Updated nim tools. Added heads hak. I don't remember why. Hooked up new GUI event. Full compile.
1234 lines
31 KiB
Plaintext
1234 lines
31 KiB
Plaintext
# Exported from Wayland's NWN Maxscript v0.3b at 2003-09-30 16:59:58
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# mdl file
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#
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filedependancy felf17.max
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newmodel pfe2_head037
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setsupermodel pfe2_head037 NULL
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classification Character
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setanimationscale 1.0
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beginmodelgeom pfe2_head037
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node dummy pfe2_head037
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parent NULL
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endnode
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node danglymesh pfe2_head037g
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parent pfe2_head037
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position -0.000287646 -0.0112145 -0.0199304
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orientation 9.67981e-007 0.0 -1.0 0.0
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scale 1.1433
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tightness 3
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period 7
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displacement 0.1
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shininess 10
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colors 217
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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 0.0 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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|
5 0 6 1 5 0 6 65536
|
|
5 1 0 1 7 1 0 65536
|
|
5 2 1 1 8 2 1 65536
|
|
5 4 3 1 9 4 3 65536
|
|
5 6 4 1 10 6 4 65536
|
|
0 4 6 1 0 4 6 65536
|
|
5 3 2 1 11 3 2 65536
|
|
0 2 3 1 0 2 3 65536
|
|
12 13 14 1 0 2 1 65536
|
|
12 15 16 1 0 4 3 65536
|
|
17 18 12 1 5 6 0 65536
|
|
17 12 14 1 7 0 1 65536
|
|
17 14 13 1 8 1 2 65536
|
|
17 16 15 1 9 3 4 65536
|
|
17 15 18 1 10 4 6 65536
|
|
12 18 15 1 0 6 4 65536
|
|
17 13 16 1 11 2 3 65536
|
|
12 16 13 1 0 3 2 65536
|
|
22 23 24 1 12 13 14 65536
|
|
8 25 26 1 15 16 17 65536
|
|
27 28 29 1 18 19 20 65536
|
|
30 24 31 1 21 14 22 65536
|
|
32 33 34 1 23 24 25 65536
|
|
27 26 28 1 18 17 19 65536
|
|
36 26 27 1 26 17 18 65536
|
|
37 32 34 1 27 23 25 65536
|
|
22 24 28 1 12 14 19 65536
|
|
8 38 25 1 15 28 16 65536
|
|
25 23 22 1 16 13 12 65536
|
|
27 32 37 1 18 23 27 65536
|
|
39 40 41 1 29 30 31 65536
|
|
42 43 31 1 32 33 22 65536
|
|
44 45 46 1 34 35 36 65536
|
|
33 46 34 1 24 36 25 65536
|
|
47 45 41 1 37 35 31 65536
|
|
48 49 50 1 38 39 40 65536
|
|
46 51 34 1 36 41 25 65536
|
|
42 52 43 1 32 42 33 65536
|
|
52 23 53 1 42 13 43 65536
|
|
54 55 40 1 44 45 30 65536
|
|
46 45 51 1 36 35 41 65536
|
|
39 54 40 1 29 44 30 65536
|
|
52 42 56 1 42 32 46 65536
|
|
30 46 33 1 21 36 24 65536
|
|
32 30 33 1 23 21 24 65536
|
|
41 57 39 1 31 47 29 65536
|
|
39 46 30 1 29 36 21 65536
|
|
56 42 31 1 46 32 22 65536
|
|
29 24 58 1 20 14 48 65536
|
|
54 53 55 1 44 43 45 65536
|
|
59 45 60 1 49 50 51 65536
|
|
47 61 45 1 37 52 35 65536
|
|
62 7 27 1 53 54 55 65536
|
|
55 20 47 1 45 56 37 65536
|
|
38 20 55 1 28 56 45 65536
|
|
38 55 53 1 28 45 43 65536
|
|
38 53 25 1 28 43 16 65536
|
|
36 8 26 1 26 15 17 65536
|
|
29 28 24 1 20 19 14 65536
|
|
27 29 58 1 18 20 48 65536
|
|
39 44 46 1 29 34 36 65536
|
|
41 45 57 1 31 35 47 65536
|
|
43 52 39 1 33 42 29 65536
|
|
43 39 31 1 33 29 22 65536
|
|
24 56 31 1 14 46 22 65536
|
|
52 56 24 1 42 46 14 65536
|
|
32 24 30 1 23 14 21 65536
|
|
31 39 30 1 22 29 21 65536
|
|
39 57 44 1 29 47 34 65536
|
|
57 45 44 1 47 35 34 65536
|
|
58 24 32 1 48 14 23 65536
|
|
27 58 32 1 18 48 23 65536
|
|
40 55 47 1 30 45 37 65536
|
|
40 47 41 1 30 37 31 65536
|
|
26 22 28 1 17 12 19 65536
|
|
25 22 26 1 16 12 17 65536
|
|
63 62 27 1 57 53 55 65536
|
|
25 53 23 1 16 43 13 65536
|
|
23 52 24 1 13 42 14 65536
|
|
39 52 54 1 29 42 44 65536
|
|
52 53 54 1 42 43 44 65536
|
|
64 65 66 1 58 59 60 65536
|
|
67 68 69 1 61 62 63 65536
|
|
70 67 69 1 64 61 63 65536
|
|
71 72 73 1 65 66 67 65536
|
|
71 73 74 1 65 67 68 65536
|
|
75 76 77 1 69 70 71 65536
|
|
76 78 79 1 70 72 73 65536
|
|
76 79 77 1 70 73 71 65536
|
|
80 81 82 1 74 75 76 65536
|
|
70 83 77 1 64 77 71 65536
|
|
64 84 85 1 58 78 79 65536
|
|
64 66 86 1 58 60 80 65536
|
|
70 69 87 1 64 63 81 65536
|
|
74 70 87 1 68 64 81 65536
|
|
88 89 90 1 82 83 84 65536
|
|
91 92 82 1 85 86 76 65536
|
|
93 82 94 1 87 76 88 65536
|
|
93 94 95 1 87 88 89 65536
|
|
96 97 98 1 90 91 92 65536
|
|
94 96 98 1 88 90 92 65536
|
|
95 94 98 1 89 88 92 65536
|
|
79 78 99 1 73 72 93 65536
|
|
100 99 78 1 94 93 72 65536
|
|
101 102 103 1 95 96 97 65536
|
|
101 99 100 1 95 93 94 65536
|
|
100 102 101 1 94 96 95 65536
|
|
104 97 96 1 98 91 90 65536
|
|
105 73 72 1 99 67 66 65536
|
|
68 67 106 1 62 61 100 65536
|
|
91 106 92 1 85 101 86 65536
|
|
107 108 109 1 102 103 104 65536
|
|
110 109 108 1 105 104 103 65536
|
|
108 111 110 1 103 106 105 65536
|
|
112 110 111 1 107 105 106 65536
|
|
67 113 108 1 61 108 109 65536
|
|
108 113 114 1 109 108 110 65536
|
|
108 114 111 1 109 110 111 65536
|
|
111 114 115 1 111 110 112 65536
|
|
116 117 88 1 113 114 82 65536
|
|
96 117 116 1 90 114 113 65536
|
|
112 118 103 1 107 115 97 65536
|
|
111 118 112 1 106 115 107 65536
|
|
118 115 103 1 116 112 97 65536
|
|
111 115 118 1 111 112 116 65536
|
|
73 119 74 1 67 117 68 65536
|
|
88 90 120 1 82 84 118 65536
|
|
107 109 92 1 102 104 86 65536
|
|
107 92 106 1 102 86 101 65536
|
|
107 106 67 1 119 100 61 65536
|
|
67 108 107 1 61 109 119 65536
|
|
115 121 103 1 112 120 97 65536
|
|
121 115 114 1 120 112 110 65536
|
|
79 99 122 1 73 93 121 65536
|
|
122 99 101 1 121 93 95 65536
|
|
80 123 78 1 74 122 72 65536
|
|
123 100 78 1 122 94 72 65536
|
|
86 88 120 1 80 82 118 65536
|
|
116 88 86 1 113 82 80 65536
|
|
84 124 125 1 78 123 124 65536
|
|
85 84 125 1 79 78 124 65536
|
|
117 89 88 1 114 83 82 65536
|
|
75 81 80 1 69 75 74 65536
|
|
92 123 80 1 86 122 74 65536
|
|
82 92 80 1 76 86 74 65536
|
|
73 105 126 1 67 99 125 65536
|
|
125 124 126 1 124 123 125 65536
|
|
89 119 90 1 83 117 84 65536
|
|
73 90 119 1 67 84 117 65536
|
|
127 128 66 1 126 127 60 65536
|
|
65 127 66 1 59 126 60 65536
|
|
89 129 119 1 83 128 117 65536
|
|
130 129 89 1 129 128 83 65536
|
|
119 83 70 1 117 77 64 65536
|
|
119 70 74 1 117 64 68 65536
|
|
96 94 117 1 90 88 114 65536
|
|
117 130 89 1 114 129 83 65536
|
|
83 119 129 1 77 117 128 65536
|
|
129 81 75 1 128 75 69 65536
|
|
131 91 82 1 130 85 76 65536
|
|
93 131 82 1 87 130 76 65536
|
|
132 104 96 1 131 98 90 65536
|
|
127 132 128 1 126 131 127 65536
|
|
77 79 113 1 71 73 108 65536
|
|
113 79 122 1 108 73 121 65536
|
|
113 67 77 1 108 61 71 65536
|
|
70 77 67 1 64 71 61 65536
|
|
109 110 100 1 104 105 94 65536
|
|
110 102 100 1 105 96 94 65536
|
|
82 81 130 1 76 75 129 65536
|
|
129 130 81 1 128 129 75 65536
|
|
92 109 123 1 86 104 122 65536
|
|
100 123 109 1 94 122 104 65536
|
|
113 122 114 1 108 121 110 65536
|
|
122 121 114 1 121 120 110 65536
|
|
124 73 126 1 123 67 125 65536
|
|
120 90 73 1 118 84 67 65536
|
|
77 83 75 1 71 77 69 65536
|
|
129 75 83 1 128 69 77 65536
|
|
102 112 103 1 96 107 97 65536
|
|
110 112 102 1 105 107 96 65536
|
|
121 101 103 1 120 95 97 65536
|
|
122 101 121 1 121 95 120 65536
|
|
84 120 124 1 78 118 123 65536
|
|
120 73 124 1 118 67 123 65536
|
|
86 120 84 1 80 118 78 65536
|
|
64 86 84 1 58 80 78 65536
|
|
128 116 66 1 127 113 60 65536
|
|
66 116 86 1 60 113 80 65536
|
|
132 96 128 1 131 90 127 65536
|
|
128 96 116 1 127 90 113 65536
|
|
94 82 130 1 88 76 129 65536
|
|
94 130 117 1 88 129 114 65536
|
|
80 78 76 1 74 72 70 65536
|
|
75 80 76 1 69 74 70 65536
|
|
71 74 133 1 65 68 132 65536
|
|
74 87 133 1 68 81 132 65536
|
|
137 138 139 1 133 134 135 1
|
|
140 141 142 1 136 137 138 1
|
|
142 143 140 1 138 139 136 1
|
|
141 144 145 1 137 140 141 1
|
|
145 142 141 1 141 138 137 1
|
|
144 140 143 1 140 136 139 1
|
|
143 145 144 1 139 141 140 1
|
|
143 142 146 1 139 138 142 1
|
|
146 147 143 1 142 143 139 1
|
|
142 145 148 1 138 141 144 1
|
|
148 146 142 1 144 142 138 1
|
|
148 143 147 1 144 139 143 1
|
|
143 148 145 1 139 144 141 1
|
|
147 146 149 1 143 142 145 1
|
|
149 150 147 1 145 146 143 1
|
|
146 148 151 1 142 144 147 1
|
|
151 149 146 1 147 145 142 1
|
|
151 147 150 1 147 143 146 1
|
|
147 151 148 1 143 147 144 1
|
|
150 149 138 1 146 145 134 1
|
|
138 137 150 1 134 133 146 1
|
|
149 151 139 1 145 147 135 1
|
|
139 138 149 1 135 134 145 1
|
|
151 150 137 1 147 146 133 1
|
|
137 139 151 1 133 135 147 1
|
|
152 154 153 1 133 135 134 1
|
|
155 157 156 1 136 138 137 1
|
|
157 155 158 1 138 136 139 1
|
|
156 160 159 1 137 141 140 1
|
|
160 156 157 1 141 137 138 1
|
|
159 158 155 1 140 139 136 1
|
|
158 159 160 1 139 140 141 1
|
|
158 161 157 1 139 142 138 1
|
|
161 158 162 1 142 139 143 1
|
|
157 163 160 1 138 144 141 1
|
|
163 157 161 1 144 138 142 1
|
|
163 162 158 1 144 143 139 1
|
|
158 160 163 1 139 141 144 1
|
|
162 164 161 1 143 145 142 1
|
|
164 162 165 1 145 143 146 1
|
|
161 166 163 1 142 147 144 1
|
|
166 161 164 1 147 142 145 1
|
|
166 165 162 1 147 146 143 1
|
|
162 163 166 1 143 144 147 1
|
|
165 153 164 1 146 134 145 1
|
|
153 165 152 1 134 146 133 1
|
|
164 154 166 1 145 135 147 1
|
|
154 164 153 1 135 145 134 1
|
|
166 152 165 1 147 133 146 1
|
|
152 166 154 1 133 147 135 1
|
|
167 169 168 1 148 150 149 1
|
|
167 170 169 1 148 151 150 1
|
|
167 171 170 1 148 152 151 1
|
|
167 172 171 1 148 153 152 1
|
|
167 173 172 1 148 154 153 1
|
|
167 174 173 1 148 155 154 1
|
|
167 175 174 1 148 156 155 1
|
|
167 168 175 1 148 149 156 1
|
|
168 177 176 8 149 158 157 2
|
|
168 169 177 8 149 150 158 2
|
|
169 178 177 8 150 159 158 2
|
|
169 170 178 8 150 151 159 2
|
|
170 179 178 8 151 160 159 2
|
|
170 171 179 8 151 152 160 2
|
|
171 180 179 8 152 161 160 2
|
|
171 172 180 8 152 153 161 2
|
|
172 181 180 8 153 162 161 2
|
|
172 173 181 8 153 154 162 2
|
|
173 182 181 8 154 163 162 2
|
|
173 174 182 8 154 155 163 2
|
|
174 183 182 8 155 164 163 2
|
|
174 175 183 8 155 156 164 2
|
|
175 176 183 8 156 157 164 2
|
|
175 168 176 8 156 149 157 2
|
|
176 185 184 8 157 166 165 2
|
|
176 177 185 8 157 158 166 2
|
|
177 186 185 8 158 167 166 2
|
|
177 178 186 8 158 159 167 2
|
|
178 187 186 8 159 168 167 2
|
|
178 179 187 8 159 160 168 2
|
|
179 188 187 8 160 169 168 2
|
|
179 180 188 8 160 161 169 2
|
|
180 189 188 8 161 170 169 2
|
|
180 181 189 8 161 162 170 2
|
|
181 190 189 8 162 171 170 2
|
|
181 182 190 8 162 163 171 2
|
|
182 191 190 8 163 172 171 2
|
|
182 183 191 8 163 164 172 2
|
|
183 184 191 8 164 165 172 2
|
|
183 176 184 8 164 157 165 2
|
|
184 193 192 8 165 174 173 2
|
|
184 185 193 8 165 166 174 2
|
|
185 194 193 8 166 175 174 2
|
|
185 186 194 8 166 167 175 2
|
|
186 195 194 8 167 176 175 2
|
|
186 187 195 8 167 168 176 2
|
|
187 196 195 8 168 177 176 2
|
|
187 188 196 8 168 169 177 2
|
|
188 197 196 8 169 178 177 2
|
|
188 189 197 8 169 170 178 2
|
|
189 198 197 8 170 179 178 2
|
|
189 190 198 8 170 171 179 2
|
|
190 199 198 8 171 180 179 2
|
|
190 191 199 8 171 172 180 2
|
|
191 192 199 8 172 173 180 2
|
|
191 184 192 8 172 165 173 2
|
|
192 201 200 8 173 182 181 2
|
|
192 193 201 8 173 174 182 2
|
|
193 202 201 8 174 183 182 2
|
|
193 194 202 8 174 175 183 2
|
|
194 203 202 8 175 184 183 2
|
|
194 195 203 8 175 176 184 2
|
|
195 204 203 8 176 185 184 2
|
|
195 196 204 8 176 177 185 2
|
|
196 205 204 8 177 186 185 2
|
|
196 197 205 8 177 178 186 2
|
|
197 206 205 8 178 187 186 2
|
|
197 198 206 8 178 179 187 2
|
|
198 207 206 8 179 188 187 2
|
|
198 199 207 8 179 180 188 2
|
|
199 200 207 8 180 181 188 2
|
|
199 192 200 8 180 173 181 2
|
|
200 209 208 8 181 190 189 2
|
|
200 201 209 8 181 182 190 2
|
|
201 210 209 8 182 191 190 2
|
|
201 202 210 8 182 183 191 2
|
|
202 211 210 8 183 192 191 2
|
|
202 203 211 8 183 184 192 2
|
|
203 212 211 8 184 193 192 2
|
|
203 204 212 8 184 185 193 2
|
|
204 213 212 8 185 194 193 2
|
|
204 205 213 8 185 186 194 2
|
|
205 214 213 8 186 195 194 2
|
|
205 206 214 8 186 187 195 2
|
|
206 215 214 8 187 196 195 2
|
|
206 207 215 8 187 188 196 2
|
|
207 208 215 8 188 189 196 2
|
|
207 200 208 8 188 181 189 2
|
|
216 208 209 1 197 189 190 65536
|
|
216 209 210 1 197 190 191 65536
|
|
216 210 211 1 197 191 192 65536
|
|
216 211 212 1 197 192 193 65536
|
|
216 212 213 1 197 193 194 65536
|
|
216 213 214 1 197 194 195 65536
|
|
216 214 215 1 197 195 196 65536
|
|
216 215 208 1 197 196 189 65536
|
|
tverts 198
|
|
0.504422 0.229294 0
|
|
0.433106 0.181799 0
|
|
0.476356 0.0572537 0
|
|
0.662573 0.0209325 0
|
|
0.834571 0.0573523 0
|
|
0.616817 0.187643 0
|
|
0.684015 0.181134 0
|
|
0.479295 0.181229 0
|
|
0.463634 0.092837 0
|
|
0.692744 0.0447636 0
|
|
0.705084 0.16224 0
|
|
0.488523 0.0531028 0
|
|
0.330464 0.629504 0
|
|
0.180077 0.644203 0
|
|
0.12701 0.403611 0
|
|
0.352444 0.997477 0
|
|
0.329444 0.796763 0
|
|
0.425301 0.666398 0
|
|
0.404414 0.347068 0
|
|
0.368412 0.490214 0
|
|
0.311066 0.336713 0
|
|
0.0173001 0.179773 0
|
|
0.0207502 0.366691 0
|
|
0.149585 0.0109082 0
|
|
0.0215037 0.0162358 0
|
|
0.0223315 0.0163531 0
|
|
0.467368 0.721836 0
|
|
0.211891 0.014051 0
|
|
0.038639 0.996848 0
|
|
0.127005 0.403616 0
|
|
0.330326 0.628796 0
|
|
0.368268 0.489171 0
|
|
0.0184635 0.424828 0
|
|
0.0525933 0.432145 0
|
|
0.275656 0.138658 0
|
|
0.403248 0.347626 0
|
|
0.150583 0.013577 0
|
|
0.426207 0.665361 0
|
|
0.402065 0.28128 0
|
|
0.476518 0.336021 0
|
|
0.343777 0.109481 0
|
|
0.216113 0.0188819 0
|
|
0.0190357 0.656066 0
|
|
0.0192574 0.748511 0
|
|
0.180529 0.645411 0
|
|
0.329832 0.797802 0
|
|
0.0508359 0.432142 0
|
|
0.310181 0.335888 0
|
|
0.276743 0.140023 0
|
|
0.43923 0.413646 0
|
|
0.409976 0.350085 0
|
|
0.466153 0.72415 0
|
|
0.468479 0.724206 0
|
|
0.439262 0.416152 0
|
|
0.466145 0.719802 0
|
|
0.409494 0.349455 0
|
|
0.353106 0.996102 0
|
|
0.468624 0.717182 0
|
|
0.614585 0.983377 0
|
|
0.724524 0.970815 0
|
|
0.677513 0.95125 0
|
|
0.751296 0.654639 0
|
|
0.830303 0.701599 0
|
|
0.841682 0.745777 0
|
|
0.790163 0.729839 0
|
|
0.843393 0.825823 0
|
|
0.887594 0.845348 0
|
|
0.792064 0.874449 0
|
|
0.799194 0.806297 0
|
|
0.679001 0.672703 0
|
|
0.685331 0.633889 0
|
|
0.70877 0.639851 0
|
|
0.695799 0.569545 0
|
|
0.750298 0.581329 0
|
|
0.719562 0.642418 0
|
|
0.740803 0.696005 0
|
|
0.798813 0.733145 0
|
|
0.73398 0.693968 0
|
|
0.675661 0.950189 0
|
|
0.711568 0.966808 0
|
|
0.622398 0.935698 0
|
|
0.857265 0.775084 0
|
|
0.62899 0.914967 0
|
|
0.636053 0.883805 0
|
|
0.719431 0.890469 0
|
|
0.853698 0.709474 0
|
|
0.770838 0.659822 0
|
|
0.87059 0.781755 0
|
|
0.803364 0.808953 0
|
|
0.87875 0.809867 0
|
|
0.795017 0.87704 0
|
|
0.890701 0.849516 0
|
|
0.847034 0.829235 0
|
|
0.718822 0.468432 0
|
|
0.803733 0.493017 0
|
|
0.742754 0.370415 0
|
|
0.813702 0.392144 0
|
|
0.758065 0.293137 0
|
|
0.855827 0.882769 0
|
|
0.852164 0.879132 0
|
|
0.859803 0.673937 0
|
|
0.870861 0.67949 0
|
|
0.876199 0.671471 0
|
|
0.91355 0.615338 0
|
|
0.822063 0.59721 0
|
|
0.860266 0.51497 0
|
|
0.947804 0.546341 0
|
|
0.884529 0.416996 0
|
|
0.796589 0.590711 0
|
|
0.893351 0.60742 0
|
|
0.838314 0.505865 0
|
|
0.925202 0.537593 0
|
|
0.871259 0.410479 0
|
|
0.707895 0.912944 0
|
|
0.72218 0.891989 0
|
|
0.992822 0.449034 0
|
|
0.972224 0.44027 0
|
|
0.73158 0.788519 0
|
|
0.705469 0.918024 0
|
|
0.863996 0.665622 0
|
|
0.798724 0.386677 0
|
|
0.787977 0.485416 0
|
|
0.768404 0.587518 0
|
|
0.808561 0.91709 0
|
|
0.766231 0.952496 0
|
|
0.850507 0.916873 0
|
|
0.768545 0.955152 0
|
|
0.810512 0.920593 0
|
|
0.655825 0.78736 0
|
|
0.735832 0.790126 0
|
|
0.862427 0.753645 0
|
|
0.857323 0.917049 0
|
|
0.872848 0.804391 0
|
|
0.863132 0.438369 0
|
|
0.809785 0.327385 0
|
|
0.966163 0.422158 0
|
|
0.583476 0.870654 0
|
|
0.586387 0.867551 0
|
|
0.659647 0.855384 0
|
|
0.658816 0.852927 0
|
|
0.545357 0.933403 0
|
|
0.621049 0.959721 0
|
|
0.679696 0.820157 0
|
|
0.680984 0.883721 0
|
|
0.731508 0.978641 0
|
|
0.755973 0.603199 0
|
|
0.799801 0.522234 0
|
|
0.855606 0.672446 0
|
|
0.597678 0.422293 0
|
|
0.634303 0.422293 0
|
|
0.623576 0.44819 0
|
|
0.597678 0.458917 0
|
|
0.571781 0.44819 0
|
|
0.561054 0.422293 0
|
|
0.571781 0.396396 0
|
|
0.597678 0.385669 0
|
|
0.623576 0.396396 0
|
|
0.643185 0.422293 0
|
|
0.629857 0.454471 0
|
|
0.597678 0.4678 0
|
|
0.5655 0.454471 0
|
|
0.552171 0.422293 0
|
|
0.5655 0.390115 0
|
|
0.597678 0.376786 0
|
|
0.629857 0.390115 0
|
|
0.652068 0.422293 0
|
|
0.636138 0.460752 0
|
|
0.597678 0.476683 0
|
|
0.559219 0.460752 0
|
|
0.543288 0.422293 0
|
|
0.559219 0.383834 0
|
|
0.597678 0.367903 0
|
|
0.636138 0.383834 0
|
|
0.660951 0.422293 0
|
|
0.642419 0.467033 0
|
|
0.597678 0.485566 0
|
|
0.552938 0.467033 0
|
|
0.534406 0.422293 0
|
|
0.552938 0.377553 0
|
|
0.597678 0.359021 0
|
|
0.642419 0.377553 0
|
|
0.669833 0.422293 0
|
|
0.6487 0.473314 0
|
|
0.597678 0.494448 0
|
|
0.546657 0.473314 0
|
|
0.525523 0.422293 0
|
|
0.546657 0.371272 0
|
|
0.597678 0.350138 0
|
|
0.6487 0.371272 0
|
|
0.678716 0.422293 0
|
|
0.654981 0.479596 0
|
|
0.597678 0.503331 0
|
|
0.540376 0.479596 0
|
|
0.51664 0.422293 0
|
|
0.540376 0.364991 0
|
|
0.597678 0.341255 0
|
|
0.654981 0.364991 0
|
|
0.597678 0.422293 0
|
|
danglymesh 1
|
|
# Fake period, tightness and displacement parameters
|
|
period 6.000000
|
|
tightness 3.000000
|
|
displacement 0.025000
|
|
constraints 217
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
255.0
|
|
255.0
|
|
255.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
255.0
|
|
0.0
|
|
255.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
255.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
218.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
218.0
|
|
218.0
|
|
156.0
|
|
156.0
|
|
218.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
218.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
124.0
|
|
124.0
|
|
110.0
|
|
110.0
|
|
70.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
218.0
|
|
156.0
|
|
156.0
|
|
124.0
|
|
124.0
|
|
110.0
|
|
156.0
|
|
124.0
|
|
110.0
|
|
0.0
|
|
0.0
|
|
110.0
|
|
0.0
|
|
0.0
|
|
110.0
|
|
124.0
|
|
156.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
255.0
|
|
255.0
|
|
255.0
|
|
150.0
|
|
134.0
|
|
150.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
190.0
|
|
190.0
|
|
150.0
|
|
150.0
|
|
176.0
|
|
150.0
|
|
114.0
|
|
150.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
192.0
|
|
192.0
|
|
150.0
|
|
150.0
|
|
176.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
0.0
|
|
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 pfe2_head037
|
|
donemodel pfe2_head037
|