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NWNDS/tmd19a_deepcave/tmd19_00139.mdl
Jaysyn904 b81a70ae88 Added Deep Caves tileset 
Added Deep Caves tileset.
2021-08-23 15:09:50 -04:00

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# Exported from NWmax 0.8 b60 at 8/15/2019 5:38:55 PM
# mdl file
#
#NWmax MODEL ASCII
# model: tmd19_00139
#local file: C:\GMAX\Scenes\Tilesets\Tileset 2019\Tileset2019_Basetiles 210.gmax
filedependancy Tileset2019_Basetiles 210.gmax
newmodel tmd19_00139
setsupermodel tmd19_00139 NULL
classification Tile
#NWmax GEOM ASCII
beginmodelgeom tmd19_00139
node dummy tmd19_00139
parent NULL
endnode
#Tile trimesh node
node trimesh Object601
parent tmd19_00139
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shininess 0.0
bitmap tx_md19_cave001
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endnode
#Tile trimesh node
node trimesh Cylinder105
parent tmd19_00139
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specular 0.0 0.0 0.0
shininess 0.0
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7 39 53 16 7 441 442 3
39 8 55 8 39 443 444 3
53 55 13 8 53 445 446 3
8 56 55 16 447 448 449 3
56 14 57 16 450 451 452 3
55 57 13 16 55 57 13 3
8 43 56 16 8 453 454 3
43 9 58 16 43 9 455 3
56 58 14 16 56 58 14 3
130 121 129 16 456 457 458 2
171 153 164 8 459 460 461 2
103 102 98 2 462 463 464 2
98 104 103 2 465 466 467 2
142 138 143 1 468 469 470 2
141 143 150 1 471 472 473 2
132 122 131 16 474 475 476 2
122 118 131 16 477 478 479 2
106 105 99 2 480 481 482 2
99 107 106 2 483 484 485 2
145 139 146 4 486 487 488 2
144 146 151 4 489 490 491 2
134 123 133 16 492 493 494 2
123 119 133 16 495 496 497 2
109 108 100 1 498 499 500 2
100 110 109 1 501 502 503 2
148 140 149 2 504 505 506 2
147 149 152 2 507 508 509 2
136 124 135 16 510 511 512 2
124 120 135 16 513 514 515 2
112 111 101 1 516 517 518 2
101 113 112 1 519 520 521 2
174 172 175 2 522 523 524 2
173 175 176 2 525 526 527 2
189 192 195 1 528 529 530 2
73 15 72 2 531 532 533 2
181 72 20 128 534 535 536 2
20 74 181 128 20 537 538 2
74 21 182 64 539 540 541 2
195 196 189 1 542 543 544 2
17 64 76 4 545 546 547 2
64 16 75 2 548 549 550 2
183 75 21 128 551 552 553 2
21 77 183 128 554 555 556 2
77 22 184 64 557 558 559 2
76 78 17 4 560 561 562 2
18 67 79 2 563 564 565 2
193 190 197 1 566 567 568 2
185 78 22 128 569 570 571 2
22 80 185 128 572 573 574 2
80 23 186 64 575 576 577 2
79 81 18 2 578 579 580 2
211 70 82 2 581 582 583 2
194 191 199 1 584 585 586 2
187 81 23 128 587 588 589 2
23 83 187 128 590 591 592 2
83 24 188 64 593 594 595 2
82 84 19 2 596 597 598 2
71 210 27 32 599 600 601 1
84 24 28 32 602 603 28 1
164 153 160 8 604 605 606 2
114 102 103 2 607 608 609 2
165 161 166 8 610 611 612 2
154 157 165 8 613 614 615 2
166 154 165 8 616 617 618 2
115 105 106 2 619 620 621 2
167 162 168 8 622 623 624 2
155 158 167 8 625 626 627 2
168 155 167 8 628 629 630 2
116 108 109 1 631 632 633 2
169 163 170 8 634 635 636 2
156 159 169 8 637 638 639 2
170 156 169 8 640 641 642 2
117 111 112 1 643 644 645 2
208 71 27 32 646 647 648 2
177 178 180 8 649 650 651 2
121 137 129 16 652 653 654 2
220 216 215 16 655 656 657 3
31 95 94 8 31 658 659 3
94 30 46 16 660 661 662 3
0 93 95 8 663 664 665 3
29 30 95 16 666 30 667 3
5 94 96 1 5 94 668 3
46 47 96 16 46 47 669 3
48 96 97 1 48 96 97 3
60 85 114 2 670 671 672 2
114 103 60 2 673 674 675 2
104 60 103 2 676 677 103 2
60 104 61 2 678 679 680 2
63 87 115 2 681 682 683 2
115 106 63 2 684 685 686 2
107 63 106 2 687 688 106 2
63 107 64 2 689 690 691 2
66 89 116 1 692 693 694 2
116 109 66 1 695 696 697 2
110 66 109 1 698 699 109 2
69 91 117 1 700 701 702 2
117 112 69 1 703 704 705 2
113 69 112 1 706 707 112 2
69 113 70 1 708 709 710 2
98 15 104 2 98 711 712 2
61 104 15 2 713 104 15 2
62 16 99 2 714 715 716 2
99 105 62 2 717 718 719 2
16 64 107 2 720 721 722 2
107 99 16 2 107 99 723 2
65 17 100 1 724 725 726 2
100 108 65 1 727 728 729 2
190 193 110 1 730 731 732 2
110 100 190 1 733 734 735 2
68 18 101 1 736 737 738 2
101 111 68 1 739 740 741 2
191 194 202 1 742 743 744 2
202 201 191 1 745 746 747 2
85 59 102 8 748 749 750 2
102 114 85 2 102 114 751 2
115 62 105 2 752 753 105 2
62 115 87 2 754 115 755 2
116 65 108 1 756 757 108 2
65 116 89 1 758 116 759 2
117 68 111 1 760 761 111 2
68 117 91 1 762 117 763 2
85 60 125 16 764 765 766 2
125 129 85 16 767 768 769 2
60 86 130 16 770 771 772 2
130 125 60 16 773 125 774 2
87 63 126 16 775 776 777 2
126 131 87 16 778 779 780 2
63 88 132 16 781 782 783 2
132 126 63 16 784 126 785 2
89 66 127 16 786 787 788 2
127 133 89 16 789 790 791 2
66 90 134 16 792 793 794 2
134 127 66 16 795 127 796 2
91 69 128 16 797 798 799 2
128 135 91 16 800 801 802 2
69 92 136 16 803 804 805 2
136 128 69 16 806 128 807 2
122 1 118 16 808 809 810 2
1 122 36 16 811 812 813 2
123 40 119 16 814 815 816 2
2 119 40 16 817 818 819 2
44 3 120 16 820 821 822 2
120 124 44 16 823 824 825 2
86 32 121 16 826 827 828 2
121 130 86 16 829 130 830 2
137 85 129 16 831 832 129 2
85 137 93 16 833 834 835 2
88 36 122 16 836 837 838 2
122 132 88 16 122 132 839 2
118 87 131 16 840 841 131 2
87 118 1 16 842 118 843 2
90 40 123 16 844 845 846 2
123 134 90 16 123 134 847 2
119 89 133 16 848 849 133 2
89 119 2 16 850 119 851 2
92 44 124 16 852 853 854 2
124 136 92 16 124 136 855 2
120 91 135 16 856 857 135 2
91 120 3 16 858 120 859 2
222 220 223 16 860 861 862 2
220 222 216 16 863 864 865 2
142 141 60 1 866 867 868 2
63 64 145 4 869 870 871 2
145 144 63 4 872 873 874 2
66 67 148 2 875 876 877 2
148 147 66 2 878 879 880 2
142 192 138 1 881 882 883 2
189 138 192 1 884 885 886 2
138 62 143 1 887 888 889 2
62 138 16 1 890 891 892 2
62 86 150 1 893 894 895 2
150 143 62 1 896 143 897 2
150 60 141 1 898 899 141 2
60 150 86 1 900 150 901 2
145 64 139 4 145 902 903 2
17 139 64 4 904 905 64 2
139 65 146 4 906 907 908 2
65 139 17 4 909 139 910 2
65 88 151 4 911 912 913 2
151 146 65 4 914 146 915 2
151 63 144 4 916 917 144 2
63 151 88 4 63 151 918 2
148 67 140 2 148 919 920 2
18 140 67 2 921 922 923 2
140 68 149 2 924 925 926 2
68 140 18 2 927 140 928 2
68 90 152 2 929 930 931 2
152 149 68 2 932 149 933 2
152 66 147 2 934 935 147 2
66 152 90 2 936 152 937 2
1 32 157 8 938 939 940 2
157 154 1 8 941 942 943 2
2 36 158 8 944 945 946 2
158 155 2 8 947 948 949 2
214 218 225 8 950 951 952 2
225 224 214 8 953 954 955 2
171 0 153 8 956 957 153 2
0 171 93 8 0 958 959 2
85 93 171 8 960 961 962 2
171 164 85 8 171 963 964 2
160 85 164 8 965 966 164 2
85 160 59 8 85 160 59 2
86 62 161 8 967 968 969 2
161 165 86 8 970 971 972 2
62 87 166 8 973 974 975 2
166 161 62 8 976 161 62 2
157 86 165 8 977 978 165 2
86 157 32 8 86 157 979 2
87 1 154 8 980 1 981 2
154 166 87 8 154 166 87 2
88 65 162 8 982 983 984 2
162 167 88 8 985 986 987 2
65 89 168 8 988 989 990 2
168 162 65 8 991 162 65 2
158 88 167 8 992 993 167 2
88 158 36 8 88 158 36 2
89 2 155 8 994 2 995 2
155 168 89 8 155 168 89 2
90 68 163 8 996 997 998 2
163 169 90 8 999 1000 1001 2
68 91 170 8 1002 1003 1004 2
170 163 68 8 1005 163 68 2
159 90 169 8 1006 1007 169 2
90 159 40 8 90 1008 1009 2
91 3 156 8 1010 1011 1012 2
156 170 91 8 1013 170 91 2
69 70 174 2 1014 1015 1016 2
174 173 69 2 1017 1018 1019 2
71 92 176 2 1020 1021 1022 2
176 175 71 2 1023 1024 1025 2
70 211 172 2 1026 1027 1028 2
172 174 70 2 1029 174 1030 2
210 71 175 2 1031 1032 1033 2
175 172 211 2 1034 172 1035 2
176 69 173 2 1036 1037 173 2
69 176 92 2 69 176 1038 2
92 71 179 8 1039 1040 1041 1
179 180 92 8 1042 1043 1044 1
179 207 177 8 1045 1046 1047 1
208 179 71 8 1048 1049 71 1
206 44 178 8 1050 1051 1052 2
178 177 207 8 1053 177 1054 2
178 44 180 8 1055 1056 1057 2
92 180 44 8 92 180 1058 2
181 74 73 64 1059 74 1060 2
73 72 181 2 1061 72 181 2
182 21 75 128 1062 21 1063 2
203 196 195 1 1064 1065 1066 2
183 77 76 64 1067 77 1068 2
76 75 183 2 1069 1070 183 2
184 22 78 128 1071 22 1072 2
184 78 76 4 184 1073 76 2
185 80 79 64 1074 80 1075 2
198 197 204 1 1076 1077 1078 2
186 23 81 128 1079 23 1080 2
186 81 79 2 186 1081 1082 2
187 83 82 64 1083 83 1084 2
200 199 205 1 1085 1086 1087 2
188 24 84 3 1088 24 1089 2
188 84 82 2 188 84 1090 2
61 73 195 1 1091 1092 1093 2
195 192 61 1 1094 1095 1096 2
73 182 203 1 1097 1098 1099 2
203 195 73 1 1100 195 73 2
79 67 193 1 1101 1102 1103 2
193 198 79 1 1104 1105 1106 2
82 70 194 1 1107 1108 1109 2
194 200 82 1 1110 1111 1112 2
113 101 201 1 1113 1114 1115 2
201 202 113 1 1116 1117 1118 2
75 16 189 1 1119 1120 1121 2
189 196 75 1 1122 1123 1124 2
17 78 197 1 1125 1126 1127 2
197 190 17 1 1128 1129 1130 2
78 185 204 1 1131 1132 1133 2
204 197 78 1 1134 197 78 2
18 81 199 1 1135 1136 1137 2
199 191 18 1 1138 1139 1140 2
81 187 205 1 1141 1142 1143 2
205 199 81 1 1144 199 81 2
60 61 192 1 1145 61 1146 2
192 142 60 1 192 142 60 2
67 66 110 1 1147 66 1148 2
110 193 67 1 110 193 67 2
70 113 202 1 1149 113 1150 2
202 194 70 1 202 194 70 2
100 17 190 1 100 17 190 2
101 18 191 1 1151 18 1152 2
191 201 101 1 191 201 101 2
138 189 16 1 138 189 16 2
182 75 196 1 1153 75 1154 2
196 203 182 1 196 203 182 2
185 79 198 1 1155 79 1156 2
198 204 185 1 198 204 185 2
187 82 200 1 1157 1158 1159 2
200 205 187 1 200 205 187 2
4 206 207 8 1160 1161 1162 3
4 207 208 8 1163 1164 1165 3
4 208 209 0 1166 1167 1168 3
19 210 211 2 1169 1170 1171 1
44 206 4 8 44 1172 4 3
209 208 25 32 209 1173 1174 1
212 25 208 32 212 25 1175 1
210 19 27 32 1176 1177 1178 1
213 27 19 32 213 27 1179 1
82 19 211 2 82 19 1180 2
175 211 210 2 175 211 210 2
179 208 207 8 179 208 1181 1
178 207 206 8 178 207 206 2
32 29 215 16 1182 1183 1184 3
215 216 32 16 1185 1186 1187 3
41 38 217 8 1188 1189 1190 3
217 219 41 8 1191 1192 1193 3
38 40 218 8 1194 1195 1196 3
218 217 38 8 1197 217 38 3
95 93 220 16 1198 1199 1200 3
220 221 95 16 1201 1202 1203 3
29 95 221 16 1204 95 1205 3
221 215 29 16 221 215 29 3
3 41 219 8 1206 41 1207 3
219 214 3 8 219 1208 1209 3
159 156 224 8 1210 1211 1212 2
224 225 159 8 1213 1214 1215 2
137 121 222 16 1216 1217 1218 2
222 223 137 16 1219 1220 1221 2
121 32 216 16 1222 32 1223 2
216 222 121 16 216 222 121 2
93 137 223 16 1224 137 1225 2
223 220 93 16 223 220 93 2
40 159 225 8 1226 159 1227 2
225 218 40 8 225 218 40 2
156 3 214 8 1228 3 1229 2
214 224 156 8 214 224 156 2
tverts 1230
0.5 0.516624 0
0.564121 0.600299 0
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0.53155 0.603592 0
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0.580373 0.576262 0
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endnode
endmodelgeom tmd19_00139
donemodel tmd19_00139
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