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
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# mdl file
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#
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filedependancy pfg0_head041.max
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newmodel pfg2_head041
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setsupermodel pfg2_head041 NULL
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classification character
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setanimationscale 1
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beginmodelgeom pfg2_head041
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node dummy pfg2_head041
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    parent NULL
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endnode
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node danglymesh pfg2_head041g
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    parent pfg2_head041
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  position 0.0004046 -0.0014666 0.0000000
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    orientation 1.0 0.0 0.0 0.0
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    scale 1.0
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    shininess 26
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    displacement 0.0199999996
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    period 6
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    tightness 4
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    setfillumcolor 0 0 0
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    period 6.000000
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    tightness 4.000000
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    displacement 0.025000
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    diffuse 1.0 1.0 1.0
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    ambient 1.0 1.0 1.0
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    specular 0.05 0.05 0.05
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    selfillumcolor 0.0 0.0 0.0
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    alpha 1.0
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    bitmap pfg2_head041
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    verts 199
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    faces 333
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        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
 |