Jaysyn904 909da8ff18 Added helms and dynamic goblins
Added  helms and dynamic goblins.  Added onEnter spawner scripts to all dungeon areas.  Fixed the Dishonest Patrol to be dynamic & more like PnP.  Full compile.

Co-Authored-By: Draygoth <65428430+Draygoth@users.noreply.github.com>
2022-11-30 00:45:38 -05:00

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#Exported using NWNUnity Pre Alpha 0.0.0.8 by Jonny Ree, at 10/09/2020 10:26 AM
#mdl ASCII
#Model helm_028
filedependancy Unknown
newmodel helm_028
setsupermodel helm_028 NULL
classification Tile
setanimationscale 1
beginmodelgeom helm_028
node dummy helm_028
parent NULL
endnode
node trimesh helm_028_g
parent helm_028
position 0.0 0.02 0.06
orientation 0.0 0.0 0.0 0.0
ambient 1 1 1
specular 0 0 0
shininess 1
render 1
Shadow 1
materialname M_helm_028
Diffuse 1 1 1
bitmap helm_028
renderhint NormalAndSpecMapped
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738 739 736 1 738 739 736 1
738 740 739 1 738 740 739 1
741 740 738 1 741 740 738 1
711 741 738 1 711 741 738 1
711 738 709 1 711 738 709 1
711 742 741 1 711 742 741 1
742 743 741 1 742 743 741 1
743 742 744 1 743 742 744 1
744 745 743 1 744 745 743 1
745 746 743 1 745 746 743 1
746 745 747 1 746 745 747 1
747 748 746 1 747 748 746 1
740 741 749 1 740 741 749 1
741 750 749 1 741 750 749 1
750 741 743 1 750 741 743 1
743 751 750 1 743 751 750 1
751 743 746 1 751 743 746 1
748 751 746 1 748 751 746 1
749 752 740 1 749 752 740 1
752 749 753 1 752 749 753 1
749 754 753 1 749 754 753 1
750 754 749 1 750 754 749 1
750 755 754 1 750 755 754 1
756 750 751 1 756 750 751 1
750 756 757 1 750 756 757 1
755 750 757 1 755 750 757 1
757 758 755 1 757 758 755 1
744 759 745 1 744 759 745 1
744 760 759 1 744 760 759 1
744 761 760 1 744 761 760 1
761 744 742 1 761 744 742 1
711 761 742 1 711 761 742 1
761 711 710 1 761 711 710 1
762 756 751 1 762 756 751 1
751 748 762 1 751 748 762 1
764 763 748 1 764 763 748 1
747 764 748 1 747 764 748 1
765 764 747 1 765 764 747 1
747 745 765 1 747 745 765 1
759 765 745 1 759 765 745 1
631 634 766 1 631 634 766 1
769 768 767 1 769 768 767 1
768 769 770 1 768 769 770 1
770 771 768 1 770 771 768 1
771 770 772 1 771 770 772 1
772 773 771 1 772 773 771 1
773 772 774 1 773 772 774 1
774 775 773 1 774 775 773 1
775 774 776 1 775 774 776 1
776 777 775 1 776 777 775 1
776 778 777 1 776 778 777 1
778 776 779 1 778 776 779 1
779 780 778 1 779 780 778 1
780 779 781 1 780 779 781 1
781 782 780 1 781 782 780 1
771 783 768 1 771 783 768 1
783 771 784 1 783 771 784 1
773 784 771 1 773 784 771 1
784 773 785 1 784 773 785 1
777 786 775 1 777 786 775 1
773 786 785 1 773 786 785 1
786 773 775 1 786 773 775 1
786 777 787 1 786 777 787 1
778 787 777 1 778 787 777 1
787 778 788 1 787 778 788 1
789 780 782 1 789 780 782 1
780 789 790 1 780 789 790 1
778 790 788 1 778 790 788 1
790 778 780 1 790 778 780 1
791 787 788 1 791 787 788 1
790 791 788 1 790 791 788 1
787 791 792 1 787 791 792 1
792 786 787 1 792 786 787 1
786 792 793 1 786 792 793 1
791 790 794 1 791 790 794 1
790 789 794 1 790 789 794 1
794 795 791 1 794 795 791 1
795 792 791 1 795 792 791 1
795 793 792 1 795 793 792 1
793 795 796 1 793 795 796 1
789 797 794 1 789 797 794 1
785 798 784 1 785 798 784 1
798 783 784 1 798 783 784 1
798 785 799 1 798 785 799 1
799 785 800 1 799 785 800 1
801 800 785 1 801 800 785 1
799 802 798 1 799 802 798 1
783 798 803 1 783 798 803 1
783 804 768 1 783 804 768 1
804 783 805 1 804 783 805 1
804 767 768 1 804 767 768 1
801 785 786 1 801 785 786 1
808 807 806 1 808 807 806 1
807 809 806 1 807 809 806 1
810 809 807 1 810 809 807 1
811 810 807 1 811 810 807 1
810 811 812 1 810 811 812 1
810 813 809 1 810 813 809 1
813 814 809 1 813 814 809 1
806 809 814 1 806 809 814 1
813 810 815 1 813 810 815 1
816 812 811 1 816 812 811 1
815 817 813 1 815 817 813 1
817 818 813 1 817 818 813 1
818 817 819 1 818 817 819 1
820 817 815 1 820 817 815 1
817 820 819 1 817 820 819 1
815 821 820 1 815 821 820 1
821 815 822 1 821 815 822 1
825 824 823 1 825 824 823 1
824 825 826 1 824 825 826 1
825 827 826 1 825 827 826 1
828 826 827 1 828 826 827 1
827 829 828 1 827 829 828 1
829 827 830 1 829 827 830 1
830 831 829 1 830 831 829 1
831 830 832 1 831 830 832 1
833 832 830 1 833 832 830 1
832 833 834 1 832 833 834 1
834 835 832 1 834 835 832 1
835 831 832 1 835 831 832 1
835 834 836 1 835 834 836 1
836 837 835 1 836 837 835 1
837 836 838 1 837 836 838 1
839 837 838 1 839 837 838 1
837 839 840 1 837 839 840 1
838 841 839 1 838 841 839 1
842 839 841 1 842 839 841 1
839 842 843 1 839 842 843 1
842 844 843 1 842 844 843 1
845 834 833 1 845 834 833 1
834 845 846 1 834 845 846 1
846 836 834 1 846 836 834 1
836 846 847 1 836 846 847 1
847 838 836 1 847 838 836 1
838 847 848 1 838 847 848 1
848 841 838 1 848 841 838 1
848 842 841 1 848 842 841 1
849 835 837 1 849 835 837 1
840 849 837 1 840 849 837 1
835 849 850 1 835 849 850 1
831 835 850 1 831 835 850 1
849 840 851 1 849 840 851 1
842 848 852 1 842 848 852 1
848 853 852 1 848 853 852 1
845 853 846 1 845 853 846 1
846 853 847 1 846 853 847 1
853 848 847 1 853 848 847 1
853 854 852 1 853 854 852 1
855 853 845 1 855 853 845 1
855 856 853 1 855 856 853 1
856 854 853 1 856 854 853 1
856 855 857 1 856 855 857 1
855 858 857 1 855 858 857 1
858 855 859 1 858 855 859 1
855 833 859 1 855 833 859 1
833 855 845 1 833 855 845 1
781 860 782 1 781 860 782 1
860 781 861 1 860 781 861 1
781 862 861 1 781 862 861 1
862 781 779 1 862 781 779 1
776 862 779 1 776 862 779 1
862 776 863 1 862 776 863 1
863 776 864 1 863 776 864 1
776 865 864 1 776 865 864 1
865 776 774 1 865 776 774 1
866 865 774 1 866 865 774 1
866 774 772 1 866 774 772 1
867 862 863 1 867 862 863 1
862 867 868 1 862 867 868 1
868 861 862 1 868 861 862 1
869 866 772 1 869 866 772 1
869 772 770 1 869 772 770 1
869 770 870 1 869 770 870 1
869 871 866 1 869 871 866 1
770 872 870 1 770 872 870 1
872 770 769 1 872 770 769 1
873 870 872 1 873 870 872 1
870 873 874 1 870 873 874 1
844 876 875 1 844 876 875 1
877 875 876 1 877 875 876 1
876 878 877 1 876 878 877 1
879 877 878 1 879 877 878 1
877 879 880 1 877 879 880 1
881 879 878 1 881 879 878 1
881 878 876 1 881 878 876 1
882 879 881 1 882 879 881 1
883 879 882 1 883 879 882 1
883 884 879 1 883 884 879 1
880 879 884 1 880 879 884 1
883 885 884 1 883 885 884 1
886 885 883 1 886 885 883 1
885 886 887 1 885 886 887 1
888 883 882 1 888 883 882 1
888 886 883 1 888 886 883 1
887 889 885 1 887 889 885 1
889 887 890 1 889 887 890 1
891 884 885 1 891 884 885 1
892 889 890 1 892 889 890 1
889 892 893 1 889 892 893 1
893 885 889 1 893 885 889 1
892 894 893 1 892 894 893 1
894 892 895 1 894 892 895 1
896 893 894 1 896 893 894 1
896 885 893 1 896 885 893 1
891 885 896 1 891 885 896 1
899 898 897 1 899 898 897 1
900 898 899 1 900 898 899 1
898 900 901 1 898 900 901 1
901 902 898 1 901 902 898 1
902 901 903 1 902 901 903 1
903 904 902 1 903 904 902 1
905 898 902 1 905 898 902 1
905 902 906 1 905 902 906 1
906 907 905 1 906 907 905 1
907 906 908 1 907 906 908 1
909 908 906 1 909 908 906 1
908 909 910 1 908 909 910 1
911 905 907 1 911 905 907 1
905 911 912 1 905 911 912 1
905 912 898 1 905 912 898 1
912 897 898 1 912 897 898 1
911 913 912 1 911 913 912 1
913 911 914 1 913 911 914 1
914 915 913 1 914 915 913 1
916 909 906 1 916 909 906 1
916 917 909 1 916 917 909 1
917 916 918 1 917 916 918 1
918 916 919 1 918 916 919 1
919 916 906 1 919 916 906 1
907 920 911 1 907 920 911 1
907 921 920 1 907 921 920 1
921 907 908 1 921 907 908 1
910 921 908 1 910 921 908 1
921 910 922 1 921 910 922 1
904 919 902 1 904 919 902 1
919 906 902 1 919 906 902 1
89 924 923 1 89 924 923 1
924 89 88 1 924 89 88 1
83 924 88 1 83 924 88 1
924 83 96 1 924 83 96 1
91 89 923 1 91 89 923 1
925 782 860 1 925 782 860 1
875 843 844 1 875 843 844 1
926 708 712 1 926 708 712 1
tverts 927
0.8180814 0.1731431 0
0.8082566 0.1725516 0
0.8115069 0.2086711 0
0.8005114 0.2066148 0
0.8041216 0.2462049 0
0.7947558 0.2456804 0
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0.8285035 0.1316754 0
0.7954629 0.3297151 0
0.8040433 0.3289103 0
0.803995 0.3647764 0
0.8118419 0.3628121 0
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0.8207862 0.3875972 0
0.8632371 0.1796475 0
0.8452213 0.209474 0
0.8326672 0.2550758 0
0.8272653 0.2909806 0
0.8232612 0.3272358 0
0.8241471 0.3592733 0
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0.1443611 0.4323457 0
0.1678729 0.4241798 0
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0.5440874 0.33484 0
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endmodelgeom helm_028
donemodel helm_028