8630 lines
244 KiB
Plaintext
8630 lines
244 KiB
Plaintext
# Exported from NWMax Plus v6.11.28 at 7/29/2020 10:33:29 PM
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# mdl file
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#
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#NWMax Plus MODEL ASCII
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# model: pmd0_head017
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filedependancy Unknown
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newmodel pmd0_head017
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setsupermodel pmd0_head017 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_head017
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node dummy pmd0_head017
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parent NULL
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endnode
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node trimesh head
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parent pmd0_head017
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position 0.0 0.0 0.0
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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 0
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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 0.19825 0.9474 7.89285
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bitmap head
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faces 1188
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|
|
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|
|
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|
|
-0.0706219 -0.13266 0.0802432
|
|
-0.073726 -0.121879 0.113158
|
|
-0.0945409 -0.0847917 0.148503
|
|
-0.103476 -0.0364211 0.160939
|
|
-0.0803893 -0.0379344 0.200422
|
|
-0.0690852 -0.0816306 0.191266
|
|
-0.0421815 -0.0338426 0.224216
|
|
-0.0365785 -0.078884 0.212254
|
|
-0.0572506 -0.107463 0.180519
|
|
-0.0683783 -0.115508 0.152545
|
|
-0.038284 -0.142046 0.118463
|
|
-0.0353789 -0.136109 0.15492
|
|
-0.033099 -0.112872 0.188659
|
|
-0.0420291 -0.153001 0.0884035
|
|
-0.043167 -0.149668 0.062276
|
|
-0.0461044 -0.146709 0.044624
|
|
-0.0424411 -0.140327 0.0297789
|
|
-0.0707711 -0.122579 0.0256815
|
|
-0.105509 -0.0453528 -0.0211729
|
|
-0.105189 -0.0656499 -0.00913208
|
|
-0.0990608 -0.0312509 -0.0320097
|
|
-0.110114 -0.0146365 -0.0249736
|
|
-0.0912208 -0.0186571 -0.0421217
|
|
-0.103012 0.0021937 -0.0361604
|
|
-0.0839787 -0.00482697 -0.0520642
|
|
-0.0638552 0.0271054 -0.0658293
|
|
-0.0734856 0.0102721 -0.0597916
|
|
-0.043381 0.0560006 -0.0803955
|
|
-0.0556154 0.042661 -0.0724521
|
|
-0.0940763 0.0214829 -0.0461324
|
|
-0.0830186 0.0433485 -0.053723
|
|
-0.0689425 0.0650453 -0.0572641
|
|
-0.103053 0.0265265 -0.020101
|
|
-0.0877843 0.0485864 -0.0279248
|
|
-0.0903051 0.0547473 -0.00747299
|
|
-0.104659 0.0311584 0.00286972
|
|
-0.111075 0.00591827 -0.00955933
|
|
-0.110971 0.00851181 0.0180643
|
|
-0.114843 -0.0124252 -0.00015686
|
|
-0.10734 0.0170377 0.0392575
|
|
-0.0470151 0.090199 -0.000932465
|
|
-0.0535385 0.0966461 -0.00382187
|
|
-0.0473521 0.09042 -0.000472717
|
|
-0.0376684 0.0821459 0.00134598
|
|
-0.0374666 0.0820313 0.000913696
|
|
-0.0236054 0.0739734 0.00357651
|
|
-0.0235216 0.0740578 0.0032608
|
|
-0.0109548 0.0672963 0.00381683
|
|
-0.0266045 0.125161 0.0127797
|
|
-0.043574 0.111139 0.00119492
|
|
-0.0439096 0.108289 0.0121278
|
|
-0.0263664 0.128064 0.00181946
|
|
-4.39421e-005 0.13054 0.0130338
|
|
-1.92357e-005 0.133451 0.00205978
|
|
0.0240583 0.128064 0.00182632
|
|
0.024247 0.125162 0.0127797
|
|
0.0436371 0.111144 0.00120865
|
|
0.0439192 0.108291 0.0121278
|
|
0.0332115 0.115674 0.0786511
|
|
0.0292399 0.11453 0.0797766
|
|
0.0326 0.115766 0.0820895
|
|
0.0292028 0.11462 0.0825014
|
|
0.0291644 0.114714 0.0853082
|
|
0.0330578 0.11586 0.0856308
|
|
-0.0263492 0.128274 0.00103043
|
|
-0.0432467 0.113916 -0.00945633
|
|
-0.0435493 0.111345 0.000405731
|
|
-0.0261344 0.130892 -0.00885925
|
|
-1.71768e-005 0.133661 0.0012706
|
|
4.78445e-006 0.136286 -0.00862595
|
|
0.0238751 0.130891 -0.00884552
|
|
0.0240453 0.128273 0.00103729
|
|
0.0433619 0.113924 -0.00943573
|
|
0.0436166 0.11135 0.000419464
|
|
-0.0332116 0.115674 0.0786511
|
|
-0.0326001 0.115766 0.0820895
|
|
-0.0292399 0.11453 0.0797766
|
|
-0.0292029 0.11462 0.0825014
|
|
-0.0291644 0.114714 0.0853082
|
|
-0.0330578 0.11586 0.0856308
|
|
-0.024781 0.102865 0.0691183
|
|
0.0 0.172535 0.0381731
|
|
0.0 0.172019 0.0440202
|
|
faces 1652
|
|
2 0 1 1 1699 1700 1701 2
|
|
4 1 3 1 1702 1701 1703 2
|
|
4 2 1 1 1702 1699 1701 2
|
|
5 2 4 1 1704 1699 1702 2
|
|
8 6 7 1 1705 1706 1707 2
|
|
7 6 9 1 1707 1706 1708 2
|
|
10 7 9 1 1709 1707 1708 2
|
|
7 10 11 1 1707 1709 1710 2
|
|
12 7 11 1 1711 1707 1710 2
|
|
12 11 5 1 1711 1710 1704 2
|
|
12 5 13 1 1711 1704 1712 2
|
|
13 5 4 1 1712 1704 1702 2
|
|
13 4 14 1 1712 1702 1713 2
|
|
14 4 3 1 1713 1702 1703 2
|
|
17 15 16 1 1714 1715 1716 2
|
|
17 18 15 1 1714 1717 1715 2
|
|
18 14 15 1 1717 1713 1715 2
|
|
18 13 14 1 1717 1712 1713 2
|
|
19 13 18 1 1718 1712 1717 2
|
|
19 12 13 1 1718 1711 1712 2
|
|
20 12 19 1 1719 1711 1718 2
|
|
20 21 12 1 1719 1720 1711 2
|
|
21 7 12 1 1720 1707 1711 2
|
|
22 19 18 1 1721 1718 1717 2
|
|
22 18 17 1 1721 1717 1714 2
|
|
24 22 23 1 1722 1721 1723 2
|
|
19 22 24 1 1718 1721 1722 2
|
|
25 19 24 1 1724 1718 1722 2
|
|
25 20 19 1 1724 1719 1718 2
|
|
26 20 25 1 1725 1719 1724 2
|
|
26 27 20 1 1725 1726 1719 2
|
|
27 21 20 1 1726 1720 1719 2
|
|
27 28 21 1 1726 1727 1720 2
|
|
28 8 21 1 1727 1705 1720 2
|
|
21 8 7 1 1720 1705 1707 2
|
|
29 24 23 1 1728 1722 1723 2
|
|
30 24 29 1 1729 1722 1728 2
|
|
25 24 30 1 1724 1722 1729 2
|
|
31 25 30 1 1730 1724 1729 2
|
|
31 26 25 1 1730 1725 1724 2
|
|
26 31 32 1 1725 1730 1731 2
|
|
27 26 32 1 1726 1725 1731 2
|
|
27 32 33 1 1726 1731 1732 2
|
|
28 27 33 1 1727 1726 1732 2
|
|
33 34 28 1 1732 1733 1727 2
|
|
33 32 35 1 1732 1731 1734 2
|
|
33 35 34 1 1732 1734 1733 2
|
|
35 36 34 1 1734 1735 1733 2
|
|
34 36 37 1 1733 1735 1736 2
|
|
35 38 36 1 1734 1737 1735 2
|
|
41 39 40 1 1738 1739 1740 2
|
|
37 39 41 1 1736 1739 1738 2
|
|
37 42 39 1 1736 1741 1739 2
|
|
36 42 37 1 1735 1741 1736 2
|
|
36 29 42 1 1735 1728 1741 2
|
|
38 29 36 1 1737 1728 1735 2
|
|
38 30 29 1 1737 1729 1728 2
|
|
31 30 38 1 1730 1729 1737 2
|
|
32 31 38 1 1731 1730 1737 2
|
|
32 38 35 1 1731 1737 1734 2
|
|
45 43 44 1 1742 1743 1744 2
|
|
45 46 43 1 1742 1745 1743 2
|
|
46 47 43 1 1745 1746 1743 2
|
|
40 47 46 1 1740 1746 1745 2
|
|
40 48 47 1 1740 1747 1746 2
|
|
39 48 40 1 1739 1747 1740 2
|
|
48 39 49 1 1747 1739 1748 2
|
|
42 49 39 1 1741 1748 1739 2
|
|
42 23 49 1 1741 1723 1748 2
|
|
29 23 42 1 1728 1723 1741 2
|
|
52 50 51 1 1749 1750 1751 2
|
|
50 53 51 1 1750 1752 1751 2
|
|
53 44 51 1 1752 1744 1751 2
|
|
51 44 43 1 1751 1744 1743 2
|
|
54 51 43 1 1753 1751 1743 2
|
|
43 47 54 1 1743 1746 1753 2
|
|
47 55 54 1 1746 1754 1753 2
|
|
48 55 47 1 1747 1754 1746 2
|
|
48 56 55 1 1747 1755 1754 2
|
|
56 48 49 1 1755 1747 1748 2
|
|
57 52 51 1 1756 1749 1751 2
|
|
51 54 57 1 1751 1753 1756 2
|
|
54 58 57 1 1753 1757 1756 2
|
|
60 59 58 1 1758 1759 1757 2
|
|
61 60 58 1 1760 1758 1757 2
|
|
54 61 58 1 1753 1760 1757 2
|
|
62 61 54 1 1761 1760 1753 2
|
|
55 62 54 1 1754 1761 1753 2
|
|
56 62 55 1 1755 1761 1754 2
|
|
56 60 62 1 1755 1758 1761 2
|
|
63 60 56 1 1762 1758 1755 2
|
|
60 63 59 1 1758 1762 1759 2
|
|
63 64 59 1 1762 1763 1759 2
|
|
60 61 62 1 1758 1760 1761 2
|
|
49 63 56 1 1748 1762 1755 2
|
|
23 63 49 1 1723 1762 1748 2
|
|
63 23 64 1 1762 1723 1763 2
|
|
23 22 64 1 1723 1721 1763 2
|
|
22 65 64 1 1721 1764 1763 2
|
|
65 22 17 1 1764 1721 1714 2
|
|
65 17 66 1 1764 1714 1765 2
|
|
66 17 16 1 1765 1714 1716 2
|
|
66 16 67 1 1765 1716 1766 2
|
|
67 16 68 1 1766 1716 1767 2
|
|
71 69 70 1 1768 1769 1770 2
|
|
69 72 70 1 1769 1771 1770 2
|
|
72 73 70 1 1771 1772 1770 2
|
|
73 72 74 1 1772 1771 1773 2
|
|
75 73 74 1 1774 1772 1773 2
|
|
74 76 75 1 1773 1775 1774 2
|
|
76 66 75 1 1775 1765 1774 2
|
|
76 65 66 1 1775 1764 1765 2
|
|
65 76 77 1 1764 1775 1776 2
|
|
65 77 64 1 1764 1776 1763 2
|
|
70 73 78 1 1770 1772 1777 2
|
|
73 79 78 1 1772 1778 1777 2
|
|
73 75 79 1 1772 1774 1778 2
|
|
75 67 79 1 1774 1766 1778 2
|
|
75 66 67 1 1774 1765 1766 2
|
|
68 80 67 1 1767 1779 1766 2
|
|
80 79 67 1 1779 1778 1766 2
|
|
80 81 79 1 1779 1780 1778 2
|
|
81 78 79 1 1780 1777 1778 2
|
|
78 81 82 1 1777 1780 1781 2
|
|
70 78 82 1 1770 1777 1781 2
|
|
83 70 82 1 1782 1770 1781 2
|
|
83 71 70 1 1782 1768 1770 2
|
|
71 83 84 1 1768 1782 1783 2
|
|
84 85 71 1 1783 1784 1768 2
|
|
81 86 82 1 1780 1785 1781 2
|
|
87 82 86 1 1786 1781 1785 2
|
|
83 82 87 1 1782 1781 1786 2
|
|
88 83 87 1 1787 1782 1786 2
|
|
83 88 84 1 1782 1787 1783 2
|
|
84 88 89 1 1783 1787 1788 2
|
|
84 89 90 1 1783 1788 1789 2
|
|
91 90 89 1 1790 1789 1788 2
|
|
91 92 90 1 1790 1791 1789 2
|
|
92 93 90 1 1791 1792 1789 2
|
|
95 86 94 1 1793 1785 1794 2
|
|
95 87 86 1 1793 1786 1785 2
|
|
96 87 95 1 1795 1786 1793 2
|
|
88 87 96 1 1787 1786 1795 2
|
|
97 88 96 1 1796 1787 1795 2
|
|
88 97 89 1 1787 1796 1788 2
|
|
98 89 97 1 1797 1788 1796 2
|
|
98 91 89 1 1797 1790 1788 2
|
|
99 98 97 1 1798 1797 1796 2
|
|
99 97 100 1 1798 1796 1799 2
|
|
100 97 96 1 1799 1796 1795 2
|
|
100 96 101 1 1799 1795 1800 2
|
|
101 96 95 1 1800 1795 1793 2
|
|
101 95 102 1 1800 1793 1801 2
|
|
102 95 94 1 1801 1793 1794 2
|
|
102 94 103 1 1801 1794 1802 2
|
|
104 103 94 1 1803 1802 1794 2
|
|
105 104 94 1 1804 1803 1794 2
|
|
105 94 86 1 1804 1794 1785 2
|
|
106 100 101 1 1805 1799 1800 2
|
|
107 99 100 1 1806 1798 1799 2
|
|
100 106 107 1 1799 1805 1806 2
|
|
106 108 107 1 1805 1807 1806 2
|
|
110 109 108 1 1808 1809 1807 2
|
|
106 110 108 1 1805 1808 1807 2
|
|
110 106 111 1 1808 1805 1810 2
|
|
106 101 111 1 1805 1800 1810 2
|
|
111 101 102 1 1810 1800 1801 2
|
|
113 109 112 1 1811 1809 1812 2
|
|
109 110 112 1 1809 1808 1812 2
|
|
114 112 110 1 1813 1812 1808 2
|
|
111 114 110 1 1810 1813 1808 2
|
|
114 111 115 1 1813 1810 1814 2
|
|
111 102 115 1 1810 1801 1814 2
|
|
115 102 103 1 1814 1801 1802 2
|
|
108 116 117 1 1807 1815 1816 2
|
|
108 109 116 1 1807 1809 1815 2
|
|
109 118 116 1 1809 1817 1815 2
|
|
118 109 113 1 1817 1809 1811 2
|
|
119 118 113 1 1818 1817 1811 2
|
|
120 119 113 1 1819 1818 1811 2
|
|
121 120 113 1 1820 1819 1811 2
|
|
121 113 112 1 1820 1811 1812 2
|
|
122 121 112 1 1821 1820 1812 2
|
|
112 114 122 1 1812 1813 1821 2
|
|
114 123 122 1 1813 1822 1821 2
|
|
123 114 115 1 1822 1813 1814 2
|
|
124 123 115 1 1823 1822 1814 2
|
|
124 115 103 1 1823 1814 1802 2
|
|
68 124 103 1 1767 1823 1802 2
|
|
103 104 68 1 1802 1803 1767 2
|
|
104 80 68 1 1803 1779 1767 2
|
|
104 105 80 1 1803 1804 1779 2
|
|
105 81 80 1 1804 1780 1779 2
|
|
81 105 86 1 1780 1804 1785 2
|
|
14 3 125 1 1713 1703 1824 2
|
|
15 14 125 1 1715 1713 1824 2
|
|
15 125 126 1 1715 1824 1825 2
|
|
16 15 126 1 1716 1715 1825 2
|
|
16 126 68 1 1716 1825 1767 2
|
|
129 127 128 1 1826 1827 1828 2
|
|
128 130 131 1 1828 1829 1830 2
|
|
127 130 128 1 1827 1829 1828 2
|
|
127 132 130 1 1827 1831 1829 2
|
|
133 132 127 1 1832 1831 1827 2
|
|
134 133 127 1 1833 1832 1827 2
|
|
134 127 129 1 1833 1827 1826 2
|
|
135 134 129 1 1834 1833 1826 2
|
|
136 134 135 1 1835 1833 1834 2
|
|
137 136 135 1 1836 1835 1834 2
|
|
138 136 137 1 1837 1835 1836 2
|
|
136 139 134 1 1835 1838 1833 2
|
|
139 133 134 1 1838 1832 1833 2
|
|
133 139 140 1 1832 1838 1839 2
|
|
132 133 140 1 1831 1832 1839 2
|
|
141 132 140 1 1840 1831 1839 2
|
|
132 141 130 1 1831 1840 1829 2
|
|
130 141 142 1 1829 1840 1841 2
|
|
130 142 131 1 1829 1841 1830 2
|
|
131 142 143 1 1830 1841 1842 2
|
|
131 143 144 1 1830 1842 1843 2
|
|
146 145 140 1 1844 1845 1839 2
|
|
145 147 140 1 1845 1846 1839 2
|
|
147 148 140 1 1846 1847 1839 2
|
|
148 149 140 1 1847 1848 1839 2
|
|
149 150 140 1 1848 1849 1839 2
|
|
150 151 140 1 1849 1850 1839 2
|
|
151 152 140 1 1850 1851 1839 2
|
|
152 153 140 1 1851 1852 1839 2
|
|
155 151 154 1 1853 1850 1854 2
|
|
151 150 154 1 1850 1849 1854 2
|
|
154 150 156 1 1854 1849 1855 2
|
|
150 149 156 1 1849 1848 1855 2
|
|
156 149 157 1 1855 1848 1856 2
|
|
149 148 157 1 1848 1847 1856 2
|
|
157 148 158 1 1856 1847 1857 2
|
|
148 147 158 1 1847 1846 1857 2
|
|
158 147 159 1 1857 1846 1858 2
|
|
147 145 159 1 1846 1845 1858 2
|
|
162 160 161 1 1859 1860 1861 2
|
|
159 160 162 1 1858 1860 1859 2
|
|
163 159 162 1 1862 1858 1859 2
|
|
158 159 163 1 1857 1858 1862 2
|
|
164 158 163 1 1863 1857 1862 2
|
|
157 158 164 1 1856 1857 1863 2
|
|
165 157 164 1 1864 1856 1863 2
|
|
156 157 165 1 1855 1856 1864 2
|
|
166 156 165 1 1865 1855 1864 2
|
|
154 156 166 1 1854 1855 1865 2
|
|
168 166 167 1 1866 1865 1867 2
|
|
166 165 167 1 1865 1864 1867 2
|
|
167 165 169 1 1867 1864 1868 2
|
|
165 164 169 1 1864 1863 1868 2
|
|
169 164 170 1 1868 1863 1869 2
|
|
164 163 170 1 1863 1862 1869 2
|
|
170 163 171 1 1869 1862 1870 2
|
|
163 162 171 1 1862 1859 1870 2
|
|
171 162 172 1 1870 1859 1871 2
|
|
162 161 172 1 1859 1861 1871 2
|
|
172 161 173 1 1871 1861 1872 2
|
|
161 174 173 1 1861 1873 1872 2
|
|
173 174 175 1 1872 1873 1874 2
|
|
174 176 175 1 1873 1875 1874 2
|
|
175 176 177 1 1874 1875 1876 2
|
|
176 178 177 1 1875 1877 1876 2
|
|
177 178 179 1 1876 1877 1878 2
|
|
178 180 179 1 1877 1879 1878 2
|
|
179 180 181 1 1878 1879 1880 2
|
|
180 137 181 1 1879 1836 1880 2
|
|
180 138 137 1 1879 1837 1836 2
|
|
182 138 180 1 1881 1837 1879 2
|
|
178 182 180 1 1877 1881 1879 2
|
|
183 182 178 1 1882 1881 1877 2
|
|
176 183 178 1 1875 1882 1877 2
|
|
184 183 176 1 1883 1882 1875 2
|
|
174 184 176 1 1873 1883 1875 2
|
|
185 184 174 1 1884 1883 1873 2
|
|
161 185 174 1 1861 1884 1873 2
|
|
160 185 161 1 1860 1884 1861 2
|
|
159 145 160 1 1858 1845 1860 2
|
|
145 146 160 1 1845 1844 1860 2
|
|
160 146 185 1 1860 1844 1884 2
|
|
146 186 185 1 1844 1885 1884 2
|
|
185 186 184 1 1884 1885 1883 2
|
|
186 187 184 1 1885 1886 1883 2
|
|
184 187 183 1 1883 1886 1882 2
|
|
187 188 183 1 1886 1887 1882 2
|
|
183 188 182 1 1882 1887 1881 2
|
|
188 189 182 1 1887 1888 1881 2
|
|
182 189 138 1 1881 1888 1837 2
|
|
189 190 138 1 1888 1889 1837 2
|
|
138 190 136 1 1837 1889 1835 2
|
|
190 139 136 1 1889 1838 1835 2
|
|
139 190 140 1 1838 1889 1839 2
|
|
190 189 140 1 1889 1888 1839 2
|
|
189 188 140 1 1888 1887 1839 2
|
|
188 187 140 1 1887 1886 1839 2
|
|
187 186 140 1 1886 1885 1839 2
|
|
186 146 140 1 1885 1844 1839 2
|
|
142 191 192 1 1841 1890 1891 2
|
|
141 191 142 1 1840 1890 1841 2
|
|
191 141 140 1 1890 1840 1839 2
|
|
193 191 140 1 1892 1890 1839 2
|
|
153 193 140 1 1852 1892 1839 2
|
|
193 153 194 1 1892 1852 1893 2
|
|
194 153 195 1 1893 1852 1894 2
|
|
153 152 195 1 1852 1851 1894 2
|
|
195 152 155 1 1894 1851 1853 2
|
|
152 151 155 1 1851 1850 1853 2
|
|
192 193 194 1 1891 1892 1893 2
|
|
191 193 192 1 1890 1892 1891 2
|
|
196 154 166 1 1895 1854 1865 2
|
|
155 154 196 1 1853 1854 1895 2
|
|
197 155 196 1 1896 1853 1895 2
|
|
195 155 197 1 1894 1853 1896 2
|
|
198 195 197 1 1897 1894 1896 2
|
|
194 195 198 1 1893 1894 1897 2
|
|
199 194 198 1 1898 1893 1897 2
|
|
192 194 199 1 1891 1893 1898 2
|
|
143 192 199 1 1842 1891 1898 2
|
|
142 192 143 1 1841 1891 1842 2
|
|
144 143 200 1 1843 1842 1899 2
|
|
143 199 200 1 1842 1898 1899 2
|
|
200 199 201 1 1899 1898 1900 2
|
|
199 198 201 1 1898 1897 1900 2
|
|
201 198 202 1 1900 1897 1901 2
|
|
198 197 202 1 1897 1896 1901 2
|
|
202 197 203 1 1901 1896 1902 2
|
|
197 196 203 1 1896 1895 1902 2
|
|
203 196 168 1 1902 1895 1866 2
|
|
196 166 168 1 1895 1865 1866 2
|
|
181 137 204 1 1880 1836 1903 2
|
|
137 135 204 1 1836 1834 1903 2
|
|
204 135 205 1 1903 1834 1904 2
|
|
135 129 205 1 1834 1826 1904 2
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|
|
874 712 9 1 2634 2442 1708 2
|
|
712 874 875 1 2442 2634 2635 2
|
|
706 712 875 1 2436 2442 2635 2
|
|
706 875 46 1 2436 2635 1745 2
|
|
434 0 2 1 2157 1700 1699 2
|
|
433 0 434 1 2156 1700 2157 2
|
|
1 0 433 1 1701 1700 2156 2
|
|
840 1 433 1 2600 1701 2156 2
|
|
3 1 840 1 1703 1701 2600 2
|
|
838 3 840 1 2598 1703 2600 2
|
|
125 3 838 1 1824 1703 2598 2
|
|
836 125 838 1 2596 1824 2598 2
|
|
126 125 836 1 1825 1824 2596 2
|
|
835 126 836 1 2593 1825 2596 2
|
|
34 8 28 1 1733 1705 1727 2
|
|
34 37 8 1 1733 1736 1705 2
|
|
37 6 8 1 1736 1706 1705 2
|
|
6 37 41 1 1706 1736 1738 2
|
|
9 6 41 1 1708 1706 1738 2
|
|
874 9 41 1 2634 1708 1738 2
|
|
874 41 875 1 2634 1738 2635 2
|
|
41 40 875 1 1738 1740 2635 2
|
|
875 40 46 1 2635 1740 1745 2
|
|
564 552 560 1 2294 2280 2290 2
|
|
553 552 564 1 2283 2280 2294 2
|
|
418 553 564 1 2141 2283 2294 2
|
|
554 553 418 1 2284 2283 2141 2
|
|
419 554 418 1 2142 2284 2141 2
|
|
419 545 554 1 2142 2275 2284 2
|
|
420 545 419 1 2143 2275 2142 2
|
|
545 420 543 1 2275 2143 2274 2
|
|
543 420 421 1 2274 2143 2144 2
|
|
543 421 424 1 2274 2144 2147 2
|
|
505 496 386 1 2232 2224 2222 2
|
|
585 584 588 1 2315 2314 2318 2
|
|
466 585 588 1 2189 2315 2318 2
|
|
468 466 588 1 2191 2189 2318 2
|
|
586 468 588 1 2316 2191 2318 2
|
|
468 586 470 1 2191 2316 2193 2
|
|
586 534 470 1 2316 2264 2193 2
|
|
470 534 530 1 2193 2264 2258 2
|
|
530 701 470 1 2258 2431 2193 2
|
|
701 530 529 1 2431 2258 2260 2
|
|
701 529 702 1 2431 2260 2432 2
|
|
tverts 3544
|
|
0.014137 1.22021 0
|
|
0.029083 1.21143 0
|
|
0.068543 1.2456 0
|
|
0.088989 1.29053 0
|
|
0.101685 1.28076 0
|
|
0.075439 1.23926 0
|
|
0.075439 1.23926 0
|
|
0.081848 1.21582 0
|
|
0.032623 1.18994 0
|
|
0.085083 1.16699 0
|
|
0.03891 1.14844 0
|
|
0.085083 1.16699 0
|
|
0.084778 1.12305 0
|
|
0.039246 1.11279 0
|
|
0.082947 1.08057 0
|
|
0.13501 1.13086 0
|
|
0.132813 1.18359 0
|
|
0.125488 1.25928 0
|
|
0.075439 1.23926 0
|
|
0.081848 1.21582 0
|
|
0.125488 1.25928 0
|
|
0.125122 1.30957 0
|
|
0.102234 1.31396 0
|
|
0.118958 1.34277 0
|
|
0.095764 1.34229 0
|
|
0.183105 1.13525 0
|
|
0.179932 1.18799 0
|
|
0.228027 1.13721 0
|
|
0.226685 1.18896 0
|
|
0.223755 1.25977 0
|
|
0.273926 1.19092 0
|
|
0.273682 1.13721 0
|
|
0.22876 1.09033 0
|
|
0.228027 1.13721 0
|
|
0.183105 1.13525 0
|
|
0.22876 1.09033 0
|
|
0.182983 1.08838 0
|
|
0.133301 1.08398 0
|
|
0.323242 1.18945 0
|
|
0.32373 1.26953 0
|
|
0.271973 1.27393 0
|
|
0.375244 1.17529 0
|
|
0.323975 1.13379 0
|
|
0.274902 1.08935 0
|
|
0.229126 1.05078 0
|
|
0.181396 1.04932 0
|
|
0.132446 1.04443 0
|
|
0.083069 1.04297 0
|
|
0.037292 1.07666 0
|
|
0.03714 1.04053 0
|
|
0.036591 1.02637 0
|
|
0.083679 1.02783 0
|
|
0.13208 1.03027 0
|
|
0.180786 1.03565 0
|
|
0.229248 1.03711 0
|
|
0.276611 1.05029 0
|
|
0.229126 1.05078 0
|
|
0.229248 1.03711 0
|
|
0.325684 1.08496 0
|
|
0.377441 1.12695 0
|
|
0.375244 1.17529 0
|
|
0.427734 1.15771 0
|
|
0.430908 1.20459 0
|
|
0.374756 1.22803 0
|
|
0.428223 1.11572 0
|
|
0.37915 1.07959 0
|
|
0.325439 1.04443 0
|
|
0.429932 1.07324 0
|
|
0.376953 1.03955 0
|
|
0.375 1.02344 0
|
|
0.324951 1.03027 0
|
|
0.277344 1.03662 0
|
|
0.427734 1.03271 0
|
|
0.427002 1.01611 0
|
|
0.432373 1.229 0
|
|
0.44751 1.23975 0
|
|
0.386475 1.26123 0
|
|
0.379395 1.25391 0
|
|
0.345947 1.2959 0
|
|
0.357666 1.30957 0
|
|
0.339111 1.33008 0
|
|
0.349121 1.33545 0
|
|
0.340576 1.35791 0
|
|
0.351074 1.35791 0
|
|
0.353027 1.3794 0
|
|
0.318359 1.35498 0
|
|
0.321777 1.38379 0
|
|
0.294434 1.38086 0
|
|
0.317383 1.32129 0
|
|
0.342285 1.3833 0
|
|
0.329346 1.40723 0
|
|
0.301025 1.41016 0
|
|
0.347412 1.4043 0
|
|
0.356201 1.3999 0
|
|
0.364502 1.42041 0
|
|
0.355713 1.42529 0
|
|
0.342041 1.4292 0
|
|
0.325684 1.43555 0
|
|
0.311035 1.44287 0
|
|
0.287109 1.42481 0
|
|
0.297363 1.45068 0
|
|
0.277588 1.43408 0
|
|
0.27832 1.4585 0
|
|
0.269531 1.44141 0
|
|
0.277588 1.43408 0
|
|
0.246582 1.45166 0
|
|
0.247803 1.43799 0
|
|
0.214111 1.44727 0
|
|
0.214722 1.43408 0
|
|
0.181396 1.43457 0
|
|
0.215332 1.42236 0
|
|
0.250244 1.42676 0
|
|
0.25415 1.41553 0
|
|
0.258301 1.39941 0
|
|
0.215942 1.40967 0
|
|
0.287354 1.3169 0
|
|
0.290771 1.3501 0
|
|
0.258545 1.37451 0
|
|
0.216797 1.39258 0
|
|
0.174438 1.39502 0
|
|
0.218018 1.36768 0
|
|
0.176758 1.37012 0
|
|
0.257813 1.34326 0
|
|
0.258301 1.31104 0
|
|
0.221558 1.30371 0
|
|
0.174805 1.26904 0
|
|
0.184204 1.30664 0
|
|
0.155029 1.30908 0
|
|
0.18103 1.33887 0
|
|
0.147339 1.34131 0
|
|
0.219727 1.3374 0
|
|
0.139893 1.37256 0
|
|
0.111389 1.37207 0
|
|
0.130005 1.40185 0
|
|
0.142822 1.41797 0
|
|
0.17688 1.41162 0
|
|
0.179932 1.42334 0
|
|
0.151733 1.42822 0
|
|
0.159058 1.43604 0
|
|
0.148682 1.45264 0
|
|
0.130127 1.44336 0
|
|
0.116943 1.43457 0
|
|
0.102539 1.42578 0
|
|
0.100708 1.39551 0
|
|
0.085205 1.41894 0
|
|
0.081543 1.39063 0
|
|
0.070312 1.41406 0
|
|
0.089966 1.36865 0
|
|
0.060577 1.40771 0
|
|
0.072327 1.38477 0
|
|
0.079102 1.36279 0
|
|
0.084839 1.34033 0
|
|
0.091126 1.31738 0
|
|
0.168579 1.48291 0
|
|
0.189453 1.479 0
|
|
0.169067 1.4834 0
|
|
0.189575 1.48047 0
|
|
0.212769 1.47949 0
|
|
0.212769 1.47852 0
|
|
0.188843 1.47559 0
|
|
0.166992 1.47998 0
|
|
0.184937 1.46338 0
|
|
0.158691 1.46924 0
|
|
0.181396 1.44873 0
|
|
0.213501 1.46143 0
|
|
0.212891 1.47461 0
|
|
0.236694 1.47803 0
|
|
0.23584 1.48096 0
|
|
0.241699 1.46582 0
|
|
0.26709 1.47363 0
|
|
0.258057 1.48389 0
|
|
0.236694 1.47803 0
|
|
0.241699 1.46582 0
|
|
0.256104 1.48633 0
|
|
0.23584 1.48096 0
|
|
0.255615 1.48731 0
|
|
0.235596 1.48242 0
|
|
0.133423 1.87683 0
|
|
0.100342 1.87378 0
|
|
0.109924 1.84375 0
|
|
0.146973 1.89606 0
|
|
0.183594 1.88147 0
|
|
0.187012 1.89545 0
|
|
0.17981 1.86279 0
|
|
0.141846 1.84326 0
|
|
0.113464 1.81531 0
|
|
0.089478 1.81372 0
|
|
0.087524 1.84277 0
|
|
0.081177 1.87219 0
|
|
0.086792 1.78565 0
|
|
0.113342 1.79053 0
|
|
0.145386 1.81555 0
|
|
0.179565 1.83923 0
|
|
0.216187 1.85779 0
|
|
0.217407 1.87366 0
|
|
0.248901 1.87195 0
|
|
0.248901 1.88611 0
|
|
0.081055 1.74854 0
|
|
0.071289 1.77734 0
|
|
0.115479 1.75317 0
|
|
0.147583 1.79016 0
|
|
0.180786 1.81482 0
|
|
0.215332 1.83728 0
|
|
0.248901 1.85657 0
|
|
0.317871 1.86292 0
|
|
0.281494 1.85779 0
|
|
0.318115 1.83923 0
|
|
0.282227 1.83728 0
|
|
0.248901 1.83691 0
|
|
0.215576 1.81421 0
|
|
0.182129 1.79065 0
|
|
0.150146 1.75659 0
|
|
0.112 1.69678 0
|
|
0.149048 1.69727 0
|
|
0.18396 1.75855 0
|
|
0.216064 1.79028 0
|
|
0.248901 1.81396 0
|
|
0.281982 1.81421 0
|
|
0.160645 1.52979 0
|
|
0.172729 1.57568 0
|
|
0.135986 1.5813 0
|
|
0.14502 1.63232 0
|
|
0.180908 1.62915 0
|
|
0.184448 1.69678 0
|
|
0.217285 1.75891 0
|
|
0.248901 1.79016 0
|
|
0.217163 1.61939 0
|
|
0.220215 1.69653 0
|
|
0.249268 1.75916 0
|
|
0.280762 1.75916 0
|
|
0.281494 1.79028 0
|
|
0.313721 1.75855 0
|
|
0.31543 1.79077 0
|
|
0.347412 1.75647 0
|
|
0.350098 1.79016 0
|
|
0.382324 1.75256 0
|
|
0.384277 1.79053 0
|
|
0.280029 1.69678 0
|
|
0.313232 1.69678 0
|
|
0.348633 1.69702 0
|
|
0.38501 1.69629 0
|
|
0.31665 1.62646 0
|
|
0.351807 1.63086 0
|
|
0.384766 1.63037 0
|
|
0.410889 1.63208 0
|
|
0.425537 1.59692 0
|
|
0.393799 1.5874 0
|
|
0.437744 1.5625 0
|
|
0.361572 1.58106 0
|
|
0.324463 1.57544 0
|
|
0.404541 1.54932 0
|
|
0.372314 1.53906 0
|
|
0.336914 1.52979 0
|
|
0.302979 1.52026 0
|
|
0.282471 1.5669 0
|
|
0.279297 1.61719 0
|
|
0.250732 1.69653 0
|
|
0.308838 1.50464 0
|
|
0.292969 1.50171 0
|
|
0.287109 1.5166 0
|
|
0.265381 1.56299 0
|
|
0.24646 1.6106 0
|
|
0.229736 1.56323 0
|
|
0.212769 1.56738 0
|
|
0.19458 1.52026 0
|
|
0.188599 1.50464 0
|
|
0.15686 1.51221 0
|
|
0.122009 1.52222 0
|
|
0.204468 1.50171 0
|
|
0.210449 1.5166 0
|
|
0.037903 1.60986 0
|
|
0.024887 1.57764 0
|
|
0.07196 1.59692 0
|
|
0.059815 1.5625 0
|
|
0.020172 1.56519 0
|
|
0.055786 1.54883 0
|
|
0.09314 1.54932 0
|
|
0.089416 1.53369 0
|
|
0.125366 1.53906 0
|
|
0.103821 1.58716 0
|
|
0.112427 1.63232 0
|
|
0.084412 1.63477 0
|
|
0.079834 1.69067 0
|
|
0.037659 1.75122 0
|
|
0.066101 1.75903 0
|
|
0.046661 1.76269 0
|
|
0.041168 1.73096 0
|
|
0.046875 1.68677 0
|
|
0.046661 1.64697 0
|
|
0.053955 1.92767 0
|
|
0.044464 1.92163 0
|
|
0.071472 1.89807 0
|
|
0.061066 1.89276 0
|
|
0.068543 1.86719 0
|
|
0.071716 1.83704 0
|
|
0.073486 1.80713 0
|
|
0.118164 1.9187 0
|
|
0.130737 1.92908 0
|
|
0.103088 1.90948 0
|
|
0.085571 1.90247 0
|
|
0.155518 1.90936 0
|
|
0.142944 1.94168 0
|
|
0.109192 1.96075 0
|
|
0.096436 1.95288 0
|
|
0.08197 1.94553 0
|
|
0.066528 1.9364 0
|
|
0.248901 1.92529 0
|
|
0.263428 1.92651 0
|
|
0.248901 1.92981 0
|
|
0.234253 1.92651 0
|
|
0.232544 1.91058 0
|
|
0.214722 1.91461 0
|
|
0.21521 1.89923 0
|
|
0.190186 1.90808 0
|
|
0.282959 1.91461 0
|
|
0.278809 1.93066 0
|
|
0.265137 1.91058 0
|
|
0.248901 1.90961 0
|
|
0.235229 1.89545 0
|
|
0.217407 1.8869 0
|
|
0.248901 1.89514 0
|
|
0.248901 1.88837 0
|
|
0.262451 1.89545 0
|
|
0.282471 1.89923 0
|
|
0.307373 1.90808 0
|
|
0.310547 1.89545 0
|
|
0.280273 1.8869 0
|
|
0.280273 1.87378 0
|
|
0.313965 1.88153 0
|
|
0.342041 1.90918 0
|
|
0.332764 1.92151 0
|
|
0.302002 1.92334 0
|
|
0.322266 1.93707 0
|
|
0.295654 1.93896 0
|
|
0.354492 1.94168 0
|
|
0.342285 1.95624 0
|
|
0.314697 1.95154 0
|
|
0.295166 1.94327 0
|
|
0.295654 1.93896 0
|
|
0.295166 1.94327 0
|
|
0.27832 1.93549 0
|
|
0.262939 1.9314 0
|
|
0.248901 1.92981 0
|
|
0.356201 1.97874 0
|
|
0.33374 1.9682 0
|
|
0.313965 1.95517 0
|
|
0.294922 1.94458 0
|
|
0.278076 1.93701 0
|
|
0.262939 1.93286 0
|
|
0.248901 1.93121 0
|
|
0.313721 1.9563 0
|
|
0.332031 1.97105 0
|
|
0.345459 1.98667 0
|
|
0.331543 1.97194 0
|
|
0.343018 1.98816 0
|
|
0.342041 1.98863 0
|
|
0.234619 1.9314 0
|
|
0.218872 1.93066 0
|
|
0.195557 1.92334 0
|
|
0.164551 1.92169 0
|
|
0.12561 1.97003 0
|
|
0.141479 1.97876 0
|
|
0.155396 1.95624 0
|
|
0.175415 1.93707 0
|
|
0.202026 1.93893 0
|
|
0.219482 1.93549 0
|
|
0.234741 1.93292 0
|
|
0.1521 1.98668 0
|
|
0.166016 1.97195 0
|
|
0.155518 1.98864 0
|
|
0.154663 1.98817 0
|
|
0.165527 1.97107 0
|
|
0.163818 1.9682 0
|
|
0.182861 1.95154 0
|
|
0.202515 1.94324 0
|
|
0.219604 1.93701 0
|
|
0.18396 1.9563 0
|
|
0.183594 1.95517 0
|
|
0.202637 1.94458 0
|
|
0.643066 1.38379 0
|
|
0.647949 1.42139 0
|
|
0.662598 1.41797 0
|
|
0.666992 1.44434 0
|
|
0.649414 1.44531 0
|
|
0.606445 1.31885 0
|
|
0.604492 1.32666 0
|
|
0.640137 1.33252 0
|
|
0.638672 1.34277 0
|
|
0.601563 1.33301 0
|
|
0.640137 1.35059 0
|
|
0.634277 1.35156 0
|
|
0.652832 1.38184 0
|
|
0.685059 1.41162 0
|
|
0.636719 1.31348 0
|
|
0.664551 1.31836 0
|
|
0.659668 1.2915 0
|
|
0.669922 1.3501 0
|
|
0.666016 1.3667 0
|
|
0.661133 1.37646 0
|
|
0.692383 1.38818 0
|
|
0.69043 1.28809 0
|
|
0.694824 1.31885 0
|
|
0.696777 1.36035 0
|
|
0.76123 1.18848 0
|
|
0.753418 1.21875 0
|
|
0.789551 1.21435 0
|
|
0.753418 1.2417 0
|
|
0.711914 1.24658 0
|
|
0.712891 1.26514 0
|
|
0.6875 1.25049 0
|
|
0.688477 1.26856 0
|
|
0.716797 1.28565 0
|
|
0.721191 1.31738 0
|
|
0.719238 1.36621 0
|
|
0.756348 1.28271 0
|
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0.521484 1.40625 0
|
|
0.501465 1.40527 0
|
|
endnode
|
|
endmodelgeom pmd0_head017
|
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donemodel pmd0_head017
|