Jaysyn904 0e50bac3bc Added Deep Caves tileset.
Added Deep Caves tileset.  Recreated Troll Mound & all related NPCs & items to be closer to PnP. Full compile.
2022-12-10 23:27:18 -05:00

8441 lines
212 KiB
Plaintext

# Exported from NWmax 0.8 b60 at 8/21/2019 7:12:25 PM
# mdl file
#
#NWmax MODEL ASCII
# model: tmd19_00364
#local file: C:\GMAX\Scenes\Tilesets\Tileset 2019\Tileset2019_Basetiles 381.gmax
filedependancy Tileset2019_Basetiles 381.gmax
newmodel tmd19_00364
setsupermodel tmd19_00364 NULL
classification Tile
#NWmax GEOM ASCII
beginmodelgeom tmd19_00364
node dummy tmd19_00364
parent NULL
endnode
#Tile trimesh node
node trimesh SmoothFloor1161
parent tmd19_00364
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specular 0.0 0.0 0.0
shininess 0.0
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parent tmd19_00364
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node trimesh col_96
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node trimesh Mesh204
parent tmd19_00364
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64 63 65 1 421 420 422 1
65 21 64 1 424 423 64 1
18 17 49 1 425 17 426 1
66 49 62 1 428 427 429 1
18 49 66 1 18 430 66 1
80 67 63 1 80 67 63 1
33 21 65 1 431 21 432 1
67 33 65 1 433 33 434 1
63 67 65 1 436 435 65 1
29 27 68 1 438 437 439 1
68 69 29 2 68 69 29 1
68 27 28 1 440 27 441 1
28 67 70 1 443 442 444 1
70 68 28 1 446 445 28 1
34 1 71 1 448 447 449 1
34 71 73 1 451 450 452 1
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46 88 76 2 457 456 458 1
76 92 2 4 460 459 461 1
2 46 76 1 2 46 462 1
70 67 80 1 70 67 80 1
57 60 77 1 464 463 465 1
49 57 77 1 49 57 466 1
78 89 50 1 78 89 50 1
50 11 79 1 468 467 469 1
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78 50 79 1 471 470 472 1
63 45 80 1 63 45 80 1
71 1 38 1 473 1 474 1
38 176 71 1 476 475 477 1
29 176 38 1 479 478 38 1
29 69 81 2 29 69 81 1
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73 71 176 1 480 71 481 1
176 81 73 2 176 81 73 1
35 34 75 1 483 482 484 1
82 5 35 1 486 485 487 1
35 75 82 1 35 75 82 1
75 34 72 1 488 34 489 5
40 39 84 4 40 39 84 4
86 59 42 1 86 59 42 4
42 85 86 4 42 85 86 4
83 85 42 4 83 85 42 4
144 87 44 2 144 87 44 6
89 88 47 1 89 88 47 1
146 88 89 8 146 88 89 1
48 77 91 2 48 77 91 1
91 90 48 4 91 90 48 1
149 90 91 1 149 90 91 1
84 52 153 2 84 52 153 1
84 39 52 4 84 39 52 1
153 52 92 16 153 52 92 1
61 48 90 4 61 48 90 1
90 94 61 4 90 94 61 1
90 149 94 1 90 149 94 1
69 95 96 1 69 95 96 1
69 68 97 4 69 68 97 1
97 95 69 8 97 95 69 1
169 95 97 2 169 95 97 1
97 68 70 4 97 68 70 1
98 97 70 4 98 97 70 1
169 97 98 2 169 97 98 1
72 73 100 4 72 73 100 1
100 99 72 4 100 99 72 1
78 101 89 4 78 101 89 5
102 101 78 4 102 101 78 5
60 59 86 1 60 59 86 4
45 44 87 8 45 44 87 6
87 80 45 8 87 80 45 6
87 4 80 16 87 4 80 6
144 44 74 2 144 44 74 6
74 61 94 4 74 61 94 6
94 144 74 2 94 144 74 6
76 177 92 32 76 177 92 1
88 177 76 16 88 177 76 1
70 80 103 4 70 80 103 1
103 98 70 4 103 98 70 1
77 60 93 4 77 60 93 1
93 91 77 8 93 91 77 1
102 178 104 1 102 178 104 1
105 178 102 8 105 178 102 1
105 5 106 8 105 5 106 1
106 178 105 8 106 178 105 1
106 3 104 1 106 3 104 1
104 178 106 1 104 178 106 1
80 4 107 32 80 4 107 1
107 103 80 32 107 103 80 1
108 96 170 16 108 96 170 1
81 96 108 32 81 96 108 1
81 69 96 32 81 69 96 1
96 95 170 16 96 95 170 1
100 73 81 32 100 73 81 1
108 100 81 32 108 100 81 1
109 3 106 1 109 3 106 1
106 5 82 8 106 5 82 1
82 109 106 2 82 109 106 1
82 75 110 4 82 75 110 1
110 109 82 2 110 109 82 1
75 72 99 8 75 72 99 5
99 110 75 8 99 110 75 5
112 146 111 64 491 490 492 1
112 111 114 64 494 493 495 1
115 112 114 64 497 496 498 1
113 112 115 64 500 499 501 1
116 6 117 64 503 502 504 1
114 111 116 64 506 505 507 1
116 117 114 64 509 508 510 1
118 6 116 64 512 511 513 1
111 118 116 64 515 514 116 1
122 120 121 64 517 516 518 1
119 120 122 64 520 519 521 1
121 120 124 64 523 522 524 1
125 121 124 64 526 525 527 1
123 121 125 64 529 528 530 1
124 120 127 64 532 531 533 1
127 114 117 64 535 534 536 1
117 124 127 64 538 537 539 1
117 6 126 64 541 540 542 1
126 124 117 64 544 543 117 1
115 114 127 64 545 114 546 1
120 119 128 64 548 547 549 1
128 127 120 64 551 550 120 1
115 127 128 64 552 127 553 1
130 7 129 64 555 554 556 1
132 129 131 64 558 557 559 1
130 129 132 64 561 560 562 1
131 129 134 64 564 563 565 1
134 124 126 64 567 566 568 1
126 131 134 64 570 569 571 1
126 6 133 64 573 572 574 1
133 131 126 64 576 575 126 1
125 124 134 64 577 124 578 1
129 7 135 64 580 579 581 1
135 134 129 64 583 582 129 1
125 134 135 64 584 134 585 1
136 8 137 64 587 586 588 1
138 6 139 64 590 589 591 1
139 3 137 64 593 592 594 1
137 8 138 64 596 595 597 1
138 139 137 64 599 598 600 1
140 131 133 64 602 601 603 1
133 6 138 64 605 604 606 1
138 8 140 64 608 607 609 1
140 133 138 64 610 133 138 1
132 131 140 64 611 131 612 1
140 8 141 64 614 613 615 1
132 140 141 64 616 140 617 1
143 83 40 64 143 83 40 4
40 84 154 64 40 84 154 4
154 143 40 64 154 143 40 4
161 86 85 2 161 86 85 4
85 83 143 64 85 83 143 4
142 161 85 64 142 161 85 4
142 85 143 64 142 85 143 4
144 163 145 64 144 163 145 6
145 4 87 1 145 4 87 6
144 145 87 1 144 145 87 6
147 88 146 8 147 88 146 1
146 156 147 64 619 618 620 1
149 91 148 1 149 91 148 1
149 148 151 64 149 148 151 1
151 150 149 64 622 621 623 1
151 157 119 64 625 624 626 1
119 150 151 64 628 627 629 1
119 122 150 64 631 630 632 1
146 89 152 8 146 89 152 1
152 111 146 64 634 633 635 1
154 84 153 1 154 84 153 1
153 156 154 64 637 636 638 1
154 156 113 64 640 639 641 1
113 143 154 64 643 642 644 1
155 143 113 64 646 645 647 1
156 112 113 64 649 648 650 1
113 115 155 64 113 651 652 1
146 112 156 64 653 112 654 1
119 157 158 64 656 655 657 1
128 119 158 64 658 119 659 1
158 157 159 64 661 660 662 1
159 143 155 64 664 663 665 1
155 158 159 64 667 666 668 1
155 115 128 64 669 115 670 1
128 158 155 64 128 158 155 1
142 143 159 64 672 671 673 1
159 157 142 64 159 674 675 1
160 161 157 64 160 161 157 1
93 161 160 16 93 161 160 1
93 60 161 32 93 60 161 1
157 161 142 64 157 161 142 1
162 94 149 8 162 94 149 1
163 94 162 16 163 94 162 1
163 179 145 64 163 179 145 1
163 162 164 64 677 676 678 1
164 179 163 64 680 679 681 1
179 4 145 64 179 4 145 1
164 162 166 64 683 682 684 1
166 121 123 64 686 685 687 1
123 164 166 64 689 688 690 1
123 125 165 64 692 691 693 1
165 164 123 64 695 694 123 1
122 121 166 64 696 121 697 1
162 149 150 64 699 698 700 1
150 166 162 64 702 701 703 1
122 166 150 64 122 166 150 1
168 7 167 64 168 7 167 1
135 7 168 64 705 704 706 1
168 164 165 64 708 707 709 1
165 135 168 64 711 710 712 1
165 125 135 64 165 125 135 1
168 4 179 64 168 4 179 1
179 164 168 64 179 164 168 1
130 132 170 64 130 132 170 1
95 130 170 4 95 130 170 1
169 130 95 4 169 130 95 1
169 7 130 64 169 7 130 1
171 8 136 64 714 713 715 1
99 100 172 1 99 100 172 1
171 136 173 64 717 716 718 1
173 172 171 64 720 719 721 1
99 172 173 1 99 172 173 1
60 86 161 8 60 86 161 4
94 163 144 16 94 163 144 6
153 92 177 8 153 92 177 1
177 88 147 8 177 88 147 1
147 156 153 64 722 156 723 1
153 177 147 8 153 177 147 1
98 103 167 2 98 103 167 1
167 7 169 64 167 7 169 1
169 98 167 2 169 98 167 1
148 91 93 16 148 91 93 1
160 148 93 16 160 148 93 1
160 157 151 64 160 157 151 1
151 148 160 2 151 148 160 1
104 3 139 64 725 724 726 1
139 6 118 64 727 6 728 1
118 104 139 64 730 729 139 1
118 111 174 64 732 731 733 1
174 104 118 64 735 734 118 1
174 102 104 1 174 102 104 1
107 4 168 64 107 4 168 1
167 107 168 64 167 107 168 1
167 103 107 2 167 103 107 1
170 132 141 64 737 736 738 1
141 175 170 64 740 739 741 1
141 8 171 64 742 8 743 1
171 175 141 64 745 744 141 1
172 100 108 16 172 100 108 1
108 170 175 16 108 170 175 1
175 171 172 64 746 171 747 1
172 108 175 16 172 108 175 1
137 3 109 64 137 3 109 1
109 136 137 64 109 136 137 1
110 173 109 16 110 173 109 5
110 99 173 32 110 99 173 5
173 136 109 64 173 136 109 5
16 0 37 1 748 0 749 1
37 5 105 1 751 750 752 1
105 16 37 1 754 753 37 1
105 102 79 2 105 102 79 1
79 16 105 1 756 755 757 1
79 11 16 1 758 11 16 1
152 89 101 8 152 89 101 1
101 102 174 1 101 102 174 1
174 111 152 64 759 111 760 1
152 101 174 64 762 761 763 1
tverts 764
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endnode
endmodelgeom tmd19_00364
donemodel tmd19_00364