forked from core/sinfar-haks
5570 lines
168 KiB
Plaintext
5570 lines
168 KiB
Plaintext
# Exported from NWmax 0.8 b61 at 19/02/2015 21:02:50
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# mdl file
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#
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#NWmax MODEL ASCII
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# model: phod_ploader1
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#local file: Unknown
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filedependancy Unknown
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newmodel phod_ploader1
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setsupermodel phod_ploader1 NULL
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classification Character
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setanimationscale 1.0
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#NWmax GEOM ASCII
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beginmodelgeom phod_ploader1
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node dummy phod_ploader1
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parent NULL
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endnode
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node trimesh YellowThing
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parent phod_ploader1
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position 0.0 0.74561 1.43603
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orientation 1.0 0.0 0.0 -1.57079
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wirecolor 0.87451 0.776471 0.337255
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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 0
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center undefined
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bitmap phod_ploader
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faces 1792
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|
1601 1598 1602 1 1755 1752 1756 1
|
|
1598 1605 1602 1 1752 1759 1756 1
|
|
1611 1610 1612 1 1765 1764 1766 1
|
|
1610 1613 1612 1 1764 1767 1766 1
|
|
1615 1614 1616 1 1769 1768 1770 1
|
|
1614 1617 1616 1 1768 1771 1770 1
|
|
1619 1618 1620 1 1773 1772 1774 1
|
|
1618 1621 1620 1 1772 1775 1774 1
|
|
1623 1622 1624 1 1777 1776 1778 1
|
|
1622 1625 1624 1 1776 1779 1778 1
|
|
1627 1626 1628 1 1781 1780 1782 1
|
|
1626 1629 1628 1 1780 1783 1782 1
|
|
1631 1630 1632 1 1785 1784 1786 1
|
|
1619 1633 1634 1 1773 1787 1788 1
|
|
1633 1635 1634 1 1787 1789 1788 1
|
|
1637 1636 1638 1 1791 1790 1792 1
|
|
1636 1639 1638 1 1790 1793 1792 1
|
|
1641 1640 1642 1 1795 1794 1796 1
|
|
1640 1643 1642 1 1794 1797 1796 1
|
|
1640 1644 1643 1 1794 1798 1797 1
|
|
1644 1645 1643 1 1798 1799 1797 1
|
|
1647 1646 1644 1 1801 1800 1798 1
|
|
1646 1645 1644 1 1800 1799 1798 1
|
|
1641 1642 1647 1 1795 1796 1801 1
|
|
1642 1646 1647 1 1796 1800 1801 1
|
|
1649 1648 1641 1 1803 1802 1795 1
|
|
1648 1640 1641 1 1802 1794 1795 1
|
|
1648 1650 1640 1 1802 1804 1794 1
|
|
1650 1644 1640 1 1804 1798 1794 1
|
|
1651 1647 1650 1 1805 1801 1804 1
|
|
1647 1644 1650 1 1801 1798 1804 1
|
|
1649 1641 1651 1 1803 1795 1805 1
|
|
1641 1647 1651 1 1795 1801 1805 1
|
|
1653 1652 1637 1 1807 1806 1791 1
|
|
1652 1636 1637 1 1806 1790 1791 1
|
|
1655 1654 1656 1 1809 1808 1810 1
|
|
1654 1657 1656 1 1808 1811 1810 1
|
|
1659 1658 1660 1 1813 1812 1814 1
|
|
1658 1661 1660 1 1812 1815 1814 1
|
|
1663 1662 1664 1 1817 1816 1818 1
|
|
1662 1665 1664 1 1816 1819 1818 1
|
|
1667 1666 1668 1 1821 1820 1822 1
|
|
1666 1669 1668 1 1820 1823 1822 1
|
|
1671 1670 1672 1 1825 1824 1826 1
|
|
1670 1673 1672 1 1824 1827 1826 1
|
|
1639 1672 1674 1 1793 1826 1828 1
|
|
1672 1673 1674 1 1826 1827 1828 1
|
|
1638 1639 1675 1 1792 1793 1829 1
|
|
1639 1674 1675 1 1793 1828 1829 1
|
|
1638 1675 1671 1 1792 1829 1825 1
|
|
1675 1670 1671 1 1829 1824 1825 1
|
|
1670 1676 1673 1 1824 1830 1827 1
|
|
1676 1677 1673 1 1830 1831 1827 1
|
|
1674 1673 1678 1 1828 1827 1832 1
|
|
1673 1677 1678 1 1827 1831 1832 1
|
|
1675 1674 1679 1 1829 1828 1833 1
|
|
1674 1678 1679 1 1828 1832 1833 1
|
|
1675 1679 1670 1 1829 1833 1824 1
|
|
1679 1676 1670 1 1833 1830 1824 1
|
|
1681 1680 1682 1 1835 1834 1836 1
|
|
1680 1683 1682 1 1834 1837 1836 1
|
|
1685 1684 1686 1 1839 1838 1840 1
|
|
1684 1687 1686 1 1838 1841 1840 1
|
|
1686 1687 1688 1 1840 1841 1842 1
|
|
1687 1689 1688 1 1841 1843 1842 1
|
|
1690 1688 1691 1 1844 1842 1845 1
|
|
1688 1689 1691 1 1842 1843 1845 1
|
|
1685 1690 1684 1 1839 1844 1838 1
|
|
1690 1691 1684 1 1844 1845 1838 1
|
|
1692 1685 1693 1 1846 1839 1847 1
|
|
1685 1686 1693 1 1839 1840 1847 1
|
|
1693 1686 1694 1 1847 1840 1848 1
|
|
1686 1688 1694 1 1840 1842 1848 1
|
|
1695 1694 1690 1 1849 1848 1844 1
|
|
1694 1688 1690 1 1848 1842 1844 1
|
|
1692 1695 1685 1 1846 1849 1839 1
|
|
1695 1690 1685 1 1849 1844 1839 1
|
|
1696 1681 1697 1 1850 1835 1851 1
|
|
1681 1682 1697 1 1835 1836 1851 1
|
|
1699 1698 1700 1 1853 1852 1854 1
|
|
1698 1701 1700 1 1852 1855 1854 1
|
|
1703 1702 1704 1 1857 1856 1858 1
|
|
1702 1705 1704 1 1856 1859 1858 1
|
|
1707 1706 1708 1 1861 1860 1862 1
|
|
1706 1709 1708 1 1860 1863 1862 1
|
|
1711 1710 1712 1 1865 1864 1866 1
|
|
1710 1713 1712 1 1864 1867 1866 1
|
|
1715 1714 1716 1 1869 1868 1870 1
|
|
1714 1717 1716 1 1868 1871 1870 1
|
|
1683 1718 1714 1 1837 1872 1868 1
|
|
1718 1717 1714 1 1872 1871 1868 1
|
|
1680 1719 1683 1 1834 1873 1837 1
|
|
1719 1718 1683 1 1873 1872 1837 1
|
|
1680 1715 1719 1 1834 1869 1873 1
|
|
1715 1716 1719 1 1869 1870 1873 1
|
|
1716 1717 1720 1 1870 1871 1874 1
|
|
1717 1721 1720 1 1871 1875 1874 1
|
|
1718 1722 1717 1 1872 1876 1871 1
|
|
1722 1721 1717 1 1876 1875 1871 1
|
|
1719 1723 1718 1 1873 1877 1872 1
|
|
1723 1722 1718 1 1877 1876 1872 1
|
|
1719 1716 1723 1 1873 1870 1877 1
|
|
1716 1720 1723 1 1870 1874 1877 1
|
|
1725 1724 1726 1 1879 1878 1880 1
|
|
1724 1727 1726 1 1878 1881 1880 1
|
|
1729 1728 1724 1 1883 1882 1878 1
|
|
1728 1727 1724 1 1882 1881 1878 1
|
|
1730 1725 1731 1 1884 1879 1885 1
|
|
1725 1726 1731 1 1879 1880 1885 1
|
|
1730 1731 1729 1 1884 1885 1883 1
|
|
1731 1728 1729 1 1885 1882 1883 1
|
|
1733 1732 1734 1 1887 1886 1888 1
|
|
1732 1735 1734 1 1886 1889 1888 1
|
|
1737 1736 1732 1 1891 1890 1886 1
|
|
1736 1735 1732 1 1890 1889 1886 1
|
|
1738 1733 1739 1 1892 1887 1893 1
|
|
1733 1734 1739 1 1887 1888 1893 1
|
|
1738 1739 1737 1 1892 1893 1891 1
|
|
1739 1736 1737 1 1893 1890 1891 1
|
|
1741 1740 1742 1 1895 1894 1896 1
|
|
1740 1743 1742 1 1894 1897 1896 1
|
|
1745 1744 1740 1 1899 1898 1894 1
|
|
1744 1743 1740 1 1898 1897 1894 1
|
|
1746 1741 1747 1 1900 1895 1901 1
|
|
1741 1742 1747 1 1895 1896 1901 1
|
|
1746 1747 1745 1 1900 1901 1899 1
|
|
1747 1744 1745 1 1901 1898 1899 1
|
|
1748 1642 1652 1 1902 1796 1806 1
|
|
1642 1636 1652 1 1796 1790 1806 1
|
|
1646 1642 1749 1 1800 1796 1903 1
|
|
1642 1748 1749 1 1796 1902 1903 1
|
|
1646 1749 1637 1 1800 1903 1791 1
|
|
1749 1653 1637 1 1903 1807 1791 1
|
|
1684 1750 1682 1 1838 1904 1836 1
|
|
1750 1697 1682 1 1904 1851 1836 1
|
|
1691 1751 1684 1 1845 1905 1838 1
|
|
1751 1750 1684 1 1905 1904 1838 1
|
|
1691 1681 1751 1 1845 1835 1905 1
|
|
1681 1696 1751 1 1835 1850 1905 1
|
|
1642 1643 1639 1 1796 1797 1793 1
|
|
1643 1672 1639 1 1797 1826 1793 1
|
|
1646 1638 1645 1 1800 1792 1799 1
|
|
1638 1671 1645 1 1792 1825 1799 1
|
|
1645 1671 1643 1 1799 1825 1797 1
|
|
1671 1672 1643 1 1825 1826 1797 1
|
|
1684 1683 1687 1 1838 1837 1841 1
|
|
1683 1714 1687 1 1837 1868 1841 1
|
|
1691 1689 1680 1 1845 1843 1834 1
|
|
1689 1715 1680 1 1843 1869 1834 1
|
|
1689 1687 1715 1 1843 1841 1869 1
|
|
1687 1714 1715 1 1841 1868 1869 1
|
|
1677 1676 1678 1 1831 1830 1832 1
|
|
1676 1679 1678 1 1830 1833 1832 1
|
|
1722 1723 1721 1 1876 1877 1875 1
|
|
1723 1720 1721 1 1877 1874 1875 1
|
|
1660 1666 1752 1 1814 1820 1906 1
|
|
1666 1753 1752 1 1820 1907 1906 1
|
|
1699 1707 1754 1 1853 1861 1908 1
|
|
1707 1755 1754 1 1861 1909 1908 1
|
|
1757 1756 1758 1 1911 1910 1912 1
|
|
1756 1759 1758 1 1910 1913 1912 1
|
|
1756 1760 1759 1 1910 1914 1913 1
|
|
1760 1761 1759 1 1914 1915 1913 1
|
|
1763 1762 1760 1 1917 1916 1914 1
|
|
1762 1761 1760 1 1916 1915 1914 1
|
|
1765 1764 1763 1 1919 1918 1917 1
|
|
1764 1762 1763 1 1918 1916 1917 1
|
|
1767 1766 1765 1 1921 1920 1919 1
|
|
1766 1764 1765 1 1920 1918 1919 1
|
|
1769 1768 1767 1 1923 1922 1921 1
|
|
1768 1766 1767 1 1922 1920 1921 1
|
|
1771 1770 1769 1 1925 1924 1923 1
|
|
1770 1768 1769 1 1924 1922 1923 1
|
|
1771 1772 1770 1 1925 1926 1924 1
|
|
1772 1773 1770 1 1926 1927 1924 1
|
|
1772 1757 1773 1 1926 1911 1927 1
|
|
1757 1758 1773 1 1911 1912 1927 1
|
|
1775 1774 1776 1 1929 1928 1930 1
|
|
1774 1777 1776 1 1928 1931 1930 1
|
|
1779 1778 1780 1 1933 1932 1934 1
|
|
1778 1781 1780 1 1932 1935 1934 1
|
|
1783 1782 1784 1 1937 1936 1938 1
|
|
1782 1785 1784 1 1936 1939 1938 1
|
|
1786 1776 1787 1 1940 1930 1941 1
|
|
1776 1777 1787 1 1930 1931 1941 1
|
|
1783 1788 1782 1 1937 1942 1936 1
|
|
1788 1789 1782 1 1942 1943 1936 1
|
|
1762 1764 1761 1 1916 1918 1915 1
|
|
1764 1759 1761 1 1918 1913 1915 1
|
|
1766 1768 1773 1 1920 1922 1927 1
|
|
1768 1770 1773 1 1922 1924 1927 1
|
|
1766 1758 1764 1 1920 1912 1918 1
|
|
1758 1759 1764 1 1912 1913 1918 1
|
|
1773 1758 1766 1 1927 1912 1920 1
|
|
1767 1772 1769 1 1921 1926 1923 1
|
|
1772 1771 1769 1 1926 1925 1923 1
|
|
1763 1760 1765 1 1917 1914 1919 1
|
|
1760 1756 1765 1 1914 1910 1919 1
|
|
1767 1765 1757 1 1921 1919 1911 1
|
|
1765 1756 1757 1 1919 1910 1911 1
|
|
1767 1757 1772 1 1921 1911 1926 1
|
|
tverts 1944
|
|
0.794314 0.3752 0
|
|
0.794314 0.3752 0
|
|
0.855837 0.3752 0
|
|
0.855837 0.3752 0
|
|
0.715744 0.826592 0
|
|
0.934407 0.826592 0
|
|
0.909261 0.625346 0
|
|
0.74089 0.625346 0
|
|
0.512716 0.498488 0
|
|
0.495057 0.623516 0
|
|
0.568618 0.623516 0
|
|
0.580199 0.498488 0
|
|
0.689748 0.561962 0
|
|
0.679685 0.620321 0
|
|
0.704817 0.61264 0
|
|
0.713141 0.565437 0
|
|
0.794314 0.499333 0
|
|
0.855837 0.499333 0
|
|
0.945333 0.61264 0
|
|
0.970466 0.620321 0
|
|
0.960403 0.561962 0
|
|
0.93701 0.565437 0
|
|
0.623318 0.443846 0
|
|
0.582148 0.480944 0
|
|
0.702986 0.480944 0
|
|
0.703221 0.443846 0
|
|
0.702986 0.480944 0
|
|
0.582148 0.480944 0
|
|
0.623318 0.443846 0
|
|
0.703221 0.443846 0
|
|
0.756197 0.875492 0
|
|
0.893954 0.875492 0
|
|
0.678629 0.850828 0
|
|
0.720772 0.899329 0
|
|
0.720772 0.889583 0
|
|
0.690325 0.852777 0
|
|
0.929379 0.889583 0
|
|
0.937176 0.912975 0
|
|
0.985167 0.850828 0
|
|
0.959826 0.852777 0
|
|
0.601741 0.651528 0
|
|
0.673846 0.651528 0
|
|
0.642672 0.623516 0
|
|
0.528211 0.651528 0
|
|
0.673846 0.651528 0
|
|
0.601741 0.651528 0
|
|
0.568618 0.623516 0
|
|
0.642672 0.623516 0
|
|
0.751051 0.993522 0
|
|
0.901049 0.993522 0
|
|
0.881556 0.979876 0
|
|
0.768595 0.979876 0
|
|
0.94704 0.924596 0
|
|
0.925597 0.938241 0
|
|
0.920074 0.979876 0
|
|
0.939567 0.993522 0
|
|
0.939567 0.993522 0
|
|
0.94704 0.924596 0
|
|
0.925597 0.938241 0
|
|
0.920074 0.979876 0
|
|
0.675407 0.684055 0
|
|
0.704647 0.684055 0
|
|
0.705035 0.651528 0
|
|
0.675796 0.651528 0
|
|
0.88687 0.935678 0
|
|
0.88687 0.935678 0
|
|
0.893954 0.875492 0
|
|
0.787886 0.480236 0
|
|
0.74089 0.625346 0
|
|
0.704817 0.61264 0
|
|
0.713141 0.565437 0
|
|
0.794314 0.499333 0
|
|
0.723297 0.63603 0
|
|
0.862265 0.480236 0
|
|
0.926854 0.63603 0
|
|
0.93701 0.565437 0
|
|
0.945333 0.61264 0
|
|
0.909261 0.625346 0
|
|
0.855837 0.499333 0
|
|
0.704048 0.824642 0
|
|
0.756197 0.875492 0
|
|
0.720772 0.889583 0
|
|
0.690325 0.852777 0
|
|
0.715744 0.826592 0
|
|
0.756197 0.885239 0
|
|
0.959748 0.824642 0
|
|
0.901751 0.898884 0
|
|
0.959826 0.852777 0
|
|
0.929379 0.889583 0
|
|
0.934407 0.826592 0
|
|
0.901049 0.993522 0
|
|
0.939567 0.993522 0
|
|
0.920074 0.979876 0
|
|
0.881556 0.979876 0
|
|
0.920074 0.979876 0
|
|
0.925597 0.938241 0
|
|
0.88687 0.935678 0
|
|
0.881556 0.979876 0
|
|
0.939567 0.993522 0
|
|
0.920074 0.979876 0
|
|
0.881556 0.979876 0
|
|
0.901049 0.993522 0
|
|
0.881556 0.979876 0
|
|
0.939567 0.993522 0
|
|
0.920074 0.979876 0
|
|
0.925597 0.938241 0
|
|
0.920074 0.979876 0
|
|
0.881556 0.979876 0
|
|
0.908312 0.922033 0
|
|
0.652832 0.378586 0
|
|
0.604099 0.443846 0
|
|
0.672051 0.378586 0
|
|
0.702986 0.480944 0
|
|
0.703221 0.443846 0
|
|
0.623318 0.443846 0
|
|
0.621117 0.0739213 0
|
|
0.666029 0.105459 0
|
|
0.519412 0.104744 0
|
|
0.466316 0.0958684 0
|
|
0.820224 0.0967644 0
|
|
0.845512 0.266045 0
|
|
0.730565 0.266045 0
|
|
0.755853 0.0967644 0
|
|
0.519412 0.104744 0
|
|
0.666029 0.105459 0
|
|
0.621117 0.0739213 0
|
|
0.600666 0.0158978 0
|
|
0.523626 0.488008 0
|
|
0.534756 0.502032 0
|
|
0.52394 0.601103 0
|
|
0.506594 0.613676 0
|
|
0.571639 0.623442 0
|
|
0.586151 0.490512 0
|
|
0.534756 0.502032 0
|
|
0.52394 0.601103 0
|
|
0.604559 0.473394 0
|
|
0.586151 0.490512 0
|
|
0.571639 0.623442 0
|
|
0.581707 0.642012 0
|
|
0.612223 0.707425 0
|
|
0.673654 0.708257 0
|
|
0.673654 0.708257 0
|
|
0.623318 0.443846 0
|
|
0.582148 0.480944 0
|
|
0.702986 0.480944 0
|
|
0.703221 0.443846 0
|
|
0.591875 0.0774368 0
|
|
0.512208 0.040339 0
|
|
0.471038 0.0774368 0
|
|
0.993278 0.789185 0
|
|
0.993278 0.712072 0
|
|
0.934407 0.842186 0
|
|
0.591875 0.0774368 0
|
|
0.512208 0.040339 0
|
|
0.471038 0.0774368 0
|
|
0.702986 0.480944 0
|
|
0.582148 0.480944 0
|
|
0.623318 0.443846 0
|
|
0.703221 0.443846 0
|
|
0.656873 0.789185 0
|
|
0.715744 0.842186 0
|
|
0.993278 0.789185 0
|
|
0.934407 0.826592 0
|
|
0.909261 0.625346 0
|
|
0.993278 0.712072 0
|
|
0.703101 0.621566 0
|
|
0.703101 0.621566 0
|
|
0.703221 0.443846 0
|
|
0.703221 0.378586 0
|
|
0.672051 0.378586 0
|
|
0.703221 0.443846 0
|
|
0.703221 0.378586 0
|
|
0.0116512 0.294828 0
|
|
0.0349882 0.294828 0
|
|
0.0421997 0.294828 0
|
|
0.00443967 0.294828 0
|
|
0.0233197 0.294828 0
|
|
0.0233197 0.49698 0
|
|
0.00443967 0.49698 0
|
|
0.0116512 0.49698 0
|
|
0.0349882 0.49698 0
|
|
0.0421997 0.49698 0
|
|
0.95904 0.146414 0
|
|
0.983634 0.146414 0
|
|
0.991233 0.146414 0
|
|
0.95144 0.146414 0
|
|
0.971337 0.146414 0
|
|
0.971337 0.27857 0
|
|
0.95144 0.27857 0
|
|
0.95904 0.27857 0
|
|
0.983634 0.27857 0
|
|
0.991233 0.27857 0
|
|
0.643171 0.612628 0
|
|
0.643171 0.558678 0
|
|
0.614843 0.558678 0
|
|
0.614843 0.612628 0
|
|
0.629383 0.612628 0
|
|
0.629383 0.558678 0
|
|
0.600445 0.612628 0
|
|
0.586516 0.612628 0
|
|
0.586516 0.558678 0
|
|
0.600445 0.558678 0
|
|
0.600445 0.612628 0
|
|
0.600445 0.558678 0
|
|
0.629383 0.558678 0
|
|
0.629383 0.612628 0
|
|
0.580952 0.675005 0
|
|
0.60989 0.675005 0
|
|
0.60989 0.675005 0
|
|
0.580952 0.675005 0
|
|
0.59535 0.675005 0
|
|
0.623678 0.675005 0
|
|
0.567022 0.675005 0
|
|
0.551414 0.907521 0
|
|
0.343639 0.946225 0
|
|
0.343639 0.906222 0
|
|
0.551414 0.867519 0
|
|
0.367585 0.867886 0
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0.972413 0.248324 0
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endnode
|
|
endmodelgeom phod_ploader1
|
|
donemodel phod_ploader1
|