392 lines
10 KiB
Plaintext
392 lines
10 KiB
Plaintext
# Exported from NWmax 0.8 b60 at 2/4/2006 12:10:27 AM
|
|
# mdl file
|
|
#
|
|
#NWmax MODEL ASCII
|
|
# model: pme2_shinr186
|
|
#local file: D:\3dsMax8\Scripts\NWmax\supermodels\pme2joust.max
|
|
filedependancy pme2joust.max
|
|
newmodel pme2_shinr186
|
|
setsupermodel pme2_shinr186 NULL
|
|
classification Character
|
|
setanimationscale 1.0
|
|
#NWmax GEOM ASCII
|
|
beginmodelgeom pme2_shinr186
|
|
node dummy pme2_shinr186
|
|
parent NULL
|
|
endnode
|
|
node trimesh pme2_shinr186g
|
|
parent pme2_shinr186
|
|
position 0.0 0.0 0.0
|
|
orientation 1.0 0.0 0.0 0.0
|
|
wirecolor 0.0313726 0.0313726 0.0313726
|
|
tilefade 0
|
|
scale 1.0
|
|
render 1
|
|
Shadow 1
|
|
beaming 0
|
|
inheritcolor 0
|
|
rotatetexture 0
|
|
alpha 1.0
|
|
transparencyhint 0
|
|
selfillumcolor 0.0 0.0 0.0
|
|
ambient 1.0 1.0 1.0
|
|
Diffuse 1.0 1.0 1.0
|
|
Specular 0.0 0.0 0.0
|
|
shininess 10
|
|
center 2.29164 -3.1323 -15.5266
|
|
bitmap shin
|
|
verts 56
|
|
0.0557543 -0.02025 0.00653408
|
|
0.0545483 0.00818157 -0.00482185
|
|
0.026301 0.021431 0.027782
|
|
-0.032876 0.0170896 0.0298333
|
|
-0.0383712 -0.0494296 0.0167353
|
|
0.0264139 -0.0531781 0.0177018
|
|
0.0334607 0.0511605 0.0367093
|
|
0.00387114 0.0726259 -0.00273428
|
|
0.00481684 0.0646685 0.0450039
|
|
0.0487896 0.0237179 0.0248993
|
|
0.0424761 0.0355454 -0.0280385
|
|
-0.0263339 0.0518605 0.0359451
|
|
-0.0421564 0.0257986 0.023147
|
|
0.00209404 0.0574657 -0.0439312
|
|
-0.0358116 0.0420684 -0.0254973
|
|
0.0583852 -0.0582511 -0.0556627
|
|
0.0594421 0.00873291 -0.00645737
|
|
0.00898069 -0.0924477 -0.0595029
|
|
0.0451686 0.0158616 -0.116352
|
|
0.0465434 0.0379445 -0.030293
|
|
0.00209502 0.0620436 -0.0468081
|
|
0.0653085 -0.0996603 -0.160771
|
|
-0.0457738 -0.0468474 -0.378653
|
|
0.000514547 -0.0356088 -0.416266
|
|
-0.00311176 -0.10263 -0.378873
|
|
-0.0482549 -0.0890007 -0.14559
|
|
0.00628686 -0.119677 -0.150789
|
|
-0.0454864 -0.0547801 -0.061807
|
|
-0.0073462 0.0211425 -0.389267
|
|
-0.033134 -0.00556231 -0.333196
|
|
-0.00515801 0.0150593 -0.339606
|
|
-0.0390999 0.0159768 -0.122228
|
|
-0.0433603 -0.0564325 -0.314038
|
|
0.0391495 -0.0528876 -0.321145
|
|
0.0211461 -0.00649033 -0.335024
|
|
0.0452904 -0.0440829 -0.383766
|
|
-0.039916 0.0444956 -0.0279033
|
|
-0.000108968 -0.0988992 -0.325908
|
|
0.0057163 -0.135272 -0.159379
|
|
-0.0460275 0.00152368 -0.00804454
|
|
-0.0509279 0.00134824 -0.00951463
|
|
0.0414294 0.0412468 0.0416842
|
|
0.0593782 0.0275715 0.0345884
|
|
0.0485549 0.0641428 -0.00810688
|
|
0.0470954 -0.0546888 0.00773196
|
|
0.0594542 -0.0450412 -0.0478262
|
|
0.0801239 0.0246229 -0.0656658
|
|
0.0738771 -0.00432885 0.0223484
|
|
0.0782395 -0.0223621 -0.074362
|
|
0.0638782 -0.0742218 0.0491429
|
|
0.0625191 0.0319859 0.0883195
|
|
0.0669661 -0.0385792 0.0102814
|
|
0.0844863 0.00976659 0.105733
|
|
0.0967607 -0.0337858 0.102905
|
|
0.0885364 -0.0658291 0.0785365
|
|
0.0690666 0.0641671 -0.0366915
|
|
faces 104
|
|
0 1 2 1 92 93 94 6
|
|
3 4 2 1 184 96 185 1
|
|
4 5 2 1 96 98 97 1
|
|
5 0 2 1 98 92 97 6
|
|
6 7 8 1 105 106 144 1
|
|
6 2 9 1 99 186 102 4
|
|
1 10 9 1 100 176 175 3
|
|
3 11 12 1 95 172 173 3
|
|
13 14 7 1 179 180 106 1
|
|
12 11 14 1 178 177 180 1
|
|
0 15 16 1 92 171 110 6
|
|
4 17 5 1 96 111 98 4
|
|
5 15 0 1 98 109 92 4
|
|
15 18 19 1 109 112 113 4
|
|
18 20 19 1 112 114 113 4
|
|
15 21 18 1 109 115 112 4
|
|
22 23 24 1 117 118 119 4
|
|
17 25 26 1 111 135 136 4
|
|
17 27 25 1 111 125 135 4
|
|
28 22 29 1 126 116 127 4
|
|
20 30 31 1 114 128 129 4
|
|
31 32 25 1 129 130 124 4
|
|
34 21 33 1 134 115 131 4
|
|
21 34 18 1 115 134 112 4
|
|
35 23 28 1 132 133 122 4
|
|
23 22 28 1 133 123 122 4
|
|
34 28 30 1 134 126 128 4
|
|
22 32 29 1 116 130 127 4
|
|
35 28 34 1 138 126 134 4
|
|
31 36 20 1 129 183 114 4
|
|
2 6 8 1 186 99 101 4
|
|
31 25 27 1 129 124 182 4
|
|
21 17 26 1 115 111 136 4
|
|
25 37 38 1 135 142 143 4
|
|
21 26 38 1 115 136 143 4
|
|
26 25 38 1 136 135 143 4
|
|
21 38 37 1 115 143 142 4
|
|
25 32 37 1 135 137 142 4
|
|
37 33 21 1 142 131 115 4
|
|
23 35 24 1 118 139 119 4
|
|
32 31 29 1 130 129 127 4
|
|
33 35 34 1 131 138 134 4
|
|
3 39 4 1 184 120 96 4
|
|
27 17 4 1 125 111 96 4
|
|
6 9 10 1 105 175 176 1
|
|
15 19 16 1 109 113 110 6
|
|
5 17 15 1 98 111 109 4
|
|
11 3 8 1 172 95 101 4
|
|
36 31 27 1 183 129 182 4
|
|
36 27 40 1 168 125 120 4
|
|
33 24 35 1 131 121 138 4
|
|
24 33 37 1 121 131 142 4
|
|
22 37 32 1 117 142 137 4
|
|
37 22 24 1 142 117 121 4
|
|
21 15 17 1 115 109 111 4
|
|
20 18 30 1 114 112 128 4
|
|
28 29 30 1 126 127 128 4
|
|
6 10 7 1 105 176 106 1
|
|
11 8 7 1 177 144 106 1
|
|
10 13 7 1 176 179 106 1
|
|
14 11 7 1 180 177 106 1
|
|
8 3 2 1 101 95 186 4
|
|
2 1 9 1 186 187 102 4
|
|
12 14 39 1 178 180 181 4
|
|
27 4 40 1 125 96 120 4
|
|
3 12 39 1 95 173 174 4
|
|
1 0 16 1 93 92 169 6
|
|
4 39 40 1 103 141 170 4
|
|
39 36 40 1 141 140 170 4
|
|
36 39 14 1 140 141 108 4
|
|
14 20 36 1 108 114 140 4
|
|
20 14 13 1 114 108 107 4
|
|
13 19 20 1 107 113 114 4
|
|
19 13 10 1 113 107 104 4
|
|
10 16 19 1 104 110 113 6
|
|
16 10 1 1 110 104 93 6
|
|
30 29 31 1 128 127 129 4
|
|
18 34 30 1 112 134 128 4
|
|
41 42 43 1 145 146 147 4
|
|
44 43 45 1 150 149 151 5
|
|
43 44 41 1 149 150 148 5
|
|
46 47 48 1 154 158 159 1
|
|
44 50 41 1 150 149 148 2
|
|
50 44 49 1 149 150 157 2
|
|
45 51 44 1 153 162 152 1
|
|
42 41 50 1 146 145 161 4
|
|
42 50 52 1 146 161 163 4
|
|
47 53 54 1 158 164 165 4
|
|
47 46 55 1 158 154 166 1
|
|
51 49 44 1 162 160 152 4
|
|
48 55 46 1 156 167 155 5
|
|
48 47 51 1 159 158 162 1
|
|
47 55 42 1 158 166 146 1
|
|
52 54 53 1 167 156 155 2
|
|
47 52 53 1 158 163 164 4
|
|
47 54 51 1 158 165 162 4
|
|
48 51 45 1 159 162 153 1
|
|
42 55 43 1 146 166 147 1
|
|
42 52 47 1 146 163 158 4
|
|
51 54 49 1 162 165 160 4
|
|
52 49 54 1 167 157 156 2
|
|
49 52 50 1 157 167 149 2
|
|
45 55 48 1 151 167 156 5
|
|
55 45 43 1 167 151 149 5
|
|
tverts 188
|
|
0.69053 0.480572 0
|
|
0.560484 0.504707 0
|
|
0.442204 0.653487 0
|
|
0.120513 0.686912 0
|
|
0.861368 0.478611 0
|
|
0.755286 0.400726 0
|
|
0.726099 0.47885 0
|
|
0.413404 0.733197 0
|
|
0.659444 0.745041 0
|
|
0.321282 0.733197 0
|
|
0.516007 0.733197 0
|
|
-0.17894 0.45877 0
|
|
0.45144 0.506508 0
|
|
0.436342 0.745041 0
|
|
0.325095 0.632332 0
|
|
0.312872 0.504028 0
|
|
0.0931752 0.503573 0
|
|
0.680975 0.375604 0
|
|
0.555297 0.495647 0
|
|
0.767871 0.387039 0
|
|
0.430451 0.359594 0
|
|
0.441093 0.495647 0
|
|
0.324094 0.498313 0
|
|
0.670144 0.260642 0
|
|
0.00248016 0.0091962 0
|
|
1.00498 0.0091962 0
|
|
0.433853 0.0825792 0
|
|
0.62881 0.0091962 0
|
|
0.925054 0.494827 0
|
|
0.627688 0.0091962 0
|
|
0.320984 0.0091962 0
|
|
0.0 0.0091962 0
|
|
-0.0478935 0.258162 0
|
|
0.898938 0.380466 0
|
|
0.320637 0.0091962 0
|
|
0.189783 0.0688277 0
|
|
0.327982 0.0717628 0
|
|
0.194586 0.352693 0
|
|
0.0 0.0717628 0
|
|
0.561132 0.0717628 0
|
|
0.441286 0.0091962 0
|
|
0.399113 0.0702953 0
|
|
0.947917 0.25963 0
|
|
0.791756 0.268131 0
|
|
1.0 0.0717628 0
|
|
0.437402 0.0091962 0
|
|
0.0778067 0.495875 0
|
|
-0.0675708 0.502105 0
|
|
0.739677 0.0717628 0
|
|
0.825101 0.253853 0
|
|
0.321279 0.745041 0
|
|
-0.50186 1.9998 0
|
|
-0.504118 1.94318 0
|
|
-0.151473 1.9998 0
|
|
0.424946 1.75243 0
|
|
0.175387 1.7512 0
|
|
0.400006 1.99834 0
|
|
0.284527 1.99834 0
|
|
-0.499602 1.75264 0
|
|
-0.140538 1.75586 0
|
|
-0.0113426 1.86444 0
|
|
0.0112431 1.93883 0
|
|
0.147636 2.00008 0
|
|
0.285221 1.99834 0
|
|
-0.499602 1.86331 0
|
|
-0.00754634 1.82316 0
|
|
-0.849007 1.75711 0
|
|
-0.865435 1.9998 0
|
|
-0.499602 1.78437 0
|
|
-0.995136 1.93302 0
|
|
-0.997796 1.86331 0
|
|
-0.994517 1.82947 0
|
|
-0.0135017 1.92963 0
|
|
0.011479 1.82088 0
|
|
1.07333 0.491969 0
|
|
0.556142 0.495423 0
|
|
-0.0496979 0.490725 0
|
|
0.679639 0.375604 0
|
|
0.15197 0.733197 0
|
|
0.0508631 0.733197 0
|
|
-0.0326602 0.733197 0
|
|
0.543527 0.745041 0
|
|
0.493467 0.632332 0
|
|
0.176999 0.745041 0
|
|
0.0758919 0.744973 0
|
|
0.323187 0.528711 0
|
|
0.158553 0.632332 0
|
|
-0.00763155 0.744973 0
|
|
-0.100776 0.378866 0
|
|
0.913787 0.414188 0
|
|
0.436869 0.682551 0
|
|
0.634969 0.733197 0
|
|
0.69053 0.480572 0
|
|
0.560484 0.504707 0
|
|
0.442204 0.653487 0
|
|
0.120513 0.686912 0
|
|
0.861368 0.478611 0
|
|
0.755428 0.400685 0
|
|
0.726099 0.47885 0
|
|
0.413404 0.733197 0
|
|
0.659444 0.745041 0
|
|
0.321282 0.733197 0
|
|
0.516007 0.733197 0
|
|
-0.17894 0.45877 0
|
|
0.45144 0.506508 0
|
|
0.436342 0.745041 0
|
|
0.325095 0.632332 0
|
|
0.312872 0.504028 0
|
|
0.0931752 0.503573 0
|
|
0.677068 0.383416 0
|
|
0.555297 0.495647 0
|
|
0.767871 0.387039 0
|
|
0.442169 0.359594 0
|
|
0.444999 0.491741 0
|
|
0.324094 0.494407 0
|
|
0.670144 0.260642 0
|
|
0.00248016 0.0091962 0
|
|
1.00498 0.0091962 0
|
|
0.42974 0.0844236 0
|
|
0.62881 0.0091962 0
|
|
0.925054 0.494827 0
|
|
0.627688 0.0091962 0
|
|
0.320984 0.0091962 0
|
|
0.0 0.0091962 0
|
|
-0.0478935 0.258162 0
|
|
0.898938 0.380466 0
|
|
0.320637 0.0091962 0
|
|
0.189783 0.0688277 0
|
|
0.327982 0.0717628 0
|
|
0.182867 0.356599 0
|
|
0.0 0.0717628 0
|
|
0.561132 0.0717628 0
|
|
0.439924 0.0091962 0
|
|
0.437966 0.0807347 0
|
|
0.399113 0.0702953 0
|
|
0.947917 0.25963 0
|
|
0.791756 0.268131 0
|
|
1.0 0.0717628 0
|
|
0.437402 0.0091962 0
|
|
0.442649 0.0091962 0
|
|
0.0780478 0.491969 0
|
|
-0.0675708 0.502105 0
|
|
0.739677 0.0717628 0
|
|
0.825101 0.253853 0
|
|
0.321279 0.745041 0
|
|
-0.50186 1.9998 0
|
|
-0.504118 1.94318 0
|
|
-0.151473 1.9998 0
|
|
0.424946 1.75243 0
|
|
0.175387 1.7512 0
|
|
0.400006 1.99834 0
|
|
0.284527 1.99834 0
|
|
-0.499602 1.75264 0
|
|
-0.140538 1.75586 0
|
|
-0.0113426 1.86444 0
|
|
0.0112431 1.93883 0
|
|
0.147636 2.00008 0
|
|
0.285221 1.99834 0
|
|
-0.499602 1.86331 0
|
|
-0.00754634 1.82316 0
|
|
-0.849007 1.75711 0
|
|
-0.865435 1.9998 0
|
|
-0.499602 1.78437 0
|
|
-0.995136 1.93302 0
|
|
-0.997796 1.86331 0
|
|
-0.994517 1.82947 0
|
|
-0.0135017 1.92963 0
|
|
0.011479 1.82088 0
|
|
1.07333 0.491969 0
|
|
0.556988 0.495198 0
|
|
-0.0496979 0.490725 0
|
|
0.675732 0.383416 0
|
|
0.15197 0.733197 0
|
|
0.0508631 0.733197 0
|
|
-0.0326602 0.733197 0
|
|
0.543527 0.745041 0
|
|
0.493467 0.632332 0
|
|
0.176999 0.745041 0
|
|
0.0758919 0.744973 0
|
|
0.323187 0.528711 0
|
|
0.158553 0.632332 0
|
|
-0.00763155 0.744973 0
|
|
-0.100776 0.378866 0
|
|
0.0775657 0.491969 0
|
|
0.913787 0.414188 0
|
|
0.755143 0.400768 0
|
|
0.436869 0.682551 0
|
|
0.634969 0.733197 0
|
|
endnode
|
|
endmodelgeom pme2_shinr186
|
|
donemodel pme2_shinr186
|