999 lines
		
	
	
		
			27 KiB
		
	
	
	
		
			Plaintext
		
	
	
	
	
	
			
		
		
	
	
			999 lines
		
	
	
		
			27 KiB
		
	
	
	
		
			Plaintext
		
	
	
	
	
	
| # Exported from Wayland's NWN Maxscript v0.3b at 6/13/2003 10:55:33 AM
 | |
| # mdl file
 | |
| #
 | |
| filedependancy pfg0_head041.max
 | |
| newmodel pfg2_head041
 | |
| setsupermodel pfg2_head041 NULL
 | |
| classification character
 | |
| setanimationscale 1
 | |
| beginmodelgeom pfg2_head041
 | |
| node dummy pfg2_head041
 | |
|     parent NULL
 | |
| endnode
 | |
| node danglymesh pfg2_head041g
 | |
|     parent pfg2_head041
 | |
|   position 0.0004046 -0.0014666 0.0000000
 | |
|     orientation 1.0 0.0 0.0 0.0
 | |
|     scale 1.0
 | |
|     shininess 26
 | |
|     displacement 0.0199999996
 | |
|     period 6
 | |
|     tightness 4
 | |
|     setfillumcolor 0 0 0
 | |
|     period 6.000000
 | |
|     tightness 4.000000
 | |
|     displacement 0.025000
 | |
|     diffuse 1.0 1.0 1.0
 | |
|     ambient 1.0 1.0 1.0
 | |
|     specular 0.05 0.05 0.05
 | |
|     selfillumcolor 0.0 0.0 0.0
 | |
|     alpha 1.0
 | |
|     bitmap pfg2_head041
 | |
|     verts 199
 | |
|     0.0304234 -0.0389039 -0.0151908
 | |
|     0.0516725 0.0263596 -0.0092832
 | |
|     0.0618326 0.0210059 0.0209402
 | |
|     0.0000018 -0.0119029 -0.0253702
 | |
|     -0.0000026 0.0270516 -0.0222630
 | |
|     0.0708005 0.0302764 0.0658111
 | |
|     0.0618596 0.0093700 0.0668185
 | |
|     0.0617920 -0.0166039 0.0475599
 | |
|     -0.0304198 -0.0389039 -0.0151908
 | |
|     -0.0618289 0.0210059 0.0209402
 | |
|     -0.0516689 0.0263596 -0.0092832
 | |
|     -0.0675210 0.0270518 0.0658111
 | |
|     -0.0687533 0.0025848 0.0668185
 | |
|     -0.0617884 -0.0166039 0.0475599
 | |
|     -0.0160134 0.1006903 0.0857801
 | |
|     -0.0403614 0.0897625 0.0769833
 | |
|     -0.0548327 0.0815905 0.0937629
 | |
|     -0.0625046 0.0776883 0.0790648
 | |
|     -0.0586380 0.0741069 0.0648859
 | |
|     -0.0372244 0.0852087 0.0086304
 | |
|     -0.0571613 0.0786786 0.0492333
 | |
|     -0.0137929 0.1023011 0.0366816
 | |
|     -0.0000038 0.1002389 0.0125614
 | |
|     -0.0000048 0.1033019 0.0309016
 | |
|     -0.0178504 0.0929238 -0.0222453
 | |
|     -0.0000057 0.1016717 0.0714328
 | |
|     -0.0164587 0.0930468 0.0629606
 | |
|     -0.0000057 0.1068518 0.0897483
 | |
|     -0.0000048 0.1201043 0.0416516
 | |
|     -0.0071373 0.1177171 0.0413038
 | |
|     -0.0000038 0.1003182 -0.0228345
 | |
|     -0.0395842 0.0887579 0.0629162
 | |
|     -0.0253348 0.0856517 0.1323387
 | |
|     -0.0556435 0.0670139 0.1218944
 | |
|     0.0160020 0.1006902 0.0857801
 | |
|     0.0403540 0.0897625 0.0769833
 | |
|     0.0164474 0.0930468 0.0629606
 | |
|     0.0556471 0.0670139 0.1218944
 | |
|     0.0637746 0.0722913 0.0790648
 | |
|     0.0548251 0.0815906 0.0937629
 | |
|     0.0372169 0.0852088 0.0086304
 | |
|     0.0137833 0.1023011 0.0366816
 | |
|     0.0571537 0.0786786 0.0492333
 | |
|     0.0586306 0.0741069 0.0648861
 | |
|     0.0178429 0.0929238 -0.0222453
 | |
|     0.0253342 0.0856517 0.1323387
 | |
|     0.0071276 0.1177171 0.0413038
 | |
|     0.0395766 0.0887579 0.0629162
 | |
|     -0.0000024 0.0958105 0.1255003
 | |
|     -0.0540476 0.0108535 0.0551771
 | |
|     -0.0619614 0.0325755 0.0487809
 | |
|     -0.0934284 0.0077487 0.1171843
 | |
|     -0.0956125 -0.0053753 0.1020215
 | |
|     -0.0847723 -0.0122390 0.0443048
 | |
|     -0.0533659 0.0117193 0.0266206
 | |
|     -0.0577697 0.0263172 0.0222674
 | |
|     -0.0675695 0.0176936 0.0251939
 | |
|     -0.0699221 0.0025975 0.0271284
 | |
|     0.0542563 0.0108535 0.0558338
 | |
|     0.0966330 0.0077487 0.1162502
 | |
|     0.0635484 0.0325755 0.0492685
 | |
|     0.0980731 -0.0053753 0.1010170
 | |
|     0.0844199 -0.0122389 0.0437769
 | |
|     0.0521783 0.0117193 0.0273310
 | |
|     0.0563648 0.0263172 0.0228107
 | |
|     0.0662984 0.0176936 0.0253532
 | |
|     0.0687434 0.0025976 0.0271944
 | |
|     0.0153794 0.0848540 0.1462904
 | |
|     -0.0201391 0.0785555 0.1552709
 | |
|     -0.0800258 0.0279096 0.1313692
 | |
|     -0.0656946 -0.0542138 0.0690965
 | |
|     -0.0814894 0.0357275 0.0880718
 | |
|     -0.0675204 0.0270518 0.0658113
 | |
|     -0.0687527 0.0025848 0.0668187
 | |
|     -0.0680424 0.0668232 0.1321461
 | |
|     -0.1071734 -0.0546741 -0.0790794
 | |
|     -0.0503557 -0.0203699 -0.0568387
 | |
|     -0.0503560 -0.0896646 -0.1133194
 | |
|     0.0000024 -0.0430508 -0.0587826
 | |
|     0.0000022 -0.1109173 -0.1237755
 | |
|     -0.0820404 -0.0487964 0.0382291
 | |
|     -0.0607494 -0.0715002 0.0140316
 | |
|     -0.0880055 -0.0469423 -0.0219122
 | |
|     0.0084595 -0.0959115 0.0140316
 | |
|     -0.0627442 0.0153196 -0.0250951
 | |
|     -0.0855683 0.0262659 -0.0703558
 | |
|     0.0302149 0.0779169 0.1453017
 | |
|     0.0800302 0.0279096 0.1313692
 | |
|     0.0606564 -0.0542138 0.0690965
 | |
|     0.0618602 0.0093700 0.0668187
 | |
|     0.0708011 0.0302764 0.0658113
 | |
|     0.0623251 0.0753594 0.1278725
 | |
|     0.1008730 -0.0546741 -0.0790794
 | |
|     0.0503603 -0.0896646 -0.1133194
 | |
|     0.0503605 -0.0300267 -0.0587826
 | |
|     0.0773940 -0.0487964 0.0382291
 | |
|     0.0607538 -0.0806732 0.0140316
 | |
|     0.0827011 -0.0469424 -0.0219122
 | |
|     0.0657058 0.0188960 -0.0250951
 | |
|     0.0855726 0.0473400 -0.0703558
 | |
|     0.0764281 0.0417532 0.0912944
 | |
|     0.0000025 -0.0860955 0.0720125
 | |
|     -0.0253340 0.0856517 0.1323397
 | |
|     0.0253349 0.0856517 0.1323397
 | |
|     -0.0000017 0.0958105 0.1255003
 | |
|     0.0978014 0.0022716 0.0561602
 | |
|     0.0965514 0.0613857 0.1240077
 | |
|     0.1115526 0.0022716 0.1240077
 | |
|     0.0965514 0.0613857 0.0996973
 | |
|     0.0555686 0.1046603 0.1240077
 | |
|     0.0555686 0.1046603 0.0996973
 | |
|     -0.0004149 0.1204991 0.1240077
 | |
|     -0.0004149 0.1204991 0.0996973
 | |
|     -0.0004149 -0.1014366 0.0561602
 | |
|     0.0555686 -0.1001173 0.1240077
 | |
|     -0.0004149 -0.1159559 0.1240077
 | |
|     0.0486934 -0.0875426 0.0561602
 | |
|     0.0965514 -0.0568426 0.1240077
 | |
|     0.0846432 -0.0495828 0.0561602
 | |
|     0.0869422 0.0555276 0.1240077
 | |
|     0.1004567 0.0022716 0.1240077
 | |
|     0.0500207 0.0945133 0.1240077
 | |
|     -0.0004149 0.1087837 0.1240077
 | |
|     0.0500207 -0.0899701 0.1240077
 | |
|     -0.0004149 -0.1042409 0.1240077
 | |
|     0.0869422 -0.0509843 0.1240077
 | |
|     0.0504172 0.0559461 0.1687230
 | |
|     0.0740084 0.0022716 0.1687230
 | |
|     -0.0004149 0.0808567 0.1687230
 | |
|     0.0504173 -0.0514030 0.1687230
 | |
|     -0.0004149 -0.0763135 0.1687230
 | |
|     0.0155916 -0.0120256 0.1933437
 | |
|     -0.0004149 0.0022716 0.2026099
 | |
|     0.0846432 0.0541262 0.0975464
 | |
|     0.0486934 -0.0389103 0.0975464
 | |
|     -0.0004149 -0.0250160 0.0975464
 | |
|     -0.0004149 -0.1174892 -0.0087394
 | |
|     0.0486934 -0.1035948 -0.0041192
 | |
|     0.0984108 -0.0656352 0.0025609
 | |
|     0.1115690 -0.0137806 -0.0078859
 | |
|     0.0755299 0.0643271 0.0031941
 | |
|     0.0673930 0.0675047 -0.0323020
 | |
|     0.0965242 0.0541262 -0.0362792
 | |
|     0.0980851 0.0552290 0.0081028
 | |
|     -0.0004149 -0.0276279 0.1986690
 | |
|     0.0482594 0.0109715 0.2484133
 | |
|     -0.0004669 0.0542680 0.2699835
 | |
|     -0.0004669 -0.0505626 0.2343150
 | |
|     0.0850334 0.0643271 0.0031941
 | |
|     0.0768965 0.0675047 -0.0323020
 | |
|     -0.0004669 0.0088877 0.3283734
 | |
|     0.0600625 -0.0136149 0.2976291
 | |
|     -0.0006411 -0.1062164 0.3078508
 | |
|     0.0404380 -0.0852671 0.2854632
 | |
|     -0.0004669 -0.1582990 0.2229709
 | |
|     0.0418855 -0.1245919 0.2235401
 | |
|     -0.0004669 -0.1006033 0.2003714
 | |
|     -0.0004669 -0.1621275 0.1255410
 | |
|     -0.0004149 -0.0174166 -0.0174260
 | |
|     -0.0973811 0.0613857 0.1240077
 | |
|     -0.0986314 0.0022716 0.0561602
 | |
|     -0.1123814 0.0022716 0.1240077
 | |
|     -0.0973811 0.0613857 0.0996973
 | |
|     -0.0563983 0.1046603 0.1240077
 | |
|     -0.0563983 0.1046603 0.0996973
 | |
|     -0.0563983 -0.1001173 0.1240077
 | |
|     -0.0495232 -0.0875426 0.0561602
 | |
|     -0.0973811 -0.0568426 0.1240077
 | |
|     -0.0854730 -0.0495828 0.0561602
 | |
|     -0.1012864 0.0022716 0.1240077
 | |
|     -0.0877718 0.0555276 0.1240077
 | |
|     -0.0508504 0.0945133 0.1240077
 | |
|     -0.0508504 -0.0899701 0.1240077
 | |
|     -0.0877718 -0.0509843 0.1240077
 | |
|     -0.0748381 0.0022716 0.1687230
 | |
|     -0.0512468 0.0559461 0.1687230
 | |
|     -0.0512468 -0.0514030 0.1687230
 | |
|     -0.0164214 -0.0120256 0.1933437
 | |
|     -0.0854730 0.0541262 0.0975464
 | |
|     -0.0495232 -0.0389103 0.0975464
 | |
|     -0.0495232 -0.1035948 -0.0041192
 | |
|     -0.0992405 -0.0656352 0.0025609
 | |
|     -0.1123990 -0.0137806 -0.0078859
 | |
|     -0.0763596 0.0643271 0.0031941
 | |
|     -0.0682226 0.0675046 -0.0323020
 | |
|     -0.0973538 0.0541262 -0.0362792
 | |
|     -0.0989149 0.0552290 0.0081028
 | |
|     -0.0491930 0.0109715 0.2484133
 | |
|     -0.0858631 0.0643271 0.0031941
 | |
|     -0.0777262 0.0675046 -0.0323020
 | |
|     -0.0609962 -0.0136149 0.2976291
 | |
|     -0.0413717 -0.0852671 0.2854632
 | |
|     -0.0374506 -0.1245919 0.2235401
 | |
|     0.0809130 -0.0584986 0.0245300
 | |
|     0.0448394 -0.0261458 0.1336484
 | |
|     0.0782418 -0.0127673 -0.0070296
 | |
|     -0.0458130 -0.0261458 0.1336484
 | |
|     -0.0870300 -0.0518416 0.0245301
 | |
|     -0.0828666 -0.0127673 -0.0011718
 | |
|     faces 333
 | |
|         0 1 2 1 0 1 2 2
 | |
|         3 4 1 2 3 4 1 2
 | |
|         0 3 1 2 0 3 1 2
 | |
|         5 6 2 1 5 6 2 2
 | |
|         6 7 2 1 6 7 2 2
 | |
|         0 2 7 1 0 2 7 2
 | |
|         8 9 10 1 8 9 10 2
 | |
|         3 10 4 2 11 10 4 2
 | |
|         8 10 3 2 8 10 11 2
 | |
|         11 9 12 1 12 9 13 2
 | |
|         12 9 13 1 13 9 14 2
 | |
|         8 13 9 1 8 14 9 2
 | |
|         14 15 16 1 15 16 17 2
 | |
|         17 16 18 1 18 17 19 2
 | |
|         19 20 21 1 20 21 22 2
 | |
|         22 21 23 1 23 22 24 2
 | |
|         9 11 20 1 9 12 21 2
 | |
|         11 18 20 1 12 19 21 2
 | |
|         10 24 4 2 10 25 4 2
 | |
|         25 21 26 1 26 22 27 2
 | |
|         26 14 25 1 27 15 26 2
 | |
|         9 19 10 1 9 20 10 2
 | |
|         27 25 14 1 28 26 15 2
 | |
|         25 28 29 1 26 29 30 2
 | |
|         24 22 30 1 25 23 31 2
 | |
|         29 28 23 1 30 29 24 2
 | |
|         24 19 22 1 25 20 23 2
 | |
|         11 17 18 1 12 18 19 2
 | |
|         16 27 14 1 17 28 15 2
 | |
|         10 19 24 1 10 20 25 2
 | |
|         9 20 19 1 9 21 20 2
 | |
|         20 18 31 1 21 19 32 2
 | |
|         32 16 33 1 33 17 34 2
 | |
|         31 26 20 1 32 27 21 2
 | |
|         26 15 14 1 27 16 15 2
 | |
|         22 19 21 1 23 20 22 2
 | |
|         30 4 24 2 31 4 25 2
 | |
|         34 35 36 1 35 36 37 2
 | |
|         37 38 39 1 38 39 40 2
 | |
|         40 41 42 1 41 42 43 2
 | |
|         22 23 41 1 23 24 42 2
 | |
|         5 42 43 1 5 43 44 2
 | |
|         5 2 42 1 5 2 43 2
 | |
|         1 4 44 2 1 4 45 2
 | |
|         25 36 41 1 26 37 42 2
 | |
|         27 45 39 1 28 46 40 2
 | |
|         25 34 36 1 26 35 37 2
 | |
|         40 2 1 1 41 2 1 2
 | |
|         34 25 27 1 35 26 28 2
 | |
|         25 41 46 1 26 42 47 2
 | |
|         44 30 22 1 45 31 23 2
 | |
|         41 23 46 1 42 24 47 2
 | |
|         40 22 41 1 41 23 42 2
 | |
|         34 27 39 1 35 28 40 2
 | |
|         5 38 37 1 5 39 38 2
 | |
|         40 1 44 1 41 1 45 2
 | |
|         2 40 42 1 2 41 43 2
 | |
|         41 36 42 1 42 37 43 2
 | |
|         36 47 42 1 37 48 43 2
 | |
|         34 39 35 1 35 40 36 2
 | |
|         44 22 40 1 45 23 41 2
 | |
|         30 44 4 2 31 45 4 2
 | |
|         21 29 23 1 22 30 24 2
 | |
|         25 29 21 1 26 30 22 2
 | |
|         46 23 28 1 47 24 29 2
 | |
|         25 46 28 1 26 47 29 2
 | |
|         11 33 17 1 12 34 18 2
 | |
|         33 16 17 1 34 17 18 2
 | |
|         5 43 38 1 5 44 39 2
 | |
|         38 43 39 1 39 44 40 2
 | |
|         15 31 16 1 16 32 17 2
 | |
|         16 31 18 1 17 32 19 2
 | |
|         47 35 39 1 48 36 40 2
 | |
|         35 47 36 1 36 48 37 2
 | |
|         26 31 15 1 27 32 16 2
 | |
|         21 20 26 1 22 21 27 2
 | |
|         47 39 43 1 48 40 44 2
 | |
|         47 43 42 1 48 44 43 2
 | |
|         37 39 45 1 38 40 46 2
 | |
|         32 48 27 1 33 49 28 2
 | |
|         45 27 48 1 46 28 49 2
 | |
|         16 32 27 1 17 33 28 2
 | |
|         49 50 51 1 50 51 52 2
 | |
|         52 49 51 1 53 50 52 2
 | |
|         53 54 49 1 54 55 50 2
 | |
|         55 54 56 1 56 55 57 2
 | |
|         57 56 54 1 58 57 55 2
 | |
|         53 56 57 1 54 57 58 2
 | |
|         54 53 57 1 55 54 58 2
 | |
|         56 50 55 1 59 60 61 2
 | |
|         53 52 50 1 62 63 60 2
 | |
|         53 50 56 1 62 60 59 2
 | |
|         53 49 52 1 54 50 53 2
 | |
|         50 52 51 1 60 63 64 2
 | |
|         58 59 60 1 50 52 65 2
 | |
|         61 59 58 1 53 52 50 2
 | |
|         62 58 63 1 66 50 67 2
 | |
|         64 65 63 1 68 69 67 2
 | |
|         66 63 65 1 58 67 69 2
 | |
|         62 66 65 1 66 58 69 2
 | |
|         63 66 62 1 67 58 66 2
 | |
|         65 64 60 1 59 61 60 2
 | |
|         61 60 59 1 63 60 64 2
 | |
|         62 65 60 1 70 59 60 2
 | |
|         62 61 58 1 66 53 50 2
 | |
|         62 60 61 1 70 60 63 2
 | |
|         71 72 73 1 72 73 74 2
 | |
|         70 69 73 1 76 77 78 2
 | |
|         73 69 71 1 79 71 80 2
 | |
|         71 69 74 1 80 71 81 2
 | |
|         75 76 77 2 217 218 219 2
 | |
|         77 78 79 2 219 220 221 2
 | |
|         78 77 76 2 220 219 218 2
 | |
|         80 82 81 1 84 86 85 2
 | |
|         73 76 84 2 89 82 90 2
 | |
|         77 81 75 1 91 85 92 2
 | |
|         82 75 81 1 86 92 85 2
 | |
|         79 83 77 1 93 87 94 2
 | |
|         81 77 83 1 88 94 87 2
 | |
|         85 84 76 2 223 222 218 2
 | |
|         76 75 85 2 218 217 223 2
 | |
|         73 80 70 1 95 96 75 2
 | |
|         80 73 84 1 96 95 97 2
 | |
|         82 84 85 1 98 99 100 2
 | |
|         85 75 82 1 100 101 98 2
 | |
|         87 88 89 1 102 105 106 2
 | |
|         89 90 87 1 74 107 103 2
 | |
|         87 91 86 1 103 108 104 2
 | |
|         92 93 94 2 217 219 218 2
 | |
|         93 79 78 2 219 221 220 2
 | |
|         78 94 93 2 220 218 219 2
 | |
|         95 96 97 1 84 85 86 2
 | |
|         89 98 94 2 89 90 82 2
 | |
|         93 92 96 1 91 92 85 2
 | |
|         97 96 92 1 86 85 92 2
 | |
|         79 93 83 1 93 94 87 2
 | |
|         96 83 93 1 88 87 94 2
 | |
|         99 94 98 2 223 218 222 2
 | |
|         94 99 92 2 218 223 217 2
 | |
|         89 88 95 1 109 110 111 2
 | |
|         95 98 89 1 111 112 109 2
 | |
|         97 99 98 1 113 114 112 2
 | |
|         99 97 92 1 114 113 115 2
 | |
|         90 100 87 1 116 117 103 2
 | |
|         87 100 91 1 103 117 108 2
 | |
|         95 97 98 1 118 119 120 2
 | |
|         80 84 82 1 121 122 123 2
 | |
|         101 76 73 2 124 82 89 2
 | |
|         76 101 78 2 82 124 83 2
 | |
|         101 89 94 2 124 89 82 2
 | |
|         94 78 101 2 82 83 124 2
 | |
|         74 72 71 2 125 126 127 2
 | |
|         68 67 102 2 128 129 130 2
 | |
|         68 102 74 2 128 130 131 2
 | |
|         86 91 103 2 132 133 134 2
 | |
|         74 102 72 2 131 130 135 2
 | |
|         67 103 104 2 129 134 136 2
 | |
|         67 104 102 2 129 136 130 2
 | |
|         67 86 103 2 129 132 134 2
 | |
|         103 91 90 2 134 133 137 2
 | |
|         91 100 90 2 125 138 126 2
 | |
|         105 106 107 1 139 140 141 2
 | |
|         105 108 106 1 139 142 140 2
 | |
|         108 109 106 1 142 143 140 2
 | |
|         108 110 109 1 142 144 143 2
 | |
|         110 111 109 1 144 145 143 2
 | |
|         110 112 111 1 144 146 145 2
 | |
|         113 114 115 1 147 148 149 2
 | |
|         113 116 114 1 147 150 148 2
 | |
|         116 117 114 1 150 151 148 2
 | |
|         116 118 117 1 150 152 151 2
 | |
|         118 107 117 1 152 141 151 2
 | |
|         118 105 107 1 152 139 141 2
 | |
|         119 120 107 2 153 154 155 2
 | |
|         107 106 119 2 155 156 153 2
 | |
|         121 119 106 2 157 153 156 2
 | |
|         106 109 121 2 156 158 157 2
 | |
|         122 121 109 2 159 157 158 2
 | |
|         109 111 122 2 158 160 159 2
 | |
|         123 124 115 2 161 162 163 2
 | |
|         115 114 123 2 163 164 161 2
 | |
|         125 123 114 2 165 161 164 2
 | |
|         114 117 125 2 164 166 165 2
 | |
|         120 125 117 2 154 165 166 2
 | |
|         117 107 120 2 166 155 154 2
 | |
|         126 127 120 1 167 168 169 2
 | |
|         120 119 126 1 169 170 167 2
 | |
|         119 121 126 1 170 171 167 2
 | |
|         128 126 121 1 172 167 171 2
 | |
|         121 122 128 1 171 173 172 2
 | |
|         129 130 124 1 174 175 176 2
 | |
|         124 123 129 1 176 177 174 2
 | |
|         123 125 129 1 177 178 174 2
 | |
|         127 129 125 1 168 174 178 2
 | |
|         125 120 127 1 178 169 168 2
 | |
|         131 126 132 1 179 167 180 2
 | |
|         126 128 132 1 167 172 180 2
 | |
|         130 129 131 1 175 174 179 2
 | |
|         131 127 126 1 179 168 167 2
 | |
|         105 133 108 2 154 153 156 2
 | |
|         133 134 110 2 153 157 158 2
 | |
|         110 108 133 2 158 156 153 2
 | |
|         134 135 112 2 157 159 160 2
 | |
|         112 110 134 2 160 158 157 2
 | |
|         136 137 116 4 181 182 183 2
 | |
|         116 113 136 4 183 184 181 2
 | |
|         137 138 118 4 182 185 186 2
 | |
|         118 116 137 4 186 183 182 2
 | |
|         138 139 105 4 185 187 188 2
 | |
|         105 118 138 4 188 186 185 2
 | |
|         139 142 143 4 187 189 190 2
 | |
|         143 105 139 4 190 188 187 2
 | |
|         144 130 131 1 191 175 179 2
 | |
|         129 127 131 1 174 168 179 2
 | |
|         132 145 131 2 192 193 194 2
 | |
|         145 132 146 2 193 192 195 2
 | |
|         145 147 144 2 193 196 197 2
 | |
|         144 131 145 2 197 194 193 2
 | |
|         105 143 133 4 188 190 198 2
 | |
|         133 148 140 8 198 199 200 2
 | |
|         148 149 141 8 199 201 202 2
 | |
|         141 140 148 8 202 200 199 2
 | |
|         133 143 148 16 198 190 199 2
 | |
|         143 142 149 16 190 189 201 2
 | |
|         149 148 143 16 201 199 190 2
 | |
|         146 151 145 2 195 204 193 2
 | |
|         151 146 150 2 204 195 203 2
 | |
|         147 145 151 2 196 193 204 2
 | |
|         152 153 151 2 205 206 204 2
 | |
|         151 150 152 2 204 203 205 2
 | |
|         147 151 153 2 196 204 206 2
 | |
|         154 155 153 2 207 208 206 2
 | |
|         153 152 154 2 206 205 207 2
 | |
|         155 156 147 2 208 209 196 2
 | |
|         147 153 155 2 196 206 208 2
 | |
|         155 154 157 2 208 207 210 2
 | |
|         156 155 157 2 209 208 210 2
 | |
|         142 141 149 1 211 212 213 2
 | |
|         158 137 136 1 211 212 213 2
 | |
|         141 142 139 1 211 212 213 2
 | |
|         158 138 137 1 211 212 213 2
 | |
|         139 158 141 1 211 212 213 2
 | |
|         138 158 139 1 211 212 213 2
 | |
|         159 160 161 1 140 139 141 2
 | |
|         162 160 159 1 142 139 140 2
 | |
|         163 162 159 1 143 142 140 2
 | |
|         164 162 163 1 144 142 143 2
 | |
|         111 164 163 1 145 144 143 2
 | |
|         112 164 111 1 146 144 145 2
 | |
|         165 113 115 1 148 147 149 2
 | |
|         166 113 165 1 150 147 148 2
 | |
|         167 166 165 1 151 150 148 2
 | |
|         168 166 167 1 152 150 151 2
 | |
|         161 168 167 1 141 152 151 2
 | |
|         160 168 161 1 139 152 141 2
 | |
|         169 170 161 2 154 153 155 2
 | |
|         159 161 170 2 156 155 153 2
 | |
|         170 171 159 2 153 157 156 2
 | |
|         163 159 171 2 158 156 157 2
 | |
|         171 122 163 2 157 159 158 2
 | |
|         111 163 122 2 160 158 159 2
 | |
|         124 172 115 2 162 161 163 2
 | |
|         165 115 172 2 164 163 161 2
 | |
|         172 173 165 2 161 165 164 2
 | |
|         167 165 173 2 166 164 165 2
 | |
|         173 169 167 2 165 154 166 2
 | |
|         161 167 169 2 155 166 154 2
 | |
|         174 175 169 1 168 167 169 2
 | |
|         170 169 175 1 170 169 167 2
 | |
|         171 170 175 1 171 170 167 2
 | |
|         175 128 171 1 167 172 171 2
 | |
|         122 171 128 1 173 171 172 2
 | |
|         130 176 124 1 175 174 176 2
 | |
|         172 124 176 1 177 176 174 2
 | |
|         173 172 176 1 178 177 174 2
 | |
|         176 174 173 1 174 168 178 2
 | |
|         169 173 174 1 169 178 168 2
 | |
|         175 177 132 1 167 179 180 2
 | |
|         128 175 132 1 172 167 180 2
 | |
|         176 130 177 1 174 175 179 2
 | |
|         174 177 175 1 168 179 167 2
 | |
|         178 160 162 2 153 154 156 2
 | |
|         179 178 164 2 157 153 158 2
 | |
|         162 164 178 2 156 158 153 2
 | |
|         135 179 112 2 159 157 160 2
 | |
|         164 112 179 2 158 160 157 2
 | |
|         180 136 166 4 182 181 183 2
 | |
|         113 166 136 4 184 183 181 2
 | |
|         181 180 168 4 185 182 186 2
 | |
|         166 168 180 4 183 186 182 2
 | |
|         182 181 160 4 187 185 188 2
 | |
|         168 160 181 4 186 188 185 2
 | |
|         185 182 186 4 189 187 190 2
 | |
|         160 186 182 4 188 190 187 2
 | |
|         130 144 177 1 175 191 179 2
 | |
|         174 176 177 1 168 174 179 2
 | |
|         187 132 177 2 193 192 194 2
 | |
|         132 187 146 2 192 193 195 2
 | |
|         147 187 144 2 196 193 197 2
 | |
|         177 144 187 2 194 197 193 2
 | |
|         186 160 178 4 190 188 198 2
 | |
|         188 178 183 8 199 198 200 2
 | |
|         189 188 184 8 201 199 202 2
 | |
|         183 184 188 8 200 202 199 2
 | |
|         186 178 188 16 190 198 199 2
 | |
|         185 186 189 16 189 190 201 2
 | |
|         188 189 186 16 199 201 190 2
 | |
|         190 150 146 2 204 203 195 2
 | |
|         146 187 190 2 195 193 204 2
 | |
|         187 147 190 2 193 196 204 2
 | |
|         191 152 190 2 206 205 204 2
 | |
|         150 190 152 2 203 204 205 2
 | |
|         190 147 191 2 204 196 206 2
 | |
|         192 154 191 2 208 207 206 2
 | |
|         152 191 154 2 205 206 207 2
 | |
|         156 192 147 2 209 208 196 2
 | |
|         191 147 192 2 206 196 208 2
 | |
|         154 192 157 2 207 208 210 2
 | |
|         192 156 157 2 208 209 210 2
 | |
|         184 185 189 1 211 212 213 2
 | |
|         180 158 136 1 211 212 213 2
 | |
|         185 184 182 1 211 212 213 2
 | |
|         181 158 180 1 211 212 213 2
 | |
|         158 182 184 1 211 212 213 2
 | |
|         158 181 182 1 211 212 213 2
 | |
|         193 194 133 8 214 215 198 2
 | |
|         133 140 193 8 198 200 214 2
 | |
|         141 193 140 8 202 214 200 2
 | |
|         193 141 195 8 214 202 216 2
 | |
|         178 197 183 8 198 214 200 2
 | |
|         197 178 196 8 214 198 215 2
 | |
|         183 198 184 8 200 216 202 2
 | |
|         198 183 197 8 216 200 214 2
 | |
|     tverts 224
 | |
|         0.211357 0.190848 0
 | |
|         0.27143 0.17841 0
 | |
|         0.280257 0.323823 0
 | |
|         0.206476 0.0724794 0
 | |
|         0.0274523 0.12231 0
 | |
|         0.454373 0.594799 0
 | |
|         0.459058 0.518607 0
 | |
|         0.377525 0.470414 0
 | |
|         0.21121 0.190848 0
 | |
|         0.280111 0.323823 0
 | |
|         0.271283 0.17841 0
 | |
|         0.206329 0.0724794 0
 | |
|         0.454226 0.594799 0
 | |
|         0.45891 0.518607 0
 | |
|         0.377378 0.470414 0
 | |
|         0.120251 0.713747 0
 | |
|         0.227716 0.682962 0
 | |
|         0.274666 0.790575 0
 | |
|         0.350601 0.69413 0
 | |
|         0.334378 0.641393 0
 | |
|         0.277327 0.318989 0
 | |
|         0.319262 0.531874 0
 | |
|         0.120246 0.41505 0
 | |
|         0.0325276 0.292659 0
 | |
|         0.0274475 0.37921 0
 | |
|         0.142526 0.132338 0
 | |
|         0.0274439 0.627403 0
 | |
|         0.121317 0.61908 0
 | |
|         0.0274439 0.741961 0
 | |
|         0.0274475 0.436531 0
 | |
|         0.046521 0.435029 0
 | |
|         0.0274523 0.121196 0
 | |
|         0.238538 0.622011 0
 | |
|         0.195218 0.988651 0
 | |
|         0.36298 0.988487 0
 | |
|         0.12033 0.713747 0
 | |
|         0.22781 0.682962 0
 | |
|         0.121396 0.61908 0
 | |
|         0.363124 0.988487 0
 | |
|         0.350579 0.694195 0
 | |
|         0.274695 0.790575 0
 | |
|         0.277432 0.318989 0
 | |
|         0.120342 0.41505 0
 | |
|         0.319366 0.531874 0
 | |
|         0.334381 0.641476 0
 | |
|         0.142631 0.132338 0
 | |
|         0.195292 0.988651 0
 | |
|         0.0466166 0.435029 0
 | |
|         0.238632 0.622011 0
 | |
|         0.0274584 0.988815 0
 | |
|         0.170379 0.892831 0
 | |
|         0.0733852 0.965136 0
 | |
|         0.309791 0.934357 0
 | |
|         0.308337 0.818563 0
 | |
|         0.207554 0.760042 0
 | |
|         0.0830492 0.824927 0
 | |
|         0.0180221 0.873652 0
 | |
|         0.0531756 0.842103 0
 | |
|         0.110419 0.783232 0
 | |
|         0.473781 0.215574 0
 | |
|         0.547515 0.291811 0
 | |
|         0.465829 0.33272 0
 | |
|         0.581182 0.0808977 0
 | |
|         0.719258 0.0498723 0
 | |
|         0.734052 0.138858 0
 | |
|         0.0733854 0.965136 0
 | |
|         0.207554 0.760042 0
 | |
|         0.0830495 0.824927 0
 | |
|         0.0180221 0.873649 0
 | |
|         0.0531759 0.842103 0
 | |
|         0.581179 0.0808977 0
 | |
|         0.967686 0.449029 0
 | |
|         0.960843 0.109861 0
 | |
|         0.91011 0.0585111 0
 | |
|         0.773567 0.128788 0
 | |
|         0.731869 0.41929 0
 | |
|         0.731883 0.419137 0
 | |
|         0.968059 0.448882 0
 | |
|         0.985136 0.29968 0
 | |
|         0.978899 0.184489 0
 | |
|         0.864199 0.142558 0
 | |
|         0.794019 0.479508 0
 | |
|         0.767369 0.620085 0
 | |
|         0.892048 0.620085 0
 | |
|         0.774376 0.385179 0
 | |
|         0.944374 0.263795 0
 | |
|         0.774365 0.243731 0
 | |
|         0.813916 0.250975 0
 | |
|         0.947848 0.250975 0
 | |
|         0.591473 0.317951 0
 | |
|         0.603722 0.644548 0
 | |
|         0.94449 0.060265 0
 | |
|         0.774367 0.110432 0
 | |
|         0.810875 0.0824366 0
 | |
|         0.944425 0.0837124 0
 | |
|         0.985119 0.299833 0
 | |
|         0.747118 0.340428 0
 | |
|         0.984186 0.202236 0
 | |
|         0.77777 0.196579 0
 | |
|         0.984302 0.201984 0
 | |
|         0.981611 0.0560417 0
 | |
|         0.797563 0.0550714 0
 | |
|         0.693381 0.552331 0
 | |
|         0.740191 0.450383 0
 | |
|         0.966308 0.870702 0
 | |
|         0.951027 0.423386 0
 | |
|         0.696382 0.423839 0
 | |
|         0.88017 0.184723 0
 | |
|         0.928881 0.473738 0
 | |
|         0.696699 0.423839 0
 | |
|         0.951276 0.423386 0
 | |
|         0.960337 0.336932 0
 | |
|         0.783114 0.194785 0
 | |
|         0.974927 0.198344 0
 | |
|         0.795277 0.0619594 0
 | |
|         0.982381 0.0665958 0
 | |
|         0.87967 0.186579 0
 | |
|         0.944861 0.291799 0
 | |
|         0.960518 0.337328 0
 | |
|         0.975776 0.198652 0
 | |
|         0.784398 0.1933 0
 | |
|         0.746496 0.340702 0
 | |
|         0.984262 0.20175 0
 | |
|         0.780008 0.195139 0
 | |
|         0.919034 0.32971 0
 | |
|         0.692343 0.614116 0
 | |
|         0.629104 0.379841 0
 | |
|         0.567186 0.403475 0
 | |
|         0.720854 0.860957 0
 | |
|         0.623076 0.824296 0
 | |
|         0.798296 0.68327 0
 | |
|         0.962645 0.563649 0
 | |
|         0.721009 0.861087 0
 | |
|         0.9628 0.563779 0
 | |
|         0.798426 0.68338 0
 | |
|         0.957644 0.393 0
 | |
|         0.711937 0.539293 0
 | |
|         0.957799 0.393133 0
 | |
|         0.629766 0.508794 0
 | |
|         0.770759 0.710746 0
 | |
|         0.820523 0.834653 0
 | |
|         0.770759 0.834653 0
 | |
|         0.820523 0.790256 0
 | |
|         0.863462 0.834653 0
 | |
|         0.863462 0.790256 0
 | |
|         0.901104 0.834653 0
 | |
|         0.901104 0.790256 0
 | |
|         0.640414 0.710746 0
 | |
|         0.678057 0.834653 0
 | |
|         0.640414 0.834653 0
 | |
|         0.678057 0.710746 0
 | |
|         0.720995 0.834653 0
 | |
|         0.720995 0.710746 0
 | |
|         0.85 0.701738 0
 | |
|         0.79375 0.701738 0
 | |
|         0.79375 0.739239 0
 | |
|         0.85 0.739239 0
 | |
|         0.90625 0.701738 0
 | |
|         0.90625 0.739239 0
 | |
|         0.9625 0.701738 0
 | |
|         0.9625 0.739239 0
 | |
|         0.68125 0.701738 0
 | |
|         0.625187 0.701738 0
 | |
|         0.625187 0.739239 0
 | |
|         0.68125 0.739239 0
 | |
|         0.7375 0.701738 0
 | |
|         0.7375 0.739239 0
 | |
|         0.890929 0.758591 0
 | |
|         0.809299 0.758591 0
 | |
|         0.809299 0.625187 0
 | |
|         0.860775 0.625187 0
 | |
|         0.918601 0.625187 0
 | |
|         0.955233 0.758591 0
 | |
|         0.955233 0.625187 0
 | |
|         0.712128 0.758591 0
 | |
|         0.633762 0.758591 0
 | |
|         0.633762 0.625187 0
 | |
|         0.684455 0.625187 0
 | |
|         0.742282 0.625187 0
 | |
|         0.809737 0.819778 0
 | |
|         0.863566 0.820465 0
 | |
|         0.629083 0.902967 0
 | |
|         0.672304 0.896335 0
 | |
|         0.67435 0.960117 0
 | |
|         0.629142 0.96004 0
 | |
|         0.72773 0.893771 0
 | |
|         0.727802 0.960218 0
 | |
|         0.78375 0.875613 0
 | |
|         0.783822 0.962152 0
 | |
|         0.848466 0.839448 0
 | |
|         0.851807 0.892854 0
 | |
|         0.729611 0.818893 0
 | |
|         0.916937 0.844753 0
 | |
|         0.928582 0.864272 0
 | |
|         0.894489 0.847042 0
 | |
|         0.948596 0.849366 0
 | |
|         0.893888 0.907504 0
 | |
|         0.894217 0.868471 0
 | |
|         0.870758 0.992411 0
 | |
|         0.868172 0.893613 0
 | |
|         0.886101 0.891553 0
 | |
|         0.868331 0.846589 0
 | |
|         0.886016 0.848176 0
 | |
|         0.988512 0.871199 0
 | |
|         0.945304 0.890078 0
 | |
|         0.988602 0.907538 0
 | |
|         0.945302 0.925225 0
 | |
|         0.988231 0.945804 0
 | |
|         0.947456 0.952801 0
 | |
|         0.893786 0.948739 0
 | |
|         0.942736 0.994499 0
 | |
|         0.625 0.625 0
 | |
|         0.625 0.625 0
 | |
|         0.625 0.625 0
 | |
|         0.886101 0.891553 0
 | |
|         0.870758 0.992411 0
 | |
|         0.886016 0.848176 0
 | |
|         0.670285 0.516272 0
 | |
|         0.791524 0.378539 0
 | |
|         0.852356 0.470223 0
 | |
|         0.916203 0.378539 0
 | |
|         0.993821 0.50412 0
 | |
|         0.627877 0.403002 0
 | |
|         0.558615 0.487991 0
 | |
|     danglymesh 1
 | |
| # Fake period, tightness and displacement parameters
 | |
|     period 6.000000
 | |
|     tightness 4.000000
 | |
|     displacement 0.025000
 | |
|     constraints 199
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         60.0
 | |
|         0.0
 | |
|         40.0
 | |
|         0.0
 | |
|         40.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         60.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         60.0
 | |
|         40.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         60.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         80.0
 | |
|         80.0
 | |
|         80.0
 | |
|         80.0
 | |
|         40.0
 | |
|         60.0
 | |
|         60.0
 | |
|         40.0
 | |
|         0.0
 | |
|         200.0
 | |
|         200.0
 | |
|         110.0
 | |
|         40.0
 | |
|         60.0
 | |
|         110.0
 | |
|         110.0
 | |
|         200.0
 | |
|         200.0
 | |
|         120.0
 | |
|         120.0
 | |
|         120.0
 | |
|         40.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         80.0
 | |
|         80.0
 | |
|         80.0
 | |
|         40.0
 | |
|         60.0
 | |
|         60.0
 | |
|         40.0
 | |
|         200.0
 | |
|         40.0
 | |
|         60.0
 | |
|         110.0
 | |
|         200.0
 | |
|         120.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
|         0.0
 | |
| endnode
 | |
| endmodelgeom pfg2_head041
 | |
| donemodel pfg2_head041
 |