f 5749//3807 5741//3799 5734//3947 5742//3949
|
|
s 1
|
|
f 5750//3808 5742//3949 5743//3801 5751//3809
|
|
s 2
|
|
f 5751//3809 5743//3801 5744//3802 5752//3810
|
|
s 1
|
|
f 5752//3810 5744//3802 5745//3803 5753//3950
|
|
s 2
|
|
f 5753//3950 5745//3803 5746//3804 5754//3812
|
|
s 1
|
|
f 5754//3812 5746//3804 5747//3805 5755//3813
|
|
s 2
|
|
f 5755//3813 5747//3805 5748//3806 5756//3814
|
|
s 1
|
|
f 5756//3814 5748//3806 5749//3807 5757//3815
|
|
s 2
|
|
f 5757//3815 5749//3807 5742//3949 5750//3808
|
|
s 1
|
|
f 5758//3951 5750//3808 5751//3809 5759//3817
|
|
s 2
|
|
f 5759//3817 5751//3809 5752//3810 5760//3818
|
|
s 1
|
|
f 5760//3818 5752//3810 5753//3950 5761//3819
|
|
s 2
|
|
f 5761//3819 5753//3950 5754//3812 5762//3952
|
|
s 1
|
|
f 5762//3952 5754//3812 5755//3813 5763//3953
|
|
s 2
|
|
f 5763//3953 5755//3813 5756//3814 5764//3822
|
|
s 1
|
|
f 5764//3822 5756//3814 5757//3815 5765//3823
|
|
s 2
|
|
f 5765//3823 5757//3815 5750//3808 5758//3951
|
|
s 1
|
|
f 5766//3824 5758//3951 5759//3817 5767//3954
|
|
s 2
|
|
f 5767//3954 5759//3817 5760//3818 5768//3826
|
|
s 1
|
|
f 5768//3826 5760//3818 5761//3819 5769//3955
|
|
s 2
|
|
f 5769//3955 5761//3819 5762//3952 5770//3828
|
|
s 1
|
|
f 5770//3828 5762//3952 5763//3953 5771//3956
|
|
s 2
|
|
f 5771//3956 5763//3953 5764//3822 5772//3830
|
|
s 1
|
|
f 5772//3830 5764//3822 5765//3823 5773//3831
|
|
s 2
|
|
f 5773//3831 5765//3823 5758//3951 5766//3824
|
|
s 1
|
|
f 5774//3957 5766//3824 5767//3954 5775//3833
|
|
s 2
|
|
f 5775//3833 5767//3954 5768//3826 5776//3834
|
|
s 1
|
|
f 5776//3834 5768//3826 5769//3955 5777//3835
|
|
s 2
|
|
f 5777//3835 5769//3955 5770//3828 5778//3836
|
|
s 1
|
|
f 5778//3836 5770//3828 5771//3956 5779//3837
|
|
s 2
|
|
f 5779//3837 5771//3956 5772//3830 5780//3838
|
|
s 1
|
|
f 5780//3838 5772//3830 5773//3831 5781//3839
|
|
s 2
|
|
f 5781//3839 5773//3831 5766//3824 5774//3957
|
|
s 1
|
|
f 5782//3958 5774//3957 5775//3833 5783//3841
|
|
s 2
|
|
f 5783//3841 5775//3833 5776//3834 5784//3842
|
|
s 1
|
|
f 5784//3842 5776//3834 5777//3835 5785//3843
|
|
s 2
|
|
f 5785//3843 5777//3835 5778//3836 5786//3844
|
|
s 1
|
|
f 5786//3844 5778//3836 5779//3837 5787//3845
|
|
s 2
|
|
f 5787//3845 5779//3837 5780//3838 5788//3846
|
|
s 1
|
|
f 5788//3846 5780//3838 5781//3839 5789//3847
|
|
s 2
|
|
f 5789//3847 5781//3839 5774//3957 5782//3958
|
|
s 1
|
|
f 5790//3848 5782//3958 5783//3841 5791//3849
|
|
s 2
|
|
f 5791//3849 5783//3841 5784//3842 5792//3959
|
|
s 1
|
|
f 5792//3959 5784//3842 5785//3843 5793//3851
|
|
s 2
|
|
f 5793//3851 5785//3843 5786//3844 5794//3852
|
|
s 1
|
|
f 5794//3852 5786//3844 5787//3845 5795//3853
|
|
s 2
|
|
f 5795//3853 5787//3845 5788//3846 5796//3960
|
|
s 1
|
|
f 5796//3960 5788//3846 5789//3847 5797//3855
|
|
s 2
|
|
f 5797//3855 5789//3847 5782//3958 5790//3848
|
|
s 1
|
|
f 5798//3856 5790//3848 5791//3849 5799//3857
|
|
s 2
|
|
f 5799//3857 5791//3849 5792//3959 5800//3858
|
|
s 1
|
|
f 5800//3858 5792//3959 5793//3851 5801//3961
|
|
s 2
|
|
f 5801//3961 5793//3851 5794//3852 5802//3860
|
|
s 1
|
|
f 5802//3860 5794//3852 5795//3853 5803//3962
|
|
s 2
|
|
f 5803//3962 5795//3853 5796//3960 5804//3963
|
|
s 1
|
|
f 5804//3963 5796//3960 5797//3855 5805//3863
|
|
s 2
|
|
f 5805//3863 5797//3855 5790//3848 5798//3856
|
|
s 1
|
|
f 5806//3864 5798//3856 5799//3857 5807//3865
|
|
s 2
|
|
f 5807//3865 5799//3857 5800//3858 5808//3866
|
|
s 1
|
|
f 5808//3866 5800//3858 5801//3961 5809//3867
|
|
s 2
|
|
f 5809//3867 5801//3961 5802//3860 5810//3868
|
|
s 1
|
|
f 5810//3868 5802//3860 5803//3962 5811//3964
|
|
s 2
|
|
f 5811//3964 5803//3962 5804//3963 5812//3870
|
|
s 1
|
|
f 5812//3870 5804//3963 5805//3863 5813//3871
|
|
s 2
|
|
f 5813//3871 5805//3863 5798//3856 5806//3864
|
|
s 1
|
|
f 5814//3872 5806//3864 5807//3865 5815//3873
|
|
s 2
|
|
f 5815//3873 5807//3865 5808//3866 5816//3874
|
|
s 1
|
|
f 5816//3874 5808//3866 5809//3867 5817//3875
|
|
s 2
|
|
f 5817//3875 5809//3867 5810//3868 5818//3876
|
|
s 1
|
|
f 5818//3876 5810//3868 5811//3964 5819//3965
|
|
s 2
|
|
f 5819//3965 5811//3964 5812//3870 5820//3878
|
|
s 1
|
|
f 5820//3878 5812//3870 5813//3871 5821//3879
|
|
s 2
|
|
f 5821//3879 5813//3871 5806//3864 5814//3872
|
|
s 1
|
|
f 5822//3966 5814//3872 5815//3873 5823//3881
|
|
s 2
|
|
f 5823//3881 5815//3873 5816//3874 5824//3882
|
|
s 1
|
|
f 5824//3882 5816//3874 5817//3875 5825//3883
|
|
s 2
|
|
f 5825//3883 5817//3875 5818//3876 5826//3884
|
|
s 1
|
|
f 5826//3884 5818//3876 5819//3965 5827//3885
|
|
s 2
|
|
f 5827//3885 5819//3965 5820//3878 5828//3886
|
|
s 1
|
|
f 5828//3886 5820//3878 5821//3879 5829//3887
|
|
s 2
|
|
f 5829//3887 5821//3879 5814//3872 5822//3966
|
|
s 1
|
|
f 5830//3888 5822//3966 5823//3881 5831//3889
|
|
s 2
|
|
f 5831//3889 5823//3881 5824//3882 5832//3890
|
|
s 1
|
|
f 5832//3890 5824//3882 5825//3883 5833//3967
|
|
s 2
|
|
f 5833//3967 5825//3883 5826//3884 5834//3892
|
|
s 1
|
|
f 5834//3892 5826//3884 5827//3885 5835//3893
|
|
s 2
|
|
f 5835//3893 5827//3885 5828//3886 5836//3894
|
|
s 1
|
|
f 5836//3894 5828//3886 5829//3887 5837//3895
|
|
s 2
|
|
f 5837//3895 5829//3887 5822//3966 5830//3888
|
|
s 1
|
|
f 5838//3896 5830//3888 5831//3889 5839//3897
|
|
s 2
|
|
f 5839//3897 5831//3889 5832//3890 5840//3898
|
|
s 1
|
|
f 5840//3898 5832//3890 5833//3967 5841//3899
|
|
s 2
|
|
f 5841//3899 5833//3967 5834//3892 5842//3900
|
|
s 1
|
|
f 5842//3900 5834//3892 5835//3893 5843//3968
|
|
s 2
|
|
f 5843//3968 5835//3893 5836//3894 5844//3902
|
|
s 1
|
|
f 5844//3902 5836//3894 5837//3895 5845//3903
|
|
s 2
|
|
f 5845//3903 5837//3895 5830//3888 5838//3896
|
|
s 1
|
|
f 5846//3904 5838//3896 5839//3897 5847//3905
|
|
s 2
|
|
f 5847//3905 5839//3897 5840//3898 5848//3906
|
|
s 1
|
|
f 5848//3906 5840//3898 5841//3899 5849//3907
|
|
s 2
|
|
f 5849//3907 5841//3899 5842//3900 5850//3908
|
|
s 1
|
|
f 5850//3908 5842//3900 5843//3968 5851//3909
|
|
s 2
|
|
f 5851//3909 5843//3968 5844//3902 5852//3910
|
|
s 1
|
|
f 5852//3910 5844//3902 5845//3903 5853//3969
|
|
s 2
|
|
f 5853//3969 5845//3903 5838//3896 5846//3904
|
|
s 1
|
|
f 5854//3912 5846//3904 5847//3905 5855//3913
|
|
s 2
|
|
f 5855//3913 5847//3905 5848//3906 5856//3914
|
|
s 1
|
|
f 5856//3914 5848//3906 5849//3907 5857//3915
|
|
s 2
|
|
f 5857//3915 5849//3907 5850//3908 5858//3916
|
|
s 1
|
|
f 5858//3916 5850//3908 5851//3909 5859//3917
|
|
s 2
|
|
f 5859//3917 5851//3909 5852//3910 5860//3918
|
|
s 1
|
|
f 5860//3918 5852//3910 5853//3969 5861//3919
|
|
s 2
|
|
f 5861//3919 5853//3969 5846//3904 5854//3912
|
|
s 1
|
|
f 5862//3920 5854//3912 5855//3913 5863//3921
|
|
s 2
|
|
f 5863//3921 5855//3913 5856//3914 5864//3922
|
|
s 1
|
|
f 5864//3922 5856//3914 5857//3915 5865//3923
|
|
s 2
|
|
f 5865//3923 5857//3915 5858//3916 5866//3924
|
|
s 1
|
|
f 5866//3924 5858//3916 5859//3917 5867//3925
|
|
s 2
|
|
f 5867//3925 5859//3917 5860//3918 5868//3926
|
|
s 1
|
|
f 5868//3926 5860//3918 5861//3919 5869//3970
|
|
s 2
|
|
f 5869//3970 5861//3919 5854//3912 5862//3920
|
|
s 1
|
|
f 5870//3971 5862//3920 5863//3921 5871//3972
|
|
s 2
|
|
f 5871//3972 5863//3921 5864//3922 5872//3930
|
|
s 1
|
|
f 5872//3930 5864//3922 5865//3923 5873//3973
|
|
s 2
|
|
f 5873//3973 5865//3923 5866//3924 5874//3932
|
|
s 1
|
|
f 5874//3932 5866//3924 5867//3925 5875//3933
|
|
s 2
|
|
f 5875//3933 5867//3925 5868//3926 5876//3974
|
|
s 1
|
|
f 5876//3974 5868//3926 5869//3970 5877//3975
|
|
s 2
|
|
f 5877//3975 5869//3970 5862//3920 5870//3971
|
|
s 4
|
|
f 5674//3938 5672//3937 5671//3936 5676//3939
|
|
f 5678//3736 5676//3939 5671//3936 5680//3940
|
|
f 5682//3941 5680//3940 5671//3936 5684//3942
|
|
f 5871//3972 5872//3930 5873//3973 5870//3971
|
|
f 5873//3973 5874//3932 5875//3933 5870//3971
|
|
f 5875//3933 5876//3974 5877//3975 5870//3971
|
|
s 1
|
|
f 5878//3728 5879//3729 5880//3976 5881//3731
|
|
s 2
|
|
f 5881//3731 5880//3976 5882//3938 5883//3733
|
|
s 1
|
|
f 5883//3733 5882//3938 5884//3939 5885//3735
|
|
s 2
|
|
f 5885//3735 5884//3939 5886//3736 5887//3737
|
|
s 1
|
|
f 5887//3737 5886//3736 5888//3738 5889//3739
|
|
s 2
|
|
f 5889//3739 5888//3738 5890//3941 5891//3741
|
|
s 1
|
|
f 5891//3741 5890//3941 5892//3942 5893//3743
|
|
s 2
|
|
f 5893//3743 5892//3942 5879//3729 5878//3728
|
|
s 1
|
|
f 5894//3744 5878//3728 5881//3731 5895//3745
|
|
s 2
|
|
f 5895//3745 5881//3731 5883//3733 5896//3746
|
|
s 1
|
|
f 5896//3746 5883//3733 5885//3735 5897//3747
|
|
s 2
|
|
f 5897//3747 5885//3735 5887//3737 5898//3748
|
|
s 1
|
|
f 5898//3748 5887//3737 5889//3739 5899//3749
|
|
s 2
|
|
f 5899//3749 5889//3739 5891//3741 5900//3750
|
|
s 1
|
|
f 5900//3750 5891//3741 5893//3743 5901//3751
|
|
s 2
|
|
f 5901//3751 5893//3743 5878//3728 5894//3744
|
|
s 1
|
|
f 5902//3752 5894//3744 5895//3745 5903//3753
|
|
s 2
|
|
f 5903//3753 5895//3745 5896//3746 5904//3754
|
|
s 1
|
|
f 5904//3754 5896//3746 5897//3747 5905//3755
|
|
s 2
|
|
f 5905//3755 5897//3747 5898//3748 5906//3756
|
|
s 1
|
|
f 5906//3756 5898//3748 5899//3749 5907//3757
|
|
s 2
|
|
f 5907//3757 5899//3749 5900//3750 5908//3977
|
|
s 1
|
|
f 5908//3977 5900//3750 5901//3751 5909//3759
|
|
s 2
|
|
f 5909//3759 5901//3751 5894//3744 5902//3752
|
|
s 1
|
|
f 5910//3760 5902//3752 5903//3753 5911//3761
|
|
s 2
|
|
f 5911//3761 5903//3753 5904//3754 5912//3762
|
|
s 1
|
|
f 5912//3762 5904//3754 5905//3755 5913//3763
|
|
s 2
|
|
f 5913//3763 5905//3755 5906//3756 5914//3764
|
|
s 1
|
|
f 5914//3764 5906//3756 5907//3757 5915//3765
|
|
s 2
|
|
f 5915//3765 5907//3757 5908//3977 5916//3766
|
|
s 1
|
|
f 5916//3766 5908//3977 5909//3759 5917//3767
|
|
s 2
|
|
f 5917//3767 5909//3759 5902//3752 5910//3760
|
|
s 1
|
|
f 5918//3978 5910//3760 5911//3761 5919//3769
|
|
s 2
|
|
f 5919//3769 5911//3761 5912//3762 5920//3770
|
|
s 1
|
|
f 5920//3770 5912//3762 5913//3763 5921//3979
|
|
s 2
|
|
f 5921//3979 5913//3763 5914//3764 5922//3772
|
|
s 1
|
|
f 5922//3772 5914//3764 5915//3765 5923//3773
|
|
s 2
|
|
f 5923//3773 5915//3765 5916//3766 5924//3774
|
|
s 1
|
|
f 5924//3774 5916//3766 5917//3767 5925//3775
|
|
s 2
|
|
f 5925//3775 5917//3767 5910//3760 5918//3978
|
|
s 1
|
|
f 5926//3776 5918//3978 5919//3769 5927//3777
|
|
s 2
|
|
f 5927//3777 5919//3769 5920//3770 5928//3778
|
|
s 1
|
|
f 5928//3778 5920//3770 5921//3979 5929//3779
|
|
s 2
|
|
f 5929//3779 5921//3979 5922//3772 5930//3780
|
|
s 1
|
|
f 5930//3780 5922//3772 5923//3773 5931//3781
|
|
s 2
|
|
f 5931//3781 5923//3773 5924//3774 5932//3782
|
|
s 1
|
|
f 5932//3782 5924//3774 5925//3775 5933//3783
|
|
s 2
|
|
f 5933//3783 5925//3775 5918//3978 5926//3776
|
|
s 1
|
|
f 5934//3784 5926//3776 5927//3777 5935//3785
|
|
s 2
|
|
f 5935//3785 5927//3777 5928//3778 5936//3786
|
|
s 1
|
|
f 5936//3786 5928//3778 5929//3779 5937//3787
|
|
s 2
|
|
f 5937//3787 5929//3779 5930//3780 5938//3788
|
|
s 1
|
|
f 5938//3788 5930//3780 5931//3781 5939//3789
|
|
s 2
|
|
f 5939//3789 5931//3781 5932//3782 5940//3946
|
|
s 1
|
|
f 5940//3946 5932//3782 5933//3783 5941//3791
|
|
s 2
|
|
f 5941//3791 5933//3783 5926//3776 5934//3784
|
|
s 1
|
|
f 5942//3980 5934//3784 5935//3785 5943//3793
|
|
s 2
|
|
f 5943//3793 5935//3785 5936//3786 5944//3794
|
|
s 1
|
|
f 5944//3794 5936//3786 5937//3787 5945//3795
|
|
s 2
|
|
f 5945//3795 5937//3787 5938//3788 5946//3796
|
|
s 1
|
|
f 5946//3796 5938//3788 5939//3789 5947//3797
|
|
s 2
|
|
f 5947//3797 5939//3789 5940//3946 5948//3798
|
|
s 1
|
|
f 5948//3798 5940//3946 5941//3791 5949//3799
|
|
s 2
|
|
f 5949//3799 5941//3791 5934//3784 5942//3980
|
|
s 1
|
|
f 5950//3949 5942//3980 5943//3793 5951//3801
|
|
s 2
|
|
f 5951//3801 5943//3793 5944//3794 5952//3802
|
|
s 1
|
|
f 5952//3802 5944//3794 5945//3795 5953//3803
|
|
s 2
|
|
f 5953//3803 5945//3795 5946//3796 5954//3981
|
|
s 1
|
|
f 5954//3981 5946//3796 5947//3797 5955//3805
|
|
s 2
|
|
f 5955//3805 5947//3797 5948//3798 5956//3806
|
|
s 1
|
|
f 5956//3806 5948//3798 5949//3799 5957//3807
|
|
s 2
|
|
f 5957//3807 5949//3799 5942//3980 5950//3949
|
|
s 1
|
|
f 5958//3808 5950//3949 5951//3801 5959//3809
|
|
s 2
|
|
f 5959//3809 5951//3801 5952//3802 5960//3810
|
|
s 1
|
|
f 5960//3810 5952//3802 5953//3803 5961//3950
|
|
s 2
|
|
f 5961//3950 5953//3803 5954//3981 5962//3812
|
|
s 1
|
|
f 5962//3812 5954//3981 5955//3805 5963//3813
|
|
s 2
|
|
f 5963//3813 5955//3805 5956//3806 5964//3814
|
|
s 1
|
|
f 5964//3814 5956//3806 5957//3807 5965//3815
|
|
s 2
|
|
f 5965//3815 5957//3807 5950//3949 5958//3808
|
|
s 1
|
|
f 5966//3816 5958//3808 5959//3809 5967//3817
|
|
s 2
|
|
f 5967//3817 5959//3809 5960//3810 5968//3818
|
|
s 1
|
|
f 5968//3818 5960//3810 5961//3950 5969//3819
|
|
s 2
|
|
f 5969//3819 5961//3950 5962//3812 5970//3820
|
|
s 1
|
|
f 5970//3820 5962//3812 5963//3813 5971//3953
|
|
s 2
|
|
f 5971//3953 5963//3813 5964//3814 5972//3822
|
|
s 1
|
|
f 5972//3822 5964//3814 5965//3815 5973//3823
|
|
s 2
|
|
f 5973//3823 5965//3815 5958//3808 5966//3816
|
|
s 1
|
|
f 5974//3824 5966//3816 5967//3817 5975//3954
|
|
s 2
|
|
f 5975//3954 5967//3817 5968//3818 5976//3826
|
|
s 1
|
|
f 5976//3826 5968//3818 5969//3819 5977//3955
|
|
s 2
|
|
f 5977//3955 5969//3819 5970//3820 5978//3828
|
|
s 1
|
|
f 5978//3828 5970//3820 5971//3953 5979//3956
|
|
s 2
|
|
f 5979//3956 5971//3953 5972//3822 5980//3830
|
|
s 1
|
|
f 5980//3830 5972//3822 5973//3823 5981//3831
|
|
s 2
|
|
f 5981//3831 5973//3823 5966//3816 5974//3824
|
|
s 1
|
|
f 5982//3832 5974//3824 5975//3954 5983//3833
|
|
s 2
|
|
f 5983//3833 5975//3954 5976//3826 5984//3834
|
|
s 1
|
|
f 5984//3834 5976//3826 5977//3955 5985//3835
|
|
s 2
|
|
f 5985//3835 5977//3955 5978//3828 5986//3982
|
|
s 1
|
|
f 5986//3982 5978//3828 5979//3956 5987//3837
|
|
s 2
|
|
f 5987//3837 5979//3956 5980//3830 5988//3838
|
|
s 1
|
|
f 5988//3838 5980//3830 5981//3831 5989//3839
|
|
s 2
|
|
f 5989//3839 5981//3831 5974//3824 5982//3832
|
|
s 1
|
|
f 5990//3840 5982//3832 5983//3833 5991//3841
|
|
s 2
|
|
f 5991//3841 5983//3833 5984//3834 5992//3842
|
|
s 1
|
|
f 5992//3842 5984//3834 5985//3835 5993//3843
|
|
s 2
|
|
f 5993//3843 5985//3835 5986//3982 5994//3844
|
|
s 1
|
|
f 5994//3844 5986//3982 5987//3837 5995//3845
|
|
s 2
|
|
f 5995//3845 5987//3837 5988//3838 5996//3846
|
|
s 1
|
|
f 5996//3846 5988//3838 5989//3839 5997//3847
|
|
s 2
|
|
f 5997//3847 5989//3839 5982//3832 5990//3840
|
|
s 1
|
|
f 5998//3848 5990//3840 5991//3841 5999//3849
|
|
s 2
|
|
f 5999//3849 5991//3841 5992//3842 6000//3850
|
|
s 1
|
|
f 6000//3850 5992//3842 5993//3843 6001//3983
|
|
s 2
|
|
f 6001//3983 5993//3843 5994//3844 6002//3852
|
|
s 1
|
|
f 6002//3852 5994//3844 5995//3845 6003//3853
|
|
s 2
|
|
f 6003//3853 5995//3845 5996//3846 6004//3960
|
|
s 1
|
|
f 6004//3960 5996//3846 5997//3847 6005//3855
|
|
s 2
|
|
f 6005//3855 5997//3847 5990//3840 5998//3848
|
|
s 1
|
|
f 6006//3856 5998//3848 5999//3849 6007//3857
|
|
s 2
|
|
f 6007//3857 5999//3849 6000//3850 6008//3858
|
|
s 1
|
|
f 6008//3858 6000//3850 6001//3983 6009//3859
|
|
s 2
|
|
f 6009//3859 6001//3983 6002//3852 6010//3860
|
|
s 1
|
|
f 6010//3860 6002//3852 6003//3853 6011//3861
|
|
s 2
|
|
f 6011//3861 6003//3853 6004//3960 6012//3862
|
|
s 1
|
|
f 6012//3862 6004//3960 6005//3855 6013//3863
|
|
s 2
|
|
f 6013//3863 6005//3855 5998//3848 6006//3856
|
|
s 1
|
|
f 6014//3864 6006//3856 6007//3857 6015//3865
|
|
s 2
|
|
f 6015//3865 6007//3857 6008//3858 6016//3866
|
|
s 1
|
|
f 6016//3866 6008//3858 6009//3859 6017//3867
|
|
s 2
|
|
f 6017//3867 6009//3859 6010//3860 6018//3868
|
|
s 1
|
|
f 6018//3868 6010//3860 6011//3861 6019//3869
|
|
s 2
|
|
f 6019//3869 6011//3861 6012//3862 6020//3870
|
|
s 1
|
|
f 6020//3870 6012//3862 6013//3863 6021//3871
|
|
s 2
|
|
f 6021//3871 6013//3863 6006//3856 6014//3864
|
|
s 1
|
|
f 6022//3872 6014//3864 6015//3865 6023//3873
|
|
s 2
|
|
f 6023//3873 6015//3865 6016//3866 6024//3874
|
|
s 1
|
|
f 6024//3874 6016//3866 6017//3867 6025//3875
|
|
s 2
|
|
f 6025//3875 6017//3867 6018//3868 6026//3876
|
|
s 1
|
|
f 6026//3876 6018//3868 6019//3869 6027//3877
|
|
s 2
|
|
f 6027//3877 6019//3869 6020//3870 6028//3878
|
|
s 1
|
|
f 6028//3878 6020//3870 6021//3871 6029//3879
|
|
s 2
|
|
f 6029//3879 6021//3871 6014//3864 6022//3872
|
|
s 1
|
|
f 6030//3880 6022//3872 6023//3873 6031//3881
|
|
s 2
|
|
f 6031//3881 6023//3873 6024//3874 6032//3882
|
|
s 1
|
|
f 6032//3882 6024//3874 6025//3875 6033//3883
|
|
s 2
|
|
f 6033//3883 6025//3875 6026//3876 6034//3884
|
|
s 1
|
|
f 6034//3884 6026//3876 6027//3877 6035//3984
|
|
s 2
|
|
f 6035//3984 6027//3877 6028//3878 6036//3886
|
|
s 1
|
|
f 6036//3886 6028//3878 6029//3879 6037//3887
|
|
s 2
|
|
f 6037//3887 6029//3879 6022//3872 6030//3880
|
|
s 1
|
|
f 6038//3985 6030//3880 6031//3881 6039//3889
|
|
s 2
|
|
f 6039//3889 6031//3881 6032//3882 6040//3890
|
|
s 1
|
|
f 6040//3890 6032//3882 6033//3883 6041//3986
|
|
s 2
|
|
f 6041//3986 6033//3883 6034//3884 6042//3892
|
|
s 1
|
|
f 6042//3892 6034//3884 6035//3984 6043//3987
|
|
s 2
|
|
f 6043//3987 6035//3984 6036//3886 6044//3894
|
|
s 1
|
|
f 6044//3894 6036//3886 6037//3887 6045//3895
|
|
s 2
|
|
f 6045//3895 6037//3887 6030//3880 6038//3985
|
|
s 1
|
|
f 6046//3988 6038//3985 6039//3889 6047//3989
|
|
s 2
|
|
f 6047//3989 6039//3889 6040//3890 6048//3990
|
|
s 1
|
|
f 6048//3990 6040//3890 6041//3986 6049//3991
|
|
s 2
|
|
f 6049//3991 6041//3986 6042//3892 6050//3992
|
|
s 1
|
|
f 6050//3992 6042//3892 6043//3987 6051//3993
|
|
s 2
|
|
f 6051//3993 6043//3987 6044//3894 6052//3902
|
|
s 1
|
|
f 6052//3902 6044//3894 6045//3895 6053//3994
|
|
s 2
|
|
f 6053//3994 6045//3895 6038//3985 6046//3988
|
|
s 1
|
|
f 6054//3904 6046//3988 6047//3989 6055//3995
|
|
s 2
|
|
f 6055//3995 6047//3989 6048//3990 6056//3906
|
|
s 1
|
|
f 6056//3906 6048//3990 6049//3991 6057//3996
|
|
s 2
|
|
f 6057//3996 6049//3991 6050//3992 6058//3997
|
|
s 1
|
|
f 6058//3997 6050//3992 6051//3993 6059//3998
|
|
s 2
|
|
f 6059//3998 6051//3993 6052//3902 6060//3999
|
|
s 1
|
|
f 6060//3999 6052//3902 6053//3994 6061//3969
|
|
s 2
|
|
f 6061//3969 6053//3994 6046//3988 6054//3904
|
|
s 1
|
|
f 6062//4000 6054//3904 6055//3995 6063//4001
|
|
s 2
|
|
f 6063//4001 6055//3995 6056//3906 6064//4002
|
|
s 1
|
|
f 6064//4002 6056//3906 6057//3996 6065//3915
|
|
s 2
|
|
f 6065//3915 6057//3996 6058//3997 6066//4003
|
|
s 1
|
|
f 6066//4003 6058//3997 6059//3998 6067//4004
|
|
s 2
|
|
f 6067//4004 6059//3998 6060//3999 6068//3918
|
|
s 1
|
|
f 6068//3918 6060//3999 6061//3969 6069//4005
|
|
s 2
|
|
f 6069//4005 6061//3969 6054//3904 6062//4000
|
|
s 1
|
|
f 6070//4006 6062//4000 6063//4001 6071//4007
|
|
s 2
|
|
f 6071//4007 6063//4001 6064//4002 6072//3922
|
|
s 1
|
|
f 6072//3922 6064//4002 6065//3915 6073//4008
|
|
s 2
|
|
f 6073//4008 6065//3915 6066//4003 6074//4009
|
|
s 1
|
|
f 6074//4009 6066//4003 6067//4004 6075//4010
|
|
s 2
|
|
f 6075//4010 6067//4004 6068//3918 6076//3926
|
|
s 1
|
|
f 6076//3926 6068//3918 6069//4005 6077//3970
|
|
s 2
|
|
f 6077//3970 6069//4005 6062//4000 6070//4006
|
|
s 1
|
|
f 6078//4011 6070//4006 6071//4007 6079//4012
|
|
s 2
|
|
f 6079//4012 6071//4007 6072//3922 6080//3930
|
|
s 1
|
|
f 6080//3930 6072//3922 6073//4008 6081//4013
|
|
s 2
|
|
f 6081//4013 6073//4008 6074//4009 6082//4014
|
|
s 1
|
|
f 6082//4014 6074//4009 6075//4010 6083//4015
|
|
s 2
|
|
f 6083//4015 6075//4010 6076//3926 6084//3974
|
|
s 1
|
|
f 6084//3974 6076//3926 6077//3970 6085//4016
|
|
s 2
|
|
f 6085//4016 6077//3970 6070//4006 6078//4011
|
|
s 4
|
|
f 5882//3938 5880//3976 5879//3729 5884//3939
|
|
f 5886//3736 5884//3939 5879//3729 5888//3738
|
|
f 5890//3941 5888//3738 5879//3729 5892//3942
|
|
f 6079//4012 6080//3930 6081//4013 6078//4011
|
|
f 6081//4013 6082//4014 6083//4015 6078//4011
|
|
f 6083//4015 6084//3974 6085//4016 6078//4011
|
|
s 1
|
|
f 6086//3728 6087//3729 6088//3730 6089//3731
|
|
s 2
|
|
f 6089//3731 6088//3730 6090//3938 6091//3733
|
|
s 1
|
|
f 6091//3733 6090//3938 6092//4017 6093//3735
|
|
s 2
|
|
f 6093//3735 6092//4017 6094//3736 6095//3737
|
|
s 1
|
|
f 6095//3737 6094//3736 6096//3738 6097//3739
|
|
s 2
|
|
f 6097//3739 6096//3738 6098//3941 6099//3741
|
|
s 1
|
|
f 6099//3741 6098//3941 6100//3942 6101//3743
|
|
s 2
|
|
f 6101//3743 6100//3942 6087//3729 6086//3728
|
|
s 1
|
|
f 6102//3744 6086//3728 6089//3731 6103//3745
|
|
s 2
|
|
f 6103//3745 6089//3731 6091//3733 6104//3746
|
|
s 1
|
|
f 6104//3746 6091//3733 6093//3735 6105//3747
|
|
s 2
|
|
f 6105//3747 6093//3735 6095//3737 6106//3748
|
|
s 1
|
|
f 6106//3748 6095//3737 6097//3739 6107//3749
|
|
s 2
|
|
f 6107//3749 6097//3739 6099//3741 6108//3750
|
|
s 1
|
|
f 6108//3750 6099//3741 6101//3743 6109//3751
|
|
s 2
|
|
f 6109//3751 6101//3743 6086//3728 6102//3744
|
|
s 1
|
|
f 6110//3752 6102//3744 6103//3745 6111//3753
|
|
s 2
|
|
f 6111//3753 6103//3745 6104//3746 6112//3754
|
|
s 1
|
|
f 6112//3754 6104//3746 6105//3747 6113//3755
|
|
s 2
|
|
f 6113//3755 6105//3747 6106//3748 6114//3756
|
|
s 1
|
|
f 6114//3756 6106//3748 6107//3749 6115//3757
|
|
s 2
|
|
f 6115//3757 6107//3749 6108//3750 6116//3977
|
|
s 1
|
|
f 6116//3977 6108//3750 6109//3751 6117//3759
|
|
s 2
|
|
f 6117//3759 6109//3751 6102//3744 6110//3752
|
|
s 1
|
|
f 6118//3760 6110//3752 6111//3753 6119//3761
|
|
s 2
|
|
f 6119//3761 6111//3753 6112//3754 6120//3762
|
|
s 1
|
|
f 6120//3762 6112//3754 6113//3755 6121//3763
|
|
s 2
|
|
f 6121//3763 6113//3755 6114//3756 6122//3764
|
|
s 1
|
|
f 6122//3764 6114//3756 6115//3757 6123//3765
|
|
s 2
|
|
f 6123//3765 6115//3757 6116//3977 6124//3766
|
|
s 1
|
|
f 6124//3766 6116//3977 6117//3759 6125//3767
|
|
s 2
|
|
f 6125//3767 6117//3759 6110//3752 6118//3760
|
|
s 1
|
|
f 6126//3978 6118//3760 6119//3761 6127//3769
|
|
s 2
|
|
f 6127//3769 6119//3761 6120//3762 6128//3770
|
|
s 1
|
|
f 6128//3770 6120//3762 6121//3763 6129//3771
|
|
s 2
|
|
f 6129//3771 6121//3763 6122//3764 6130//3772
|
|
s 1
|
|
f 6130//3772 6122//3764 6123//3765 6131//3773
|
|
s 2
|
|
f 6131//3773 6123//3765 6124//3766 6132//3774
|
|
s 1
|
|
f 6132//3774 6124//3766 6125//3767 6133//3775
|
|
s 2
|
|
f 6133//3775 6125//3767 6118//3760 6126//3978
|
|
s 1
|
|
f 6134//3776 6126//3978 6127//3769 6135//3777
|
|
s 2
|
|
f 6135//3777 6127//3769 6128//3770 6136//3944
|
|
s 1
|
|
f 6136//3944 6128//3770 6129//3771 6137//3779
|
|
s 2
|
|
f 6137//3779 6129//3771 6130//3772 6138//3780
|
|
s 1
|
|
f 6138//3780 6130//3772 6131//3773 6139//3781
|
|
s 2
|
|
f 6139//3781 6131//3773 6132//3774 6140//3945
|
|
s 1
|
|
f 6140//3945 6132//3774 6133//3775 6141//3783
|
|
s 2
|
|
f 6141//3783 6133//3775 6126//3978 6134//3776
|
|
s 1
|
|
f 6142//4018 6134//3776 6135//3777 6143//3785
|
|
s 2
|
|
f 6143//3785 6135//3777 6136//3944 6144//3786
|
|
s 1
|
|
f 6144//3786 6136//3944 6137//3779 6145//3787
|
|
s 2
|
|
f 6145//3787 6137//3779 6138//3780 6146//3788
|
|
s 1
|
|
f 6146//3788 6138//3780 6139//3781 6147//3789
|
|
s 2
|
|
f 6147//3789 6139//3781 6140//3945 6148//4019
|
|
s 1
|
|
f 6148//4019 6140//3945 6141//3783 6149//3791
|
|
s 2
|
|
f 6149//3791 6141//3783 6134//3776 6142//4018
|
|
s 1
|
|
f 6150//3947 6142//4018 6143//3785 6151//3793
|
|
s 2
|
|
f 6151//3793 6143//3785 6144//3786 6152//3794
|
|
s 1
|
|
f 6152//3794 6144//3786 6145//3787 6153//3795
|
|
s 2
|
|
f 6153//3795 6145//3787 6146//3788 6154//3796
|
|
s 1
|
|
f 6154//3796 6146//3788 6147//3789 6155//3948
|
|
s 2
|
|
f 6155//3948 6147//3789 6148//4019 6156//3798
|
|
s 1
|
|
f 6156//3798 6148//4019 6149//3791 6157//3799
|
|
s 2
|
|
f 6157//3799 6149//3791 6142//4018 6150//3947
|
|
s 1
|
|
f 6158//3949 6150//3947 6151//3793 6159//3801
|
|
s 2
|
|
f 6159//3801 6151//3793 6152//3794 6160//3802
|
|
s 1
|
|
f 6160//3802 6152//3794 6153//3795 6161//3803
|
|
s 2
|
|
f 6161//3803 6153//3795 6154//3796 6162//4020
|
|
s 1
|
|
f 6162//4020 6154//3796 6155//3948 6163//3805
|
|
s 2
|
|
f 6163//3805 6155//3948 6156//3798 6164//4021
|
|
s 1
|
|
f 6164//4021 6156//3798 6157//3799 6165//3807
|
|
s 2
|
|
f 6165//3807 6157//3799 6150//3947 6158//3949
|
|
s 1
|
|
f 6166//3808 6158//3949 6159//3801 6167//3809
|
|
s 2
|
|
f 6167//3809 6159//3801 6160//3802 6168//3810
|
|
s 1
|
|
f 6168//3810 6160//3802 6161//3803 6169//3950
|
|
s 2
|
|
f 6169//3950 6161//3803 6162//4020 6170//4022
|
|
s 1
|
|
f 6170//4022 6162//4020 6163//3805 6171//3813
|
|
s 2
|
|
f 6171//3813 6163//3805 6164//4021 6172//3814
|
|
s 1
|
|
f 6172//3814 6164//4021 6165//3807 6173//4023
|
|
s 2
|
|
f 6173//4023 6165//3807 6158//3949 6166//3808
|
|
s 1
|
|
f 6174//3951 6166//3808 6167//3809 6175//3817
|
|
s 2
|
|
f 6175//3817 6167//3809 6168//3810 6176//3818
|
|
s 1
|
|
f 6176//3818 6168//3810 6169//3950 6177//3819
|
|
s 2
|
|
f 6177//3819 6169//3950 6170//4022 6178//3952
|
|
s 1
|
|
f 6178//3952 6170//4022 6171//3813 6179//3821
|
|
s 2
|
|
f 6179//3821 6171//3813 6172//3814 6180//3822
|
|
s 1
|
|
f 6180//3822 6172//3814 6173//4023 6181//4024
|
|
s 2
|
|
f 6181//4024 6173//4023 6166//3808 6174//3951
|
|
s 1
|
|
f 6182//3824 6174//3951 6175//3817 6183//3825
|
|
s 2
|
|
f 6183//3825 6175//3817 6176//3818 6184//3826
|
|
s 1
|
|
f 6184//3826 6176//3818 6177//3819 6185//3827
|
|
s 2
|
|
f 6185//3827 6177//3819 6178//3952 6186//3828
|
|
s 1
|
|
f 6186//3828 6178//3952 6179//3821 6187//3956
|
|
s 2
|
|
f 6187//3956 6179//3821 6180//3822 6188//3830
|
|
s 1
|
|
f 6188//3830 6180//3822 6181//4024 6189//3831
|
|
s 2
|
|
f 6189//3831 6181//4024 6174//3951 6182//3824
|
|
s 1
|
|
f 6190//3832 6182//3824 6183//3825 6191//3833
|
|
s 2
|
|
f 6191//3833 6183//3825 6184//3826 6192//3834
|
|
s 1
|
|
f 6192//3834 6184//3826 6185//3827 6193//4025
|
|
s 2
|
|
f 6193//4025 6185//3827 6186//3828 6194//3982
|
|
s 1
|
|
f 6194//3982 6186//3828 6187//3956 6195//3837
|
|
s 2
|
|
f 6195//3837 6187//3956 6188//3830 6196//3838
|
|
s 1
|
|
f 6196//3838 6188//3830 6189//3831 6197//3839
|
|
s 2
|
|
f 6197//3839 6189//3831 6182//3824 6190//3832
|
|
s 1
|
|
f 6198//4026 6190//3832 6191//3833 6199//3841
|
|
s 2
|
|
f 6199//3841 6191//3833 6192//3834 6200//4027
|
|
s 1
|
|
f 6200//4027 6192//3834 6193//4025 6201//3843
|
|
s 2
|
|
f 6201//3843 6193//4025 6194//3982 6202//3844
|
|
s 1
|
|
f 6202//3844 6194//3982 6195//3837 6203//3845
|
|
s 2
|
|
f 6203//3845 6195//3837 6196//3838 6204//3846
|
|
s 1
|
|
f 6204//3846 6196//3838 6197//3839 6205//3847
|
|
s 2
|
|
f 6205//3847 6197//3839 6190//3832 6198//4026
|
|
s 1
|
|
f 6206//4028 6198//4026 6199//3841 6207//4029
|
|
s 2
|
|
f 6207//4029 6199//3841 6200//4027 6208//3850
|
|
s 1
|
|
f 6208//3850 6200//4027 6201//3843 6209//3983
|
|
s 2
|
|
f 6209//3983 6201//3843 6202//3844 6210//4030
|
|
s 1
|
|
f 6210//4030 6202//3844 6203//3845 6211//3853
|
|
s 2
|
|
f 6211//3853 6203//3845 6204//3846 6212//3854
|
|
s 1
|
|
f 6212//3854 6204//3846 6205//3847 6213//3855
|
|
s 2
|
|
f 6213//3855 6205//3847 6198//4026 6206//4028
|
|
s 1
|
|
f 6214//3856 6206//4028 6207//4029 6215//4031
|
|
s 2
|
|
f 6215//4031 6207//4029 6208//3850 6216//3858
|
|
s 1
|
|
f 6216//3858 6208//3850 6209//3983 6217//3859
|
|
s 2
|
|
f 6217//3859 6209//3983 6210//4030 6218//3860
|
|
s 1
|
|
f 6218//3860 6210//4030 6211//3853 6219//3861
|
|
s 2
|
|
f 6219//3861 6211//3853 6212//3854 6220//3862
|
|
s 1
|
|
f 6220//3862 6212//3854 6213//3855 6221//3863
|
|
s 2
|
|
f 6221//3863 6213//3855 6206//4028 6214//3856
|
|
s 1
|
|
f 6222//3864 6214//3856 6215//4031 6223//3865
|
|
s 2
|
|
f 6223//3865 6215//4031 6216//3858 6224//4032
|
|
s 1
|
|
f 6224//4032 6216//3858 6217//3859 6225//3867
|
|
s 2
|
|
f 6225//3867 6217//3859 6218//3860 6226//3868
|
|
s 1
|
|
f 6226//3868 6218//3860 6219//3861 6227//3869
|
|
s 2
|
|
f 6227//3869 6219//3861 6220//3862 6228//3870
|
|
s 1
|
|
f 6228//3870 6220//3862 6221//3863 6229//3871
|
|
s 2
|
|
f 6229//3871 6221//3863 6214//3856 6222//3864
|
|
s 1
|
|
f 6230//3872 6222//3864 6223//3865 6231//3873
|
|
s 2
|
|
f 6231//3873 6223//3865 6224//4032 6232//3874
|
|
s 1
|
|
f 6232//3874 6224//4032 6225//3867 6233//3875
|
|
s 2
|
|
f 6233//3875 6225//3867 6226//3868 6234//4033
|
|
s 1
|
|
f 6234//4033 6226//3868 6227//3869 6235//3877
|
|
s 2
|
|
f 6235//3877 6227//3869 6228//3870 6236//3878
|
|
s 1
|
|
f 6236//3878 6228//3870 6229//3871 6237//3879
|
|
s 2
|
|
f 6237//3879 6229//3871 6222//3864 6230//3872
|
|
s 1
|
|
f 6238//3880 6230//3872 6231//3873 6239//3881
|
|
s 2
|
|
f 6239//3881 6231//3873 6232//3874 6240//3882
|
|
s 1
|
|
f 6240//3882 6232//3874 6233//3875 6241//3883
|
|
s 2
|
|
f 6241//3883 6233//3875 6234//4033 6242//3884
|
|
s 1
|
|
f 6242//3884 6234//4033 6235//3877 6243//3984
|
|
s 2
|
|
f 6243//3984 6235//3877 6236//3878 6244//3886
|
|
s 1
|
|
f 6244//3886 6236//3878 6237//3879 6245//3887
|
|
s 2
|
|
f 6245//3887 6237//3879 6230//3872 6238//3880
|
|
s 1
|
|
f 6246//3888 6238//3880 6239//3881 6247//4034
|
|
s 2
|
|
f 6247//4034 6239//3881 6240//3882 6248//3890
|
|
s 1
|
|
f 6248//3890 6240//3882 6241//3883 6249//3891
|
|
s 2
|
|
f 6249//3891 6241//3883 6242//3884 6250//4035
|
|
s 1
|
|
f 6250//4035 6242//3884 6243//3984 6251//3987
|
|
s 2
|
|
f 6251//3987 6243//3984 6244//3886 6252//3894
|
|
s 1
|
|
f 6252//3894 6244//3886 6245//3887 6253//3895
|
|
s 2
|
|
f 6253//3895 6245//3887 6238//3880 6246//3888
|
|
s 1
|
|
f 6254//3896 6246//3888 6247//4034 6255//3897
|
|
s 2
|
|
f 6255//3897 6247//4034 6248//3890 6256//3990
|
|
s 1
|
|
f 6256//3990 6248//3890 6249//3891 6257//3991
|
|
s 2
|
|
f 6257//3991 6249//3891 6250//4035 6258//3992
|
|
s 1
|
|
f 6258//3992 6250//4035 6251//3987 6259//3993
|
|
s 2
|
|
f 6259//3993 6251//3987 6252//3894 6260//3902
|
|
s 1
|
|
f 6260//3902 6252//3894 6253//3895 6261//3994
|
|
s 2
|
|
f 6261//3994 6253//3895 6246//3888 6254//3896
|
|
s 1
|
|
f 6262//3904 6254//3896 6255//3897 6263//4036
|
|
s 2
|
|
f 6263//4036 6255//3897 6256//3990 6264//3906
|
|
s 1
|
|
f 6264//3906 6256//3990 6257//3991 6265//4037
|
|
s 2
|
|
f 6265//4037 6257//3991 6258//3992 6266//3997
|
|
s 1
|
|
f 6266//3997 6258//3992 6259//3993 6267//3998
|
|
s 2
|
|
f 6267//3998 6259//3993 6260//3902 6268//3999
|
|
s 1
|
|
f 6268//3999 6260//3902 6261//3994 6269//3969
|
|
s 2
|
|
f 6269//3969 6261//3994 6254//3896 6262//3904
|
|
s 1
|
|
f 6270//4000 6262//3904 6263//4036 6271//3913
|
|
s 2
|
|
f 6271//3913 6263//4036 6264//3906 6272//4038
|
|
s 1
|
|
f 6272//4038 6264//3906 6265//4037 6273//3915
|
|
s 2
|
|
f 6273//3915 6265//4037 6266//3997 6274//4039
|
|
s 1
|
|
f 6274//4039 6266//3997 6267//3998 6275//4004
|
|
s 2
|
|
f 6275//4004 6267//3998 6268//3999 6276//3918
|
|
s 1
|
|
f 6276//3918 6268//3999 6269//3969 6277//4005
|
|
s 2
|
|
f 6277//4005 6269//3969 6262//3904 6270//4000
|
|
s 1
|
|
f 6278//4006 6270//4000 6271//3913 6279//3921
|
|
s 2
|
|
f 6279//3921 6271//3913 6272//4038 6280//3922
|
|
s 1
|
|
f 6280//3922 6272//4038 6273//3915 6281//4040
|
|
s 2
|
|
f 6281//4040 6273//3915 6274//4039 6282//4009
|
|
s 1
|
|
f 6282//4009 6274//4039 6275//4004 6283//4041
|
|
s 2
|
|
f 6283//4041 6275//4004 6276//3918 6284//3926
|
|
s 1
|
|
f 6284//3926 6276//3918 6277//4005 6285//3970
|
|
s 2
|
|
f 6285//3970 6277//4005 6270//4000 6278//4006
|
|
s 1
|
|
f 6286//3971 6278//4006 6279//3921 6287//4042
|
|
s 2
|
|
f 6287//4042 6279//3921 6280//3922 6288//4043
|
|
s 1
|
|
f 6288//4043 6280//3922 6281//4040 6289//3931
|
|
s 2
|
|
f 6289//3931 6281//4040 6282//4009 6290//4044
|
|
s 1
|
|
f 6290//4044 6282//4009 6283//4041 6291//4015
|
|
s 2
|
|
f 6291//4015 6283//4041 6284//3926 6292//3934
|
|
s 1
|
|
f 6292//3934 6284//3926 6285//3970 6293//4045
|
|
s 2
|
|
f 6293//4045 6285//3970 6278//4006 6286//3971
|
|
s 4
|
|
f 6090//3938 6088//3730 6087//3729 6092//4017
|
|
f 6094//3736 6092//4017 6087//3729 6096//3738
|
|
f 6098//3941 6096//3738 6087//3729 6100//3942
|
|
f 6287//4042 6288//4043 6289//3931 6286//3971
|
|
f 6289//3931 6290//4044 6291//4015 6286//3971
|
|
f 6291//4015 6292//3934 6293//4045 6286//3971
|
|
# 1648 polygons
|
|
|
|
#
|
|
# object Box175
|
|
#
|
|
|
|
v -346.2643 -0.5848 -26.5857
|
|
v -346.2643 -0.5848 -70.3183
|
|
v -331.2259 -3.1443 -70.3183
|
|
v -331.2259 -3.1443 -16.2352
|
|
v -346.2643 13.7110 -26.5857
|
|
v -331.2259 17.9712 -16.2352
|
|
v -331.2259 17.9712 -70.3183
|
|
v -346.2643 13.7110 -70.3183
|
|
v -344.5501 1.2335 -31.8410
|
|
v -331.2259 -1.0473 -31.8410
|
|
v -331.2259 15.8746 -31.8410
|
|
v -344.5493 12.0639 -31.8410
|
|
v -316.1876 -0.5848 -26.5857
|
|
v -316.1876 -0.5848 -70.3183
|
|
v -316.1876 13.7110 -70.3183
|
|
v -316.1876 13.7110 -26.5857
|
|
v -333.9107 -0.5848 -90.8359
|
|
v -348.9490 -3.1443 -90.8359
|
|
v -348.9490 17.9712 -90.8359
|
|
v -333.9107 13.7110 -90.8359
|
|
v -317.9017 1.2335 -31.8410
|
|
v -317.9026 12.0639 -31.8410
|
|
v -363.9873 -0.5848 -90.8359
|
|
v -363.9873 13.7110 -90.8359
|
|
v -316.5210 -0.2328 -26.3562
|
|
v -331.2259 -2.7381 -16.2029
|
|
v -316.5210 13.3898 -26.3562
|
|
v -331.2259 17.5627 -16.1812
|
|
v -345.9308 13.3898 -26.3562
|
|
v -345.9308 -0.2328 -26.3562
|
|
v -392.6383 -0.5848 -26.5857
|
|
v -407.6767 -3.1443 -16.2352
|
|
v -407.6767 -3.1443 -70.3183
|
|
v -392.6383 -0.5848 -70.3183
|
|
v -392.6383 13.7110 -26.5857
|
|
v -392.6383 13.7110 -70.3183
|
|
v -407.6767 17.9712 -70.3183
|
|
v -407.6767 17.9712 -16.2352
|
|
v -394.3525 1.2335 -31.8410
|
|
v -394.3533 12.0639 -31.8410
|
|
v -407.6767 15.8746 -31.8410
|
|
v -407.6767 -1.0473 -31.8410
|
|
v -422.7150 -0.5848 -26.5857
|
|
v -422.7150 13.7110 -26.5857
|
|
v -422.7150 13.7110 -70.3183
|
|
v -422.7150 -0.5848 -70.3183
|
|
v -404.9919 -0.5848 -90.8359
|
|
v -404.9919 13.7110 -90.8359
|
|
v -389.9536 17.9712 -90.8359
|
|
v -389.9536 -3.1443 -90.8359
|
|
v -421.0000 12.0639 -31.8410
|
|
v -421.0009 1.2335 -31.8410
|
|
v -374.9153 13.7110 -90.8359
|
|
v -374.9153 -0.5848 -90.8359
|
|
v -407.6767 -2.7381 -16.2029
|
|
v -422.3816 -0.2328 -26.3562
|
|
v -422.3816 13.3898 -26.3562
|
|
v -407.6767 17.5627 -16.1812
|
|
v -392.9718 13.3898 -26.3562
|
|
v -392.9718 -0.2328 -26.3562
|
|
# 60 vertices
|
|
|
|
vn -0.7503 -0.5519 0.3640
|
|
vn -0.6477 -0.7170 0.2576
|
|
vn 0.0377 -0.9988 -0.0326
|
|
vn 0.0000 -0.6589 0.7522
|
|
vn -0.7801 0.5090 0.3639
|
|
vn 0.0000 0.6940 0.7200
|
|
vn 0.0603 0.9968 -0.0521
|
|
vn -0.6933 0.6629 0.2826
|
|
vn 0.5436 0.4397 0.7150
|
|
vn 0.0000 0.7043 0.7099
|
|
vn -0.0000 -0.7242 0.6896
|
|
vn 0.5652 -0.4102 0.7158
|
|
vn 0.7503 -0.5519 0.3640
|
|
vn 0.7658 -0.5797 -0.2784
|
|
vn 0.7910 0.5418 -0.2844
|
|
vn 0.7801 0.5090 0.3639
|
|
vn 0.3807 -0.5386 -0.7516
|
|
vn -0.0577 -0.7609 -0.6463
|
|
vn -0.0965 0.7870 -0.6093
|
|
vn 0.4084 0.4821 -0.7751
|
|
vn -0.5436 0.4397 0.7150
|
|
vn -0.5652 -0.4102 0.7158
|
|
vn -0.7905 -0.5036 -0.3485
|
|
vn -0.8086 0.4733 -0.3495
|
|
vn 0.2610 0.3677 0.8926
|
|
vn 0.0000 0.4990 0.8666
|
|
vn 0.2109 -0.3779 0.9015
|
|
vn 0.0000 -0.4503 0.8929
|
|
vn -0.2109 -0.3779 0.9015
|
|
vn -0.2610 0.3677 0.8926
|
|
vn -0.0377 -0.9988 -0.0326
|
|
vn 0.6477 -0.7170 0.2576
|
|
vn 0.6933 0.6629 0.2826
|
|
vn -0.0603 0.9968 -0.0521
|
|
vn 0.0000 -0.7242 0.6896
|
|
vn -0.7910 0.5418 -0.2844
|
|
vn -0.7658 -0.5797 -0.2784
|
|
vn -0.3807 -0.5386 -0.7516
|
|
vn -0.4084 0.4821 -0.7751
|
|
vn 0.0965 0.7870 -0.6093
|
|
vn 0.0577 -0.7609 -0.6463
|
|
vn 0.8086 0.4733 -0.3495
|
|
vn 0.7905 -0.5036 -0.3485
|
|
# 43 vertex normals
|
|
|
|
vt 1.0000 0.0000 0.0000
|
|
vt 1.0000 1.0000 0.0000
|
|
vt 0.5000 1.0000 0.0000
|
|
vt 0.5000 0.0000 0.0000
|
|
vt 0.0000 0.0000 0.0000
|
|
vt 0.0000 1.0000 0.0000
|
|
# 6 texture coords
|
|
|
|
o Box175
|
|
g Box175
|
|
usemtl wire_003003003
|
|
s off
|
|
f 6294/1690/4046 6295/1691/4047 6296/1692/4048 6297/1693/4049
|
|
f 6298/1694/4050 6299/1693/4051 6300/1692/4052 6301/1695/4053
|
|
s 8
|
|
f 6302/1694/4054 6303/1693/4055 6304/1692/4056 6305/1695/4057
|
|
s off
|
|
f 6306/1694/4058 6307/1690/4059 6308/1691/4060 6309/1695/4061
|
|
f 6310/1694/4062 6311/1693/4063 6312/1692/4064 6313/1695/4065
|
|
f 6295/1694/4047 6294/1690/4046 6298/1691/4050 6301/1695/4053
|
|
f 6296/1692/4048 6307/1695/4059 6306/1694/4058 6297/1693/4049
|
|
f 6299/1693/4051 6309/1690/4061 6308/1691/4060 6300/1692/4052
|
|
s 8
|
|
f 6303/1693/4055 6314/1690/4066 6315/1691/4067 6304/1692/4056
|
|
s off
|
|
f 6311/1693/4063 6316/1690/4068 6317/1691/4069 6312/1692/4064
|
|
f 6297/1693/4049 6306/1694/4058 6318/1690/4070 6319/1693/4071
|
|
f 6306/1694/4058 6309/1695/4061 6320/1691/4072 6318/1690/4070
|
|
f 6309/1690/4061 6299/1693/4051 6321/1692/4073 6320/1691/4072
|
|
f 6299/1693/4051 6298/1694/4050 6322/1695/4074 6321/1692/4073
|
|
f 6298/1691/4050 6294/1690/4046 6323/1694/4075 6322/1695/4074
|
|
f 6294/1690/4046 6297/1693/4049 6319/1693/4071 6323/1694/4075
|
|
f 6319/1693/4071 6318/1690/4070 6314/1690/4066 6303/1693/4055
|
|
f 6318/1690/4070 6320/1691/4072 6315/1691/4067 6314/1690/4066
|
|
f 6320/1691/4072 6321/1692/4073 6304/1692/4056 6315/1691/4067
|
|
f 6321/1692/4073 6322/1695/4074 6305/1695/4057 6304/1692/4056
|
|
f 6322/1695/4074 6323/1694/4075 6302/1694/4054 6305/1695/4057
|
|
f 6323/1694/4075 6319/1693/4071 6303/1693/4055 6302/1694/4054
|
|
f 6296/1692/4048 6295/1691/4047 6316/1690/4068 6311/1693/4063
|
|
f 6295/1694/4047 6301/1695/4053 6317/1691/4069 6316/1690/4068
|
|
f 6301/1695/4053 6300/1692/4052 6312/1692/4064 6317/1691/4069
|
|
f 6300/1692/4052 6308/1691/4060 6313/1695/4065 6312/1692/4064
|
|
f 6308/1691/4060 6307/1690/4059 6310/1694/4062 6313/1695/4065
|
|
f 6307/1695/4059 6296/1692/4048 6311/1693/4063 6310/1694/4062
|
|
f 6324/1690/4058 6325/1693/4049 6326/1692/4076 6327/1691/4077
|
|
f 6328/1694/4061 6329/1695/4078 6330/1692/4079 6331/1693/4051
|
|
s 8
|
|
f 6332/1694/4066 6333/1695/4067 6334/1692/4080 6335/1693/4055
|
|
s off
|
|
f 6336/1694/4046 6337/1695/4050 6338/1691/4081 6339/1690/4082
|
|
f 6340/1694/4083 6341/1695/4084 6342/1692/4085 6343/1693/4086
|
|
f 6327/1694/4077 6329/1695/4078 6328/1691/4061 6324/1690/4058
|
|
f 6326/1692/4076 6325/1693/4049 6336/1694/4046 6339/1695/4082
|
|
f 6331/1693/4051 6330/1692/4079 6338/1691/4081 6337/1690/4050
|
|
s 8
|
|
f 6335/1693/4055 6334/1692/4080 6344/1691/4057 6345/1690/4054
|
|
s off
|
|
f 6343/1693/4086 6342/1692/4085 6346/1691/4087 6347/1690/4088
|
|
f 6325/1693/4049 6348/1693/4071 6349/1690/4075 6336/1694/4046
|
|
f 6336/1694/4046 6349/1690/4075 6350/1691/4074 6337/1695/4050
|
|
f 6337/1690/4050 6350/1691/4074 6351/1692/4073 6331/1693/4051
|
|
f 6331/1693/4051 6351/1692/4073 6352/1695/4072 6328/1694/4061
|
|
f 6328/1691/4061 6352/1695/4072 6353/1694/4070 6324/1690/4058
|
|
f 6324/1690/4058 6353/1694/4070 6348/1693/4071 6325/1693/4049
|
|
f 6348/1693/4071 6335/1693/4055 6345/1690/4054 6349/1690/4075
|
|
f 6349/1690/4075 6345/1690/4054 6344/1691/4057 6350/1691/4074
|
|
f 6350/1691/4074 6344/1691/4057 6334/1692/4080 6351/1692/4073
|
|
f 6351/1692/4073 6334/1692/4080 6333/1695/4067 6352/1695/4072
|
|
f 6352/1695/4072 6333/1695/4067 6332/1694/4066 6353/1694/4070
|
|
f 6353/1694/4070 6332/1694/4066 6335/1693/4055 6348/1693/4071
|
|
f 6326/1692/4076 6343/1693/4086 6347/1690/4088 6327/1691/4077
|
|
f 6327/1694/4077 6347/1690/4088 6346/1691/4087 6329/1695/4078
|
|
f 6329/1695/4078 6346/1691/4087 6342/1692/4085 6330/1692/4079
|
|
f 6330/1692/4079 6342/1692/4085 6341/1695/4084 6338/1691/4081
|
|
f 6338/1691/4081 6341/1695/4084 6340/1694/4083 6339/1690/4082
|
|
f 6339/1695/4082 6340/1694/4083 6343/1693/4086 6326/1692/4076
|
|
# 56 polygons
|
|
|
|
#
|
|
# object Box195
|
|
#
|
|
|
|
v -345.7328 13.8615 -33.1924
|
|
v -340.9550 15.2151 -29.8619
|
|
v -336.1771 16.5686 -26.5315
|
|
v -331.3993 17.9221 -23.2010
|
|
v -331.3993 17.9221 -16.9357
|
|
v -345.7328 13.8615 -26.9271
|
|
v -344.7829 14.8242 -31.8067
|
|
v -344.7829 14.8242 -26.7910
|
|
v -332.7130 18.2435 -18.3213
|
|
v -332.7130 18.2435 -23.3371
|
|
v -335.5858 17.4296 -25.3529
|
|
v -341.9101 15.6380 -29.7909
|
|
v -340.9550 15.2151 -38.8126
|
|
v -345.7328 13.8615 -42.1431
|
|
v -344.7829 14.8242 -40.7574
|
|
v -341.9101 15.6380 -38.7416
|
|
v -335.5858 17.4296 -60.1698
|
|
v -332.7130 18.2435 -60.1698
|
|
v -331.3993 17.9221 -60.1698
|
|
v -336.1771 16.5686 -60.1698
|
|
v -393.1697 13.8616 -33.1924
|
|
v -393.1697 13.8616 -26.9271
|
|
v -407.5033 17.9221 -16.9357
|
|
v -407.5033 17.9221 -23.2010
|
|
v -402.7254 16.5686 -26.5315
|
|
v -397.9476 15.2151 -29.8619
|
|
v -394.1197 14.8242 -31.8067
|
|
v -396.9924 15.6380 -29.7909
|
|
v -403.3168 17.4296 -25.3529
|
|
v -406.1896 18.2435 -23.3371
|
|
v -406.1896 18.2435 -18.3214
|
|
v -394.1197 14.8242 -26.7910
|
|
v -397.9476 15.2151 -38.8126
|
|
v -396.9924 15.6380 -38.7416
|
|
v -394.1197 14.8242 -40.7574
|
|
v -393.1697 13.8615 -42.1431
|
|
v -403.3168 17.4296 -60.1698
|
|
v -402.7255 16.5686 -60.1698
|
|
v -407.5033 17.9221 -60.1698
|
|
v -406.1896 18.2435 -60.1698
|
|
# 40 vertices
|
|
|
|
vn -0.8608 -0.5090 -0.0000
|
|
vn 0.8082 -0.3112 -0.5000
|
|
vn 0.0376 -0.7489 -0.6616
|
|
vn 0.9998 0.0181 0.0000
|
|
vn 0.5360 0.0246 0.8439
|
|
vn -0.8116 -0.4622 0.3572
|
|
vn -0.5090 0.8608 -0.0000
|
|
vn -0.5569 0.7803 0.2845
|
|
vn -0.2635 0.8939 0.3626
|
|
vn -0.0181 0.9998 0.0000
|
|
vn -0.3048 0.9506 -0.0595
|
|
vn -0.0447 0.9938 -0.1016
|
|
vn 0.9195 -0.0342 -0.3916
|
|
vn -0.4693 -0.2601 -0.8439
|
|
vn -0.2445 0.8993 -0.3626
|
|
vn 0.1217 0.9549 -0.2709
|
|
vn -0.4490 0.6255 -0.6381
|
|
vn -0.0137 0.7564 -0.6540
|
|
vn 0.8407 0.0148 -0.5413
|
|
vn -0.6813 -0.4890 -0.5447
|
|
vn 0.8608 -0.5090 -0.0000
|
|
vn 0.8116 -0.4622 0.3572
|
|
vn -0.5360 0.0246 0.8439
|
|
vn -0.9998 0.0181 -0.0000
|
|
vn -0.0376 -0.7489 -0.6616
|
|
vn -0.2518 0.4694 0.8463
|
|
vn 0.5090 0.8608 -0.0000
|
|
vn -0.5717 0.1359 0.8091
|
|
vn 0.3048 0.9506 -0.0595
|
|
vn 0.0181 0.9998 0.0000
|
|
vn 0.2635 0.8939 0.3626
|
|
vn 0.5569 0.7803 0.2845
|
|
vn -0.9195 -0.0342 -0.3916
|
|
vn -0.1217 0.9549 -0.2709
|
|
vn 0.2445 0.8993 -0.3626
|
|
vn 0.4693 -0.2601 -0.8439
|
|
vn 0.4490 0.6255 -0.6381
|
|
vn 0.6813 -0.4890 -0.5447
|
|
vn -0.8407 0.0148 -0.5413
|
|
vn 0.0136 0.7565 -0.6539
|
|
# 40 vertex normals
|
|
|
|
vt 1.0000 0.0000 0.0000
|
|
vt 1.0000 0.3333 0.0000
|
|
vt 1.0000 0.6667 0.0000
|
|
vt 1.0000 1.0000 0.0000
|
|
vt 0.0000 1.0000 0.0000
|
|
vt 0.0000 0.0000 0.0000
|
|
vt 0.0000 0.6667 0.0000
|
|
vt 0.0000 0.3333 0.0000
|
|
vt 0.3333 0.0000 0.0000
|
|
vt 0.6667 0.0000 0.0000
|
|
vt 0.6667 1.0000 0.0000
|
|
vt 0.3333 1.0000 0.0000
|
|
# 12 texture coords
|
|
|
|
o Box195
|
|
g Box195
|
|
usemtl wire_015015015
|
|
s 2
|
|
f 6354/1696/4089 6355/1697/4090 6356/1698/4091 6357/1699/4092 6358/1700/4093 6359/1701/4094
|
|
s 4
|
|
f 6360/1701/4095 6361/1696/4096 6362/1699/4097 6363/1700/4098 6364/1702/4099 6365/1703/4100
|
|
s 8
|
|
f 6354/1701/4089 6359/1696/4094 6361/1699/4096 6360/1700/4095
|
|
s 16
|
|
f 6359/1701/4094 6358/1696/4093 6362/1699/4097 6361/1700/4096
|
|
s 32
|
|
f 6358/1701/4093 6357/1696/4092 6363/1699/4098 6362/1700/4097
|
|
s 64
|
|
f 6356/1704/4091 6355/1705/4090 6365/1706/4100 6364/1707/4099
|
|
f 6366/1705/4101 6367/1696/4102 6368/1699/4103 6369/1706/4104
|
|
f 6370/1707/4105 6371/1700/4106 6372/1701/4107 6373/1704/4108
|
|
s off
|
|
f 6355/1697/4090 6354/1696/4089 6367/1696/4102 6366/1705/4101
|
|
f 6354/1701/4089 6360/1700/4095 6368/1699/4103 6367/1696/4102
|
|
f 6360/1701/4095 6365/1703/4100 6369/1706/4104 6368/1699/4103
|
|
f 6365/1706/4100 6355/1705/4090 6366/1705/4101 6369/1706/4104
|
|
f 6364/1702/4099 6363/1700/4098 6371/1700/4106 6370/1707/4105
|
|
f 6363/1699/4098 6357/1696/4092 6372/1701/4107 6371/1700/4106
|
|
f 6357/1699/4092 6356/1698/4091 6373/1704/4108 6372/1701/4107
|
|
f 6356/1704/4091 6364/1707/4099 6370/1707/4105 6373/1704/4108
|
|
s 2
|
|
f 6374/1696/4109 6375/1701/4110 6376/1700/4111 6377/1699/4112 6378/1698/4113 6379/1697/4114
|
|
s 4
|
|
f 6380/1701/4115 6381/1703/4116 6382/1702/4117 6383/1700/4118 6384/1699/4119 6385/1696/4120
|
|
s 8
|
|
f 6374/1701/4109 6380/1700/4115 6385/1699/4120 6375/1696/4110
|
|
s 16
|
|
f 6375/1701/4110 6385/1700/4120 6384/1699/4119 6376/1696/4111
|
|
s 32
|
|
f 6376/1701/4111 6384/1700/4119 6383/1699/4118 6377/1696/4112
|
|
s 64
|
|
f 6378/1704/4113 6382/1707/4117 6381/1706/4116 6379/1705/4114
|
|
f 6386/1705/4121 6387/1706/4122 6388/1699/4123 6389/1696/4124
|
|
f 6390/1707/4125 6391/1704/4126 6392/1701/4127 6393/1700/4128
|
|
s off
|
|
f 6379/1697/4114 6386/1705/4121 6389/1696/4124 6374/1696/4109
|
|
f 6374/1701/4109 6389/1696/4124 6388/1699/4123 6380/1700/4115
|
|
f 6380/1701/4115 6388/1699/4123 6387/1706/4122 6381/1703/4116
|
|
f 6381/1706/4116 6387/1706/4122 6386/1705/4121 6379/1705/4114
|
|
f 6382/1702/4117 6390/1707/4125 6393/1700/4128 6383/1700/4118
|
|
f 6383/1699/4118 6393/1700/4128 6392/1701/4127 6377/1696/4112
|
|
f 6377/1699/4112 6392/1701/4127 6391/1704/4126 6378/1698/4113
|
|
f 6378/1704/4113 6391/1704/4126 6390/1707/4125 6382/1707/4117
|
|
# 32 polygons
|
|
|
|
#
|
|
# object Object016
|
|
#
|
|
|
|
v -331.2259 -2.6659 1.9616
|
|
v -316.8690 -0.2224 -8.3889
|
|
v -317.1873 0.1137 -8.1594
|
|
v -331.2259 -2.2782 1.9938
|
|
v -316.8690 13.4257 -8.3889
|
|
v -317.1873 13.1190 -8.1594
|
|
v -331.2259 17.4928 1.9616
|
|
v -331.2259 17.1028 2.0156
|
|
v -331.2259 -2.6659 -3.8556
|
|
v -329.3067 -2.3393 -5.2393
|
|
v -326.3974 -1.8441 -7.3366
|
|
v -320.9046 -0.9092 -11.2966
|
|
v -317.9954 -0.4141 -13.3940
|
|
v -316.8690 -0.2224 -14.2060
|
|
v -317.1873 0.1137 -13.9765
|
|
v -318.2580 -0.0688 -13.2022
|
|
v -321.1642 -0.5639 -11.1003
|
|
v -326.4737 -1.4685 -7.2603
|
|
v -329.3800 -1.9637 -5.1584
|
|
v -331.2259 -2.2782 -3.8233
|
|
v -316.8690 1.9309 -14.2060
|
|
v -316.8690 5.4972 -14.2060
|
|
v -316.8690 7.7061 -14.2060
|
|
v -316.8690 11.2724 -14.2060
|
|
v -316.8690 13.4257 -14.2060
|
|
v -317.1873 13.1190 -13.9765
|
|
v -317.1873 11.1511 -13.9765
|
|
v -317.1873 7.5848 -13.9765
|
|
v -317.1873 5.6479 -13.9765
|
|
v -317.1873 2.0816 -13.9765
|
|
v -320.2429 14.3814 -11.7737
|
|
v -331.2259 17.4928 -3.8556
|
|
v -331.2259 17.1028 -3.8015
|
|
v -320.4864 14.0552 -11.5854
|
|
v -317.1873 13.1190 -26.6915
|
|
v -320.4864 14.0552 -24.3004
|
|
v -320.2429 14.3814 -24.4886
|
|
v -316.8690 13.4257 -26.9210
|
|
v -331.2259 -2.6659 -16.9134
|
|
v -331.2259 -2.2782 -16.8811
|
|
v -327.9268 -1.7161 -19.2671
|
|
v -327.8521 -2.0917 -19.3458
|
|
v -319.7111 -0.3163 -24.8662
|
|
v -317.1873 0.1137 -26.6915
|
|
v -316.8690 -0.2224 -26.9210
|
|
v -319.4500 -0.6616 -25.0602
|
|
v -317.1873 7.2061 -26.6915
|
|
v -316.8690 7.2323 -26.9210
|
|
v -316.8690 5.9825 -26.9210
|
|
v -317.1873 6.0151 -26.6915
|
|
v -317.1873 9.3680 -15.8443
|
|
v -317.1873 13.1190 -23.1437
|
|
v -317.1873 9.3680 -23.1437
|
|
v -320.4864 14.0552 -20.7525
|
|
v -320.2429 14.3814 -20.9408
|
|
v -316.8690 13.4257 -23.3731
|
|
v -316.8690 9.4892 -16.0738
|
|
v -316.8690 9.4892 -23.3731
|
|
v -327.8521 -2.0917 -8.1557
|
|
v -327.9268 -1.7161 -8.0771
|
|
v -319.7111 -0.3163 -14.0190
|
|
v -317.1873 0.1137 -23.1437
|
|
v -319.7111 -0.3163 -21.3184
|
|
v -317.1873 3.8647 -15.8443
|
|
v -317.1873 3.8647 -23.1437
|
|
v -316.8690 3.7141 -16.0738
|
|
v -316.8690 3.7141 -23.3731
|
|
v -316.8690 -0.2224 -23.3731
|
|
v -319.4500 -0.6616 -14.2130
|
|
v -319.4500 -0.6616 -21.5124
|
|
v -345.2645 0.1137 -8.1594
|
|
v -345.5829 -0.2224 -8.3889
|
|
v -345.2645 13.1190 -8.1594
|
|
v -345.5829 13.4257 -8.3889
|
|
v -345.5829 -0.2224 -14.2060
|
|
v -344.4565 -0.4141 -13.3940
|
|
v -341.5472 -0.9092 -11.2966
|
|
v -336.0544 -1.8441 -7.3366
|
|
v -333.1452 -2.3393 -5.2393
|
|
v -333.0719 -1.9637 -5.1584
|
|
v -335.9781 -1.4685 -7.2603
|
|
v -341.2876 -0.5639 -11.1003
|
|
v -344.1939 -0.0688 -13.2022
|
|
v -345.2645 0.1137 -13.9765
|
|
v -345.5829 13.4257 -14.2060
|
|
v -345.5829 11.2724 -14.2060
|
|
v -345.5829 7.7061 -14.2060
|
|
v -345.5829 5.4972 -14.2060
|
|
v -345.5829 1.9309 -14.2060
|
|
v -345.2645 2.0816 -13.9765
|
|
v -345.2645 5.6479 -13.9765
|
|
v -345.2645 7.5848 -13.9765
|
|
v -345.2645 11.1511 -13.9765
|
|
v -345.2645 13.1190 -13.9765
|
|
v -342.2090 14.3814 -11.7737
|
|
v -341.9655 14.0552 -11.5854
|
|
v -345.2645 13.1190 -26.6915
|
|
v -345.5829 13.4257 -26.9210
|
|
v -342.2090 14.3814 -24.4886
|
|
v -341.9655 14.0552 -24.3004
|
|
v -334.5998 -2.0917 -19.3458
|
|
v -334.5250 -1.7161 -19.2671
|
|
v -342.7408 -0.3163 -24.8662
|
|
v -343.0018 -0.6616 -25.0602
|
|
v -345.5829 -0.2224 -26.9210
|
|
v -345.2645 0.1137 -26.6915
|
|
v -345.2645 7.2061 -26.6915
|
|
v -345.5829 7.2323 -26.9210
|
|
v -345.5829 5.9825 -26.9210
|
|
v -345.2645 6.0151 -26.6915
|
|
v -345.2645 9.3680 -15.8443
|
|
v -345.2645 9.3680 -23.1437
|
|
v -345.2645 13.1190 -23.1437
|
|
v -341.9655 14.0552 -20.7525
|
|
v -342.2090 14.3814 -20.9408
|
|
v -345.5829 13.4257 -23.3731
|
|
v -345.5829 9.4892 -23.3731
|
|
v -345.5829 9.4892 -16.0738
|
|
v -334.5998 -2.0917 -8.1557
|
|
v -334.5250 -1.7161 -8.0771
|
|
v -342.7408 -0.3163 -14.0190
|
|
v -342.7408 -0.3163 -21.3184
|
|
v -345.2645 0.1137 -23.1437
|
|
v -345.2645 3.8647 -23.1437
|
|
v -345.2645 3.8647 -15.8443
|
|
v -345.5829 3.7141 -23.3731
|
|
v -345.5829 3.7141 -16.0738
|
|
v -345.5829 -0.2224 -23.3731
|
|
v -343.0018 -0.6616 -21.5124
|
|
v -343.0018 -0.6616 -14.2130
|
|
v -407.6767 -2.6659 1.9616
|
|
v -407.6767 -2.2782 1.9938
|
|
v -421.7153 0.1137 -8.1594
|
|
v -422.0336 -0.2224 -8.3889
|
|
v -421.7153 13.1190 -8.1594
|
|
v -422.0336 13.4257 -8.3889
|
|
v -407.6767 17.1028 2.0156
|
|
v -407.6767 17.4928 1.9616
|
|
v -422.0336 -0.2224 -14.2060
|
|
v -420.9072 -0.4141 -13.3940
|
|
v -417.9980 -0.9092 -11.2966
|
|
v -412.5052 -1.8441 -7.3366
|
|
v -409.5959 -2.3393 -5.2393
|
|
v -407.6767 -2.6659 -3.8556
|
|
v -407.6767 -2.2782 -3.8233
|
|
v -409.5226 -1.9637 -5.1584
|
|
v -412.4289 -1.4685 -7.2603
|
|
v -417.7384 -0.5639 -11.1003
|
|
v -420.6446 -0.0688 -13.2022
|
|
v -421.7153 0.1137 -13.9765
|
|
v -422.0336 13.4257 -14.2060
|
|
v -422.0336 11.2724 -14.2060
|
|
v -422.0336 7.7061 -14.2060
|
|
v -422.0336 5.4972 -14.2060
|
|
v -422.0336 1.9309 -14.2060
|
|
v -421.7153 2.0816 -13.9765
|
|
v -421.7153 5.6479 -13.9765
|
|
v -421.7153 7.5848 -13.9765
|
|
v -421.7153 11.1511 -13.9765
|
|
v -421.7153 13.1190 -13.9765
|
|
v -407.6767 17.4928 -3.8556
|
|
v -418.6597 14.3814 -11.7737
|
|
v -418.4162 14.0552 -11.5854
|
|
v -407.6767 17.1028 -3.8015
|
|
v -421.7153 13.1190 -26.6915
|
|
v -422.0336 13.4257 -26.9210
|
|
v -418.6597 14.3814 -24.4886
|
|
v -418.4162 14.0552 -24.3004
|
|
v -407.6767 -2.6659 -16.9134
|
|
v -411.0505 -2.0917 -19.3458
|
|
v -410.9757 -1.7161 -19.2671
|
|
v -407.6767 -2.2782 -16.8811
|
|
v -419.1915 -0.3163 -24.8662
|
|
v -419.4526 -0.6617 -25.0602
|
|
v -422.0336 -0.2224 -26.9210
|
|
v -421.7153 0.1137 -26.6915
|
|
v -421.7153 7.2061 -26.6915
|
|
v -422.0336 7.2323 -26.9210
|
|
v -422.0336 5.9825 -26.9210
|
|
v -421.7153 6.0151 -26.6915
|
|
v -421.7153 9.3680 -15.8443
|
|
v -421.7153 9.3680 -23.1437
|
|
v -421.7153 13.1190 -23.1437
|
|
v -418.4162 14.0552 -20.7525
|
|
v -418.6597 14.3814 -20.9408
|
|
v -422.0336 13.4257 -23.3731
|
|
v -422.0336 9.4892 -23.3731
|
|
v -422.0336 9.4892 -16.0738
|
|
v -411.0505 -2.0917 -8.1557
|
|
v -410.9757 -1.7161 -8.0771
|
|
v -419.1915 -0.3163 -14.0190
|
|
v -419.1915 -0.3163 -21.3184
|
|
v -421.7153 0.1137 -23.1437
|
|
v -421.7153 3.8647 -23.1437
|
|
v -421.7153 3.8647 -15.8443
|
|
v -422.0336 3.7141 -23.3731
|
|
v -422.0336 3.7141 -16.0738
|
|
v -422.0336 -0.2224 -23.3731
|
|
v -419.4526 -0.6617 -21.5124
|
|
v -419.4526 -0.6617 -14.2130
|
|
v -393.3198 -0.2224 -8.3889
|
|
v -393.6381 0.1137 -8.1594
|
|
v -393.3198 13.4257 -8.3889
|
|
v -393.6381 13.1190 -8.1594
|
|
v -405.7574 -2.3393 -5.2393
|
|
v -402.8482 -1.8441 -7.3366
|
|
v -397.3554 -0.9092 -11.2966
|
|
v -394.4462 -0.4141 -13.3940
|
|
v -393.3198 -0.2224 -14.2060
|
|
v -393.6381 0.1137 -13.9765
|
|
v -394.7087 -0.0688 -13.2022
|
|
v -397.6150 -0.5639 -11.1003
|
|
v -402.9245 -1.4685 -7.2603
|
|
v -405.8307 -1.9637 -5.1584
|
|
v -393.3198 1.9309 -14.2060
|
|
v -393.3198 5.4972 -14.2060
|
|
v -393.3198 7.7061 -14.2060
|
|
v -393.3198 11.2724 -14.2060
|
|
v -393.3198 13.4257 -14.2060
|
|
v -393.6381 13.1190 -13.9765
|
|
v -393.6381 11.1511 -13.9765
|
|
v -393.6381 7.5848 -13.9765
|
|
v -393.6381 5.6479 -13.9765
|
|
v -393.6381 2.0816 -13.9765
|
|
v -396.6936 14.3814 -11.7737
|
|
v -396.9371 14.0552 -11.5854
|
|
v -393.6381 13.1190 -26.6915
|
|
v -396.9371 14.0552 -24.3004
|
|
v -396.6936 14.3814 -24.4886
|
|
v -393.3198 13.4257 -26.9210
|
|
v -404.3776 -1.7161 -19.2671
|
|
v -404.3028 -2.0917 -19.3458
|
|
v -396.1619 -0.3163 -24.8662
|
|
v -393.6381 0.1137 -26.6915
|
|
v -393.3198 -0.2224 -26.9210
|
|
v -395.9008 -0.6617 -25.0602
|
|
v -393.6381 7.2061 -26.6915
|
|
v -393.3198 7.2323 -26.9210
|
|
v -393.3198 5.9825 -26.9210
|
|
v -393.6381 6.0151 -26.6915
|
|
v -393.6381 9.3680 -15.8443
|
|
v -393.6381 13.1190 -23.1437
|
|
v -393.6381 9.3680 -23.1437
|
|
v -396.9371 14.0552 -20.7525
|
|
v -396.6936 14.3814 -20.9408
|
|
v -393.3198 13.4257 -23.3731
|
|
v -393.3198 9.4892 -16.0738
|
|
v -393.3198 9.4892 -23.3731
|
|
v -404.3028 -2.0917 -8.1557
|
|
v -404.3776 -1.7161 -8.0771
|
|
v -396.1619 -0.3163 -14.0190
|
|
v -393.6381 0.1137 -23.1437
|
|
v -396.1619 -0.3163 -21.3184
|
|
v -393.6381 3.8647 -15.8443
|
|
v -393.6381 3.8647 -23.1437
|
|
v -393.3198 3.7141 -16.0738
|
|
v -393.3198 3.7141 -23.3731
|
|
v -393.3198 -0.2224 -23.3731
|
|
v -395.9008 -0.6617 -14.2130
|
|
v -395.9008 -0.6617 -21.5124
|
|
# 260 vertices
|
|
|
|
vn 0.0000 -0.6589 0.7522
|
|
vn 0.7503 -0.5519 0.3640
|
|
vn 0.1507 0.4886 0.8594
|
|
vn 0.0000 0.5311 0.8473
|
|
vn 0.7801 0.5090 0.3639
|
|
vn 0.0906 -0.4893 0.8674
|
|
vn -0.0000 0.6940 0.7200
|
|
vn 0.0000 -0.4825 0.8759
|
|
vn -0.0000 -1.0000 -0.0000
|
|
vn 0.1678 -0.9858 0.0000
|
|
vn 0.0920 -0.7909 -0.6050
|
|
vn -0.3384 -0.8710 -0.3560
|
|
vn 0.7641 -0.6451 -0.0000
|
|
vn -0.7642 0.6450 -0.0000
|
|
vn -0.1680 0.9858 0.0000
|
|
vn -0.5579 0.6835 -0.4708
|
|
vn -0.1682 0.8672 -0.4686
|
|
vn -0.1680 0.9858 -0.0000
|
|
vn 0.0000 1.0000 -0.0000
|
|
vn 1.0000 0.0000 -0.0000
|
|
vn 0.6952 0.3764 -0.6124
|
|
vn 0.6760 -0.3762 -0.6336
|
|
vn 0.7977 0.6031 -0.0000
|
|
vn -0.7978 -0.6029 -0.0000
|
|
vn -1.0000 0.0000 -0.0000
|
|
vn -0.9153 -0.1139 -0.3864
|
|
vn -0.9130 0.1099 -0.3929
|
|
vn -0.2011 0.9660 -0.1625
|
|
vn 0.0000 0.8601 -0.5101
|
|
vn 0.0000 -0.8526 -0.5226
|
|
vn -0.6558 -0.6713 -0.3453
|
|
vn -0.7550 -0.1620 -0.6355
|
|
vn -0.9117 -0.2987 -0.2822
|
|
vn -0.4309 0.7629 -0.4819
|
|
vn 0.4218 0.4886 -0.7638
|
|
vn 0.0000 -0.8608 -0.5089
|
|
vn -0.0000 0.8556 -0.5176
|
|
vn 0.2881 0.6761 -0.6782
|
|
vn 0.4604 -0.4134 -0.7856
|
|
vn -0.8948 0.3440 -0.2846
|
|
vn -0.7443 0.1643 -0.6473
|
|
vn 0.4092 -0.5141 -0.7538
|
|
vn -0.4758 -0.7418 -0.4726
|
|
vn -0.5489 -0.8262 -0.1267
|
|
vn 0.4068 -0.6730 -0.6178
|
|
vn 0.4100 0.6688 -0.6201
|
|
vn -0.5421 0.8304 -0.1289
|
|
vn -0.8130 -0.4948 -0.3069
|
|
vn -0.6035 -0.7826 0.1527
|
|
vn -0.9472 -0.3208 -0.0000
|
|
vn -0.3210 0.9471 -0.0000
|
|
vn 0.8549 -0.5040 -0.1229
|
|
vn 0.9092 -0.3887 0.1492
|
|
vn 0.6420 -0.7165 -0.2728
|
|
vn 0.2546 0.9281 -0.2718
|
|
vn -0.8188 0.5196 -0.2441
|
|
vn -0.9297 0.3684 -0.0000
|
|
vn -0.7926 0.5154 -0.3258
|
|
vn -0.5721 0.8043 0.1605
|
|
vn 0.8737 0.4726 -0.1154
|
|
vn 0.9198 0.3670 0.1387
|
|
vn -0.3250 -0.9420 -0.0831
|
|
vn -0.3685 -0.9296 -0.0000
|
|
vn -0.1507 0.4886 0.8594
|
|
vn -0.7503 -0.5519 0.3640
|
|
vn -0.0906 -0.4893 0.8674
|
|
vn -0.7801 0.5090 0.3639
|
|
vn -0.7641 -0.6451 -0.0000
|
|
vn -0.1678 -0.9858 0.0000
|
|
vn 0.3384 -0.8710 -0.3560
|
|
vn -0.0920 -0.7909 -0.6050
|
|
vn 0.1680 0.9858 -0.0000
|
|
vn 0.1682 0.8672 -0.4686
|
|
vn 0.5579 0.6835 -0.4708
|
|
vn 0.1680 0.9858 0.0000
|
|
vn 0.7642 0.6450 -0.0000
|
|
vn -0.7977 0.6031 -0.0000
|
|
vn -0.6760 -0.3762 -0.6336
|
|
vn -0.6952 0.3764 -0.6124
|
|
vn 0.9130 0.1099 -0.3929
|
|
vn 0.9153 -0.1139 -0.3864
|
|
vn 0.7978 -0.6029 -0.0000
|
|
vn 0.2011 0.9660 -0.1625
|
|
vn 0.6558 -0.6713 -0.3453
|
|
vn 0.7550 -0.1620 -0.6355
|
|
vn -0.4218 0.4886 -0.7638
|
|
vn 0.4309 0.7629 -0.4819
|
|
vn 0.9117 -0.2987 -0.2822
|
|
vn -0.4604 -0.4134 -0.7856
|
|
vn -0.2881 0.6761 -0.6782
|
|
vn 0.8948 0.3440 -0.2846
|
|
vn 0.4758 -0.7418 -0.4726
|
|
vn -0.4092 -0.5141 -0.7538
|
|
vn 0.7443 0.1643 -0.6473
|
|
vn 0.5489 -0.8262 -0.1267
|
|
vn -0.4068 -0.6730 -0.6178
|
|
vn -0.4100 0.6688 -0.6201
|
|
vn 0.5421 0.8304 -0.1289
|
|
vn 0.8130 -0.4948 -0.3069
|
|
vn 0.6035 -0.7826 0.1527
|
|
vn 0.9472 -0.3208 -0.0000
|
|
vn 0.3210 0.9471 -0.0000
|
|
vn -0.9092 -0.3887 0.1492
|
|
vn -0.8549 -0.5040 -0.1229
|
|
vn -0.6420 -0.7165 -0.2728
|
|
vn -0.2546 0.9281 -0.2718
|
|
vn 0.8188 0.5196 -0.2441
|
|
vn 0.9297 0.3684 -0.0000
|
|
vn 0.5721 0.8043 0.1605
|
|
vn 0.7926 0.5154 -0.3258
|
|
vn -0.9198 0.3670 0.1387
|
|
vn -0.8737 0.4726 -0.1154
|
|
vn 0.3685 -0.9296 -0.0000
|
|
vn 0.3250 -0.9420 -0.0831
|
|
vn -0.0000 0.5311 0.8473
|
|
vn -0.1356 -0.9896 -0.0476
|
|
vn 0.0913 0.7262 -0.6814
|
|
vn -0.0982 -0.9900 -0.1016
|
|
vn 0.0000 -1.0000 -0.0000
|
|
vn -0.0000 1.0000 -0.0000
|
|
vn 0.5702 0.1148 -0.8135
|
|
vn -0.0000 -0.8608 -0.5089
|
|
vn 0.0000 0.8556 -0.5176
|
|
vn -0.6420 -0.7165 -0.2729
|
|
vn 0.8188 0.5195 -0.2441
|
|
vn 0.9296 0.3684 -0.0000
|
|
vn 0.1050 -0.9902 -0.0919
|
|
vn -0.1641 0.6635 -0.7300
|
|
vn -0.3384 -0.8711 -0.3560
|
|
vn 0.2248 -0.9708 0.0837
|
|
vn -0.1201 0.9902 0.0716
|
|
vn -0.1051 0.9901 0.0926
|
|
vn -0.7550 -0.1620 -0.6354
|
|
vn 0.6420 -0.7165 -0.2729
|
|
vn -0.8188 0.5195 -0.2441
|
|
# 135 vertex normals
|
|
|
|
vt 0.5000 0.0000 0.0000
|
|
vt 0.0000 0.0000 0.0000
|
|
vt 1.0000 0.0000 0.0000
|
|
vt 0.0000 1.0000 0.0000
|
|
vt 1.0000 1.0000 0.0000
|
|
vt 0.5000 1.0000 0.0000
|
|
vt 0.4332 0.0000 0.0000
|
|
vt 0.3318 0.0000 0.0000
|
|
vt 0.1405 0.0000 0.0000
|
|
vt 0.0392 0.0000 0.0000
|
|
vt 0.9619 0.0000 0.0000
|
|
vt 0.8584 0.0000 0.0000
|
|
vt 0.6693 0.0000 0.0000
|
|
vt 0.5657 0.0000 0.0000
|
|
vt 0.0000 0.1578 0.0000
|
|
vt 0.0000 0.4191 0.0000
|
|
vt 0.0000 0.5809 0.0000
|
|
vt 0.0000 0.8422 0.0000
|
|
vt 1.0000 0.8487 0.0000
|
|
vt 1.0000 0.5745 0.0000
|
|
vt 1.0000 0.4255 0.0000
|
|
vt 1.0000 0.1513 0.0000
|
|
vt 0.8825 0.0000 0.0000
|
|
vt 0.8825 1.0000 0.0000
|
|
vt 0.1175 0.7650 0.0000
|
|
vt 0.6175 0.0000 0.0000
|
|
vt 0.3825 0.0000 0.0000
|
|
vt 0.9101 0.0000 0.0000
|
|
vt 0.0899 0.0000 0.0000
|
|
vt 1.0000 0.7116 0.0000
|
|
vt 0.0000 0.7116 0.0000
|
|
vt 0.0000 0.2884 0.0000
|
|
vt 1.0000 0.2884 0.0000
|
|
# 33 texture coords
|
|
|
|
o Object016
|
|
g Object016
|
|
usemtl wire_003003003
|
|
s off
|
|
f 6394/1708/4129 6395/1709/4130 6396/1710/4131 6397/1708/4132
|
|
f 6395/1709/4130 6398/1711/4133 6399/1712/4134 6396/1710/4131
|
|
f 6398/1710/4133 6400/1708/4135 6401/1713/4136 6399/1712/4134
|
|
f 6395/1709/4130 6394/1708/4129 6402/1708/4137 6403/1714/4138 6404/1715/4139 6405/1716/4140 6406/1717/4138 6407/1709/4141
|
|
f 6397/1708/4132 6396/1710/4131 6408/1710/4142 6409/1718/4143 6410/1719/4144 6411/1720/4145 6412/1721/4146 6413/1708/4147
|
|
f 6398/1711/4133 6395/1709/4130 6407/1709/4141 6414/1722/4148 6415/1723/4149 6416/1724/4150 6417/1725/4148 6418/1711/4151
|
|
f 6396/1710/4131 6399/1712/4134 6419/1712/4152 6420/1726/4153 6421/1727/4154 6422/1728/4155 6423/1729/4153 6408/1710/4142
|
|
f 6400/1708/4135 6398/1710/4133 6418/1710/4151 6424/1730/4156 6425/1708/4157
|
|
f 6399/1712/4134 6401/1713/4136 6426/1713/4158 6427/1731/4159 6419/1712/4152
|
|
f 6428/1712/4160 6429/1731/4161 6430/1732/4162 6431/1711/4163
|
|
f 6432/1708/4164 6433/1708/4165 6434/1733/4166 6435/1734/4167
|
|
f 6422/1728/4155 6421/1727/4154 6416/1724/4150 6415/1723/4149
|
|
f 6427/1731/4159 6426/1713/4158 6425/1708/4157 6424/1732/4156
|
|
f 6411/1720/4145 6410/1719/4144 6405/1716/4140 6404/1715/4139
|
|
f 6436/1735/4168 6437/1710/4169 6438/1709/4170 6439/1736/4171
|
|
f 6440/1737/4172 6428/1712/4160 6431/1711/4163 6441/1738/4173
|
|
f 6442/1739/4174 6438/1709/4170 6437/1710/4169 6443/1740/4175
|
|
f 6444/1737/4176 6420/1726/4153 6419/1712/4152 6445/1712/4152 6446/1737/4177
|
|
f 6419/1712/4152 6427/1731/4159 6447/1731/4178 6445/1712/4152
|
|
f 6427/1731/4159 6424/1732/4156 6448/1732/4179 6447/1731/4178
|
|
f 6424/1730/4156 6418/1710/4151 6449/1711/4151 6448/1732/4179
|
|
f 6418/1711/4151 6417/1725/4148 6450/1738/4180 6451/1738/4181 6449/1711/4151
|
|
f 6450/1738/4180 6444/1737/4176 6446/1737/4177 6451/1738/4181
|
|
f 6452/1734/4182 6403/1714/4138 6402/1708/4137 6432/1708/4164 6435/1734/4167
|
|
f 6413/1708/4147 6412/1721/4146 6453/1733/4183 6434/1733/4166 6433/1708/4165
|
|
f 6453/1733/4183 6452/1734/4182 6435/1734/4167 6434/1733/4166
|
|
f 6454/1735/4184 6409/1718/4143 6408/1710/4142 6455/1710/4142 6456/1735/4185
|
|
f 6408/1710/4142 6423/1729/4153 6457/1740/4186 6458/1740/4187 6455/1710/4142
|
|
f 6457/1740/4186 6459/1739/4188 6460/1739/4189 6458/1740/4187
|
|
f 6459/1739/4188 6414/1722/4148 6407/1709/4141 6461/1709/4141 6460/1739/4189
|
|
f 6407/1709/4141 6406/1717/4138 6462/1736/4190 6463/1736/4191 6461/1709/4141
|
|
f 6462/1736/4190 6454/1735/4184 6456/1735/4185 6463/1736/4191
|
|
f 6446/1737/4177 6445/1712/4152 6428/1712/4160 6440/1737/4172
|
|
f 6445/1712/4152 6447/1731/4178 6429/1731/4161 6428/1712/4160
|
|
f 6447/1731/4178 6448/1732/4179 6430/1732/4162 6429/1731/4161
|
|
f 6448/1732/4179 6449/1711/4151 6431/1711/4163 6430/1732/4162
|
|
f 6449/1711/4151 6451/1738/4181 6441/1738/4173 6431/1711/4163
|
|
f 6451/1738/4181 6446/1737/4177 6440/1737/4172 6441/1738/4173
|
|
f 6456/1735/4185 6455/1710/4142 6437/1710/4169 6436/1735/4168
|
|
f 6455/1710/4142 6458/1740/4187 6443/1740/4175 6437/1710/4169
|
|
f 6458/1740/4187 6460/1739/4189 6442/1739/4174 6443/1740/4175
|
|
f 6460/1739/4189 6461/1709/4141 6438/1709/4170 6442/1739/4174
|
|
f 6461/1709/4141 6463/1736/4191 6439/1736/4171 6438/1709/4170
|
|
f 6463/1736/4191 6456/1735/4185 6436/1735/4168 6439/1736/4171
|
|
f 6403/1714/4138 6452/1734/4182 6404/1715/4139
|
|
f 6412/1721/4146 6411/1720/4145 6453/1733/4183
|
|
f 6409/1718/4143 6454/1735/4184 6410/1719/4144
|
|
f 6406/1717/4138 6405/1716/4140 6462/1736/4190
|
|
f 6414/1722/4148 6459/1739/4188 6415/1723/4149
|
|
f 6417/1725/4148 6416/1724/4150 6450/1738/4180
|
|
f 6420/1726/4153 6444/1737/4176 6421/1727/4154
|
|
f 6423/1729/4153 6422/1728/4155 6457/1740/4186
|
|
f 6453/1733/4183 6411/1720/4145 6404/1715/4139 6452/1734/4182
|
|
f 6462/1736/4190 6405/1716/4140 6410/1719/4144 6454/1735/4184
|
|
f 6450/1738/4180 6416/1724/4150 6421/1727/4154 6444/1737/4176
|
|
f 6457/1740/4186 6422/1728/4155 6415/1723/4149 6459/1739/4188
|
|
f 6394/1708/4129 6397/1708/4132 6464/1710/4192 6465/1709/4193
|
|
f 6465/1709/4193 6464/1710/4192 6466/1712/4194 6467/1711/4195
|
|
f 6467/1710/4195 6466/1712/4194 6401/1713/4136 6400/1708/4135
|
|
f 6465/1709/4193 6468/1709/4196 6469/1717/4197 6470/1716/4198 6471/1715/4199 6472/1714/4197 6402/1708/4137 6394/1708/4129
|
|
f 6397/1708/4132 6413/1708/4147 6473/1721/4200 6474/1720/4201 6475/1719/4202 6476/1718/4203 6477/1710/4204 6464/1710/4192
|
|
f 6467/1711/4195 6478/1711/4205 6479/1725/4153 6480/1724/4206 6481/1723/4207 6482/1722/4153 6468/1709/4196 6465/1709/4193
|
|
f 6464/1710/4192 6477/1710/4204 6483/1729/4148 6484/1728/4208 6485/1727/4209 6486/1726/4148 6487/1712/4210 6466/1712/4194
|
|
f 6400/1708/4135 6425/1708/4157 6488/1730/4211 6478/1710/4205 6467/1710/4195
|
|
f 6466/1712/4194 6487/1712/4210 6489/1731/4212 6426/1713/4158 6401/1713/4136
|
|
f 6490/1712/4213 6491/1711/4214 6492/1732/4215 6493/1731/4216
|
|
f 6432/1708/4164 6494/1734/4217 6495/1733/4218 6433/1708/4165
|
|
f 6484/1728/4208 6481/1723/4207 6480/1724/4206 6485/1727/4209
|
|
f 6489/1731/4212 6488/1732/4211 6425/1708/4157 6426/1713/4158
|
|
f 6474/1720/4201 6471/1715/4199 6470/1716/4198 6475/1719/4202
|
|
f 6496/1735/4219 6497/1736/4220 6498/1709/4221 6499/1710/4222
|
|
f 6500/1737/4223 6501/1738/4224 6491/1711/4214 6490/1712/4213
|
|
f 6502/1739/4225 6503/1740/4226 6499/1710/4222 6498/1709/4221
|
|
f 6504/1737/4227 6505/1737/4228 6506/1712/4210 6487/1712/4210 6486/1726/4148
|
|
f 6487/1712/4210 6506/1712/4210 6507/1731/4229 6489/1731/4212
|
|
f 6489/1731/4212 6507/1731/4229 6508/1732/4230 6488/1732/4211
|
|
f 6488/1730/4211 6508/1732/4230 6509/1711/4205 6478/1710/4205
|
|
f 6478/1711/4205 6509/1711/4205 6510/1738/4231 6511/1738/4232 6479/1725/4153
|
|
f 6511/1738/4232 6510/1738/4231 6505/1737/4228 6504/1737/4227
|
|
f 6512/1734/4233 6494/1734/4217 6432/1708/4164 6402/1708/4137 6472/1714/4197
|
|
f 6413/1708/4147 6433/1708/4165 6495/1733/4218 6513/1733/4234 6473/1721/4200
|
|
f 6513/1733/4234 6495/1733/4218 6494/1734/4217 6512/1734/4233
|
|
f 6514/1735/4235 6515/1735/4236 6516/1710/4204 6477/1710/4204 6476/1718/4203
|
|
f 6477/1710/4204 6516/1710/4204 6517/1740/4237 6518/1740/4238 6483/1729/4148
|
|
f 6518/1740/4238 6517/1740/4237 6519/1739/4239 6520/1739/4240
|
|
f 6520/1739/4240 6519/1739/4239 6521/1709/4196 6468/1709/4196 6482/1722/4153
|
|
f 6468/1709/4196 6521/1709/4196 6522/1736/4241 6523/1736/4242 6469/1717/4197
|
|
f 6523/1736/4242 6522/1736/4241 6515/1735/4236 6514/1735/4235
|
|
f 6505/1737/4228 6500/1737/4223 6490/1712/4213 6506/1712/4210
|
|
f 6506/1712/4210 6490/1712/4213 6493/1731/4216 6507/1731/4229
|
|
f 6507/1731/4229 6493/1731/4216 6492/1732/4215 6508/1732/4230
|
|
f 6508/1732/4230 6492/1732/4215 6491/1711/4214 6509/1711/4205
|
|
f 6509/1711/4205 6491/1711/4214 6501/1738/4224 6510/1738/4231
|
|
f 6510/1738/4231 6501/1738/4224 6500/1737/4223 6505/1737/4228
|
|
f 6515/1735/4236 6496/1735/4219 6499/1710/4222 6516/1710/4204
|
|
f 6516/1710/4204 6499/1710/4222 6503/1740/4226 6517/1740/4237
|
|
f 6517/1740/4237 6503/1740/4226 6502/1739/4225 6519/1739/4239
|
|
f 6519/1739/4239 6502/1739/4225 6498/1709/4221 6521/1709/4196
|
|
f 6521/1709/4196 6498/1709/4221 6497/1736/4220 6522/1736/4241
|
|
f 6522/1736/4241 6497/1736/4220 6496/1735/4219 6515/1735/4236
|
|
f 6472/1714/4197 6471/1715/4199 6512/1734/4233
|
|
f 6473/1721/4200 6513/1733/4234 6474/1720/4201
|
|
f 6476/1718/4203 6475/1719/4202 6514/1735/4235
|
|
f 6469/1717/4197 6523/1736/4242 6470/1716/4198
|
|
f 6482/1722/4153 6481/1723/4207 6520/1739/4240
|
|
f 6479/1725/4153 6511/1738/4232 6480/1724/4206
|
|
f 6486/1726/4148 6485/1727/4209 6504/1737/4227
|
|
f 6483/1729/4148 6518/1740/4238 6484/1728/4208
|
|
f 6513/1733/4234 6512/1734/4233 6471/1715/4199 6474/1720/4201
|
|
f 6523/1736/4242 6514/1735/4235 6475/1719/4202 6470/1716/4198
|
|
f 6511/1738/4232 6504/1737/4227 6485/1727/4209 6480/1724/4206
|
|
f 6518/1740/4238 6520/1739/4240 6481/1723/4207 6484/1728/4208
|
|
f 6524/1708/4129 6525/1708/4243 6526/1710/4192 6527/1709/4193
|
|
f 6527/1709/4193 6526/1710/4192 6528/1712/4194 6529/1711/4195
|
|
f 6529/1710/4195 6528/1712/4194 6530/1713/4136 6531/1708/4135
|
|
f 6527/1709/4193 6532/1709/4196 6533/1717/4244 6534/1716/4198 6535/1715/4245 6536/1714/4246 6537/1708/4247 6524/1708/4129
|
|
f 6525/1708/4243 6538/1708/4248 6539/1721/4203 6540/1720/4201 6541/1719/4202 6542/1718/4249 6543/1710/4204 6526/1710/4192
|
|
f 6529/1711/4195 6544/1711/4205 6545/1725/4153 6546/1724/4206 6547/1723/4207 6548/1722/4153 6532/1709/4196 6527/1709/4193
|
|
f 6526/1710/4192 6543/1710/4204 6549/1729/4148 6550/1728/4208 6551/1727/4209 6552/1726/4148 6553/1712/4210 6528/1712/4194
|
|
f 6531/1708/4135 6554/1708/4157 6555/1730/4211 6544/1710/4205 6529/1710/4195
|
|
f 6528/1712/4194 6553/1712/4210 6556/1731/4212 6557/1713/4158 6530/1713/4136
|
|
f 6558/1712/4213 6559/1711/4214 6560/1732/4215 6561/1731/4216
|
|
f 6562/1708/4250 6563/1734/4217 6564/1733/4218 6565/1708/4251
|
|
f 6550/1728/4208 6547/1723/4207 6546/1724/4206 6551/1727/4209
|
|
f 6556/1731/4212 6555/1732/4211 6554/1708/4157 6557/1713/4158
|
|
f 6540/1720/4201 6535/1715/4245 6534/1716/4198 6541/1719/4202
|
|
f 6566/1735/4219 6567/1736/4220 6568/1709/4221 6569/1710/4222
|
|
f 6570/1737/4223 6571/1738/4224 6559/1711/4214 6558/1712/4213
|
|
f 6572/1739/4225 6573/1740/4226 6569/1710/4222 6568/1709/4221
|
|
f 6574/1737/4227 6575/1737/4228 6576/1712/4210 6553/1712/4210 6552/1726/4148
|
|
f 6553/1712/4210 6576/1712/4210 6577/1731/4229 6556/1731/4212
|
|
f 6556/1731/4212 6577/1731/4229 6578/1732/4230 6555/1732/4211
|
|
f 6555/1730/4211 6578/1732/4230 6579/1711/4205 6544/1710/4205
|
|
f 6544/1711/4205 6579/1711/4205 6580/1738/4231 6581/1738/4232 6545/1725/4153
|
|
f 6581/1738/4232 6580/1738/4231 6575/1737/4228 6574/1737/4227
|
|
f 6582/1734/4252 6563/1734/4217 6562/1708/4250 6537/1708/4247 6536/1714/4246
|
|
f 6538/1708/4248 6565/1708/4251 6564/1733/4218 6583/1733/4234 6539/1721/4203
|
|
f 6583/1733/4234 6564/1733/4218 6563/1734/4217 6582/1734/4252
|
|
f 6584/1735/4253 6585/1735/4254 6586/1710/4204 6543/1710/4204 6542/1718/4249
|
|
f 6543/1710/4204 6586/1710/4204 6587/1740/4237 6588/1740/4238 6549/1729/4148
|
|
f 6588/1740/4238 6587/1740/4237 6589/1739/4239 6590/1739/4240
|
|
f 6590/1739/4240 6589/1739/4239 6591/1709/4196 6532/1709/4196 6548/1722/4153
|
|
f 6532/1709/4196 6591/1709/4196 6592/1736/4241 6593/1736/4242 6533/1717/4244
|
|
f 6593/1736/4242 6592/1736/4241 6585/1735/4254 6584/1735/4253
|
|
f 6575/1737/4228 6570/1737/4223 6558/1712/4213 6576/1712/4210
|
|
f 6576/1712/4210 6558/1712/4213 6561/1731/4216 6577/1731/4229
|
|
f 6577/1731/4229 6561/1731/4216 6560/1732/4215 6578/1732/4230
|
|
f 6578/1732/4230 6560/1732/4215 6559/1711/4214 6579/1711/4205
|
|
f 6579/1711/4205 6559/1711/4214 6571/1738/4224 6580/1738/4231
|
|
f 6580/1738/4231 6571/1738/4224 6570/1737/4223 6575/1737/4228
|
|
f 6585/1735/4254 6566/1735/4219 6569/1710/4222 6586/1710/4204
|
|
f 6586/1710/4204 6569/1710/4222 6573/1740/4226 6587/1740/4237
|
|
f 6587/1740/4237 6573/1740/4226 6572/1739/4225 6589/1739/4239
|
|
f 6589/1739/4239 6572/1739/4225 6568/1709/4221 6591/1709/4196
|
|
f 6591/1709/4196 6568/1709/4221 6567/1736/4220 6592/1736/4241
|
|
f 6592/1736/4241 6567/1736/4220 6566/1735/4219 6585/1735/4254
|
|
f 6536/1714/4246 6535/1715/4245 6582/1734/4252
|
|
f 6539/1721/4203 6583/1733/4234 6540/1720/4201
|
|
f 6542/1718/4249 6541/1719/4202 6584/1735/4253
|
|
f 6533/1717/4244 6593/1736/4242 6534/1716/4198
|
|
f 6548/1722/4153 6547/1723/4207 6590/1739/4240
|
|
f 6545/1725/4153 6581/1738/4232 6546/1724/4206
|
|
f 6552/1726/4148 6551/1727/4209 6574/1737/4227
|
|
f 6549/1729/4148 6588/1740/4238 6550/1728/4208
|
|
f 6583/1733/4234 6582/1734/4252 6535/1715/4245 6540/1720/4201
|
|
f 6593/1736/4242 6584/1735/4253 6541/1719/4202 6534/1716/4198
|
|
f 6581/1738/4232 6574/1737/4227 6551/1727/4209 6546/1724/4206
|
|
f 6588/1740/4238 6590/1739/4240 6547/1723/4207 6550/1728/4208
|
|
f 6524/1708/4129 6594/1709/4130 6595/1710/4131 6525/1708/4243
|
|
f 6594/1709/4130 6596/1711/4133 6597/1712/4134 6595/1710/4131
|
|
f 6596/1710/4133 6531/1708/4135 6530/1713/4136 6597/1712/4134
|
|
f 6594/1709/4130 6524/1708/4129 6537/1708/4247 6598/1714/4255 6599/1715/4256 6600/1716/4257 6601/1717/4258 6602/1709/4141
|
|
f 6525/1708/4243 6595/1710/4131 6603/1710/4142 6604/1718/4259 6605/1719/4144 6606/1720/4145 6607/1721/4260 6538/1708/4248
|
|
f 6596/1711/4133 6594/1709/4130 6602/1709/4141 6608/1722/4148 6609/1723/4149 6610/1724/4150 6611/1725/4148 6612/1711/4151
|
|
f 6595/1710/4131 6597/1712/4134 6613/1712/4152 6614/1726/4153 6615/1727/4154 6616/1728/4155 6617/1729/4153 6603/1710/4142
|
|
f 6531/1708/4135 6596/1710/4133 6612/1710/4151 6618/1730/4156 6554/1708/4157
|
|
f 6597/1712/4134 6530/1713/4136 6557/1713/4158 6619/1731/4159 6613/1712/4152
|
|
f 6620/1712/4261 6621/1731/4161 6622/1732/4162 6623/1711/4163
|
|
f 6562/1708/4250 6565/1708/4251 6624/1733/4166 6625/1734/4167
|
|
f 6616/1728/4155 6615/1727/4154 6610/1724/4150 6609/1723/4149
|
|
f 6619/1731/4159 6557/1713/4158 6554/1708/4157 6618/1732/4156
|
|
f 6606/1720/4145 6605/1719/4144 6600/1716/4257 6599/1715/4256
|
|
f 6626/1735/4168 6627/1710/4169 6628/1709/4170 6629/1736/4171
|
|
f 6630/1737/4172 6620/1712/4261 6623/1711/4163 6631/1738/4173
|
|
f 6632/1739/4174 6628/1709/4170 6627/1710/4169 6633/1740/4175
|
|
f 6634/1737/4176 6614/1726/4153 6613/1712/4152 6635/1712/4152 6636/1737/4177
|
|
f 6613/1712/4152 6619/1731/4159 6637/1731/4178 6635/1712/4152
|
|
f 6619/1731/4159 6618/1732/4156 6638/1732/4179 6637/1731/4178
|
|
f 6618/1730/4156 6612/1710/4151 6639/1711/4151 6638/1732/4179
|
|
f 6612/1711/4151 6611/1725/4148 6640/1738/4180 6641/1738/4181 6639/1711/4151
|
|
f 6640/1738/4180 6634/1737/4176 6636/1737/4177 6641/1738/4181
|
|
f 6642/1734/4262 6598/1714/4255 6537/1708/4247 6562/1708/4250 6625/1734/4167
|
|
f 6538/1708/4248 6607/1721/4260 6643/1733/4183 6624/1733/4166 6565/1708/4251
|
|
f 6643/1733/4183 6642/1734/4262 6625/1734/4167 6624/1733/4166
|
|
f 6644/1735/4263 6604/1718/4259 6603/1710/4142 6645/1710/4142 6646/1735/4185
|
|
f 6603/1710/4142 6617/1729/4153 6647/1740/4186 6648/1740/4187 6645/1710/4142
|
|
f 6647/1740/4186 6649/1739/4188 6650/1739/4189 6648/1740/4187
|
|
f 6649/1739/4188 6608/1722/4148 6602/1709/4141 6651/1709/4141 6650/1739/4189
|
|
f 6602/1709/4141 6601/1717/4258 6652/1736/4190 6653/1736/4191 6651/1709/4141
|
|
f 6652/1736/4190 6644/1735/4263 6646/1735/4185 6653/1736/4191
|
|
f 6636/1737/4177 6635/1712/4152 6620/1712/4261 6630/1737/4172
|
|
f 6635/1712/4152 6637/1731/4178 6621/1731/4161 6620/1712/4261
|
|
f 6637/1731/4178 6638/1732/4179 6622/1732/4162 6621/1731/4161
|
|
f 6638/1732/4179 6639/1711/4151 6623/1711/4163 6622/1732/4162
|
|
f 6639/1711/4151 6641/1738/4181 6631/1738/4173 6623/1711/4163
|
|
f 6641/1738/4181 6636/1737/4177 6630/1737/4172 6631/1738/4173
|
|
f 6646/1735/4185 6645/1710/4142 6627/1710/4169 6626/1735/4168
|
|
f 6645/1710/4142 6648/1740/4187 6633/1740/4175 6627/1710/4169
|
|
f 6648/1740/4187 6650/1739/4189 6632/1739/4174 6633/1740/4175
|
|
f 6650/1739/4189 6651/1709/4141 6628/1709/4170 6632/1739/4174
|
|
f 6651/1709/4141 6653/1736/4191 6629/1736/4171 6628/1709/4170
|
|
f 6653/1736/4191 6646/1735/4185 6626/1735/4168 6629/1736/4171
|
|
f 6598/1714/4255 6642/1734/4262 6599/1715/4256
|
|
f 6607/1721/4260 6606/1720/4145 6643/1733/4183
|
|
f 6604/1718/4259 6644/1735/4263 6605/1719/4144
|
|
f 6601/1717/4258 6600/1716/4257 6652/1736/4190
|
|
f 6608/1722/4148 6649/1739/4188 6609/1723/4149
|
|
f 6611/1725/4148 6610/1724/4150 6640/1738/4180
|
|
f 6614/1726/4153 6634/1737/4176 6615/1727/4154
|
|
f 6617/1729/4153 6616/1728/4155 6647/1740/4186
|
|
f 6643/1733/4183 6606/1720/4145 6599/1715/4256 6642/1734/4262
|
|
f 6652/1736/4190 6600/1716/4257 6605/1719/4144 6644/1735/4263
|
|
f 6640/1738/4180 6610/1724/4150 6615/1727/4154 6634/1737/4176
|
|
f 6647/1740/4186 6616/1728/4155 6609/1723/4149 6649/1739/4188
|
|
# 192 polygons - 32 triangles
|
|
|
|
#
|
|
# object Box196
|
|
#
|
|
|
|
v -316.1876 5.9843 -36.3614
|
|
v -316.1876 7.3166 -36.3614
|
|
v -316.1876 7.3166 -39.8975
|
|
v -316.1876 5.9843 -39.8975
|
|
v -315.0174 5.5419 -39.4766
|
|
v -315.0174 7.7590 -39.4766
|
|
v -315.0174 7.7590 -36.7823
|
|
v -315.0174 5.5419 -36.7823
|
|
v -316.1876 1.1069 -36.3614
|
|
v -316.1876 1.1069 -39.8975
|
|
v -314.8002 2.3571 -39.4987
|
|
v -314.8002 2.3571 -36.7601
|
|
v -316.1719 6.1784 -39.8084
|
|
v -316.1719 7.1225 -39.8084
|
|
v -316.1876 12.1939 -39.8975
|
|
v -316.1876 12.1939 -36.3614
|
|
v -314.8002 10.9437 -36.7601
|
|
v -314.8002 10.9437 -39.4987
|
|
v -316.1719 7.1225 -36.4505
|
|
v -316.1719 6.1784 -36.4505
|
|
v -314.8002 8.0815 -39.4987
|
|
v -314.8002 8.0815 -36.7601
|
|
v -314.8002 5.2193 -36.7601
|
|
v -314.8002 5.2193 -39.4987
|
|
v -422.7150 5.9843 -36.3614
|
|
v -422.7150 5.9843 -39.8975
|
|
v -422.7150 7.3166 -39.8975
|
|
v -422.7150 7.3166 -36.3614
|
|
v -423.8852 5.5419 -39.4766
|
|
v -423.8852 5.5419 -36.7823
|
|
v -423.8852 7.7590 -36.7823
|
|
v -423.8852 7.7590 -39.4766
|
|
v -422.7150 1.1069 -36.3614
|
|
v -424.1024 2.3572 -36.7601
|
|
v -424.1024 2.3572 -39.4987
|
|
v -422.7150 1.1069 -39.8975
|
|
v -422.7307 6.1784 -39.8084
|
|
v -422.7307 7.1225 -39.8084
|
|
v -422.7150 12.1939 -39.8975
|
|
v -424.1024 10.9437 -39.4987
|
|
v -424.1024 10.9437 -36.7601
|
|
v -422.7150 12.1939 -36.3614
|
|
v -422.7307 7.1225 -36.4505
|
|
v -422.7307 6.1784 -36.4505
|
|
v -424.1024 8.0815 -39.4987
|
|
v -424.1024 8.0815 -36.7601
|
|
v -424.1024 5.2193 -36.7601
|
|
v -424.1024 5.2193 -39.4987
|
|
# 48 vertices
|
|
|
|
vn -0.5122 0.2012 0.8350
|
|
vn -0.5122 -0.2012 0.8350
|
|
vn -0.5122 -0.2012 -0.8350
|
|
vn -0.5122 0.2012 -0.8350
|
|
vn 0.7633 0.3182 -0.5623
|
|
vn 0.7633 -0.3182 -0.5623
|
|
vn 0.7633 -0.3182 0.5623
|
|
vn 0.7633 0.3182 0.5623
|
|
vn -0.3088 -0.7373 0.6009
|
|
vn -0.3088 -0.7373 -0.6009
|
|
vn 0.7980 -0.3111 -0.5162
|
|
vn 0.7980 -0.3111 0.5162
|
|
vn 0.7289 0.0872 -0.6791
|
|
vn 0.7289 -0.0872 -0.6791
|
|
vn -0.3088 0.7373 -0.6009
|
|
vn -0.3088 0.7373 0.6009
|
|
vn 0.7980 0.3111 0.5162
|
|
vn 0.7980 0.3111 -0.5162
|
|
vn 0.7289 -0.0872 0.6791
|
|
vn 0.7289 0.0872 0.6791
|
|
vn 0.8075 -0.2310 -0.5428
|
|
vn 0.8075 -0.2310 0.5428
|
|
vn 0.8075 0.2310 0.5428
|
|
vn 0.8075 0.2310 -0.5428
|
|
vn 0.5122 0.2012 0.8350
|
|
vn 0.5122 0.2012 -0.8350
|
|
vn 0.5122 -0.2012 -0.8350
|
|
vn 0.5122 -0.2012 0.8350
|
|
vn -0.7633 0.3182 -0.5623
|
|
vn -0.7633 0.3182 0.5623
|
|
vn -0.7633 -0.3182 0.5623
|
|
vn -0.7633 -0.3182 -0.5623
|
|
vn 0.3088 -0.7373 0.6009
|
|
vn -0.7980 -0.3111 0.5162
|
|
vn -0.7980 -0.3111 -0.5162
|
|
vn 0.3088 -0.7373 -0.6009
|
|
vn -0.7289 0.0872 -0.6791
|
|
vn -0.7289 -0.0872 -0.6791
|
|
vn 0.3088 0.7373 -0.6009
|
|
vn -0.7980 0.3111 -0.5162
|
|
vn -0.7980 0.3111 0.5162
|
|
vn 0.3088 0.7373 0.6009
|
|
vn -0.7289 -0.0872 0.6791
|
|
vn -0.7289 0.0872 0.6791
|
|
vn -0.8075 -0.2310 -0.5428
|
|
vn -0.8075 -0.2310 0.5428
|
|
vn -0.8075 0.2310 0.5428
|
|
vn -0.8075 0.2310 -0.5428
|
|
# 48 vertex normals
|
|
|
|
vt 1.0000 0.3333 0.0000
|
|
vt 1.0000 0.6667 0.0000
|
|
vt 0.0000 0.6667 0.0000
|
|
vt 0.0000 0.3333 0.0000
|
|
vt 0.0000 0.0000 0.0000
|
|
vt 1.0000 0.0000 0.0000
|
|
vt 1.0000 1.0000 0.0000
|
|
vt 0.0000 1.0000 0.0000
|
|
vt 0.3333 0.0000 0.0000
|
|
vt 0.6667 0.0000 0.0000
|
|
vt 0.6667 1.0000 0.0000
|
|
vt 0.3333 1.0000 0.0000
|
|
# 12 texture coords
|
|
|
|
o Box196
|
|
g Box196
|
|
usemtl wire_084084084
|
|
s 2
|
|
f 6654/1741/4264 6655/1742/4265 6656/1743/4266 6657/1744/4267
|
|
s 4
|
|
f 6658/1741/4268 6659/1742/4269 6660/1743/4270 6661/1744/4271
|
|
s 8
|
|
f 6662/1745/4272 6663/1746/4273 6664/1747/4274 6665/1748/4275
|
|
s 16
|
|
f 6666/1749/4276 6667/1750/4277 6659/1751/4269 6658/1752/4268
|
|
s 32
|
|
f 6668/1745/4278 6669/1746/4279 6670/1747/4280 6671/1748/4281
|
|
s 64
|
|
f 6672/1749/4282 6673/1750/4283 6661/1751/4271 6660/1752/4270
|
|
s 2
|
|
f 6655/1742/4265 6669/1747/4279 6668/1748/4278 6656/1743/4266
|
|
f 6657/1744/4267 6663/1745/4273 6662/1746/4272 6654/1741/4264
|
|
s 4
|
|
f 6674/1742/4284 6671/1747/4281 6670/1748/4280 6675/1743/4285
|
|
f 6676/1744/4286 6665/1745/4275 6664/1746/4274 6677/1741/4287
|
|
s 16
|
|
f 6656/1750/4266 6668/1746/4278 6671/1747/4281 6674/1751/4284
|
|
f 6677/1752/4287 6664/1748/4274 6663/1745/4273 6657/1749/4267
|
|
s 64
|
|
f 6654/1750/4264 6662/1746/4272 6665/1747/4275 6676/1751/4286
|
|
f 6675/1752/4285 6670/1748/4280 6669/1745/4279 6655/1749/4265
|
|
s off
|
|
f 6655/1742/4265 6654/1741/4264 6673/1750/4283 6672/1749/4282
|
|
f 6654/1750/4264 6676/1751/4286 6661/1751/4271 6673/1750/4283
|
|
f 6676/1744/4286 6677/1741/4287 6658/1741/4268 6661/1744/4271
|
|
f 6677/1752/4287 6657/1749/4267 6666/1749/4276 6658/1752/4268
|
|
f 6657/1744/4267 6656/1743/4266 6667/1750/4277 6666/1749/4276
|
|
f 6656/1750/4266 6674/1751/4284 6659/1751/4269 6667/1750/4277
|
|
f 6674/1742/4284 6675/1743/4285 6660/1743/4270 6659/1742/4269
|
|
f 6675/1752/4285 6655/1749/4265 6672/1749/4282 6660/1752/4270
|
|
s 2
|
|
f 6678/1741/4288 6679/1744/4289 6680/1743/4290 6681/1742/4291
|
|
s 4
|
|
f 6682/1741/4292 6683/1744/4293 6684/1743/4294 6685/1742/4295
|
|
s 8
|
|
f 6686/1745/4296 6687/1748/4297 6688/1747/4298 6689/1746/4299
|
|
s 16
|
|
f 6690/1749/4300 6682/1752/4292 6685/1751/4295 6691/1750/4301
|
|
s 32
|
|
f 6692/1745/4302 6693/1748/4303 6694/1747/4304 6695/1746/4305
|
|
s 64
|
|
f 6696/1749/4306 6684/1752/4294 6683/1751/4293 6697/1750/4307
|
|
s 2
|
|
f 6681/1742/4291 6680/1743/4290 6692/1748/4302 6695/1747/4305
|
|
f 6679/1744/4289 6678/1741/4288 6686/1746/4296 6689/1745/4299
|
|
s 4
|
|
f 6698/1742/4308 6699/1743/4309 6694/1748/4304 6693/1747/4303
|
|
f 6700/1744/4310 6701/1741/4311 6688/1746/4298 6687/1745/4297
|
|
s 16
|
|
f 6680/1750/4290 6698/1751/4308 6693/1747/4303 6692/1746/4302
|
|
f 6701/1752/4311 6679/1749/4289 6689/1745/4299 6688/1748/4298
|
|
s 64
|
|
f 6678/1750/4288 6700/1751/4310 6687/1747/4297 6686/1746/4296
|
|
f 6699/1752/4309 6681/1749/4291 6695/1745/4305 6694/1748/4304
|
|
s off
|
|
f 6681/1742/4291 6696/1749/4306 6697/1750/4307 6678/1741/4288
|
|
f 6678/1750/4288 6697/1750/4307 6683/1751/4293 6700/1751/4310
|
|
f 6700/1744/4310 6683/1744/4293 6682/1741/4292 6701/1741/4311
|
|
f 6701/1752/4311 6682/1752/4292 6690/1749/4300 6679/1749/4289
|
|
f 6679/1744/4289 6690/1749/4300 6691/1750/4301 6680/1743/4290
|
|
f 6680/1750/4290 6691/1750/4301 6685/1751/4295 6698/1751/4308
|
|
f 6698/1742/4308 6685/1742/4295 6684/1743/4294 6699/1743/4309
|
|
f 6699/1752/4309 6684/1752/4294 6696/1749/4306 6681/1749/4291
|
|
# 44 polygons
|
|
|
|
#
|
|
# object Box197
|
|
#
|
|
|
|
v -316.1876 5.9843 -28.0771
|
|
v -316.1876 7.3166 -28.0771
|
|
v -316.1876 7.3166 -31.6132
|
|
v -316.1876 5.9843 -31.6132
|
|
v -315.0174 5.5419 -31.1923
|
|
v -315.0174 7.7590 -31.1923
|
|
v -315.0174 7.7590 -28.4980
|
|
v -315.0174 5.5419 -28.4980
|
|
v -316.1876 1.1069 -28.0771
|
|
v -316.1876 1.1069 -31.6132
|
|
v -314.8002 2.3571 -31.2145
|
|
v -314.8002 2.3571 -28.4759
|
|
v -316.1719 6.1784 -31.5241
|
|
v -316.1719 7.1225 -31.5241
|
|
v -316.1876 12.1939 -31.6132
|
|
v -316.1876 12.1939 -28.0771
|
|
v -314.8002 10.9437 -28.4759
|
|
v -314.8002 10.9437 -31.2145
|
|
v -316.1719 7.1225 -28.1662
|
|
v -316.1719 6.1784 -28.1662
|
|
v -314.8002 8.0815 -31.2145
|
|
v -314.8002 8.0815 -28.4759
|
|
v -314.8002 5.2193 -28.4759
|
|
v -314.8002 5.2193 -31.2145
|
|
v -422.7150 5.9843 -28.0771
|
|
v -422.7150 5.9843 -31.6132
|
|
v -422.7150 7.3166 -31.6132
|
|
v -422.7150 7.3166 -28.0771
|
|
v -423.8852 5.5419 -31.1923
|
|
v -423.8852 5.5419 -28.4980
|
|
v -423.8852 7.7590 -28.4980
|
|
v -423.8852 7.7590 -31.1923
|
|
v -422.7150 1.1069 -28.0771
|
|
v -424.1024 2.3572 -28.4759
|
|
v -424.1024 2.3572 -31.2145
|
|
v -422.7150 1.1069 -31.6132
|
|
v -422.7307 6.1784 -31.5241
|
|
v -422.7307 7.1225 -31.5241
|
|
v -422.7150 12.1939 -31.6132
|
|
v -424.1024 10.9437 -31.2145
|
|
v -424.1024 10.9437 -28.4759
|
|
v -422.7150 12.1939 -28.0771
|
|
v -422.7307 7.1225 -28.1662
|
|
v -422.7307 6.1784 -28.1662
|
|
v -424.1024 8.0815 -31.2145
|
|
v -424.1024 8.0815 -28.4759
|
|
v -424.1024 5.2193 -28.4759
|
|
v -424.1024 5.2193 -31.2145
|
|
# 48 vertices
|
|
|
|
vn -0.5122 0.2012 0.8350
|
|
vn -0.5122 -0.2012 0.8350
|
|
vn -0.5122 -0.2012 -0.8350
|
|
vn -0.5122 0.2012 -0.8350
|
|
vn 0.7633 0.3182 -0.5623
|
|
vn 0.7633 -0.3182 -0.5623
|
|
vn 0.7633 -0.3182 0.5623
|
|
vn 0.7633 0.3182 0.5623
|
|
vn -0.3088 -0.7373 0.6009
|
|
vn -0.3088 -0.7373 -0.6009
|
|
vn 0.7980 -0.3111 -0.5162
|
|
vn 0.7980 -0.3111 0.5162
|
|
vn 0.7289 0.0872 -0.6791
|
|
vn 0.7289 -0.0872 -0.6791
|
|
vn -0.3088 0.7373 -0.6009
|
|
vn -0.3088 0.7373 0.6009
|
|
vn 0.7980 0.3111 0.5162
|
|
vn 0.7980 0.3111 -0.5162
|
|
vn 0.7289 -0.0872 0.6791
|
|
vn 0.7289 0.0872 0.6791
|
|
vn 0.8075 -0.2310 -0.5428
|
|
vn 0.8075 -0.2310 0.5428
|
|
vn 0.8075 0.2310 0.5428
|
|
vn 0.8075 0.2310 -0.5428
|
|
vn 0.5122 0.2012 0.8350
|
|
vn 0.5122 0.2012 -0.8350
|
|
vn 0.5122 -0.2012 -0.8350
|
|
vn 0.5122 -0.2012 0.8350
|
|
vn -0.7633 0.3182 -0.5623
|
|
vn -0.7633 0.3182 0.5623
|
|
vn -0.7633 -0.3182 0.5623
|
|
vn -0.7633 -0.3182 -0.5623
|
|
vn 0.3088 -0.7373 0.6009
|
|
vn -0.7980 -0.3111 0.5162
|
|
vn -0.7980 -0.3111 -0.5162
|
|
vn 0.3088 -0.7373 -0.6009
|
|
vn -0.7289 0.0872 -0.6791
|
|
vn -0.7289 -0.0872 -0.6791
|
|
vn 0.3088 0.7373 -0.6009
|
|
vn -0.7980 0.3111 -0.5162
|
|
vn -0.7980 0.3111 0.5162
|
|
vn 0.3088 0.7373 0.6009
|
|
vn -0.7289 -0.0872 0.6791
|
|
vn -0.7289 0.0872 0.6791
|
|
vn -0.8075 -0.2310 -0.5428
|
|
vn -0.8075 -0.2310 0.5428
|
|
vn -0.8075 0.2310 0.5428
|
|
vn -0.8075 0.2310 -0.5428
|
|
# 48 vertex normals
|
|
|
|
vt 1.0000 0.3333 0.0000
|
|
vt 1.0000 0.6667 0.0000
|
|
vt 0.0000 0.6667 0.0000
|
|
vt 0.0000 0.3333 0.0000
|
|
vt 0.0000 0.0000 0.0000
|
|
vt 1.0000 0.0000 0.0000
|
|
vt 1.0000 1.0000 0.0000
|
|
vt 0.0000 1.0000 0.0000
|
|
vt 0.3333 0.0000 0.0000
|
|
vt 0.6667 0.0000 0.0000
|
|
vt 0.6667 1.0000 0.0000
|
|
vt 0.3333 1.0000 0.0000
|
|
# 12 texture coords
|
|
|
|
o Box197
|
|
g Box197
|
|
usemtl wire_084084084
|
|
s 2
|
|
f 6702/1753/4312 6703/1754/4313 6704/1755/4314 6705/1756/4315
|
|
s 4
|
|
f 6706/1753/4316 6707/1754/4317 6708/1755/4318 6709/1756/4319
|
|
s 8
|
|
f 6710/1757/4320 6711/1758/4321 6712/1759/4322 6713/1760/4323
|
|
s 16
|
|
f 6714/1761/4324 6715/1762/4325 6707/1763/4317 6706/1764/4316
|
|
s 32
|
|
f 6716/1757/4326 6717/1758/4327 6718/1759/4328 6719/1760/4329
|
|
s 64
|
|
f 6720/1761/4330 6721/1762/4331 6709/1763/4319 6708/1764/4318
|
|
s 2
|
|
f 6703/1754/4313 6717/1759/4327 6716/1760/4326 6704/1755/4314
|
|
f 6705/1756/4315 6711/1757/4321 6710/1758/4320 6702/1753/4312
|
|
s 4
|
|
f 6722/1754/4332 6719/1759/4329 6718/1760/4328 6723/1755/4333
|
|
f 6724/1756/4334 6713/1757/4323 6712/1758/4322 6725/1753/4335
|
|
s 16
|
|
f 6704/1762/4314 6716/1758/4326 6719/1759/4329 6722/1763/4332
|
|
f 6725/1764/4335 6712/1760/4322 6711/1757/4321 6705/1761/4315
|
|
s 64
|
|
f 6702/1762/4312 6710/1758/4320 6713/1759/4323 6724/1763/4334
|
|
f 6723/1764/4333 6718/1760/4328 6717/1757/4327 6703/1761/4313
|
|
s off
|
|
f 6703/1754/4313 6702/1753/4312 6721/1762/4331 6720/1761/4330
|
|
f 6702/1762/4312 6724/1763/4334 6709/1763/4319 6721/1762/4331
|
|
f 6724/1756/4334 6725/1753/4335 6706/1753/4316 6709/1756/4319
|
|
f 6725/1764/4335 6705/1761/4315 6714/1761/4324 6706/1764/4316
|
|
f 6705/1756/4315 6704/1755/4314 6715/1762/4325 6714/1761/4324
|
|
f 6704/1762/4314 6722/1763/4332 6707/1763/4317 6715/1762/4325
|
|
f 6722/1754/4332 6723/1755/4333 6708/1755/4318 6707/1754/4317
|
|
f 6723/1764/4333 6703/1761/4313 6720/1761/4330 6708/1764/4318
|
|
s 2
|
|
f 6726/1753/4336 6727/1756/4337 6728/1755/4338 6729/1754/4339
|
|
s 4
|
|
f 6730/1753/4340 6731/1756/4341 6732/1755/4342 6733/1754/4343
|
|
s 8
|
|
f 6734/1757/4344 6735/1760/4345 6736/1759/4346 6737/1758/4347
|
|
s 16
|
|
f 6738/1761/4348 6730/1764/4340 6733/1763/4343 6739/1762/4349
|
|
s 32
|
|
f 6740/1757/4350 6741/1760/4351 6742/1759/4352 6743/1758/4353
|
|
s 64
|
|
f 6744/1761/4354 6732/1764/4342 6731/1763/4341 6745/1762/4355
|
|
s 2
|
|
f 6729/1754/4339 6728/1755/4338 6740/1760/4350 6743/1759/4353
|
|
f 6727/1756/4337 6726/1753/4336 6734/1758/4344 6737/1757/4347
|
|
s 4
|
|
f 6746/1754/4356 6747/1755/4357 6742/1760/4352 6741/1759/4351
|
|
f 6748/1756/4358 6749/1753/4359 6736/1758/4346 6735/1757/4345
|
|
s 16
|
|
f 6728/1762/4338 6746/1763/4356 6741/1759/4351 6740/1758/4350
|
|
f 6749/1764/4359 6727/1761/4337 6737/1757/4347 6736/1760/4346
|
|
s 64
|
|
f 6726/1762/4336 6748/1763/4358 6735/1759/4345 6734/1758/4344
|
|
f 6747/1764/4357 6729/1761/4339 6743/1757/4353 6742/1760/4352
|
|
s off
|
|
f 6729/1754/4339 6744/1761/4354 6745/1762/4355 6726/1753/4336
|
|
f 6726/1762/4336 6745/1762/4355 6731/1763/4341 6748/1763/4358
|
|
f 6748/1756/4358 6731/1756/4341 6730/1753/4340 6749/1753/4359
|
|
f 6749/1764/4359 6730/1764/4340 6738/1761/4348 6727/1761/4337
|
|
f 6727/1756/4337 6738/1761/4348 6739/1762/4349 6728/1755/4338
|
|
f 6728/1762/4338 6739/1762/4349 6733/1763/4343 6746/1763/4356
|
|
f 6746/1754/4356 6733/1754/4343 6732/1755/4342 6747/1755/4357
|
|
f 6747/1764/4357 6732/1764/4342 6744/1761/4354 6729/1761/4339
|
|
# 44 polygons
|
|
|
|
#
|
|
# object Box198
|
|
#
|
|
|
|
v -316.1876 5.9843 -32.2192
|
|
v -316.1876 7.3166 -32.2192
|
|
v -316.1876 7.3166 -35.7553
|
|
v -316.1876 5.9843 -35.7553
|
|
v -315.0174 5.5419 -35.3345
|
|
v -315.0174 7.7590 -35.3345
|
|
v -315.0174 7.7590 -32.6401
|
|
v -315.0174 5.5419 -32.6401
|
|
v -316.1876 1.1069 -32.2192
|
|
v -316.1876 1.1069 -35.7553
|
|
v -314.8002 2.3571 -35.3566
|
|
v -314.8002 2.3571 -32.6180
|
|
v -316.1719 6.1784 -35.6663
|
|
v -316.1719 7.1225 -35.6663
|
|
v -316.1876 12.1939 -35.7553
|
|
v -316.1876 12.1939 -32.2192
|
|
v -314.8002 10.9437 -32.6180
|
|
v -314.8002 10.9437 -35.3566
|
|
v -316.1719 7.1225 -32.3083
|
|
v -316.1719 6.1784 -32.3083
|
|
v -314.8002 8.0815 -35.3566
|
|
v -314.8002 8.0815 -32.6180
|
|
v -314.8002 5.2193 -32.6180
|
|
v -314.8002 5.2193 -35.3566
|
|
v -422.7150 5.9843 -32.2192
|
|
v -422.7150 5.9843 -35.7553
|
|
v -422.7150 7.3166 -35.7553
|
|
v -422.7150 7.3166 -32.2192
|
|
v -423.8852 5.5419 -35.3345
|
|
v -423.8852 5.5419 -32.6401
|
|
v -423.8852 7.7590 -32.6401
|
|
v -423.8852 7.7590 -35.3345
|
|
v -422.7150 1.1069 -32.2192
|
|
v -424.1024 2.3572 -32.6180
|
|
v -424.1024 2.3572 -35.3566
|
|
v -422.7150 1.1069 -35.7553
|
|
v -422.7307 6.1784 -35.6663
|
|
v -422.7307 7.1225 -35.6663
|
|
v -422.7150 12.1939 -35.7553
|
|
v -424.1024 10.9437 -35.3566
|
|
v -424.1024 10.9437 -32.6180
|
|
v -422.7150 12.1939 -32.2192
|
|
v -422.7307 7.1225 -32.3083
|
|
v -422.7307 6.1784 -32.3083
|
|
v -424.1024 8.0815 -35.3566
|
|
v -424.1024 8.0815 -32.6180
|
|
v -424.1024 5.2193 -32.6180
|
|
v -424.1024 5.2193 -35.3566
|
|
# 48 vertices
|
|
|
|
vn -0.5122 0.2012 0.8350
|
|
vn -0.5122 -0.2012 0.8350
|
|
vn -0.5122 -0.2012 -0.8350
|
|
vn -0.5122 0.2012 -0.8350
|
|
vn 0.7633 0.3182 -0.5623
|
|
vn 0.7633 -0.3182 -0.5623
|
|
vn 0.7633 -0.3182 0.5623
|
|
vn 0.7633 0.3182 0.5623
|
|
vn -0.3088 -0.7373 0.6009
|
|
vn -0.3088 -0.7373 -0.6009
|
|
vn 0.7980 -0.3111 -0.5162
|
|
vn 0.7980 -0.3111 0.5162
|
|
vn 0.7289 0.0872 -0.6791
|
|
vn 0.7289 -0.0872 -0.6791
|
|
vn -0.3088 0.7373 -0.6009
|
|
vn -0.3088 0.7373 0.6009
|
|
vn 0.7980 0.3111 0.5162
|
|
vn 0.7980 0.3111 -0.5162
|
|
vn 0.7289 -0.0872 0.6791
|
|
vn 0.7289 0.0872 0.6791
|
|
vn 0.8075 -0.2310 -0.5428
|
|
vn 0.8075 -0.2310 0.5428
|
|
vn 0.8075 0.2310 0.5428
|
|
vn 0.8075 0.2310 -0.5428
|
|
vn 0.5122 0.2012 0.8350
|
|
vn 0.5122 0.2012 -0.8350
|
|
vn 0.5122 -0.2012 -0.8350
|
|
vn 0.5122 -0.2012 0.8350
|
|
vn -0.7633 0.3182 -0.5623
|
|
vn -0.7633 0.3182 0.5623
|
|
vn -0.7633 -0.3182 0.5623
|
|
vn -0.7633 -0.3182 -0.5623
|
|
vn 0.3088 -0.7373 0.6009
|
|
vn -0.7980 -0.3111 0.5162
|
|
vn -0.7980 -0.3111 -0.5162
|
|
vn 0.3088 -0.7373 -0.6009
|
|
vn -0.7289 0.0872 -0.6791
|
|
vn -0.7289 -0.0872 -0.6791
|
|
vn 0.3088 0.7373 -0.6009
|
|
vn -0.7980 0.3111 -0.5162
|
|
vn -0.7980 0.3111 0.5162
|
|
vn 0.3088 0.7373 0.6009
|
|
vn -0.7289 -0.0872 0.6791
|
|
vn -0.7289 0.0872 0.6791
|
|
vn -0.8075 -0.2310 -0.5428
|
|
vn -0.8075 -0.2310 0.5428
|
|
vn -0.8075 0.2310 0.5428
|
|
vn -0.8075 0.2310 -0.5428
|
|
# 48 vertex normals
|
|
|
|
vt 1.0000 0.3333 0.0000
|
|
vt 1.0000 0.6667 0.0000
|
|
vt 0.0000 0.6667 0.0000
|
|
vt 0.0000 0.3333 0.0000
|
|
vt 0.0000 0.0000 0.0000
|
|
vt 1.0000 0.0000 0.0000
|
|
vt 1.0000 1.0000 0.0000
|
|
vt 0.0000 1.0000 0.0000
|
|
vt 0.3333 0.0000 0.0000
|
|
vt 0.6667 0.0000 0.0000
|
|
vt 0.6667 1.0000 0.0000
|
|
vt 0.3333 1.0000 0.0000
|
|
# 12 texture coords
|
|
|
|
o Box198
|
|
g Box198
|
|
usemtl wire_084084084
|
|
s 2
|
|
f 6750/1765/4360 6751/1766/4361 6752/1767/4362 6753/1768/4363
|
|
s 4
|
|
f 6754/1765/4364 6755/1766/4365 6756/1767/4366 6757/1768/4367
|
|
s 8
|
|
f 6758/1769/4368 6759/1770/4369 6760/1771/4370 6761/1772/4371
|
|
s 16
|
|
f 6762/1773/4372 6763/1774/4373 6755/1775/4365 6754/1776/4364
|
|
s 32
|
|
f 6764/1769/4374 6765/1770/4375 6766/1771/4376 6767/1772/4377
|
|
s 64
|
|
f 6768/1773/4378 6769/1774/4379 6757/1775/4367 6756/1776/4366
|
|
s 2
|
|
f 6751/1766/4361 6765/1771/4375 6764/1772/4374 6752/1767/4362
|
|
f 6753/1768/4363 6759/1769/4369 6758/1770/4368 6750/1765/4360
|
|
s 4
|
|
f 6770/1766/4380 6767/1771/4377 6766/1772/4376 6771/1767/4381
|
|
f 6772/1768/4382 6761/1769/4371 6760/1770/4370 6773/1765/4383
|
|
s 16
|
|
f 6752/1774/4362 6764/1770/4374 6767/1771/4377 6770/1775/4380
|
|
f 6773/1776/4383 6760/1772/4370 6759/1769/4369 6753/1773/4363
|
|
s 64
|
|
f 6750/1774/4360 6758/1770/4368 6761/1771/4371 6772/1775/4382
|
|
f 6771/1776/4381 6766/1772/4376 6765/1769/4375 6751/1773/4361
|
|
s off
|
|
f 6751/1766/4361 6750/1765/4360 6769/1774/4379 6768/1773/4378
|
|
f 6750/1774/4360 6772/1775/4382 6757/1775/4367 6769/1774/4379
|
|
f 6772/1768/4382 6773/1765/4383 6754/1765/4364 6757/1768/4367
|
|
f 6773/1776/4383 6753/1773/4363 6762/1773/4372 6754/1776/4364
|
|
f 6753/1768/4363 6752/1767/4362 6763/1774/4373 6762/1773/4372
|
|
f 6752/1774/4362 6770/1775/4380 6755/1775/4365 6763/1774/4373
|
|
f 6770/1766/4380 6771/1767/4381 6756/1767/4366 6755/1766/4365
|
|
f 6771/1776/4381 6751/1773/4361 6768/1773/4378 6756/1776/4366
|
|
s 2
|
|
f 6774/1765/4384 6775/1768/4385 6776/1767/4386 6777/1766/4387
|
|
s 4
|
|
f 6778/1765/4388 6779/1768/4389 6780/1767/4390 6781/1766/4391
|
|
s 8
|
|
f 6782/1769/4392 6783/1772/4393 6784/1771/4394 6785/1770/4395
|
|
s 16
|
|
f 6786/1773/4396 6778/1776/4388 6781/1775/4391 6787/1774/4397
|
|
s 32
|
|
f 6788/1769/4398 6789/1772/4399 6790/1771/4400 6791/1770/4401
|
|
s 64
|
|
f 6792/1773/4402 6780/1776/4390 6779/1775/4389 6793/1774/4403
|
|
s 2
|
|
f 6777/1766/4387 6776/1767/4386 6788/1772/4398 6791/1771/4401
|
|
f 6775/1768/4385 6774/1765/4384 6782/1770/4392 6785/1769/4395
|
|
s 4
|
|
f 6794/1766/4404 6795/1767/4405 6790/1772/4400 6789/1771/4399
|
|
f 6796/1768/4406 6797/1765/4407 6784/1770/4394 6783/1769/4393
|
|
s 16
|
|
f 6776/1774/4386 6794/1775/4404 6789/1771/4399 6788/1770/4398
|
|
f 6797/1776/4407 6775/1773/4385 6785/1769/4395 6784/1772/4394
|
|
s 64
|
|
f 6774/1774/4384 6796/1775/4406 6783/1771/4393 6782/1770/4392
|
|
f 6795/1776/4405 6777/1773/4387 6791/1769/4401 6790/1772/4400
|
|
s off
|
|
f 6777/1766/4387 6792/1773/4402 6793/1774/4403 6774/1765/4384
|
|
f 6774/1774/4384 6793/1774/4403 6779/1775/4389 6796/1775/4406
|
|
f 6796/1768/4406 6779/1768/4389 6778/1765/4388 6797/1765/4407
|
|
f 6797/1776/4407 6778/1776/4388 6786/1773/4396 6775/1773/4385
|
|
f 6775/1768/4385 6786/1773/4396 6787/1774/4397 6776/1767/4386
|
|
f 6776/1774/4386 6787/1774/4397 6781/1775/4391 6794/1775/4404
|
|
f 6794/1766/4404 6781/1766/4391 6780/1767/4390 6795/1767/4405
|
|
f 6795/1776/4405 6780/1776/4390 6792/1773/4402 6777/1773/4387
|
|
# 44 polygons
|
|
|
|
#
|
|
# object Box199
|
|
#
|
|
|
|
v -316.1876 5.9843 -40.5035
|
|
v -316.1876 7.3166 -40.5035
|
|
v -316.1876 7.3166 -44.0396
|
|
v -316.1876 5.9843 -44.0396
|
|
v -315.0174 5.5419 -43.6187
|
|
v -315.0174 7.7590 -43.6187
|
|
v -315.0174 7.7590 -40.9244
|
|
v -315.0174 5.5419 -40.9244
|
|
v -316.1876 1.1069 -40.5035
|
|
v -316.1876 1.1069 -44.0396
|
|
v -314.8002 2.3571 -43.6409
|
|
v -314.8002 2.3571 -40.9023
|
|
v -316.1719 6.1784 -43.9505
|
|
v -316.1719 7.1225 -43.9505
|
|
v -316.1876 12.1939 -44.0396
|
|
v -316.1876 12.1939 -40.5035
|
|
v -314.8002 10.9437 -40.9023
|
|
v -314.8002 10.9437 -43.6409
|
|
v -316.1719 7.1225 -40.5926
|
|
v -316.1719 6.1784 -40.5926
|
|
v -314.8002 8.0815 -43.6409
|
|
v -314.8002 8.0815 -40.9023
|
|
v -314.8002 5.2193 -40.9023
|
|
v -314.8002 5.2193 -43.6409
|
|
v -422.7150 5.9843 -40.5035
|
|
v -422.7150 5.9843 -44.0396
|
|
v -422.7150 7.3166 -44.0396
|
|
v -422.7150 7.3166 -40.5035
|
|
v -423.8852 5.5419 -43.6187
|
|
v -423.8852 5.5419 -40.9244
|
|
v -423.8852 7.7590 -40.9244
|
|
v -423.8852 7.7590 -43.6187
|
|
v -422.7150 1.1069 -40.5035
|
|
v -424.1024 2.3572 -40.9023
|
|
v -424.1024 2.3572 -43.6409
|
|
v -422.7150 1.1069 -44.0396
|
|
v -422.7307 6.1784 -43.9505
|
|
v -422.7307 7.1225 -43.9505
|
|
v -422.7150 12.1939 -44.0396
|
|
v -424.1024 10.9437 -43.6409
|
|
v -424.1024 10.9437 -40.9023
|
|
v -422.7150 12.1939 -40.5035
|
|
v -422.7307 7.1225 -40.5926
|
|
v -422.7307 6.1784 -40.5926
|
|
v -424.1024 8.0815 -43.6409
|
|
v -424.1024 8.0815 -40.9023
|
|
v -424.1024 5.2193 -40.9023
|
|
v -424.1024 5.2193 -43.6409
|
|
# 48 vertices
|
|
|
|
vn -0.5122 0.2012 0.8350
|
|
vn -0.5122 -0.2012 0.8350
|
|
vn -0.5122 -0.2012 -0.8350
|
|
vn -0.5122 0.2012 -0.8350
|
|
vn 0.7633 0.3182 -0.5623
|
|
vn 0.7633 -0.3182 -0.5623
|
|
vn 0.7633 -0.3182 0.5623
|
|
vn 0.7633 0.3182 0.5623
|
|
vn -0.3088 -0.7373 0.6009
|
|
vn -0.3088 -0.7373 -0.6009
|
|
vn 0.7980 -0.3111 -0.5162
|
|
vn 0.7980 -0.3111 0.5162
|
|
vn 0.7289 0.0872 -0.6791
|
|
vn 0.7289 -0.0872 -0.6791
|
|
vn -0.3088 0.7373 -0.6009
|
|
vn -0.3088 0.7373 0.6009
|
|
vn 0.7980 0.3111 0.5162
|
|
vn 0.7980 0.3111 -0.5162
|
|
vn 0.7289 -0.0872 0.6791
|
|
vn 0.7289 0.0872 0.6791
|
|
vn 0.8075 -0.2310 -0.5428
|
|
vn 0.8075 -0.2310 0.5428
|
|
vn 0.8075 0.2310 0.5428
|
|
vn 0.8075 0.2310 -0.5428
|
|
vn 0.5122 0.2012 0.8350
|
|
vn 0.5122 0.2012 -0.8350
|
|
vn 0.5122 -0.2012 -0.8350
|
|
vn 0.5122 -0.2012 0.8350
|
|
vn -0.7633 0.3182 -0.5623
|
|
vn -0.7633 0.3182 0.5623
|
|
vn -0.7633 -0.3182 0.5623
|
|
vn -0.7633 -0.3182 -0.5623
|
|
vn 0.3088 -0.7373 0.6009
|
|
vn -0.7980 -0.3111 0.5162
|
|
vn -0.7980 -0.3111 -0.5162
|
|
vn 0.3088 -0.7373 -0.6009
|
|
vn -0.7289 0.0872 -0.6791
|
|
vn -0.7289 -0.0872 -0.6791
|
|
vn 0.3088 0.7373 -0.6009
|
|
vn -0.7980 0.3111 -0.5162
|
|
vn -0.7980 0.3111 0.5162
|
|
vn 0.3088 0.7373 0.6009
|
|
vn -0.7289 -0.0872 0.6791
|
|
vn -0.7289 0.0872 0.6791
|
|
vn -0.8075 -0.2310 -0.5428
|
|
vn -0.8075 -0.2310 0.5428
|
|
vn -0.8075 0.2310 0.5428
|
|
vn -0.8075 0.2310 -0.5428
|
|
# 48 vertex normals
|
|
|
|
vt 1.0000 0.3333 0.0000
|
|
vt 1.0000 0.6667 0.0000
|
|
vt 0.0000 0.6667 0.0000
|
|
vt 0.0000 0.3333 0.0000
|
|
vt 0.0000 0.0000 0.0000
|
|
vt 1.0000 0.0000 0.0000
|
|
vt 1.0000 1.0000 0.0000
|
|
vt 0.0000 1.0000 0.0000
|
|
vt 0.3333 0.0000 0.0000
|
|
vt 0.6667 0.0000 0.0000
|
|
vt 0.6667 1.0000 0.0000
|
|
vt 0.3333 1.0000 0.0000
|
|
# 12 texture coords
|
|
|
|
o Box199
|
|
g Box199
|
|
usemtl wire_084084084
|
|
s 2
|
|
f 6798/1777/4408 6799/1778/4409 6800/1779/4410 6801/1780/4411
|
|
s 4
|
|
f 6802/1777/4412 6803/1778/4413 6804/1779/4414 6805/1780/4415
|
|
s 8
|
|
f 6806/1781/4416 6807/1782/4417 6808/1783/4418 6809/1784/4419
|
|
s 16
|
|
f 6810/1785/4420 6811/1786/4421 6803/1787/4413 6802/1788/4412
|
|
s 32
|
|
f 6812/1781/4422 6813/1782/4423 6814/1783/4424 6815/1784/4425
|
|
s 64
|
|
f 6816/1785/4426 6817/1786/4427 6805/1787/4415 6804/1788/4414
|
|
s 2
|
|
f 6799/1778/4409 6813/1783/4423 6812/1784/4422 6800/1779/4410
|
|
f 6801/1780/4411 6807/1781/4417 6806/1782/4416 6798/1777/4408
|
|
s 4
|
|
f 6818/1778/4428 6815/1783/4425 6814/1784/4424 6819/1779/4429
|
|
f 6820/1780/4430 6809/1781/4419 6808/1782/4418 6821/1777/4431
|
|
s 16
|
|
f 6800/1786/4410 6812/1782/4422 6815/1783/4425 6818/1787/4428
|
|
f 6821/1788/4431 6808/1784/4418 6807/1781/4417 6801/1785/4411
|
|
s 64
|
|
f 6798/1786/4408 6806/1782/4416 6809/1783/4419 6820/1787/4430
|
|
f 6819/1788/4429 6814/1784/4424 6813/1781/4423 6799/1785/4409
|
|
s off
|
|
f 6799/1778/4409 6798/1777/4408 6817/1786/4427 6816/1785/4426
|
|
f 6798/1786/4408 6820/1787/4430 6805/1787/4415 6817/1786/4427
|
|
f 6820/1780/4430 6821/1777/4431 6802/1777/4412 6805/1780/4415
|
|
f 6821/1788/4431 6801/1785/4411 6810/1785/4420 6802/1788/4412
|
|
f 6801/1780/4411 6800/1779/4410 6811/1786/4421 6810/1785/4420
|
|
f 6800/1786/4410 6818/1787/4428 6803/1787/4413 6811/1786/4421
|
|
f 6818/1778/4428 6819/1779/4429 6804/1779/4414 6803/1778/4413
|
|
f 6819/1788/4429 6799/1785/4409 6816/1785/4426 6804/1788/4414
|
|
s 2
|
|
f 6822/1777/4432 6823/1780/4433 6824/1779/4434 6825/1778/4435
|
|
s 4
|
|
f 6826/1777/4436 6827/1780/4437 6828/1779/4438 6829/1778/4439
|
|
s 8
|
|
f 6830/1781/4440 6831/1784/4441 6832/1783/4442 6833/1782/4443
|
|
s 16
|
|
f 6834/1785/4444 6826/1788/4436 6829/1787/4439 6835/1786/4445
|
|
s 32
|
|
f 6836/1781/4446 6837/1784/4447 6838/1783/4448 6839/1782/4449
|
|
s 64
|
|
f 6840/1785/4450 6828/1788/4438 6827/1787/4437 6841/1786/4451
|
|
s 2
|
|
f 6825/1778/4435 6824/1779/4434 6836/1784/4446 6839/1783/4449
|
|
f 6823/1780/4433 6822/1777/4432 6830/1782/4440 6833/1781/4443
|
|
s 4
|
|
f 6842/1778/4452 6843/1779/4453 6838/1784/4448 6837/1783/4447
|
|
f 6844/1780/4454 6845/1777/4455 6832/1782/4442 6831/1781/4441
|
|
s 16
|
|
f 6824/1786/4434 6842/1787/4452 6837/1783/4447 6836/1782/4446
|
|
f 6845/1788/4455 6823/1785/4433 6833/1781/4443 6832/1784/4442
|
|
s 64
|
|
f 6822/1786/4432 6844/1787/4454 6831/1783/4441 6830/1782/4440
|
|
f 6843/1788/4453 6825/1785/4435 6839/1781/4449 6838/1784/4448
|
|
s off
|
|
f 6825/1778/4435 6840/1785/4450 6841/1786/4451 6822/1777/4432
|
|
f 6822/1786/4432 6841/1786/4451 6827/1787/4437 6844/1787/4454
|
|
f 6844/1780/4454 6827/1780/4437 6826/1777/4436 6845/1777/4455
|
|
f 6845/1788/4455 6826/1788/4436 6834/1785/4444 6823/1785/4433
|
|
f 6823/1780/4433 6834/1785/4444 6835/1786/4445 6824/1779/4434
|
|
f 6824/1786/4434 6835/1786/4445 6829/1787/4439 6842/1787/4452
|
|
f 6842/1778/4452 6829/1778/4439 6828/1779/4438 6843/1779/4453
|
|
f 6843/1788/4453 6828/1788/4438 6840/1785/4450 6825/1785/4435
|
|
# 44 polygons
|
|
|
|
#
|
|
# object Box203
|
|
#
|
|
|
|
v -330.4946 17.7640 -58.9258
|
|
v -330.4946 17.7640 -27.0372
|
|
v -321.9010 15.3296 -27.0372
|
|
v -321.9010 15.3296 -58.9258
|
|
v -324.2546 25.9714 -59.9941
|
|
v -322.8115 25.5626 -59.9941
|
|
v -322.5499 25.8276 -47.6605
|
|
v -323.9930 26.2364 -47.6605
|
|
v -325.7446 21.6518 -53.4521
|
|
v -323.9062 21.1310 -53.4521
|
|
v -321.6978 21.0223 -39.2489
|
|
v -321.6978 21.0223 -56.0944
|
|
v -327.6819 22.7175 -39.2489
|
|
v -327.6819 22.7175 -56.0944
|
|
v -323.8822 16.9639 -58.3974
|
|
v -327.9506 18.1164 -58.3974
|
|
v -322.7087 21.1768 -56.1593
|
|
v -322.6741 21.2988 -40.4087
|
|
v -326.7056 22.4409 -40.4087
|
|
v -326.7402 22.3189 -56.1593
|
|
v -408.4080 17.7640 -58.9258
|
|
v -417.0016 15.3296 -58.9258
|
|
v -417.0016 15.3296 -27.0372
|
|
v -408.4080 17.7640 -27.0372
|
|
v -414.6480 25.9714 -59.9941
|
|
v -414.9096 26.2364 -47.6605
|
|
v -416.3527 25.8276 -47.6605
|
|
v -416.0911 25.5626 -59.9941
|
|
v -413.1580 21.6518 -53.4521
|
|
v -414.9964 21.1310 -53.4521
|
|
v -417.2048 21.0223 -56.0944
|
|
v -417.2048 21.0223 -39.2489
|
|
v -411.2207 22.7175 -39.2489
|
|
v -411.2207 22.7175 -56.0944
|
|
v -410.9520 18.1164 -58.3974
|
|
v -415.0204 16.9639 -58.3974
|
|
v -416.1939 21.1768 -56.1593
|
|
v -416.2285 21.2988 -40.4087
|
|
v -412.1970 22.4409 -40.4087
|
|
v -412.1624 22.3189 -56.1593
|
|
# 40 vertices
|
|
|
|
vn -0.7017 -0.2019 -0.6832
|
|
vn -0.5925 -0.0080 0.8055
|
|
vn 0.5002 -0.3176 0.8055
|
|
vn 0.4916 -0.5400 -0.6832
|
|
vn -0.3838 0.3935 -0.8354
|
|
vn 0.5267 0.1349 -0.8393
|
|
vn 0.7542 0.6325 0.1767
|
|
vn -0.2362 0.9537 0.1864
|
|
vn 0.3810 -0.1559 -0.9113
|
|
vn -0.4049 0.0679 -0.9118
|
|
vn 0.7572 0.6361 0.1485
|
|
vn 0.6696 0.6244 -0.4022
|
|
vn -0.3111 0.9387 0.1485
|
|
vn -0.2426 0.8828 -0.4022
|
|
vn 0.0813 0.5297 -0.8443
|
|
vn 0.2087 0.4937 -0.8443
|
|
vn -0.1387 0.5844 -0.7995
|
|
vn 0.3582 0.9264 0.1164
|
|
vn 0.1818 0.9770 0.1111
|
|
vn 0.4245 0.4325 -0.7954
|
|
vn 0.7067 -0.2232 -0.6714
|
|
vn -0.4873 -0.5319 -0.6926
|
|
vn -0.5031 -0.2943 0.8126
|
|
vn 0.6020 -0.0412 0.7974
|
|
vn 0.3900 0.3775 -0.8399
|
|
vn 0.2530 0.9483 0.1914
|
|
vn -0.7584 0.6249 0.1854
|
|
vn -0.5391 0.1600 -0.8269
|
|
vn -0.3893 -0.1469 -0.9093
|
|
vn 0.4134 0.0591 -0.9087
|
|
vn -0.6741 0.6175 -0.4054
|
|
vn -0.7614 0.6289 0.1572
|
|
vn 0.3204 0.9351 0.1513
|
|
vn 0.2488 0.8781 -0.4086
|
|
vn -0.1731 0.4845 -0.8575
|
|
vn -0.0500 0.5326 -0.8449
|
|
vn 0.1666 0.5673 -0.8065
|
|
vn -0.3072 0.9434 0.1254
|
|
vn -0.1232 0.9863 0.1093
|
|
vn -0.4383 0.4252 -0.7919
|
|
# 40 vertex normals
|
|
|
|
vt 1.0000 0.0000 0.0000
|
|
vt 1.0000 1.0000 0.0000
|
|
vt 0.0000 1.0000 0.0000
|
|
vt 0.0000 0.0000 0.0000
|
|
# 4 texture coords
|
|
|
|
o Box203
|
|
g Box203
|
|
usemtl wire_039039039
|
|
s 2
|
|
f 6849/1792/4459 6848/1791/4458 6847/1790/4457 6846/1789/4456
|
|
s 4
|
|
f 6853/1791/4463 6852/1790/4462 6851/1789/4461 6850/1792/4460
|
|
s 8
|
|
f 6850/1791/4460 6851/1790/4461 6855/1789/4465 6854/1792/4464
|
|
s 16
|
|
f 6857/1791/4467 6856/1790/4466 6848/1789/4458 6849/1792/4459
|
|
s 32
|
|
f 6856/1791/4466 6858/1790/4468 6847/1789/4457 6848/1792/4458
|
|
s 64
|
|
f 6858/1791/4468 6859/1790/4469 6846/1789/4456 6847/1792/4457
|
|
s off
|
|
f 6861/1792/4471 6860/1789/4470 6849/1792/4459 6846/1789/4456
|
|
f 6860/1789/4470 6862/1790/4472 6857/1791/4467 6849/1792/4459
|
|
f 6862/1789/4472 6863/1790/4473 6856/1790/4466 6857/1791/4467
|
|
f 6863/1790/4473 6864/1791/4474 6858/1790/4468 6856/1791/4466
|
|
f 6864/1791/4474 6865/1792/4475 6859/1790/4469 6858/1791/4468
|
|
f 6865/1791/4475 6861/1792/4471 6846/1789/4456 6859/1790/4469
|
|
f 6854/1792/4464 6855/1789/4465 6860/1789/4470 6861/1792/4471
|
|
f 6855/1789/4465 6862/1790/4472 6860/1789/4470
|
|
f 6851/1789/4461 6852/1790/4462 6863/1790/4473 6862/1789/4472
|
|
f 6852/1790/4462 6853/1791/4463 6864/1791/4474 6863/1790/4473
|
|
f 6853/1791/4463 6850/1792/4460 6865/1792/4475 6864/1791/4474
|
|
f 6850/1791/4460 6854/1792/4464 6865/1791/4475
|
|
f 6854/1792/4464 6861/1792/4471 6865/1791/4475
|
|
f 6855/1789/4465 6851/1790/4461 6862/1790/4472
|
|
s 2
|
|
f 6869/1790/4479 6868/1791/4478 6867/1792/4477 6866/1789/4476
|
|
s 4
|
|
f 6873/1789/4483 6872/1790/4482 6871/1791/4481 6870/1792/4480
|
|
s 8
|
|
f 6875/1789/4485 6873/1790/4483 6870/1791/4480 6874/1792/4484
|
|
s 16
|
|
f 6868/1789/4478 6877/1790/4487 6876/1791/4486 6867/1792/4477
|
|
s 32
|
|
f 6869/1789/4479 6878/1790/4488 6877/1791/4487 6868/1792/4478
|
|
s 64
|
|
f 6866/1789/4476 6879/1790/4489 6878/1791/4488 6869/1792/4479
|
|
s off
|
|
f 6867/1792/4477 6881/1789/4491 6880/1792/4490 6866/1789/4476
|
|
f 6876/1791/4486 6882/1790/4492 6881/1789/4491 6867/1792/4477
|
|
f 6877/1790/4487 6883/1790/4493 6882/1789/4492 6876/1791/4486
|
|
f 6878/1790/4488 6884/1791/4494 6883/1790/4493 6877/1791/4487
|
|
f 6879/1790/4489 6885/1792/4495 6884/1791/4494 6878/1791/4488
|
|
f 6866/1789/4476 6880/1792/4490 6885/1791/4495 6879/1790/4489
|
|
f 6881/1789/4491 6875/1789/4485 6874/1792/4484 6880/1792/4490
|
|
f 6882/1790/4492 6875/1789/4485 6881/1789/4491
|
|
f 6883/1790/4493 6872/1790/4482 6873/1789/4483 6882/1789/4492
|
|
f 6884/1791/4494 6871/1791/4481 6872/1790/4482 6883/1790/4493
|
|
f 6885/1792/4495 6870/1792/4480 6871/1791/4481 6884/1791/4494
|
|
f 6874/1792/4484 6870/1791/4480 6885/1791/4495
|
|
f 6880/1792/4490 6874/1792/4484 6885/1791/4495
|
|
f 6873/1790/4483 6875/1789/4485 6882/1790/4492
|
|
# 32 polygons - 8 triangles
|
|
|