11665 lines
312 KiB
Plaintext
11665 lines
312 KiB
Plaintext
# Exported from NWmax 0.8 b61 at 3/8/2020 3:52:58 PM
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# mdl file
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#
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#NWmax MODEL ASCII
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# model: DS_pack02
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#local file: Unknown
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filedependancy Unknown
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newmodel DS_pack02
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setsupermodel DS_pack02 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 DS_pack02
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node dummy DS_pack02
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parent NULL
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endnode
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node trimesh Pack
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parent DS_pack02
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position -0.0304225 -0.0185169 -0.0164647
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orientation 1.0 0.0 0.0 0.0
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wirecolor 0.984314 0.972549 0.976471
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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 1
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center 0.0 -16.2751 -4.17875
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bitmap c_Pack
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437 616 381 -2147483648 437 616 381 1
|
|
616 399 382 -2147483648 616 399 382 1
|
|
382 381 616 -2147483648 382 381 616 1
|
|
383 382 399 -2147483648 383 382 399 1
|
|
399 398 383 -2147483648 399 398 383 1
|
|
268 384 447 -2147483648 268 384 447 1
|
|
447 446 268 -2147483648 447 446 268 1
|
|
456 455 762 -2147483648 456 455 762 1
|
|
762 763 456 -2147483648 762 763 456 1
|
|
455 454 764 -2147483648 455 454 764 1
|
|
764 762 455 -2147483648 764 762 455 1
|
|
454 67 388 -2147483648 454 67 388 1
|
|
388 764 454 -2147483648 388 764 454 1
|
|
765 766 763 -2147483648 765 766 763 1
|
|
763 762 765 -2147483648 763 762 765 1
|
|
762 764 767 -2147483648 762 764 767 1
|
|
767 765 762 -2147483648 767 765 762 1
|
|
764 388 392 -2147483648 764 388 392 1
|
|
392 767 764 -2147483648 392 767 764 1
|
|
765 768 769 -2147483648 765 768 769 1
|
|
769 766 765 -2147483648 769 766 765 1
|
|
768 765 767 -2147483648 768 765 767 1
|
|
767 770 768 -2147483648 767 770 768 1
|
|
392 396 770 -2147483648 392 396 770 1
|
|
770 767 392 -2147483648 770 767 392 1
|
|
771 772 773 -2147483648 771 772 773 1
|
|
774 775 776 -2147483648 774 775 776 1
|
|
777 778 779 -2147483648 777 778 779 1
|
|
779 780 777 -2147483648 779 780 777 1
|
|
781 782 783 -2147483648 781 782 783 1
|
|
783 784 781 -2147483648 783 784 781 1
|
|
785 786 787 -2147483648 785 786 787 1
|
|
787 788 785 -2147483648 787 788 785 1
|
|
788 787 789 -2147483648 788 787 789 1
|
|
789 790 788 -2147483648 789 790 788 1
|
|
791 792 793 -2147483648 791 792 793 1
|
|
793 794 791 -2147483648 793 794 791 1
|
|
794 793 795 -2147483648 794 793 795 1
|
|
795 796 794 -2147483648 795 796 794 1
|
|
796 795 797 -2147483648 796 795 797 1
|
|
797 798 796 -2147483648 797 798 796 1
|
|
799 800 801 -2147483648 799 800 801 1
|
|
801 802 799 -2147483648 801 802 799 1
|
|
803 804 805 -2147483648 803 804 805 1
|
|
805 806 803 -2147483648 805 806 803 1
|
|
806 805 782 -2147483648 806 805 782 1
|
|
782 781 806 -2147483648 782 781 806 1
|
|
780 779 807 -2147483648 780 779 807 1
|
|
807 808 780 -2147483648 807 808 780 1
|
|
808 807 809 -2147483648 808 807 809 1
|
|
809 810 808 -2147483648 809 810 808 1
|
|
810 809 811 -2147483648 810 809 811 1
|
|
811 812 810 -2147483648 811 812 810 1
|
|
813 814 815 -2147483648 813 814 815 1
|
|
815 816 813 -2147483648 815 816 813 1
|
|
817 818 819 -2147483648 817 818 819 1
|
|
819 820 817 -2147483648 819 820 817 1
|
|
818 821 822 -2147483648 818 821 822 1
|
|
822 819 818 -2147483648 822 819 818 1
|
|
821 823 824 -2147483648 821 823 824 1
|
|
824 822 821 -2147483648 824 822 821 1
|
|
823 825 826 -2147483648 823 825 826 1
|
|
826 824 823 -2147483648 826 824 823 1
|
|
825 827 828 -2147483648 825 827 828 1
|
|
828 826 825 -2147483648 828 826 825 1
|
|
827 829 830 -2147483648 827 829 830 1
|
|
830 828 827 -2147483648 830 828 827 1
|
|
831 832 833 -2147483648 831 832 833 1
|
|
833 834 831 -2147483648 833 834 831 1
|
|
835 836 837 -2147483648 835 836 837 1
|
|
837 838 835 -2147483648 837 838 835 1
|
|
836 839 840 -2147483648 836 839 840 1
|
|
840 837 836 -2147483648 840 837 836 1
|
|
839 841 842 -2147483648 839 841 842 1
|
|
842 840 839 -2147483648 842 840 839 1
|
|
841 843 844 -2147483648 841 843 844 1
|
|
844 842 841 -2147483648 844 842 841 1
|
|
843 845 846 -2147483648 843 845 846 1
|
|
846 844 843 -2147483648 846 844 843 1
|
|
845 847 848 -2147483648 845 847 848 1
|
|
848 846 845 -2147483648 848 846 845 1
|
|
847 849 850 -2147483648 847 849 850 1
|
|
850 848 847 -2147483648 850 848 847 1
|
|
851 852 853 -2147483648 851 852 853 1
|
|
853 854 851 -2147483648 853 854 851 1
|
|
855 856 857 -2147483648 855 856 857 1
|
|
857 858 855 -2147483648 857 858 855 1
|
|
856 859 860 -2147483648 856 859 860 1
|
|
860 857 856 -2147483648 860 857 856 1
|
|
859 861 862 -2147483648 859 861 862 1
|
|
862 860 859 -2147483648 862 860 859 1
|
|
861 863 864 -2147483648 861 863 864 1
|
|
864 862 861 -2147483648 864 862 861 1
|
|
863 865 866 -2147483648 863 865 866 1
|
|
866 864 863 -2147483648 866 864 863 1
|
|
865 867 868 -2147483648 865 867 868 1
|
|
868 866 865 -2147483648 868 866 865 1
|
|
700 483 869 -2147483648 700 483 869 1
|
|
869 870 700 -2147483648 869 870 700 1
|
|
871 872 873 -2147483648 871 872 873 1
|
|
873 874 871 -2147483648 873 874 871 1
|
|
872 875 876 -2147483648 872 875 876 1
|
|
876 873 872 -2147483648 876 873 872 1
|
|
875 877 878 -2147483648 875 877 878 1
|
|
878 876 875 -2147483648 878 876 875 1
|
|
877 879 880 -2147483648 877 879 880 1
|
|
880 878 877 -2147483648 880 878 877 1
|
|
879 851 854 -2147483648 879 851 854 1
|
|
854 880 879 -2147483648 854 880 879 1
|
|
881 882 883 -2147483648 881 882 883 1
|
|
883 884 881 -2147483648 883 884 881 1
|
|
882 885 886 -2147483648 882 885 886 1
|
|
886 883 882 -2147483648 886 883 882 1
|
|
885 887 888 -2147483648 885 887 888 1
|
|
888 886 885 -2147483648 888 886 885 1
|
|
887 889 890 -2147483648 887 889 890 1
|
|
890 888 887 -2147483648 890 888 887 1
|
|
891 892 893 -2147483648 891 892 893 1
|
|
893 894 891 -2147483648 893 894 891 1
|
|
895 896 897 -2147483648 895 896 897 1
|
|
897 898 895 -2147483648 897 898 895 1
|
|
899 900 901 -2147483648 899 900 901 1
|
|
901 902 899 -2147483648 901 902 899 1
|
|
900 903 904 -2147483648 900 903 904 1
|
|
904 901 900 -2147483648 904 901 900 1
|
|
903 905 906 -2147483648 903 905 906 1
|
|
906 904 903 -2147483648 906 904 903 1
|
|
907 908 909 -2147483648 907 908 909 1
|
|
910 906 905 -2147483648 910 906 905 1
|
|
911 912 913 -2147483648 911 912 913 1
|
|
913 914 911 -2147483648 913 914 911 1
|
|
912 915 916 -2147483648 912 915 916 1
|
|
916 913 912 -2147483648 916 913 912 1
|
|
915 917 918 -2147483648 915 917 918 1
|
|
918 916 915 -2147483648 918 916 915 1
|
|
919 920 921 -2147483648 919 920 921 1
|
|
921 922 919 -2147483648 921 922 919 1
|
|
920 923 924 -2147483648 920 923 924 1
|
|
924 921 920 -2147483648 924 921 920 1
|
|
923 925 926 -2147483648 923 925 926 1
|
|
926 924 923 -2147483648 926 924 923 1
|
|
925 927 928 -2147483648 925 927 928 1
|
|
928 926 925 -2147483648 928 926 925 1
|
|
927 929 930 -2147483648 927 929 930 1
|
|
930 928 927 -2147483648 930 928 927 1
|
|
929 931 932 -2147483648 929 931 932 1
|
|
932 930 929 -2147483648 932 930 929 1
|
|
931 933 934 -2147483648 931 933 934 1
|
|
934 932 931 -2147483648 934 932 931 1
|
|
935 936 937 -2147483648 935 936 937 1
|
|
937 938 935 -2147483648 937 938 935 1
|
|
936 939 940 -2147483648 936 939 940 1
|
|
940 937 936 -2147483648 940 937 936 1
|
|
939 941 942 -2147483648 939 941 942 1
|
|
942 940 939 -2147483648 942 940 939 1
|
|
941 943 944 -2147483648 941 943 944 1
|
|
944 942 941 -2147483648 944 942 941 1
|
|
943 945 946 -2147483648 943 945 946 1
|
|
946 944 943 -2147483648 946 944 943 1
|
|
945 947 948 -2147483648 945 947 948 1
|
|
948 946 945 -2147483648 948 946 945 1
|
|
947 949 950 -2147483648 947 949 950 1
|
|
950 948 947 -2147483648 950 948 947 1
|
|
951 952 953 -2147483648 951 952 953 1
|
|
953 954 951 -2147483648 953 954 951 1
|
|
952 955 956 -2147483648 952 955 956 1
|
|
956 953 952 -2147483648 956 953 952 1
|
|
955 957 958 -2147483648 955 957 958 1
|
|
958 956 955 -2147483648 958 956 955 1
|
|
170 171 959 -2147483648 170 171 959 1
|
|
545 511 540 -2147483648 545 511 540 1
|
|
526 525 960 -2147483648 526 525 960 1
|
|
961 163 162 -2147483648 961 163 162 1
|
|
978 979 980 -2147483648 1186 1187 1188 1
|
|
980 981 978 -2147483648 1188 1189 1186 1
|
|
982 983 984 -2147483648 1190 1191 1192 1
|
|
984 985 982 -2147483648 1192 1193 1190 1
|
|
986 987 988 -2147483648 1194 1195 1196 1
|
|
988 989 986 -2147483648 1196 1197 1194 1
|
|
990 991 992 -2147483648 1198 1199 1200 1
|
|
992 993 990 -2147483648 1200 1201 1198 1
|
|
1010 1011 1012 -2147483648 1506 1507 1508 1
|
|
1012 1013 1010 -2147483648 1508 1509 1506 1
|
|
1014 1015 1016 -2147483648 1510 1511 1512 1
|
|
1016 1017 1014 -2147483648 1512 1513 1510 1
|
|
1018 1019 1020 -2147483648 1514 1515 1516 1
|
|
1020 1021 1018 -2147483648 1516 1517 1514 1
|
|
1022 1023 1024 -2147483648 1518 1519 1520 1
|
|
1024 1025 1022 -2147483648 1520 1521 1518 1
|
|
1026 1027 1028 -2147483648 1602 1603 1604 1
|
|
1028 1029 1026 -2147483648 1604 1605 1602 1
|
|
1030 1031 1032 -2147483648 1606 1607 1608 1
|
|
1032 1033 1030 -2147483648 1608 1609 1606 1
|
|
1034 1035 1036 -2147483648 1610 1611 1612 1
|
|
1036 1037 1034 -2147483648 1612 1613 1610 1
|
|
1038 1039 1040 -2147483648 1614 1615 1616 1
|
|
1040 1041 1038 -2147483648 1616 1617 1614 1
|
|
tverts 1666
|
|
0.245097 0.620186 0
|
|
0.2564 0.642502 0
|
|
0.227353 0.63936 0
|
|
0.19931 0.615319 0
|
|
0.24877 0.939228 0
|
|
0.278589 0.936233 0
|
|
0.26881 0.959713 0
|
|
0.20679 0.990836 0
|
|
0.655986 0.454796 0
|
|
0.662427 0.422228 0
|
|
0.738314 0.399466 0
|
|
0.706585 0.453091 0
|
|
0.754822 0.4123 0
|
|
0.760632 0.442779 0
|
|
0.912308 0.664771 0
|
|
0.889291 0.651167 0
|
|
0.91001 0.629692 0
|
|
0.926409 0.641136 0
|
|
0.152307 0.992234 0
|
|
0.151175 0.944096 0
|
|
0.149923 0.896767 0
|
|
0.24955 0.896599 0
|
|
0.27793 0.89439 0
|
|
0.905294 0.707235 0
|
|
0.88167 0.699059 0
|
|
0.853604 0.633272 0
|
|
0.842873 0.687368 0
|
|
0.888059 0.60737 0
|
|
0.256774 0.854936 0
|
|
0.148656 0.850596 0
|
|
0.277825 0.85312 0
|
|
0.896447 0.74578 0
|
|
0.870294 0.734876 0
|
|
0.835837 0.71323 0
|
|
0.825811 0.746177 0
|
|
0.866839 0.770345 0
|
|
0.888406 0.780392 0
|
|
0.26201 0.809119 0
|
|
0.147425 0.801679 0
|
|
0.276985 0.813391 0
|
|
0.854936 0.817359 0
|
|
0.864051 0.857219 0
|
|
0.264547 0.739775 0
|
|
0.285304 0.733939 0
|
|
0.820614 0.763494 0
|
|
0.146327 0.753289 0
|
|
0.2513 0.704916 0
|
|
0.277276 0.696328 0
|
|
0.849995 0.842592 0
|
|
0.860345 0.890152 0
|
|
0.826889 0.824059 0
|
|
0.145539 0.719986 0
|
|
0.836962 0.964196 0
|
|
0.835758 0.952784 0
|
|
0.860336 0.941033 0
|
|
0.869994 0.964554 0
|
|
0.85591 0.252752 0
|
|
0.903435 0.248461 0
|
|
0.90972 0.280819 0
|
|
0.862105 0.280821 0
|
|
0.600289 0.455211 0
|
|
0.600199 0.417452 0
|
|
0.808416 0.96467 0
|
|
0.811226 0.979771 0
|
|
0.945509 0.236334 0
|
|
0.936728 0.263771 0
|
|
0.660771 0.503794 0
|
|
0.599374 0.504252 0
|
|
0.717089 0.50117 0
|
|
0.763452 0.495502 0
|
|
0.768511 0.970945 0
|
|
0.769005 0.98128 0
|
|
0.914772 0.201489 0
|
|
0.961569 0.198076 0
|
|
0.856515 0.210777 0
|
|
0.652855 0.783198 0
|
|
0.63578 0.789128 0
|
|
0.634242 0.755901 0
|
|
0.654924 0.755921 0
|
|
0.675309 0.918855 0
|
|
0.68426 0.909031 0
|
|
0.702795 0.938313 0
|
|
0.693044 0.946773 0
|
|
0.845642 0.523246 0
|
|
0.873122 0.534153 0
|
|
0.858011 0.571165 0
|
|
0.813113 0.536665 0
|
|
0.925563 0.145737 0
|
|
0.860359 0.16439 0
|
|
0.963276 0.148191 0
|
|
0.875411 0.289358 0
|
|
0.879981 0.325958 0
|
|
0.834163 0.340153 0
|
|
0.83764 0.291083 0
|
|
0.834163 0.340153 0
|
|
0.879981 0.325958 0
|
|
0.874216 0.357615 0
|
|
0.83015 0.359369 0
|
|
0.822 0.379082 0
|
|
0.859502 0.389903 0
|
|
0.846333 0.421858 0
|
|
0.812656 0.409606 0
|
|
0.840745 0.471326 0
|
|
0.808172 0.477063 0
|
|
0.804736 0.462738 0
|
|
0.838228 0.459762 0
|
|
0.838228 0.459762 0
|
|
0.804736 0.462738 0
|
|
0.813113 0.536665 0
|
|
0.808172 0.477063 0
|
|
0.840745 0.471326 0
|
|
0.845642 0.523246 0
|
|
0.924286 0.105135 0
|
|
0.86755 0.100351 0
|
|
0.964091 0.110106 0
|
|
0.773255 0.659792 0
|
|
0.734693 0.667293 0
|
|
0.735228 0.637502 0
|
|
0.775573 0.620683 0
|
|
0.771502 0.699707 0
|
|
0.768182 0.732707 0
|
|
0.735641 0.735103 0
|
|
0.734766 0.695978 0
|
|
0.680375 0.787478 0
|
|
0.688343 0.735704 0
|
|
0.872609 0.0470886 0
|
|
0.906979 0.0562715 0
|
|
0.956241 0.0758314 0
|
|
0.906979 0.0562715 0
|
|
0.917549 0.0478515 0
|
|
0.917549 0.0478515 0
|
|
0.955634 0.0609979 0
|
|
0.956241 0.0758314 0
|
|
0.956241 0.0758314 0
|
|
0.730196 0.917449 0
|
|
0.702795 0.938313 0
|
|
0.68426 0.909031 0
|
|
0.69715 0.877447 0
|
|
0.476103 0.0735831 0
|
|
0.43591 0.0683816 0
|
|
0.446172 0.0413786 0
|
|
0.506316 0.0506146 0
|
|
0.504139 0.0774125 0
|
|
0.69378 0.637303 0
|
|
0.695272 0.664631 0
|
|
0.700673 0.687262 0
|
|
0.527473 0.202273 0
|
|
0.516727 0.180189 0
|
|
0.560767 0.182109 0
|
|
0.557931 0.202817 0
|
|
0.733683 0.753016 0
|
|
0.699786 0.721775 0
|
|
0.704431 0.713795 0
|
|
0.511284 0.146707 0
|
|
0.550463 0.145609 0
|
|
0.651253 0.729391 0
|
|
0.679413 0.719405 0
|
|
0.628893 0.732873 0
|
|
0.651253 0.729391 0
|
|
0.654924 0.755921 0
|
|
0.628893 0.732873 0
|
|
0.510858 0.122714 0
|
|
0.504139 0.0774125 0
|
|
0.537057 0.0821664 0
|
|
0.546011 0.114114 0
|
|
0.513533 0.140271 0
|
|
0.484264 0.236896 0
|
|
0.455691 0.245102 0
|
|
0.450471 0.217145 0
|
|
0.493926 0.208053 0
|
|
0.520497 0.229116 0
|
|
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|
|
169 185 186 -2147483648 1338 1337 1339 1
|
|
186 167 169 -2147483648 1339 1340 1338 1
|
|
182 109 106 -2147483648 1331 1341 1342 1
|
|
106 183 182 -2147483648 1342 1333 1331 1
|
|
183 106 103 -2147483648 1333 1342 1343 1
|
|
103 184 183 -2147483648 1343 1335 1333 1
|
|
184 103 97 -2147483648 1335 1343 1344 1
|
|
97 185 184 -2147483648 1344 1337 1335 1
|
|
185 97 96 -2147483648 1337 1344 1345 1
|
|
96 186 185 -2147483648 1345 1339 1337 1
|
|
181 112 109 -2147483648 1330 1346 1341 1
|
|
109 182 181 -2147483648 1341 1331 1330 1
|
|
186 96 112 -2147483648 1339 1345 1346 1
|
|
112 181 186 -2147483648 1346 1330 1339 1
|
|
167 186 181 -2147483648 1340 1339 1330 1
|
|
181 165 167 -2147483648 1330 1329 1340 1
|
|
tverts 4170
|
|
0.180886 0.239548 0
|
|
0.169134 0.259579 0
|
|
0.201938 0.282525 0
|
|
0.180886 0.239548 0
|
|
0.878604 0.206239 0
|
|
0.878604 0.190067 0
|
|
0.845771 0.244594 0
|
|
0.845771 0.244594 0
|
|
0.850761 0.254625 0
|
|
0.828551 0.327875 0
|
|
0.835607 0.327875 0
|
|
0.84577 0.411157 0
|
|
0.850761 0.401126 0
|
|
0.878603 0.466161 0
|
|
0.878603 0.449989 0
|
|
0.850761 0.401126 0
|
|
0.84577 0.411157 0
|
|
0.835607 0.327875 0
|
|
0.828551 0.327875 0
|
|
0.850761 0.254625 0
|
|
0.951629 0.911799 0
|
|
0.921356 0.916057 0
|
|
0.947474 0.925077 0
|
|
0.923517 0.990243 0
|
|
0.878236 0.917242 0
|
|
0.878615 0.993582 0
|
|
0.867009 0.915675 0
|
|
0.868105 0.994796 0
|
|
0.951664 0.989635 0
|
|
0.95205 0.918525 0
|
|
0.955853 0.911205 0
|
|
0.980934 0.958607 0
|
|
0.997683 0.953246 0
|
|
0.997632 0.8969 0
|
|
0.997717 0.991786 0
|
|
0.995639 0.962499 0
|
|
0.57331 0.170958 0
|
|
0.537547 0.104884 0
|
|
0.537664 0.171676 0
|
|
0.537256 0.275442 0
|
|
0.573718 0.269015 0
|
|
0.536473 0.294117 0
|
|
0.574914 0.285608 0
|
|
0.573986 0.103323 0
|
|
0.573391 0.103348 0
|
|
0.565265 0.0325364 0
|
|
0.547637 0.0250784 0
|
|
0.565177 0.00622815 0
|
|
0.54966 0.00681078 0
|
|
0.565265 0.0325364 0
|
|
0.581094 0.00563043 0
|
|
0.569353 0.00607133 0
|
|
0.573986 0.103323 0
|
|
0.573391 0.103348 0
|
|
0.581094 0.00563043 0
|
|
0.569353 0.00607133 0
|
|
0.547637 0.0250784 0
|
|
0.54966 0.00681078 0
|
|
0.537547 0.104884 0
|
|
0.57331 0.170958 0
|
|
0.537664 0.171676 0
|
|
0.573718 0.269015 0
|
|
0.537256 0.275442 0
|
|
0.536473 0.294117 0
|
|
0.574914 0.285608 0
|
|
0.5356 0.00733882 0
|
|
0.545199 0.00697833 0
|
|
0.983384 0.221691 0
|
|
0.977233 0.220001 0
|
|
0.974814 0.246338 0
|
|
0.984151 0.192126 0
|
|
0.990354 0.197907 0
|
|
0.997108 0.204202 0
|
|
0.989874 0.223473 0
|
|
0.989214 0.244924 0
|
|
0.981658 0.245666 0
|
|
0.974577 0.264131 0
|
|
0.989924 0.260386 0
|
|
0.98177 0.262376 0
|
|
0.878604 0.206239 0
|
|
0.850761 0.254625 0
|
|
0.884283 0.327876 0
|
|
0.850761 0.254625 0
|
|
0.835607 0.327875 0
|
|
0.835607 0.327875 0
|
|
0.850761 0.401126 0
|
|
0.850761 0.401126 0
|
|
0.878603 0.449989 0
|
|
0.997108 0.204202 0
|
|
0.989874 0.223473 0
|
|
0.977233 0.220001 0
|
|
0.989214 0.244924 0
|
|
0.974814 0.246338 0
|
|
0.989924 0.260386 0
|
|
0.974577 0.264131 0
|
|
0.991005 0.285701 0
|
|
0.979794 0.29018 0
|
|
0.996632 0.311218 0
|
|
0.984082 0.325538 0
|
|
0.984151 0.192126 0
|
|
0.679223 0.022614 0
|
|
0.699666 0.0321133 0
|
|
0.69312 0.0588761 0
|
|
0.66338 0.0507172 0
|
|
0.699666 0.0321133 0
|
|
0.69312 0.0588761 0
|
|
0.72846 0.0321133 0
|
|
0.735007 0.0588761 0
|
|
0.748903 0.022617 0
|
|
0.764746 0.0507172 0
|
|
0.72846 0.0321133 0
|
|
0.735007 0.0588761 0
|
|
0.665481 0.104308 0
|
|
0.675731 0.125273 0
|
|
0.698223 0.129883 0
|
|
0.693988 0.109915 0
|
|
0.714063 0.0047763 0
|
|
0.734138 0.109915 0
|
|
0.698223 0.129883 0
|
|
0.762645 0.104308 0
|
|
0.729903 0.129883 0
|
|
0.734138 0.109915 0
|
|
0.752395 0.125273 0
|
|
0.693988 0.109915 0
|
|
0.729903 0.129883 0
|
|
0.675731 0.125273 0
|
|
0.698223 0.129883 0
|
|
0.696997 0.14285 0
|
|
0.731129 0.14285 0
|
|
0.729903 0.129883 0
|
|
0.755362 0.138895 0
|
|
0.752395 0.125273 0
|
|
0.731129 0.14285 0
|
|
0.729903 0.129883 0
|
|
0.696997 0.14285 0
|
|
0.698223 0.129883 0
|
|
0.672764 0.138895 0
|
|
0.699517 0.157989 0
|
|
0.678862 0.154788 0
|
|
0.728609 0.157989 0
|
|
0.749264 0.154788 0
|
|
0.728609 0.157989 0
|
|
0.699517 0.157989 0
|
|
0.678862 0.154788 0
|
|
0.699517 0.157989 0
|
|
0.697677 0.178861 0
|
|
0.674409 0.176701 0
|
|
0.699517 0.157989 0
|
|
0.697677 0.178861 0
|
|
0.728609 0.157989 0
|
|
0.730449 0.178861 0
|
|
0.749264 0.154788 0
|
|
0.753717 0.176701 0
|
|
0.728609 0.157989 0
|
|
0.730449 0.178861 0
|
|
0.680869 0.206773 0
|
|
0.697471 0.226433 0
|
|
0.707207 0.226223 0
|
|
0.700347 0.2075 0
|
|
0.72778 0.2075 0
|
|
0.707207 0.226223 0
|
|
0.700347 0.2075 0
|
|
0.720919 0.226223 0
|
|
0.72778 0.2075 0
|
|
0.730655 0.226433 0
|
|
0.747257 0.206773 0
|
|
0.720919 0.226223 0
|
|
0.707817 0.233974 0
|
|
0.707207 0.226223 0
|
|
0.720919 0.226223 0
|
|
0.697471 0.226433 0
|
|
0.698947 0.234571 0
|
|
0.707207 0.226223 0
|
|
0.707817 0.233974 0
|
|
0.720919 0.226223 0
|
|
0.72031 0.233974 0
|
|
0.72918 0.234571 0
|
|
0.72734 0.244721 0
|
|
0.719549 0.243641 0
|
|
0.72031 0.233974 0
|
|
0.708577 0.243641 0
|
|
0.730655 0.226433 0
|
|
0.719549 0.243641 0
|
|
0.708577 0.243641 0
|
|
0.700787 0.244721 0
|
|
0.70808 0.27845 0
|
|
0.709939 0.288467 0
|
|
0.704084 0.291788 0
|
|
0.699584 0.281269 0
|
|
0.709939 0.288467 0
|
|
0.70808 0.27845 0
|
|
0.718187 0.288467 0
|
|
0.720046 0.27845 0
|
|
0.724043 0.291788 0
|
|
0.728542 0.281269 0
|
|
0.718187 0.288467 0
|
|
0.720046 0.27845 0
|
|
0.709939 0.288467 0
|
|
0.709297 0.304172 0
|
|
0.702529 0.308277 0
|
|
0.704084 0.291788 0
|
|
0.709297 0.304172 0
|
|
0.709939 0.288467 0
|
|
0.71883 0.304172 0
|
|
0.718187 0.288467 0
|
|
0.725598 0.308277 0
|
|
0.724043 0.291788 0
|
|
0.71883 0.304172 0
|
|
0.718187 0.288467 0
|
|
0.71883 0.304172 0
|
|
0.714063 0.314643 0
|
|
0.709297 0.304172 0
|
|
0.702529 0.308277 0
|
|
0.709297 0.304172 0
|
|
0.71883 0.304172 0
|
|
0.725598 0.308277 0
|
|
0.699584 0.281269 0
|
|
0.701616 0.261828 0
|
|
0.70892 0.259935 0
|
|
0.70808 0.27845 0
|
|
0.719207 0.259935 0
|
|
0.720046 0.27845 0
|
|
0.72651 0.261828 0
|
|
0.728542 0.281269 0
|
|
0.719207 0.259935 0
|
|
0.720046 0.27845 0
|
|
0.70892 0.259935 0
|
|
0.70808 0.27845 0
|
|
0.700787 0.244721 0
|
|
0.708577 0.243641 0
|
|
0.719549 0.243641 0
|
|
0.72734 0.244721 0
|
|
0.719549 0.243641 0
|
|
0.708577 0.243641 0
|
|
0.762645 0.104308 0
|
|
0.734138 0.109915 0
|
|
0.729903 0.129883 0
|
|
0.764746 0.0507172 0
|
|
0.735007 0.0588761 0
|
|
0.748903 0.022617 0
|
|
0.72846 0.0321133 0
|
|
0.714063 0.0047763 0
|
|
0.699666 0.0321133 0
|
|
0.679223 0.022614 0
|
|
0.66338 0.0507172 0
|
|
0.69312 0.0588761 0
|
|
0.72846 0.0321133 0
|
|
0.735007 0.0588761 0
|
|
0.699666 0.0321133 0
|
|
0.698223 0.129883 0
|
|
0.693988 0.109915 0
|
|
0.665481 0.104308 0
|
|
0.675731 0.125273 0
|
|
0.698223 0.129883 0
|
|
0.693988 0.109915 0
|
|
0.69312 0.0588761 0
|
|
0.734138 0.109915 0
|
|
0.729903 0.129883 0
|
|
0.752395 0.125273 0
|
|
0.675731 0.125273 0
|
|
0.672764 0.138895 0
|
|
0.696997 0.14285 0
|
|
0.698223 0.129883 0
|
|
0.731129 0.14285 0
|
|
0.729903 0.129883 0
|
|
0.755362 0.138895 0
|
|
0.752395 0.125273 0
|
|
0.731129 0.14285 0
|
|
0.729903 0.129883 0
|
|
0.696997 0.14285 0
|
|
0.698223 0.129883 0
|
|
0.728609 0.157989 0
|
|
0.749264 0.154788 0
|
|
0.728609 0.157989 0
|
|
0.699517 0.157989 0
|
|
0.678862 0.154788 0
|
|
0.699517 0.157989 0
|
|
0.678862 0.154788 0
|
|
0.674409 0.176701 0
|
|
0.697677 0.178861 0
|
|
0.699517 0.157989 0
|
|
0.730449 0.178861 0
|
|
0.728609 0.157989 0
|
|
0.753717 0.176701 0
|
|
0.749264 0.154788 0
|
|
0.730449 0.178861 0
|
|
0.728609 0.157989 0
|
|
0.697677 0.178861 0
|
|
0.699517 0.157989 0
|
|
0.700347 0.2075 0
|
|
0.72778 0.2075 0
|
|
0.747257 0.206773 0
|
|
0.72778 0.2075 0
|
|
0.730655 0.226433 0
|
|
0.720919 0.226223 0
|
|
0.707207 0.226223 0
|
|
0.697471 0.226433 0
|
|
0.720919 0.226223 0
|
|
0.700347 0.2075 0
|
|
0.680869 0.206773 0
|
|
0.707207 0.226223 0
|
|
0.698947 0.234571 0
|
|
0.700787 0.244721 0
|
|
0.708577 0.243641 0
|
|
0.707817 0.233974 0
|
|
0.697471 0.226433 0
|
|
0.707207 0.226223 0
|
|
0.720919 0.226223 0
|
|
0.72031 0.233974 0
|
|
0.719549 0.243641 0
|
|
0.730655 0.226433 0
|
|
0.72918 0.234571 0
|
|
0.72734 0.244721 0
|
|
0.720919 0.226223 0
|
|
0.72031 0.233974 0
|
|
0.719549 0.243641 0
|
|
0.708577 0.243641 0
|
|
0.707817 0.233974 0
|
|
0.707207 0.226223 0
|
|
0.70808 0.27845 0
|
|
0.699584 0.281269 0
|
|
0.704084 0.291788 0
|
|
0.709939 0.288467 0
|
|
0.720046 0.27845 0
|
|
0.718187 0.288467 0
|
|
0.728542 0.281269 0
|
|
0.724043 0.291788 0
|
|
0.720046 0.27845 0
|
|
0.718187 0.288467 0
|
|
0.70808 0.27845 0
|
|
0.709939 0.288467 0
|
|
0.709939 0.288467 0
|
|
0.704084 0.291788 0
|
|
0.702529 0.308277 0
|
|
0.709297 0.304172 0
|
|
0.718187 0.288467 0
|
|
0.71883 0.304172 0
|
|
0.724043 0.291788 0
|
|
0.725598 0.308277 0
|
|
0.718187 0.288467 0
|
|
0.71883 0.304172 0
|
|
0.709939 0.288467 0
|
|
0.709297 0.304172 0
|
|
0.702529 0.308277 0
|
|
0.709297 0.304172 0
|
|
0.714063 0.314643 0
|
|
0.709297 0.304172 0
|
|
0.71883 0.304172 0
|
|
0.71883 0.304172 0
|
|
0.725598 0.308277 0
|
|
0.699584 0.281269 0
|
|
0.70808 0.27845 0
|
|
0.70892 0.259935 0
|
|
0.719207 0.259935 0
|
|
0.720046 0.27845 0
|
|
0.72651 0.261828 0
|
|
0.728542 0.281269 0
|
|
0.719207 0.259935 0
|
|
0.720046 0.27845 0
|
|
0.70892 0.259935 0
|
|
0.70808 0.27845 0
|
|
0.701616 0.261828 0
|
|
0.708577 0.243641 0
|
|
0.719549 0.243641 0
|
|
0.700787 0.244721 0
|
|
0.72734 0.244721 0
|
|
0.719549 0.243641 0
|
|
0.708577 0.243641 0
|
|
0.836974 0.428778 0
|
|
0.816109 0.327875 0
|
|
0.775036 0.324937 0
|
|
0.796741 0.216258 0
|
|
0.733304 0.322279 0
|
|
0.754806 0.209511 0
|
|
0.796741 0.216258 0
|
|
0.839981 0.146341 0
|
|
0.836974 0.226972 0
|
|
0.878604 0.161658 0
|
|
0.798894 0.137018 0
|
|
0.754806 0.209511 0
|
|
0.839981 0.146341 0
|
|
0.836974 0.226972 0
|
|
0.796741 0.216258 0
|
|
0.733304 0.322279 0
|
|
0.775036 0.324937 0
|
|
0.754174 0.43581 0
|
|
0.796327 0.434116 0
|
|
0.797998 0.509418 0
|
|
0.839393 0.505133 0
|
|
0.878604 0.161658 0
|
|
0.836974 0.226972 0
|
|
0.816109 0.327875 0
|
|
0.836974 0.428778 0
|
|
0.878603 0.49457 0
|
|
0.796327 0.434116 0
|
|
0.754174 0.43581 0
|
|
0.775036 0.324937 0
|
|
0.816109 0.327875 0
|
|
0.796327 0.434116 0
|
|
0.836974 0.428778 0
|
|
0.878603 0.49457 0
|
|
0.839393 0.505133 0
|
|
0.796327 0.434116 0
|
|
0.775036 0.324937 0
|
|
0.796741 0.216258 0
|
|
0.836974 0.226972 0
|
|
0.816109 0.327875 0
|
|
0.836974 0.428778 0
|
|
0.836974 0.226972 0
|
|
0.878604 0.161658 0
|
|
0.878604 0.190067 0
|
|
0.836974 0.226972 0
|
|
0.845771 0.244594 0
|
|
0.816109 0.327875 0
|
|
0.828551 0.327875 0
|
|
0.836974 0.428778 0
|
|
0.84577 0.411157 0
|
|
0.878603 0.49457 0
|
|
0.878603 0.466161 0
|
|
0.84577 0.411157 0
|
|
0.836974 0.428778 0
|
|
0.828551 0.327875 0
|
|
0.816109 0.327875 0
|
|
0.845771 0.244594 0
|
|
0.84577 0.411157 0
|
|
0.878603 0.466161 0
|
|
0.878603 0.49457 0
|
|
0.84577 0.411157 0
|
|
0.836974 0.428778 0
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43 41 53 -2147483648 1732 1729 1750 1
|
|
53 41 40 -2147483648 1750 1729 1728 1
|
|
40 54 53 -2147483648 1728 1751 1750 1
|
|
54 40 35 -2147483648 1751 1728 1723 1
|
|
42 35 40 -2147483648 1730 1723 1728 1
|
|
34 35 42 -2147483648 1722 1723 1730 1
|
|
44 52 45 -2147483648 1734 1749 1736 1
|
|
37 35 28 -2147483648 1725 1723 1716 1
|
|
35 37 54 -2147483648 1723 1725 1751 1
|
|
36 54 37 -2147483648 1724 1751 1725 1
|
|
54 36 55 -2147483648 1751 1724 1752 1
|
|
55 52 54 -2147483648 1752 1749 1751 1
|
|
52 55 56 -2147483648 1749 1752 1753 1
|
|
56 45 52 -2147483648 1753 1736 1749 1
|
|
45 56 46 -2147483648 1736 1753 1738 1
|
|
57 46 56 -2147483648 1754 1738 1753 1
|
|
57 58 46 -2147483648 1754 1755 1738 1
|
|
47 46 58 -2147483648 1740 1738 1755 1
|
|
58 59 47 -2147483648 1755 1756 1740 1
|
|
48 47 59 -2147483648 1742 1740 1756 1
|
|
48 59 49 -2147483648 1742 1756 1744 1
|
|
60 49 59 -2147483648 1757 1744 1756 1
|
|
49 60 50 -2147483648 1744 1757 1746 1
|
|
61 50 60 -2147483648 1758 1746 1757 1
|
|
50 61 51 -2147483648 1746 1758 1748 1
|
|
21 51 61 -2147483648 1709 1748 1758 1
|
|
51 21 11 -2147483648 1748 1709 1696 1
|
|
21 62 9 -2147483648 1709 1759 1691 1
|
|
21 61 62 -2147483648 1709 1758 1759 1
|
|
63 62 61 -2147483648 1760 1759 1758 1
|
|
61 60 63 -2147483648 1758 1757 1760 1
|
|
64 63 60 -2147483648 1761 1760 1757 1
|
|
60 59 64 -2147483648 1757 1756 1761 1
|
|
65 64 59 -2147483648 1762 1761 1756 1
|
|
58 65 59 -2147483648 1755 1762 1756 1
|
|
65 58 66 -2147483648 1762 1755 1763 1
|
|
57 66 58 -2147483648 1754 1763 1755 1
|
|
66 57 67 -2147483648 1763 1754 1764 1
|
|
56 67 57 -2147483648 1753 1764 1754 1
|
|
67 56 68 -2147483648 1764 1753 1765 1
|
|
68 56 55 -2147483648 1765 1753 1752 1
|
|
55 69 68 -2147483648 1752 1766 1765 1
|
|
69 55 36 -2147483648 1766 1752 1724 1
|
|
69 36 23 -2147483648 1766 1724 1711 1
|
|
24 23 36 -2147483648 1712 1711 1724 1
|
|
23 70 69 -2147483648 1711 1767 1766 1
|
|
71 69 70 -2147483648 1768 1766 1767 1
|
|
71 68 69 -2147483648 1768 1765 1766 1
|
|
68 71 67 -2147483648 1765 1768 1764 1
|
|
72 67 71 -2147483648 1769 1764 1768 1
|
|
67 72 66 -2147483648 1764 1769 1763 1
|
|
73 66 72 -2147483648 1770 1763 1769 1
|
|
66 73 65 -2147483648 1763 1770 1762 1
|
|
64 65 73 -2147483648 1761 1762 1770 1
|
|
73 74 64 -2147483648 1770 1771 1761 1
|
|
63 64 74 -2147483648 1760 1761 1771 1
|
|
63 74 62 -2147483648 1760 1771 1759 1
|
|
75 62 74 -2147483648 1772 1759 1771 1
|
|
75 9 62 -2147483648 1772 1691 1759 1
|
|
75 76 9 -2147483648 1772 1773 1691 1
|
|
7 9 76 -2147483648 1689 1691 1773 1
|
|
7 76 77 -2147483648 1689 1773 1774 1
|
|
8 7 77 -2147483648 1690 1689 1774 1
|
|
71 70 72 -2147483648 1768 1767 1769 1
|
|
8 77 25 -2147483648 1690 1774 1713 1
|
|
78 25 77 -2147483648 1775 1713 1774 1
|
|
25 78 23 -2147483648 1713 1775 1711 1
|
|
70 23 78 -2147483648 1767 1711 1775 1
|
|
70 78 79 -2147483648 1767 1775 1776 1
|
|
79 72 70 -2147483648 1776 1769 1767 1
|
|
72 79 73 -2147483648 1769 1776 1770 1
|
|
74 73 79 -2147483648 1771 1770 1776 1
|
|
74 79 75 -2147483648 1771 1776 1772 1
|
|
76 75 79 -2147483648 1773 1772 1776 1
|
|
76 79 78 -2147483648 1773 1776 1775 1
|
|
78 77 76 -2147483648 1775 1774 1773 1
|
|
80 81 82 -2147483648 1985 1986 1987 1
|
|
83 82 81 -2147483648 1988 1987 1986 1
|
|
83 84 82 -2147483648 1988 1989 1987 1
|
|
83 85 84 -2147483648 1988 1990 1989 1
|
|
86 84 85 -2147483648 1992 1989 1990 1
|
|
86 87 84 -2147483648 1992 1994 1989 1
|
|
83 81 88 -2147483648 1988 1986 1996 1
|
|
83 88 85 -2147483648 1988 1996 1990 1
|
|
89 85 88 -2147483648 1997 1990 1996 1
|
|
89 88 90 -2147483648 1997 1996 1998 1
|
|
81 90 88 -2147483648 1986 1998 1996 1
|
|
90 81 91 -2147483648 1998 1986 1999 1
|
|
80 91 81 -2147483648 1985 1999 1986 1
|
|
91 80 92 -2147483648 1999 1985 2000 1
|
|
93 92 80 -2147483648 2001 2000 1985 1
|
|
92 93 94 -2147483648 2000 2001 2002 1
|
|
95 94 93 -2147483648 2003 2002 2001 1
|
|
95 96 94 -2147483648 2003 2004 2002 1
|
|
96 95 97 -2147483648 2004 2003 2005 1
|
|
96 97 98 -2147483648 2004 2005 2006 1
|
|
99 98 97 -2147483648 2007 2006 2005 1
|
|
98 99 100 -2147483648 2006 2007 2008 1
|
|
101 100 99 -2147483648 2009 2008 2007 1
|
|
101 102 100 -2147483648 2009 2010 2008 1
|
|
102 101 103 -2147483648 2010 2009 2011 1
|
|
104 97 95 -2147483648 2012 2005 2003 1
|
|
87 105 106 -2147483648 2013 2015 2016 1
|
|
105 87 92 -2147483648 2015 2013 2000 1
|
|
92 87 91 -2147483648 2000 1995 1999 1
|
|
86 91 87 -2147483648 1993 1999 1995 1
|
|
91 86 90 -2147483648 1999 1993 1998 1
|
|
85 90 86 -2147483648 1991 1998 1993 1
|
|
90 85 89 -2147483648 1998 1991 1997 1
|
|
107 106 105 -2147483648 2018 2016 2015 1
|
|
108 107 105 -2147483648 2019 2018 2015 1
|
|
108 105 92 -2147483648 2019 2015 2000 1
|
|
108 92 94 -2147483648 2019 2000 2002 1
|
|
108 94 96 -2147483648 2019 2002 2004 1
|
|
108 96 107 -2147483648 2019 2004 2018 1
|
|
98 107 96 -2147483648 2006 2018 2004 1
|
|
98 100 107 -2147483648 2006 2008 2018 1
|
|
109 107 100 -2147483648 2020 2018 2008 1
|
|
109 100 102 -2147483648 2020 2008 2010 1
|
|
109 102 110 -2147483648 2020 2010 2021 1
|
|
111 110 102 -2147483648 2023 2021 2010 1
|
|
110 106 109 -2147483648 2021 2016 2020 1
|
|
107 109 106 -2147483648 2018 2020 2016 1
|
|
102 103 111 -2147483648 2010 2011 2023 1
|
|
112 111 103 -2147483648 2025 2023 2011 1
|
|
103 113 112 -2147483648 2011 2027 2025 1
|
|
114 112 113 -2147483648 2028 2025 2027 1
|
|
114 113 115 -2147483648 2028 2027 2030 1
|
|
116 115 113 -2147483648 2032 2030 2027 1
|
|
115 116 117 -2147483648 2030 2032 2033 1
|
|
118 117 116 -2147483648 2035 2033 2032 1
|
|
118 119 117 -2147483648 2035 2036 2033 1
|
|
119 118 120 -2147483648 2036 2035 2037 1
|
|
119 120 121 -2147483648 2036 2037 2038 1
|
|
121 120 122 -2147483648 2038 2037 2039 1
|
|
122 123 121 -2147483648 2039 2040 2038 1
|
|
122 104 123 -2147483648 2039 2012 2040 1
|
|
124 123 104 -2147483648 2041 2040 2012 1
|
|
104 95 124 -2147483648 2012 2003 2041 1
|
|
93 124 95 -2147483648 2001 2041 2003 1
|
|
124 93 125 -2147483648 2041 2001 2042 1
|
|
126 117 119 -2147483648 2043 2033 2036 1
|
|
127 122 120 -2147483648 2045 2039 2037 1
|
|
120 128 127 -2147483648 2037 2046 2045 1
|
|
128 120 118 -2147483648 2046 2037 2035 1
|
|
118 116 128 -2147483648 2035 2032 2046 1
|
|
129 128 116 -2147483648 2047 2046 2032 1
|
|
129 116 113 -2147483648 2047 2032 2027 1
|
|
129 113 130 -2147483648 2047 2027 2048 1
|
|
103 130 113 -2147483648 2011 2048 2027 1
|
|
130 103 101 -2147483648 2048 2011 2009 1
|
|
101 99 130 -2147483648 2009 2007 2048 1
|
|
131 130 99 -2147483648 2049 2048 2007 1
|
|
99 97 131 -2147483648 2007 2005 2049 1
|
|
127 131 97 -2147483648 2045 2049 2005 1
|
|
97 104 127 -2147483648 2005 2012 2045 1
|
|
122 127 104 -2147483648 2039 2045 2012 1
|
|
130 131 129 -2147483648 2048 2049 2047 1
|
|
128 129 131 -2147483648 2046 2047 2049 1
|
|
131 127 128 -2147483648 2049 2045 2046 1
|
|
125 132 124 -2147483648 2042 2050 2041 1
|
|
123 124 132 -2147483648 2040 2041 2050 1
|
|
123 132 133 -2147483648 2040 2050 2051 1
|
|
133 121 123 -2147483648 2051 2038 2040 1
|
|
121 133 119 -2147483648 2038 2051 2036 1
|
|
134 119 133 -2147483648 2052 2036 2051 1
|
|
119 134 126 -2147483648 2036 2052 2043 1
|
|
135 126 134 -2147483648 2053 2043 2052 1
|
|
134 136 135 -2147483648 2052 2055 2053 1
|
|
137 135 136 -2147483648 2056 2053 2055 1
|
|
138 137 136 -2147483648 2058 2056 2055 1
|
|
136 139 138 -2147483648 2055 2059 2058 1
|
|
139 136 140 -2147483648 2059 2055 2060 1
|
|
140 141 139 -2147483648 2060 2061 2059 1
|
|
141 140 142 -2147483648 2061 2060 2062 1
|
|
142 143 141 -2147483648 2062 2063 2061 1
|
|
142 144 143 -2147483648 2062 2064 2063 1
|
|
144 142 125 -2147483648 2064 2062 2042 1
|
|
132 125 142 -2147483648 2050 2042 2062 1
|
|
132 142 140 -2147483648 2050 2062 2060 1
|
|
140 133 132 -2147483648 2060 2051 2050 1
|
|
134 133 140 -2147483648 2052 2051 2060 1
|
|
134 140 136 -2147483648 2052 2060 2055 1
|
|
145 146 117 -2147483648 2065 2066 2034 1
|
|
145 117 126 -2147483648 2065 2034 2044 1
|
|
145 126 147 -2147483648 2065 2044 2067 1
|
|
135 147 126 -2147483648 2054 2067 2044 1
|
|
137 147 135 -2147483648 2057 2067 2054 1
|
|
148 147 137 -2147483648 2068 2067 2057 1
|
|
137 138 148 -2147483648 2057 2058 2068 1
|
|
149 148 138 -2147483648 2069 2068 2058 1
|
|
149 138 139 -2147483648 2069 2058 2059 1
|
|
148 149 139 -2147483648 2068 2069 2059 1
|
|
148 139 141 -2147483648 2068 2059 2061 1
|
|
141 147 148 -2147483648 2061 2067 2068 1
|
|
147 141 143 -2147483648 2067 2061 2063 1
|
|
143 150 147 -2147483648 2063 2070 2067 1
|
|
150 143 151 -2147483648 2070 2063 2071 1
|
|
151 152 150 -2147483648 2071 2072 2070 1
|
|
153 150 152 -2147483648 2073 2070 2072 1
|
|
153 146 150 -2147483648 2073 2066 2070 1
|
|
145 150 146 -2147483648 2065 2070 2066 1
|
|
145 147 150 -2147483648 2065 2067 2070 1
|
|
80 125 93 -2147483648 1985 2042 2001 1
|
|
125 80 144 -2147483648 2042 1985 2064 1
|
|
82 144 80 -2147483648 1987 2064 1985 1
|
|
82 143 144 -2147483648 1987 2063 2064 1
|
|
143 82 84 -2147483648 2063 1987 1989 1
|
|
84 151 143 -2147483648 1989 2071 2063 1
|
|
151 84 87 -2147483648 2071 1989 1994 1
|
|
87 106 151 -2147483648 2014 2017 2071 1
|
|
152 151 106 -2147483648 2072 2071 2017 1
|
|
110 152 106 -2147483648 2022 2072 2017 1
|
|
110 111 152 -2147483648 2022 2024 2072 1
|
|
153 152 111 -2147483648 2073 2072 2024 1
|
|
111 112 153 -2147483648 2024 2026 2073 1
|
|
153 112 146 -2147483648 2073 2026 2066 1
|
|
114 146 112 -2147483648 2029 2066 2026 1
|
|
115 146 114 -2147483648 2031 2066 2029 1
|
|
115 117 146 -2147483648 2031 2034 2066 1
|
|
tverts 2335
|
|
0.0759 -0.9431 0
|
|
0.0759 -0.9826 0
|
|
0.0364 -0.9431 0
|
|
0.0364 -0.9826 0
|
|
0.759 -0.2816 0
|
|
0.765 -0.2905 0
|
|
0.7663 -0.2785 0
|
|
0.7534 -0.2867 0
|
|
0.7876 -0.2852 0
|
|
0.7622 -0.2936 0
|
|
0.7796 -0.2935 0
|
|
0.7705 -0.2988 0
|
|
0.7685 -0.2886 0
|
|
0.7743 -0.2783 0
|
|
0.7725 -0.2886 0
|
|
0.7816 -0.2807 0
|
|
0.7765 -0.2904 0
|
|
0.7705 -0.2988 0
|
|
0.765 -0.2905 0
|
|
0.7685 -0.2886 0
|
|
0.7622 -0.2936 0
|
|
0.7796 -0.2935 0
|
|
0.7743 -0.2783 0
|
|
0.7816 -0.2807 0
|
|
0.7725 -0.2886 0
|
|
0.7765 -0.2904 0
|
|
0.7876 -0.2852 0
|
|
0.7534 -0.2867 0
|
|
0.7663 -0.2785 0
|
|
0.759 -0.2816 0
|
|
1.0302 -0.1859 0
|
|
0.0302 -0.1859 0
|
|
1.0368 -0.191 0
|
|
0.0368 -0.191 0
|
|
1.0388 -0.1808 0
|
|
1.043 -0.1852 0
|
|
1.0511 -0.178 0
|
|
1.0543 -0.1882 0
|
|
1.0497 -0.1983 0
|
|
0.0497 -0.1983 0
|
|
1.0605 -0.2046 0
|
|
0.0605 -0.2046 0
|
|
1.0231 -0.1757 0
|
|
0.0231 -0.1757 0
|
|
0.01 -0.8998 0
|
|
1.0356 -0.1725 0
|
|
0.0102 -0.9008 0
|
|
1.0503 -0.1731 0
|
|
1.0619 -0.1745 0
|
|
1.0677 -0.1909 0
|
|
1.0813 -0.1977 0
|
|
1.0739 -0.2124 0
|
|
0.0739 -0.2124 0
|
|
1.0864 -0.2195 0
|
|
0.0864 -0.2195 0
|
|
1.096 -0.2045 0
|
|
1.1056 -0.2307 0
|
|
0.1056 -0.2307 0
|
|
1.115 -0.2118 0
|
|
1.1033 -0.188 0
|
|
1.1238 -0.1889 0
|
|
1.1076 -0.1694 0
|
|
1.1245 -0.166 0
|
|
1.1206 -0.2431 0
|
|
0.1206 -0.2431 0
|
|
1.0592 -0.1669 0
|
|
1.0483 -0.1652 0
|
|
0.0115 -0.9016 0
|
|
1.0569 -0.1578 0
|
|
0.0125 -0.9022 0
|
|
1.0693 -0.1594 0
|
|
0.0137 -0.9027 0
|
|
1.0723 -0.1645 0
|
|
1.074 -0.1712 0
|
|
1.0862 -0.1864 0
|
|
1.0899 -0.1705 0
|
|
1.0888 -0.1612 0
|
|
1.1086 -0.1565 0
|
|
1.0875 -0.1545 0
|
|
0.016 -0.9035 0
|
|
1.107 -0.1478 0
|
|
0.0191 -0.904 0
|
|
1.1222 -0.1501 0
|
|
1.12 -0.1383 0
|
|
0.0214 -0.9046 0
|
|
1.1597 -0.2714 0
|
|
0.1597 -0.2714 0
|
|
1.1673 -0.2478 0
|
|
1.1482 -0.2375 0
|
|
1.1349 -0.2224 0
|
|
1.1386 -0.1977 0
|
|
1.1389 -0.1808 0
|
|
1.1396 -0.1604 0
|
|
1.1335 -0.1421 0
|
|
1.1297 -0.1263 0
|
|
0.0233 -0.9049 0
|
|
1.142 -0.1358 0
|
|
1.1415 -0.1265 0
|
|
1.1516 -0.1236 0
|
|
1.159 -0.1332 0
|
|
1.153 -0.2209 0
|
|
1.1559 -0.1982 0
|
|
1.1557 -0.1754 0
|
|
1.1535 -0.1496 0
|
|
1.1733 -0.1413 0
|
|
1.1737 -0.1725 0
|
|
1.1931 -0.1434 0
|
|
1.1946 -0.1738 0
|
|
1.1742 -0.1991 0
|
|
1.197 -0.2009 0
|
|
1.1944 -0.2285 0
|
|
1.1725 -0.2243 0
|
|
1.1947 -0.1161 0
|
|
1.1652 -0.1275 0
|
|
1.1828 -0.114 0
|
|
1.2038 -0.0927 0
|
|
1.2156 -0.1212 0
|
|
1.2153 -0.1408 0
|
|
1.2168 -0.1732 0
|
|
1.2185 -0.2024 0
|
|
1.2177 -0.2315 0
|
|
1.1901 -0.2557 0
|
|
1.2431 -0.2004 0
|
|
1.2643 -0.1978 0
|
|
1.2414 -0.1716 0
|
|
1.2429 -0.2287 0
|
|
1.2644 -0.2237 0
|
|
1.2811 -0.2184 0
|
|
1.2389 -0.1284 0
|
|
1.2683 -0.1705 0
|
|
1.2786 -0.1956 0
|
|
1.2936 -0.1929 0
|
|
1.2878 -0.2326 0
|
|
1.2665 -0.249 0
|
|
1.2438 -0.2564 0
|
|
1.2161 -0.26 0
|
|
1.1848 -0.2821 0
|
|
0.1848 -0.2821 0
|
|
1.2805 -0.171 0
|
|
1.2701 -0.1324 0
|
|
1.2818 -0.2773 0
|
|
0.2818 -0.2773 0
|
|
1.3055 -0.2838 0
|
|
0.3055 -0.2838 0
|
|
1.2681 -0.2807 0
|
|
0.2681 -0.2807 0
|
|
1.2486 -0.2852 0
|
|
0.2486 -0.2852 0
|
|
1.2143 -0.2871 0
|
|
0.2143 -0.2871 0
|
|
1.3427 -0.2972 0
|
|
0.3427 -0.2972 0
|
|
1.3511 -0.2515 0
|
|
1.3188 -0.2387 0
|
|
1.3136 -0.1954 0
|
|
1.2953 -0.173 0
|
|
1.2886 -0.132 0
|
|
1.2644 -0.0839 0
|
|
1.2336 -0.08 0
|
|
1.2154 -0.0871 0
|
|
1.1854 -0.0831 0
|
|
1.1603 -0.0996 0
|
|
1.3136 -0.1694 0
|
|
1.3098 -0.1258 0
|
|
1.2974 -0.0821 0
|
|
1.3266 -0.1357 0
|
|
1.1685 -0.0796 0
|
|
1.1947 -0.0649 0
|
|
1.2041 -0.0404 0
|
|
1.256 -0.0451 0
|
|
1.2974 -0.0455 0
|
|
1.3373 -0.0774 0
|
|
1.3583 -0.1073 0
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endnode
|
|
endmodelgeom DS_pack02
|
|
donemodel DS_pack02
|