4336 lines
111 KiB
Plaintext
4336 lines
111 KiB
Plaintext
# Exported from NWgMax Plus v6.11.28 at 2017-01-26 19:02:39
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# mdl file
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#
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#NWgMax Plus MODEL ASCII
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# model: vos_utilitypole
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filedependancy Unknown
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newmodel vos_utilitypole
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setsupermodel vos_utilitypole NULL
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classification Character
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setanimationscale 1.0
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#NWgMax Plus GEOM ASCII
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beginmodelgeom vos_utilitypole
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node dummy vos_utilitypole
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parent NULL
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endnode
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node trimesh pole
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parent vos_utilitypole
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position 0.0 -2.4478 0.0
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orientation 1.0 0.0 0.0 0.0
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wirecolor 0.109804 0.34902 0.694118
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tilefade 0
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scale 1.0
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render 1
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Shadow 1
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beaming 0
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inheritcolor 0
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rotatetexture 0
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alpha 1.0
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transparencyhint 0
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selfillumcolor 0.0 0.0 0.0
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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 11
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center 0.0 0.0 500.0
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bitmap dgt04_wood01
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endnode
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node trimesh Box01
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parent pole
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position -0.219526 0.00785324 9.10702
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orientation 1.0 0.0 0.0 0.0
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wirecolor 0.337255 0.87451 0.776471
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tilefade 0
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scale 1.0
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render 1
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beaming 0
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inheritcolor 0
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rotatetexture 0
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alpha 1.0
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transparencyhint 0
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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 12
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center -7.5 0.0 0.0
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bitmap pswitch1
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verts 8
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faces 12
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endnode
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node trimesh PowerBox
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parent pole
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orientation 1.0 0.0 0.0 0.0
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transparencyhint 0
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shininess 11
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bitmap pswitch1
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faces 58
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-0.212288 1.0 -0.771955
|
|
-0.292288 -1.0 -0.521955
|
|
-0.212288 -1.0 -0.521955
|
|
-0.292288 1.0 -0.521955
|
|
-0.212288 1.0 -0.521955
|
|
0.223012 -1.0 0.521955
|
|
0.303013 -1.0 0.521955
|
|
0.223012 1.0 0.521955
|
|
0.303013 1.0 0.521955
|
|
0.223012 -1.0 0.771955
|
|
0.303013 -1.0 0.771955
|
|
0.223012 1.0 0.771955
|
|
0.303013 1.0 0.771955
|
|
0.223012 -1.0 -0.771955
|
|
0.303013 -1.0 -0.771955
|
|
0.223012 1.0 -0.771955
|
|
0.303013 1.0 -0.771955
|
|
0.223012 -1.0 -0.521955
|
|
0.303013 -1.0 -0.521955
|
|
0.223012 1.0 -0.521955
|
|
0.303013 1.0 -0.521955
|
|
faces 72
|
|
0 2 3 2 16 17 18 2
|
|
3 1 0 2 19 20 21 2
|
|
4 5 7 4 22 23 24 1
|
|
7 6 4 4 25 26 27 1
|
|
0 1 5 8 28 29 30 5
|
|
5 4 0 8 31 32 33 5
|
|
1 3 7 16 34 35 36 4
|
|
7 5 1 16 37 5 1 4
|
|
3 2 6 32 38 39 40 6
|
|
6 7 3 32 41 7 3 6
|
|
2 0 4 64 42 0 43 3
|
|
4 6 2 64 4 6 2 3
|
|
8 10 11 2 44 45 46 2
|
|
11 9 8 2 47 48 49 2
|
|
12 13 15 4 50 51 52 1
|
|
15 14 12 4 53 54 55 1
|
|
8 9 13 8 56 57 58 5
|
|
13 12 8 8 59 60 61 5
|
|
9 11 15 16 62 63 64 4
|
|
15 13 9 16 65 13 9 4
|
|
11 10 14 32 66 67 68 6
|
|
14 15 11 32 69 15 11 6
|
|
10 8 12 64 70 8 71 3
|
|
12 14 10 64 12 14 10 3
|
|
16 18 19 2 192 193 194 2
|
|
19 17 16 2 195 196 197 2
|
|
20 21 23 4 198 199 200 1
|
|
23 22 20 4 201 202 203 1
|
|
16 17 21 8 204 205 206 5
|
|
21 20 16 8 207 208 209 5
|
|
17 19 23 16 210 211 212 4
|
|
23 21 17 16 213 181 177 4
|
|
19 18 22 32 214 215 216 6
|
|
22 23 19 32 217 183 179 6
|
|
18 16 20 64 218 176 219 3
|
|
20 22 18 64 180 182 178 3
|
|
24 26 27 2 220 221 222 2
|
|
27 25 24 2 223 224 225 2
|
|
28 29 31 4 226 227 228 1
|
|
31 30 28 4 229 230 231 1
|
|
24 25 29 8 232 233 234 5
|
|
29 28 24 8 235 236 237 5
|
|
25 27 31 16 238 239 240 4
|
|
31 29 25 16 241 189 185 4
|
|
27 26 30 32 242 243 244 6
|
|
30 31 27 32 245 191 187 6
|
|
26 24 28 64 246 184 247 3
|
|
28 30 26 64 188 190 186 3
|
|
32 34 35 2 368 369 370 2
|
|
35 33 32 2 371 372 373 2
|
|
36 37 39 4 374 375 376 1
|
|
39 38 36 4 377 378 379 1
|
|
32 33 37 8 380 381 382 5
|
|
37 36 32 8 383 384 385 5
|
|
33 35 39 16 386 387 388 4
|
|
39 37 33 16 389 357 353 4
|
|
35 34 38 32 390 391 392 6
|
|
38 39 35 32 393 359 355 6
|
|
34 32 36 64 394 352 395 3
|
|
36 38 34 64 356 358 354 3
|
|
40 42 43 2 396 397 398 2
|
|
43 41 40 2 399 400 401 2
|
|
44 45 47 4 402 403 404 1
|
|
47 46 44 4 405 406 407 1
|
|
40 41 45 8 408 409 410 5
|
|
45 44 40 8 411 412 413 5
|
|
41 43 47 16 414 415 416 4
|
|
47 45 41 16 417 365 361 4
|
|
43 42 46 32 418 419 420 6
|
|
46 47 43 32 421 367 363 6
|
|
42 40 44 64 422 360 423 3
|
|
44 46 42 64 364 366 362 3
|
|
tverts 424
|
|
0.0922238 1.28125 0
|
|
0.0922239 -0.28125 0
|
|
0.0922239 -0.28125 0
|
|
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|
|
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|
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|
|
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|
|
-0.103089 0.46875 0
|
|
1.10309 1.28125 0
|
|
1.10309 -0.28125 0
|
|
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|
|
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|
|
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|
|
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|
|
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|
|
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|
|
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|
|
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|
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|
|
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|
|
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|
|
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|
|
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|
|
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|
|
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|
|
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|
|
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|
|
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|
|
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|
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|
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|
|
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|
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|
|
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|
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|
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|
|
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|
|
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|
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|
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|
|
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|
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|
|
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|
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|
|
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|
|
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|
|
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|
|
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|
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|
|
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|
|
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|
|
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|
|
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|
|
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|
|
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|
|
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|
|
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|
|
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|
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|
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|
|
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|
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|
|
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|
|
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|
|
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|
|
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|
|
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|
|
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|
|
1.10309 -0.28125 0
|
|
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|
|
0.25 2.45313 0
|
|
0.25 -1.45313 0
|
|
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|
|
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|
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|
|
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|
|
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|
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|
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|
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|
|
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|
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|
|
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|
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|
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|
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node trimesh transformer2
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39 37 33 16 137 125 121 4
|
|
35 34 38 32 138 139 140 6
|
|
38 39 35 32 141 127 123 6
|
|
34 32 36 64 142 120 143 3
|
|
36 38 34 64 124 126 122 3
|
|
44 45 47 4 174 175 176 1
|
|
47 46 44 4 177 178 179 1
|
|
40 41 45 8 158 159 160 5
|
|
45 44 40 8 161 162 163 5
|
|
41 43 47 16 164 165 166 4
|
|
47 45 41 16 167 155 151 4
|
|
43 42 46 32 168 169 170 6
|
|
46 47 43 32 171 157 153 6
|
|
42 40 44 64 172 150 173 3
|
|
44 46 42 64 154 156 152 3
|
|
52 53 55 4 204 205 206 1
|
|
55 54 52 4 207 208 209 1
|
|
48 49 53 8 188 189 190 5
|
|
53 52 48 8 191 192 193 5
|
|
49 51 55 16 194 195 196 4
|
|
55 53 49 16 197 185 181 4
|
|
51 50 54 32 198 199 200 6
|
|
54 55 51 32 201 187 183 6
|
|
50 48 52 64 202 180 203 3
|
|
52 54 50 64 184 186 182 3
|
|
60 61 63 4 234 235 236 1
|
|
63 62 60 4 237 238 239 1
|
|
56 57 61 8 218 219 220 5
|
|
61 60 56 8 221 222 223 5
|
|
57 59 63 16 224 225 226 4
|
|
63 61 57 16 227 215 211 4
|
|
59 58 62 32 228 229 230 6
|
|
62 63 59 32 231 217 213 6
|
|
58 56 60 64 232 210 233 3
|
|
60 62 58 64 214 216 212 3
|
|
68 69 71 4 504 505 506 1
|
|
71 70 68 4 507 508 509 1
|
|
64 65 69 8 488 489 490 5
|
|
69 68 64 8 491 492 493 5
|
|
65 67 71 16 494 495 496 4
|
|
71 69 65 16 497 485 481 4
|
|
67 66 70 32 498 499 500 6
|
|
70 71 67 32 501 487 483 6
|
|
66 64 68 64 502 480 503 3
|
|
68 70 66 64 484 486 482 3
|
|
76 77 79 4 534 535 536 1
|
|
79 78 76 4 537 538 539 1
|
|
72 73 77 8 518 519 520 5
|
|
77 76 72 8 521 522 523 5
|
|
73 75 79 16 524 525 526 4
|
|
79 77 73 16 527 515 511 4
|
|
75 74 78 32 528 529 530 6
|
|
78 79 75 32 531 517 513 6
|
|
74 72 76 64 532 510 533 3
|
|
76 78 74 64 514 516 512 3
|
|
84 85 87 4 564 565 566 1
|
|
87 86 84 4 567 568 569 1
|
|
80 81 85 8 548 549 550 5
|
|
85 84 80 8 551 552 553 5
|
|
81 83 87 16 554 555 556 4
|
|
87 85 81 16 557 545 541 4
|
|
83 82 86 32 558 559 560 6
|
|
86 87 83 32 561 547 543 6
|
|
82 80 84 64 562 540 563 3
|
|
84 86 82 64 544 546 542 3
|
|
92 93 95 4 594 595 596 1
|
|
95 94 92 4 597 598 599 1
|
|
88 89 93 8 578 579 580 5
|
|
93 92 88 8 581 582 583 5
|
|
89 91 95 16 584 585 586 4
|
|
95 93 89 16 587 575 571 4
|
|
91 90 94 32 588 589 590 6
|
|
94 95 91 32 591 577 573 6
|
|
90 88 92 64 592 570 593 3
|
|
92 94 90 64 574 576 572 3
|
|
100 101 103 4 624 625 626 1
|
|
103 102 100 4 627 628 629 1
|
|
96 97 101 8 608 609 610 5
|
|
101 100 96 8 611 612 613 5
|
|
97 99 103 16 614 615 616 4
|
|
103 101 97 16 617 605 601 4
|
|
99 98 102 32 618 619 620 6
|
|
102 103 99 32 621 607 603 6
|
|
98 96 100 64 622 600 623 3
|
|
100 102 98 64 604 606 602 3
|
|
108 109 111 4 654 655 656 1
|
|
111 110 108 4 657 658 659 1
|
|
104 105 109 8 638 639 640 5
|
|
109 108 104 8 641 642 643 5
|
|
105 107 111 16 644 645 646 4
|
|
111 109 105 16 647 635 631 4
|
|
107 106 110 32 648 649 650 6
|
|
110 111 107 32 651 637 633 6
|
|
106 104 108 64 652 630 653 3
|
|
108 110 106 64 634 636 632 3
|
|
116 117 119 4 684 685 686 1
|
|
119 118 116 4 687 688 689 1
|
|
112 113 117 8 668 669 670 5
|
|
117 116 112 8 671 672 673 5
|
|
113 115 119 16 674 675 676 4
|
|
119 117 113 16 677 665 661 4
|
|
115 114 118 32 678 679 680 6
|
|
118 119 115 32 681 667 663 6
|
|
114 112 116 64 682 660 683 3
|
|
116 118 114 64 664 666 662 3
|
|
124 125 127 4 714 715 716 1
|
|
127 126 124 4 717 718 719 1
|
|
120 121 125 8 698 699 700 5
|
|
125 124 120 8 701 702 703 5
|
|
121 123 127 16 704 705 706 4
|
|
127 125 121 16 707 695 691 4
|
|
123 122 126 32 708 709 710 6
|
|
126 127 123 32 711 697 693 6
|
|
122 120 124 64 712 690 713 3
|
|
124 126 122 64 694 696 692 3
|
|
132 133 135 4 984 985 986 1
|
|
135 134 132 4 987 988 989 1
|
|
128 129 133 8 968 969 970 5
|
|
133 132 128 8 971 972 973 5
|
|
129 131 135 16 974 975 976 4
|
|
135 133 129 16 977 965 961 4
|
|
131 130 134 32 978 979 980 6
|
|
134 135 131 32 981 967 963 6
|
|
130 128 132 64 982 960 983 3
|
|
132 134 130 64 964 966 962 3
|
|
140 141 143 4 1014 1015 1016 1
|
|
143 142 140 4 1017 1018 1019 1
|
|
136 137 141 8 998 999 1000 5
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|
141 140 136 8 1001 1002 1003 5
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|
137 139 143 16 1004 1005 1006 4
|
|
143 141 137 16 1007 995 991 4
|
|
139 138 142 32 1008 1009 1010 6
|
|
142 143 139 32 1011 997 993 6
|
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138 136 140 64 1012 990 1013 3
|
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140 142 138 64 994 996 992 3
|
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148 149 151 4 1044 1045 1046 1
|
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151 150 148 4 1047 1048 1049 1
|
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144 145 149 8 1028 1029 1030 5
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149 148 144 8 1031 1032 1033 5
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|
145 147 151 16 1034 1035 1036 4
|
|
151 149 145 16 1037 1025 1021 4
|
|
147 146 150 32 1038 1039 1040 6
|
|
150 151 147 32 1041 1027 1023 6
|
|
146 144 148 64 1042 1020 1043 3
|
|
148 150 146 64 1024 1026 1022 3
|
|
156 157 159 4 1074 1075 1076 1
|
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159 158 156 4 1077 1078 1079 1
|
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152 153 157 8 1058 1059 1060 5
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157 156 152 8 1061 1062 1063 5
|
|
153 155 159 16 1064 1065 1066 4
|
|
159 157 153 16 1067 1055 1051 4
|
|
155 154 158 32 1068 1069 1070 6
|
|
158 159 155 32 1071 1057 1053 6
|
|
154 152 156 64 1072 1050 1073 3
|
|
156 158 154 64 1054 1056 1052 3
|
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164 165 167 4 1104 1105 1106 1
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167 166 164 4 1107 1108 1109 1
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160 161 165 8 1088 1089 1090 5
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165 164 160 8 1091 1092 1093 5
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161 163 167 16 1094 1095 1096 4
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167 165 161 16 1097 1085 1081 4
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163 162 166 32 1098 1099 1100 6
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166 167 163 32 1101 1087 1083 6
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162 160 164 64 1102 1080 1103 3
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164 166 162 64 1084 1086 1082 3
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172 173 175 4 1134 1135 1136 1
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175 174 172 4 1137 1138 1139 1
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168 169 173 8 1118 1119 1120 5
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173 172 168 8 1121 1122 1123 5
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169 171 175 16 1124 1125 1126 4
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175 173 169 16 1127 1115 1111 4
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|
171 170 174 32 1128 1129 1130 6
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174 175 171 32 1131 1117 1113 6
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170 168 172 64 1132 1110 1133 3
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172 174 170 64 1114 1116 1112 3
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180 181 183 4 1164 1165 1166 1
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183 182 180 4 1167 1168 1169 1
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176 177 181 8 1148 1149 1150 5
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181 180 176 8 1151 1152 1153 5
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177 179 183 16 1154 1155 1156 4
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183 181 177 16 1157 1145 1141 4
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179 178 182 32 1158 1159 1160 6
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182 183 179 32 1161 1147 1143 6
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178 176 180 64 1162 1140 1163 3
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180 182 178 64 1144 1146 1142 3
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188 189 191 4 1194 1195 1196 1
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191 190 188 4 1197 1198 1199 1
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184 185 189 8 1178 1179 1180 5
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189 188 184 8 1181 1182 1183 5
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185 187 191 16 1184 1185 1186 4
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191 189 185 16 1187 1175 1171 4
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187 186 190 32 1188 1189 1190 6
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190 191 187 32 1191 1177 1173 6
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186 184 188 64 1192 1170 1193 3
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188 190 186 64 1174 1176 1172 3
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tverts 1440
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endnode
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|
endmodelgeom vos_utilitypole
|
|
donemodel vos_utilitypole
|