1239 lines
40 KiB
Plaintext
1239 lines
40 KiB
Plaintext
#MAXMODEL ASCII
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# model: pm$0_forer221
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filedependancy pm$0_forer221.max
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newmodel pm$0_forer221
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setsupermodel pm$0_forer221 NULL
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classification CHARACTER
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setanimationscale 1
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#MAXGEOM ASCII
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beginmodelgeom pm$0_forer221
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node dummy pm$0_forer221
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parent NULL
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endnode
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node trimesh pm$0_forer221g
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parent pm$0_forer221
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ambient 1 1 1
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diffuse 1 1 1
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specular 0 0 0
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shininess 1
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bitmap pm$0_forer221
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faces 53
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position 0.0000000 0.0000000 0.0000000
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orientation 0 0 0 0
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scale 1
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alpha 1
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selfillumcolor 0 0 0
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endnode
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node trimesh scale01
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parent pm$0_forer221
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ambient 1 1 1
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diffuse 1 1 1
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specular 0 0 0
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shininess 10
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shadow 0
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bitmap pm$0_forer221
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0.0324661 0.0587471 0.0864116
|
|
0.0211786 0.0636417 -0.0176362
|
|
0.0214784 0.0715543 0.0104702
|
|
0.0043404 0.0503644 0.0107076
|
|
0.0216248 0.0705759 0.0303331
|
|
0.0095453 0.0672000 0.0294427
|
|
-0.0008591 0.0473438 0.0275274
|
|
0.0213937 0.0650467 0.0490479
|
|
0.0034958 0.0507377 0.0616256
|
|
-0.0015620 0.0467440 0.0467624
|
|
0.0162998 0.0583962 0.0785502
|
|
0.0092735 0.0556540 0.0713265
|
|
0.0228536 0.0594546 0.0839842
|
|
0.0707171 0.0451736 0.0527302
|
|
0.0628761 0.0583990 0.0415666
|
|
0.0637968 0.0590953 0.0619474
|
|
0.0709501 0.0488383 0.0808318
|
|
0.0634564 0.0581548 0.0818100
|
|
0.0763824 0.0317660 0.0803321
|
|
0.0706505 0.0478612 0.1006922
|
|
0.0626122 0.0565603 0.1014655
|
|
0.0771000 0.0371421 0.0992748
|
|
0.0790575 0.0246129 0.0969273
|
|
0.0674776 0.0439977 0.1194094
|
|
0.0599839 0.0526504 0.1203873
|
|
0.0755294 0.0238263 0.1312179
|
|
0.0781051 0.0212603 0.1161336
|
|
0.0698470 0.0324588 0.1610125
|
|
0.0587484 0.0480865 0.1391027
|
|
0.0763110 0.0277813 0.1411718
|
|
0.0634766 0.0410112 0.1667578
|
|
0.0523772 0.0440680 0.1647052
|
|
0.0523457 0.0633047 0.0532512
|
|
0.0524833 0.0629554 0.0813577
|
|
0.0340498 0.0614604 0.0815950
|
|
0.0520969 0.0620447 0.1012206
|
|
0.0400335 0.0654778 0.1003302
|
|
0.0272616 0.0624689 0.0984148
|
|
0.0490109 0.0574510 0.1199352
|
|
0.0279217 0.0613396 0.1325126
|
|
0.0248554 0.0619673 0.1176494
|
|
0.0395745 0.0518014 0.1556478
|
|
0.0312605 0.0557752 0.1473923
|
|
0.0467680 0.0479020 0.1614844
|
|
0.0176940 0.0642594 0.0600137
|
|
0.0057607 0.0623963 0.0484231
|
|
0.0058995 0.0686710 0.0691458
|
|
0.0182468 0.0672321 0.0881032
|
|
0.0063396 0.0683406 0.0890346
|
|
0.0357071 0.0607260 0.0878808
|
|
0.0187416 0.0669055 0.1079895
|
|
0.0069001 0.0671880 0.1087513
|
|
0.0309325 0.0571649 0.1066926
|
|
0.0416142 0.0570219 0.1046442
|
|
0.0197941 0.0620159 0.1269268
|
|
0.0078869 0.0656269 0.1278585
|
|
0.0384920 0.0536383 0.1391005
|
|
0.0430551 0.0542381 0.1239810
|
|
0.0262231 0.0534954 0.1566070
|
|
0.0089941 0.0619509 0.1467928
|
|
0.0330038 0.0539328 0.1490467
|
|
0.0198700 0.0566351 0.1623666
|
|
0.0104026 0.0571591 0.1652970
|
|
-0.0050831 0.0451462 0.0606815
|
|
-0.0047363 0.0637718 0.0887769
|
|
-0.0194973 0.0372539 0.0894992
|
|
-0.0043496 0.0634289 0.1086666
|
|
-0.0149498 0.0519840 0.1080452
|
|
-0.0234029 0.0330621 0.1065504
|
|
-0.0031889 0.0585557 0.1276011
|
|
-0.0181051 0.0364182 0.1407593
|
|
-0.0232175 0.0337245 0.1259236
|
|
-0.0056800 0.0486922 0.1575420
|
|
-0.0125713 0.0416075 0.1503832
|
|
0.0008046 0.0540048 0.1629254
|
|
0.0841318 -0.0097012 0.0823670
|
|
0.0849028 0.0019870 0.0708274
|
|
0.0883292 0.0018743 0.0908226
|
|
0.0871508 -0.0100231 0.1102310
|
|
0.0896520 0.0016907 0.1106556
|
|
0.0787572 -0.0266342 0.1113552
|
|
0.0884710 -0.0102614 0.1300629
|
|
0.0901341 0.0014790 0.1304237
|
|
0.0841903 -0.0220641 0.1295008
|
|
0.0758701 -0.0319004 0.1286692
|
|
0.0851387 -0.0105468 0.1495384
|
|
0.0876399 0.0011670 0.1499630
|
|
0.0758162 -0.0280405 0.1632609
|
|
0.0746096 -0.0328062 0.1482899
|
|
0.0785363 -0.0156452 0.1803142
|
|
0.0843051 0.0008268 0.1694363
|
|
0.0775678 -0.0225133 0.1729486
|
|
0.0790669 -0.0091942 0.1859330
|
|
0.0788664 0.0004159 0.1887479
|
|
0.0833367 0.0133232 0.0827646
|
|
0.0863484 0.0132093 0.1106325
|
|
0.0768300 0.0291694 0.1123188
|
|
0.0876650 0.0130803 0.1304666
|
|
0.0825799 0.0245679 0.1303060
|
|
0.0736004 0.0338222 0.1298033
|
|
0.0843363 0.0126856 0.1499399
|
|
0.0738404 0.0291709 0.1642487
|
|
0.0722961 0.0341856 0.1494471
|
|
0.0774226 0.0166041 0.1808708
|
|
0.0759767 0.0235563 0.1737439
|
|
0.0784013 0.0100780 0.1862652
|
|
0.0350500 -0.0410033 0.0564075
|
|
0.0499532 -0.0352316 0.0457573
|
|
0.0529384 -0.0424826 0.0653202
|
|
0.0421342 -0.0536137 0.0843521
|
|
0.0546442 -0.0493581 0.0855503
|
|
0.0186892 -0.0589851 0.0864155
|
|
0.0437868 -0.0605175 0.1045737
|
|
0.0558389 -0.0554855 0.1060469
|
|
0.0301672 -0.0632059 0.1039347
|
|
0.0160773 -0.0611281 0.1049364
|
|
0.0427133 -0.0632201 0.1262888
|
|
0.0552233 -0.0589645 0.1274878
|
|
0.0216470 -0.0618202 0.1418010
|
|
0.0156119 -0.0660590 0.1258763
|
|
0.0358663 -0.0689217 0.1604449
|
|
0.0540966 -0.0616954 0.1491941
|
|
0.0284135 -0.0642940 0.1520805
|
|
0.0425759 -0.0673471 0.1670911
|
|
0.0516903 -0.0625542 0.1715681
|
|
0.0696956 -0.0293344 0.0690636
|
|
0.0636240 -0.0399371 0.0885888
|
|
0.0733369 -0.0241966 0.0965920
|
|
0.0653777 -0.0467764 0.1088304
|
|
0.0733014 -0.0357539 0.1124387
|
|
0.0768701 -0.0224377 0.1169212
|
|
0.0702688 -0.0495434 0.1357829
|
|
0.0745669 -0.0349929 0.1522345
|
|
0.0775786 -0.0266215 0.1380940
|
|
0.0685360 -0.0573692 0.1663255
|
|
0.0710275 -0.0504607 0.1604823
|
|
0.0604027 -0.0602623 0.1706056
|
|
-0.0049149 -0.0239868 -0.0293367
|
|
0.0073435 -0.0252131 -0.0406051
|
|
0.0043624 -0.0350200 -0.0203020
|
|
-0.0086220 -0.0388520 -0.0011606
|
|
0.0020560 -0.0455333 -0.0002226
|
|
-0.0172036 -0.0220973 0.0000825
|
|
-0.0109817 -0.0417207 0.0284496
|
|
0.0000191 -0.0475802 0.0294568
|
|
-0.0211176 -0.0332424 0.0276448
|
|
-0.0278830 -0.0206863 0.0273525
|
|
-0.0117411 -0.0399575 0.0492744
|
|
-0.0010632 -0.0466388 0.0502123
|
|
-0.0302446 -0.0297368 0.0637404
|
|
-0.0299881 -0.0233132 0.0479521
|
|
-0.0224125 -0.0341954 0.0820410
|
|
-0.0018759 -0.0448536 0.0710317
|
|
-0.0308674 -0.0307726 0.0739880
|
|
-0.0166900 -0.0374890 0.0883099
|
|
-0.0020138 -0.0409561 0.0920121
|
|
0.0180948 -0.0311186 -0.0270383
|
|
0.0145957 -0.0463869 0.0011585
|
|
0.0335433 -0.0423305 0.0056528
|
|
0.0123452 -0.0492910 0.0307795
|
|
0.0254849 -0.0483664 0.0322995
|
|
0.0377983 -0.0427779 0.0339129
|
|
0.0114765 -0.0474924 0.0515934
|
|
0.0302234 -0.0442247 0.0694511
|
|
0.0369615 -0.0378305 0.0546391
|
|
0.0151565 -0.0477677 0.0999706
|
|
0.0231319 -0.0451173 0.0785866
|
|
0.0079104 -0.0437395 0.0902337
|
|
-0.0094432 -0.0429295 0.0671459
|
|
0.0021587 -0.0489519 0.0582707
|
|
-0.0019409 -0.0526236 0.0745732
|
|
-0.0148156 -0.0514642 0.0904331
|
|
-0.0054989 -0.0573341 0.0914316
|
|
-0.0269614 -0.0359141 0.0921526
|
|
-0.0184200 -0.0561550 0.1072844
|
|
-0.0088407 -0.0613212 0.1085121
|
|
-0.0273034 -0.0487445 0.1067519
|
|
-0.0333469 -0.0367793 0.1075866
|
|
-0.0207333 -0.0568771 0.1253802
|
|
-0.0114165 -0.0627470 0.1263790
|
|
-0.0353125 -0.0432842 0.1383074
|
|
-0.0367849 -0.0408145 0.1250370
|
|
-0.0280162 -0.0489251 0.1538438
|
|
-0.0137760 -0.0634495 0.1444685
|
|
-0.0325261 -0.0448529 0.1468742
|
|
-0.0234780 -0.0509157 0.1593823
|
|
-0.0155941 -0.0551393 0.1631124
|
|
0.0105038 -0.0479336 0.0706449
|
|
0.0053116 -0.0582088 0.0939637
|
|
0.0213835 -0.0556094 0.1006330
|
|
0.0018020 -0.0629314 0.1108316
|
|
0.0130959 -0.0622824 0.1138390
|
|
0.0235913 -0.0576101 0.1175746
|
|
-0.0006060 -0.0636218 0.1289112
|
|
0.0142524 -0.0612309 0.1470018
|
|
0.0212533 -0.0603086 0.1352175
|
|
-0.0000775 -0.0584997 0.1587443
|
|
0.0073863 -0.0606998 0.1538746
|
|
-0.0067815 -0.0575778 0.1623105
|
|
0.0262407 0.0643892 -0.1020397
|
|
0.0143231 0.0621805 -0.1129337
|
|
0.0143011 0.0656440 -0.0929475
|
|
0.0268037 0.0675550 -0.0742057
|
|
0.0148619 0.0670856 -0.0731372
|
|
0.0449982 0.0635345 -0.0740198
|
|
0.0274181 0.0690078 -0.0543996
|
|
0.0156556 0.0677193 -0.0533974
|
|
0.0398810 0.0677741 -0.0556191
|
|
0.0514295 0.0621388 -0.0570217
|
|
0.0292157 0.0659619 -0.0349752
|
|
0.0172739 0.0654925 -0.0339068
|
|
0.0489453 0.0613323 -0.0222552
|
|
0.0533205 0.0612547 -0.0374747
|
|
0.0368852 0.0610026 -0.0045371
|
|
0.0191251 0.0624578 -0.0144868
|
|
0.0435091 0.0617193 -0.0122708
|
|
0.0307111 0.0599547 0.0014269
|
|
0.0215592 0.0574013 0.0047573
|
|
0.0041648 0.0482107 -0.1004040
|
|
0.0045284 0.0610374 -0.0725551
|
|
-0.0085066 0.0426371 -0.0700551
|
|
0.0050379 0.0624595 -0.0527413
|
|
-0.0048302 0.0546919 -0.0523062
|
|
-0.0085613 0.0378826 -0.0523524
|
|
0.0069403 0.0594443 -0.0333246
|
|
-0.0059093 0.0452822 -0.0181906
|
|
-0.0109116 0.0398834 -0.0327152
|
|
0.0059645 0.0519554 -0.0022460
|
|
-0.0006628 0.0487949 -0.0089978
|
|
0.0122326 0.0545480 0.0027961
|
|
tverts 20
|
|
0.3225850 0.0448972 0
|
|
0.2491730 -0.0000931 0
|
|
0.2491730 0.0831571 0
|
|
0.3324230 0.1664070 0
|
|
0.2491730 0.1664070 0
|
|
0.4499840 0.1738460 0
|
|
0.3906910 0.1004040 0
|
|
0.3324230 0.2496570 0
|
|
0.2491730 0.2496570 0
|
|
0.4156730 0.2496570 0
|
|
0.4920020 0.2616030 0
|
|
0.3324230 0.3329070 0
|
|
0.2491730 0.3329070 0
|
|
0.4607720 0.3910530 0
|
|
0.4966590 0.3237720 0
|
|
0.3662660 0.4591360 0
|
|
0.2491730 0.3895870 0
|
|
0.4156730 0.4351040 0
|
|
0.3005490 0.4587610 0
|
|
0.2491730 0.4607600 0
|
|
faces 592
|
|
0 1 2 1 0 1 2 1
|
|
2 3 0 1 2 3 0 1
|
|
3 2 4 1 3 2 4 1
|
|
0 5 6 1 0 5 6 1
|
|
5 0 3 1 5 0 3 1
|
|
4 7 3 1 4 7 3 1
|
|
7 4 8 1 7 4 8 1
|
|
3 9 5 1 3 9 5 1
|
|
9 3 7 1 9 3 7 1
|
|
10 5 9 1 10 5 9 1
|
|
8 11 7 1 8 11 7 1
|
|
11 8 12 1 11 8 12 1
|
|
7 13 9 1 7 13 9 1
|
|
13 7 11 1 13 7 11 1
|
|
9 14 10 1 9 14 10 1
|
|
14 9 13 1 14 9 13 1
|
|
12 15 11 1 12 15 11 1
|
|
15 12 16 1 15 12 16 1
|
|
11 17 13 1 11 17 13 1
|
|
17 11 15 1 17 11 15 1
|
|
16 18 15 1 16 18 15 1
|
|
18 16 19 1 18 16 19 1
|
|
0 6 5 1 0 6 5 1
|
|
20 2 1 1 0 2 1 1
|
|
2 20 21 1 2 0 3 1
|
|
21 4 2 1 3 4 2 1
|
|
20 22 23 1 0 6 5 1
|
|
23 21 20 1 5 3 0 1
|
|
4 21 24 1 4 3 7 1
|
|
24 8 4 1 7 8 4 1
|
|
21 23 25 1 3 5 9 1
|
|
25 24 21 1 9 7 3 1
|
|
26 25 23 1 10 9 5 1
|
|
8 24 27 1 8 7 11 1
|
|
27 12 8 1 11 12 8 1
|
|
24 25 28 1 7 9 13 1
|
|
28 27 24 1 13 11 7 1
|
|
25 26 29 1 9 10 14 1
|
|
29 28 25 1 14 13 9 1
|
|
12 27 30 1 12 11 15 1
|
|
30 16 12 1 15 16 12 1
|
|
27 28 31 1 11 13 17 1
|
|
31 30 27 1 17 15 11 1
|
|
16 30 32 1 16 15 18 1
|
|
32 19 16 1 18 19 16 1
|
|
20 23 22 1 0 5 6 1
|
|
33 34 35 1 0 1 2 1
|
|
35 36 33 1 2 3 0 1
|
|
36 35 37 1 3 2 4 1
|
|
38 33 36 1 5 0 3 1
|
|
37 39 36 1 4 7 3 1
|
|
39 37 40 1 7 4 8 1
|
|
36 41 38 1 3 9 5 1
|
|
41 36 39 1 9 3 7 1
|
|
42 38 41 1 10 5 9 1
|
|
40 43 39 1 8 11 7 1
|
|
43 40 44 1 11 8 12 1
|
|
39 45 41 1 7 13 9 1
|
|
45 39 43 1 13 7 11 1
|
|
41 46 42 1 9 14 10 1
|
|
46 41 45 1 14 9 13 1
|
|
44 47 43 1 12 15 11 1
|
|
47 44 48 1 15 12 16 1
|
|
43 49 45 1 11 17 13 1
|
|
49 43 47 1 17 11 15 1
|
|
48 50 47 1 16 18 15 1
|
|
50 48 51 1 18 16 19 1
|
|
52 35 34 1 0 2 1 1
|
|
35 52 53 1 2 0 3 1
|
|
53 37 35 1 3 4 2 1
|
|
54 53 52 1 5 3 0 1
|
|
37 53 55 1 4 3 7 1
|
|
55 40 37 1 7 8 4 1
|
|
53 54 56 1 3 5 9 1
|
|
56 55 53 1 9 7 3 1
|
|
57 56 54 1 10 9 5 1
|
|
40 55 58 1 8 7 11 1
|
|
58 44 40 1 11 12 8 1
|
|
55 56 59 1 7 9 13 1
|
|
59 58 55 1 13 11 7 1
|
|
56 57 60 1 9 10 14 1
|
|
60 59 56 1 14 13 9 1
|
|
44 58 61 1 12 11 15 1
|
|
61 48 44 1 15 16 12 1
|
|
58 59 62 1 11 13 17 1
|
|
62 61 58 1 17 15 11 1
|
|
48 61 63 1 16 15 18 1
|
|
63 51 48 1 18 19 16 1
|
|
64 65 66 1 0 1 2 1
|
|
66 67 64 1 2 3 0 1
|
|
67 66 68 1 3 2 4 1
|
|
69 64 67 1 5 0 3 1
|
|
68 70 67 1 4 7 3 1
|
|
70 68 71 1 7 4 8 1
|
|
67 72 69 1 3 9 5 1
|
|
72 67 70 1 9 3 7 1
|
|
73 69 72 1 10 5 9 1
|
|
71 74 70 1 8 11 7 1
|
|
74 71 75 1 11 8 12 1
|
|
70 76 72 1 7 13 9 1
|
|
76 70 74 1 13 7 11 1
|
|
72 77 73 1 9 14 10 1
|
|
77 72 76 1 14 9 13 1
|
|
75 78 74 1 12 15 11 1
|
|
78 75 79 1 15 12 16 1
|
|
74 80 76 1 11 17 13 1
|
|
80 74 78 1 17 11 15 1
|
|
79 81 78 1 16 18 15 1
|
|
81 79 82 1 18 16 19 1
|
|
83 66 65 1 0 2 1 1
|
|
66 83 84 1 2 0 3 1
|
|
84 68 66 1 3 4 2 1
|
|
85 84 83 1 5 3 0 1
|
|
68 84 86 1 4 3 7 1
|
|
86 71 68 1 7 8 4 1
|
|
84 85 87 1 3 5 9 1
|
|
87 86 84 1 9 7 3 1
|
|
88 87 85 1 10 9 5 1
|
|
71 86 89 1 8 7 11 1
|
|
89 75 71 1 11 12 8 1
|
|
86 87 90 1 7 9 13 1
|
|
90 89 86 1 13 11 7 1
|
|
87 88 91 1 9 10 14 1
|
|
91 90 87 1 14 13 9 1
|
|
75 89 92 1 12 11 15 1
|
|
92 79 75 1 15 16 12 1
|
|
89 90 93 1 11 13 17 1
|
|
93 92 89 1 17 15 11 1
|
|
79 92 94 1 16 15 18 1
|
|
94 82 79 1 18 19 16 1
|
|
95 96 97 1 0 1 2 1
|
|
97 98 95 1 2 3 0 1
|
|
98 97 99 1 3 2 4 1
|
|
100 95 98 1 5 0 3 1
|
|
99 101 98 1 4 7 3 1
|
|
101 99 102 1 7 4 8 1
|
|
98 103 100 1 3 9 5 1
|
|
103 98 101 1 9 3 7 1
|
|
104 100 103 1 10 5 9 1
|
|
102 105 101 1 8 11 7 1
|
|
105 102 106 1 11 8 12 1
|
|
101 107 103 1 7 13 9 1
|
|
107 101 105 1 13 7 11 1
|
|
103 108 104 1 9 14 10 1
|
|
108 103 107 1 14 9 13 1
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