2186 lines
		
	
	
		
			68 KiB
		
	
	
	
		
			Plaintext
		
	
	
	
	
	
			
		
		
	
	
			2186 lines
		
	
	
		
			68 KiB
		
	
	
	
		
			Plaintext
		
	
	
	
	
	
# Exported from NWmax 0.8 b61 at 10/5/2020 7:06:11 PM
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# mdl file
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#
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#NWmax MODEL ASCII
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# model: pft0_shinl220
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#local file: Unknown
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filedependancy Unknown
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newmodel pft0_shinl220
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setsupermodel pft0_shinl220 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 pft0_shinl220
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node dummy pft0_shinl220
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  parent NULL
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endnode
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node trimesh pmh0_shinl220g
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  parent pft0_shinl220
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  position 0.0013920 0.0000000 0.0000000
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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 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 0.05 0.05 0.05 
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  shininess 26
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  center -1.51025 -1.3019 -18.8392 
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  bitmap pmh0_shinl220
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  verts 28
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  faces 52
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    10 14 27  1  12 16 42  1
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    16 15 7  1  18 17 37  1
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    25 5 19  1  31 5 21  1
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    16 5 25  1  18 5 31  1
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    14 16 25  1  16 18 31  1
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    16 8 9  1  18 49 41  1
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    1 8 7  1  1 10 9  1
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  tverts 51
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endnode
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node trimesh scale_knee01
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  parent pmh0_shinl220g
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  position -0.0013920 0.1358796 0.1034638
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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 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 10
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  center -0.674995 -9.7592 -25.8859 
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  bitmap pmh0_shinl220
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  verts 833
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    686 703 700  1  7 10 6  1
 | 
						|
    703 686 689  1  10 7 11  1
 | 
						|
    700 704 701  1  6 12 8  1
 | 
						|
    704 700 703  1  12 6 10  1
 | 
						|
    701 705 702  1  8 13 9  1
 | 
						|
    705 701 704  1  13 8 12  1
 | 
						|
    689 706 703  1  11 14 10  1
 | 
						|
    706 689 693  1  14 11 15  1
 | 
						|
    703 707 704  1  10 16 12  1
 | 
						|
    707 703 706  1  16 10 14  1
 | 
						|
    693 708 706  1  15 17 14  1
 | 
						|
    708 693 696  1  17 15 18  1
 | 
						|
    709 710 711  1  0 2 1  1
 | 
						|
    710 709 712  1  2 0 3  1
 | 
						|
    712 713 710  1  3 4 2  1
 | 
						|
    714 712 709  1  5 3 0  1
 | 
						|
    713 712 715  1  4 3 6  1
 | 
						|
    715 716 713  1  6 7 4  1
 | 
						|
    712 714 717  1  3 5 8  1
 | 
						|
    717 715 712  1  8 6 3  1
 | 
						|
    718 717 714  1  9 8 5  1
 | 
						|
    716 715 719  1  7 6 10  1
 | 
						|
    719 720 716  1  10 11 7  1
 | 
						|
    715 717 721  1  6 8 12  1
 | 
						|
    721 719 715  1  12 10 6  1
 | 
						|
    717 718 722  1  8 9 13  1
 | 
						|
    722 721 717  1  13 12 8  1
 | 
						|
    720 719 723  1  11 10 14  1
 | 
						|
    723 724 720  1  14 15 11  1
 | 
						|
    719 721 725  1  10 12 16  1
 | 
						|
    725 723 719  1  16 14 10  1
 | 
						|
    724 723 726  1  15 14 17  1
 | 
						|
    726 727 724  1  17 18 15  1
 | 
						|
    728 711 710  1  0 1 2  1
 | 
						|
    710 729 728  1  2 3 0  1
 | 
						|
    729 710 713  1  3 2 4  1
 | 
						|
    730 728 729  1  5 0 3  1
 | 
						|
    713 731 729  1  4 6 3  1
 | 
						|
    731 713 716  1  6 4 7  1
 | 
						|
    729 732 730  1  3 8 5  1
 | 
						|
    732 729 731  1  8 3 6  1
 | 
						|
    733 730 732  1  9 5 8  1
 | 
						|
    716 734 731  1  7 10 6  1
 | 
						|
    734 716 720  1  10 7 11  1
 | 
						|
    731 735 732  1  6 12 8  1
 | 
						|
    735 731 734  1  12 6 10  1
 | 
						|
    732 736 733  1  8 13 9  1
 | 
						|
    736 732 735  1  13 8 12  1
 | 
						|
    720 737 734  1  11 14 10  1
 | 
						|
    737 720 724  1  14 11 15  1
 | 
						|
    734 738 735  1  10 16 12  1
 | 
						|
    738 734 737  1  16 10 14  1
 | 
						|
    724 739 737  1  15 17 14  1
 | 
						|
    739 724 727  1  17 15 18  1
 | 
						|
    740 741 742  1  0 2 1  1
 | 
						|
    741 740 743  1  2 0 3  1
 | 
						|
    743 744 741  1  3 4 2  1
 | 
						|
    745 743 740  1  5 3 0  1
 | 
						|
    744 743 746  1  4 3 6  1
 | 
						|
    746 747 744  1  6 7 4  1
 | 
						|
    743 745 748  1  3 5 8  1
 | 
						|
    748 746 743  1  8 6 3  1
 | 
						|
    749 748 745  1  9 8 5  1
 | 
						|
    747 746 750  1  7 6 10  1
 | 
						|
    750 751 747  1  10 11 7  1
 | 
						|
    746 748 752  1  6 8 12  1
 | 
						|
    752 750 746  1  12 10 6  1
 | 
						|
    748 749 753  1  8 9 13  1
 | 
						|
    753 752 748  1  13 12 8  1
 | 
						|
    751 750 754  1  11 10 14  1
 | 
						|
    754 755 751  1  14 15 11  1
 | 
						|
    750 752 756  1  10 12 16  1
 | 
						|
    756 754 750  1  16 14 10  1
 | 
						|
    755 754 757  1  15 14 17  1
 | 
						|
    757 758 755  1  17 18 15  1
 | 
						|
    759 742 741  1  0 1 2  1
 | 
						|
    741 760 759  1  2 3 0  1
 | 
						|
    760 741 744  1  3 2 4  1
 | 
						|
    761 759 760  1  5 0 3  1
 | 
						|
    744 762 760  1  4 6 3  1
 | 
						|
    762 744 747  1  6 4 7  1
 | 
						|
    760 763 761  1  3 8 5  1
 | 
						|
    763 760 762  1  8 3 6  1
 | 
						|
    764 761 763  1  9 5 8  1
 | 
						|
    747 765 762  1  7 10 6  1
 | 
						|
    765 747 751  1  10 7 11  1
 | 
						|
    762 766 763  1  6 12 8  1
 | 
						|
    766 762 765  1  12 6 10  1
 | 
						|
    763 767 764  1  8 13 9  1
 | 
						|
    767 763 766  1  13 8 12  1
 | 
						|
    751 768 765  1  11 14 10  1
 | 
						|
    768 751 755  1  14 11 15  1
 | 
						|
    765 769 766  1  10 16 12  1
 | 
						|
    769 765 768  1  16 10 14  1
 | 
						|
    755 770 768  1  15 17 14  1
 | 
						|
    770 755 758  1  17 15 18  1
 | 
						|
    771 772 773  1  0 2 1  1
 | 
						|
    772 771 774  1  2 0 3  1
 | 
						|
    774 775 772  1  3 4 2  1
 | 
						|
    776 774 771  1  5 3 0  1
 | 
						|
    775 774 777  1  4 3 6  1
 | 
						|
    777 778 775  1  6 7 4  1
 | 
						|
    774 776 779  1  3 5 8  1
 | 
						|
    779 777 774  1  8 6 3  1
 | 
						|
    780 779 776  1  9 8 5  1
 | 
						|
    778 777 781  1  7 6 10  1
 | 
						|
    781 782 778  1  10 11 7  1
 | 
						|
    777 779 783  1  6 8 12  1
 | 
						|
    783 781 777  1  12 10 6  1
 | 
						|
    779 780 784  1  8 9 13  1
 | 
						|
    784 783 779  1  13 12 8  1
 | 
						|
    782 781 785  1  11 10 14  1
 | 
						|
    785 786 782  1  14 15 11  1
 | 
						|
    781 783 787  1  10 12 16  1
 | 
						|
    787 785 781  1  16 14 10  1
 | 
						|
    786 785 788  1  15 14 17  1
 | 
						|
    788 789 786  1  17 18 15  1
 | 
						|
    790 773 772  1  0 1 2  1
 | 
						|
    772 791 790  1  2 3 0  1
 | 
						|
    791 772 775  1  3 2 4  1
 | 
						|
    792 790 791  1  5 0 3  1
 | 
						|
    775 793 791  1  4 6 3  1
 | 
						|
    793 775 778  1  6 4 7  1
 | 
						|
    791 794 792  1  3 8 5  1
 | 
						|
    794 791 793  1  8 3 6  1
 | 
						|
    795 792 794  1  9 5 8  1
 | 
						|
    778 796 793  1  7 10 6  1
 | 
						|
    796 778 782  1  10 7 11  1
 | 
						|
    793 797 794  1  6 12 8  1
 | 
						|
    797 793 796  1  12 6 10  1
 | 
						|
    794 798 795  1  8 13 9  1
 | 
						|
    798 794 797  1  13 8 12  1
 | 
						|
    782 799 796  1  11 14 10  1
 | 
						|
    799 782 786  1  14 11 15  1
 | 
						|
    796 800 797  1  10 16 12  1
 | 
						|
    800 796 799  1  16 10 14  1
 | 
						|
    786 801 799  1  15 17 14  1
 | 
						|
    801 786 789  1  17 15 18  1
 | 
						|
    802 803 804  1  0 2 1  1
 | 
						|
    803 802 805  1  2 0 3  1
 | 
						|
    805 806 803  1  3 4 2  1
 | 
						|
    807 805 802  1  5 3 0  1
 | 
						|
    806 805 808  1  4 3 6  1
 | 
						|
    808 809 806  1  6 7 4  1
 | 
						|
    805 807 810  1  3 5 8  1
 | 
						|
    810 808 805  1  8 6 3  1
 | 
						|
    811 810 807  1  9 8 5  1
 | 
						|
    809 808 812  1  7 6 10  1
 | 
						|
    812 813 809  1  10 11 7  1
 | 
						|
    808 810 814  1  6 8 12  1
 | 
						|
    814 812 808  1  12 10 6  1
 | 
						|
    810 811 815  1  8 9 13  1
 | 
						|
    815 814 810  1  13 12 8  1
 | 
						|
    813 812 816  1  11 10 14  1
 | 
						|
    816 817 813  1  14 15 11  1
 | 
						|
    812 814 818  1  10 12 16  1
 | 
						|
    818 816 812  1  16 14 10  1
 | 
						|
    817 816 819  1  15 14 17  1
 | 
						|
    819 820 817  1  17 18 15  1
 | 
						|
    821 804 803  1  0 1 2  1
 | 
						|
    803 822 821  1  2 3 0  1
 | 
						|
    822 803 806  1  3 2 4  1
 | 
						|
    823 821 822  1  5 0 3  1
 | 
						|
    806 824 822  1  4 6 3  1
 | 
						|
    824 806 809  1  6 4 7  1
 | 
						|
    822 825 823  1  3 8 5  1
 | 
						|
    825 822 824  1  8 3 6  1
 | 
						|
    826 823 825  1  9 5 8  1
 | 
						|
    809 827 824  1  7 10 6  1
 | 
						|
    827 809 813  1  10 7 11  1
 | 
						|
    824 828 825  1  6 12 8  1
 | 
						|
    828 824 827  1  12 6 10  1
 | 
						|
    825 829 826  1  8 13 9  1
 | 
						|
    829 825 828  1  13 8 12  1
 | 
						|
    813 830 827  1  11 14 10  1
 | 
						|
    830 813 817  1  14 11 15  1
 | 
						|
    827 831 828  1  10 16 12  1
 | 
						|
    831 827 830  1  16 10 14  1
 | 
						|
    817 832 830  1  15 17 14  1
 | 
						|
    832 817 820  1  17 15 18  1
 | 
						|
  tverts 19
 | 
						|
    0.322585 0.0448972 0
 | 
						|
    0.249173 -9.31025e-005 0
 | 
						|
    0.249173 0.0831571 0
 | 
						|
    0.332423 0.166407 0
 | 
						|
    0.249173 0.166407 0
 | 
						|
    0.449984 0.173846 0
 | 
						|
    0.332423 0.249657 0
 | 
						|
    0.249173 0.249657 0
 | 
						|
    0.415673 0.249657 0
 | 
						|
    0.492002 0.261603 0
 | 
						|
    0.332423 0.332907 0
 | 
						|
    0.249173 0.332907 0
 | 
						|
    0.460772 0.391053 0
 | 
						|
    0.496659 0.323772 0
 | 
						|
    0.368681 0.458997 0
 | 
						|
    0.249173 0.416157 0
 | 
						|
    0.415673 0.435104 0
 | 
						|
    0.300549 0.46746 0
 | 
						|
    0.249173 0.466192 0
 | 
						|
endnode
 | 
						|
endmodelgeom pft0_shinl220
 | 
						|
donemodel pft0_shinl220
 |