748 lines
20 KiB
Plaintext
748 lines
20 KiB
Plaintext
# Created by Metasequoia
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mtllib trapezohedron.mtl
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|
vt 0.87666 0.48716
|
|
vt 0.93873 0.73542
|
|
vt 0.87666 0.79748
|
|
vt 0.72322 0.56873
|
|
vt 0.77197 0.51998
|
|
vt 0.82072 0.56873
|
|
vt 0.77197 0.78812
|
|
vt 0.79217 0.63768
|
|
vt 0.84091 0.58892
|
|
vt 0.88968 0.63768
|
|
vt 0.84091 0.85707
|
|
vt 0.87243 0.62044
|
|
vt 0.82367 0.83983
|
|
vt 0.77493 0.62044
|
|
vt 0.82367 0.57169
|
|
vt 0.85519 0.60321
|
|
vt 0.80645 0.82260
|
|
vt 0.75769 0.60321
|
|
vt 0.80645 0.55445
|
|
vt 0.83796 0.58597
|
|
vt 0.78921 0.80536
|
|
vt 0.74046 0.58597
|
|
vt 0.78921 0.53721
|
|
# 171 texture vertices
|
|
|
|
vn 0.59897 -0.21930 -0.77016
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|
vn -0.63990 -0.24713 -0.72763
|
|
vn -0.50464 -0.54707 -0.66787
|
|
vn 0.43777 0.04280 -0.89807
|
|
vn -0.87568 0.09658 -0.47313
|
|
vn -0.78776 -0.11096 0.60591
|
|
vn -0.72097 -0.31681 -0.61631
|
|
vn -0.87123 0.42982 0.23710
|
|
vn -0.41164 0.38961 0.82387
|
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vn 0.57168 -0.33074 0.75087
|
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vn -0.63312 -0.61856 0.46535
|
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vn 0.81719 -0.32290 0.47742
|
|
vn 0.38629 0.31480 -0.86700
|
|
vn 0.87898 0.47659 0.01598
|
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vn 0.95659 0.08668 0.27826
|
|
vn -0.70360 0.08044 -0.70603
|
|
vn 0.69365 -0.45705 -0.55674
|
|
vn -0.70827 0.27557 0.64994
|
|
vn 0.72587 -0.02987 0.68718
|
|
vn 0.57554 -0.10939 -0.81042
|
|
vn -0.49057 -0.57678 -0.65320
|
|
vn -0.95098 -0.11343 0.28768
|
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vn -0.99755 -0.00012 0.06992
|
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vn -0.24687 -0.31456 -0.91658
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vn -0.36920 0.58225 -0.72434
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vn -0.68793 0.60509 -0.40078
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vn -0.85927 0.51123 -0.01695
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vn -0.68583 0.71200 -0.15065
|
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vn -0.44505 0.79935 -0.40370
|
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vn -0.59461 0.73761 -0.31995
|
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vn -0.85179 -0.30343 -0.42707
|
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vn -0.92756 0.11417 -0.35580
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vn -0.75824 0.33980 -0.55643
|
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vn -0.04332 -0.56192 -0.82606
|
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vn -0.10775 -0.53186 -0.83995
|
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vn -0.63353 -0.24984 -0.73227
|
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vn -0.27113 0.35335 -0.89534
|
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vn -0.56737 0.77847 -0.26848
|
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vn -0.97798 0.20733 -0.02402
|
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vn -0.30445 0.32466 -0.89549
|
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vn -0.17162 -0.49902 -0.84943
|
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vn -0.54058 -0.44320 0.71509
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vn -0.53948 -0.17572 0.82346
|
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vn 0.50090 -0.31879 0.80465
|
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vn 0.16979 -0.14711 0.97444
|
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vn -0.73488 0.33513 0.58961
|
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vn 0.23130 0.30549 0.92367
|
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vn -0.42778 0.73346 0.52824
|
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vn 0.06403 0.72230 0.68861
|
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vn -0.13278 0.86159 0.48994
|
|
vn -0.09700 -0.35252 0.93077
|
|
vn -0.28988 0.01155 0.95699
|
|
vn -0.20660 0.70680 0.67658
|
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vn 0.06537 -0.74325 -0.66581
|
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vn 0.92807 -0.37241 -0.00126
|
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vn 0.41693 -0.62602 -0.65898
|
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vn 0.91109 -0.39037 -0.13238
|
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vn 0.92944 -0.21803 -0.29765
|
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vn 0.67563 -0.48949 -0.55129
|
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vn 0.80262 0.04377 -0.59489
|
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vn 0.95943 0.06346 -0.27472
|
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vn 0.90469 0.36201 -0.22470
|
|
vn 0.56304 0.72130 -0.40337
|
|
vn 0.80168 0.59769 0.00871
|
|
vn 0.35478 0.88339 -0.30620
|
|
vn 0.70981 0.70103 0.06875
|
|
vn 0.47092 0.86487 -0.17388
|
|
vn 0.26889 -0.67253 -0.68949
|
|
vn 0.84184 -0.47862 -0.24944
|
|
vn 0.80744 -0.37386 -0.45637
|
|
vn 0.92549 0.08726 -0.36860
|
|
vn 0.83061 0.47943 -0.28326
|
|
vn 0.65753 0.73389 -0.17047
|
|
vn 0.57230 0.81925 -0.03612
|
|
vn 0.00000 -0.40257 -0.91539
|
|
vn -0.87059 -0.40257 -0.28287
|
|
vn -0.53805 -0.40257 0.74056
|
|
vn 0.53805 -0.40257 0.74056
|
|
vn 0.87059 -0.40257 -0.28287
|
|
vn 0.53373 0.41891 -0.73461
|
|
vn -0.53373 0.41891 -0.73461
|
|
vn -0.86359 0.41891 0.28060
|
|
vn 0.00000 0.41891 0.90803
|
|
vn 0.86359 0.41891 0.28060
|
|
vn 0.00000 -0.40257 0.91539
|
|
vn 0.87059 -0.40257 0.28287
|
|
vn 0.53805 -0.40257 -0.74056
|
|
vn -0.53805 -0.40257 -0.74056
|
|
vn -0.87059 -0.40257 0.28287
|
|
vn -0.53373 0.41891 0.73461
|
|
vn 0.53373 0.41891 0.73461
|
|
vn 0.86359 0.41891 -0.28060
|
|
vn 0.00000 0.41891 -0.90803
|
|
vn -0.86359 0.41891 -0.28060
|
|
vn -0.59897 0.21930 0.77016
|
|
vn 0.63990 0.24713 0.72763
|
|
vn 0.50464 0.54707 0.66787
|
|
vn -0.43777 -0.04280 0.89807
|
|
vn 0.87568 -0.09658 0.47313
|
|
vn 0.78776 0.11096 -0.60591
|
|
vn 0.72097 0.31681 0.61631
|
|
vn 0.87123 -0.42982 -0.23710
|
|
vn 0.41164 -0.38961 -0.82387
|
|
vn -0.57168 0.33074 -0.75087
|
|
vn 0.63312 0.61856 -0.46535
|
|
vn -0.81719 0.32290 -0.47742
|
|
vn -0.38629 -0.31480 0.86700
|
|
vn -0.87898 -0.47659 -0.01598
|
|
vn -0.95659 -0.08668 -0.27826
|
|
vn 0.70360 -0.08044 0.70603
|
|
vn -0.69365 0.45705 0.55674
|
|
vn 0.70827 -0.27557 -0.64994
|
|
vn -0.72587 0.02987 -0.68718
|
|
vn -0.57554 0.10939 0.81042
|
|
vn 0.49057 0.57678 0.65320
|
|
vn 0.95098 0.11343 -0.28768
|
|
vn 0.99755 0.00012 -0.06992
|
|
vn 0.24687 0.31456 0.91658
|
|
vn 0.36920 -0.58225 0.72434
|
|
vn 0.68793 -0.60509 0.40078
|
|
vn 0.85927 -0.51123 0.01695
|
|
vn 0.68583 -0.71200 0.15065
|
|
vn 0.44505 -0.79935 0.40370
|
|
vn 0.59461 -0.73761 0.31995
|
|
vn 0.85179 0.30343 0.42707
|
|
vn 0.92756 -0.11417 0.35580
|
|
vn 0.75824 -0.33980 0.55643
|
|
vn 0.04332 0.56192 0.82606
|
|
vn 0.10775 0.53186 0.83995
|
|
vn 0.63353 0.24984 0.73227
|
|
vn 0.27113 -0.35335 0.89534
|
|
vn 0.56737 -0.77847 0.26848
|
|
vn 0.97798 -0.20733 0.02402
|
|
vn 0.30445 -0.32466 0.89549
|
|
vn 0.17162 0.49902 0.84943
|
|
vn 0.54058 0.44320 -0.71509
|
|
vn 0.53948 0.17572 -0.82346
|
|
vn -0.50090 0.31879 -0.80465
|
|
vn -0.16979 0.14711 -0.97444
|
|
vn 0.73488 -0.33513 -0.58961
|
|
vn -0.23130 -0.30549 -0.92367
|
|
vn 0.42778 -0.73346 -0.52824
|
|
vn -0.06403 -0.72230 -0.68861
|
|
vn 0.13278 -0.86159 -0.48994
|
|
vn 0.09700 0.35252 -0.93077
|
|
vn 0.28988 -0.01155 -0.95699
|
|
vn 0.20660 -0.70680 -0.67658
|
|
vn -0.06537 0.74325 0.66581
|
|
vn -0.92807 0.37241 0.00126
|
|
vn -0.41693 0.62602 0.65898
|
|
vn -0.91109 0.39037 0.13238
|
|
vn -0.92944 0.21803 0.29765
|
|
vn -0.67563 0.48949 0.55129
|
|
vn -0.80262 -0.04377 0.59489
|
|
vn -0.95943 -0.06346 0.27472
|
|
vn -0.90469 -0.36201 0.22470
|
|
vn -0.56304 -0.72130 0.40337
|
|
vn -0.80168 -0.59769 -0.00871
|
|
vn -0.35478 -0.88339 0.30620
|
|
vn -0.70981 -0.70103 -0.06875
|
|
vn -0.47092 -0.86487 0.17388
|
|
vn -0.26889 0.67253 0.68949
|
|
vn -0.84184 0.47862 0.24944
|
|
vn -0.80744 0.37386 0.45637
|
|
vn -0.92549 -0.08726 0.36860
|
|
vn -0.83061 -0.47943 0.28326
|
|
vn -0.65753 -0.73389 0.17047
|
|
vn -0.57230 -0.81925 0.03612
|
|
vn -0.74306 -0.47998 0.46635
|
|
vn 0.34982 -0.59246 0.72569
|
|
vn 0.63879 -0.50962 -0.57640
|
|
vn -0.12613 0.44445 -0.88688
|
|
vn 0.88764 -0.45880 -0.03998
|
|
vn 0.74306 0.47998 -0.46635
|
|
vn -0.34982 0.59246 -0.72569
|
|
vn -0.63879 0.50962 0.57640
|
|
vn 0.12613 -0.44445 0.88688
|
|
vn -0.88764 0.45880 0.03998
|
|
# 178 normal vertices
|
|
|
|
g background
|
|
usemtl mat1
|
|
f 4/4/4 1/3/1 5/2/1 21/1/4
|
|
g fireBack
|
|
f 4/4/16 21/1/2 2/6/2 22/5/16
|
|
g fireFront
|
|
f 21/1/2 5/2/3 3/7/3 2/6/2
|
|
g CrystalSet
|
|
f 3/7/17 5/2/1 1/3/1 23/8/17
|
|
g obj6
|
|
f 8/12/7 10/11/5 6/10/5 26/9/7
|
|
g CrystalCore
|
|
f 9/14/8 6/10/5 10/11/5 24/13/8
|
|
g CrystalBase1
|
|
f 10/11/169 8/12/169 7/15/6 24/13/169
|
|
g CrystalBase
|
|
f 9/14/8 24/13/8 7/15/6 25/16/18
|
|
g obj2
|
|
f 14/20/9 11/19/9 15/18/9 28/17/9
|
|
g TrapezohedronSet
|
|
f 13/22/11 15/18/11 11/19/11 27/21/11
|
|
g obj7
|
|
f 14/20/19 28/17/10 12/24/10 29/23/19
|
|
g TrapezohedronBase1
|
|
f 15/18/170 13/22/170 12/24/10 28/17/10
|
|
g TrapezohedronBase
|
|
f 30/28/15 16/27/12 18/26/12 20/25/15
|
|
g obj5
|
|
f 31/30/20 20/25/171 18/26/171 32/29/20
|
|
g SphereBase
|
|
f 20/25/15 31/30/14 19/31/14 30/28/15
|
|
g obj3
|
|
f 32/29/20 17/32/13 19/31/13 31/30/20
|
|
g obj8
|
|
f 50/36/36 36/35/21 33/34/21 44/33/31
|
|
g obj1
|
|
f 35/38/23 44/33/22 33/34/22 34/37/22
|
|
g obj4
|
|
f 44/33/31 35/38/23 45/39/32 50/36/36
|
|
g Crystal
|
|
f 47/43/34 49/42/34 48/41/35 37/40/24
|
|
g obj9
|
|
f 46/47/33 39/46/26 38/45/25 51/44/37
|
|
f 42/49/29 38/45/25 39/46/26 52/48/38
|
|
f 41/51/28 43/50/30 42/49/29 52/48/38
|
|
f 39/46/26 40/52/27 41/51/28 52/48/38
|
|
f 40/52/27 39/46/26 46/47/33 53/53/39
|
|
f 45/39/172 46/47/33 51/44/37 54/54/40
|
|
f 46/47/33 45/39/32 35/38/23 53/53/39
|
|
f 37/40/24 50/36/36 45/39/32 54/54/40
|
|
f 50/36/36 37/40/24 48/41/35 55/55/41
|
|
f 65/59/42 66/58/51 57/57/43 56/56/42
|
|
f 59/61/45 67/60/52 57/57/43 66/58/51
|
|
f 60/63/46 57/57/43 67/60/52 68/62/46
|
|
f 61/64/47 68/62/47 67/60/52 59/61/45
|
|
f 63/66/49 69/65/53 68/62/47 61/64/47
|
|
f 69/65/53 62/67/48 60/63/46 68/62/46
|
|
f 63/66/49 64/68/50 62/67/48 69/65/53
|
|
f 65/59/44 58/69/44 59/61/45 66/58/51
|
|
f 73/73/56 85/72/68 70/71/54 72/70/54
|
|
f 86/75/69 71/74/55 70/71/173 85/72/173
|
|
f 85/72/68 73/73/56 87/76/70 86/75/69
|
|
f 87/76/70 74/77/57 71/74/55 86/75/69
|
|
f 77/79/60 87/76/70 73/73/56 76/78/59
|
|
f 88/81/71 75/80/58 74/77/57 87/76/70
|
|
f 75/80/58 88/81/71 79/83/62 78/82/61
|
|
f 88/81/71 87/76/70 77/79/60 89/84/72
|
|
f 81/85/64 79/83/62 88/81/71 89/84/72
|
|
f 90/87/73 89/84/72 77/79/60 80/86/63
|
|
f 89/84/72 90/87/73 83/88/66 81/85/64
|
|
f 80/86/63 82/90/65 84/89/67 90/87/73
|
|
f 84/89/67 91/91/74 83/88/66 90/87/73
|
|
f 94/95/77 98/94/77 102/93/77 97/92/77
|
|
f 102/99/78 101/98/78 95/97/78 97/96/78
|
|
f 96/103/79 101/102/79 102/101/79 100/100/79
|
|
f 92/107/75 100/106/75 102/105/75 99/104/75
|
|
f 93/111/76 99/110/76 102/109/76 98/108/76
|
|
f 103/115/80 105/114/80 106/113/80 104/112/80
|
|
f 107/119/81 108/118/81 110/117/81 109/116/81
|
|
f 114/123/82 113/122/82 111/121/82 112/120/82
|
|
f 118/127/83 117/126/83 115/125/83 116/124/83
|
|
f 122/131/84 121/130/84 119/129/84 120/128/84
|
|
f 125/135/87 129/134/87 133/133/87 128/132/87
|
|
f 133/139/88 132/138/88 126/137/88 128/136/88
|
|
f 127/143/89 132/142/89 133/141/89 131/140/89
|
|
f 123/147/85 131/146/85 133/145/85 130/144/85
|
|
f 124/151/86 130/150/86 133/149/86 129/148/86
|
|
f 134/155/90 136/154/90 137/153/90 135/152/90
|
|
f 138/159/91 139/158/91 141/157/91 140/156/91
|
|
f 145/163/92 144/162/92 142/161/92 143/160/92
|
|
f 149/167/93 148/166/93 146/165/93 147/164/93
|
|
f 153/171/94 152/170/94 150/169/94 151/168/94
|
|
f 158/2/95 154/3/95 157/4/98 174/1/98
|
|
f 155/6/96 174/1/96 157/4/110 175/5/110
|
|
f 156/7/97 158/2/97 174/1/96 155/6/96
|
|
f 154/3/95 158/2/95 156/7/111 176/8/111
|
|
f 159/10/99 163/11/99 161/12/101 179/9/101
|
|
f 163/11/99 159/10/99 162/14/102 177/13/102
|
|
f 160/15/100 161/12/174 163/11/174 177/13/174
|
|
f 160/15/100 177/13/102 162/14/102 178/16/112
|
|
f 168/18/103 164/19/103 167/20/103 181/17/103
|
|
f 164/19/105 168/18/105 166/22/105 180/21/105
|
|
f 165/24/104 181/17/104 167/20/113 182/23/113
|
|
f 165/24/104 166/22/175 168/18/175 181/17/104
|
|
f 171/26/106 169/27/106 183/28/109 173/25/109
|
|
f 171/26/176 173/25/176 184/30/114 185/29/114
|
|
f 172/31/108 184/30/108 173/25/109 183/28/109
|
|
f 172/31/107 170/32/107 185/29/114 184/30/114
|
|
f 186/34/115 189/35/115 203/36/130 197/33/125
|
|
f 186/34/116 197/33/116 188/38/117 187/37/116
|
|
f 198/39/126 188/38/117 197/33/125 203/36/130
|
|
f 201/41/129 202/42/128 200/43/128 190/40/118
|
|
f 191/45/119 192/46/120 199/47/127 204/44/131
|
|
f 192/46/120 191/45/119 195/49/123 205/48/132
|
|
f 195/49/123 196/50/124 194/51/122 205/48/132
|
|
f 194/51/122 193/52/121 192/46/120 205/48/132
|
|
f 199/47/127 192/46/120 193/52/121 206/53/133
|
|
f 204/44/131 199/47/127 198/39/177 207/54/134
|
|
f 188/38/117 198/39/126 199/47/127 206/53/133
|
|
f 198/39/126 203/36/130 190/40/118 207/54/134
|
|
f 201/41/129 190/40/118 203/36/130 208/55/135
|
|
f 210/57/137 219/58/145 218/59/136 209/56/136
|
|
f 210/57/137 220/60/146 212/61/139 219/58/145
|
|
f 220/60/146 210/57/137 213/63/140 221/62/140
|
|
f 220/60/146 221/62/141 214/64/141 212/61/139
|
|
f 221/62/141 222/65/147 216/66/143 214/64/141
|
|
f 213/63/140 215/67/142 222/65/147 221/62/140
|
|
f 215/67/142 217/68/144 216/66/143 222/65/147
|
|
f 212/61/139 211/69/138 218/59/138 219/58/145
|
|
f 223/71/148 238/72/162 226/73/150 225/70/148
|
|
f 223/71/178 224/74/149 239/75/163 238/72/178
|
|
f 240/76/164 226/73/150 238/72/162 239/75/163
|
|
f 224/74/149 227/77/151 240/76/164 239/75/163
|
|
f 226/73/150 240/76/164 230/79/154 229/78/153
|
|
f 227/77/151 228/80/152 241/81/165 240/76/164
|
|
f 232/83/156 241/81/165 228/80/152 231/82/155
|
|
f 230/79/154 240/76/164 241/81/165 242/84/166
|
|
f 241/81/165 232/83/156 234/85/158 242/84/166
|
|
f 230/79/154 242/84/166 243/87/167 233/86/157
|
|
f 236/88/160 243/87/167 242/84/166 234/85/158
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f 237/89/161 235/90/159 233/86/157 243/87/167
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f 236/88/160 244/91/168 237/89/161 243/87/167
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# 120 elements
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