5313 lines
142 KiB
Plaintext
5313 lines
142 KiB
Plaintext
# Rewritten by CleanModels 3 Version 3.5.2d Thu Aug 07 17:08:23 2014
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#MAXMODEL ASCII
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filedependency Unknown
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newmodel phod_arcmirror
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classification CHARACTER
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setsupermodel phod_arcmirror NULL
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setanimationscale 1
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#MAXGEOM ASCII
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beginmodelgeom phod_arcmirror
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node dummy phod_arcmirror
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parent NULL
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endnode
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node trimesh bloborb
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parent phod_arcmirror
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orientation 0 0 0 0
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position 0 -2.25627e-07 4.00934
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wirecolor 1 1 1
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tilefade 0
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scale 1
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render 1
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shadow 0
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beaming 0
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inheritcolor 0
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rotatetexture 0
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alpha 1
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transparencyhint 0
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selfillumcolor 0 0 0
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ambient 1 1 1
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diffuse 1 1 1
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specular 0 0 0
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shininess 10
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center undefined
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bitmap phod_stone08
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188 184 187 2 4 2 3 3
|
|
187 184 183 2 3 2 5 3
|
|
187 183 189 2 3 5 4 3
|
|
189 183 185 2 4 5 2 3
|
|
189 185 190 2 7 1 6 3
|
|
190 185 186 2 6 1 0 3
|
|
190 186 188 2 6 0 7 3
|
|
188 186 184 2 7 0 1 3
|
|
192 188 191 2 9 4 8 3
|
|
191 188 187 2 8 4 3 3
|
|
191 187 193 2 8 3 9 3
|
|
193 187 189 2 9 3 4 3
|
|
193 189 194 2 11 7 10 3
|
|
194 189 190 2 10 7 6 3
|
|
194 190 192 2 10 6 11 3
|
|
192 190 188 2 11 6 7 3
|
|
196 192 195 2 13 9 12 3
|
|
195 192 191 2 12 9 8 3
|
|
195 191 197 2 12 8 13 3
|
|
197 191 193 2 13 8 9 3
|
|
197 193 198 2 15 11 14 3
|
|
198 193 194 2 14 11 10 3
|
|
198 194 196 2 14 10 15 3
|
|
196 194 192 2 15 10 11 3
|
|
200 196 199 2 17 13 16 3
|
|
199 196 195 2 16 13 12 3
|
|
199 195 201 2 16 12 17 3
|
|
201 195 197 2 17 12 13 3
|
|
201 197 202 2 19 15 18 3
|
|
202 197 198 2 18 15 14 3
|
|
202 198 200 2 18 14 19 3
|
|
200 198 196 2 19 14 15 3
|
|
204 200 203 2 21 17 20 3
|
|
203 200 199 2 20 17 16 3
|
|
203 199 205 2 20 16 21 3
|
|
205 199 201 2 21 16 17 3
|
|
205 201 206 2 23 19 22 3
|
|
206 201 202 2 22 19 18 3
|
|
206 202 204 2 22 18 23 3
|
|
204 202 200 2 23 18 19 3
|
|
203 207 204 1 20 24 21 1
|
|
205 207 203 1 21 24 20 1
|
|
206 207 205 1 25 24 21 1
|
|
204 207 206 1 21 24 25 1
|
|
209 208 210 1 0 0 1 2
|
|
211 208 209 1 1 0 0 2
|
|
212 208 211 1 0 0 1 2
|
|
210 208 212 1 1 0 0 2
|
|
213 210 214 2 3 2 4 3
|
|
209 210 213 2 5 2 3 3
|
|
215 209 213 2 4 5 3 3
|
|
211 209 215 2 2 5 4 3
|
|
216 211 215 2 6 1 7 3
|
|
212 211 216 2 0 1 6 3
|
|
214 212 216 2 7 0 6 3
|
|
210 212 214 2 1 0 7 3
|
|
217 214 218 2 8 4 9 3
|
|
213 214 217 2 3 4 8 3
|
|
219 213 217 2 9 3 8 3
|
|
215 213 219 2 4 3 9 3
|
|
220 215 219 2 10 7 11 3
|
|
216 215 220 2 6 7 10 3
|
|
218 216 220 2 11 6 10 3
|
|
214 216 218 2 7 6 11 3
|
|
221 218 222 2 12 9 13 3
|
|
217 218 221 2 8 9 12 3
|
|
223 217 221 2 13 8 12 3
|
|
219 217 223 2 9 8 13 3
|
|
224 219 223 2 14 11 15 3
|
|
220 219 224 2 10 11 14 3
|
|
222 220 224 2 15 10 14 3
|
|
218 220 222 2 11 10 15 3
|
|
225 222 226 2 16 13 17 3
|
|
221 222 225 2 12 13 16 3
|
|
227 221 225 2 17 12 16 3
|
|
223 221 227 2 13 12 17 3
|
|
228 223 227 2 18 15 19 3
|
|
224 223 228 2 14 15 18 3
|
|
226 224 228 2 19 14 18 3
|
|
222 224 226 2 15 14 19 3
|
|
229 226 230 2 20 17 21 3
|
|
225 226 229 2 16 17 20 3
|
|
231 225 229 2 21 16 20 3
|
|
227 225 231 2 17 16 21 3
|
|
232 227 231 2 22 19 23 3
|
|
228 227 232 2 18 19 22 3
|
|
230 228 232 2 23 18 22 3
|
|
226 228 230 2 19 18 23 3
|
|
230 233 229 1 21 24 20 1
|
|
229 233 231 1 20 24 21 1
|
|
231 233 232 1 21 24 25 1
|
|
232 233 230 1 25 24 21 1
|
|
236 234 235 1 1 0 0 2
|
|
235 234 237 1 0 0 1 2
|
|
237 234 238 1 1 0 0 2
|
|
238 234 236 1 0 0 1 2
|
|
240 236 239 2 4 2 3 3
|
|
239 236 235 2 3 2 5 3
|
|
239 235 241 2 3 5 4 3
|
|
241 235 237 2 4 5 2 3
|
|
241 237 242 2 7 1 6 3
|
|
242 237 238 2 6 1 0 3
|
|
242 238 240 2 6 0 7 3
|
|
240 238 236 2 7 0 1 3
|
|
244 240 243 2 9 4 8 3
|
|
243 240 239 2 8 4 3 3
|
|
243 239 245 2 8 3 9 3
|
|
245 239 241 2 9 3 4 3
|
|
245 241 246 2 11 7 10 3
|
|
246 241 242 2 10 7 6 3
|
|
246 242 244 2 10 6 11 3
|
|
244 242 240 2 11 6 7 3
|
|
248 244 247 2 13 9 12 3
|
|
247 244 243 2 12 9 8 3
|
|
247 243 249 2 12 8 13 3
|
|
249 243 245 2 13 8 9 3
|
|
249 245 250 2 15 11 14 3
|
|
250 245 246 2 14 11 10 3
|
|
250 246 248 2 14 10 15 3
|
|
248 246 244 2 15 10 11 3
|
|
252 248 251 2 17 13 16 3
|
|
251 248 247 2 16 13 12 3
|
|
251 247 253 2 16 12 17 3
|
|
253 247 249 2 17 12 13 3
|
|
253 249 254 2 19 15 18 3
|
|
254 249 250 2 18 15 14 3
|
|
254 250 252 2 18 14 19 3
|
|
252 250 248 2 19 14 15 3
|
|
256 252 255 2 21 17 20 3
|
|
255 252 251 2 20 17 16 3
|
|
255 251 257 2 20 16 21 3
|
|
257 251 253 2 21 16 17 3
|
|
257 253 258 2 23 19 22 3
|
|
258 253 254 2 22 19 18 3
|
|
258 254 256 2 22 18 23 3
|
|
256 254 252 2 23 18 19 3
|
|
255 259 256 1 20 24 21 1
|
|
257 259 255 1 21 24 20 1
|
|
258 259 257 1 25 24 21 1
|
|
256 259 258 1 21 24 25 1
|
|
261 260 262 1 0 0 1 2
|
|
263 260 261 1 1 0 0 2
|
|
264 260 263 1 0 0 1 2
|
|
262 260 264 1 1 0 0 2
|
|
265 262 266 2 3 2 4 3
|
|
261 262 265 2 5 2 3 3
|
|
267 261 265 2 4 5 3 3
|
|
263 261 267 2 2 5 4 3
|
|
268 263 267 2 6 1 7 3
|
|
264 263 268 2 0 1 6 3
|
|
266 264 268 2 7 0 6 3
|
|
262 264 266 2 1 0 7 3
|
|
269 266 270 2 8 4 9 3
|
|
265 266 269 2 3 4 8 3
|
|
271 265 269 2 9 3 8 3
|
|
267 265 271 2 4 3 9 3
|
|
272 267 271 2 10 7 11 3
|
|
268 267 272 2 6 7 10 3
|
|
270 268 272 2 11 6 10 3
|
|
266 268 270 2 7 6 11 3
|
|
273 270 274 2 12 9 13 3
|
|
269 270 273 2 8 9 12 3
|
|
275 269 273 2 13 8 12 3
|
|
271 269 275 2 9 8 13 3
|
|
276 271 275 2 14 11 15 3
|
|
272 271 276 2 10 11 14 3
|
|
274 272 276 2 15 10 14 3
|
|
270 272 274 2 11 10 15 3
|
|
277 274 278 2 16 13 17 3
|
|
273 274 277 2 12 13 16 3
|
|
279 273 277 2 17 12 16 3
|
|
275 273 279 2 13 12 17 3
|
|
280 275 279 2 18 15 19 3
|
|
276 275 280 2 14 15 18 3
|
|
278 276 280 2 19 14 18 3
|
|
274 276 278 2 15 14 19 3
|
|
281 278 282 2 20 17 21 3
|
|
277 278 281 2 16 17 20 3
|
|
283 277 281 2 21 16 20 3
|
|
279 277 283 2 17 16 21 3
|
|
284 279 283 2 22 19 23 3
|
|
280 279 284 2 18 19 22 3
|
|
282 280 284 2 23 18 22 3
|
|
278 280 282 2 19 18 23 3
|
|
282 285 281 1 21 24 20 1
|
|
281 285 283 1 20 24 21 1
|
|
283 285 284 1 21 24 25 1
|
|
284 285 282 1 25 24 21 1
|
|
288 286 287 1 1 0 0 2
|
|
287 286 289 1 0 0 1 2
|
|
289 286 290 1 1 0 0 2
|
|
290 286 288 1 0 0 1 2
|
|
292 288 291 2 4 2 3 3
|
|
291 288 287 2 3 2 5 3
|
|
291 287 293 2 3 5 4 3
|
|
293 287 289 2 4 5 2 3
|
|
293 289 294 2 7 1 6 3
|
|
294 289 290 2 6 1 0 3
|
|
294 290 292 2 6 0 7 3
|
|
292 290 288 2 7 0 1 3
|
|
296 292 295 2 9 4 8 3
|
|
295 292 291 2 8 4 3 3
|
|
295 291 297 2 8 3 9 3
|
|
297 291 293 2 9 3 4 3
|
|
297 293 298 2 11 7 10 3
|
|
298 293 294 2 10 7 6 3
|
|
298 294 296 2 10 6 11 3
|
|
296 294 292 2 11 6 7 3
|
|
300 296 299 2 13 9 12 3
|
|
299 296 295 2 12 9 8 3
|
|
299 295 301 2 12 8 13 3
|
|
301 295 297 2 13 8 9 3
|
|
301 297 302 2 15 11 14 3
|
|
302 297 298 2 14 11 10 3
|
|
302 298 300 2 14 10 15 3
|
|
300 298 296 2 15 10 11 3
|
|
304 300 303 2 17 13 16 3
|
|
303 300 299 2 16 13 12 3
|
|
303 299 305 2 16 12 17 3
|
|
305 299 301 2 17 12 13 3
|
|
305 301 306 2 19 15 18 3
|
|
306 301 302 2 18 15 14 3
|
|
306 302 304 2 18 14 19 3
|
|
304 302 300 2 19 14 15 3
|
|
308 304 307 2 21 17 20 3
|
|
307 304 303 2 20 17 16 3
|
|
307 303 309 2 20 16 21 3
|
|
309 303 305 2 21 16 17 3
|
|
309 305 310 2 23 19 22 3
|
|
310 305 306 2 22 19 18 3
|
|
310 306 308 2 22 18 23 3
|
|
308 306 304 2 23 18 19 3
|
|
307 311 308 1 20 24 21 1
|
|
309 311 307 1 21 24 20 1
|
|
310 311 309 1 25 24 21 1
|
|
308 311 310 1 21 24 25 1
|
|
313 312 314 1 0 0 1 2
|
|
315 312 313 1 1 0 0 2
|
|
316 312 315 1 0 0 1 2
|
|
314 312 316 1 1 0 0 2
|
|
317 314 318 2 3 2 4 3
|
|
313 314 317 2 5 2 3 3
|
|
319 313 317 2 4 5 3 3
|
|
315 313 319 2 2 5 4 3
|
|
320 315 319 2 6 1 7 3
|
|
316 315 320 2 0 1 6 3
|
|
318 316 320 2 7 0 6 3
|
|
314 316 318 2 1 0 7 3
|
|
321 318 322 2 8 4 9 3
|
|
317 318 321 2 3 4 8 3
|
|
323 317 321 2 9 3 8 3
|
|
319 317 323 2 4 3 9 3
|
|
324 319 323 2 10 7 11 3
|
|
320 319 324 2 6 7 10 3
|
|
322 320 324 2 11 6 10 3
|
|
318 320 322 2 7 6 11 3
|
|
325 322 326 2 12 9 13 3
|
|
321 322 325 2 8 9 12 3
|
|
327 321 325 2 13 8 12 3
|
|
323 321 327 2 9 8 13 3
|
|
328 323 327 2 14 11 15 3
|
|
324 323 328 2 10 11 14 3
|
|
326 324 328 2 15 10 14 3
|
|
322 324 326 2 11 10 15 3
|
|
329 326 330 2 16 13 17 3
|
|
325 326 329 2 12 13 16 3
|
|
331 325 329 2 17 12 16 3
|
|
327 325 331 2 13 12 17 3
|
|
332 327 331 2 18 15 19 3
|
|
328 327 332 2 14 15 18 3
|
|
330 328 332 2 19 14 18 3
|
|
326 328 330 2 15 14 19 3
|
|
333 330 334 2 20 17 21 3
|
|
329 330 333 2 16 17 20 3
|
|
335 329 333 2 21 16 20 3
|
|
331 329 335 2 17 16 21 3
|
|
336 331 335 2 22 19 23 3
|
|
332 331 336 2 18 19 22 3
|
|
334 332 336 2 23 18 22 3
|
|
330 332 334 2 19 18 23 3
|
|
334 337 333 1 21 24 20 1
|
|
333 337 335 1 20 24 21 1
|
|
335 337 336 1 21 24 25 1
|
|
336 337 334 1 25 24 21 1
|
|
340 338 339 1 1 0 0 2
|
|
339 338 341 1 0 0 1 2
|
|
341 338 342 1 1 0 0 2
|
|
342 338 340 1 0 0 1 2
|
|
344 340 343 2 4 2 3 3
|
|
343 340 339 2 3 2 5 3
|
|
343 339 345 2 3 5 4 3
|
|
345 339 341 2 4 5 2 3
|
|
345 341 346 2 7 1 6 3
|
|
346 341 342 2 6 1 0 3
|
|
346 342 344 2 6 0 7 3
|
|
344 342 340 2 7 0 1 3
|
|
348 344 347 2 9 4 8 3
|
|
347 344 343 2 8 4 3 3
|
|
347 343 349 2 8 3 9 3
|
|
349 343 345 2 9 3 4 3
|
|
349 345 350 2 11 7 10 3
|
|
350 345 346 2 10 7 6 3
|
|
350 346 348 2 10 6 11 3
|
|
348 346 344 2 11 6 7 3
|
|
352 348 351 2 13 9 12 3
|
|
351 348 347 2 12 9 8 3
|
|
351 347 353 2 12 8 13 3
|
|
353 347 349 2 13 8 9 3
|
|
353 349 354 2 15 11 14 3
|
|
354 349 350 2 14 11 10 3
|
|
354 350 352 2 14 10 15 3
|
|
352 350 348 2 15 10 11 3
|
|
356 352 355 2 17 13 16 3
|
|
355 352 351 2 16 13 12 3
|
|
355 351 357 2 16 12 17 3
|
|
357 351 353 2 17 12 13 3
|
|
357 353 358 2 19 15 18 3
|
|
358 353 354 2 18 15 14 3
|
|
358 354 356 2 18 14 19 3
|
|
356 354 352 2 19 14 15 3
|
|
360 356 359 2 21 17 20 3
|
|
359 356 355 2 20 17 16 3
|
|
359 355 361 2 20 16 21 3
|
|
361 355 357 2 21 16 17 3
|
|
361 357 362 2 23 19 22 3
|
|
362 357 358 2 22 19 18 3
|
|
362 358 360 2 22 18 23 3
|
|
360 358 356 2 23 18 19 3
|
|
359 363 360 1 20 24 21 1
|
|
361 363 359 1 21 24 20 1
|
|
362 363 361 1 25 24 21 1
|
|
360 363 362 1 21 24 25 1
|
|
365 364 366 1 0 0 1 2
|
|
367 364 365 1 1 0 0 2
|
|
368 364 367 1 0 0 1 2
|
|
366 364 368 1 1 0 0 2
|
|
369 366 370 2 3 2 4 3
|
|
365 366 369 2 5 2 3 3
|
|
371 365 369 2 4 5 3 3
|
|
367 365 371 2 2 5 4 3
|
|
372 367 371 2 6 1 7 3
|
|
368 367 372 2 0 1 6 3
|
|
370 368 372 2 7 0 6 3
|
|
366 368 370 2 1 0 7 3
|
|
373 370 374 2 8 4 9 3
|
|
369 370 373 2 3 4 8 3
|
|
375 369 373 2 9 3 8 3
|
|
371 369 375 2 4 3 9 3
|
|
376 371 375 2 10 7 11 3
|
|
372 371 376 2 6 7 10 3
|
|
374 372 376 2 11 6 10 3
|
|
370 372 374 2 7 6 11 3
|
|
377 374 378 2 12 9 13 3
|
|
373 374 377 2 8 9 12 3
|
|
379 373 377 2 13 8 12 3
|
|
375 373 379 2 9 8 13 3
|
|
380 375 379 2 14 11 15 3
|
|
376 375 380 2 10 11 14 3
|
|
378 376 380 2 15 10 14 3
|
|
374 376 378 2 11 10 15 3
|
|
381 378 382 2 16 13 17 3
|
|
377 378 381 2 12 13 16 3
|
|
383 377 381 2 17 12 16 3
|
|
379 377 383 2 13 12 17 3
|
|
384 379 383 2 18 15 19 3
|
|
380 379 384 2 14 15 18 3
|
|
382 380 384 2 19 14 18 3
|
|
378 380 382 2 15 14 19 3
|
|
385 382 386 2 20 17 21 3
|
|
381 382 385 2 16 17 20 3
|
|
387 381 385 2 21 16 20 3
|
|
383 381 387 2 17 16 21 3
|
|
388 383 387 2 22 19 23 3
|
|
384 383 388 2 18 19 22 3
|
|
386 384 388 2 23 18 22 3
|
|
382 384 386 2 19 18 23 3
|
|
386 389 385 1 21 24 20 1
|
|
385 389 387 1 20 24 21 1
|
|
387 389 388 1 21 24 25 1
|
|
388 389 386 1 25 24 21 1
|
|
392 390 391 1 1 0 0 2
|
|
391 390 393 1 0 0 1 2
|
|
393 390 394 1 1 0 0 2
|
|
394 390 392 1 0 0 1 2
|
|
396 392 395 2 4 2 3 3
|
|
395 392 391 2 3 2 5 3
|
|
395 391 397 2 3 5 4 3
|
|
397 391 393 2 4 5 2 3
|
|
397 393 398 2 7 1 6 3
|
|
398 393 394 2 6 1 0 3
|
|
398 394 396 2 6 0 7 3
|
|
396 394 392 2 7 0 1 3
|
|
400 396 399 2 9 4 8 3
|
|
399 396 395 2 8 4 3 3
|
|
399 395 401 2 8 3 9 3
|
|
401 395 397 2 9 3 4 3
|
|
401 397 402 2 11 7 10 3
|
|
402 397 398 2 10 7 6 3
|
|
402 398 400 2 10 6 11 3
|
|
400 398 396 2 11 6 7 3
|
|
404 400 403 2 13 9 12 3
|
|
403 400 399 2 12 9 8 3
|
|
403 399 405 2 12 8 13 3
|
|
405 399 401 2 13 8 9 3
|
|
405 401 406 2 15 11 14 3
|
|
406 401 402 2 14 11 10 3
|
|
406 402 404 2 14 10 15 3
|
|
404 402 400 2 15 10 11 3
|
|
408 404 407 2 17 13 16 3
|
|
407 404 403 2 16 13 12 3
|
|
407 403 409 2 16 12 17 3
|
|
409 403 405 2 17 12 13 3
|
|
409 405 410 2 19 15 18 3
|
|
410 405 406 2 18 15 14 3
|
|
410 406 408 2 18 14 19 3
|
|
408 406 404 2 19 14 15 3
|
|
412 408 411 2 21 17 20 3
|
|
411 408 407 2 20 17 16 3
|
|
411 407 413 2 20 16 21 3
|
|
413 407 409 2 21 16 17 3
|
|
413 409 414 2 23 19 22 3
|
|
414 409 410 2 22 19 18 3
|
|
414 410 412 2 22 18 23 3
|
|
412 410 408 2 23 18 19 3
|
|
411 415 412 1 20 24 21 1
|
|
413 415 411 1 21 24 20 1
|
|
414 415 413 1 25 24 21 1
|
|
412 415 414 1 21 24 25 1
|
|
tverts 26
|
|
0.0091651 0.0113808 0
|
|
0.0064761 0.0384568 0
|
|
0.008018 0.0374657 0
|
|
0.238241 0.0052237 0
|
|
0.246012 0.0350727 0
|
|
0.0091401 0.0128532 0
|
|
0.23796 0.0057306 0
|
|
0.247207 0.0339226 0
|
|
0.392717 0.0052237 0
|
|
0.417748 0.0331781 0
|
|
0.392991 0.0043181 0
|
|
0.41783 0.0332164 0
|
|
0.539365 0.0045174 0
|
|
0.544976 0.0345906 0
|
|
0.54004 0.0043181 0
|
|
0.545058 0.034629 0
|
|
0.748682 0.0052237 0
|
|
0.748853 0.038122 0
|
|
0.748986 0.0064369 0
|
|
0.748935 0.0381604 0
|
|
0.962274 0.0188186 0
|
|
0.982592 0.0351574 0
|
|
0.9842 0.0078495 0
|
|
0.980608 0.034629 0
|
|
0.984095 0.006924 0
|
|
0.987543 0.0242184 0
|
|
endnode
|
|
endmodelgeom phod_arcmirror
|
|
donemodel phod_arcmirror
|