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NWNDS/tmd19a_deepcave/tmd19_00310.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 8/19/2019 2:16:23 PM
# mdl file
#
#NWmax MODEL ASCII
# model: tmd19_00310
#local file: C:\GMAX\Scenes\Tilesets\Tileset 2019\Tileset2019_Basetiles 271.gmax
filedependancy Tileset2019_Basetiles 271.gmax
newmodel tmd19_00310
setsupermodel tmd19_00310 NULL
classification Tile
#NWmax GEOM ASCII
beginmodelgeom tmd19_00310
node dummy tmd19_00310
parent NULL
endnode
#Tile trimesh node
node trimesh SmoothFloor244
parent tmd19_00310
position 0.0 10.0 10.0
orientation 0.0 0.0 0.0 0.0
wirecolor 0.611765 0.576471 0.447059
ambient 1.0 1.0 1.0
diffuse 1.0 1.0 1.0
specular 0.0 0.0 0.0
shininess 0.0
bitmap tx_md19_cave002
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endnode
#Tile trimesh node
node trimesh col_29
parent tmd19_00310
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ambient 1.0 1.0 1.0
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shininess 0.0
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110 137 140 1 210 211 140 1
94 91 93 1 94 91 93 1
91 94 115 1 91 94 115 1
115 77 91 1 115 77 91 1
141 142 143 1 141 142 143 1
143 144 141 1 143 144 141 1
56 145 146 1 56 145 146 1
146 147 56 1 146 147 56 1
3 63 62 1 3 63 62 1
62 0 3 1 62 0 3 1
4 64 63 1 4 64 63 1
63 3 4 1 63 3 4 1
6 65 64 1 6 65 64 1
64 4 6 1 64 4 6 1
8 65 6 1 8 65 6 1
13 67 66 1 13 67 66 1
66 9 13 1 66 9 13 1
15 68 67 1 15 68 212 1
67 13 15 1 213 214 15 1
0 62 68 1 0 62 68 1
68 15 0 1 68 15 0 1
79 117 141 1 79 117 141 1
141 144 79 1 141 144 79 1
148 118 119 1 148 118 119 1
119 149 148 1 119 149 148 1
53 52 143 1 53 52 143 1
85 51 53 1 85 51 53 1
53 150 85 1 53 150 85 1
56 86 85 1 56 86 85 1
85 145 56 1 85 145 56 1
149 54 147 1 149 54 147 1
84 39 151 1 84 39 151 1
87 152 153 1 87 152 153 1
153 154 87 1 153 154 87 1
18 38 84 1 18 38 84 1
17 40 38 1 17 40 38 1
38 18 17 1 38 18 17 1
21 41 40 1 21 41 40 1
40 17 21 1 40 17 21 1
22 42 41 1 22 42 41 1
41 21 22 1 41 21 22 1
24 43 42 1 24 43 42 1
42 22 24 1 42 22 24 1
26 43 24 1 26 43 24 1
155 156 157 1 155 156 157 1
153 36 154 1 153 215 154 1
7 77 78 1 7 77 78 1
79 144 8 1 79 144 8 1
52 8 144 1 52 8 144 1
59 26 25 1 59 26 25 1
36 26 154 1 216 217 154 1
61 154 26 1 61 154 218 1
26 36 43 1 26 36 43 1
8 52 65 1 8 52 65 1
158 159 32 1 158 159 32 1
32 34 158 1 32 34 158 1
33 32 28 1 33 32 28 1
28 27 33 1 28 27 33 1
160 188 189 1 160 188 189 1
181 191 162 1 181 191 162 1
162 69 181 1 162 69 181 1
159 70 69 1 159 70 69 1
69 162 159 1 69 162 159 1
163 71 73 1 163 71 73 1
73 158 163 1 73 158 163 1
187 71 161 1 187 219 161 1
161 190 187 1 161 190 187 1
71 163 161 1 220 221 161 1
70 159 158 1 70 159 158 1
158 73 70 1 158 73 70 1
19 18 48 1 19 18 48 1
84 151 45 1 84 151 45 1
39 164 151 1 39 164 151 1
38 39 84 1 38 39 84 1
119 104 165 1 119 104 165 1
149 10 54 1 149 10 54 1
66 54 10 1 66 54 10 1
9 66 10 1 9 66 10 1
149 119 10 1 149 119 10 1
119 165 10 1 119 165 10 1
104 166 165 1 104 166 165 1
18 84 48 1 18 84 48 1
48 45 44 1 48 45 44 1
158 34 37 1 158 34 37 1
37 163 158 1 37 163 158 1
29 160 161 1 29 160 161 1
161 156 29 1 161 156 29 1
161 163 37 1 161 222 223 1
37 156 161 1 224 156 161 1
32 159 162 1 32 159 162 1
162 28 32 1 162 28 32 1
28 162 160 1 28 162 160 1
160 29 28 1 160 29 28 1
29 39 30 1 29 39 30 1
142 150 53 1 142 150 53 1
53 143 142 1 53 143 142 1
148 149 147 1 148 149 147 1
147 146 148 1 147 146 148 1
55 86 56 1 55 86 56 1
54 56 147 1 54 56 147 1
52 144 143 1 52 144 143 1
164 39 155 1 164 39 155 1
157 36 153 1 157 225 153 1
164 155 152 1 164 155 152 1
29 156 155 1 29 156 155 1
156 37 157 1 156 226 157 1
87 151 164 1 87 151 164 1
164 152 87 1 164 152 87 1
157 153 152 1 157 153 152 1
155 157 152 1 155 157 152 1
45 151 87 1 45 151 87 1
87 154 61 1 87 154 61 1
39 29 155 1 39 29 155 1
157 37 36 1 157 227 228 1
99 167 118 1 99 167 118 1
118 117 99 1 118 117 99 1
167 99 100 1 167 99 100 1
100 102 167 1 100 102 167 1
102 100 129 1 102 100 129 1
129 130 102 1 129 130 102 1
85 150 145 1 85 150 145 1
141 117 118 1 141 117 118 1
118 148 141 1 118 148 141 1
141 148 146 1 141 148 146 1
146 142 141 1 146 142 141 1
142 146 145 1 142 146 145 1
145 150 142 1 145 150 142 1
98 128 129 1 98 128 129 1
103 102 130 1 103 102 130 1
104 101 103 1 104 101 103 1
115 94 97 1 115 94 97 1
97 116 115 1 97 116 115 1
119 101 104 1 119 101 104 1
88 114 76 1 88 114 76 1
114 88 90 1 114 88 90 1
90 92 114 1 90 92 114 1
92 90 124 1 92 90 124 1
124 125 92 1 124 125 92 1
91 114 92 1 91 114 92 1
114 91 77 1 114 91 77 1
75 89 88 1 75 89 88 1
82 83 14 1 82 83 14 1
82 111 168 1 82 111 168 1
168 83 82 1 168 83 82 1
169 170 140 1 169 170 140 1
140 138 169 1 140 138 169 1
170 169 168 1 170 169 168 1
168 111 170 1 168 111 170 1
81 171 111 1 229 230 111 1
74 83 168 1 74 83 168 1
168 169 112 1 168 169 112 1
110 140 170 1 231 140 170 1
170 171 110 1 170 232 233 1
169 138 113 1 169 138 113 1
113 112 169 1 113 112 169 1
74 168 112 1 74 168 112 1
81 110 171 1 81 110 171 1
170 111 171 1 170 111 234 1
120 113 139 1 120 113 139 1
139 121 120 1 139 121 120 1
120 123 89 1 120 123 89 1
74 113 120 1 74 113 120 1
121 172 173 1 121 172 173 1
173 122 121 1 173 122 121 1
174 172 121 1 174 172 121 1
121 139 174 1 121 139 174 1
122 173 124 1 122 173 124 1
138 174 139 1 138 174 139 1
175 176 177 1 175 176 177 1
177 126 175 1 177 126 175 1
178 179 180 1 178 179 180 1
180 128 178 1 180 128 178 1
125 175 126 1 125 175 126 1
128 180 129 1 128 180 129 1
95 177 178 1 95 177 178 1
178 127 95 1 178 127 95 1
178 177 176 1 178 177 176 1
176 179 178 1 176 179 178 1
94 95 127 1 94 95 127 1
95 126 177 1 95 126 177 1
97 96 116 1 97 96 116 1
97 94 127 1 97 94 127 1
78 115 116 1 78 115 116 1
96 79 116 1 96 79 116 1
97 127 98 1 97 127 98 1
96 98 100 1 96 98 100 1
108 135 136 1 108 135 136 1
136 109 108 1 136 109 108 1
105 103 132 1 105 103 132 1
81 80 109 1 81 80 109 1
104 103 105 1 104 103 105 1
80 108 109 1 80 108 109 1
106 133 134 1 106 133 134 1
134 107 106 1 134 107 106 1
80 166 107 1 80 166 107 1
104 106 107 1 104 106 107 1
103 131 132 1 103 131 132 1
166 104 107 1 166 104 107 1
166 11 165 1 166 11 165 1
166 80 11 1 166 80 11 1
110 109 136 1 110 109 136 1
95 93 126 1 95 93 126 1
118 167 101 1 118 167 101 1
101 167 102 1 101 167 102 1
127 178 128 1 127 178 128 1
72 186 192 1 72 186 192 1
184 70 72 1 184 70 72 1
72 194 184 1 72 194 184 1
70 73 72 1 70 73 72 1
89 123 90 1 89 123 90 1
74 120 89 1 74 120 89 1
10 165 11 1 10 165 11 1
181 69 182 1 181 69 182 1
182 69 183 1 182 69 183 1
185 71 187 1 235 236 187 1
189 190 161 1 189 190 161 1
161 160 189 1 161 160 189 1
188 160 162 1 188 160 162 1
162 191 188 1 162 191 188 1
193 72 192 1 193 72 192 1
194 72 193 1 194 72 193 1
tverts 237
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endnode
endmodelgeom tmd19_00310
donemodel tmd19_00310
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