2710 lines
69 KiB
Plaintext
2710 lines
69 KiB
Plaintext
# Exported from NWMax Plus v6.11.28 at 7/26/2020 12:57:35 AM
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# mdl file
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#
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#NWMax Plus MODEL ASCII
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# model: pmd0_shinr211
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filedependancy Unknown
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newmodel pmd0_shinr211
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setsupermodel pmd0_shinr211 NULL
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classification Character
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setanimationscale 1.0
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#NWMax Plus GEOM ASCII
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beginmodelgeom pmd0_shinr211
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node dummy pmd0_shinr211
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parent NULL
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endnode
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node trimesh shin
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parent pmd0_shinr211
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position 0.0 0.0 0.0
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orientation 0.0 0.0 1.0 -1.73776e-007
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wirecolor 0.8 0.8 0.8
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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 1
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center -2.88885 0.766284 -9.07306
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bitmap shin
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verts 201
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|
|
85 86 0 1 463 464 29 1
|
|
12 87 86 1 31 466 465 1
|
|
12 86 11 1 31 465 32 1
|
|
87 88 0 1 467 468 35 1
|
|
88 89 0 1 469 470 38 1
|
|
15 90 89 1 40 473 471 1
|
|
15 89 14 1 40 471 41 1
|
|
90 77 0 1 472 447 44 1
|
|
67 91 92 1 412 474 476 1
|
|
67 92 63 1 412 476 413 1
|
|
66 93 91 1 415 478 475 1
|
|
66 91 67 1 415 475 416 1
|
|
93 94 75 1 479 480 418 1
|
|
94 95 75 1 481 482 422 1
|
|
95 99 75 1 483 491 425 1
|
|
96 97 71 1 484 486 428 1
|
|
96 71 58 1 484 428 427 1
|
|
97 98 72 1 487 488 431 1
|
|
97 72 71 1 487 431 430 1
|
|
98 99 74 1 489 490 434 1
|
|
98 74 72 1 489 434 433 1
|
|
63 92 100 1 436 477 492 1
|
|
63 100 61 1 436 492 437 1
|
|
60 101 96 1 439 494 485 1
|
|
60 96 58 1 439 485 440 1
|
|
101 100 75 1 495 493 443 1
|
|
103 102 104 1 1539 1538 1540 2
|
|
106 105 107 1 1542 1541 1543 2
|
|
107 108 106 1 1545 1544 1546 2
|
|
106 108 109 1 1548 1547 1549 2
|
|
110 107 105 1 1551 1550 1552 2
|
|
110 105 111 1 1554 1553 1555 2
|
|
112 111 105 1 1557 1556 1558 2
|
|
112 102 111 1 1560 1559 1561 2
|
|
104 102 112 1 1563 1562 1564 2
|
|
114 113 115 1 1566 1565 1567 2
|
|
115 116 114 1 1569 1568 1570 2
|
|
117 114 116 1 1572 1571 1573 2
|
|
117 116 118 1 1575 1574 1576 2
|
|
119 115 113 1 1578 1577 1579 2
|
|
119 113 120 1 1581 1580 1582 2
|
|
121 120 113 1 1584 1583 1585 2
|
|
120 121 122 1 1587 1586 1588 2
|
|
123 122 121 1 1590 1589 1591 2
|
|
124 122 123 1 1593 1592 1594 2
|
|
112 105 113 1 1596 1595 1597 2
|
|
113 105 106 1 1599 1598 1600 2
|
|
121 113 106 1 1602 1601 1603 2
|
|
106 109 121 1 1605 1604 1606 2
|
|
123 121 109 1 1608 1607 1609 2
|
|
123 109 124 1 1611 1610 1612 2
|
|
118 104 117 1 1614 1613 1615 2
|
|
117 104 114 1 1617 1616 1618 2
|
|
112 114 104 1 1620 1619 1621 2
|
|
114 112 113 1 1623 1622 1624 2
|
|
104 125 103 1 1626 1625 1627 2
|
|
118 125 104 1 1629 1628 1630 2
|
|
125 118 126 1 1632 1631 1633 2
|
|
116 126 118 1 1635 1634 1636 2
|
|
126 116 127 1 1638 1637 1639 2
|
|
119 129 128 1 1641 1640 1642 2
|
|
119 128 127 1 1644 1643 1645 2
|
|
115 119 127 1 1647 1646 1648 2
|
|
115 127 116 1 1650 1649 1651 2
|
|
120 129 119 1 1653 1652 1654 2
|
|
120 122 129 1 1656 1655 1657 2
|
|
130 129 122 1 1659 1658 1660 2
|
|
122 124 130 1 1662 1661 1663 2
|
|
131 130 124 1 1665 1664 1666 2
|
|
109 131 124 1 1668 1667 1669 2
|
|
132 131 109 1 1671 1670 1672 2
|
|
134 133 129 1 1674 1673 1675 2
|
|
134 129 130 1 1677 1676 1678 2
|
|
134 130 135 1 1680 1679 1681 2
|
|
131 135 130 1 1683 1682 1684 2
|
|
135 131 132 1 1686 1685 1687 2
|
|
128 129 133 1 1689 1688 1690 2
|
|
128 133 127 1 1692 1691 1693 2
|
|
136 127 133 1 1695 1694 1696 2
|
|
126 127 136 1 1698 1697 1699 2
|
|
136 137 126 1 1701 1700 1702 2
|
|
125 126 137 1 1704 1703 1705 2
|
|
103 125 137 1 1707 1706 1708 2
|
|
139 138 140 1 1710 1709 1711 2
|
|
141 140 138 1 1713 1712 1714 2
|
|
141 142 140 1 1716 1715 1717 2
|
|
143 140 142 1 1719 1718 1720 2
|
|
140 143 144 1 1722 1721 1723 2
|
|
140 144 139 1 1725 1724 1726 2
|
|
145 139 144 1 1728 1727 1729 2
|
|
146 144 143 1 1731 1730 1732 2
|
|
146 147 144 1 1734 1733 1735 2
|
|
145 144 148 1 1737 1736 1738 2
|
|
149 148 144 1 1740 1739 1741 2
|
|
149 144 147 1 1743 1742 1744 2
|
|
147 150 149 1 1746 1745 1747 2
|
|
148 149 151 1 1749 1748 1750 2
|
|
152 151 149 1 1752 1751 1753 2
|
|
152 149 150 1 1755 1754 1756 2
|
|
154 153 155 1 1758 1757 1759 2
|
|
155 156 154 1 1761 1760 1762 2
|
|
156 157 154 1 1764 1763 1765 2
|
|
154 157 153 1 1767 1766 1768 2
|
|
159 158 160 1 1770 1769 1771 2
|
|
161 158 159 1 1773 1772 1774 2
|
|
156 155 162 1 1776 1775 1777 2
|
|
156 162 157 1 1779 1778 1780 2
|
|
163 157 162 1 1782 1781 1783 2
|
|
163 164 157 1 1785 1784 1786 2
|
|
164 163 159 1 1788 1787 1789 2
|
|
164 159 165 1 1791 1790 1792 2
|
|
160 165 159 1 1794 1793 1795 2
|
|
160 166 165 1 1797 1796 1798 2
|
|
160 158 166 1 1800 1799 1801 2
|
|
166 158 161 1 1803 1802 1804 2
|
|
167 166 161 1 1806 1805 1807 2
|
|
167 168 166 1 1809 1808 1810 2
|
|
153 157 164 1 1812 1811 1813 2
|
|
153 164 155 1 1815 1814 1816 2
|
|
165 155 164 1 1818 1817 1819 2
|
|
165 162 155 1 1821 1820 1822 2
|
|
162 165 166 1 1824 1823 1825 2
|
|
162 166 163 1 1827 1826 1828 2
|
|
168 163 166 1 1830 1829 1831 2
|
|
168 159 163 1 1833 1832 1834 2
|
|
159 168 167 1 1836 1835 1837 2
|
|
161 159 167 1 1839 1838 1840 2
|
|
170 169 171 1 1842 1841 1843 2
|
|
172 169 170 1 1845 1844 1846 2
|
|
174 173 175 1 1848 1847 1849 2
|
|
171 174 175 1 1851 1850 1852 2
|
|
175 170 171 1 1854 1853 1855 2
|
|
175 173 170 1 1857 1856 1858 2
|
|
177 176 178 1 1860 1859 1861 2
|
|
178 179 177 1 1863 1862 1864 2
|
|
173 180 170 1 1866 1865 1867 2
|
|
173 174 180 1 1869 1868 1870 2
|
|
181 180 174 1 1872 1871 1873 2
|
|
181 174 182 1 1875 1874 1876 2
|
|
182 177 181 1 1878 1877 1879 2
|
|
182 183 177 1 1881 1880 1882 2
|
|
176 177 183 1 1884 1883 1885 2
|
|
176 183 184 1 1887 1886 1888 2
|
|
176 184 178 1 1890 1889 1891 2
|
|
178 184 179 1 1893 1892 1894 2
|
|
179 181 177 1 1896 1895 1897 2
|
|
179 184 181 1 1899 1898 1900 2
|
|
180 181 184 1 1902 1901 1903 2
|
|
180 184 183 1 1905 1904 1906 2
|
|
183 170 180 1 1908 1907 1909 2
|
|
183 182 170 1 1911 1910 1912 2
|
|
172 170 182 1 1914 1913 1915 2
|
|
172 182 174 1 1917 1916 1918 2
|
|
174 169 172 1 1920 1919 1921 2
|
|
171 169 174 1 1923 1922 1924 2
|
|
186 185 187 1 1926 1925 1927 2
|
|
188 185 186 1 1929 1928 1930 2
|
|
190 189 191 1 1932 1931 1933 2
|
|
187 190 191 1 1935 1934 1936 2
|
|
191 186 187 1 1938 1937 1939 2
|
|
191 189 186 1 1941 1940 1942 2
|
|
193 192 194 1 1944 1943 1945 2
|
|
194 195 193 1 1947 1946 1948 2
|
|
189 196 186 1 1950 1949 1951 2
|
|
189 190 196 1 1953 1952 1954 2
|
|
197 196 190 1 1956 1955 1957 2
|
|
197 190 198 1 1959 1958 1960 2
|
|
198 193 197 1 1962 1961 1963 2
|
|
198 199 193 1 1965 1964 1966 2
|
|
192 193 199 1 1968 1967 1969 2
|
|
192 199 200 1 1971 1970 1972 2
|
|
192 200 194 1 1974 1973 1975 2
|
|
194 200 195 1 1977 1976 1978 2
|
|
195 197 193 1 1980 1979 1981 2
|
|
195 200 197 1 1983 1982 1984 2
|
|
196 197 200 1 1986 1985 1987 2
|
|
196 200 199 1 1989 1988 1990 2
|
|
199 186 196 1 1992 1991 1993 2
|
|
199 198 186 1 1995 1994 1996 2
|
|
188 186 198 1 1998 1997 1999 2
|
|
188 198 190 1 2001 2000 2002 2
|
|
190 185 188 1 2004 2003 2005 2
|
|
187 185 190 1 2007 2006 2008 2
|
|
109 108 132 1 2010 2009 2011 2
|
|
134 147 133 1 2013 2012 2014 2
|
|
147 134 150 1 2016 2015 2017 2
|
|
135 150 134 1 2019 2018 2020 2
|
|
150 135 152 1 2022 2021 2023 2
|
|
132 152 135 1 2025 2024 2026 2
|
|
151 152 132 1 2028 2027 2029 2
|
|
108 151 132 1 2031 2030 2032 2
|
|
108 107 151 1 2034 2033 2035 2
|
|
148 107 145 1 2037 2036 2038 2
|
|
148 151 107 1 2040 2039 2041 2
|
|
139 111 138 1 2043 2042 2044 2
|
|
139 145 111 1 2046 2045 2047 2
|
|
110 111 145 1 2049 2048 2050 2
|
|
110 145 107 1 2052 2051 2053 2
|
|
102 138 111 1 2055 2054 2056 2
|
|
103 138 102 1 2058 2057 2059 2
|
|
103 141 138 1 2061 2060 2062 2
|
|
103 137 141 1 2064 2063 2065 2
|
|
142 141 137 1 2067 2066 2068 2
|
|
137 136 142 1 2070 2069 2071 2
|
|
143 142 136 1 2073 2072 2074 2
|
|
136 133 143 1 2076 2075 2077 2
|
|
146 143 133 1 2079 2078 2080 2
|
|
146 133 147 1 2082 2081 2083 2
|
|
tverts 2084
|
|
0.910479 0.890744 0
|
|
0.978762 0.892188 0
|
|
0.978762 0.958926 0
|
|
0.807299 0.896233 0
|
|
0.910479 0.890744 0
|
|
0.907613 0.961815 0
|
|
0.724373 0.891033 0
|
|
0.807299 0.896233 0
|
|
0.812267 0.966871 0
|
|
0.635332 0.891322 0
|
|
0.724373 0.891033 0
|
|
0.723418 0.962249 0
|
|
0.514573 0.953148 0
|
|
0.515338 0.891033 0
|
|
0.635332 0.891322 0
|
|
0.44464 0.891322 0
|
|
0.515338 0.891033 0
|
|
0.514573 0.953148 0
|
|
0.399929 0.967016 0
|
|
0.407189 0.891611 0
|
|
0.44464 0.891322 0
|
|
0.375853 0.94737 0
|
|
0.372032 0.891322 0
|
|
0.407189 0.891611 0
|
|
0.336874 0.967016 0
|
|
0.323499 0.892766 0
|
|
0.372032 0.891322 0
|
|
0.282227 0.891322 0
|
|
0.323499 0.892766 0
|
|
0.336874 0.967016 0
|
|
0.23828 0.964126 0
|
|
0.225669 0.891611 0
|
|
0.282227 0.891322 0
|
|
0.175225 0.891322 0
|
|
0.225669 0.891611 0
|
|
0.23828 0.964126 0
|
|
0.142742 0.891611 0
|
|
0.175225 0.891322 0
|
|
0.195861 0.931191 0
|
|
0.152296 0.972216 0
|
|
0.100706 0.891322 0
|
|
0.142742 0.891611 0
|
|
0.0400513 0.891322 0
|
|
0.100706 0.891322 0
|
|
0.0823628 0.96066 0
|
|
0.44464 0.891322 0
|
|
0.407189 0.891611 0
|
|
0.380439 0.795693 0
|
|
0.372032 0.891322 0
|
|
0.353688 0.819672 0
|
|
0.380439 0.795693 0
|
|
0.380439 0.795693 0
|
|
0.407189 0.891611 0
|
|
0.372032 0.891322 0
|
|
0.353688 0.819672 0
|
|
0.372032 0.891322 0
|
|
0.323499 0.892766 0
|
|
0.323499 0.892766 0
|
|
0.32197 0.806094 0
|
|
0.353688 0.819672 0
|
|
0.282227 0.891322 0
|
|
0.28452 0.798004 0
|
|
0.32197 0.806094 0
|
|
0.32197 0.806094 0
|
|
0.323499 0.892766 0
|
|
0.282227 0.891322 0
|
|
0.225669 0.891611 0
|
|
0.242483 0.806383 0
|
|
0.28452 0.798004 0
|
|
0.28452 0.798004 0
|
|
0.282227 0.891322 0
|
|
0.225669 0.891611 0
|
|
0.242483 0.806383 0
|
|
0.225669 0.891611 0
|
|
0.175225 0.891322 0
|
|
0.175225 0.891322 0
|
|
0.198536 0.819384 0
|
|
0.242483 0.806383 0
|
|
0.242483 0.806383 0
|
|
0.198536 0.819384 0
|
|
0.171786 0.794248 0
|
|
0.142742 0.891611 0
|
|
0.171786 0.794248 0
|
|
0.198536 0.819384 0
|
|
0.171786 0.794248 0
|
|
0.142742 0.891611 0
|
|
0.100706 0.891322 0
|
|
0.198536 0.819384 0
|
|
0.175225 0.891322 0
|
|
0.142742 0.891611 0
|
|
0.161468 0.576122 0
|
|
0.0400513 0.549254 0
|
|
0.0400513 0.47356 0
|
|
0.725137 0.687352 0
|
|
0.723609 0.563988 0
|
|
0.811121 0.553299 0
|
|
0.811121 0.553299 0
|
|
0.815324 0.687352 0
|
|
0.725137 0.687352 0
|
|
0.725137 0.687352 0
|
|
0.815324 0.687352 0
|
|
0.813796 0.772292 0
|
|
0.913154 0.771425 0
|
|
0.813796 0.772292 0
|
|
0.815324 0.687352 0
|
|
0.636479 0.564566 0
|
|
0.723609 0.563988 0
|
|
0.725137 0.687352 0
|
|
0.807299 0.896233 0
|
|
0.813796 0.772292 0
|
|
0.913154 0.771425 0
|
|
0.913154 0.771425 0
|
|
0.910479 0.890744 0
|
|
0.807299 0.896233 0
|
|
0.815324 0.687352 0
|
|
0.811121 0.553299 0
|
|
0.902072 0.546076 0
|
|
0.902072 0.546076 0
|
|
0.908187 0.686775 0
|
|
0.815324 0.687352 0
|
|
0.815324 0.687352 0
|
|
0.908187 0.686775 0
|
|
0.913154 0.771425 0
|
|
0.978762 0.770875 0
|
|
0.978762 0.892188 0
|
|
0.910479 0.890744 0
|
|
0.910479 0.890744 0
|
|
0.913154 0.771425 0
|
|
0.978762 0.770875 0
|
|
0.978762 0.622531 0
|
|
0.978762 0.770875 0
|
|
0.913154 0.771425 0
|
|
0.913154 0.771425 0
|
|
0.908187 0.686775 0
|
|
0.978762 0.622531 0
|
|
0.978762 0.549254 0
|
|
0.978762 0.622531 0
|
|
0.908187 0.686775 0
|
|
0.908187 0.686775 0
|
|
0.902072 0.546076 0
|
|
0.978762 0.549254 0
|
|
0.978762 0.47599 0
|
|
0.978762 0.549254 0
|
|
0.902072 0.546076 0
|
|
0.728959 0.771136 0
|
|
0.724373 0.891033 0
|
|
0.635332 0.891322 0
|
|
0.635332 0.891322 0
|
|
0.633804 0.770269 0
|
|
0.728959 0.771136 0
|
|
0.728959 0.771136 0
|
|
0.633804 0.770269 0
|
|
0.634568 0.688219 0
|
|
0.519541 0.698042 0
|
|
0.634568 0.688219 0
|
|
0.633804 0.770269 0
|
|
0.634568 0.688219 0
|
|
0.519541 0.698042 0
|
|
0.51037 0.585945 0
|
|
0.51037 0.585945 0
|
|
0.519541 0.698042 0
|
|
0.432793 0.733 0
|
|
0.432793 0.733 0
|
|
0.422093 0.579012 0
|
|
0.51037 0.585945 0
|
|
0.422093 0.579012 0
|
|
0.432793 0.733 0
|
|
0.337638 0.726355 0
|
|
0.337638 0.726355 0
|
|
0.341078 0.577856 0
|
|
0.422093 0.579012 0
|
|
0.288723 0.578723 0
|
|
0.341078 0.577856 0
|
|
0.337638 0.726355 0
|
|
0.633804 0.770269 0
|
|
0.516484 0.763046 0
|
|
0.519541 0.698042 0
|
|
0.515338 0.891033 0
|
|
0.516484 0.763046 0
|
|
0.633804 0.770269 0
|
|
0.633804 0.770269 0
|
|
0.635332 0.891322 0
|
|
0.515338 0.891033 0
|
|
0.515338 0.891033 0
|
|
0.44464 0.891322 0
|
|
0.516484 0.763046 0
|
|
0.516484 0.763046 0
|
|
0.44464 0.891322 0
|
|
0.432793 0.733 0
|
|
0.519541 0.698042 0
|
|
0.516484 0.763046 0
|
|
0.432793 0.733 0
|
|
0.231401 0.576411 0
|
|
0.288723 0.578723 0
|
|
0.288341 0.726355 0
|
|
0.337638 0.726355 0
|
|
0.288341 0.726355 0
|
|
0.288723 0.578723 0
|
|
0.288341 0.726355 0
|
|
0.337638 0.726355 0
|
|
0.329995 0.776047 0
|
|
0.51037 0.585945 0
|
|
0.636479 0.564566 0
|
|
0.634568 0.688219 0
|
|
0.725137 0.687352 0
|
|
0.634568 0.688219 0
|
|
0.636479 0.564566 0
|
|
0.634568 0.688219 0
|
|
0.725137 0.687352 0
|
|
0.728959 0.771136 0
|
|
0.813796 0.772292 0
|
|
0.728959 0.771136 0
|
|
0.725137 0.687352 0
|
|
0.724373 0.891033 0
|
|
0.728959 0.771136 0
|
|
0.813796 0.772292 0
|
|
0.28452 0.798004 0
|
|
0.242483 0.806383 0
|
|
0.229872 0.777781 0
|
|
0.171786 0.794248 0
|
|
0.229872 0.777781 0
|
|
0.242483 0.806383 0
|
|
0.229872 0.777781 0
|
|
0.171786 0.794248 0
|
|
0.136246 0.734156 0
|
|
0.100706 0.891322 0
|
|
0.136246 0.734156 0
|
|
0.171786 0.794248 0
|
|
0.100706 0.891322 0
|
|
0.0400513 0.769113 0
|
|
0.136246 0.734156 0
|
|
0.100706 0.891322 0
|
|
0.0400513 0.891322 0
|
|
0.0400513 0.769113 0
|
|
0.813796 0.772292 0
|
|
0.807299 0.896233 0
|
|
0.724373 0.891033 0
|
|
0.337638 0.726355 0
|
|
0.432793 0.733 0
|
|
0.329995 0.776047 0
|
|
0.32197 0.806094 0
|
|
0.28452 0.798004 0
|
|
0.285284 0.76478 0
|
|
0.229872 0.777781 0
|
|
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0.919797 0.0552525 0
|
|
0.899231 0.13478 0
|
|
0.914164 0.151582 0
|
|
0.914164 0.151582 0
|
|
0.941631 0.066406 0
|
|
0.919797 0.0552525 0
|
|
0.919797 0.0552525 0
|
|
0.941631 0.066406 0
|
|
0.914164 0.151582 0
|
|
0.857485 0.18939 0
|
|
0.866792 0.216278 0
|
|
0.914164 0.151582 0
|
|
0.857485 0.18939 0
|
|
0.802033 0.225466 0
|
|
0.866792 0.216278 0
|
|
0.803875 0.204915 0
|
|
0.802033 0.225466 0
|
|
0.857485 0.18939 0
|
|
0.74645 0.193517 0
|
|
0.802033 0.225466 0
|
|
0.803875 0.204915 0
|
|
0.803875 0.204915 0
|
|
0.751185 0.178498 0
|
|
0.74645 0.193517 0
|
|
0.702278 0.124757 0
|
|
0.74645 0.193517 0
|
|
0.751185 0.178498 0
|
|
0.751185 0.178498 0
|
|
0.711157 0.117053 0
|
|
0.702278 0.124757 0
|
|
0.676376 0.0384194 0
|
|
0.702278 0.124757 0
|
|
0.711157 0.117053 0
|
|
0.711157 0.117053 0
|
|
0.693791 0.0347086 0
|
|
0.676376 0.0384194 0
|
|
0.676376 0.0384194 0
|
|
0.693791 0.0347086 0
|
|
0.711157 0.117053 0
|
|
endnode
|
|
endmodelgeom pmd0_shinr211
|
|
donemodel pmd0_shinr211
|