Updated nim tools. Added heads hak. I don't remember why. Hooked up new GUI event. Full compile.
1201 lines
30 KiB
Plaintext
1201 lines
30 KiB
Plaintext
# Exported from NWmax 0.4-beta at 12/7/2003 9:14:48 PM
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# mdl file
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#
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#NWmaxMODEL ASCII
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# model: pmd2_head021
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filedependancy test.gmax
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newmodel pmd2_head021
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setsupermodel pmd2_head021 NULL
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classification Character
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setanimationscale 1.0
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#NWmaxGEOM ASCII
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beginmodelgeom pmd2_head021
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node dummy pmd2_head021
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parent NULL
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endnode
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node danglymesh pmd2_head021g
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parent pmd2_head021
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position -0.003112 -0.016372 -0.012925
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orientation 1.0 0.0 0.0 0.0
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wirecolor 1.0 1.0 1.0
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period 6.0
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tightness 4.0
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displacement 0.03
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showdispl true
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displtype 1
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center -0.201173 19.5284 -7.17338
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gizmo SubAnim:Gizmo
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ambient 1.0 1.0 1.0
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diffuse 1.0 1.0 1.0
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specular 0.0 0.0 0.0
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shininess 2.0
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selfillumcolor 0.0 0.0 0.0
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alpha 1.0
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bitmap NULL
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verts 246
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0 74 42 1 53 74 52 1
|
|
76 45 74 1 76 61 77 1
|
|
13 45 0 1 58 61 0 1
|
|
45 13 52 1 61 58 78 1
|
|
52 74 45 1 78 77 61 1
|
|
55 74 52 1 66 74 9 1
|
|
72 39 50 1 46 49 65 2
|
|
25 44 72 1 26 60 46 2
|
|
61 50 49 1 21 65 6 2
|
|
60 72 61 1 68 46 21 2
|
|
49 51 55 1 6 7 66 1
|
|
51 35 55 1 7 42 66 1
|
|
42 75 35 1 52 75 42 1
|
|
72 44 39 1 46 60 49 1
|
|
55 35 75 1 66 42 75 1
|
|
82 77 79 1 81 79 80 1
|
|
83 84 85 1 82 83 84 1
|
|
86 85 84 1 85 84 83 1
|
|
85 86 79 1 84 85 87 1
|
|
83 87 84 1 82 88 83 1
|
|
85 80 83 1 84 89 82 1
|
|
79 78 85 1 87 90 84 1
|
|
87 79 86 1 86 80 91 1
|
|
86 84 87 1 85 83 88 1
|
|
82 88 89 1 92 93 94 2
|
|
88 82 90 1 93 92 95 2
|
|
82 91 90 1 92 96 95 5
|
|
82 92 91 1 92 97 96 5
|
|
93 88 79 1 98 93 99 6
|
|
88 94 89 1 93 100 94 6
|
|
94 88 93 1 100 93 98 6
|
|
93 95 94 1 98 101 100 6
|
|
88 90 79 1 93 95 99 3
|
|
91 79 90 1 96 99 95 3
|
|
79 91 92 1 99 96 97 3
|
|
85 78 80 1 84 90 89 1
|
|
96 82 98 1 102 81 103 1
|
|
100 83 101 1 104 82 105 1
|
|
101 102 100 1 105 106 104 1
|
|
102 101 98 1 106 105 108 1
|
|
103 83 100 1 109 82 104 1
|
|
80 101 83 1 89 105 82 1
|
|
97 98 101 1 110 108 105 1
|
|
98 103 102 1 103 107 111 1
|
|
100 102 103 1 104 106 109 1
|
|
104 82 89 1 112 92 94 2
|
|
82 104 105 1 92 112 113 2
|
|
106 82 105 1 114 92 113 5
|
|
107 82 106 1 115 92 114 5
|
|
104 108 98 1 112 116 117 6
|
|
94 104 89 1 100 112 94 6
|
|
104 94 108 1 112 100 116 6
|
|
95 108 94 1 101 116 100 6
|
|
105 104 98 1 113 112 117 3
|
|
98 106 105 1 117 114 113 3
|
|
106 98 107 1 114 117 115 3
|
|
97 101 80 1 110 105 89 1
|
|
109 110 111 1 118 119 120 5
|
|
111 112 109 1 120 121 118 5
|
|
110 113 114 1 119 122 123 4
|
|
114 111 110 1 123 120 119 4
|
|
113 109 112 1 122 118 121 3
|
|
112 114 113 1 121 123 122 3
|
|
112 111 115 1 124 124 125 1
|
|
115 116 112 1 125 126 124 1
|
|
115 114 117 1 125 127 128 1
|
|
114 115 111 1 127 125 124 1
|
|
114 112 116 1 127 124 126 1
|
|
116 117 114 1 126 128 127 1
|
|
116 115 118 1 126 125 129 1
|
|
118 119 116 1 129 130 126 1
|
|
118 117 120 1 129 128 131 1
|
|
117 118 115 1 128 129 125 1
|
|
117 116 119 1 128 126 130 1
|
|
119 120 117 1 130 131 128 1
|
|
119 118 121 1 130 129 132 1
|
|
118 120 121 1 129 131 132 1
|
|
120 119 121 1 131 130 132 1
|
|
122 123 124 1 133 134 135 5
|
|
124 125 122 1 135 136 133 5
|
|
123 126 127 1 134 137 138 4
|
|
127 124 123 1 138 135 134 4
|
|
126 122 125 1 137 133 136 3
|
|
125 127 126 1 136 138 137 3
|
|
125 124 128 1 139 139 140 1
|
|
128 129 125 1 140 141 139 1
|
|
128 127 130 1 140 142 143 1
|
|
127 128 124 1 142 140 139 1
|
|
127 125 129 1 142 139 141 1
|
|
129 130 127 1 141 143 142 1
|
|
129 128 131 1 141 140 144 1
|
|
131 132 129 1 144 145 141 1
|
|
131 130 133 1 144 143 146 1
|
|
130 131 128 1 143 144 140 1
|
|
130 129 132 1 143 141 145 1
|
|
132 133 130 1 145 146 143 1
|
|
132 131 134 1 145 144 147 1
|
|
131 133 134 1 144 146 147 1
|
|
133 132 134 1 146 145 147 1
|
|
135 136 137 1 148 149 150 2
|
|
139 140 136 1 151 152 149 2
|
|
143 144 145 1 155 156 157 2
|
|
146 147 148 1 158 159 160 2
|
|
141 143 138 1 154 155 161 2
|
|
145 138 143 1 157 161 155 2
|
|
144 149 145 1 156 162 157 2
|
|
135 139 136 1 148 151 149 2
|
|
146 150 147 1 158 163 159 2
|
|
148 141 142 1 160 154 153 2
|
|
145 139 135 1 157 151 148 2
|
|
135 138 145 1 148 161 157 2
|
|
147 143 141 1 159 155 154 2
|
|
147 141 148 1 159 154 160 2
|
|
142 151 148 1 153 164 160 2
|
|
136 152 137 1 149 148 150 2
|
|
140 139 152 1 152 151 148 2
|
|
149 143 153 1 162 155 161 2
|
|
156 146 148 1 166 158 160 2
|
|
143 154 153 1 155 154 161 2
|
|
143 149 144 1 155 162 156 2
|
|
139 145 149 1 151 157 162 2
|
|
140 152 136 1 152 148 149 2
|
|
150 146 156 1 163 158 166 2
|
|
155 148 151 1 165 160 164 2
|
|
139 149 152 1 151 162 148 2
|
|
153 152 149 1 161 148 162 2
|
|
143 156 154 1 155 166 154 2
|
|
154 156 148 1 154 166 160 2
|
|
148 155 154 1 160 165 154 2
|
|
143 150 156 1 155 163 166 2
|
|
150 143 147 1 163 155 159 2
|
|
157 158 159 1 167 168 169 2
|
|
161 162 158 1 170 171 168 2
|
|
165 166 167 1 174 175 176 2
|
|
168 169 170 1 177 178 179 2
|
|
163 165 160 1 173 174 180 2
|
|
167 160 165 1 176 180 174 2
|
|
166 171 167 1 175 181 176 2
|
|
157 161 158 1 167 170 168 2
|
|
168 172 169 1 177 182 178 2
|
|
170 163 164 1 179 173 172 2
|
|
167 161 157 1 176 170 167 2
|
|
157 160 167 1 167 180 176 2
|
|
169 165 163 1 178 174 173 2
|
|
169 163 170 1 178 173 179 2
|
|
164 173 170 1 172 183 179 2
|
|
158 174 159 1 168 167 169 2
|
|
162 161 174 1 171 170 167 2
|
|
171 165 175 1 181 174 180 2
|
|
178 168 170 1 185 177 179 2
|
|
165 176 175 1 174 173 180 2
|
|
165 171 166 1 174 181 175 2
|
|
161 167 171 1 170 176 181 2
|
|
162 174 158 1 171 167 168 2
|
|
172 168 178 1 182 177 185 2
|
|
177 170 173 1 184 179 183 2
|
|
161 171 174 1 170 181 167 2
|
|
175 174 171 1 180 167 181 2
|
|
165 178 176 1 174 185 173 2
|
|
176 178 170 1 173 185 179 2
|
|
170 177 176 1 179 184 173 2
|
|
165 172 178 1 174 182 185 2
|
|
172 165 169 1 182 174 178 2
|
|
179 183 182 1 186 190 189 1
|
|
179 180 183 1 186 187 190 1
|
|
180 184 183 1 187 191 190 1
|
|
180 181 184 1 187 188 191 1
|
|
181 182 184 1 188 189 191 1
|
|
181 179 182 1 188 186 189 1
|
|
182 186 185 1 189 193 192 1
|
|
182 183 186 1 189 190 193 1
|
|
183 187 186 1 190 194 193 1
|
|
183 184 187 1 190 191 194 1
|
|
184 185 187 1 191 192 194 1
|
|
184 182 185 1 191 189 192 1
|
|
185 189 188 1 192 196 195 1
|
|
185 186 189 1 192 193 196 1
|
|
186 190 189 1 193 197 196 1
|
|
186 187 190 1 193 194 197 1
|
|
187 188 190 1 194 195 197 1
|
|
187 185 188 1 194 192 195 1
|
|
188 192 191 1 195 199 198 1
|
|
188 189 192 1 195 196 199 1
|
|
189 193 192 1 196 200 199 1
|
|
189 190 193 1 196 197 200 1
|
|
190 191 193 1 197 198 200 1
|
|
190 188 191 1 197 195 198 1
|
|
191 195 194 1 198 202 201 1
|
|
191 192 195 1 198 199 202 1
|
|
192 196 195 1 199 203 202 1
|
|
192 193 196 1 199 200 203 1
|
|
193 194 196 1 200 201 203 1
|
|
193 191 194 1 200 198 201 1
|
|
194 198 197 1 201 205 204 1
|
|
194 195 198 1 201 202 205 1
|
|
195 199 198 1 202 206 205 1
|
|
195 196 199 1 202 203 206 1
|
|
196 197 199 1 203 204 206 1
|
|
196 194 197 1 203 201 204 1
|
|
197 201 200 1 204 208 207 1
|
|
197 198 201 1 204 205 208 1
|
|
198 202 201 1 205 209 208 1
|
|
198 199 202 1 205 206 209 1
|
|
199 200 202 1 206 207 209 1
|
|
199 197 200 1 206 204 207 1
|
|
200 204 203 1 207 211 210 1
|
|
200 201 204 1 207 208 211 1
|
|
201 205 204 1 208 212 211 1
|
|
201 202 205 1 208 209 212 1
|
|
202 203 205 1 209 210 212 1
|
|
202 200 203 1 209 207 210 1
|
|
203 207 206 1 210 214 213 1
|
|
203 204 207 1 210 211 214 1
|
|
204 208 207 1 211 215 214 1
|
|
204 205 208 1 211 212 215 1
|
|
205 206 208 1 212 213 215 1
|
|
205 203 206 1 212 210 213 1
|
|
206 210 209 1 213 217 216 1
|
|
206 207 210 1 213 214 217 1
|
|
207 211 210 1 214 218 217 1
|
|
207 208 211 1 214 215 218 1
|
|
208 209 211 1 215 216 218 1
|
|
208 206 209 1 215 213 216 1
|
|
209 213 212 1 216 220 219 1
|
|
209 210 213 1 216 217 220 1
|
|
210 214 213 1 217 221 220 1
|
|
210 211 214 1 217 218 221 1
|
|
211 212 214 1 218 219 221 1
|
|
211 209 212 1 218 216 219 1
|
|
212 216 215 1 219 223 222 1
|
|
212 213 216 1 219 220 223 1
|
|
213 217 216 1 220 224 223 1
|
|
213 214 217 1 220 221 224 1
|
|
214 215 217 1 221 222 224 1
|
|
214 212 215 1 221 219 222 1
|
|
215 219 218 1 222 226 225 1
|
|
215 216 219 1 222 223 226 1
|
|
216 220 219 1 223 227 226 1
|
|
216 217 220 1 223 224 227 1
|
|
217 218 220 1 224 225 227 1
|
|
217 215 218 1 224 222 225 1
|
|
218 222 221 1 225 229 228 1
|
|
218 219 222 1 225 226 229 1
|
|
219 223 222 1 226 230 229 1
|
|
219 220 223 1 226 227 230 1
|
|
220 221 223 1 227 228 230 1
|
|
220 218 221 1 227 225 228 1
|
|
221 225 224 1 228 232 231 1
|
|
221 222 225 1 228 229 232 1
|
|
222 226 225 1 229 233 232 1
|
|
222 223 226 1 229 230 233 1
|
|
223 224 226 1 230 231 233 1
|
|
223 221 224 1 230 228 231 1
|
|
224 228 227 1 231 235 234 1
|
|
224 225 228 1 231 232 235 1
|
|
225 229 228 1 232 236 235 1
|
|
225 226 229 1 232 233 236 1
|
|
226 227 229 1 233 234 236 1
|
|
226 224 227 1 233 231 234 1
|
|
227 180 179 1 234 187 186 1
|
|
227 228 180 1 234 235 187 1
|
|
228 181 180 1 235 188 187 1
|
|
228 229 181 1 235 236 188 1
|
|
229 179 181 1 236 186 188 1
|
|
229 227 179 1 236 234 186 1
|
|
230 232 231 1 237 239 238 2
|
|
230 233 232 1 237 240 239 2
|
|
230 234 233 1 237 241 240 2
|
|
230 235 234 1 237 242 241 2
|
|
230 236 235 1 237 243 242 2
|
|
230 237 236 1 237 244 243 2
|
|
230 231 237 1 237 238 244 2
|
|
231 239 238 8 238 246 245 3
|
|
231 232 239 8 238 239 246 3
|
|
232 240 239 8 239 247 246 3
|
|
232 233 240 8 239 240 247 3
|
|
233 241 240 8 240 248 247 3
|
|
233 234 241 8 240 241 248 3
|
|
234 242 241 8 241 249 248 3
|
|
234 235 242 8 241 242 249 3
|
|
235 243 242 8 242 250 249 3
|
|
235 236 243 8 242 243 250 3
|
|
236 244 243 8 243 251 250 3
|
|
236 237 244 8 243 244 251 3
|
|
237 238 244 8 244 245 251 3
|
|
237 231 238 8 244 238 245 3
|
|
245 238 239 1 252 245 246 1
|
|
245 239 240 1 252 246 247 1
|
|
245 240 241 1 252 247 248 1
|
|
245 241 242 1 252 248 249 1
|
|
245 242 243 1 252 249 250 1
|
|
245 243 244 1 252 250 251 1
|
|
245 244 238 1 252 251 245 1
|
|
tverts 253
|
|
0.777788 0.76128 0
|
|
0.985319 0.429783 0
|
|
0.900489 0.852506 0
|
|
0.978029 0.962903 0
|
|
0.859733 0.953879 0
|
|
0.5974 0.304452 0
|
|
0.460101 0.493991 0
|
|
0.47665 0.274514 0
|
|
0.056451 0.404111 0
|
|
0.130549 0.399218 0
|
|
0.007979 0.607186 0
|
|
0.232982 0.09318 0
|
|
0.317997 0.465461 0
|
|
0.016309 0.368555 0
|
|
0.300643 0.59415 0
|
|
0.125213 0.639294 0
|
|
0.143535 0.787543 0
|
|
0.131539 0.669439 0
|
|
0.17312 0.884584 0
|
|
0.329605 0.988399 0
|
|
0.029952 0.978495 0
|
|
0.521417 0.663229 0
|
|
0.505123 0.861668 0
|
|
0.416066 0.80305 0
|
|
0.28834 0.685275 0
|
|
0.0126305 0.709987 0
|
|
0.549025 0.89093 0
|
|
0.397048 0.059431 0
|
|
0.39665 0.06445 0
|
|
0.402547 0.059915 0
|
|
0.401793 0.055918 0
|
|
0.393427 0.062692 0
|
|
0.392986 0.059632 0
|
|
0.398271 0.054889 0
|
|
0.491704 0.056922 0
|
|
0.566715 0.180789 0
|
|
0.505783 0.169703 0
|
|
0.753224 0.04833 0
|
|
0.733206 0.135275 0
|
|
0.656657 0.008816 0
|
|
0.008896 0.401114 0
|
|
0.61159 0.264192 0
|
|
0.227804 0.096002 0
|
|
0.264236 0.744052 0
|
|
0.867722 0.863692 0
|
|
0.898291 0.917374 0
|
|
0.644984 0.602612 0
|
|
0.928949 0.822218 0
|
|
0.979922 0.933339 0
|
|
0.693257 0.428018 0
|
|
0.173352 0.06043 0
|
|
0.116246 0.307475 0
|
|
0.002996 0.043694 0
|
|
0.01449 0.338907 0
|
|
0.858067 0.305408 0
|
|
0.850801 0.246935 0
|
|
0.833242 0.305096 0
|
|
0.847366 0.527551 0
|
|
0.808625 0.798062 0
|
|
0.962641 0.703087 0
|
|
0.695087 0.67999 0
|
|
0.98498 0.430385 0
|
|
0.977699 0.962903 0
|
|
0.900159 0.852506 0
|
|
0.859404 0.953879 0
|
|
0.59527 0.304644 0
|
|
0.232983 0.09318 0
|
|
0.14595 0.787543 0
|
|
0.502708 0.861668 0
|
|
0.293223 0.68125 0
|
|
0.883094 0.854272 0
|
|
0.897961 0.917374 0
|
|
0.92862 0.822218 0
|
|
0.979593 0.933339 0
|
|
0.11747 0.308974 0
|
|
0.173353 0.06043 0
|
|
0.911182 0.110575 0
|
|
0.847027 0.528153 0
|
|
0.962302 0.703689 0
|
|
0.929979 0.538955 0
|
|
0.915215 0.527885 0
|
|
0.891561 0.540129 0
|
|
0.835303 0.544915 0
|
|
0.83424 0.588429 0
|
|
0.859021 0.585223 0
|
|
0.834034 0.670879 0
|
|
0.878571 0.547355 0
|
|
0.862737 0.67705 0
|
|
0.845416 0.613969 0
|
|
0.850431 0.543163 0
|
|
0.868543 0.586034 0
|
|
0.906709 0.521109 0
|
|
0.936364 0.635009 0
|
|
0.961638 0.550198 0
|
|
0.901992 0.564035 0
|
|
0.980382 0.590621 0
|
|
0.980284 0.629417 0
|
|
0.961335 0.709806 0
|
|
0.922784 0.640195 0
|
|
0.948811 0.62871 0
|
|
0.897029 0.6154 0
|
|
0.884189 0.65489 0
|
|
0.929941 0.538955 0
|
|
0.915177 0.527885 0
|
|
0.834119 0.588311 0
|
|
0.858901 0.585104 0
|
|
0.833913 0.670761 0
|
|
0.877796 0.547355 0
|
|
0.862617 0.676932 0
|
|
0.845296 0.61385 0
|
|
0.868423 0.585916 0
|
|
0.906671 0.521109 0
|
|
0.961469 0.550198 0
|
|
0.980213 0.590621 0
|
|
0.980115 0.629417 0
|
|
0.961166 0.709806 0
|
|
0.922615 0.640195 0
|
|
0.948642 0.62871 0
|
|
0.813216 0.930466 0
|
|
0.800278 0.928879 0
|
|
0.799988 0.887341 0
|
|
0.810849 0.886853 0
|
|
0.774499 0.959597 0
|
|
0.771205 0.878753 0
|
|
0.856432 0.503272 0
|
|
0.898933 0.456813 0
|
|
0.860038 0.446499 0
|
|
0.916173 0.523983 0
|
|
0.947547 0.497687 0
|
|
0.893144 0.373547 0
|
|
0.904165 0.376721 0
|
|
0.952084 0.350667 0
|
|
0.908824 0.284971 0
|
|
0.809468 0.934101 0
|
|
0.795775 0.932422 0
|
|
0.795469 0.888461 0
|
|
0.806962 0.887944 0
|
|
0.768492 0.964932 0
|
|
0.765007 0.879372 0
|
|
0.868841 0.480402 0
|
|
0.913821 0.431233 0
|
|
0.872657 0.420317 0
|
|
0.932067 0.50232 0
|
|
0.965271 0.474491 0
|
|
0.907695 0.34311 0
|
|
0.919358 0.346468 0
|
|
0.970073 0.318895 0
|
|
0.915648 0.258007 0
|
|
0.868176 0.610108 0
|
|
0.876065 0.665248 0
|
|
0.833322 0.654383 0
|
|
0.919544 0.627467 0
|
|
0.935716 0.661374 0
|
|
0.913035 0.352081 0
|
|
0.881659 0.443809 0
|
|
0.921403 0.541103 0
|
|
0.957265 0.542397 0
|
|
0.921052 0.574886 0
|
|
0.950274 0.355511 0
|
|
0.919743 0.442192 0
|
|
0.911566 0.431144 0
|
|
0.886408 0.565817 0
|
|
0.917199 0.57309 0
|
|
0.953066 0.475981 0
|
|
0.939878 0.286918 0
|
|
0.878114 0.367486 0
|
|
0.911341 0.438274 0
|
|
0.884416 0.642976 0
|
|
0.891837 0.694845 0
|
|
0.85163 0.684624 0
|
|
0.932737 0.659304 0
|
|
0.94795 0.6912 0
|
|
0.926614 0.400255 0
|
|
0.897099 0.486542 0
|
|
0.934485 0.578064 0
|
|
0.96822 0.579281 0
|
|
0.934155 0.609843 0
|
|
0.961644 0.403481 0
|
|
0.932924 0.48502 0
|
|
0.925232 0.474628 0
|
|
0.901567 0.601312 0
|
|
0.930531 0.608153 0
|
|
0.96427 0.516805 0
|
|
0.951864 0.338958 0
|
|
0.893764 0.414746 0
|
|
0.92502 0.481334 0
|
|
0.639783 0.930224 0
|
|
0.639223 0.929024 0
|
|
0.639223 0.929024 0
|
|
0.632604 0.931213 0
|
|
0.632638 0.929835 0
|
|
0.632638 0.929835 0
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0.626455 0.929365 0
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0.627078 0.927995 0
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0.627078 0.927995 0
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0.620228 0.926427 0
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0.620812 0.925508 0
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0.621187 0.925348 0
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0.617609 0.921821 0
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0.618527 0.921258 0
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0.618962 0.921015 0
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0.613784 0.915519 0
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0.616029 0.914887 0
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0.6148 0.915441 0
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0.613519 0.909856 0
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0.614723 0.910104 0
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0.618259 0.910125 0
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0.614444 0.904315 0
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0.61573 0.904958 0
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0.61573 0.904958 0
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0.619061 0.898036 0
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0.620156 0.898976 0
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0.620084 0.899018 0
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0.624701 0.894188 0
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0.625275 0.895056 0
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0.625272 0.894958 0
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0.636373 0.890899 0
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0.636039 0.892297 0
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0.636039 0.892297 0
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0.645234 0.891231 0
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0.644456 0.892429 0
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0.644449 0.892426 0
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0.644813 0.894634 0
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0.643486 0.895653 0
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0.643486 0.895653 0
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0.650595 0.90031 0
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0.649011 0.900914 0
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0.649011 0.900914 0
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0.653338 0.910855 0
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0.651711 0.910962 0
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0.651711 0.910962 0
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0.650682 0.917562 0
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0.649231 0.917158 0
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0.649231 0.917158 0
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0.647309 0.924442 0
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0.646231 0.923582 0
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0.646231 0.923582 0
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0.634272 0.891018 0
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0.627849 0.892567 0
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0.629657 0.893484 0
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0.639809 0.890447 0
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0.642281 0.891215 0
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0.640335 0.890251 0
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0.635659 0.889544 0
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0.630036 0.890866 0
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0.634519 0.889095 0
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0.634519 0.889095 0
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0.634519 0.889095 0
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0.634519 0.889095 0
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0.634519 0.889095 0
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0.634519 0.889095 0
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0.634519 0.889095 0
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0.634519 0.889095 0
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|
constraints 246
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|
0.0
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0.0
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0.0
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51.0
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51.0
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0.0
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0.0
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0.0
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0.0
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42.0
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0.0
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0.0
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51.0
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0.0
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0.0
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0.0
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51.0
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42.0
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0.0
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0.0
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0.0
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0.0
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0.0
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0.0
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70.0
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0.0
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42.0
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42.0
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30.0
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30.0
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0.0
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0.0
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42.0
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0.0
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0.0
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0.0
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0.0
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0.0
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0.0
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0.0
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42.0
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0.0
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42.0
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30.0
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30.0
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0.0
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0.0
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42.0
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42.0
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70.0
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70.0
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42.0
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42.0
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70.0
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70.0
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70.0
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70.0
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70.0
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70.0
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70.0
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42.0
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70.0
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70.0
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70.0
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42.0
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42.0
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70.0
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70.0
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70.0
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70.0
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70.0
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70.0
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70.0
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0.0
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0.0
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0.0
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51.0
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71.0
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0.0
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51.0
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71.0
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0.0
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71.0
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51.0
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51.0
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51.0
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0.0
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51.0
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0.0
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0.0
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0.0
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71.0
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0.0
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51.0
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0.0
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71.0
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0.0
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42.0
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51.0
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51.0
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51.0
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51.0
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42.0
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0.0
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51.0
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endnode
|
|
endmodelgeom pmd2_head021
|
|
donemodel pmd2_head021
|