5257 lines
151 KiB
Plaintext
5257 lines
151 KiB
Plaintext
# Exported from NWMax Plus v6.11.28 at 1/25/2019 1:39:06 PM
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# mdl file
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#
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#NWMax Plus MODEL ASCII
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# model: pma0_head002
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filedependancy Unknown
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newmodel pma0_head002
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setsupermodel pma0_head002 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 pma0_head002
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node dummy pma0_head002
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parent NULL
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endnode
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node danglymesh pma0_head001g
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parent pma0_head002
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position 0.00356198 -6.15859e-005 -0.0297977
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orientation 1.0 0.0 0.0 0.0
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wirecolor 1.0 1.0 1.0
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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 0.05 0.05 0.05
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shininess 26
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center 0.0 -1.38566 8.36109
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period 6.0
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tightness 4.0
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displacement 0.03
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showdispl true
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displtype 1
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center 0.0 -1.38566 8.36109
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bitmap pma0_head001
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endnode
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node trimesh head
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parent pma0_head002
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faces 1772
|
|
0 1 2 1 0 1 2 1
|
|
1 3 2 1 1 3 2 1
|
|
4 5 6 1 4 5 6 1
|
|
6 5 7 1 6 5 7 1
|
|
5 8 7 1 5 8 7 1
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7 8 1 1 7 8 1 1
|
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1 8 3 1 1 8 3 1
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9 10 11 1 9 10 11 1
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12 13 14 1 12 13 14 1
|
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13 15 14 1 13 15 14 1
|
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14 15 16 1 14 15 16 1
|
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15 17 16 1 15 163 16 1
|
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16 17 18 1 16 164 165 1
|
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17 19 18 1 166 167 168 1
|
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18 19 20 1 168 167 17 1
|
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19 21 20 1 169 18 17 1
|
|
20 21 10 1 17 18 10 1
|
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21 22 10 1 18 19 10 1
|
|
10 22 11 1 10 19 11 1
|
|
11 22 23 1 11 19 20 1
|
|
23 22 24 1 20 19 21 1
|
|
24 22 25 1 21 19 22 1
|
|
22 21 25 1 19 18 22 1
|
|
25 21 19 1 22 18 170 1
|
|
26 27 28 1 23 24 25 1
|
|
27 29 28 1 24 26 25 1
|
|
28 29 30 1 25 26 27 1
|
|
30 29 31 1 27 26 28 1
|
|
31 29 20 1 28 26 17 1
|
|
20 29 18 1 17 26 168 1
|
|
29 27 18 1 26 24 168 1
|
|
18 27 16 1 171 24 16 1
|
|
27 32 16 1 24 172 16 1
|
|
16 32 14 1 16 172 14 1
|
|
32 33 14 1 172 173 14 1
|
|
14 33 12 1 14 173 12 1
|
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33 34 12 1 174 175 176 1
|
|
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|
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35 34 36 1 180 181 182 1
|
|
34 37 36 1 183 184 185 1
|
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36 37 38 1 186 187 188 1
|
|
37 39 38 1 187 189 188 1
|
|
26 40 27 1 23 190 24 1
|
|
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|
|
40 41 32 1 190 191 172 1
|
|
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|
|
32 42 33 1 172 192 173 1
|
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34 33 37 1 193 194 195 1
|
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|
|
43 44 36 1 196 197 186 1
|
|
36 44 35 1 186 197 198 1
|
|
45 46 47 1 29 30 31 1
|
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|
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|
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|
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|
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|
|
51 52 53 1 35 36 37 1
|
|
54 55 56 1 38 39 40 1
|
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57 58 59 1 41 42 43 1
|
|
58 60 59 1 42 199 43 1
|
|
60 61 59 1 199 44 43 1
|
|
59 61 62 1 43 44 45 1
|
|
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|
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62 63 64 1 45 46 47 1
|
|
64 63 65 1 47 46 48 1
|
|
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|
|
66 63 67 1 49 46 50 1
|
|
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|
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67 61 60 1 50 44 199 1
|
|
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|
|
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|
|
59 68 69 1 43 51 52 1
|
|
68 64 69 1 51 47 52 1
|
|
53 52 0 1 37 36 0 1
|
|
52 1 0 1 36 1 0 1
|
|
1 52 7 1 1 36 7 1
|
|
7 52 70 1 7 36 53 1
|
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52 50 70 1 36 34 53 1
|
|
70 50 71 1 53 34 54 1
|
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50 46 71 1 34 30 54 1
|
|
71 46 45 1 54 30 29 1
|
|
0 2 53 1 0 2 37 1
|
|
2 72 53 1 2 55 37 1
|
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30 73 28 1 27 56 25 1
|
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73 74 28 1 56 57 25 1
|
|
28 74 26 1 25 57 23 1
|
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26 74 40 1 23 57 190 1
|
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74 75 40 1 57 200 190 1
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40 75 41 1 190 200 191 1
|
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|
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|
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|
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|
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|
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|
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|
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|
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|
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|
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|
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|
|
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|
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|
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90 91 89 1 71 72 70 1
|
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|
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92 93 89 1 202 203 70 1
|
|
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|
|
93 94 88 1 203 204 69 1
|
|
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|
|
88 95 87 1 69 206 68 1
|
|
87 95 86 1 68 207 67 1
|
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|
|
86 96 85 1 67 208 66 1
|
|
54 97 98 1 38 73 74 1
|
|
97 99 98 1 73 75 74 1
|
|
99 100 98 1 75 76 74 1
|
|
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|
|
100 102 101 1 76 78 77 1
|
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102 103 101 1 78 79 77 1
|
|
103 104 101 1 79 80 77 1
|
|
101 104 98 1 77 80 74 1
|
|
70 71 82 1 53 54 63 1
|
|
71 45 82 1 54 29 63 1
|
|
6 105 4 1 6 81 4 1
|
|
4 105 106 1 4 81 82 1
|
|
106 105 83 1 82 81 64 1
|
|
83 105 82 1 64 81 63 1
|
|
82 105 70 1 63 81 53 1
|
|
105 6 70 1 81 6 53 1
|
|
70 6 7 1 53 6 7 1
|
|
69 57 59 1 52 41 43 1
|
|
83 84 107 1 64 65 83 1
|
|
84 108 107 1 65 84 83 1
|
|
108 109 107 1 84 85 83 1
|
|
107 109 110 1 83 85 86 1
|
|
111 112 113 1 87 88 89 1
|
|
112 114 113 1 88 90 89 1
|
|
114 115 113 1 90 91 89 1
|
|
113 115 116 1 89 91 92 1
|
|
115 55 116 1 91 39 92 1
|
|
116 55 54 1 92 39 38 1
|
|
55 115 117 1 39 91 93 1
|
|
117 115 118 1 93 91 94 1
|
|
115 114 118 1 91 90 94 1
|
|
118 114 41 1 94 90 191 1
|
|
41 114 42 1 191 90 192 1
|
|
114 112 42 1 90 88 192 1
|
|
42 112 33 1 192 88 173 1
|
|
33 112 37 1 209 88 210 1
|
|
112 111 37 1 88 87 187 1
|
|
37 111 39 1 187 87 189 1
|
|
54 56 97 1 38 40 73 1
|
|
97 56 119 1 73 40 95 1
|
|
119 56 120 1 95 40 96 1
|
|
56 65 120 1 40 48 96 1
|
|
120 65 66 1 96 48 49 1
|
|
65 56 121 1 48 40 97 1
|
|
121 56 55 1 97 40 39 1
|
|
72 2 122 1 55 2 98 1
|
|
122 2 123 1 98 2 99 1
|
|
2 3 123 1 2 3 99 1
|
|
110 124 4 1 86 100 4 1
|
|
124 125 4 1 100 101 4 1
|
|
4 125 5 1 4 101 5 1
|
|
5 125 126 1 5 101 102 1
|
|
126 125 127 1 102 101 103 1
|
|
125 124 127 1 101 100 103 1
|
|
38 128 129 1 188 104 105 1
|
|
128 109 129 1 104 85 105 1
|
|
129 109 108 1 105 85 84 1
|
|
120 122 119 1 96 98 95 1
|
|
122 130 119 1 98 106 95 1
|
|
119 130 97 1 95 106 73 1
|
|
130 131 97 1 106 107 73 1
|
|
97 131 99 1 73 107 75 1
|
|
131 127 99 1 107 103 75 1
|
|
99 127 100 1 75 103 76 1
|
|
127 124 100 1 103 100 76 1
|
|
124 110 100 1 100 86 76 1
|
|
100 110 102 1 76 86 78 1
|
|
110 109 102 1 86 85 78 1
|
|
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|
362 812 824 1 1619 1620 1621 1
|
|
812 825 824 1 1622 1623 1624 1
|
|
812 813 825 1 1625 1626 1627 1
|
|
813 688 825 1 1628 1629 1630 1
|
|
813 814 688 1 1631 1598 1629 1
|
|
814 826 688 1 1598 1632 1629 1
|
|
814 815 826 1 1598 1600 1632 1
|
|
815 827 826 1 1600 1633 1632 1
|
|
815 816 827 1 1600 1601 1633 1
|
|
816 828 827 1 1601 1634 1633 1
|
|
816 817 828 1 1601 1635 1636 1
|
|
817 829 828 1 1637 1638 1639 1
|
|
817 818 829 1 1640 1641 1642 1
|
|
818 820 829 1 1643 1607 1644 1
|
|
818 811 820 1 1645 1590 1607 1
|
|
830 820 819 1 1646 1607 1606 1
|
|
830 819 821 1 1647 1606 1608 1
|
|
830 821 822 1 1648 1608 1649 1
|
|
830 822 823 1 1650 1649 1651 1
|
|
830 823 824 1 1652 1653 1654 1
|
|
830 824 825 1 1655 1656 1657 1
|
|
830 825 688 1 1658 1659 1629 1
|
|
830 688 826 1 1660 1629 1632 1
|
|
830 826 827 1 1661 1632 1633 1
|
|
830 827 828 1 1662 1633 1663 1
|
|
830 828 829 1 1664 1665 1666 1
|
|
830 829 820 1 1667 1668 1607 1
|
|
649 831 652 1 1669 1670 1671 1
|
|
832 652 831 1 1672 1671 1670 1
|
|
652 832 651 1 1671 1672 1673 1
|
|
833 651 832 1 1674 1673 1672 1
|
|
635 638 834 1 1675 1676 1677 1
|
|
835 834 638 1 1678 1679 1680 1
|
|
638 637 835 1 1681 1682 1683 1
|
|
836 835 637 1 1684 1685 1686 1
|
|
835 837 834 1 1687 1688 1689 1
|
|
837 835 838 1 1688 1690 1691 1
|
|
836 838 835 1 1692 1691 1693 1
|
|
838 836 839 1 1691 1694 1695 1
|
|
831 840 832 1 1670 1696 1672 1
|
|
841 832 840 1 1697 1672 1698 1
|
|
832 841 833 1 1672 1699 1674 1
|
|
842 833 841 1 1700 1674 1701 1
|
|
683 843 844 1 862 1702 1703 1
|
|
683 682 843 1 862 861 1702 1
|
|
682 845 843 1 861 1704 1702 1
|
|
682 684 845 1 861 1705 1706 1
|
|
684 846 845 1 1707 1708 1709 1
|
|
684 685 846 1 1710 867 1708 1
|
|
685 844 846 1 867 1703 1708 1
|
|
685 683 844 1 867 862 1703 1
|
|
716 847 848 1 1711 1712 1713 1
|
|
716 715 847 1 1714 1715 1716 1
|
|
715 849 847 1 1717 1718 1719 1
|
|
715 717 849 1 1720 1721 1722 1
|
|
717 850 849 1 1723 1724 1725 1
|
|
717 718 850 1 1726 1727 1728 1
|
|
718 848 850 1 1729 1730 1731 1
|
|
718 716 848 1 1732 1733 1734 1
|
|
746 851 852 1 1735 1736 1737 1
|
|
746 745 851 1 1738 1739 1740 1
|
|
745 853 851 1 1741 1742 1743 1
|
|
745 747 853 1 1744 1745 1746 1
|
|
747 854 853 1 1747 1748 1749 1
|
|
747 748 854 1 1750 1751 1752 1
|
|
748 852 854 1 1753 1754 1755 1
|
|
748 746 852 1 1756 1757 1758 1
|
|
776 855 856 1 1759 1760 1761 1
|
|
776 775 855 1 1762 1763 1764 1
|
|
775 857 855 1 1765 1766 1767 1
|
|
775 777 857 1 1768 1769 1770 1
|
|
777 858 857 1 1771 1772 1773 1
|
|
777 778 858 1 1774 1775 1776 1
|
|
778 856 858 1 1777 1778 1779 1
|
|
778 776 856 1 1780 1781 1782 1
|
|
806 859 860 1 1783 1784 1785 1
|
|
806 805 859 1 1786 1787 1788 1
|
|
805 861 859 1 1789 1790 1791 1
|
|
805 807 861 1 1792 1793 1794 1
|
|
807 862 861 1 1795 1796 1797 1
|
|
807 808 862 1 1798 1799 1800 1
|
|
808 860 862 1 1801 1802 1803 1
|
|
808 806 860 1 1804 1805 1806 1
|
|
844 863 864 1 1703 1807 1808 1
|
|
844 843 863 1 1703 1702 1807 1
|
|
843 865 863 1 1702 1809 1807 1
|
|
843 845 865 1 1702 1810 1811 1
|
|
845 866 865 1 1812 1813 1814 1
|
|
845 846 866 1 1815 1708 1813 1
|
|
846 864 866 1 1708 1808 1813 1
|
|
846 844 864 1 1708 1703 1808 1
|
|
864 867 868 1 1808 1816 1817 1
|
|
864 863 867 1 1808 1807 1816 1
|
|
863 869 867 1 1807 1818 1816 1
|
|
863 865 869 1 1807 1819 1820 1
|
|
865 870 869 1 1821 1822 1823 1
|
|
865 866 870 1 1824 1813 1822 1
|
|
866 868 870 1 1813 1817 1822 1
|
|
866 864 868 1 1813 1808 1817 1
|
|
871 868 867 1 1825 1817 1826 1
|
|
871 867 869 1 1827 1826 1828 1
|
|
871 869 870 1 1829 1830 1822 1
|
|
871 870 868 1 1831 1822 1817 1
|
|
848 872 873 1 1832 1833 1834 1
|
|
848 847 872 1 1835 1836 1837 1
|
|
847 874 872 1 1838 1839 1840 1
|
|
847 849 874 1 1841 1842 1843 1
|
|
849 875 874 1 1844 1845 1846 1
|
|
849 850 875 1 1847 1848 1849 1
|
|
850 873 875 1 1850 1851 1852 1
|
|
850 848 873 1 1853 1854 1855 1
|
|
873 876 877 1 1856 1857 1858 1
|
|
873 872 876 1 1859 1860 1861 1
|
|
872 878 876 1 1862 1863 1864 1
|
|
872 874 878 1 1865 1866 1867 1
|
|
874 879 878 1 1868 1869 1870 1
|
|
874 875 879 1 1871 1872 1873 1
|
|
875 877 879 1 1874 1875 1876 1
|
|
875 873 877 1 1877 1878 1879 1
|
|
880 877 876 1 1880 1881 1882 1
|
|
880 876 878 1 1883 1884 1885 1
|
|
880 878 879 1 1886 1887 1888 1
|
|
880 879 877 1 1889 1890 1891 1
|
|
852 881 882 1 1892 1893 1894 1
|
|
852 851 881 1 1895 1896 1897 1
|
|
851 883 881 1 1898 1899 1900 1
|
|
851 853 883 1 1901 1902 1903 1
|
|
853 884 883 1 1904 1905 1906 1
|
|
853 854 884 1 1907 1908 1909 1
|
|
854 882 884 1 1910 1911 1912 1
|
|
854 852 882 1 1913 1914 1915 1
|
|
882 885 886 1 1916 1917 1918 1
|
|
882 881 885 1 1919 1920 1921 1
|
|
881 887 885 1 1922 1923 1924 1
|
|
881 883 887 1 1925 1926 1927 1
|
|
883 888 887 1 1928 1929 1930 1
|
|
883 884 888 1 1931 1932 1933 1
|
|
884 886 888 1 1934 1935 1936 1
|
|
884 882 886 1 1937 1938 1939 1
|
|
889 886 885 1 1940 1941 1942 1
|
|
889 885 887 1 1943 1944 1945 1
|
|
889 887 888 1 1946 1947 1948 1
|
|
889 888 886 1 1949 1950 1951 1
|
|
856 890 891 1 1952 1953 1954 1
|
|
856 855 890 1 1955 1956 1957 1
|
|
855 892 890 1 1958 1959 1960 1
|
|
855 857 892 1 1961 1962 1963 1
|
|
857 893 892 1 1964 1965 1966 1
|
|
857 858 893 1 1967 1968 1969 1
|
|
858 891 893 1 1970 1971 1972 1
|
|
858 856 891 1 1973 1974 1975 1
|
|
891 894 895 1 1976 1977 1978 1
|
|
891 890 894 1 1979 1980 1981 1
|
|
890 896 894 1 1982 1983 1984 1
|
|
890 892 896 1 1985 1986 1987 1
|
|
892 897 896 1 1988 1989 1990 1
|
|
892 893 897 1 1991 1992 1993 1
|
|
893 895 897 1 1994 1995 1996 1
|
|
893 891 895 1 1997 1998 1999 1
|
|
898 895 894 1 2000 2001 2002 1
|
|
898 894 896 1 2003 2004 2005 1
|
|
898 896 897 1 2006 2007 2008 1
|
|
898 897 895 1 2009 2010 2011 1
|
|
860 899 900 1 2012 2013 2014 1
|
|
860 859 899 1 2015 2016 2017 1
|
|
859 901 899 1 2018 2019 2020 1
|
|
859 861 901 1 2021 2022 2023 1
|
|
861 902 901 1 2024 2025 2026 1
|
|
861 862 902 1 2027 2028 2029 1
|
|
862 900 902 1 2030 2031 2032 1
|
|
862 860 900 1 2033 2034 2035 1
|
|
900 903 904 1 2036 2037 2038 1
|
|
900 899 903 1 2039 2040 2041 1
|
|
899 905 903 1 2042 2043 2044 1
|
|
899 901 905 1 2045 2046 2047 1
|
|
901 906 905 1 2048 2049 2050 1
|
|
901 902 906 1 2051 2052 2053 1
|
|
902 904 906 1 2054 2055 2056 1
|
|
902 900 904 1 2057 2058 2059 1
|
|
907 904 903 1 2060 2061 2062 1
|
|
907 903 905 1 2063 2064 2065 1
|
|
907 905 906 1 2066 2067 2068 1
|
|
907 906 904 1 2069 2070 2071 1
|
|
tverts 2072
|
|
0.438109 0.708337 0
|
|
0.491129 0.717844 0
|
|
0.439694 0.687229 0
|
|
0.482099 0.696445 0
|
|
0.561971 0.704815 0
|
|
0.538837 0.705445 0
|
|
0.550268 0.716547 0
|
|
0.520353 0.723147 0
|
|
0.510427 0.705556 0
|
|
0.710641 0.481589 0
|
|
0.727573 0.407541 0
|
|
0.749733 0.536834 0
|
|
0.665844 0.259323 0
|
|
0.586452 0.217478 0
|
|
0.549287 0.229898 0
|
|
0.514729 0.205329 0
|
|
0.462452 0.206791 0
|
|
0.640205 0.30453 0
|
|
0.734573 0.34701 0
|
|
0.7961 0.427518 0
|
|
0.802661 0.521776 0
|
|
0.930675 0.546156 0
|
|
0.841494 0.35756 0
|
|
0.389357 0.241183 0
|
|
0.406119 0.220809 0
|
|
0.442586 0.249136 0
|
|
0.514358 0.252611 0
|
|
0.500626 0.303493 0
|
|
0.566861 0.318602 0
|
|
0.569265 0.854724 0
|
|
0.517524 0.871966 0
|
|
0.526604 0.930566 0
|
|
0.464982 0.930566 0
|
|
0.463326 0.868786 0
|
|
0.468598 0.754832 0
|
|
0.415544 0.747939 0
|
|
0.470996 0.730437 0
|
|
0.399155 0.706688 0
|
|
0.507627 0.544664 0
|
|
0.522438 0.506412 0
|
|
0.479625 0.540955 0
|
|
0.389355 0.52027 0
|
|
0.389355 0.530698 0
|
|
0.41254 0.520293 0
|
|
0.419202 0.528701 0
|
|
0.43325 0.522653 0
|
|
0.448144 0.530609 0
|
|
0.43325 0.49902 0
|
|
0.461017 0.510274 0
|
|
0.432271 0.554263 0
|
|
0.407244 0.549434 0
|
|
0.407823 0.506221 0
|
|
0.389356 0.478031 0
|
|
0.537661 0.744193 0
|
|
0.540474 0.767902 0
|
|
0.402739 0.680634 0
|
|
0.441282 0.304871 0
|
|
0.389356 0.309611 0
|
|
0.417581 0.353034 0
|
|
0.389356 0.357012 0
|
|
0.389356 0.357012 0
|
|
0.602446 0.878425 0
|
|
0.616666 0.835764 0
|
|
0.574987 0.776093 0
|
|
0.624278 0.77265 0
|
|
0.723986 0.753823 0
|
|
0.389357 0.897642 0
|
|
0.389357 0.861456 0
|
|
0.389358 0.741074 0
|
|
0.389358 0.703879 0
|
|
0.389358 0.681045 0
|
|
0.403007 0.612461 0
|
|
0.389358 0.616694 0
|
|
0.501703 0.596081 0
|
|
0.543167 0.552617 0
|
|
0.539937 0.59979 0
|
|
0.584137 0.613983 0
|
|
0.586248 0.559624 0
|
|
0.629866 0.626104 0
|
|
0.63525 0.591004 0
|
|
0.580593 0.496698 0
|
|
0.581939 0.738131 0
|
|
0.616023 0.713663 0
|
|
0.67701 0.718896 0
|
|
0.811669 0.682826 0
|
|
0.696101 0.641397 0
|
|
0.610185 0.666059 0
|
|
0.629866 0.445811 0
|
|
0.629058 0.383003 0
|
|
0.596259 0.431947 0
|
|
0.566861 0.368692 0
|
|
0.569353 0.458271 0
|
|
0.552418 0.501165 0
|
|
0.531558 0.445885 0
|
|
0.498163 0.352272 0
|
|
0.471009 0.593957 0
|
|
0.446507 0.589718 0
|
|
0.479086 0.5012 0
|
|
0.429545 0.634772 0
|
|
0.463448 0.661547 0
|
|
0.566861 0.655424 0
|
|
0.541104 0.693196 0
|
|
0.522686 0.688954 0
|
|
0.535628 0.650376 0
|
|
0.705794 0.567458 0
|
|
0.813041 0.635364 0
|
|
0.465085 0.636891 0
|
|
0.501394 0.638081 0
|
|
0.499706 0.691033 0
|
|
0.389357 0.584386 0
|
|
0.637019 0.521344 0
|
|
0.427061 0.37677 0
|
|
0.469722 0.353034 0
|
|
0.469722 0.391237 0
|
|
0.389355 0.556797 0
|
|
0.868202 0.56037 0
|
|
0.895128 0.600205 0
|
|
0.920681 0.674446 0
|
|
0.880327 0.699347 0
|
|
0.905809 0.708466 0
|
|
0.862043 0.714829 0
|
|
0.963037 0.688204 0
|
|
0.877539 0.737046 0
|
|
0.953232 0.605217 0
|
|
0.973703 0.749793 0
|
|
0.977354 0.626155 0
|
|
0.988642 0.749793 0
|
|
0.992431 0.630394 0
|
|
0.997119 0.751913 0
|
|
0.945927 0.455794 0
|
|
0.969082 0.471866 0
|
|
0.989753 0.490683 0
|
|
0.873911 0.813822 0
|
|
0.934254 0.835764 0
|
|
0.967434 0.859464 0
|
|
0.986395 0.897385 0
|
|
0.934254 0.921086 0
|
|
0.962694 0.973227 0
|
|
0.901073 0.897385 0
|
|
0.848931 0.902125 0
|
|
0.65385 0.850099 0
|
|
0.635741 0.899203 0
|
|
0.578745 0.935306 0
|
|
0.44424 0.982512 0
|
|
0.820491 0.944786 0
|
|
0.825231 0.968487 0
|
|
0.825231 0.992188 0
|
|
0.607186 0.949526 0
|
|
0.550304 0.992188 0
|
|
0.389356 0.458898 0
|
|
0.429276 0.476495 0
|
|
0.458119 0.479005 0
|
|
0.438467 0.42957 0
|
|
0.403361 0.458898 0
|
|
0.40625 0.430639 0
|
|
0.403361 0.419856 0
|
|
0.408101 0.391742 0
|
|
0.389356 0.419856 0
|
|
0.389356 0.390439 0
|
|
0.436542 0.392574 0
|
|
0.487582 0.445431 0
|
|
0.389356 0.430639 0
|
|
0.403361 0.474201 0
|
|
0.586452 0.217478 0
|
|
0.586452 0.217478 0
|
|
0.549287 0.229898 0
|
|
0.586452 0.217478 0
|
|
0.665844 0.259323 0
|
|
0.549287 0.229898 0
|
|
0.665844 0.259323 0
|
|
0.665844 0.259323 0
|
|
0.549287 0.229898 0
|
|
0.514358 0.252611 0
|
|
0.640205 0.30453 0
|
|
0.640205 0.30453 0
|
|
0.734573 0.34701 0
|
|
0.665844 0.259323 0
|
|
0.665844 0.259323 0
|
|
0.734573 0.34701 0
|
|
0.841494 0.35756 0
|
|
0.841494 0.35756 0
|
|
0.734573 0.34701 0
|
|
0.7961 0.427518 0
|
|
0.734573 0.34701 0
|
|
0.727573 0.407541 0
|
|
0.7961 0.427518 0
|
|
0.7961 0.427518 0
|
|
0.727573 0.407541 0
|
|
0.741812 0.542775 0
|
|
0.710641 0.481589 0
|
|
0.442586 0.249136 0
|
|
0.500626 0.303493 0
|
|
0.566861 0.318602 0
|
|
0.734573 0.34701 0
|
|
0.640205 0.30453 0
|
|
0.727573 0.407541 0
|
|
0.7921 0.544879 0
|
|
0.930675 0.546156 0
|
|
0.841494 0.35756 0
|
|
0.399749 0.529454 0
|
|
0.441282 0.304871 0
|
|
0.417581 0.353034 0
|
|
0.403007 0.612461 0
|
|
0.402739 0.680634 0
|
|
0.399155 0.706688 0
|
|
0.415544 0.747939 0
|
|
0.415544 0.747939 0
|
|
0.415544 0.747939 0
|
|
0.463326 0.868786 0
|
|
0.640205 0.30453 0
|
|
0.727573 0.407541 0
|
|
0.464982 0.930566 0
|
|
0.470996 0.730437 0
|
|
0.468598 0.754832 0
|
|
0.517524 0.871966 0
|
|
0.526604 0.930566 0
|
|
0.569265 0.854724 0
|
|
0.510427 0.705556 0
|
|
0.491129 0.717844 0
|
|
0.482115 0.696421 0
|
|
0.439694 0.687229 0
|
|
0.438109 0.708337 0
|
|
0.520353 0.723147 0
|
|
0.538837 0.705445 0
|
|
0.550264 0.716544 0
|
|
0.561971 0.704815 0
|
|
0.522438 0.506412 0
|
|
0.507627 0.544664 0
|
|
0.479625 0.540955 0
|
|
0.43325 0.49902 0
|
|
0.461017 0.510274 0
|
|
0.448144 0.530609 0
|
|
0.432064 0.55517 0
|
|
0.407244 0.549434 0
|
|
0.419202 0.528701 0
|
|
0.399749 0.529454 0
|
|
0.406822 0.520218 0
|
|
0.407823 0.506221 0
|
|
0.402533 0.493732 0
|
|
0.43325 0.522653 0
|
|
0.540474 0.767902 0
|
|
0.537661 0.744193 0
|
|
0.602446 0.878425 0
|
|
0.616666 0.835764 0
|
|
0.723986 0.753823 0
|
|
0.624278 0.77265 0
|
|
0.574987 0.776093 0
|
|
0.543167 0.552617 0
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0.0172721 0.0583921 0
|
|
0.267536 0.0583921 0
|
|
0.0172721 0.029382 0
|
|
0.0172721 0.0583921 0
|
|
0.267536 0.0583921 0
|
|
0.267536 0.029382 0
|
|
0.0172721 0.029382 0
|
|
0.017272 0.00237115 0
|
|
0.0172721 0.029382 0
|
|
0.017272 0.00237115 0
|
|
0.017272 0.00237115 0
|
|
0.017272 0.00237115 0
|
|
0.0172721 0.029382 0
|
|
0.017272 0.00237115 0
|
|
0.0172721 0.029382 0
|
|
0.0172721 0.0583921 0
|
|
0.017272 0.00237115 0
|
|
0.0172721 0.0583921 0
|
|
0.0172721 0.029382 0
|
|
endnode
|
|
endmodelgeom pma0_head002
|
|
donemodel pma0_head002
|