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Free Range 3D
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FreeRange3D - Disc 2.iso
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stroke.obj
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2001-06-15
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#
# Wavefront OBJ file: E:\FREERANGE\LIGHTWAVE\STROKE.obj
#
# Converted by the PolyTrans geometry converter from Okino Computer Graphics, Inc.
# Date/time of export: 06/15/2001 20:17:54
#
# Bounding box of geometry = (-263.577,-191.5,0) to (263.577,190.5,0).
mtllib stroke.mtl
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7172 7173 3391 7142 3377 7132 3366 7123 3350 7108 3345 7101 3339 7097 3336 7094 3332 7090 3325 \
7081 3317 7075 3308 7068 3301 7061 3295 7053 3289 7047 3285 7043 3278 3279 7062 3302 7069 3309 \
7076 7077 3310 7070 3303 3304 7071 3311 7082 3326 7095 7096 3327 7083 3318 3319 7084 7085 3320 \
7078 3312 7072 3305 7063 3296 7056 3292 3291 7055 7054 3290 7048 3286 7044 3274 7032 3270 7028 \
3256 3255 7021 3265 7027 3269 7039 7038 3273 7031 3264 7020 3254 7008 3247 7001 3239 6995 3230 \
6982 3217 6971 3208 6958 3197 6947 3162 6915 3152 6903 3121 6874 3112 6860 3100 6846 3075 6825 \
3065 6817 3055 6809 3050 6804 3042 6796 3035 6787 3025 3026 6788 6789 3008 6766 3001 6759 2995 \
6753 2988 6746 2983 6739 2979 6733 2972 6719 2956 6707 2947 6697 2938 6686 2927 6675 2916 6662 \
2901 6645 2887 6633 2871 6623 2860 6616 2842 6596 2832 6586 2825 6577 2816 6568 2807 6555 2792 \
6546 2786 6540 2779 6533 2771 6527 2764 6518 2755 6513 2750 6506 2744 6500 2738 6494 2732 6486 \
2725 6479 2719 6473 2711 6461 2707 6459 2697 6447 2689 6439 2685 6433 2675 2676 6434 2686 6440 \
2690 6448 6449 2677 2678 6441 2691 6450 6451 2692 6442 2679 6423 2664 6416 2644 6400 2639 2640 \
6401 6402 2641 6393 2634 2635 6394 6395 2627 6385 2623 6379 2617 6375 2612 6370 2607 6363 2603 \
6355 2595 6349 2588 2589 6350 2596 6356 2604 6364 6365 2605 6357 2578 6330 2556 6308 2523 6275 \
2515 6267 2506 6258 2496 2497 6259 2507 6268 2516 6276 2524 6284 2532 6293 6292 2531 2530 6291 \
2539 6309 2557 6331 6332 2569 6319 2558 2559 6320 2570 6333 2579 6358 6359 2597 6351 2590 6340 \
2580 6334 2571 6321 2560 6310 2533 6285 2517 6269 2508 6260 2498 6246 2475 6223 2462 2463 6224 \
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2415 2416 6213 2465 6239 6240 2478 6226 2466 2467 6227 2479 6241 2489 6251 2499 6261 6262 2500 \
6252 2490 2491 6253 2501 6263 2511 6270 2518 6286 6287 2525 2526 6288 2536 6303 2551 6313 2563 \
6324 2574 6345 2593 6353 2601 6361 6362 2594 6346 2585 6337 2575 6325 2564 6314 2552 6304 2537 \
6289 2527 6279 2519 6271 2512 2513 6272 6273 2502 6254 2492 6244 2482 6232 2471 6217 2456 6204 \
2447 2446 6203 2455 6216 2470 6231 2481 6243 6242 2480 6230 2469 6215 2454 6202 2445 2444 6201 \
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6112 2351 6099 2340 2341 6100 2352 6124 6125 2324 6070 2309 6055 2296 2295 6054 6053 2284 6034 \
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5922 2163 5905 2151 2152 5906 5907 2153 5892 2140 5883 2125 5866 2109 5854 2094 5843 2083 5838 \
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1992 5733 1976 1977 5749 2007 5766 2021 2022 5778 5779 2023 5767 2008 5750 1993 5734 1978 5715 \
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5557 1824 5578 1839 5594 1855 5611 5610 1838 5577 1823 1822 5576 1837 5593 1854 5609 1870 5622 \
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3776 25 24 3769 31 3775 35 3779 45 3792 3791 44 43 3790 3789 42 41 3788 3787 11 3751 4
f 6 3762 3763 7
f 8 3753 3754 9
f 15 3760 3761 16
f 18 3764 3765 19
f 56 3803 69 3827 3828 70 3804 57
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f 140 3881 3882 141
f 152 3897 165 3909 177 3921 189 3931 3930 188 187 3929 203 3944 214 3959 224 3970 3969 223 222 \
3968 243 3983 260 4003 4002 242 241 4001 280 4023 294 4037 308 4053 328 4065 338 4082 355 4096 371 \
4159 430 4168 4169 419 4140 356 4083 339 340 4084 4085 341 342 4086 357 4097 372 4109 382 4124 401 \
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376 4101 361 4088 345 4068 330 4055 261 3984 244 245 3985 262 4024 297 4040 311 4069 4070 298 4025 \
263 3986 246 3971 225 3960 215 3945 204 205 3946 3947 206 3932 190 3922 178 3910 155 154 3899 3898 \
153
f 179 3923 191 3933 207 3973 248 4008 285 4028 4029 266 267 4009 4010 268 3989 218 3948 180
f 216 3961 228 4006 283 4043 316 4056 331 4075 350 4091 366 4117 390 4132 409 4150 423 4178 4179 \
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f 226 3987 264 4004 4005 265 3988 227
f 239 3981 3982 240
f 281 4041 312 4071 348 4072 313 314 4073 4072 348 4105 380 4115 388 4174 4175 437 4162 406 4131 \
389 4116 365 4090 349 4074 315 4042 299 4026 282
f 332 4076 351 4106 4107 367 4092 333
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952 4686 939 4679 930
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f 953 4722 982 4732 992 4742 1000 4749 4750 1001 4743 993 994 4744 4745 995 4733 983 4723 967 4705 \
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f 1055 4806 1068 4818 1078 4829 1091 4843 4842 1090 4828 1077 4817 1067 1066 4816 1076 4827 1089 \
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1620 5358 1602 1601 5399 1661 5416 5417 1662 5400 1645 5391 1621 5359 1604 5346 1581 5325 1562 \
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1412 5148 1395
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f 1936 5703 5704 1937
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6057 2313 6075 2331 6089 6088 2330 2329 6087 6086 2343 6103 2355 6115 2367 6128 6127 6126 2380 \
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2385 6131 2370
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6369 2600 6352 2592 6344 2584 2583 6343 6342 2582 6336 2573 6323 2562 6312 2550 6302 2543 6295 \
2535
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# 198 polygons