forked from core/sinfar-haks
3947 lines
106 KiB
Plaintext
3947 lines
106 KiB
Plaintext
# Exported from NWmax 0.8 b61 at 18/04/2015 13:47:57
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# mdl file
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#
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#NWmax MODEL ASCII
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# model: phod_idol_bear
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#local file: Unknown
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filedependancy Unknown
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newmodel phod_idol_bear
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setsupermodel phod_idol_bear NULL
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classification Character
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setanimationscale 0.25
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#NWmax GEOM ASCII
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beginmodelgeom phod_idol_bear
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node dummy phod_idol_bear
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parent NULL
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endnode
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node trimesh Base
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parent phod_idol_bear
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position -9.04655e-005 5.7831e-005 -0.00389883
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orientation 1.0 0.0 0.0 0.0
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wirecolor 0.894118 0.721569 0.6
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tilefade 0
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scale 1.0
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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 1.0
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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 26
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center undefined
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bitmap phod_animstat3
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verts 16
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endnode
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node trimesh UglySpleen
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parent phod_idol_bear
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position 0.0 -0.0809152 0.335833
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orientation 1.0 0.0 0.0 0.0
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wirecolor 0.521569 0.231373 0.0313726
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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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alpha 1.0
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transparencyhint 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 26
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center undefined
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faces 818
|
|
0 1 2 1 494 495 496 2
|
|
3 1 0 1 497 498 499 2
|
|
1 4 5 1 500 501 502 2
|
|
1 5 6 1 503 504 505 2
|
|
7 6 8 1 506 507 508 2
|
|
7 1 6 1 509 510 511 2
|
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2 1 7 1 512 513 514 2
|
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2 9 0 1 515 516 517 2
|
|
0 10 3 1 518 519 520 2
|
|
3 10 11 1 521 522 523 2
|
|
3 11 12 1 524 525 526 2
|
|
4 3 13 1 527 528 529 2
|
|
1 3 4 1 1 530 531 2
|
|
3 12 13 1 3 532 533 2
|
|
5 4 14 1 534 535 536 2
|
|
4 13 14 1 4 537 538 2
|
|
5 15 16 1 539 540 541 2
|
|
5 16 6 1 542 543 544 2
|
|
6 16 8 1 6 545 546 2
|
|
7 8 17 1 547 548 549 2
|
|
7 17 2 1 7 550 551 2
|
|
2 17 18 1 552 553 554 2
|
|
2 18 9 1 2 555 556 2
|
|
9 18 19 1 557 558 559 2
|
|
9 19 0 1 9 560 561 2
|
|
10 19 20 1 562 563 564 2
|
|
0 19 10 1 0 565 566 2
|
|
10 20 21 1 567 568 569 2
|
|
10 21 11 1 10 570 571 2
|
|
11 21 22 1 572 573 574 2
|
|
11 22 12 1 11 575 576 2
|
|
12 22 23 1 577 578 579 2
|
|
12 23 13 1 12 580 581 2
|
|
13 23 24 1 582 23 583 2
|
|
13 24 15 1 584 585 586 2
|
|
25 26 27 1 587 588 589 2
|
|
28 25 27 1 590 591 592 2
|
|
27 29 30 1 593 594 595 2
|
|
27 31 29 1 596 597 598 2
|
|
32 8 31 1 599 600 601 2
|
|
32 31 27 1 602 603 604 2
|
|
26 32 27 1 605 606 607 2
|
|
26 25 33 1 608 609 610 2
|
|
25 28 34 1 611 612 613 2
|
|
28 35 34 1 614 615 616 2
|
|
28 36 35 1 617 618 619 2
|
|
30 37 28 1 620 621 622 2
|
|
27 30 28 1 27 623 624 2
|
|
28 37 36 1 28 625 626 2
|
|
37 15 24 1 627 628 629 2
|
|
37 30 38 1 630 631 632 2
|
|
29 16 15 1 633 634 635 2
|
|
29 31 16 1 636 637 638 2
|
|
31 8 16 1 31 639 16 2
|
|
32 17 8 1 640 641 8 2
|
|
32 26 17 1 32 642 643 2
|
|
26 18 17 1 644 645 17 2
|
|
26 33 18 1 26 646 647 2
|
|
33 19 18 1 648 649 18 2
|
|
33 25 19 1 33 650 651 2
|
|
34 20 19 1 652 653 654 2
|
|
25 34 19 1 25 655 19 2
|
|
34 21 20 1 656 657 20 2
|
|
34 35 21 1 34 658 659 2
|
|
35 22 21 1 660 661 21 2
|
|
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|
|
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|
|
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|
|
37 24 39 1 668 24 39 2
|
|
38 30 29 1 669 30 670 2
|
|
14 13 15 1 671 13 672 2
|
|
5 14 15 1 5 14 673 2
|
|
15 38 29 1 674 675 29 2
|
|
37 38 15 1 37 38 15 2
|
|
40 41 42 1 676 677 678 2
|
|
41 43 44 1 679 680 681 2
|
|
45 41 40 1 682 683 684 2
|
|
43 41 45 1 685 686 687 2
|
|
41 46 47 1 688 689 690 2
|
|
41 47 42 1 691 692 693 2
|
|
42 47 48 1 694 695 696 2
|
|
42 49 50 1 697 698 699 2
|
|
42 50 40 1 700 701 702 2
|
|
40 50 51 1 703 704 705 2
|
|
40 51 45 1 40 706 707 2
|
|
45 51 52 1 708 709 710 2
|
|
45 52 43 1 45 711 712 2
|
|
43 52 53 1 713 714 715 2
|
|
43 53 54 1 716 717 718 2
|
|
43 54 44 1 43 719 720 2
|
|
44 54 55 1 721 722 723 2
|
|
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|
|
41 44 46 1 41 44 727 2
|
|
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|
|
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|
|
47 57 48 1 47 734 735 2
|
|
49 48 58 1 736 737 738 2
|
|
42 48 49 1 42 739 740 2
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340 351 349 1 1783 1784 1785 2
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348 351 340 1 348 1786 340 2
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|
352 343 349 1 1787 1788 1789 2
|
|
352 344 343 1 1790 1791 343 2
|
|
352 350 344 1 1792 1793 344 2
|
|
352 351 350 1 1794 1795 350 2
|
|
352 349 351 1 352 349 351 2
|
|
336 345 337 1 336 345 1796 2
|
|
337 346 338 1 337 346 338 2
|
|
353 354 355 1 1797 1798 1799 2
|
|
356 354 353 1 1800 1801 1802 2
|
|
357 355 354 1 1803 1804 1805 2
|
|
357 354 358 1 1806 1807 1808 2
|
|
358 356 359 1 1809 1810 1811 2
|
|
358 354 356 1 1812 354 1813 2
|
|
359 356 360 1 1814 1815 1816 2
|
|
360 356 361 1 1817 1818 1819 2
|
|
361 353 362 1 1820 1821 1822 2
|
|
361 356 353 1 1823 356 1824 2
|
|
363 353 364 1 1825 1826 1827 2
|
|
364 353 355 1 1828 1829 1830 2
|
|
355 365 364 1 1831 1832 1833 2
|
|
364 365 366 1 1834 1835 1836 2
|
|
365 357 367 1 1837 1838 1839 2
|
|
368 358 359 1 1840 1841 1842 2
|
|
368 360 369 1 1843 1844 1845 2
|
|
368 369 370 1 1846 1847 1848 2
|
|
370 362 371 1 1849 1850 1851 2
|
|
369 362 370 1 1852 1853 1854 2
|
|
369 361 362 1 1855 1856 1857 2
|
|
371 362 363 1 1858 1859 1860 2
|
|
363 362 353 1 1861 362 353 2
|
|
372 364 366 1 1862 1863 1864 2
|
|
372 363 364 1 1865 1866 364 2
|
|
355 357 365 1 355 1867 1868 2
|
|
366 365 367 1 1869 365 1870 2
|
|
367 357 358 1 1871 357 1872 2
|
|
367 358 368 1 1873 358 1874 2
|
|
367 368 373 1 1875 1876 1877 2
|
|
373 368 370 1 1878 1879 1880 2
|
|
373 370 374 1 1881 1882 1883 2
|
|
374 370 371 1 1884 370 1885 2
|
|
374 363 372 1 1886 1887 1888 2
|
|
374 371 363 1 1889 371 363 2
|
|
366 375 372 1 1890 1891 1892 2
|
|
367 375 366 1 1893 1894 366 2
|
|
373 375 367 1 1895 1896 367 2
|
|
374 375 373 1 1897 1898 373 2
|
|
372 375 374 1 372 375 374 2
|
|
368 359 360 1 368 359 1899 2
|
|
369 360 361 1 369 360 361 2
|
|
376 377 378 1 1900 1901 1902 2
|
|
377 379 378 1 1903 1904 1905 2
|
|
377 380 381 1 1906 1907 1908 2
|
|
376 380 377 1 1909 1910 1911 2
|
|
377 381 382 1 1912 1913 1914 2
|
|
377 382 383 1 1915 1916 1917 2
|
|
377 383 379 1 377 1918 1919 2
|
|
379 383 384 1 1920 1921 1922 2
|
|
379 384 378 1 379 1923 1924 2
|
|
378 385 376 1 1925 1926 1927 2
|
|
380 386 387 1 1928 1929 1930 2
|
|
380 387 381 1 1931 1932 1933 2
|
|
381 387 388 1 1934 1935 1936 2
|
|
381 388 382 1 381 1937 1938 2
|
|
382 388 389 1 1939 1940 1941 2
|
|
382 389 383 1 382 1942 1943 2
|
|
383 389 390 1 1944 1945 1946 2
|
|
383 390 384 1 383 1947 1948 2
|
|
384 390 391 1 1949 1950 1951 2
|
|
384 391 378 1 384 1952 1953 2
|
|
378 391 385 1 378 1954 1955 2
|
|
376 385 392 1 1956 1957 1958 2
|
|
376 392 386 1 1959 1960 1961 2
|
|
376 386 380 1 376 1962 380 2
|
|
393 394 395 1 1963 1964 1965 2
|
|
393 396 394 1 1966 1967 1968 2
|
|
393 397 398 1 1969 1970 1971 2
|
|
396 393 398 1 1972 1973 1974 2
|
|
393 399 397 1 1975 1976 1977 2
|
|
393 400 399 1 1978 1979 1980 2
|
|
393 395 400 1 393 1981 1982 2
|
|
395 401 400 1 1983 1984 1985 2
|
|
395 394 401 1 395 1986 1987 2
|
|
394 396 385 1 1988 1989 1990 2
|
|
398 387 386 1 1991 1992 1993 2
|
|
398 397 387 1 1994 1995 1996 2
|
|
397 388 387 1 1997 1998 387 2
|
|
397 399 388 1 397 1999 2000 2
|
|
399 389 388 1 2001 2002 388 2
|
|
399 400 389 1 399 2003 2004 2
|
|
400 390 389 1 2005 2006 389 2
|
|
400 401 390 1 400 2007 2008 2
|
|
401 391 390 1 2009 2010 390 2
|
|
401 394 391 1 401 2011 2012 2
|
|
394 385 391 1 394 2013 391 2
|
|
396 392 385 1 2014 2015 385 2
|
|
396 386 392 1 2016 2017 392 2
|
|
396 398 386 1 396 398 386 2
|
|
402 403 404 1 2018 2019 2020 2
|
|
402 404 405 1 2021 2022 2023 2
|
|
403 406 407 1 2024 2025 2026 2
|
|
404 407 408 1 2027 2028 2029 2
|
|
403 407 404 1 2030 2031 2032 2
|
|
404 408 409 1 2033 2034 2035 2
|
|
404 409 410 1 2036 2037 2038 2
|
|
404 410 405 1 404 2039 2040 2
|
|
402 405 411 1 2041 2042 2043 2
|
|
402 411 406 1 2044 2045 2046 2
|
|
402 406 403 1 402 2047 403 2
|
|
406 412 407 1 2048 2049 2050 2
|
|
407 412 413 1 2051 2052 2053 2
|
|
407 413 408 1 407 2054 2055 2
|
|
409 408 414 1 2056 2057 2058 2
|
|
408 415 414 1 2059 2060 2061 2
|
|
416 417 418 1 2062 2063 2064 2
|
|
409 417 410 1 2065 2066 2067 2
|
|
419 420 421 1 2068 2069 2070 2
|
|
410 422 405 1 2071 2072 2073 2
|
|
405 422 411 1 405 2074 2075 2
|
|
406 423 424 1 2076 2077 2078 2
|
|
406 424 412 1 2079 2080 2081 2
|
|
415 425 426 1 2082 2083 2084 2
|
|
412 425 413 1 2085 2086 2087 2
|
|
417 414 427 1 2088 2089 2090 2
|
|
415 426 427 1 2091 2092 2093 2
|
|
418 428 429 1 2094 2095 2096 2
|
|
418 429 420 1 2097 2098 2099 2
|
|
430 431 432 1 2100 2101 2102 2
|
|
419 433 434 1 2103 2104 2105 2
|
|
416 434 410 1 2106 2107 2108 2
|
|
410 434 422 1 2109 2110 2111 2
|
|
422 435 411 1 2112 2113 2114 2
|
|
411 435 423 1 2115 2116 2117 2
|
|
411 423 406 1 411 2118 406 2
|
|
413 425 415 1 2119 2120 2121 2
|
|
412 424 425 1 412 2122 2123 2
|
|
432 431 433 1 2124 2125 2126 2
|
|
410 417 416 1 410 2127 2128 2
|
|
419 432 433 1 2129 2130 2131 2
|
|
417 436 418 1 2132 2133 2134 2
|
|
419 418 420 1 2135 2136 2137 2
|
|
418 436 428 1 2138 2139 2140 2
|
|
420 429 430 1 2141 2142 2143 2
|
|
420 430 421 1 420 2144 2145 2
|
|
421 430 432 1 2146 2147 2148 2
|
|
419 421 432 1 2149 421 432 2
|
|
414 415 427 1 2150 2151 2152 2
|
|
409 414 417 1 409 414 2153 2
|
|
437 438 439 1 2154 2155 2156 2
|
|
437 440 438 1 2157 2158 2159 2
|
|
439 441 442 1 2160 2161 2162 2
|
|
438 443 441 1 2163 2164 2165 2
|
|
439 438 441 1 2166 2167 2168 2
|
|
438 444 443 1 2169 2170 2171 2
|
|
438 445 444 1 2172 2173 2174 2
|
|
438 440 445 1 438 2175 2176 2
|
|
437 446 440 1 2177 2178 2179 2
|
|
437 442 446 1 2180 2181 2182 2
|
|
437 439 442 1 437 439 2183 2
|
|
442 441 447 1 2184 2185 2186 2
|
|
441 448 447 1 2187 2188 2189 2
|
|
441 443 448 1 441 2190 2191 2
|
|
444 449 443 1 2192 2193 2194 2
|
|
443 449 450 1 2195 2196 2197 2
|
|
445 451 452 1 2198 2199 2200 2
|
|
444 445 452 1 2201 2202 2203 2
|
|
453 454 455 1 2204 2205 2206 2
|
|
445 440 422 1 2207 2208 2209 2
|
|
440 446 422 1 440 2210 2211 2
|
|
442 424 423 1 2212 2213 2214 2
|
|
442 447 424 1 2215 2216 2217 2
|
|
448 450 425 1 2218 2219 2220 2
|
|
447 448 425 1 2221 2222 2223 2
|
|
427 452 436 1 2224 2225 2226 2
|
|
450 449 427 1 2227 2228 2229 2
|
|
453 429 428 1 2230 2231 2232 2
|
|
453 455 429 1 2233 2234 2235 2
|
|
430 456 431 1 2236 2237 2238 2
|
|
457 434 433 1 2239 2240 2241 2
|
|
457 451 434 1 2242 2243 2244 2
|
|
445 422 434 1 2245 2246 2247 2
|
|
422 446 435 1 422 2248 2249 2
|
|
446 423 435 1 2250 2251 435 2
|
|
446 442 423 1 446 442 423 2
|
|
425 450 426 1 2252 2253 2254 2
|
|
447 425 424 1 447 425 424 2
|
|
456 457 433 1 2255 2256 2257 2
|
|
451 457 453 1 2258 2259 2260 2
|
|
456 433 431 1 2261 433 431 2
|
|
452 453 436 1 2262 2263 2264 2
|
|
457 454 453 1 2265 2266 2267 2
|
|
453 428 436 1 2268 428 2269 2
|
|
455 430 429 1 2270 2271 429 2
|
|
455 454 430 1 455 2272 2273 2
|
|
454 456 430 1 2274 2275 430 2
|
|
457 456 454 1 457 456 454 2
|
|
426 450 427 1 426 2276 2277 2
|
|
444 452 449 1 444 2278 2279 2
|
|
458 459 460 1 2280 2281 2282 2
|
|
408 413 458 2 2283 2284 2285 2
|
|
458 461 408 4 2286 2287 2288 2
|
|
460 408 461 8 2289 2290 2291 2
|
|
460 459 415 2 2292 2293 2294 2
|
|
413 415 459 4 2295 2296 2297 2
|
|
459 458 413 8 459 2298 413 2
|
|
408 460 415 16 408 2299 415 2
|
|
458 460 461 1 458 460 461 2
|
|
462 463 464 1 2300 2301 2302 2
|
|
443 462 448 2 2303 2304 2305 2
|
|
462 443 465 4 2306 2307 2308 2
|
|
463 465 443 8 2309 2310 2311 2
|
|
463 450 464 2 2312 2313 2314 2
|
|
448 464 450 4 2315 2316 2317 2
|
|
464 448 462 8 464 448 2318 2
|
|
443 450 463 16 443 450 2319 2
|
|
462 465 463 1 462 465 463 2
|
|
427 449 452 1 2320 449 2321 2
|
|
417 427 436 1 417 427 436 2
|
|
452 451 453 1 452 2322 453 2
|
|
451 445 434 1 451 445 2323 2
|
|
416 418 419 1 2324 418 2325 2
|
|
419 434 416 1 419 434 416 2
|
|
466 467 468 1 2326 2327 2328 2
|
|
468 469 466 1 2329 2330 2331 2
|
|
470 468 467 1 2332 2333 2334 2
|
|
467 471 472 1 2335 2336 2337 2
|
|
472 470 467 1 2338 2339 2340 2
|
|
473 474 475 1 2341 2342 2343 1
|
|
474 473 476 1 2344 2345 2346 1
|
|
473 475 477 1 2347 2348 2349 1
|
|
477 478 473 1 2350 2351 2352 1
|
|
478 477 479 1 2353 2354 2355 1
|
|
478 479 480 1 2356 2357 2358 1
|
|
480 481 478 1 2359 2360 2361 1
|
|
466 469 474 1 2362 2363 2364 5
|
|
474 476 466 1 2365 2366 2367 5
|
|
469 468 475 1 2368 2369 2370 4
|
|
475 474 469 1 2371 474 469 4
|
|
477 475 468 1 2372 475 2373 4
|
|
468 470 479 1 2374 2375 2376 4
|
|
479 477 468 1 2377 477 468 4
|
|
470 472 482 1 2378 2379 2380 4
|
|
482 479 470 1 2381 2382 470 4
|
|
479 482 480 1 479 2383 2384 4
|
|
472 471 483 1 2385 2386 2387 6
|
|
483 482 472 1 2388 2389 472 6
|
|
482 483 481 1 2390 2391 2392 6
|
|
481 480 482 1 2393 480 482 6
|
|
466 484 467 1 2394 2395 2396 2
|
|
484 466 485 1 2397 2398 2399 2
|
|
486 467 484 1 2400 2401 2402 2
|
|
467 487 471 1 2403 2404 2405 2
|
|
487 467 486 1 2406 467 2407 2
|
|
473 488 489 1 2408 2409 2410 1
|
|
489 476 473 1 2411 2412 2413 1
|
|
473 490 488 1 2414 2415 2416 1
|
|
490 473 478 1 2417 473 2418 1
|
|
478 491 490 1 2419 2420 2421 1
|
|
478 492 491 1 2422 2423 2424 1
|
|
492 478 481 1 2425 478 2426 1
|
|
466 489 485 1 2427 2428 2429 5
|
|
489 466 476 1 2430 466 476 5
|
|
485 488 484 1 2431 2432 2433 4
|
|
488 485 489 1 2434 485 489 4
|
|
490 484 488 1 2435 2436 488 4
|
|
484 491 486 1 2437 2438 2439 4
|
|
491 484 490 1 2440 484 490 4
|
|
486 493 487 1 2441 2442 2443 4
|
|
493 486 491 1 2444 486 2445 4
|
|
491 492 493 1 491 2446 2447 4
|
|
487 483 471 1 2448 2449 471 6
|
|
483 487 493 1 2450 487 2451 6
|
|
493 481 483 1 2452 2453 483 6
|
|
481 493 492 1 481 493 492 6
|
|
tverts 2454
|
|
0.869459 0.637725 0
|
|
0.528176 0.999356 0
|
|
0.64736 1.06297 0
|
|
0.49636 0.644044 0
|
|
0.86715 0.699088 0
|
|
0.861768 1.00842 0
|
|
0.279338 0.471343 0
|
|
0.305616 0.731019 0
|
|
0.496335 0.640797 0
|
|
0.739353 0.781201 0
|
|
0.758243 0.719292 0
|
|
0.675162 0.571915 0
|
|
0.69923 0.292714 0
|
|
0.297588 0.497356 0
|
|
1.10673 0.801682 0
|
|
0.496335 0.820512 0
|
|
0.496335 0.27967 0
|
|
0.503664 1.06989 0
|
|
0.503664 0.781201 0
|
|
0.503665 0.494172 0
|
|
0.503665 0.747769 0
|
|
0.503665 0.578487 0
|
|
0.503665 0.264237 0
|
|
0.507103 0.439467 0
|
|
0.496335 0.633232 0
|
|
0.137871 0.637725 0
|
|
0.35997 1.06297 0
|
|
0.471824 0.999356 0
|
|
0.50364 0.644044 0
|
|
0.138232 1.00842 0
|
|
0.13285 0.699088 0
|
|
0.713333 0.471343 0
|
|
0.687055 0.731019 0
|
|
0.267976 0.781201 0
|
|
0.249086 0.719291 0
|
|
0.332168 0.571915 0
|
|
0.308099 0.292714 0
|
|
0.695083 0.497356 0
|
|
0.692844 0.801682 0
|
|
0.485568 0.439467 0
|
|
0.875893 0.783359 0
|
|
1.3198 0.818281 0
|
|
0.161636 0.0672679 0
|
|
1.13771 0.50473 0
|
|
1.29955 0.538194 0
|
|
0.977456 0.592015 0
|
|
0.231524 0.754231 0
|
|
0.295279 -0.480978 0
|
|
0.495821 -0.127837 0
|
|
0.290093 0.269425 0
|
|
0.756737 0.703015 0
|
|
0.71051 0.311531 0
|
|
0.753962 0.067853 0
|
|
0.753962 -0.174656 0
|
|
0.246038 0.394025 0
|
|
0.295279 0.556152 0
|
|
0.495821 0.753182 0
|
|
0.495821 -0.538939 0
|
|
0.495821 0.289196 0
|
|
0.495821 0.542711 0
|
|
0.504179 0.742703 0
|
|
0.504179 0.369494 0
|
|
0.504179 0.101318 0
|
|
0.504179 -0.174656 0
|
|
0.504179 -0.424438 0
|
|
0.495821 0.50473 0
|
|
0.124107 0.783359 0
|
|
0.830005 0.0672677 0
|
|
-0.319804 0.818281 0
|
|
-0.299547 0.538194 0
|
|
-0.13771 0.50473 0
|
|
0.0225439 0.592015 0
|
|
0.696362 -0.480977 0
|
|
0.760117 0.754231 0
|
|
0.251621 0.703015 0
|
|
0.701549 0.269425 0
|
|
0.297849 0.311531 0
|
|
0.254397 0.0678529 0
|
|
0.254397 -0.174656 0
|
|
0.745603 0.394025 0
|
|
0.696362 0.556152 0
|
|
-0.490219 0.534288 0
|
|
-0.307885 0.739919 0
|
|
-0.495262 0.782318 0
|
|
-0.31119 0.484837 0
|
|
0.148604 0.588051 0
|
|
0.0907719 -0.120214 0
|
|
0.10147 -0.276946 0
|
|
0.10147 -0.460758 0
|
|
-0.540954 0.281957 0
|
|
0.812394 0.50326 0
|
|
0.715113 0.815485 0
|
|
-0.293131 0.839084 0
|
|
1.30699 0.847567 0
|
|
1.07409 0.655606 0
|
|
0.365805 -0.0995756 0
|
|
0.249119 -0.377938 0
|
|
1.47125 0.246583 0
|
|
0.614078 0.368846 0
|
|
1.6016 0.727645 0
|
|
1.29028 0.378746 0
|
|
1.62949 0.469639 0
|
|
1.28169 0.638886 0
|
|
1.30788 0.739919 0
|
|
1.49022 0.534288 0
|
|
1.49526 0.782318 0
|
|
1.31119 0.484837 0
|
|
0.858725 0.588051 0
|
|
0.916558 -0.120213 0
|
|
0.905861 -0.276946 0
|
|
0.90586 -0.460758 0
|
|
1.54095 0.281957 0
|
|
0.180276 0.50326 0
|
|
0.277557 0.815485 0
|
|
1.29313 0.839084 0
|
|
-0.306987 0.847567 0
|
|
-0.0740876 0.655606 0
|
|
0.641525 -0.0995756 0
|
|
0.758211 -0.377938 0
|
|
-0.471255 0.246583 0
|
|
0.378592 0.368846 0
|
|
-0.601601 0.727645 0
|
|
-0.290276 0.378746 0
|
|
-0.62949 0.469638 0
|
|
-0.281685 0.638886 0
|
|
0.503665 -0.662815 0
|
|
0.438388 0.604131 0
|
|
0.496335 0.647327 0
|
|
0.568942 0.604131 0
|
|
0.503665 0.577481 0
|
|
0.438388 0.687805 0
|
|
0.496335 0.716882 0
|
|
0.568942 0.687805 0
|
|
0.503665 0.638583 0
|
|
0.503665 0.786677 0
|
|
-0.532771 0.213958 0
|
|
0.100511 0.24187 0
|
|
-0.562795 0.330177 0
|
|
-0.290612 0.0908976 0
|
|
0.243199 0.232771 0
|
|
0.275206 -0.16818 0
|
|
-0.388327 -0.0600746 0
|
|
0.829982 -0.0807791 0
|
|
0.650059 0.0646183 0
|
|
1.53339 -0.0829499 0
|
|
-0.579429 0.0665897 0
|
|
0.759214 0.210801 0
|
|
0.620394 0.212187 0
|
|
0.246535 0.385954 0
|
|
0.347887 0.231388 0
|
|
0.302414 0.0906905 0
|
|
0.246113 -0.0393935 0
|
|
0.311802 -0.050007 0
|
|
0.90682 0.24187 0
|
|
1.53277 0.213958 0
|
|
1.56279 0.330177 0
|
|
1.29061 0.0908976 0
|
|
0.76413 0.232771 0
|
|
1.38833 -0.0600746 0
|
|
0.732124 -0.16818 0
|
|
0.162688 -0.0807791 0
|
|
0.342612 0.0646183 0
|
|
-0.533391 -0.0829499 0
|
|
1.57943 0.0665897 0
|
|
0.233456 0.210801 0
|
|
0.372276 0.212187 0
|
|
0.760795 0.385954 0
|
|
0.659443 0.231388 0
|
|
0.704916 0.0906905 0
|
|
0.761217 -0.0393925 0
|
|
0.695528 -0.050007 0
|
|
1.44814 -0.184477 0
|
|
1.15786 -0.184477 0
|
|
-0.294672 -0.184494 0
|
|
-0.160485 -0.184477 0
|
|
-0.418206 -0.184477 0
|
|
1.49447 -0.110757 0
|
|
0.758084 -0.0941184 0
|
|
0.856204 -0.0995861 0
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0.463615 0.621369 0
|
|
0.463615 0.621369 0
|
|
0.503664 0.622814 0
|
|
0.503664 0.67395 0
|
|
0.496336 1.60983 0
|
|
0.574657 1.50909 0
|
|
0.544977 1.59793 0
|
|
0.574657 1.50909 0
|
|
0.496336 1.40757 0
|
|
0.496336 1.40757 0
|
|
0.589164 1.39994 0
|
|
0.574657 1.50909 0
|
|
0.503664 0.761794 0
|
|
0.442853 0.814049 0
|
|
0.410836 0.762631 0
|
|
0.442853 0.814049 0
|
|
0.503664 0.813212 0
|
|
0.503664 1.57534 0
|
|
0.463615 1.60056 0
|
|
0.459533 1.57491 0
|
|
0.463615 1.60056 0
|
|
1.57491 0.628692 0
|
|
1.59793 0.662033 0
|
|
1.484 0.647529 0
|
|
1.59793 0.662033 0
|
|
1.50909 0.697673 0
|
|
1.484 0.647529 0
|
|
1.484 0.647529 0
|
|
1.39994 0.762631 0
|
|
1.3898 0.651425 0
|
|
1.39994 0.762631 0
|
|
1.3898 0.651425 0
|
|
1.26037 0.722396 0
|
|
1.26264 0.678023 0
|
|
1.26037 0.722396 0
|
|
1.39994 0.762631 0
|
|
1.39622 0.814049 0
|
|
1.26037 0.722396 0
|
|
0.611546 0.678023 0
|
|
0.496336 0.72156 0
|
|
0.496336 0.72156 0
|
|
0.610318 0.722396 0
|
|
0.610318 1.26037 0
|
|
0.496336 1.40386 0
|
|
endnode
|
|
endmodelgeom phod_idol_bear
|
|
donemodel phod_idol_bear
|