sinfar-haks/hak/sf_plc_main3/phod_pigtower.mdl
2023-11-22 01:14:39 -07:00

1718 lines
45 KiB
Plaintext

# Exported from NWmax 0.8 b61 at 01/10/2015 08:57:21
# mdl file
#
#NWmax MODEL ASCII
# model: phod_pigtower
#local file: Unknown
filedependancy Unknown
newmodel phod_pigtower
setsupermodel phod_pigtower NULL
classification Character
setanimationscale 10.0
#NWmax GEOM ASCII
beginmodelgeom phod_pigtower
node dummy phod_pigtower
parent NULL
endnode
node trimesh PigOfPigs
parent phod_pigtower
position 0.0 0.0 0.0
orientation 1.0 0.0 0.0 0.0
wirecolor 0.101961 0.694118 0.576471
tilefade 0
scale 1.0
render 1
Shadow 0
beaming 0
inheritcolor 0
rotatetexture 0
alpha 1.0
transparencyhint 0
selfillumcolor 0.0 0.0 0.0
ambient 1.0 1.0 1.0
diffuse 1.0 1.0 1.0
specular 0.0 0.0 0.0
shininess 10
center undefined
bitmap phod_pigtower
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356 355 357 2 572 571 573 1
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366 365 367 2 584 583 585 1
388 389 390 2 626 627 628 1
396 397 398 2 634 635 636 1
398 397 399 2 636 635 637 1
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384 383 385 2 612 611 613 1
370 385 371 2 596 613 597 1
370 371 372 2 596 597 598 1
366 367 368 2 584 585 586 1
368 367 369 2 586 585 587 1
354 369 355 2 570 587 571 1
354 355 356 2 570 571 572 1
398 399 400 2 636 637 638 1
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386 387 388 2 622 623 624 1
384 385 370 2 612 613 596 1
368 369 354 2 586 587 570 1
400 401 386 2 638 639 622 1
8 9 10 1 8 9 10 1
10 9 11 1 10 9 11 1
53 63 55 1 455 445 456 1
52 53 54 2 54 55 56 1
54 53 55 2 56 55 57 1
129 115 127 2 165 164 161 1
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40 34 38 1 441 429 442 1
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38 39 40 2 40 41 42 1
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20 21 22 1 20 21 22 1
22 21 23 1 22 21 23 1
6 7 8 1 6 7 8 1
8 7 9 1 8 7 9 1
279 289 281 1 397 395 398 1
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243 257 245 1 342 343 344 1
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256 257 242 2 340 341 324 1
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252 253 254 2 336 337 338 1
254 253 255 2 338 337 339 1
277 289 279 1 396 395 397 1
283 289 285 1 399 395 400 1
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158 159 160 1 198 199 200 1
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146 161 147 1 184 201 185 1
183 193 185 1 241 239 242 1
185 193 187 1 242 239 243 1
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88 89 90 1 94 95 96 1
90 89 91 1 96 95 97 1
182 183 184 2 226 227 228 1
184 183 185 2 228 227 229 1
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222 221 223 2 286 285 287 1
156 157 158 1 196 197 198 1
158 157 159 1 198 197 199 1
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212 211 213 2 274 273 275 1
181 193 183 1 240 239 241 1
187 193 189 1 243 239 244 1
84 85 86 1 90 91 92 1
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146 147 148 1 184 185 186 1
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56 34 54 1 433 429 434 1
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22 23 24 1 22 23 24 1
24 23 25 1 24 23 25 1
129 65 118 2 488 477 489 1
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94 93 95 1 100 99 101 1
82 83 84 1 86 87 88 1
84 83 85 1 88 87 89 1
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252 251 253 2 336 335 337 1
285 289 287 1 400 395 401 1
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212 213 214 2 276 277 278 1
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148 149 150 1 188 189 190 1
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218 219 220 2 282 283 284 1
220 219 221 2 284 283 285 1
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156 155 157 1 196 195 197 1
275 289 277 1 394 395 396 1
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4 5 6 1 4 5 6 1
6 5 7 1 6 5 7 1
71 65 73 2 479 477 480 1
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72 71 73 5 76 75 77 1
38 34 36 1 442 429 443 1
37 63 39 1 447 445 448 1
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38 37 39 2 40 39 41 1
214 215 216 2 278 279 280 1
216 215 217 2 280 279 281 1
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218 217 219 2 282 281 283 1
96 97 82 1 102 103 86 1
82 97 83 1 86 103 87 1
150 151 152 1 190 191 192 1
152 151 153 1 192 191 193 1
152 153 154 1 192 193 194 1
154 153 155 1 194 193 195 1
192 193 178 2 236 237 220 1
178 193 179 2 220 237 221 1
94 95 96 1 100 101 102 1
96 95 97 1 102 101 103 1
190 191 192 2 234 235 236 1
192 191 193 2 236 235 237 1
288 289 274 2 392 393 376 1
274 289 275 2 376 393 377 1
246 247 248 2 330 331 332 1
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24 25 26 1 24 25 26 1
26 25 27 1 26 25 27 1
2 3 4 1 2 3 4 1
4 3 5 1 4 3 5 1
406 407 408 1 654 655 656 1
408 407 409 1 656 655 657 1
408 409 410 1 656 657 658 1
350 351 352 1 558 559 560 1
352 351 353 1 560 559 561 1
352 353 338 1 560 561 544 1
334 335 336 1 532 533 534 1
336 335 337 1 534 533 535 1
336 337 322 1 534 535 518 1
318 319 320 1 506 507 508 1
320 319 321 1 508 507 509 1
320 321 306 1 508 509 492 1
348 349 350 1 556 557 558 1
350 349 351 1 558 557 559 1
332 333 334 1 530 531 532 1
334 333 335 1 532 531 533 1
316 317 318 1 504 505 506 1
318 317 319 1 506 505 507 1
404 405 406 1 652 653 654 1
406 405 407 1 654 653 655 1
410 409 411 1 658 657 659 1
410 411 412 1 658 659 660 1
338 353 339 1 544 561 545 1
338 339 340 1 544 545 546 1
322 337 323 1 518 535 519 1
322 323 324 1 518 519 520 1
306 321 307 1 492 509 493 1
306 307 308 1 492 493 494 1
407 417 409 2 669 667 670 1
409 417 411 2 670 667 671 1
307 321 309 2 510 511 512 1
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311 321 313 2 513 511 514 1
313 321 315 2 514 511 515 1
315 321 317 2 515 511 516 1
317 321 319 2 516 511 517 1
402 403 404 1 648 649 650 1
404 403 405 1 650 649 651 1
412 411 413 1 660 659 661 1
412 413 414 1 660 661 662 1
340 339 341 1 546 545 547 1
339 353 341 2 562 563 564 1
341 353 343 2 564 563 565 1
343 353 345 2 565 563 566 1
345 353 347 2 566 563 567 1
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349 353 351 2 568 563 569 1
340 341 342 1 548 549 550 1
346 347 348 1 554 555 556 1
348 347 349 1 556 555 557 1
324 323 325 1 520 519 521 1
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325 337 327 2 538 537 539 1
327 337 329 2 539 537 540 1
329 337 331 2 540 537 541 1
331 337 333 2 541 537 542 1
333 337 335 2 542 537 543 1
324 325 326 1 522 523 524 1
330 331 332 1 528 529 530 1
332 331 333 1 530 529 531 1
308 309 310 1 496 497 498 1
314 315 316 1 502 503 504 1
316 315 317 1 504 503 505 1
308 307 309 1 494 493 495 1
405 417 407 2 668 667 669 1
411 417 413 2 671 667 672 1
414 415 416 1 662 663 664 1
416 417 402 1 664 665 648 1
402 417 403 1 648 665 649 1
414 413 415 1 662 661 663 1
342 341 343 1 550 549 551 1
342 343 344 1 550 551 552 1
344 345 346 1 552 553 554 1
346 345 347 1 554 553 555 1
326 325 327 1 524 523 525 1
326 327 328 1 524 525 526 1
328 329 330 1 526 527 528 1
330 329 331 1 528 527 529 1
310 309 311 1 498 497 499 1
310 311 312 1 498 499 500 1
312 313 314 1 500 501 502 1
314 313 315 1 502 501 503 1
403 417 405 2 666 667 668 1
413 417 415 2 672 667 673 1
118 65 119 2 489 477 490 1
99 118 101 2 126 127 128 1
119 101 118 2 129 128 127 1
116 68 117 3 464 461 465 1
117 98 116 3 125 124 123 1
58 34 56 1 432 429 433 1
57 63 59 1 457 445 458 1
56 57 58 2 58 59 60 1
58 57 59 2 60 59 61 1
69 65 71 2 478 477 479 1
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35 63 37 1 446 445 447 1
34 35 36 2 36 37 38 1
36 35 37 2 38 37 39 1
416 415 417 1 664 663 665 1
344 343 345 1 552 551 553 1
328 327 329 1 526 525 527 1
312 311 313 1 500 499 501 1
26 27 28 1 26 27 28 1
28 27 29 1 28 27 29 1
0 1 2 1 0 1 2 1
2 1 3 1 2 1 3 1
100 116 98 3 122 123 124 1
98 99 100 4 104 105 106 1
100 99 101 4 106 105 107 1
30 31 0 1 30 31 32 1
0 31 1 1 32 31 33 1
28 29 30 1 28 29 30 1
30 29 31 1 30 29 31 1
267 273 269 1 373 369 374 1
269 273 271 1 374 369 375 1
266 267 268 2 360 361 362 1
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270 269 271 2 364 363 365 1
265 273 267 1 372 369 373 1
264 265 266 2 358 359 360 1
266 265 267 2 360 359 361 1
270 271 272 2 364 365 366 1
272 271 273 2 366 365 367 1
195 209 197 1 264 265 266 1
197 209 199 1 266 265 267 1
194 195 196 2 246 247 248 1
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196 197 198 2 250 251 252 1
198 197 199 2 252 251 253 1
132 133 134 1 170 171 172 1
134 133 135 1 172 171 173 1
130 131 132 1 166 167 168 1
132 131 133 1 168 167 169 1
119 65 121 2 490 477 491 1
101 119 103 2 128 129 132 1
121 103 119 2 133 132 129 1
120 68 116 2 463 461 464 1
116 100 120 2 123 122 131 1
60 34 58 1 431 429 432 1
59 63 61 1 458 445 459 1
58 59 60 2 60 61 62 1
60 59 61 2 62 61 63 1
67 65 69 2 476 477 478 1
32 34 62 1 428 429 430 1
62 34 60 1 430 429 431 1
66 68 64 2 460 461 462 1
64 68 120 2 462 461 463 1
33 63 35 1 444 445 446 1
32 33 34 2 34 35 36 1
34 33 35 2 36 35 37 1
66 67 68 4 70 71 72 1
68 67 69 4 72 71 73 1
199 209 201 1 267 265 268 1
208 209 194 2 262 263 246 1
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198 199 200 2 252 253 254 1
200 199 201 2 254 253 255 1
134 135 136 1 172 173 174 1
136 135 137 1 174 173 175 1
144 145 130 1 182 183 166 1
130 145 131 1 166 183 167 1
259 273 261 1 368 369 370 1
261 273 263 1 370 369 371 1
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264 263 265 2 358 357 359 1
272 273 258 2 366 367 350 1
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206 207 208 2 260 261 262 1
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200 201 202 2 254 255 256 1
136 137 138 1 174 175 176 1
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142 143 144 1 180 181 182 1
144 143 145 1 182 181 183 1
262 263 264 2 356 357 358 1
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202 201 203 2 256 255 257 1
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102 101 103 4 108 107 109 1
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204 205 206 2 258 259 260 1
206 205 207 2 260 259 261 1
138 139 140 1 176 177 178 1
140 139 141 1 178 177 179 1
140 141 142 1 178 179 180 1
142 141 143 1 180 179 181 1
260 261 262 2 354 355 356 1
262 261 263 2 356 355 357 1
258 259 260 2 350 351 352 1
260 259 261 2 352 351 353 1
103 121 105 2 132 133 140 1
65 105 121 2 141 140 133 1
120 104 64 2 131 134 135 1
102 104 120 2 130 134 131 1
60 61 62 2 62 63 64 1
62 61 63 2 64 63 65 1
62 63 32 2 64 65 66 1
32 63 33 2 66 65 67 1
64 65 66 4 68 69 70 1
66 65 67 4 70 69 71 1
64 104 65 1 136 137 138 1
65 104 105 1 138 137 139 1
102 103 104 4 108 109 110 1
104 103 105 4 110 109 111 1
tverts 674
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endnode
endmodelgeom phod_pigtower
donemodel phod_pigtower