1306 lines
		
	
	
		
			36 KiB
		
	
	
	
		
			Plaintext
		
	
	
	
	
	
			
		
		
	
	
			1306 lines
		
	
	
		
			36 KiB
		
	
	
	
		
			Plaintext
		
	
	
	
	
	
# Exported from Wayland's NWN Maxscript v0.3b at 2003-07-23 15:42:57
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# mdl file
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#
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filedependancy pmh0_head153.max
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newmodel pmh0_head153
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setsupermodel pmh0_head153 a_ba
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classification Character
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setanimationscale 1.0
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beginmodelgeom pmh0_head153
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node dummy pmh0_head153
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    parent NULL
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endnode
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node danglymesh pmh0_head153g
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    parent pmh0_head153
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    position -0.000283374 0.0208292 -0.0506748
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    orientation 1.0 0.0 0.0 0.0
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    scale 1.0
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    tightness 4
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    period 6
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    displacement 0.03
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    shininess 1
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    colors 230
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    1 1 1
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    1 1 1
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    1 1 1
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    1 1 1
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    1 1 1
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    1 1 1
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    1 1 1
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    1 1 1
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    1 1 1
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    1 1 1
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    1 1 1
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    1 1 1
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    1 1 1
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    1 1 1
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    1 1 1
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    1 1 1
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    1 1 1
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    1 1 1
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    1 1 1
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    1 1 1
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    1 1 1
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    1 1 1
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    1 1 1
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    0.54902 0.54902 0.54902
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    1 1 1
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    1 1 1
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    1 1 1
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    1 1 1
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    1 1 1
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    1 1 1
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    1 1 1
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    1 1 1
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    1 1 1
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    1 1 1
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    1 1 1
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    1 1 1
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    1 1 1
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    1 1 1
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    1 1 1
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    1 1 1
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    1 1 1
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    1 1 1
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    0.666667 0.666667 0.666667
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    1 1 1
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    1 1 1
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    period 6.000000
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    tightness 3.000000
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    displacement 0.025000
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    diffuse 0.996094 0.996094 0.996094
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    ambient 0.996094 0.996094 0.996094
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    specular 0.0 0.0 0.0
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    selfillumcolor 0.0 0.0 0.0
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    alpha 1.0
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    bitmap pmh0_head153
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    verts 230
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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 | 
						|
        -0.0011323 -0.0981235 0.0646676
 | 
						|
        -0.0631793 -0.163787 0.251142
 | 
						|
        -0.0011323 0.0024987 0.237256
 | 
						|
        -0.0011323 -0.0589081 0.27211
 | 
						|
        -0.0307103 -0.226091 0.168043
 | 
						|
        -0.174771 -0.156061 0.133374
 | 
						|
        -0.166173 -0.126553 0.186406
 | 
						|
        0.0617538 0.0367864 0.172077
 | 
						|
        0.0724016 -0.0510133 0.122939
 | 
						|
        0.0447157 -0.0979708 0.0899577
 | 
						|
        0.0764113 -0.0335292 0.142342
 | 
						|
        0.075693 -0.0020247 0.16078
 | 
						|
        0.0636068 0.0287112 0.21165
 | 
						|
        0.122854 -0.117175 0.198522
 | 
						|
        0.110462 -0.225876 0.0869323
 | 
						|
        0.0798123 0.0023846 0.205384
 | 
						|
        0.078365 -0.0385758 0.230907
 | 
						|
        0.170538 -0.0297011 0.219358
 | 
						|
        0.0519497 0.0541762 0.191369
 | 
						|
        0.0937625 -0.0804216 0.169701
 | 
						|
        -0.0011323 -0.0463326 0.245389
 | 
						|
        0.0278201 -0.130034 0.147243
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						|
        0.196992 -0.175817 0.128363
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						|
        0.215453 -0.144931 0.184354
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						|
        -0.0212865 0.123107 -0.0225459
 | 
						|
        -0.0204507 0.123883 -0.0225459
 | 
						|
        -0.0196149 0.123107 -0.0225459
 | 
						|
        -0.0204507 0.12233 -0.0225459
 | 
						|
        -0.027143 0.123107 -0.0288658
 | 
						|
        -0.0204507 0.129284 -0.0288658
 | 
						|
        -0.0137584 0.123107 -0.0288658
 | 
						|
        -0.0204507 0.11693 -0.0288658
 | 
						|
        -0.0212865 0.123107 -0.0351857
 | 
						|
        -0.0204507 0.123107 -0.0351857
 | 
						|
        -0.0196149 0.123107 -0.0351857
 | 
						|
        -0.0288083 0.123107 -0.0543648
 | 
						|
        -0.0204507 0.130865 -0.0543648
 | 
						|
        -0.0120932 0.123107 -0.0543648
 | 
						|
        -0.0204507 0.115348 -0.0543648
 | 
						|
        -0.0212865 0.123107 -0.0735153
 | 
						|
        -0.0204507 0.123107 -0.0735153
 | 
						|
        -0.0196149 0.123107 -0.0735153
 | 
						|
        -0.0271436 0.123107 -0.0798636
 | 
						|
        -0.0204507 0.12934 -0.0798636
 | 
						|
        -0.0137576 0.123107 -0.0798636
 | 
						|
        -0.0204507 0.116874 -0.0798636
 | 
						|
        -0.0212865 0.123107 -0.0862121
 | 
						|
        -0.0204507 0.123883 -0.0862121
 | 
						|
        -0.0196149 0.123107 -0.0862121
 | 
						|
        -0.0204507 0.12233 -0.0862121
 | 
						|
        -0.0288083 0.123107 -0.105363
 | 
						|
        -0.0204507 0.130865 -0.105363
 | 
						|
        -0.0120932 0.123107 -0.105363
 | 
						|
        -0.0204507 0.115348 -0.105363
 | 
						|
        -0.0212865 0.123107 -0.124477
 | 
						|
        -0.0204507 0.123883 -0.124477
 | 
						|
        -0.0196149 0.123107 -0.124477
 | 
						|
        -0.0204507 0.12233 -0.124477
 | 
						|
        -0.0271651 0.123107 -0.130862
 | 
						|
        -0.0204507 0.129301 -0.130862
 | 
						|
        -0.0137363 0.123107 -0.130862
 | 
						|
        -0.0204507 0.116912 -0.130862
 | 
						|
        -0.0212865 0.123107 -0.137245
 | 
						|
        -0.0204507 0.123883 -0.137245
 | 
						|
        -0.0196149 0.123107 -0.137245
 | 
						|
        -0.0204507 0.12233 -0.137245
 | 
						|
        -0.0288083 0.123107 -0.156361
 | 
						|
        -0.0204507 0.130865 -0.156361
 | 
						|
        -0.0120932 0.123107 -0.156361
 | 
						|
        -0.0204507 0.115348 -0.156361
 | 
						|
        -0.0212865 0.123107 -0.175931
 | 
						|
        -0.0204507 0.123883 -0.175931
 | 
						|
        -0.0196149 0.123107 -0.175931
 | 
						|
        -0.0204507 0.12233 -0.175931
 | 
						|
        0.0194513 0.123107 -0.0225459
 | 
						|
        0.020287 0.123883 -0.0225459
 | 
						|
        0.0211228 0.123107 -0.0225459
 | 
						|
        0.020287 0.12233 -0.0225459
 | 
						|
        0.0135948 0.123107 -0.0288658
 | 
						|
        0.020287 0.129284 -0.0288658
 | 
						|
        0.0269793 0.123107 -0.0288658
 | 
						|
        0.020287 0.11693 -0.0288658
 | 
						|
        0.0194513 0.123107 -0.0351857
 | 
						|
        0.020287 0.123107 -0.0351857
 | 
						|
        0.0211228 0.123107 -0.0351857
 | 
						|
        0.0119295 0.123107 -0.0543648
 | 
						|
        0.020287 0.130865 -0.0543648
 | 
						|
        0.0286445 0.123107 -0.0543648
 | 
						|
        0.020287 0.115348 -0.0543648
 | 
						|
        0.0194513 0.123107 -0.0735153
 | 
						|
        0.020287 0.123107 -0.0735153
 | 
						|
        0.0211228 0.123107 -0.0735153
 | 
						|
        0.013594 0.123107 -0.0798636
 | 
						|
        0.020287 0.12934 -0.0798636
 | 
						|
        0.0269799 0.123107 -0.0798636
 | 
						|
        0.020287 0.116874 -0.0798636
 | 
						|
        0.0194513 0.123107 -0.0862121
 | 
						|
        0.020287 0.123883 -0.0862121
 | 
						|
        0.0211228 0.123107 -0.0862121
 | 
						|
        0.020287 0.12233 -0.0862121
 | 
						|
        0.0119295 0.123107 -0.105363
 | 
						|
        0.020287 0.130865 -0.105363
 | 
						|
        0.0286445 0.123107 -0.105363
 | 
						|
        0.020287 0.115348 -0.105363
 | 
						|
        0.0194513 0.123107 -0.124477
 | 
						|
        0.020287 0.123883 -0.124477
 | 
						|
        0.0211228 0.123107 -0.124477
 | 
						|
        0.020287 0.12233 -0.124477
 | 
						|
        0.0135725 0.123107 -0.130862
 | 
						|
        0.020287 0.129301 -0.130862
 | 
						|
        0.0270014 0.123107 -0.130862
 | 
						|
        0.020287 0.116912 -0.130862
 | 
						|
        0.0194513 0.123107 -0.137245
 | 
						|
        0.020287 0.123883 -0.137245
 | 
						|
        0.0211228 0.123107 -0.137245
 | 
						|
        0.020287 0.12233 -0.137245
 | 
						|
        0.0119295 0.123107 -0.156361
 | 
						|
        0.020287 0.130865 -0.156361
 | 
						|
        0.0286445 0.123107 -0.156361
 | 
						|
        0.020287 0.115348 -0.156361
 | 
						|
        0.0194513 0.123107 -0.175931
 | 
						|
        0.020287 0.123883 -0.175931
 | 
						|
        0.0211228 0.123107 -0.175931
 | 
						|
        0.020287 0.12233 -0.175931
 | 
						|
    faces 412
 | 
						|
        0 1 2 1 0 1 2 65536
 | 
						|
        3 4 5 1 3 4 5 65536
 | 
						|
        4 6 5 1 4 6 5 65536
 | 
						|
        7 8 9 1 7 8 9 65536
 | 
						|
        10 2 1 1 10 2 1 65536
 | 
						|
        6 4 11 1 6 4 11 65536
 | 
						|
        12 13 14 1 12 13 14 65536
 | 
						|
        15 16 9 1 15 16 17 65536
 | 
						|
        17 11 0 1 18 11 0 65536
 | 
						|
        4 18 8 1 4 19 8 65536
 | 
						|
        8 7 11 1 8 7 11 65536
 | 
						|
        7 9 16 1 7 9 20 65536
 | 
						|
        7 16 19 1 7 20 21 65536
 | 
						|
        11 17 20 1 11 18 22 65536
 | 
						|
        8 11 4 1 8 11 4 65536
 | 
						|
        6 11 20 1 6 11 22 65536
 | 
						|
        19 21 7 1 21 23 7 65536
 | 
						|
        21 11 7 1 23 11 7 65536
 | 
						|
        21 1 0 1 23 1 0 65536
 | 
						|
        19 12 21 1 21 12 23 65536
 | 
						|
        0 11 21 1 0 11 23 65536
 | 
						|
        16 13 19 1 20 13 21 65536
 | 
						|
        13 12 19 1 13 12 21 65536
 | 
						|
        10 1 12 1 24 1 12 65536
 | 
						|
        21 12 1 1 23 12 1 65536
 | 
						|
        14 22 10 1 14 25 26 65536
 | 
						|
        23 24 14 1 27 28 14 65536
 | 
						|
        25 26 27 1 29 30 31 65536
 | 
						|
        27 23 28 1 31 32 33 65536
 | 
						|
        28 23 13 1 34 27 13 65536
 | 
						|
        13 23 14 1 13 27 14 65536
 | 
						|
        24 22 14 1 28 25 14 65536
 | 
						|
        23 27 24 1 32 31 35 65536
 | 
						|
        26 25 15 1 30 29 15 65536
 | 
						|
        12 14 10 1 12 14 26 65536
 | 
						|
        16 15 25 1 16 15 29 65536
 | 
						|
        25 28 16 1 29 33 16 65536
 | 
						|
        28 25 27 1 33 29 31 65536
 | 
						|
        13 16 28 1 13 20 34 65536
 | 
						|
        29 24 27 1 36 35 31 65536
 | 
						|
        29 27 26 1 36 31 30 65536
 | 
						|
        30 31 32 1 37 38 39 65536
 | 
						|
        33 30 32 1 40 37 39 65536
 | 
						|
        34 35 30 1 41 42 37 65536
 | 
						|
        36 33 31 1 43 44 45 65536
 | 
						|
        37 35 38 1 46 42 47 65536
 | 
						|
        39 38 35 1 48 47 42 65536
 | 
						|
        36 38 39 1 43 49 50 65536
 | 
						|
        35 34 39 1 42 41 48 65536
 | 
						|
        38 36 37 1 49 43 51 65536
 | 
						|
        33 32 31 1 44 52 45 65536
 | 
						|
        34 36 39 1 53 43 50 65536
 | 
						|
        34 30 33 1 41 37 40 65536
 | 
						|
        34 33 36 1 53 44 43 65536
 | 
						|
        26 40 29 1 30 54 36 65536
 | 
						|
        40 26 41 1 54 30 55 65536
 | 
						|
        15 41 26 1 15 55 30 65536
 | 
						|
        41 15 42 1 55 15 56 65536
 | 
						|
        9 42 15 1 17 56 15 65536
 | 
						|
        43 42 9 1 57 58 9 65536
 | 
						|
        43 9 8 1 57 9 8 65536
 | 
						|
        8 3 43 1 8 3 57 65536
 | 
						|
        3 8 18 1 3 8 19 65536
 | 
						|
        18 4 3 1 19 4 3 65536
 | 
						|
        44 0 2 1 1 0 2 65536
 | 
						|
        45 3 5 1 4 3 5 65536
 | 
						|
        6 45 5 1 6 4 5 65536
 | 
						|
        46 47 48 1 8 7 59 65536
 | 
						|
        2 10 44 1 2 60 1 65536
 | 
						|
        45 6 49 1 4 6 11 65536
 | 
						|
        50 51 52 1 13 12 61 65536
 | 
						|
        53 54 48 1 16 15 62 65536
 | 
						|
        49 17 0 1 11 18 0 65536
 | 
						|
        55 45 46 1 19 4 8 65536
 | 
						|
        47 46 49 1 7 8 11 65536
 | 
						|
        48 47 53 1 59 7 20 65536
 | 
						|
        53 47 56 1 20 7 21 65536
 | 
						|
        17 49 20 1 18 11 22 65536
 | 
						|
        49 46 45 1 11 8 4 65536
 | 
						|
        49 6 20 1 11 6 22 65536
 | 
						|
        57 56 47 1 23 21 7 65536
 | 
						|
        49 57 47 1 11 23 7 65536
 | 
						|
        44 57 0 1 1 23 0 65536
 | 
						|
        51 56 57 1 12 21 23 65536
 | 
						|
        49 0 57 1 11 0 23 65536
 | 
						|
        50 53 56 1 13 20 21 65536
 | 
						|
        51 50 56 1 12 13 21 65536
 | 
						|
        44 10 51 1 1 63 12 65536
 | 
						|
        51 57 44 1 12 23 1 65536
 | 
						|
        22 52 10 1 25 61 64 65536
 | 
						|
        24 58 52 1 28 65 61 65536
 | 
						|
        59 60 61 1 30 29 31 65536
 | 
						|
        58 61 62 1 66 31 33 65536
 | 
						|
        58 62 50 1 65 34 13 65536
 | 
						|
        58 50 52 1 65 13 61 65536
 | 
						|
        22 24 52 1 25 28 61 65536
 | 
						|
        61 58 24 1 31 66 35 65536
 | 
						|
        60 59 54 1 29 30 15 65536
 | 
						|
        52 51 10 1 61 12 10 65536
 | 
						|
        54 53 60 1 15 16 29 65536
 | 
						|
        62 60 53 1 33 29 16 65536
 | 
						|
        60 62 61 1 29 33 31 65536
 | 
						|
        53 50 62 1 20 13 34 65536
 | 
						|
        24 29 61 1 35 36 31 65536
 | 
						|
        61 29 59 1 31 36 30 65536
 | 
						|
        63 64 65 1 38 67 39 65536
 | 
						|
        64 66 65 1 67 40 39 65536
 | 
						|
        67 68 64 1 42 41 67 65536
 | 
						|
        66 69 63 1 44 43 45 65536
 | 
						|
        67 70 71 1 42 68 47 65536
 | 
						|
        71 72 67 1 47 48 42 65536
 | 
						|
        71 69 72 1 49 43 50 65536
 | 
						|
        68 67 72 1 41 42 48 65536
 | 
						|
        69 71 70 1 43 49 69 65536
 | 
						|
        65 66 63 1 52 44 45 65536
 | 
						|
        69 68 72 1 43 53 50 65536
 | 
						|
        64 68 66 1 67 41 40 65536
 | 
						|
        66 68 69 1 44 53 43 65536
 | 
						|
        40 59 29 1 54 30 36 65536
 | 
						|
        59 40 41 1 30 54 55 65536
 | 
						|
        41 54 59 1 55 15 30 65536
 | 
						|
        54 41 42 1 15 55 56 65536
 | 
						|
        42 48 54 1 56 62 15 65536
 | 
						|
        42 43 48 1 58 57 59 65536
 | 
						|
        48 43 46 1 59 57 8 65536
 | 
						|
        3 46 43 1 3 8 57 65536
 | 
						|
        46 3 55 1 8 3 19 65536
 | 
						|
        45 55 3 1 4 19 3 65536
 | 
						|
        73 74 75 1 70 71 72 65536
 | 
						|
        74 76 77 1 71 73 74 65536
 | 
						|
        78 77 76 1 75 74 73 65536
 | 
						|
        75 77 78 1 72 74 75 65536
 | 
						|
        75 79 77 1 72 76 74 65536
 | 
						|
        73 76 74 1 70 73 71 65536
 | 
						|
        74 77 79 1 71 74 76 65536
 | 
						|
        74 79 75 1 71 76 72 65536
 | 
						|
        80 73 81 1 77 70 78 65536
 | 
						|
        76 80 82 1 73 77 79 65536
 | 
						|
        82 83 76 1 79 80 73 65536
 | 
						|
        82 81 83 1 79 78 80 65536
 | 
						|
        84 81 82 1 81 78 79 65536
 | 
						|
        76 73 80 1 73 70 77 65536
 | 
						|
        82 80 84 1 79 77 81 65536
 | 
						|
        84 80 81 1 81 77 78 65536
 | 
						|
        91 92 93 1 82 83 84 1
 | 
						|
        94 95 96 1 85 86 87 1
 | 
						|
        97 98 90 1 88 89 90 1
 | 
						|
        90 98 99 1 90 89 91 1
 | 
						|
        100 91 93 1 92 82 84 1
 | 
						|
        98 97 101 1 89 88 93 1
 | 
						|
        85 102 86 1 94 95 96 1
 | 
						|
        103 87 104 1 97 98 99 1
 | 
						|
        103 104 97 1 97 99 88 1
 | 
						|
        95 94 105 1 86 85 100 1
 | 
						|
        107 95 105 1 101 86 100 1
 | 
						|
        85 99 100 1 94 91 92 1
 | 
						|
        100 99 91 1 92 91 82 1
 | 
						|
        90 99 85 1 90 91 94 1
 | 
						|
        91 108 92 1 82 102 83 1
 | 
						|
        98 109 108 1 89 103 102 1
 | 
						|
        104 87 96 1 99 98 87 1
 | 
						|
        94 96 87 1 85 87 98 1
 | 
						|
        94 106 110 1 85 104 105 1
 | 
						|
        111 90 89 1 106 90 107 1
 | 
						|
        88 87 103 1 108 98 97 1
 | 
						|
        89 88 111 1 107 108 106 1
 | 
						|
        90 112 97 1 90 109 88 1
 | 
						|
        112 90 103 1 109 90 97 1
 | 
						|
        111 88 103 1 106 108 97 1
 | 
						|
        103 90 111 1 97 90 106 1
 | 
						|
        112 103 97 1 109 97 88 1
 | 
						|
        102 100 93 1 95 92 84 1
 | 
						|
        85 100 102 1 94 92 95 1
 | 
						|
        99 98 91 1 91 89 82 1
 | 
						|
        98 108 91 1 89 102 82 1
 | 
						|
        92 118 93 1 83 110 84 1
 | 
						|
        119 105 120 1 111 100 112 1
 | 
						|
        121 122 117 1 113 114 90 1
 | 
						|
        121 117 123 1 113 90 115 1
 | 
						|
        118 124 93 1 110 116 84 1
 | 
						|
        122 121 109 1 114 113 103 1
 | 
						|
        102 113 86 1 95 94 96 1
 | 
						|
        115 125 119 1 117 97 111 1
 | 
						|
        119 125 122 1 111 97 114 1
 | 
						|
        122 109 126 1 114 103 118 1
 | 
						|
        110 127 105 1 105 119 100 1
 | 
						|
        119 101 105 1 111 93 100 1
 | 
						|
        123 113 124 1 115 94 116 1
 | 
						|
        123 124 118 1 115 116 110 1
 | 
						|
        123 117 113 1 115 90 94 1
 | 
						|
        108 121 118 1 102 113 110 1
 | 
						|
        109 121 108 1 103 113 102 1
 | 
						|
        115 119 120 1 117 111 112 1
 | 
						|
        127 110 106 1 119 105 104 1
 | 
						|
        106 115 127 1 104 117 119 1
 | 
						|
        117 128 116 1 90 120 121 1
 | 
						|
        115 114 125 1 117 108 97 1
 | 
						|
        114 116 128 1 108 121 120 1
 | 
						|
        129 117 122 1 122 90 114 1
 | 
						|
        117 129 125 1 90 122 97 1
 | 
						|
        114 128 125 1 108 120 97 1
 | 
						|
        117 125 128 1 90 97 120 1
 | 
						|
        125 129 122 1 97 122 114 1
 | 
						|
        124 102 93 1 116 95 84 1
 | 
						|
        124 113 102 1 116 94 95 1
 | 
						|
        121 123 118 1 113 115 110 1
 | 
						|
        92 108 118 1 83 102 110 1
 | 
						|
        106 94 87 1 104 85 98 1
 | 
						|
        94 110 105 1 85 105 100 1
 | 
						|
        120 127 115 1 112 119 117 1
 | 
						|
        127 120 105 1 119 112 100 1
 | 
						|
        119 122 101 1 111 114 93 1
 | 
						|
        109 98 126 1 103 89 118 1
 | 
						|
        107 97 95 1 101 88 86 1
 | 
						|
        95 104 96 1 86 99 87 1
 | 
						|
        97 104 95 1 88 99 86 1
 | 
						|
        101 97 107 1 93 88 101 1
 | 
						|
        105 101 107 1 100 93 101 1
 | 
						|
        126 98 101 1 118 89 93 1
 | 
						|
        122 126 101 1 114 118 93 1
 | 
						|
        130 135 134 1 123 128 127 2
 | 
						|
        130 131 135 1 123 124 128 2
 | 
						|
        131 136 135 1 124 129 128 2
 | 
						|
        131 132 136 1 124 125 129 2
 | 
						|
        132 137 136 1 125 130 129 2
 | 
						|
        132 133 137 1 125 126 130 2
 | 
						|
        133 134 137 1 126 127 130 2
 | 
						|
        133 130 134 1 126 123 127 2
 | 
						|
        134 139 138 1 127 131 123 2
 | 
						|
        134 135 139 1 127 128 131 2
 | 
						|
        135 140 139 1 128 125 131 2
 | 
						|
        135 136 140 1 128 129 125 2
 | 
						|
        136 139 140 1 129 131 125 2
 | 
						|
        136 137 139 1 129 130 131 2
 | 
						|
        137 138 139 1 130 123 131 2
 | 
						|
        137 134 138 1 130 127 123 2
 | 
						|
        138 142 141 1 123 133 132 2
 | 
						|
        138 139 142 1 123 131 133 2
 | 
						|
        139 143 142 1 131 134 133 2
 | 
						|
        139 140 143 1 131 125 134 2
 | 
						|
        140 144 143 1 125 135 134 2
 | 
						|
        140 139 144 1 125 131 135 2
 | 
						|
        139 141 144 1 131 132 135 2
 | 
						|
        139 138 141 1 131 123 132 2
 | 
						|
        141 146 145 1 132 131 123 2
 | 
						|
        141 142 146 1 132 133 131 2
 | 
						|
        142 147 146 1 133 125 131 2
 | 
						|
        142 143 147 1 133 134 125 2
 | 
						|
        143 146 147 1 134 131 125 2
 | 
						|
        143 144 146 1 134 135 131 2
 | 
						|
        144 145 146 1 135 123 131 2
 | 
						|
        144 141 145 1 135 132 123 2
 | 
						|
        145 149 148 1 123 137 136 2
 | 
						|
        145 146 149 1 123 131 137 2
 | 
						|
        146 150 149 1 131 138 137 2
 | 
						|
        146 147 150 1 131 125 138 2
 | 
						|
        147 151 150 1 125 139 138 2
 | 
						|
        147 146 151 1 125 131 139 2
 | 
						|
        146 148 151 1 131 136 139 2
 | 
						|
        146 145 148 1 131 123 136 2
 | 
						|
        148 153 152 1 136 124 123 2
 | 
						|
        148 149 153 1 136 137 124 2
 | 
						|
        149 154 153 1 137 125 124 2
 | 
						|
        149 150 154 1 137 138 125 2
 | 
						|
        150 155 154 1 138 126 125 2
 | 
						|
        150 151 155 1 138 139 126 2
 | 
						|
        151 152 155 1 139 123 126 2
 | 
						|
        151 148 152 1 139 136 123 2
 | 
						|
        152 157 156 1 123 133 132 2
 | 
						|
        152 153 157 1 123 124 133 2
 | 
						|
        153 158 157 1 124 134 133 2
 | 
						|
        153 154 158 1 124 125 134 2
 | 
						|
        154 159 158 1 125 135 134 2
 | 
						|
        154 155 159 1 125 126 135 2
 | 
						|
        155 156 159 1 126 132 135 2
 | 
						|
        155 152 156 1 126 123 132 2
 | 
						|
        156 161 160 1 132 124 123 2
 | 
						|
        156 157 161 1 132 133 124 2
 | 
						|
        157 162 161 1 133 125 124 2
 | 
						|
        157 158 162 1 133 134 125 2
 | 
						|
        158 163 162 1 134 126 125 2
 | 
						|
        158 159 163 1 134 135 126 2
 | 
						|
        159 160 163 1 135 123 126 2
 | 
						|
        159 156 160 1 135 132 123 2
 | 
						|
        160 165 164 1 123 141 140 2
 | 
						|
        160 161 165 1 123 124 141 2
 | 
						|
        161 166 165 1 124 142 141 2
 | 
						|
        161 162 166 1 124 125 142 2
 | 
						|
        162 167 166 1 125 143 142 2
 | 
						|
        162 163 167 1 125 126 143 2
 | 
						|
        163 164 167 1 126 140 143 2
 | 
						|
        163 160 164 1 126 123 140 2
 | 
						|
        164 169 168 1 140 124 123 2
 | 
						|
        164 165 169 1 140 141 124 2
 | 
						|
        165 170 169 1 141 125 124 2
 | 
						|
        165 166 170 1 141 142 125 2
 | 
						|
        166 171 170 1 142 126 125 2
 | 
						|
        166 167 171 1 142 143 126 2
 | 
						|
        167 168 171 1 143 123 126 2
 | 
						|
        167 164 168 1 143 140 123 2
 | 
						|
        168 173 172 1 123 133 132 2
 | 
						|
        168 169 173 1 123 124 133 2
 | 
						|
        169 174 173 1 124 134 133 2
 | 
						|
        169 170 174 1 124 125 134 2
 | 
						|
        170 175 174 1 125 135 134 2
 | 
						|
        170 171 175 1 125 126 135 2
 | 
						|
        171 172 175 1 126 132 135 2
 | 
						|
        171 168 172 1 126 123 132 2
 | 
						|
        172 177 176 1 132 124 123 2
 | 
						|
        172 173 177 1 132 133 124 2
 | 
						|
        173 178 177 1 133 125 124 2
 | 
						|
        173 174 178 1 133 134 125 2
 | 
						|
        174 179 178 1 134 126 125 2
 | 
						|
        174 175 179 1 134 135 126 2
 | 
						|
        175 176 179 1 135 123 126 2
 | 
						|
        175 172 176 1 135 132 123 2
 | 
						|
        180 185 184 1 144 149 148 2
 | 
						|
        180 181 185 1 144 145 149 2
 | 
						|
        181 186 185 1 145 150 149 2
 | 
						|
        181 182 186 1 145 146 150 2
 | 
						|
        182 187 186 1 146 151 150 2
 | 
						|
        182 183 187 1 146 147 151 2
 | 
						|
        183 184 187 1 147 148 151 2
 | 
						|
        183 180 184 1 147 144 148 2
 | 
						|
        184 189 188 1 148 152 144 2
 | 
						|
        184 185 189 1 148 149 152 2
 | 
						|
        185 190 189 1 149 146 152 2
 | 
						|
        185 186 190 1 149 150 146 2
 | 
						|
        186 189 190 1 150 152 146 2
 | 
						|
        186 187 189 1 150 151 152 2
 | 
						|
        187 188 189 1 151 144 152 2
 | 
						|
        187 184 188 1 151 148 144 2
 | 
						|
        188 192 191 1 144 133 132 2
 | 
						|
        188 189 192 1 144 152 133 2
 | 
						|
        189 193 192 1 152 134 133 2
 | 
						|
        189 190 193 1 152 146 134 2
 | 
						|
        190 194 193 1 146 135 134 2
 | 
						|
        190 189 194 1 146 152 135 2
 | 
						|
        189 191 194 1 152 132 135 2
 | 
						|
        189 188 191 1 152 144 132 2
 | 
						|
        191 196 195 1 132 152 144 2
 | 
						|
        191 192 196 1 132 133 152 2
 | 
						|
        192 197 196 1 133 146 152 2
 | 
						|
        192 193 197 1 133 134 146 2
 | 
						|
        193 196 197 1 134 152 146 2
 | 
						|
        193 194 196 1 134 135 152 2
 | 
						|
        194 195 196 1 135 144 152 2
 | 
						|
        194 191 195 1 135 132 144 2
 | 
						|
        195 199 198 1 144 154 153 2
 | 
						|
        195 196 199 1 144 152 154 2
 | 
						|
        196 200 199 1 152 155 154 2
 | 
						|
        196 197 200 1 152 146 155 2
 | 
						|
        197 201 200 1 146 156 155 2
 | 
						|
        197 196 201 1 146 152 156 2
 | 
						|
        196 198 201 1 152 153 156 2
 | 
						|
        196 195 198 1 152 144 153 2
 | 
						|
        198 203 202 1 153 145 144 2
 | 
						|
        198 199 203 1 153 154 145 2
 | 
						|
        199 204 203 1 154 146 145 2
 | 
						|
        199 200 204 1 154 155 146 2
 | 
						|
        200 205 204 1 155 147 146 2
 | 
						|
        200 201 205 1 155 156 147 2
 | 
						|
        201 202 205 1 156 144 147 2
 | 
						|
        201 198 202 1 156 153 144 2
 | 
						|
        202 207 206 1 144 133 132 2
 | 
						|
        202 203 207 1 144 145 133 2
 | 
						|
        203 208 207 1 145 134 133 2
 | 
						|
        203 204 208 1 145 146 134 2
 | 
						|
        204 209 208 1 146 135 134 2
 | 
						|
        204 205 209 1 146 147 135 2
 | 
						|
        205 206 209 1 147 132 135 2
 | 
						|
        205 202 206 1 147 144 132 2
 | 
						|
        206 211 210 1 132 145 144 2
 | 
						|
        206 207 211 1 132 133 145 2
 | 
						|
        207 212 211 1 133 146 145 2
 | 
						|
        207 208 212 1 133 134 146 2
 | 
						|
        208 213 212 1 134 147 146 2
 | 
						|
        208 209 213 1 134 135 147 2
 | 
						|
        209 210 213 1 135 144 147 2
 | 
						|
        209 206 210 1 135 132 144 2
 | 
						|
        210 215 214 1 144 158 157 2
 | 
						|
        210 211 215 1 144 145 158 2
 | 
						|
        211 216 215 1 145 159 158 2
 | 
						|
        211 212 216 1 145 146 159 2
 | 
						|
        212 217 216 1 146 160 159 2
 | 
						|
        212 213 217 1 146 147 160 2
 | 
						|
        213 214 217 1 147 157 160 2
 | 
						|
        213 210 214 1 147 144 157 2
 | 
						|
        214 219 218 1 157 145 144 2
 | 
						|
        214 215 219 1 157 158 145 2
 | 
						|
        215 220 219 1 158 146 145 2
 | 
						|
        215 216 220 1 158 159 146 2
 | 
						|
        216 221 220 1 159 147 146 2
 | 
						|
        216 217 221 1 159 160 147 2
 | 
						|
        217 218 221 1 160 144 147 2
 | 
						|
        217 214 218 1 160 157 144 2
 | 
						|
        218 223 222 1 144 133 132 2
 | 
						|
        218 219 223 1 144 145 133 2
 | 
						|
        219 224 223 1 145 134 133 2
 | 
						|
        219 220 224 1 145 146 134 2
 | 
						|
        220 225 224 1 146 135 134 2
 | 
						|
        220 221 225 1 146 147 135 2
 | 
						|
        221 222 225 1 147 132 135 2
 | 
						|
        221 218 222 1 147 144 132 2
 | 
						|
        222 227 226 1 132 145 144 2
 | 
						|
        222 223 227 1 132 133 145 2
 | 
						|
        223 228 227 1 133 146 145 2
 | 
						|
        223 224 228 1 133 134 146 2
 | 
						|
        224 229 228 1 134 147 146 2
 | 
						|
        224 225 229 1 134 135 147 2
 | 
						|
        225 226 229 1 135 144 147 2
 | 
						|
        225 222 226 1 135 132 144 2
 | 
						|
    tverts 161
 | 
						|
        0.0226318 0.648657 0
 | 
						|
        0.105842 0.736191 0
 | 
						|
        0.000855748 0.70415 0
 | 
						|
        0.00772166 0.0254361 0
 | 
						|
        0.074547 0.329508 0
 | 
						|
        0.00782573 0.334305 0
 | 
						|
        0.0144011 0.38915 0
 | 
						|
        0.320506 0.576858 0
 | 
						|
        0.318882 0.0373575 0
 | 
						|
        0.467426 0.21123 0
 | 
						|
        0.00945534 0.922603 0
 | 
						|
        0.117726 0.45408 0
 | 
						|
        0.274355 0.837906 0
 | 
						|
        0.381205 0.915694 0
 | 
						|
        0.209208 0.960191 0
 | 
						|
        0.70134 0.34072 0
 | 
						|
        0.497665 0.559716 0
 | 
						|
        0.496453 0.260071 0
 | 
						|
        0.00291302 0.490714 0
 | 
						|
        0.161021 0.0340485 0
 | 
						|
        0.498158 0.562861 0
 | 
						|
        0.3893 0.685073 0
 | 
						|
        0.00691819 0.443797 0
 | 
						|
        0.17792 0.648888 0
 | 
						|
        0.0114196 0.920676 0
 | 
						|
        0.0720681 0.988002 0
 | 
						|
        0.0113259 0.92079 0
 | 
						|
        0.480069 0.922058 0
 | 
						|
        0.533734 0.984631 0
 | 
						|
        0.660251 0.733826 0
 | 
						|
        0.72142 0.730877 0
 | 
						|
        0.669757 0.884164 0
 | 
						|
        0.480285 0.920915 0
 | 
						|
        0.534314 0.791075 0
 | 
						|
        0.534416 0.791829 0
 | 
						|
        0.533042 0.986035 0
 | 
						|
        0.791835 0.943673 0
 | 
						|
        0.418283 0.0512324 0
 | 
						|
        0.413892 0.0783624 0
 | 
						|
        0.444918 0.0530093 0
 | 
						|
        0.435947 0.0245378 0
 | 
						|
        0.405374 0.0292056 0
 | 
						|
        0.400949 0.05022 0
 | 
						|
        0.558785 0.202433 0
 | 
						|
        0.730264 0.0295611 0
 | 
						|
        0.599051 0.200111 0
 | 
						|
        0.393846 0.071834 0
 | 
						|
        0.391094 0.0651376 0
 | 
						|
        0.392463 0.0473114 0
 | 
						|
        0.47586 0.141348 0
 | 
						|
        0.45963 0.0775721 0
 | 
						|
        0.500645 0.189803 0
 | 
						|
        0.730385 0.1401 0
 | 
						|
        0.57778 0.0118788 0
 | 
						|
        0.821838 0.727924 0
 | 
						|
        0.810859 0.295876 0
 | 
						|
        0.722263 0.273416 0
 | 
						|
        0.218424 0.0135871 0
 | 
						|
        0.337905 0.0496628 0
 | 
						|
        0.463479 0.216061 0
 | 
						|
        0.0113727 0.920618 0
 | 
						|
        0.209208 0.95944 0
 | 
						|
        0.492506 0.257656 0
 | 
						|
        0.0114663 0.920561 0
 | 
						|
        0.0114663 0.920733 0
 | 
						|
        0.478756 0.921194 0
 | 
						|
        0.480285 0.920164 0
 | 
						|
        0.418283 0.0512323 0
 | 
						|
        0.393846 0.0718339 0
 | 
						|
        0.496698 0.189803 0
 | 
						|
        0.478472 0.72383 0
 | 
						|
        0.901733 0.676643 0
 | 
						|
        0.526367 0.744753 0
 | 
						|
        0.711776 0.705767 0
 | 
						|
        0.615396 0.778193 0
 | 
						|
        0.714429 0.743433 0
 | 
						|
        0.699105 0.578459 0
 | 
						|
        0.901782 0.677795 0
 | 
						|
        0.526385 0.744766 0
 | 
						|
        0.615445 0.779345 0
 | 
						|
        0.714477 0.744585 0
 | 
						|
        0.698727 0.579549 0
 | 
						|
        0.512496 0.751148 0
 | 
						|
        0.461408 0.737831 0
 | 
						|
        0.445436 0.651395 0
 | 
						|
        0.68204 0.574737 0
 | 
						|
        0.791237 0.707628 0
 | 
						|
        0.820108 0.874498 0
 | 
						|
        0.644861 0.779198 0
 | 
						|
        0.545432 0.705916 0
 | 
						|
        0.686191 0.715217 0
 | 
						|
        0.485673 0.737345 0
 | 
						|
        0.51044 0.639363 0
 | 
						|
        0.631201 0.732208 0
 | 
						|
        0.599162 0.723655 0
 | 
						|
        0.476398 0.723324 0
 | 
						|
        0.51121 0.647811 0
 | 
						|
        0.774867 0.754704 0
 | 
						|
        0.78617 0.561302 0
 | 
						|
        0.846496 0.682169 0
 | 
						|
        0.829659 0.722398 0
 | 
						|
        0.701337 0.595831 0
 | 
						|
        0.495421 0.68749 0
 | 
						|
        0.50586 0.79882 0
 | 
						|
        0.761042 0.533957 0
 | 
						|
        0.908998 0.682396 0
 | 
						|
        0.732286 0.539482 0
 | 
						|
        0.83368 0.682905 0
 | 
						|
        0.905436 0.719296 0
 | 
						|
        0.817815 0.718244 0
 | 
						|
        0.542599 0.694513 0
 | 
						|
        0.73595 0.664465 0
 | 
						|
        0.790489 0.904112 0
 | 
						|
        0.589864 0.732124 0
 | 
						|
        0.868536 0.863404 0
 | 
						|
        0.609277 0.74859 0
 | 
						|
        0.533454 0.632038 0
 | 
						|
        0.71205 0.587853 0
 | 
						|
        0.588532 0.719978 0
 | 
						|
        0.697772 0.551064 0
 | 
						|
        0.762808 0.579421 0
 | 
						|
        0.83368 0.682906 0
 | 
						|
        0.844507 0.72827 0
 | 
						|
        0.797198 0.0667445 0
 | 
						|
        0.797197 0.0639931 0
 | 
						|
        0.794446 0.0639932 0
 | 
						|
        0.794446 0.0667445 0
 | 
						|
        0.806838 0.0763845 0
 | 
						|
        0.806775 0.0544154 0
 | 
						|
        0.784806 0.0543532 0
 | 
						|
        0.784869 0.0763215 0
 | 
						|
        0.795822 0.0653685 0
 | 
						|
        0.892158 0.714994 0
 | 
						|
        0.91038 0.695141 0
 | 
						|
        0.890405 0.676888 0
 | 
						|
        0.872239 0.696931 0
 | 
						|
        0.806838 0.0763852 0
 | 
						|
        0.806874 0.0543164 0
 | 
						|
        0.784806 0.0543525 0
 | 
						|
        0.78477 0.0764206 0
 | 
						|
        0.806874 0.0764206 0
 | 
						|
        0.806805 0.054385 0
 | 
						|
        0.78477 0.0543171 0
 | 
						|
        0.784838 0.0763519 0
 | 
						|
        0.79852 0.0680672 0
 | 
						|
        0.79852 0.0653159 0
 | 
						|
        0.795769 0.0653159 0
 | 
						|
        0.795768 0.0680672 0
 | 
						|
        0.80816 0.0777072 0
 | 
						|
        0.808097 0.0557381 0
 | 
						|
        0.786129 0.0556759 0
 | 
						|
        0.786191 0.0776443 0
 | 
						|
        0.797144 0.0666912 0
 | 
						|
        0.808161 0.0777079 0
 | 
						|
        0.808196 0.0556391 0
 | 
						|
        0.786128 0.0556752 0
 | 
						|
        0.786092 0.0777433 0
 | 
						|
        0.808196 0.0777432 0
 | 
						|
        0.808128 0.0557077 0
 | 
						|
        0.786093 0.0556398 0
 | 
						|
        0.786161 0.0776747 0
 | 
						|
    danglymesh 1
 | 
						|
# Fake period, tightness and displacement parameters
 | 
						|
    period 6.000000
 | 
						|
    tightness 3.000000
 | 
						|
    displacement 0.025000
 | 
						|
    constraints 230
 | 
						|
        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
 | 
						|
        140.0
 | 
						|
        130.0
 | 
						|
        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
 | 
						|
        250.0
 | 
						|
        250.0
 | 
						|
        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
 | 
						|
        140.0
 | 
						|
        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
 | 
						|
        230.0
 | 
						|
        0.0
 | 
						|
        240.0
 | 
						|
        240.0
 | 
						|
        230.0
 | 
						|
        0.0
 | 
						|
        220.0
 | 
						|
        0.0
 | 
						|
        240.0
 | 
						|
        230.0
 | 
						|
        0.0
 | 
						|
        220.0
 | 
						|
        0.0
 | 
						|
        0.0
 | 
						|
        0.0
 | 
						|
        0.0
 | 
						|
        0.0
 | 
						|
        0.0
 | 
						|
        110.0
 | 
						|
        30.0
 | 
						|
        90.0
 | 
						|
        92.0
 | 
						|
        144.0
 | 
						|
        50.0
 | 
						|
        90.0
 | 
						|
        94.0
 | 
						|
        40.0
 | 
						|
        130.0
 | 
						|
        80.0
 | 
						|
        0.0
 | 
						|
        140.0
 | 
						|
        100.0
 | 
						|
        80.0
 | 
						|
        0.0
 | 
						|
        0.0
 | 
						|
        78.0
 | 
						|
        30.0
 | 
						|
        50.0
 | 
						|
        64.0
 | 
						|
        60.0
 | 
						|
        0.0
 | 
						|
        0.0
 | 
						|
        0.0
 | 
						|
        0.0
 | 
						|
        170.0
 | 
						|
        120.0
 | 
						|
        80.0
 | 
						|
        80.0
 | 
						|
        120.0
 | 
						|
        90.0
 | 
						|
        50.0
 | 
						|
        0.0
 | 
						|
        0.0
 | 
						|
        80.0
 | 
						|
        0.0
 | 
						|
        36.0
 | 
						|
        10.0
 | 
						|
        220.0
 | 
						|
        220.0
 | 
						|
        220.0
 | 
						|
        220.0
 | 
						|
        210.0
 | 
						|
        194.0
 | 
						|
        220.0
 | 
						|
        220.0
 | 
						|
        210.0
 | 
						|
        210.0
 | 
						|
        210.0
 | 
						|
        210.0
 | 
						|
        210.0
 | 
						|
        210.0
 | 
						|
        210.0
 | 
						|
        200.0
 | 
						|
        200.0
 | 
						|
        200.0
 | 
						|
        200.0
 | 
						|
        200.0
 | 
						|
        200.0
 | 
						|
        200.0
 | 
						|
        200.0
 | 
						|
        200.0
 | 
						|
        200.0
 | 
						|
        200.0
 | 
						|
        190.0
 | 
						|
        168.0
 | 
						|
        190.0
 | 
						|
        174.0
 | 
						|
        170.0
 | 
						|
        170.0
 | 
						|
        170.0
 | 
						|
        180.0
 | 
						|
        170.0
 | 
						|
        170.0
 | 
						|
        170.0
 | 
						|
        170.0
 | 
						|
        170.0
 | 
						|
        170.0
 | 
						|
        170.0
 | 
						|
        170.0
 | 
						|
        150.0
 | 
						|
        140.0
 | 
						|
        150.0
 | 
						|
        150.0
 | 
						|
        114.0
 | 
						|
        130.0
 | 
						|
        114.0
 | 
						|
        114.0
 | 
						|
        220.0
 | 
						|
        220.0
 | 
						|
        220.0
 | 
						|
        220.0
 | 
						|
        220.0
 | 
						|
        194.0
 | 
						|
        210.0
 | 
						|
        220.0
 | 
						|
        210.0
 | 
						|
        210.0
 | 
						|
        210.0
 | 
						|
        210.0
 | 
						|
        210.0
 | 
						|
        210.0
 | 
						|
        210.0
 | 
						|
        200.0
 | 
						|
        200.0
 | 
						|
        200.0
 | 
						|
        200.0
 | 
						|
        200.0
 | 
						|
        200.0
 | 
						|
        200.0
 | 
						|
        200.0
 | 
						|
        200.0
 | 
						|
        200.0
 | 
						|
        200.0
 | 
						|
        190.0
 | 
						|
        168.0
 | 
						|
        190.0
 | 
						|
        174.0
 | 
						|
        180.0
 | 
						|
        170.0
 | 
						|
        170.0
 | 
						|
        180.0
 | 
						|
        170.0
 | 
						|
        170.0
 | 
						|
        170.0
 | 
						|
        170.0
 | 
						|
        170.0
 | 
						|
        170.0
 | 
						|
        170.0
 | 
						|
        170.0
 | 
						|
        150.0
 | 
						|
        140.0
 | 
						|
        150.0
 | 
						|
        150.0
 | 
						|
        114.0
 | 
						|
        130.0
 | 
						|
        114.0
 | 
						|
        114.0
 | 
						|
endnode
 | 
						|
endmodelgeom pmh0_head153
 | 
						|
donemodel pmh0_head153 |