NWNDS/nwnds_anatomy1/pmk0_robe002.mdl
Jaysyn904 1b9da78d8e Added Anatomy Haks
Added Anatomy haks.
2021-07-12 21:01:05 -04:00

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#Model converted by mdl2ascii
#For updates/comments check out http://nwn-j3d.sf.net
filedependancy Unknown
newmodel pmk0_robe002
setsupermodel pmk0_robe002 a_ba
classification Character
setanimationscale 1.000000
#MAXGEOM ASCII
beginmodelgeom pmk0_robe002
node dummy pmk0_robe002
parent NULL
endnode
node trimesh Robe
parent pmk0_robe002
position 0.00627250000 -0.03253875000 -0.41258550000
orientation 0.000000 0.000000 0.000000 0.000000
diffuse 1.000000 1.000000 1.000000
ambient 1.000000 1.000000 1.000000
specular 0.000000 0.000000 0.000000
shininess 1.000000
render 1
bitmap pmk0_robe002
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133 134 162 1 140 141 176 3
134 135 163 1 141 142 177 3
135 136 163 1 142 143 177 3
163 136 164 1 177 143 178 3
136 165 164 1 143 179 178 3
136 137 166 1 180 181 182 3
166 167 168 1 182 183 184 3
166 169 167 1 182 185 183 3
169 141 167 1 185 149 183 3
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170 144 171 1 186 187 188 1
171 172 170 1 188 189 186 1
144 143 173 1 187 154 190 1
173 171 144 1 190 188 187 1
143 145 173 1 154 155 190 1
174 175 176 1 191 192 193 1
177 178 179 1 194 195 196 1
178 177 175 1 195 194 192 1
149 150 180 1 159 160 197 1
180 181 182 1 197 198 199 1
181 180 150 1 198 197 160 1
182 183 184 1 199 200 201 1
183 182 181 1 200 199 198 1
183 159 185 1 202 173 203 1
185 184 183 1 203 204 202 1
159 160 185 1 173 174 203 1
160 161 186 1 174 175 205 1
186 185 160 1 205 203 174 1
162 163 186 1 176 177 205 1
186 164 187 1 205 178 206 1
164 186 163 1 178 205 177 1
164 165 187 1 178 179 206 1
187 170 172 1 206 207 208 1
170 187 165 1 207 206 179 1
24 21 2 1 24 21 209 2
2 1 24 1 209 210 24 2
26 24 1 1 26 24 210 2
1 3 26 1 210 211 26 2
28 26 3 1 28 26 211 2
3 4 28 1 211 212 28 2
30 28 4 1 30 28 212 2
4 5 30 1 212 213 30 2
31 30 5 1 31 30 213 2
7 6 34 1 214 215 34 2
8 34 6 1 216 34 215 2
34 8 35 1 34 216 35 2
9 35 8 1 217 35 216 2
35 9 37 1 35 217 37 2
10 37 9 1 218 37 217 2
37 10 39 1 37 218 39 2
42 39 10 1 42 39 218 2
10 11 42 1 218 219 42 2
44 42 11 1 46 43 220 2
11 12 44 1 220 221 46 2
46 44 12 1 48 46 221 2
12 13 46 1 221 222 48 2
48 46 13 1 50 48 222 2
13 14 48 1 222 223 50 2
50 48 14 1 52 50 223 2
14 15 50 1 223 224 52 2
51 50 15 1 53 52 224 2
17 16 54 1 225 226 56 2
18 54 16 1 227 56 226 2
54 18 55 1 56 227 57 2
19 55 18 1 228 57 227 2
55 19 57 1 57 228 59 2
20 57 19 1 229 59 228 2
57 20 59 1 59 229 61 2
21 59 20 1 64 61 229 2
20 2 21 1 229 230 64 2
144 170 141 1 153 231 149 3
141 140 144 1 149 151 153 3
142 143 140 1 232 152 151 3
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153 150 151 1 165 161 163 3
150 153 181 1 161 165 234 3
183 181 153 1 235 234 165 3
153 152 183 1 165 164 235 3
152 155 183 1 164 167 235 3
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155 157 159 1 167 169 172 3
158 132 157 1 170 171 169 3
132 158 131 1 171 170 236 3
168 136 166 1 184 180 182 3
136 168 165 1 180 184 237 3
170 165 168 1 231 237 184 3
168 167 170 1 184 183 231 3
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122 121 188 1 238 233 239 3
189 190 122 1 240 241 238 3
128 129 191 1 162 242 243 3
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130 131 194 1 248 236 249 3
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245 225 224 1 315 293 292 3
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251 248 247 1 323 320 319 3
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253 251 250 1 325 323 322 3
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260 261 258 1 332 333 330 3
259 254 257 1 331 326 329 3
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255 262 263 1 327 334 335 3
263 256 255 1 335 328 327 3
264 258 261 1 336 330 333 3
261 265 264 1 333 337 336 3
262 266 267 1 338 339 340 3
267 263 262 1 340 341 338 3
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270 271 268 1 344 345 342 3
272 268 271 1 346 342 345 3
271 273 272 1 345 347 346 3
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249 270 269 1 321 349 348 3
252 272 273 1 324 346 347 3
273 253 252 1 347 325 324 3
116 93 117 1 122 97 123 3
90 93 89 1 94 97 93 3
198 189 188 1 258 267 263 3
122 188 189 1 238 239 240 3
191 203 192 1 243 264 244 3
151 192 203 1 163 244 264 3
249 248 274 1 350 351 352 3
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251 253 274 1 353 354 352 3
257 256 275 1 355 356 357 3
261 260 275 1 358 359 357 3
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256 263 275 1 356 360 357 3
265 261 275 1 361 358 357 3
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271 270 274 1 363 364 352 3
273 271 274 1 365 363 352 3
270 249 274 1 364 350 352 3
253 273 274 1 354 365 352 3
205 204 219 1 266 265 366 3
219 218 205 1 366 367 266 3
204 206 222 1 269 268 368 3
222 219 204 1 368 369 269 3
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224 222 206 1 370 368 268 3
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230 236 213 1 374 376 277 3
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236 238 214 1 376 377 278 3
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241 240 216 1 379 380 281 3
217 216 240 1 282 281 380 3
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215 205 218 1 284 266 367 3
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220 223 250 1 288 291 322 3
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229 228 255 1 297 296 327 3
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233 232 259 1 301 300 331 3
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232 229 254 1 300 297 326 3
254 259 232 1 326 331 300 3
228 235 262 1 296 303 334 3
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237 233 258 1 305 301 330 3
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235 239 266 1 309 308 339 3
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245 243 268 1 315 313 342 3
268 272 245 1 342 346 315 3
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272 252 225 1 346 324 293 3
64 61 23 1 383 384 385 3
23 22 64 1 385 386 383 3
66 64 22 1 387 383 386 3
22 25 66 1 386 388 387 3
68 66 25 1 389 387 388 3
25 27 68 1 388 390 389 3
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27 29 70 1 390 392 391 3
71 70 29 1 393 391 392 3
32 33 74 1 394 395 396 3
75 74 33 1 397 396 395 3
33 36 75 1 395 398 397 3
77 75 36 1 399 397 398 3
36 38 77 1 398 400 399 3
79 77 38 1 401 399 400 3
38 40 79 1 400 402 401 3
82 79 40 1 403 401 402 3
40 41 82 1 402 404 403 3
84 82 41 1 405 403 404 3
41 43 84 1 404 406 405 3
86 84 43 1 407 405 406 3
43 45 86 1 406 408 407 3
88 86 45 1 409 407 408 3
45 47 88 1 408 410 409 3
90 88 47 1 411 409 410 3
47 49 90 1 410 412 411 3
52 91 49 1 413 414 412 3
52 53 92 1 413 415 416 3
95 92 53 1 417 416 415 3
53 56 95 1 415 418 417 3
97 95 56 1 419 417 418 3
56 58 97 1 418 420 419 3
99 97 58 1 421 419 420 3
58 60 99 1 420 422 421 3
61 99 60 1 384 421 422 3
60 23 61 1 422 385 384 3
276 277 177 1 423 424 194 1
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278 176 177 1 425 193 194 1
179 279 177 1 196 426 194 1
279 280 177 1 426 427 194 1
280 281 177 1 427 428 194 1
281 282 177 1 428 429 194 1
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283 276 177 1 430 423 194 1
124 147 146 1 131 157 156 3
145 146 174 1 155 156 431 1
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147 148 174 1 157 158 431 1
148 149 178 1 158 159 433 1
178 174 148 1 433 431 158 1
172 171 277 1 189 188 434 1
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171 173 278 1 188 190 436 1
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176 175 177 1 193 192 194 1
174 174 146 1 70 437 68 1
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149 180 179 1 159 197 438 1
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282 281 185 1 442 440 203 1
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276 283 187 1 444 443 206 1
147 174 146 1 157 431 156 1
124 125 147 1 131 132 157 3
105 125 124 1 111 132 131 3
125 106 126 1 132 112 133 3
69 106 105 1 73 112 111 3
106 72 107 1 112 76 113 3
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32 71 29 1 394 393 392 3
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30 32 29 1 30 32 29 3
7 31 5 1 214 31 213 2
31 34 33 1 31 34 33 3
31 7 34 1 31 214 34 2
0 7 5 1 0 7 5 2
161 162 186 1 175 176 205 1
133 162 161 1 140 176 175 3
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134 116 135 1 141 122 142 3
89 116 115 1 93 122 121 3
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91 90 49 1 414 411 412 3
17 51 15 1 225 53 224 2
51 54 53 1 53 56 55 3
51 17 54 1 53 225 56 2
0 17 15 1 0 17 15 2
91 52 92 1 414 413 416 3
50 52 49 1 52 54 51 3
tverts 445
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endnode
endmodelgeom pmk0_robe002
donemodel pmk0_robe002