574 lines
		
	
	
		
			15 KiB
		
	
	
	
		
			Plaintext
		
	
	
	
	
	
			
		
		
	
	
			574 lines
		
	
	
		
			15 KiB
		
	
	
	
		
			Plaintext
		
	
	
	
	
	
# Exported from Wayland's NWN Maxscript v0.3b at 2003-07-04 11:07:23
 | 
						|
# mdl file
 | 
						|
#
 | 
						|
filedependancy pme0_head010.max
 | 
						|
newmodel pmh2_head153
 | 
						|
setsupermodel pmh2_head153 NULL
 | 
						|
classification character
 | 
						|
setanimationscale 1
 | 
						|
beginmodelgeom pmh2_head153
 | 
						|
node dummy pmh2_head153
 | 
						|
    parent NULL
 | 
						|
endnode
 | 
						|
node danglymesh pmh2_head153g
 | 
						|
    parent pmh2_head153
 | 
						|
    position 0.001288 0.0095178 -0.0475745
 | 
						|
    orientation 1.0 0.0 0.0 0.0
 | 
						|
    scale 1.05
 | 
						|
    shininess 1
 | 
						|
    displacement 0.0199999996
 | 
						|
    period 8
 | 
						|
    tightness 3
 | 
						|
    setfillumcolor 0 0 0
 | 
						|
    diffuse 1.0 1.0 1.0
 | 
						|
    ambient 1.0 1.0 1.0
 | 
						|
    specular 0.0 0.0 0.0
 | 
						|
    selfillumcolor 0.0 0.0 0.0
 | 
						|
    alpha 1.0
 | 
						|
    bitmap pmh0_head010
 | 
						|
    verts 103
 | 
						|
        -0.0329068 0.0486956 0.201836
 | 
						|
        0.0282418 0.067139 0.198416
 | 
						|
        0.0 0.0880788 0.173068
 | 
						|
        -0.069849 -0.0326373 0.196063
 | 
						|
        -0.0642706 0.0625489 0.17031
 | 
						|
        -0.0856486 -0.0033995 0.0992391
 | 
						|
        -0.0731504 -0.0497031 0.0740333
 | 
						|
        -0.0730475 -0.0917851 0.160738
 | 
						|
        0.0279005 -0.0892467 0.213965
 | 
						|
        0.0412682 -0.201461 0.200348
 | 
						|
        -0.007245 -0.0833263 0.215073
 | 
						|
        0.0 -0.238566 0.123713
 | 
						|
        -0.0072055 -0.158716 0.190296
 | 
						|
        0.0 -0.15532 0.176904
 | 
						|
        0.0162348 -0.0755508 0.234646
 | 
						|
        -0.0086186 -0.10272 0.173186
 | 
						|
        -0.0436921 -0.109544 0.118784
 | 
						|
        -0.0317554 -0.168438 0.0980935
 | 
						|
        0.0 -0.178287 0.116168
 | 
						|
        -0.076636 -0.232806 0.0079283
 | 
						|
        -0.0825643 -0.159852 0.158946
 | 
						|
        -0.0993524 -0.143999 0.171351
 | 
						|
        -0.0961769 -0.155795 0.183284
 | 
						|
        -0.159784 -0.192551 0.11218
 | 
						|
        0.0 -0.0684843 0.0388159
 | 
						|
        0.0 -0.100828 0.0613343
 | 
						|
        -0.0450948 -0.0948829 0.0625146
 | 
						|
        -0.0411767 -0.0681619 0.0410454
 | 
						|
        0.0553012 0.0120232 0.211642
 | 
						|
        0.0519565 -0.0690321 0.202266
 | 
						|
        0.0810831 -0.0140236 0.186631
 | 
						|
        0.0642706 0.0625489 0.17031
 | 
						|
        0.0731504 -0.0579911 0.0740333
 | 
						|
        0.0856486 -0.0033995 0.0992391
 | 
						|
        0.0478787 -0.102057 0.142424
 | 
						|
        0.014411 -0.155351 0.188467
 | 
						|
        0.0267494 -0.101941 0.20216
 | 
						|
        0.0153598 -0.175923 0.0922748
 | 
						|
        0.0740782 -0.14918 0.149051
 | 
						|
        0.0965542 -0.143999 0.156291
 | 
						|
        0.0933787 -0.155795 0.168225
 | 
						|
        0.133205 -0.215937 0.0803118
 | 
						|
        0.0450948 -0.0948829 0.0625146
 | 
						|
        0.0411767 -0.0681619 0.0410454
 | 
						|
        0.0 0.0976659 0.117244
 | 
						|
        -0.015703 0.101914 0.129503
 | 
						|
        0.0 0.101914 0.132006
 | 
						|
        0.0 0.103948 -0.0148971
 | 
						|
        -0.0169825 0.0999203 0.0217945
 | 
						|
        0.0 0.0999203 0.0217945
 | 
						|
        0.0 0.0981894 0.0696069
 | 
						|
        -0.0662109 0.0839488 0.0913472
 | 
						|
        -0.0570391 0.0763583 0.050334
 | 
						|
        -0.0704929 0.0228865 0.0268954
 | 
						|
        -0.0220354 0.093813 0.0727441
 | 
						|
        -0.0658018 0.0824564 0.141005
 | 
						|
        -0.0742271 -0.0004344 0.0601495
 | 
						|
        0.0 0.122667 0.0780577
 | 
						|
        -0.0067173 0.119029 0.076608
 | 
						|
        -0.0152393 0.100562 -0.0148971
 | 
						|
        -0.0448161 0.0753288 -0.00562079
 | 
						|
        -0.0657973 0.0757603 0.115209
 | 
						|
        0.0 0.119307 0.0751061
 | 
						|
        -0.0458895 0.0857988 0.115003
 | 
						|
        -0.018744 0.0878997 0.116599
 | 
						|
        -0.0476616 0.0915146 0.133301
 | 
						|
        -0.064993 -0.012311 0.0959397
 | 
						|
        -0.0758415 0.0114816 0.0884531
 | 
						|
        -0.087013 -0.010271 0.122564
 | 
						|
        -0.0905915 -0.0292814 0.117416
 | 
						|
        -0.0888074 -0.034622 0.090269
 | 
						|
        -0.0589993 -0.0118386 0.0668359
 | 
						|
        -0.0743422 0.009778 0.0683538
 | 
						|
        -0.0703711 0.0040706 0.0542677
 | 
						|
        -0.076469 -0.0013667 0.0496603
 | 
						|
        -0.083251 -0.0108046 0.0498057
 | 
						|
        0.0 0.0533357 -0.00562079
 | 
						|
        0.0 6.69e-005 0.0193139
 | 
						|
        0.015703 0.101914 0.129503
 | 
						|
        0.0169825 0.0999203 0.0217945
 | 
						|
        0.0448161 0.0753288 -0.00562079
 | 
						|
        0.0570391 0.0763583 0.050334
 | 
						|
        0.0704929 0.0228865 0.0268954
 | 
						|
        0.0220354 0.093813 0.0727441
 | 
						|
        0.0658018 0.0824564 0.141005
 | 
						|
        0.0742271 -0.0004344 0.0601495
 | 
						|
        0.0067173 0.119029 0.076608
 | 
						|
        0.0152391 0.100562 -0.0148971
 | 
						|
        0.0662109 0.0839488 0.0913472
 | 
						|
        0.0657973 0.0757603 0.115209
 | 
						|
        0.0458895 0.0857988 0.115003
 | 
						|
        0.018744 0.0878997 0.116599
 | 
						|
        0.0476616 0.0915146 0.133301
 | 
						|
        0.0758415 0.0114816 0.0884531
 | 
						|
        0.064993 -0.012311 0.0959397
 | 
						|
        0.087013 -0.010271 0.122564
 | 
						|
        0.0905915 -0.0292814 0.117416
 | 
						|
        0.0589993 -0.0118386 0.0668359
 | 
						|
        0.0888074 -0.034622 0.090269
 | 
						|
        0.0743422 0.009778 0.0683538
 | 
						|
        0.0703711 0.0040706 0.0542677
 | 
						|
        0.076469 -0.0013667 0.0496603
 | 
						|
        0.083251 -0.0108046 0.0498057
 | 
						|
    faces 188
 | 
						|
        0 1 2 1 0 1 2 2
 | 
						|
        3 0 4 1 3 4 5 2
 | 
						|
        4 0 2 1 5 4 6 2
 | 
						|
        5 6 7 1 7 8 9 2
 | 
						|
        7 3 5 1 9 3 7 2
 | 
						|
        4 5 3 1 5 7 3 2
 | 
						|
        8 9 10 1 10 11 12 2
 | 
						|
        11 12 13 1 13 14 15 2
 | 
						|
        0 3 10 1 4 3 16 2
 | 
						|
        10 9 14 1 12 11 17 2
 | 
						|
        0 10 14 1 0 12 17 2
 | 
						|
        15 7 16 1 18 9 19 2
 | 
						|
        10 3 15 1 16 3 18 2
 | 
						|
        13 12 15 1 15 14 18 2
 | 
						|
        12 10 15 1 14 16 18 2
 | 
						|
        17 18 15 1 20 21 18 2
 | 
						|
        16 17 15 1 19 20 18 2
 | 
						|
        17 19 18 1 20 22 21 2
 | 
						|
        7 15 20 1 9 18 23 2
 | 
						|
        20 21 7 1 23 24 9 2
 | 
						|
        15 3 22 1 18 3 25 2
 | 
						|
        22 20 15 1 25 23 18 2
 | 
						|
        3 7 21 1 3 9 24 2
 | 
						|
        21 22 3 1 24 25 3 2
 | 
						|
        20 22 23 1 23 25 26 2
 | 
						|
        22 21 23 1 25 24 26 2
 | 
						|
        21 20 23 1 24 23 26 2
 | 
						|
        24 25 26 1 27 28 29 2
 | 
						|
        26 25 16 1 29 28 30 2
 | 
						|
        16 7 26 1 19 9 31 2
 | 
						|
        26 27 24 2 32 33 34 2
 | 
						|
        27 6 5 1 35 8 7 1
 | 
						|
        6 27 26 1 8 36 31 2
 | 
						|
        6 26 7 1 8 31 9 2
 | 
						|
        28 29 30 1 37 38 39 2
 | 
						|
        28 30 31 1 37 39 40 2
 | 
						|
        28 31 1 1 37 40 1 2
 | 
						|
        1 31 2 1 1 40 2 2
 | 
						|
        32 33 34 1 41 42 43 2
 | 
						|
        30 34 33 1 39 43 42 2
 | 
						|
        34 30 29 1 43 39 38 2
 | 
						|
        33 31 30 1 42 40 39 2
 | 
						|
        35 11 13 1 44 45 46 2
 | 
						|
        29 28 10 1 38 37 12 2
 | 
						|
        14 28 0 1 17 37 0 2
 | 
						|
        0 28 1 1 0 37 1 2
 | 
						|
        8 10 28 1 10 12 37 2
 | 
						|
        9 8 14 1 11 10 17 2
 | 
						|
        8 28 14 1 10 37 17 2
 | 
						|
        10 12 36 1 12 47 48 2
 | 
						|
        10 36 29 1 12 48 38 2
 | 
						|
        29 36 15 1 38 48 49 2
 | 
						|
        36 13 15 1 48 46 49 2
 | 
						|
        12 11 35 1 47 45 44 2
 | 
						|
        12 35 36 1 47 44 48 2
 | 
						|
        36 35 13 1 48 44 46 2
 | 
						|
        37 19 17 1 50 51 52 2
 | 
						|
        18 37 15 1 53 50 49 2
 | 
						|
        34 16 25 1 43 30 28 2
 | 
						|
        34 17 16 1 43 52 30 2
 | 
						|
        37 34 15 1 50 43 49 2
 | 
						|
        34 37 17 1 43 50 52 2
 | 
						|
        19 37 18 1 51 50 53 2
 | 
						|
        15 34 38 1 49 43 54 2
 | 
						|
        39 38 34 1 55 54 43 2
 | 
						|
        29 15 40 1 38 49 56 2
 | 
						|
        38 40 15 1 54 56 49 2
 | 
						|
        34 29 39 1 43 38 55 2
 | 
						|
        40 39 29 1 56 55 38 2
 | 
						|
        40 38 41 1 56 54 57 2
 | 
						|
        39 40 41 1 55 56 57 2
 | 
						|
        38 39 41 1 54 55 57 2
 | 
						|
        25 24 42 1 28 27 58 2
 | 
						|
        25 42 34 1 28 58 43 2
 | 
						|
        43 33 32 2 59 60 61 2
 | 
						|
        32 42 43 1 41 58 62 1
 | 
						|
        24 43 42 1 27 62 58 2
 | 
						|
        42 32 34 1 58 41 43 2
 | 
						|
        44 45 46 2 63 64 65 2
 | 
						|
        47 48 49 2 66 67 68 2
 | 
						|
        48 50 49 2 67 69 68 2
 | 
						|
        51 52 53 2 70 71 72 2
 | 
						|
        2 46 45 2 73 65 64 2
 | 
						|
        50 48 54 2 69 67 74 2
 | 
						|
        55 4 2 2 75 76 73 2
 | 
						|
        27 5 56 2 77 78 79 1
 | 
						|
        57 58 44 2 80 81 63 2
 | 
						|
        48 59 60 2 67 82 83 2
 | 
						|
        52 51 54 2 71 70 74 2
 | 
						|
        51 56 5 2 70 79 78 1
 | 
						|
        51 5 61 2 70 78 84 1
 | 
						|
        58 57 62 2 81 80 85 2
 | 
						|
        60 52 48 2 83 71 67 2
 | 
						|
        50 54 62 2 69 74 85 2
 | 
						|
        61 63 51 2 84 86 70 2
 | 
						|
        63 54 51 2 86 74 70 2
 | 
						|
        64 45 44 2 87 64 63 2
 | 
						|
        61 55 63 2 84 75 86 2
 | 
						|
        44 54 64 2 63 74 87 2
 | 
						|
        5 4 55 2 78 76 75 1
 | 
						|
        5 55 61 2 78 75 84 1
 | 
						|
        2 45 65 2 73 64 88 2
 | 
						|
        64 65 45 2 87 88 64 2
 | 
						|
        66 67 68 1 89 90 91 1
 | 
						|
        69 66 68 1 92 89 91 1
 | 
						|
        70 71 66 1 93 94 89 1
 | 
						|
        72 69 67 1 95 96 97 1
 | 
						|
        73 71 74 1 98 94 99 1
 | 
						|
        75 74 71 1 100 99 94 1
 | 
						|
        72 74 75 1 95 101 102 1
 | 
						|
        71 70 75 1 94 93 100 1
 | 
						|
        74 72 73 1 101 95 103 1
 | 
						|
        69 68 67 1 96 104 97 1
 | 
						|
        70 72 75 1 105 95 102 1
 | 
						|
        70 66 69 1 93 89 92 1
 | 
						|
        70 69 72 1 105 96 95 1
 | 
						|
        47 60 59 2 106 107 108 1
 | 
						|
        59 48 47 2 82 67 66 2
 | 
						|
        76 53 60 2 107 109 110 1
 | 
						|
        60 47 76 2 107 106 110 1
 | 
						|
        53 77 27 2 109 111 112 1
 | 
						|
        76 77 53 2 107 111 109 1
 | 
						|
        24 27 77 2 113 112 111 1
 | 
						|
        78 44 46 2 114 63 65 2
 | 
						|
        79 47 49 2 115 66 68 2
 | 
						|
        50 79 49 2 69 115 68 2
 | 
						|
        80 81 82 2 116 117 118 2
 | 
						|
        46 2 78 2 65 73 114 2
 | 
						|
        79 50 83 2 115 69 119 2
 | 
						|
        31 84 2 2 120 121 73 2
 | 
						|
        85 43 82 2 122 123 118 1
 | 
						|
        83 86 44 2 119 124 63 2
 | 
						|
        87 79 80 2 125 115 116 2
 | 
						|
        81 80 79 2 117 116 115 2
 | 
						|
        82 88 85 2 118 126 122 1
 | 
						|
        33 88 89 2 127 126 128 1
 | 
						|
        86 83 62 2 124 119 85 2
 | 
						|
        83 81 79 2 119 117 115 2
 | 
						|
        83 50 62 2 119 69 85 2
 | 
						|
        90 89 88 2 129 128 126 2
 | 
						|
        83 91 90 2 119 130 129 2
 | 
						|
        78 91 44 2 114 130 63 2
 | 
						|
        84 89 90 2 121 128 129 2
 | 
						|
        83 44 91 2 119 63 130 2
 | 
						|
        84 33 89 2 121 127 128 1
 | 
						|
        84 31 33 2 121 120 127 1
 | 
						|
        92 2 84 2 131 73 121 2
 | 
						|
        84 90 92 2 121 129 131 2
 | 
						|
        93 94 95 1 90 89 91 2
 | 
						|
        94 96 95 1 89 92 91 2
 | 
						|
        97 98 94 1 94 93 89 1
 | 
						|
        96 99 93 1 132 95 97 1
 | 
						|
        97 100 101 1 94 98 99 1
 | 
						|
        101 102 97 1 99 100 94 1
 | 
						|
        101 99 102 1 133 95 134 1
 | 
						|
        98 97 102 1 93 94 100 1
 | 
						|
        99 101 100 1 95 133 103 1
 | 
						|
        95 96 93 1 104 132 97 1
 | 
						|
        99 98 102 1 95 135 134 1
 | 
						|
        94 98 96 1 89 93 92 1
 | 
						|
        96 98 99 1 132 135 95 1
 | 
						|
        80 47 87 2 136 106 137 1
 | 
						|
        79 87 47 2 115 125 66 2
 | 
						|
        82 76 80 2 111 107 136 1
 | 
						|
        47 80 76 2 106 136 107 1
 | 
						|
        77 82 43 2 111 138 139 1
 | 
						|
        77 76 82 2 111 107 138 1
 | 
						|
        43 24 77 2 139 113 111 1
 | 
						|
        63 55 65 2 86 75 88 2
 | 
						|
        63 64 54 2 86 87 74 2
 | 
						|
        83 90 88 2 119 129 126 2
 | 
						|
        92 90 91 2 131 129 130 2
 | 
						|
        64 63 65 2 87 86 88 2
 | 
						|
        2 65 55 2 73 88 75 2
 | 
						|
        92 91 78 2 131 130 114 2
 | 
						|
        78 2 92 2 114 73 131 2
 | 
						|
        57 86 62 2 80 124 85 2
 | 
						|
        86 57 44 2 124 80 63 2
 | 
						|
        54 58 62 2 74 81 85 2
 | 
						|
        58 54 44 2 81 74 63 2
 | 
						|
        88 81 83 2 126 117 119 2
 | 
						|
        81 88 82 2 117 126 118 2
 | 
						|
        48 52 54 2 67 71 74 2
 | 
						|
        52 60 53 2 71 83 72 2
 | 
						|
        85 88 33 2 122 126 127 1
 | 
						|
        33 43 85 2 127 123 122 1
 | 
						|
        51 53 56 2 70 72 79 1
 | 
						|
        27 56 53 2 77 79 72 1
 | 
						|
    tverts 140
 | 
						|
        0.98335 0.101065 0
 | 
						|
        0.880074 0.235891 0
 | 
						|
        0.907767 0.122349 0
 | 
						|
        0.908484 0.389972 0
 | 
						|
        0.972568 0.181626 0
 | 
						|
        0.857383 0.136358 0
 | 
						|
        0.974796 0.0942747 0
 | 
						|
        0.704707 0.21397 0
 | 
						|
        0.65426 0.391873 0
 | 
						|
        0.78664 0.480344 0
 | 
						|
        0.900116 0.602312 0
 | 
						|
        0.943399 0.954929 0
 | 
						|
        0.903984 0.589132 0
 | 
						|
        0.870125 0.947174 0
 | 
						|
        0.953276 0.755736 0
 | 
						|
        0.893674 0.747399 0
 | 
						|
        0.975601 0.537585 0
 | 
						|
        0.965586 0.582489 0
 | 
						|
        0.856645 0.56147 0
 | 
						|
        0.723018 0.634928 0
 | 
						|
        0.707739 0.747241 0
 | 
						|
        0.764448 0.778145 0
 | 
						|
        0.667735 0.968477 0
 | 
						|
        0.800037 0.762935 0
 | 
						|
        0.845079 0.669278 0
 | 
						|
        0.870169 0.76363 0
 | 
						|
        0.774115 0.979438 0
 | 
						|
        0.594053 0.467159 0
 | 
						|
        0.588234 0.604794 0
 | 
						|
        0.540555 0.642688 0
 | 
						|
        0.67258 0.632145 0
 | 
						|
        0.644667 0.563401 0
 | 
						|
        0.648209 0.401342 0
 | 
						|
        0.516023 0.21488 0
 | 
						|
        0.577885 0.242105 0
 | 
						|
        0.643426 0.0641343 0
 | 
						|
        0.512481 0.376938 0
 | 
						|
        0.884561 0.36154 0
 | 
						|
        0.880744 0.548198 0
 | 
						|
        0.855229 0.413295 0
 | 
						|
        0.801009 0.187394 0
 | 
						|
        0.632134 0.446914 0
 | 
						|
        0.647434 0.310807 0
 | 
						|
        0.764621 0.590125 0
 | 
						|
        0.84768 0.741736 0
 | 
						|
        0.834113 0.965551 0
 | 
						|
        0.823353 0.734857 0
 | 
						|
        0.878218 0.764743 0
 | 
						|
        0.871976 0.62502 0
 | 
						|
        0.829188 0.609782 0
 | 
						|
        0.708818 0.77256 0
 | 
						|
        0.66812 0.883931 0
 | 
						|
        0.684158 0.707856 0
 | 
						|
        0.730925 0.780895 0
 | 
						|
        0.766332 0.704116 0
 | 
						|
        0.782915 0.696274 0
 | 
						|
        0.804966 0.730858 0
 | 
						|
        0.72941 0.934963 0
 | 
						|
        0.616941 0.54533 0
 | 
						|
        0.516023 0.214879 0
 | 
						|
        0.577305 0.364716 0
 | 
						|
        0.562004 0.500823 0
 | 
						|
        0.532191 0.439934 0
 | 
						|
        0.0144199 0.667423 0
 | 
						|
        0.0827635 0.739799 0
 | 
						|
        0.0117778 0.757854 0
 | 
						|
        0.0144199 0.0304956 0
 | 
						|
        0.117662 0.236022 0
 | 
						|
        0.0209452 0.237895 0
 | 
						|
        0.0151203 0.416947 0
 | 
						|
        0.323827 0.476587 0
 | 
						|
        0.294346 0.32075 0
 | 
						|
        0.473888 0.232691 0
 | 
						|
        0.0144198 0.98265 0
 | 
						|
        0.136721 0.415223 0
 | 
						|
        0.290596 0.890314 0
 | 
						|
        0.368261 0.97864 0
 | 
						|
        0.60245 0.29087 0
 | 
						|
        0.486559 0.54912 0
 | 
						|
        0.480223 0.390906 0
 | 
						|
        0.0131468 0.462493 0
 | 
						|
        0.0364497 0.476298 0
 | 
						|
        0.1204 0.0347797 0
 | 
						|
        0.308283 0.0779574 0
 | 
						|
        0.324783 0.696384 0
 | 
						|
        0.0117778 0.423078 0
 | 
						|
        0.223109 0.658368 0
 | 
						|
        0.109593 0.642091 0
 | 
						|
        0.186679 0.804187 0
 | 
						|
        0.39877 0.0732516 0
 | 
						|
        0.394937 0.085033 0
 | 
						|
        0.4124 0.0742617 0
 | 
						|
        0.422863 0.0622651 0
 | 
						|
        0.395867 0.0622038 0
 | 
						|
        0.383871 0.0734854 0
 | 
						|
        0.463212 0.17318 0
 | 
						|
        0.910836 0.0350482 0
 | 
						|
        0.525514 0.21731 0
 | 
						|
        0.377436 0.0813633 0
 | 
						|
        0.375078 0.0786709 0
 | 
						|
        0.375152 0.0739975 0
 | 
						|
        0.461935 0.0660062 0
 | 
						|
        0.495332 0.0214502 0
 | 
						|
        0.44301 0.135301 0
 | 
						|
        0.648693 0.21361 0
 | 
						|
        0.605531 0.00785494 0
 | 
						|
        0.373306 0.120171 0
 | 
						|
        0.389635 0.0582366 0
 | 
						|
        0.417911 0.120038 0
 | 
						|
        0.375216 0.0977295 0
 | 
						|
        0.389635 0.0582366 0
 | 
						|
        0.417793 0.142396 0
 | 
						|
        0.407087 0.0489678 0
 | 
						|
        0.391477 0.0489678 0
 | 
						|
        0.0818363 0.738748 0
 | 
						|
        0.119377 0.236764 0
 | 
						|
        0.304713 0.0801407 0
 | 
						|
        0.292097 0.321317 0
 | 
						|
        0.47296 0.234874 0
 | 
						|
        0.13589 0.414055 0
 | 
						|
        0.367334 0.97759 0
 | 
						|
        0.291242 0.889263 0
 | 
						|
        0.480617 0.389855 0
 | 
						|
        0.604165 0.293053 0
 | 
						|
        0.036034 0.475714 0
 | 
						|
        0.122115 0.0304957 0
 | 
						|
        0.322899 0.475537 0
 | 
						|
        0.488274 0.544836 0
 | 
						|
        0.318604 0.695333 0
 | 
						|
        0.223503 0.657317 0
 | 
						|
        0.108666 0.641041 0
 | 
						|
        0.186539 0.803136 0
 | 
						|
        0.910836 0.035048 0
 | 
						|
        0.461935 0.0660061 0
 | 
						|
        0.495332 0.02145 0
 | 
						|
        0.605531 0.00785476 0
 | 
						|
        0.389635 0.0582365 0
 | 
						|
        0.373306 0.110112 0
 | 
						|
        0.417793 0.142396 0
 | 
						|
        0.407087 0.0489677 0
 | 
						|
    danglymesh 1
 | 
						|
# Fake period, tightness and displacement parameters
 | 
						|
    period 6.000000
 | 
						|
    tightness 3.000000
 | 
						|
    displacement 0.025000
 | 
						|
    constraints 103
 | 
						|
        0.0
 | 
						|
        0.0
 | 
						|
        0.0
 | 
						|
        0.0
 | 
						|
        0.0
 | 
						|
        0.0
 | 
						|
        0.0
 | 
						|
        160.0
 | 
						|
        0.0
 | 
						|
        40.0
 | 
						|
        160.0
 | 
						|
        40.0
 | 
						|
        120.0
 | 
						|
        120.0
 | 
						|
        160.0
 | 
						|
        0.0
 | 
						|
        160.0
 | 
						|
        120.0
 | 
						|
        120.0
 | 
						|
        40.0
 | 
						|
        120.0
 | 
						|
        120.0
 | 
						|
        120.0
 | 
						|
        40.0
 | 
						|
        0.0
 | 
						|
        0.0
 | 
						|
        0.0
 | 
						|
        0.0
 | 
						|
        0.0
 | 
						|
        160.0
 | 
						|
        0.0
 | 
						|
        0.0
 | 
						|
        0.0
 | 
						|
        0.0
 | 
						|
        160.0
 | 
						|
        120.0
 | 
						|
        0.0
 | 
						|
        120.0
 | 
						|
        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
 | 
						|
        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
 | 
						|
endnode
 | 
						|
endmodelgeom pmh2_head153
 | 
						|
donemodel pmh2_head153 |