home
***
CD-ROM
|
disk
|
FTP
|
other
***
search
/
Singles Flirt Up Your Life! (German)
/
Singles Flirt Up Your Life.iso
/
data1.cab
/
CharacterLow
/
mikeNerdEyes.ams
< prev
next >
Wrap
Text File
|
2004-01-29
|
67KB
|
4,093 lines
Wonderlib::MVFMesh object
{
boneName
{
0 = R Eyeball
1 = L Eyeball
}
boneWeight
{
0
{
0 = 0 1
}
1
{
0 = 0 1
}
2
{
0 = 0 1
}
3
{
0 = 0 1
}
4
{
0 = 0 1
}
5
{
0 = 0 1
}
6
{
0 = 0 1
}
7
{
0 = 0 1
}
8
{
0 = 0 1
}
9
{
0 = 0 1
}
10
{
0 = 0 1
}
11
{
0 = 0 1
}
12
{
0 = 0 1
}
13
{
0 = 0 1
}
14
{
0 = 0 1
}
15
{
0 = 0 1
}
16
{
0 = 0 1
}
17
{
0 = 0 1
}
18
{
0 = 0 1
}
19
{
0 = 0 1
}
20
{
0 = 0 1
}
21
{
0 = 0 1
}
22
{
0 = 0 1
}
23
{
0 = 0 1
}
24
{
0 = 0 1
}
25
{
0 = 0 1
}
26
{
0 = 0 1
}
27
{
0 = 0 1
}
28
{
0 = 0 1
}
29
{
0 = 0 1
}
30
{
0 = 0 1
}
31
{
0 = 0 1
}
32
{
0 = 0 1
}
33
{
0 = 0 1
}
34
{
0 = 0 1
}
35
{
0 = 0 1
}
36
{
0 = 0 1
}
37
{
0 = 0 1
}
38
{
0 = 0 1
}
39
{
0 = 0 1
}
40
{
0 = 0 1
}
41
{
0 = 0 1
}
42
{
0 = 0 1
}
43
{
0 = 0 1
}
44
{
0 = 0 1
}
45
{
0 = 0 1
}
46
{
0 = 0 1
}
47
{
0 = 0 1
}
48
{
0 = 0 1
}
49
{
0 = 0 1
}
50
{
0 = 0 1
}
51
{
0 = 0 1
}
52
{
0 = 0 1
}
53
{
0 = 0 1
}
54
{
0 = 0 1
}
55
{
0 = 0 1
}
56
{
0 = 0 1
}
57
{
0 = 0 1
}
58
{
0 = 0 1
}
59
{
0 = 0 1
}
60
{
0 = 0 1
}
61
{
0 = 0 1
}
62
{
0 = 0 1
}
63
{
0 = 0 1
}
64
{
0 = 0 1
}
65
{
0 = 0 1
}
66
{
0 = 0 1
}
67
{
0 = 0 1
}
68
{
0 = 0 1
}
69
{
0 = 0 1
}
70
{
0 = 0 1
}
71
{
0 = 0 1
}
72
{
0 = 0 1
}
73
{
0 = 0 1
}
74
{
0 = 0 1
}
75
{
0 = 0 1
}
76
{
0 = 0 1
}
77
{
0 = 0 1
}
78
{
0 = 0 1
}
79
{
0 = 0 1
}
80
{
0 = 0 1
}
81
{
0 = 0 1
}
82
{
0 = 0 1
}
83
{
0 = 0 1
}
84
{
0 = 0 1
}
85
{
0 = 0 1
}
86
{
0 = 1 1
}
87
{
0 = 1 1
}
88
{
0 = 1 1
}
89
{
0 = 1 1
}
90
{
0 = 1 1
}
91
{
0 = 1 1
}
92
{
0 = 1 1
}
93
{
0 = 1 1
}
94
{
0 = 1 1
}
95
{
0 = 1 1
}
96
{
0 = 1 1
}
97
{
0 = 1 1
}
98
{
0 = 1 1
}
99
{
0 = 1 1
}
100
{
0 = 1 1
}
101
{
0 = 1 1
}
102
{
0 = 1 1
}
103
{
0 = 1 1
}
104
{
0 = 1 1
}
105
{
0 = 1 1
}
106
{
0 = 1 1
}
107
{
0 = 1 1
}
108
{
0 = 1 1
}
109
{
0 = 1 1
}
110
{
0 = 1 1
}
111
{
0 = 1 1
}
112
{
0 = 1 1
}
113
{
0 = 1 1
}
114
{
0 = 1 1
}
115
{
0 = 1 1
}
116
{
0 = 1 1
}
117
{
0 = 1 1
}
118
{
0 = 1 1
}
119
{
0 = 1 1
}
120
{
0 = 1 1
}
121
{
0 = 1 1
}
122
{
0 = 1 1
}
123
{
0 = 1 1
}
124
{
0 = 1 1
}
125
{
0 = 1 1
}
126
{
0 = 1 1
}
127
{
0 = 1 1
}
128
{
0 = 1 1
}
129
{
0 = 1 1
}
130
{
0 = 1 1
}
131
{
0 = 1 1
}
132
{
0 = 1 1
}
133
{
0 = 1 1
}
134
{
0 = 1 1
}
135
{
0 = 1 1
}
136
{
0 = 1 1
}
137
{
0 = 1 1
}
138
{
0 = 1 1
}
139
{
0 = 1 1
}
140
{
0 = 1 1
}
141
{
0 = 1 1
}
142
{
0 = 1 1
}
143
{
0 = 1 1
}
144
{
0 = 1 1
}
145
{
0 = 1 1
}
146
{
0 = 1 1
}
147
{
0 = 1 1
}
148
{
0 = 1 1
}
149
{
0 = 1 1
}
150
{
0 = 1 1
}
151
{
0 = 1 1
}
152
{
0 = 1 1
}
153
{
0 = 1 1
}
154
{
0 = 1 1
}
155
{
0 = 1 1
}
156
{
0 = 1 1
}
157
{
0 = 1 1
}
158
{
0 = 1 1
}
159
{
0 = 1 1
}
160
{
0 = 1 1
}
161
{
0 = 1 1
}
162
{
0 = 1 1
}
163
{
0 = 1 1
}
164
{
0 = 1 1
}
165
{
0 = 1 1
}
166
{
0 = 1 1
}
167
{
0 = 1 1
}
168
{
0 = 1 1
}
169
{
0 = 1 1
}
170
{
0 = 1 1
}
171
{
0 = 1 1
}
}
material
{
Wonderlib::Material 0
{
ambient = 0 0 0 1
bumpmap =
diffuse = 1 1 1 1
dstBlend = 5
name = IrisMat
power = 8
specular = 0 0 0 0
srcBlend = 4
texture = MikeProfessorEye
type = 1
uOffset = 0
uRepeat = 1
vOffset = 0
vRepeat = 1
}
Wonderlib::Material 1
{
ambient = 0 0 0 1
bumpmap =
diffuse = 0 0 0 0.2
dstBlend = 1
name = Mike_transfer_eyeLensMat
power = 8
specular = 0.47864 0.47864 0.47864 0.5
srcBlend = 1
texture =
type = 392
uOffset = 0
uRepeat = 1
vOffset = 0
vRepeat = 1
}
Wonderlib::Material 2
{
ambient = 0 0 0 1
bumpmap =
diffuse = 1 1 1 1
dstBlend = 5
name = eyeballMat
power = 160
specular = 0 0 0 0.1
srcBlend = 4
texture = MikeProfessorEye
type = 129
uOffset = 0
uRepeat = 1
vOffset = 0
vRepeat = 1
}
}
normalVertex
{
0 = -0.131023 0.852541 0.505971
1 = -0.355911 0.857372 0.371806
2 = -0.483569 0.86366 0.142311
3 = -0.482756 0.867299 -0.121404
4 = -0.354375 0.866926 -0.35051
5 = -0.130326 0.864937 -0.484664
6 = 0.130977 0.865426 -0.483614
7 = 0.351675 0.868662 -0.348929
8 = 0.482483 0.867464 -0.121309
9 = 0.483326 0.863824 0.142142
10 = 0.35572 0.857591 0.371485
11 = 0.13074 0.852836 0.505547
12 = -0.103259 0.987338 0.120421
13 = -0.143057 0.988323 0.052461
14 = -0.143102 0.989298 -0.0284896
15 = -0.103068 0.989916 -0.0971782
16 = -0.0372877 0.990147 -0.134978
17 = 0.0382042 0.990024 -0.135623
18 = 0.0994217 0.990518 -0.0948095
19 = 0.143429 0.98925 -0.0285049
20 = 0.14295 0.98834 0.0524248
21 = 0.103156 0.987363 0.120303
22 = -0.037422 0.986712 0.158114
23 = 0.0371819 0.986787 0.157699
24 = -2.12647e-005 0.999948 0.0102235
25 = 0.000122176 0.999932 0.0116554
26 = -0.246736 0.248642 0.936642
27 = -0.677939 0.251786 0.690654
28 = -0.931378 0.258528 0.256317
29 = -0.930275 0.267124 -0.251463
30 = -0.67242 0.273906 -0.687624
31 = -0.2438 0.270531 -0.931329
32 = 0.243648 0.269419 -0.931692
33 = 0.672454 0.273699 -0.687673
34 = 0.930277 0.267104 -0.251476
35 = 0.931386 0.258477 0.256339
36 = 0.677613 0.251957 0.690911
37 = 0.247012 0.248983 0.936479
38 = -0.230123 0.420698 0.877529
39 = -0.632243 0.425035 0.647776
40 = -0.497316 0.697268 0.51623
41 = -0.868608 0.432221 0.242291
42 = -0.682405 0.704291 0.195697
43 = -0.867841 0.439361 -0.231976
44 = -0.681683 0.709615 -0.1782
45 = -0.628857 0.442896 -0.639047
46 = -0.494946 0.710813 -0.499774
47 = -0.227678 0.441038 -0.868129
48 = -0.179686 0.709554 -0.681356
49 = 0.228182 0.440216 -0.868414
50 = 0.179926 0.709379 -0.681475
51 = 0.628479 0.442767 -0.639509
52 = 0.494887 0.710855 -0.499771
53 = 0.867893 0.439328 -0.231844
54 = 0.681636 0.709623 -0.178348
55 = 0.868642 0.432156 0.242286
56 = 0.682389 0.704306 0.195703
57 = 0.63203 0.424872 0.648091
58 = 0.497231 0.697356 0.516193
59 = 0.230319 0.420506 0.877569
60 = -0.181249 0.692465 0.698313
61 = 0.181433 0.692415 0.698315
62 = -0.124468 0.865173 0.485782
63 = -0.340616 0.868752 0.359516
64 = -0.466195 0.873693 0.139011
65 = -0.465604 0.877145 -0.117599
66 = -0.339097 0.877732 -0.338528
67 = -0.123782 0.876669 -0.464897
68 = 0.124011 0.876924 -0.464356
69 = 0.338307 0.878193 -0.338119
70 = 0.465537 0.877196 -0.117487
71 = 0.46609 0.873749 0.139006
72 = 0.340604 0.868755 0.359519
73 = 0.12458 0.865211 0.485685
74 = -0.196481 0.957087 0.213025
75 = -0.267838 0.959681 0.0852951
76 = -0.267367 0.96158 -0.0622872
77 = -0.195456 0.962132 -0.19
78 = -0.0714925 0.961998 -0.263532
79 = 0.0725916 0.961926 -0.263493
80 = 0.194018 0.962517 -0.189518
81 = 0.266899 0.961682 -0.0627189
82 = 0.267736 0.959712 0.0852692
83 = 0.196395 0.957095 0.213067
84 = -0.0720279 0.955286 0.286777
85 = 0.0720519 0.95527 0.286825
86 = 0.131023 0.852541 0.505971
87 = 0.355911 0.857372 0.371806
88 = 0.483569 0.86366 0.142311
89 = 0.482756 0.867299 -0.121404
90 = 0.354375 0.866926 -0.35051
91 = 0.130326 0.864937 -0.484664
92 = -0.130977 0.865426 -0.483614
93 = -0.351675 0.868662 -0.348929
94 = -0.482483 0.867464 -0.121309
95 = -0.483326 0.863824 0.142142
96 = -0.35572 0.857591 0.371485
97 = -0.13074 0.852836 0.505547
98 = 0.103259 0.987338 0.120421
99 = 0.143057 0.988323 0.052461
100 = 0.143102 0.989298 -0.0284896
101 = 0.103068 0.989916 -0.0971782
102 = 0.0372877 0.990147 -0.134978
103 = -0.0382042 0.990024 -0.135623
104 = -0.0994217 0.990518 -0.0948095
105 = -0.143429 0.98925 -0.0285049
106 = -0.14295 0.98834 0.0524248
107 = -0.103156 0.987363 0.120303
108 = 0.037422 0.986712 0.158114
109 = -0.0371819 0.986787 0.157699
110 = 2.12647e-005 0.999948 0.0102235
111 = -0.000122176 0.999932 0.0116554
112 = 0.246736 0.248642 0.936642
113 = 0.677939 0.251786 0.690654
114 = 0.931378 0.258528 0.256317
115 = 0.930275 0.267124 -0.251463
116 = 0.67242 0.273906 -0.687624
117 = 0.2438 0.270531 -0.931329
118 = -0.243648 0.269419 -0.931692
119 = -0.672454 0.273699 -0.687673
120 = -0.930277 0.267104 -0.251476
121 = -0.931386 0.258477 0.256339
122 = -0.677613 0.251957 0.690911
123 = -0.247012 0.248983 0.936479
124 = 0.230123 0.420698 0.877529
125 = 0.632243 0.425035 0.647776
126 = 0.497316 0.697268 0.51623
127 = 0.868608 0.432221 0.242291
128 = 0.682405 0.704291 0.195697
129 = 0.867841 0.439361 -0.231976
130 = 0.681683 0.709615 -0.1782
131 = 0.628857 0.442896 -0.639047
132 = 0.494946 0.710813 -0.499774
133 = 0.227678 0.441038 -0.868129
134 = 0.179686 0.709554 -0.681356
135 = -0.228182 0.440216 -0.868414
136 = -0.179926 0.709379 -0.681475
137 = -0.628479 0.442767 -0.639509
138 = -0.494887 0.710855 -0.499771
139 = -0.867893 0.439328 -0.231844
140 = -0.681636 0.709623 -0.178348
141 = -0.868642 0.432156 0.242286
142 = -0.682389 0.704306 0.195703
143 = -0.63203 0.424872 0.648091
144 = -0.497231 0.697356 0.516193
145 = -0.230319 0.420506 0.877569
146 = 0.181249 0.692465 0.698313
147 = -0.181433 0.692415 0.698315
148 = 0.124468 0.865173 0.485782
149 = 0.340616 0.868752 0.359516
150 = 0.466195 0.873693 0.139011
151 = 0.465604 0.877145 -0.117599
152 = 0.339097 0.877732 -0.338528
153 = 0.123782 0.876669 -0.464897
154 = -0.124011 0.876924 -0.464356
155 = -0.338307 0.878193 -0.338119
156 = -0.465537 0.877196 -0.117487
157 = -0.46609 0.873749 0.139006
158 = -0.340604 0.868755 0.359519
159 = -0.12458 0.865211 0.485685
160 = 0.196481 0.957087 0.213025
161 = 0.267838 0.959681 0.0852951
162 = 0.267367 0.96158 -0.0622872
163 = 0.195456 0.962132 -0.19
164 = 0.0714925 0.961998 -0.263532
165 = -0.0725916 0.961926 -0.263493
166 = -0.194018 0.962517 -0.189518
167 = -0.266899 0.961682 -0.0627189
168 = -0.267736 0.959712 0.0852692
169 = -0.196396 0.957095 0.213067
170 = 0.0720279 0.955286 0.286777
171 = -0.0720519 0.95527 0.286825
}
positionVertex
{
0 = 0.0290995 0.070267 1.71906
1 = 0.0321546 0.070267 1.71906
2 = 0.026454 0.0702861 1.71756
3 = 0.0249265 0.0703181 1.71497
4 = 0.0249265 0.0703534 1.71198
5 = 0.0264695 0.0703825 1.70941
6 = 0.0290995 0.0703989 1.7079
7 = 0.0321546 0.0703988 1.7079
8 = 0.0348 0.0703827 1.7094
9 = 0.0363276 0.0703535 1.71198
10 = 0.0363276 0.0703181 1.71497
11 = 0.0348 0.0702862 1.71756
12 = 0.0285248 0.0694732 1.72113
13 = 0.0248861 0.0695014 1.71907
14 = 0.0227848 0.0695481 1.71551
15 = 0.0227848 0.0695986 1.71141
16 = 0.0248861 0.0696393 1.70787
17 = 0.0285248 0.0696615 1.70583
18 = 0.0327273 0.0696614 1.70583
19 = 0.0363661 0.0696394 1.70787
20 = 0.0384673 0.0695986 1.71141
21 = 0.0384674 0.0695482 1.71551
22 = 0.0363661 0.0695015 1.71907
23 = 0.0327274 0.0694733 1.72113
24 = 0.0275857 0.0667661 1.72453
25 = 0.0336665 0.0667661 1.72453
26 = 0.026904 0.0633541 1.727
27 = 0.0223213 0.0668101 1.72155
28 = 0.020453 0.063412 1.72334
29 = 0.019281 0.0668819 1.71639
30 = 0.016731 0.0635049 1.71701
31 = 0.019281 0.0669568 1.71045
32 = 0.016731 0.0635995 1.70973
33 = 0.0223214 0.0670152 1.70533
34 = 0.020453 0.0636704 1.70345
35 = 0.0275857 0.0670457 1.70238
36 = 0.0269041 0.0637065 1.69983
37 = 0.0336665 0.0670456 1.70238
38 = 0.0343505 0.0637064 1.69983
39 = 0.0389308 0.0670151 1.70533
40 = 0.0407991 0.0636704 1.70345
41 = 0.0419712 0.0669569 1.71046
42 = 0.0445212 0.0635994 1.70973
43 = 0.0419711 0.0668817 1.71639
44 = 0.0445212 0.0635049 1.71701
45 = 0.0389308 0.0668101 1.72155
46 = 0.0407991 0.0634121 1.72334
47 = 0.0343505 0.0633543 1.727
48 = 0.0263278 0.0551251 1.72904
49 = 0.0188813 0.0551981 1.72479
50 = 0.0145806 0.0553138 1.71746
51 = 0.0145806 0.0554288 1.70902
52 = 0.0188788 0.0555117 1.70174
53 = 0.0263458 0.0557364 1.69769
54 = 0.0349254 0.0556394 1.69765
55 = 0.0423732 0.0555117 1.70174
56 = 0.0466715 0.0554288 1.70902
57 = 0.0466716 0.0553139 1.71746
58 = 0.0423733 0.0551981 1.72479
59 = 0.0349268 0.0551251 1.72904
60 = 0.0306262 0.0715941 1.71349
61 = 0.030629 0.068042 1.71348
62 = 0.0290995 0.070267 1.71906
63 = 0.0321546 0.070267 1.71906
64 = 0.0264541 0.0702861 1.71756
65 = 0.0249265 0.0703181 1.71497
66 = 0.0249265 0.0703534 1.71198
67 = 0.0264695 0.0703825 1.70941
68 = 0.0290995 0.0703989 1.7079
69 = 0.0321546 0.0703988 1.7079
70 = 0.0348 0.0703827 1.7094
71 = 0.0363276 0.0703535 1.71198
72 = 0.0363276 0.0703181 1.71497
73 = 0.0348 0.0702862 1.71756
74 = 0.0285248 0.0689556 1.72112
75 = 0.0248861 0.0689839 1.71906
76 = 0.0227848 0.069031 1.71551
77 = 0.0227847 0.0690816 1.7114
78 = 0.0248861 0.0691227 1.70786
79 = 0.0285248 0.0691448 1.70582
80 = 0.0327274 0.0691448 1.70582
81 = 0.0363661 0.0691227 1.70786
82 = 0.0384673 0.0690817 1.7114
83 = 0.0384674 0.0690311 1.71551
84 = 0.036366 0.068984 1.71906
85 = 0.0327273 0.0689555 1.72112
86 = -0.0290995 0.070267 1.71906
87 = -0.0321546 0.070267 1.71906
88 = -0.026454 0.0702861 1.71756
89 = -0.0249265 0.0703181 1.71497
90 = -0.0249265 0.0703534 1.71198
91 = -0.0264695 0.0703825 1.70941
92 = -0.0290995 0.0703989 1.7079
93 = -0.0321546 0.0703988 1.7079
94 = -0.0348 0.0703827 1.7094
95 = -0.0363276 0.0703535 1.71198
96 = -0.0363276 0.0703181 1.71497
97 = -0.0348 0.0702862 1.71756
98 = -0.0285248 0.0694732 1.72113
99 = -0.0248861 0.0695014 1.71907
100 = -0.0227848 0.0695481 1.71551
101 = -0.0227848 0.0695986 1.71141
102 = -0.0248861 0.0696393 1.70787
103 = -0.0285248 0.0696615 1.70583
104 = -0.0327273 0.0696614 1.70583
105 = -0.0363661 0.0696394 1.70787
106 = -0.0384673 0.0695986 1.71141
107 = -0.0384674 0.0695482 1.71551
108 = -0.0363661 0.0695015 1.71907
109 = -0.0327274 0.0694733 1.72113
110 = -0.0275857 0.0667661 1.72453
111 = -0.0336665 0.0667661 1.72453
112 = -0.026904 0.0633541 1.727
113 = -0.0223213 0.0668101 1.72155
114 = -0.020453 0.063412 1.72334
115 = -0.019281 0.0668819 1.71639
116 = -0.016731 0.0635049 1.71701
117 = -0.019281 0.0669568 1.71045
118 = -0.016731 0.0635995 1.70973
119 = -0.0223214 0.0670152 1.70533
120 = -0.020453 0.0636704 1.70345
121 = -0.0275857 0.0670457 1.70238
122 = -0.0269041 0.0637065 1.69983
123 = -0.0336665 0.0670456 1.70238
124 = -0.0343505 0.0637064 1.69983
125 = -0.0389308 0.0670151 1.70533
126 = -0.0407991 0.0636704 1.70345
127 = -0.0419712 0.0669569 1.71046
128 = -0.0445212 0.0635994 1.70973
129 = -0.0419711 0.0668817 1.71639
130 = -0.0445212 0.0635049 1.71701
131 = -0.0389308 0.0668101 1.72155
132 = -0.0407991 0.0634121 1.72334
133 = -0.0343505 0.0633543 1.727
134 = -0.0263278 0.0551251 1.72904
135 = -0.0188813 0.0551981 1.72479
136 = -0.0145806 0.0553138 1.71746
137 = -0.0145806 0.0554288 1.70902
138 = -0.0188788 0.0555117 1.70174
139 = -0.0263458 0.0557364 1.69769
140 = -0.0349254 0.0556394 1.69765
141 = -0.0423732 0.0555117 1.70174
142 = -0.0466715 0.0554288 1.70902
143 = -0.0466716 0.0553139 1.71746
144 = -0.0423733 0.0551981 1.72479
145 = -0.0349268 0.0551251 1.72904
146 = -0.0306262 0.0715941 1.71349
147 = -0.030629 0.068042 1.71348
148 = -0.0290995 0.070267 1.71906
149 = -0.0321546 0.070267 1.71906
150 = -0.0264541 0.0702861 1.71756
151 = -0.0249265 0.0703181 1.71497
152 = -0.0249265 0.0703534 1.71198
153 = -0.0264695 0.0703825 1.70941
154 = -0.0290995 0.0703989 1.7079
155 = -0.0321546 0.0703988 1.7079
156 = -0.0348 0.0703827 1.7094
157 = -0.0363276 0.0703535 1.71198
158 = -0.0363276 0.0703181 1.71497
159 = -0.0348 0.0702862 1.71756
160 = -0.0285248 0.0689556 1.72112
161 = -0.0248861 0.0689839 1.71906
162 = -0.0227848 0.069031 1.71551
163 = -0.0227847 0.0690816 1.7114
164 = -0.0248861 0.0691227 1.70786
165 = -0.0285248 0.0691448 1.70582
166 = -0.0327274 0.0691448 1.70582
167 = -0.0363661 0.0691227 1.70786
168 = -0.0384673 0.0690817 1.7114
169 = -0.0384674 0.0690311 1.71551
170 = -0.036366 0.068984 1.71906
171 = -0.0327273 0.0689555 1.72112
}
textureTriangle
{
0
{
0 = 3 1 2
1 = 2 1 0
2 = 5 3 4
3 = 4 3 2
4 = 7 5 6
5 = 6 5 4
6 = 7 6 9
7 = 8 9 6
8 = 13 11 12
9 = 12 11 10
10 = 15 13 14
11 = 14 13 12
12 = 17 15 16
13 = 16 15 14
14 = 17 16 19
15 = 18 19 16
16 = 19 18 21
17 = 20 21 18
18 = 21 20 23
19 = 22 23 20
20 = 1 23 0
21 = 23 22 0
22 = 9 8 11
23 = 10 11 8
24 = 25 23 24
25 = 23 1 24
26 = 27 24 3
27 = 1 3 24
28 = 28 26 27
29 = 24 27 26
30 = 29 27 5
31 = 3 5 27
32 = 30 28 29
33 = 27 29 28
34 = 31 29 7
35 = 5 7 29
36 = 32 30 31
37 = 29 31 30
38 = 31 7 33
39 = 7 9 33
40 = 32 31 34
41 = 31 33 34
42 = 33 9 35
43 = 9 11 35
44 = 34 33 36
45 = 33 35 36
46 = 37 35 13
47 = 11 13 35
48 = 38 36 37
49 = 35 37 36
50 = 39 37 15
51 = 13 15 37
52 = 40 38 39
53 = 37 39 38
54 = 41 39 17
55 = 15 17 39
56 = 42 40 41
57 = 39 41 40
58 = 41 17 43
59 = 17 19 43
60 = 42 41 44
61 = 41 43 44
62 = 43 19 45
63 = 19 21 45
64 = 44 43 46
65 = 43 45 46
66 = 45 21 25
67 = 21 23 25
68 = 46 45 47
69 = 45 25 47
70 = 47 25 26
71 = 25 24 26
72 = 48 26 49
73 = 28 49 26
74 = 50 49 30
75 = 30 49 28
76 = 51 50 32
77 = 32 50 30
78 = 52 51 34
79 = 34 51 32
80 = 52 34 53
81 = 36 53 34
82 = 54 53 38
83 = 38 53 36
84 = 55 54 40
85 = 40 54 38
86 = 55 40 56
87 = 42 56 40
88 = 56 42 57
89 = 44 57 42
90 = 57 44 58
91 = 46 58 44
92 = 58 46 59
93 = 47 59 46
94 = 59 47 48
95 = 47 26 48
96 = 61 62 60
97 = 60 63 61
98 = 60 64 63
99 = 60 65 64
100 = 60 66 65
101 = 60 67 66
102 = 60 68 67
103 = 60 69 68
104 = 60 70 69
105 = 60 71 70
106 = 60 72 71
107 = 60 62 72
108 = 74 73 75
109 = 73 74 76
110 = 73 76 77
111 = 73 77 78
112 = 73 78 79
113 = 73 79 80
114 = 73 80 81
115 = 73 81 82
116 = 73 82 83
117 = 73 83 84
118 = 73 84 85
119 = 73 85 75
120 = 87 86 85
121 = 75 85 86
122 = 88 87 84
123 = 85 84 87
124 = 89 88 83
125 = 84 83 88
126 = 89 83 90
127 = 83 82 90
128 = 91 81 92
129 = 81 80 92
130 = 93 92 79
131 = 80 79 92
132 = 94 93 78
133 = 79 78 93
134 = 94 78 95
135 = 78 77 95
136 = 95 77 96
137 = 77 76 96
138 = 96 76 97
139 = 76 74 97
140 = 86 97 75
141 = 97 74 75
142 = 90 82 91
143 = 82 81 91
144 = 98 99 120
145 = 99 121 120
146 = 100 101 98
147 = 99 98 101
148 = 102 103 100
149 = 101 100 103
150 = 104 105 102
151 = 103 102 105
152 = 104 106 105
153 = 105 106 107
154 = 106 109 107
155 = 107 109 108
156 = 110 111 109
157 = 108 109 111
158 = 112 113 110
159 = 111 110 113
160 = 114 115 112
161 = 113 112 115
162 = 114 116 115
163 = 115 116 117
164 = 116 118 117
165 = 117 118 119
166 = 118 120 119
167 = 119 120 121
168 = 123 122 120
169 = 122 98 120
170 = 125 100 122
171 = 100 98 122
172 = 145 124 123
173 = 124 122 123
174 = 126 125 124
175 = 125 122 124
176 = 127 102 125
177 = 102 100 125
178 = 128 127 126
179 = 127 125 126
180 = 129 104 127
181 = 104 102 127
182 = 130 129 128
183 = 129 127 128
184 = 129 131 104
185 = 106 104 131
186 = 130 132 129
187 = 131 129 132
188 = 131 133 106
189 = 109 106 133
190 = 132 134 131
191 = 133 131 134
192 = 135 110 133
193 = 110 109 133
194 = 136 135 134
195 = 135 133 134
196 = 137 112 135
197 = 112 110 135
198 = 138 137 136
199 = 137 135 136
200 = 139 114 137
201 = 114 112 137
202 = 140 139 138
203 = 139 137 138
204 = 139 141 114
205 = 116 114 141
206 = 140 142 139
207 = 141 139 142
208 = 141 143 116
209 = 118 116 143
210 = 142 144 141
211 = 143 141 144
212 = 143 123 118
213 = 120 118 123
214 = 144 145 143
215 = 123 143 145
216 = 157 146 145
217 = 146 124 145
218 = 146 147 124
219 = 126 124 147
220 = 148 128 147
221 = 128 126 147
222 = 149 130 148
223 = 130 128 148
224 = 150 132 149
225 = 132 130 149
226 = 150 151 132
227 = 134 132 151
228 = 152 136 151
229 = 136 134 151
230 = 153 138 152
231 = 138 136 152
232 = 153 154 138
233 = 140 138 154
234 = 154 155 140
235 = 142 140 155
236 = 155 156 142
237 = 144 142 156
238 = 156 157 144
239 = 145 144 157
240 = 160 159 158
241 = 158 159 161
242 = 158 161 162
243 = 158 162 163
244 = 158 163 164
245 = 158 164 165
246 = 158 165 166
247 = 158 166 167
248 = 158 167 168
249 = 158 168 169
250 = 158 169 170
251 = 158 170 160
252 = 171 172 173
253 = 172 175 173
254 = 172 178 175
255 = 172 181 178
256 = 172 184 181
257 = 172 187 184
258 = 172 190 187
259 = 172 193 190
260 = 172 174 193
261 = 172 179 174
262 = 172 183 179
263 = 172 171 183
264 = 191 171 189
265 = 189 171 173
266 = 176 183 191
267 = 183 171 191
268 = 180 179 176
269 = 179 183 176
270 = 185 174 180
271 = 174 179 180
272 = 185 188 174
273 = 193 174 188
274 = 188 194 193
275 = 190 193 194
276 = 194 177 190
277 = 187 190 177
278 = 186 184 177
279 = 184 187 177
280 = 195 181 186
281 = 181 184 186
282 = 195 192 181
283 = 178 181 192
284 = 192 182 178
285 = 175 178 182
286 = 182 189 175
287 = 173 175 189
}
}
textureVertex
{
0
{
0 = 0.552693 -0.700986
1 = 0.561761 -0.726082
2 = 0.645793 -0.64711
3 = 0.673419 -0.674452
4 = 0.699551 -0.553802
5 = 0.724961 -0.562631
6 = 0.699554 -0.446039
7 = 0.724962 -0.437223
8 = 0.645797 -0.352732
9 = 0.667923 -0.3309
10 = 0.552693 -0.29878
11 = 0.561757 -0.273757
12 = 0.445175 -0.29878
13 = 0.436533 -0.273757
14 = 0.352071 -0.352732
15 = 0.324887 -0.325407
16 = 0.298314 -0.446039
17 = 0.273332 -0.437227
18 = 0.298317 -0.553802
19 = 0.273334 -0.562636
20 = 0.352075 -0.64711
21 = 0.330374 -0.668957
22 = 0.445175 -0.700986
23 = 0.436538 -0.726082
24 = 0.578462 -0.774482
25 = 0.42036 -0.774485
26 = 0.602036 -0.841029
27 = 0.710421 -0.710439
28 = 0.772104 -0.771885
29 = 0.776465 -0.578926
30 = 0.842282 -0.602292
31 = 0.776469 -0.420841
32 = 0.842279 -0.397483
33 = 0.71041 -0.288779
34 = 0.772092 -0.227455
35 = 0.578488 -0.222724
36 = 0.602036 -0.157205
37 = 0.420384 -0.222725
38 = 0.397202 -0.15721
39 = 0.288464 -0.288784
40 = 0.22721 -0.227461
41 = 0.222407 -0.42085
42 = 0.157027 -0.397492
43 = 0.222411 -0.578933
44 = 0.157025 -0.6023
45 = 0.288454 -0.710448
46 = 0.227206 -0.771895
47 = 0.397191 -0.841028
48 = 0.66666 -1
49 = 1 -1
50 = 1 -0.666652
51 = 1 -0.333302
52 = 1 0
53 = 0.666626 0
54 = 0.333283 0
55 = 0 0
56 = 0 -0.333324
57 = 0 -0.666692
58 = 0 -1
59 = 0.333328 -1
60 = 1.92714 -0.911349
61 = 1.946 -0.982933
62 = 1.90827 -0.982933
63 = 1.97866 -0.963752
64 = 1.99752 -0.930532
65 = 1.99753 -0.892165
66 = 1.97866 -0.858945
67 = 1.946 -0.839738
68 = 1.90827 -0.839738
69 = 1.87561 -0.858946
70 = 1.85674 -0.892165
71 = 1.85674 -0.930533
72 = 1.87561 -0.963752
73 = 0.49998 -0.49992
74 = 0.445175 -0.700986
75 = 0.552693 -0.700986
76 = 0.352075 -0.64711
77 = 0.298317 -0.553802
78 = 0.298314 -0.446039
79 = 0.352071 -0.352732
80 = 0.445175 -0.29878
81 = 0.552693 -0.29878
82 = 0.645797 -0.352732
83 = 0.699554 -0.446039
84 = 0.699551 -0.553802
85 = 0.645793 -0.64711
86 = 0.561761 -0.726082
87 = 0.673419 -0.674452
88 = 0.724961 -0.562631
89 = 0.724962 -0.437223
90 = 0.667923 -0.3309
91 = 0.561757 -0.273757
92 = 0.436533 -0.273757
93 = 0.324887 -0.325407
94 = 0.273332 -0.437227
95 = 0.273334 -0.562636
96 = 0.330374 -0.668957
97 = 0.436538 -0.726082
98 = 0.561761 -0.726082
99 = 0.552693 -0.700986
100 = 0.673419 -0.674452
101 = 0.645793 -0.64711
102 = 0.724961 -0.562631
103 = 0.699551 -0.553802
104 = 0.724962 -0.437223
105 = 0.699554 -0.446039
106 = 0.667923 -0.3309
107 = 0.645797 -0.352732
108 = 0.552693 -0.29878
109 = 0.561757 -0.273757
110 = 0.436533 -0.273757
111 = 0.445175 -0.29878
112 = 0.324887 -0.325407
113 = 0.352071 -0.352732
114 = 0.273332 -0.437227
115 = 0.298314 -0.446039
116 = 0.273334 -0.562636
117 = 0.298317 -0.553802
118 = 0.330374 -0.668957
119 = 0.352075 -0.64711
120 = 0.436538 -0.726082
121 = 0.445175 -0.700986
122 = 0.578462 -0.774482
123 = 0.42036 -0.774485
124 = 0.602036 -0.841029
125 = 0.710421 -0.710439
126 = 0.772104 -0.771885
127 = 0.776465 -0.578926
128 = 0.842282 -0.602292
129 = 0.776469 -0.420841
130 = 0.842279 -0.397483
131 = 0.71041 -0.288779
132 = 0.772092 -0.227455
133 = 0.578488 -0.222724
134 = 0.602036 -0.157205
135 = 0.420384 -0.222725
136 = 0.397202 -0.15721
137 = 0.288464 -0.288784
138 = 0.22721 -0.227461
139 = 0.222407 -0.42085
140 = 0.157027 -0.397492
141 = 0.222411 -0.578933
142 = 0.157025 -0.6023
143 = 0.288454 -0.710448
144 = 0.227206 -0.771895
145 = 0.397191 -0.841028
146 = 0.66666 -1
147 = 1 -1
148 = 1 -0.666652
149 = 1 -0.333302
150 = 1 0
151 = 0.666626 0
152 = 0.333283 0
153 = 0 0
154 = 0 -0.333324
155 = 0 -0.666692
156 = 0 -1
157 = 0.333328 -1
158 = 1.92714 -0.911349
159 = 1.946 -0.982933
160 = 1.90827 -0.982933
161 = 1.97866 -0.963752
162 = 1.99752 -0.930532
163 = 1.99753 -0.892165
164 = 1.97866 -0.858945
165 = 1.946 -0.839738
166 = 1.90827 -0.839738
167 = 1.87561 -0.858946
168 = 1.85674 -0.892165
169 = 1.85674 -0.930533
170 = 1.87561 -0.963752
171 = 0.445601 -0.700986
172 = 0.498313 -0.49992
173 = 0.553119 -0.700986
174 = 0.298739 -0.446039
175 = 0.646218 -0.64711
176 = 0.324875 -0.674452
177 = 0.561761 -0.273757
178 = 0.699977 -0.553802
179 = 0.298743 -0.553802
180 = 0.273332 -0.562631
181 = 0.69998 -0.446039
182 = 0.66792 -0.668957
183 = 0.352501 -0.64711
184 = 0.646222 -0.352732
185 = 0.273332 -0.437223
186 = 0.673407 -0.325407
187 = 0.553119 -0.29878
188 = 0.33037 -0.3309
189 = 0.561755 -0.726082
190 = 0.445601 -0.29878
191 = 0.436533 -0.726082
192 = 0.724959 -0.562636
193 = 0.352497 -0.352732
194 = 0.436537 -0.273757
195 = 0.724962 -0.437227
}
}
triangle
{
0
{
materialNr = 2
normalVertexNr = 158 159 169
positionVertexNr = 13 12 2
smoothingGroup = 8336
}
1
{
materialNr = 2
normalVertexNr = 169 159 171
positionVertexNr = 2 12 0
smoothingGroup = 8392720
}
2
{
materialNr = 2
normalVertexNr = 157 158 168
positionVertexNr = 14 13 3
smoothingGroup = 66624
}
3
{
materialNr = 2
normalVertexNr = 168 158 169
positionVertexNr = 3 13 2
smoothingGroup = 4203520
}
4
{
materialNr = 2
normalVertexNr = 156 157 167
positionVertexNr = 15 14 4
smoothingGroup = 36896
}
5
{
materialNr = 2
normalVertexNr = 167 157 168
positionVertexNr = 4 14 3
smoothingGroup = 2166784
}
6
{
materialNr = 2
normalVertexNr = 156 167 155
positionVertexNr = 15 4 16
smoothingGroup = 57344
}
7
{
materialNr = 2
normalVertexNr = 166 155 167
positionVertexNr = 5 16 4
smoothingGroup = 1058816
}
8
{
materialNr = 2
normalVertexNr = 153 154 164
positionVertexNr = 18 17 7
smoothingGroup = 8384
}
9
{
materialNr = 2
normalVertexNr = 164 154 165
positionVertexNr = 7 17 6
smoothingGroup = 525440
}
10
{
materialNr = 2
normalVertexNr = 152 153 163
positionVertexNr = 19 18 8
smoothingGroup = 2816
}
11
{
materialNr = 2
normalVertexNr = 163 153 164
positionVertexNr = 8 18 7
smoothingGroup = 262464
}
12
{
materialNr = 2
normalVertexNr = 151 152 162
positionVertexNr = 20 19 9
smoothingGroup = 224
}
13
{
materialNr = 2
normalVertexNr = 162 152 163
positionVertexNr = 9 19 8
smoothingGroup = 131616
}
14
{
materialNr = 2
normalVertexNr = 151 162 150
positionVertexNr = 20 9 21
smoothingGroup = 16528
}
15
{
materialNr = 2
normalVertexNr = 161 150 162
positionVertexNr = 10 21 9
smoothingGroup = 65808
}
16
{
materialNr = 2
normalVertexNr = 150 161 149
positionVertexNr = 21 10 22
smoothingGroup = 4384
}
17
{
materialNr = 2
normalVertexNr = 160 149 161
positionVertexNr = 11 22 10
smoothingGroup = 16544
}
18
{
materialNr = 2
normalVertexNr = 149 160 148
positionVertexNr = 22 11 23
smoothingGroup = 2240
}
19
{
materialNr = 2
normalVertexNr = 170 148 160
positionVertexNr = 1 23 11
smoothingGroup = 32840
}
20
{
materialNr = 2
normalVertexNr = 159 148 171
positionVertexNr = 12 23 0
smoothingGroup = 4132
}
21
{
materialNr = 2
normalVertexNr = 148 170 171
positionVertexNr = 23 1 0
smoothingGroup = 8204
}
22
{
materialNr = 2
normalVertexNr = 155 166 154
positionVertexNr = 16 5 17
smoothingGroup = 2568
}
23
{
materialNr = 2
normalVertexNr = 165 154 166
positionVertexNr = 6 17 5
smoothingGroup = 5128
}
24
{
materialNr = 2
normalVertexNr = 146 148 147
positionVertexNr = 25 23 24
smoothingGroup = 16656
}
25
{
materialNr = 2
normalVertexNr = 148 159 147
positionVertexNr = 23 12 24
smoothingGroup = 290
}
26
{
materialNr = 2
normalVertexNr = 144 147 158
positionVertexNr = 27 24 13
smoothingGroup = 2053
}
27
{
materialNr = 2
normalVertexNr = 159 158 147
positionVertexNr = 12 13 24
smoothingGroup = 131
}
28
{
materialNr = 2
normalVertexNr = 143 145 144
positionVertexNr = 28 26 27
smoothingGroup = 12800
}
29
{
materialNr = 2
normalVertexNr = 147 144 145
positionVertexNr = 24 27 26
smoothingGroup = 7168
}
30
{
materialNr = 2
normalVertexNr = 142 144 157
positionVertexNr = 29 27 14
smoothingGroup = 26
}
31
{
materialNr = 2
normalVertexNr = 158 157 144
positionVertexNr = 13 14 27
smoothingGroup = 76
}
32
{
materialNr = 2
normalVertexNr = 141 143 142
positionVertexNr = 30 28 29
smoothingGroup = 2368
}
33
{
materialNr = 2
normalVertexNr = 144 142 143
positionVertexNr = 27 29 28
smoothingGroup = 8450
}
34
{
materialNr = 2
normalVertexNr = 140 142 156
positionVertexNr = 31 29 15
smoothingGroup = 1029
}
35
{
materialNr = 2
normalVertexNr = 157 156 142
positionVertexNr = 14 15 29
smoothingGroup = 49
}
36
{
materialNr = 2
normalVertexNr = 139 141 140
positionVertexNr = 32 30 31
smoothingGroup = 656
}
37
{
materialNr = 2
normalVertexNr = 142 140 141
positionVertexNr = 29 31 30
smoothingGroup = 3200
}
38
{
materialNr = 2
normalVertexNr = 140 156 138
positionVertexNr = 31 15 33
smoothingGroup = 262
}
39
{
materialNr = 2
normalVertexNr = 156 155 138
positionVertexNr = 15 16 33
smoothingGroup = 16450
}
40
{
materialNr = 2
normalVertexNr = 139 140 137
positionVertexNr = 32 31 34
smoothingGroup = 608
}
41
{
materialNr = 2
normalVertexNr = 140 138 137
positionVertexNr = 31 33 34
smoothingGroup = 4384
}
42
{
materialNr = 2
normalVertexNr = 138 155 136
positionVertexNr = 33 16 35
smoothingGroup = 81
}
43
{
materialNr = 2
normalVertexNr = 155 154 136
positionVertexNr = 16 17 35
smoothingGroup = 517
}
44
{
materialNr = 2
normalVertexNr = 137 138 135
positionVertexNr = 34 33 36
smoothingGroup = 6272
}
45
{
materialNr = 2
normalVertexNr = 138 136 135
positionVertexNr = 33 35 36
smoothingGroup = 1168
}
46
{
materialNr = 2
normalVertexNr = 134 136 153
positionVertexNr = 37 35 18
smoothingGroup = 42
}
47
{
materialNr = 2
normalVertexNr = 154 153 136
positionVertexNr = 17 18 35
smoothingGroup = 8198
}
48
{
materialNr = 2
normalVertexNr = 133 135 134
positionVertexNr = 38 36 37
smoothingGroup = 832
}
49
{
materialNr = 2
normalVertexNr = 136 134 135
positionVertexNr = 35 37 36
smoothingGroup = 1312
}
50
{
materialNr = 2
normalVertexNr = 132 134 152
positionVertexNr = 39 37 19
smoothingGroup = 21
}
51
{
materialNr = 2
normalVertexNr = 153 152 134
positionVertexNr = 18 19 37
smoothingGroup = 2057
}
52
{
materialNr = 2
normalVertexNr = 131 133 132
positionVertexNr = 40 38 39
smoothingGroup = 16544
}
53
{
materialNr = 2
normalVertexNr = 134 132 133
positionVertexNr = 37 39 38
smoothingGroup = 656
}
54
{
materialNr = 2
normalVertexNr = 130 132 151
positionVertexNr = 41 39 20
smoothingGroup = 12290
}
55
{
materialNr = 2
normalVertexNr = 152 151 132
positionVertexNr = 19 20 39
smoothingGroup = 70
}
56
{
materialNr = 2
normalVertexNr = 129 131 130
positionVertexNr = 42 40 41
smoothingGroup = 3136
}
57
{
materialNr = 2
normalVertexNr = 132 130 131
positionVertexNr = 39 41 40
smoothingGroup = 21504
}
58
{
materialNr = 2
normalVertexNr = 130 151 128
positionVertexNr = 41 20 43
smoothingGroup = 8705
}
59
{
materialNr = 2
normalVertexNr = 151 150 128
positionVertexNr = 20 21 43
smoothingGroup = 16393
}
60
{
materialNr = 2
normalVertexNr = 129 130 127
positionVertexNr = 42 41 44
smoothingGroup = 2336
}
61
{
materialNr = 2
normalVertexNr = 130 128 127
positionVertexNr = 41 43 44
smoothingGroup = 672
}
62
{
materialNr = 2
normalVertexNr = 128 150 126
positionVertexNr = 43 21 45
smoothingGroup = 2060
}
63
{
materialNr = 2
normalVertexNr = 150 149 126
positionVertexNr = 21 22 45
smoothingGroup = 4102
}
64
{
materialNr = 2
normalVertexNr = 127 128 125
positionVertexNr = 44 43 46
smoothingGroup = 208
}
65
{
materialNr = 2
normalVertexNr = 128 126 125
positionVertexNr = 43 45 46
smoothingGroup = 3088
}
66
{
materialNr = 2
normalVertexNr = 126 149 146
positionVertexNr = 45 22 25
smoothingGroup = 515
}
67
{
materialNr = 2
normalVertexNr = 149 148 146
positionVertexNr = 22 23 25
smoothingGroup = 2065
}
68
{
materialNr = 2
normalVertexNr = 125 126 124
positionVertexNr = 46 45 47
smoothingGroup = 1312
}
69
{
materialNr = 2
normalVertexNr = 126 146 124
positionVertexNr = 45 25 47
smoothingGroup = 672
}
70
{
materialNr = 2
normalVertexNr = 124 146 145
positionVertexNr = 47 25 26
smoothingGroup = 200
}
71
{
materialNr = 2
normalVertexNr = 146 147 145
positionVertexNr = 25 24 26
smoothingGroup = 17416
}
72
{
materialNr = 2
normalVertexNr = 123 145 122
positionVertexNr = 48 26 49
smoothingGroup = 48
}
73
{
materialNr = 2
normalVertexNr = 143 122 145
positionVertexNr = 28 49 26
smoothingGroup = 548
}
74
{
materialNr = 2
normalVertexNr = 121 122 141
positionVertexNr = 50 49 30
smoothingGroup = 9
}
75
{
materialNr = 2
normalVertexNr = 141 122 143
positionVertexNr = 30 49 28
smoothingGroup = 69
}
76
{
materialNr = 2
normalVertexNr = 120 121 139
positionVertexNr = 51 50 32
smoothingGroup = 6
}
77
{
materialNr = 2
normalVertexNr = 139 121 141
positionVertexNr = 32 50 30
smoothingGroup = 26
}
78
{
materialNr = 2
normalVertexNr = 119 120 137
positionVertexNr = 52 51 34
smoothingGroup = 17
}
79
{
materialNr = 2
normalVertexNr = 137 120 139
positionVertexNr = 34 51 32
smoothingGroup = 69
}
80
{
materialNr = 2
normalVertexNr = 119 137 118
positionVertexNr = 52 34 53
smoothingGroup = 18
}
81
{
materialNr = 2
normalVertexNr = 135 118 137
positionVertexNr = 36 53 34
smoothingGroup = 2058
}
82
{
materialNr = 2
normalVertexNr = 117 118 133
positionVertexNr = 54 53 38
smoothingGroup = 5
}
83
{
materialNr = 2
normalVertexNr = 133 118 135
positionVertexNr = 38 53 36
smoothingGroup = 73
}
84
{
materialNr = 2
normalVertexNr = 116 117 131
positionVertexNr = 55 54 40
smoothingGroup = 18
}
85
{
materialNr = 2
normalVertexNr = 131 117 133
positionVertexNr = 40 54 38
smoothingGroup = 38
}
86
{
materialNr = 2
normalVertexNr = 116 131 115
positionVertexNr = 55 40 56
smoothingGroup = 17
}
87
{
materialNr = 2
normalVertexNr = 129 115 131
positionVertexNr = 42 56 40
smoothingGroup = 73
}
88
{
materialNr = 2
normalVertexNr = 115 129 114
positionVertexNr = 56 42 57
smoothingGroup = 12
}
89
{
materialNr = 2
normalVertexNr = 127 114 129
positionVertexNr = 44 57 42
smoothingGroup = 262
}
90
{
materialNr = 2
normalVertexNr = 114 127 113
positionVertexNr = 57 44 58
smoothingGroup = 3
}
91
{
materialNr = 2
normalVertexNr = 125 113 127
positionVertexNr = 46 58 44
smoothingGroup = 73
}
92
{
materialNr = 2
normalVertexNr = 113 125 112
positionVertexNr = 58 46 59
smoothingGroup = 12
}
93
{
materialNr = 2
normalVertexNr = 124 112 125
positionVertexNr = 47 59 46
smoothingGroup = 262
}
94
{
materialNr = 2
normalVertexNr = 112 124 123
positionVertexNr = 59 47 48
smoothingGroup = 3
}
95
{
materialNr = 2
normalVertexNr = 124 145 123
positionVertexNr = 47 26 48
smoothingGroup = 81
}
96
{
materialNr = 1
normalVertexNr = 171 170 111
positionVertexNr = 0 1 60
smoothingGroup = 11264
}
97
{
materialNr = 1
normalVertexNr = 111 169 171
positionVertexNr = 60 2 0
smoothingGroup = 8391168
}
98
{
materialNr = 1
normalVertexNr = 111 168 169
positionVertexNr = 60 3 2
smoothingGroup = 4195072
}
99
{
materialNr = 1
normalVertexNr = 111 167 168
positionVertexNr = 60 4 3
smoothingGroup = 2097536
}
100
{
materialNr = 1
normalVertexNr = 111 166 167
positionVertexNr = 60 5 4
smoothingGroup = 1048768
}
101
{
materialNr = 1
normalVertexNr = 111 165 166
positionVertexNr = 60 6 5
smoothingGroup = 4192
}
102
{
materialNr = 1
normalVertexNr = 111 164 165
positionVertexNr = 60 7 6
smoothingGroup = 524336
}
103
{
materialNr = 1
normalVertexNr = 111 163 164
positionVertexNr = 60 8 7
smoothingGroup = 262168
}
104
{
materialNr = 1
normalVertexNr = 111 162 163
positionVertexNr = 60 9 8
smoothingGroup = 131084
}
105
{
materialNr = 1
normalVertexNr = 111 161 162
positionVertexNr = 60 10 9
smoothingGroup = 65542
}
106
{
materialNr = 1
normalVertexNr = 111 160 161
positionVertexNr = 60 11 10
smoothingGroup = 16387
}
107
{
materialNr = 1
normalVertexNr = 111 170 160
positionVertexNr = 60 1 11
smoothingGroup = 33793
}
108
{
materialNr = 0
normalVertexNr = 108 110 109
positionVertexNr = 63 61 62
smoothingGroup = 234881024
}
109
{
materialNr = 0
normalVertexNr = 110 108 98
positionVertexNr = 61 63 73
smoothingGroup = 58720256
}
110
{
materialNr = 0
normalVertexNr = 110 98 99
positionVertexNr = 61 73 72
smoothingGroup = 23068672
}
111
{
materialNr = 0
normalVertexNr = 110 99 100
positionVertexNr = 61 72 71
smoothingGroup = 5767168
}
112
{
materialNr = 0
normalVertexNr = 110 100 101
positionVertexNr = 61 71 70
smoothingGroup = 1441792
}
113
{
materialNr = 0
normalVertexNr = 110 101 102
positionVertexNr = 61 70 69
smoothingGroup = 360448
}
114
{
materialNr = 0
normalVertexNr = 110 102 103
positionVertexNr = 61 69 68
smoothingGroup = 90112
}
115
{
materialNr = 0
normalVertexNr = 110 103 104
positionVertexNr = 61 68 67
smoothingGroup = 20496
}
116
{
materialNr = 0
normalVertexNr = 110 104 105
positionVertexNr = 61 67 66
smoothingGroup = 7168
}
117
{
materialNr = 0
normalVertexNr = 110 105 106
positionVertexNr = 61 66 65
smoothingGroup = 2816
}
118
{
materialNr = 0
normalVertexNr = 110 106 107
positionVertexNr = 61 65 64
smoothingGroup = 704
}
119
{
materialNr = 0
normalVertexNr = 110 107 109
positionVertexNr = 61 64 62
smoothingGroup = 67109024
}
120
{
materialNr = 0
normalVertexNr = 96 97 107
positionVertexNr = 75 74 64
smoothingGroup = 12
}
121
{
materialNr = 0
normalVertexNr = 109 107 97
positionVertexNr = 62 64 74
smoothingGroup = 52
}
122
{
materialNr = 0
normalVertexNr = 95 96 106
positionVertexNr = 76 75 65
smoothingGroup = 18
}
123
{
materialNr = 0
normalVertexNr = 107 106 96
positionVertexNr = 64 65 75
smoothingGroup = 74
}
124
{
materialNr = 0
normalVertexNr = 94 95 105
positionVertexNr = 77 76 66
smoothingGroup = 9
}
125
{
materialNr = 0
normalVertexNr = 106 105 95
positionVertexNr = 65 66 76
smoothingGroup = 273
}
126
{
materialNr = 0
normalVertexNr = 94 105 93
positionVertexNr = 77 66 78
smoothingGroup = 12
}
127
{
materialNr = 0
normalVertexNr = 105 104 93
positionVertexNr = 66 67 78
smoothingGroup = 1030
}
128
{
materialNr = 0
normalVertexNr = 92 103 91
positionVertexNr = 79 68 80
smoothingGroup = 40
}
129
{
materialNr = 0
normalVertexNr = 103 102 91
positionVertexNr = 68 69 80
smoothingGroup = 8228
}
130
{
materialNr = 0
normalVertexNr = 90 91 101
positionVertexNr = 81 80 70
smoothingGroup = 18
}
131
{
materialNr = 0
normalVertexNr = 102 101 91
positionVertexNr = 69 70 80
smoothingGroup = 32774
}
132
{
materialNr = 0
normalVertexNr = 89 90 100
positionVertexNr = 82 81 71
smoothingGroup = 9
}
133
{
materialNr = 0
normalVertexNr = 101 100 90
positionVertexNr = 70 71 81
smoothingGroup = 131089
}
134
{
materialNr = 0
normalVertexNr = 89 100 88
positionVertexNr = 82 71 83
smoothingGroup = 12
}
135
{
materialNr = 0
normalVertexNr = 100 99 88
positionVertexNr = 71 72 83
smoothingGroup = 524294
}
136
{
materialNr = 0
normalVertexNr = 88 99 87
positionVertexNr = 83 72 84
smoothingGroup = 3
}
137
{
materialNr = 0
normalVertexNr = 99 98 87
positionVertexNr = 72 73 84
smoothingGroup = 2097161
}
138
{
materialNr = 0
normalVertexNr = 87 98 86
positionVertexNr = 84 73 85
smoothingGroup = 12
}
139
{
materialNr = 0
normalVertexNr = 98 108 86
positionVertexNr = 73 63 85
smoothingGroup = 8388614
}
140
{
materialNr = 0
normalVertexNr = 97 86 109
positionVertexNr = 74 85 62
smoothingGroup = 17
}
141
{
materialNr = 0
normalVertexNr = 86 108 109
positionVertexNr = 85 63 62
smoothingGroup = 134217731
}
142
{
materialNr = 0
normalVertexNr = 93 104 92
positionVertexNr = 78 67 79
smoothingGroup = 3
}
143
{
materialNr = 0
normalVertexNr = 104 103 92
positionVertexNr = 67 68 79
smoothingGroup = 25
}
144
{
materialNr = 2
normalVertexNr = 73 85 62
positionVertexNr = 98 86 109
smoothingGroup = 40962
}
145
{
materialNr = 2
normalVertexNr = 85 84 62
positionVertexNr = 86 87 109
smoothingGroup = 8396804
}
146
{
materialNr = 2
normalVertexNr = 72 83 73
positionVertexNr = 99 88 98
smoothingGroup = 2144
}
147
{
materialNr = 2
normalVertexNr = 85 73 83
positionVertexNr = 86 98 88
smoothingGroup = 4194370
}
148
{
materialNr = 2
normalVertexNr = 71 82 72
positionVertexNr = 100 89 99
smoothingGroup = 9232
}
149
{
materialNr = 2
normalVertexNr = 83 72 82
positionVertexNr = 88 99 89
smoothingGroup = 2097200
}
150
{
materialNr = 2
normalVertexNr = 70 81 71
positionVertexNr = 101 90 100
smoothingGroup = 6176
}
151
{
materialNr = 2
normalVertexNr = 82 71 81
positionVertexNr = 89 100 90
smoothingGroup = 1051648
}
152
{
materialNr = 2
normalVertexNr = 70 69 81
positionVertexNr = 101 102 90
smoothingGroup = 49184
}
153
{
materialNr = 2
normalVertexNr = 81 69 80
positionVertexNr = 90 102 91
smoothingGroup = 557072
}
154
{
materialNr = 2
normalVertexNr = 69 68 80
positionVertexNr = 102 103 91
smoothingGroup = 12304
}
155
{
materialNr = 2
normalVertexNr = 80 68 79
positionVertexNr = 91 103 92
smoothingGroup = 270338
}
156
{
materialNr = 2
normalVertexNr = 67 78 68
positionVertexNr = 104 93 103
smoothingGroup = 1408
}
157
{
materialNr = 2
normalVertexNr = 79 68 78
positionVertexNr = 92 103 93
smoothingGroup = 131330
}
158
{
materialNr = 2
normalVertexNr = 66 77 67
positionVertexNr = 105 94 104
smoothingGroup = 6208
}
159
{
materialNr = 2
normalVertexNr = 78 67 77
positionVertexNr = 93 104 94
smoothingGroup = 65728
}
160
{
materialNr = 2
normalVertexNr = 65 76 66
positionVertexNr = 106 95 105
smoothingGroup = 784
}
161
{
materialNr = 2
normalVertexNr = 77 66 76
positionVertexNr = 94 105 95
smoothingGroup = 35328
}
162
{
materialNr = 2
normalVertexNr = 65 64 76
positionVertexNr = 106 107 95
smoothingGroup = 352
}
163
{
materialNr = 2
normalVertexNr = 76 64 75
positionVertexNr = 95 107 96
smoothingGroup = 17472
}
164
{
materialNr = 2
normalVertexNr = 64 63 75
positionVertexNr = 107 108 96
smoothingGroup = 1168
}
165
{
materialNr = 2
normalVertexNr = 75 63 74
positionVertexNr = 96 108 97
smoothingGroup = 8576
}
166
{
materialNr = 2
normalVertexNr = 63 62 74
positionVertexNr = 108 109 97
smoothingGroup = 352
}
167
{
materialNr = 2
normalVertexNr = 74 62 84
positionVertexNr = 97 109 87
smoothingGroup = 4164
}
168
{
materialNr = 2
normalVertexNr = 60 61 62
positionVertexNr = 111 110 109
smoothingGroup = 656
}
169
{
materialNr = 2
normalVertexNr = 61 73 62
positionVertexNr = 110 98 109
smoothingGroup = 32792
}
170
{
materialNr = 2
normalVertexNr = 58 72 61
positionVertexNr = 113 99 110
smoothingGroup = 16389
}
171
{
materialNr = 2
normalVertexNr = 72 73 61
positionVertexNr = 99 98 110
smoothingGroup = 2057
}
172
{
materialNr = 2
normalVertexNr = 38 59 60
positionVertexNr = 133 112 111
smoothingGroup = 14336
}
173
{
materialNr = 2
normalVertexNr = 59 61 60
positionVertexNr = 112 110 111
smoothingGroup = 4480
}
174
{
materialNr = 2
normalVertexNr = 57 58 59
positionVertexNr = 114 113 112
smoothingGroup = 1568
}
175
{
materialNr = 2
normalVertexNr = 58 61 59
positionVertexNr = 113 110 112
smoothingGroup = 16672
}
176
{
materialNr = 2
normalVertexNr = 56 71 58
positionVertexNr = 115 100 113
smoothingGroup = 138
}
177
{
materialNr = 2
normalVertexNr = 71 72 58
positionVertexNr = 100 99 113
smoothingGroup = 8198
}
178
{
materialNr = 2
normalVertexNr = 55 56 57
positionVertexNr = 116 115 114
smoothingGroup = 2368
}
179
{
materialNr = 2
normalVertexNr = 56 58 57
positionVertexNr = 115 113 114
smoothingGroup = 704
}
180
{
materialNr = 2
normalVertexNr = 54 70 56
positionVertexNr = 117 101 115
smoothingGroup = 21
}
181
{
materialNr = 2
normalVertexNr = 70 71 56
positionVertexNr = 101 100 115
smoothingGroup = 4105
}
182
{
materialNr = 2
normalVertexNr = 53 54 55
positionVertexNr = 118 117 116
smoothingGroup = 672
}
183
{
materialNr = 2
normalVertexNr = 54 56 55
positionVertexNr = 117 115 116
smoothingGroup = 2096
}
184
{
materialNr = 2
normalVertexNr = 54 52 70
positionVertexNr = 117 119 101
smoothingGroup = 1030
}
185
{
materialNr = 2
normalVertexNr = 69 70 52
positionVertexNr = 102 101 119
smoothingGroup = 16898
}
186
{
materialNr = 2
normalVertexNr = 53 51 54
positionVertexNr = 118 120 117
smoothingGroup = 832
}
187
{
materialNr = 2
normalVertexNr = 52 54 51
positionVertexNr = 119 117 120
smoothingGroup = 5376
}
188
{
materialNr = 2
normalVertexNr = 52 50 69
positionVertexNr = 119 121 102
smoothingGroup = 2561
}
189
{
materialNr = 2
normalVertexNr = 68 69 50
positionVertexNr = 103 102 121
smoothingGroup = 4105
}
190
{
materialNr = 2
normalVertexNr = 51 49 52
positionVertexNr = 120 122 119
smoothingGroup = 4256
}
191
{
materialNr = 2
normalVertexNr = 50 52 49
positionVertexNr = 121 119 122
smoothingGroup = 2240
}
192
{
materialNr = 2
normalVertexNr = 48 67 50
positionVertexNr = 123 104 121
smoothingGroup = 22
}
193
{
materialNr = 2
normalVertexNr = 67 68 50
positionVertexNr = 104 103 121
smoothingGroup = 1036
}
194
{
materialNr = 2
normalVertexNr = 47 48 49
positionVertexNr = 124 123 122
smoothingGroup = 1792
}
195
{
materialNr = 2
normalVertexNr = 48 50 49
positionVertexNr = 123 121 122
smoothingGroup = 336
}
196
{
materialNr = 2
normalVertexNr = 46 66 48
positionVertexNr = 125 105 123
smoothingGroup = 137
}
197
{
materialNr = 2
normalVertexNr = 66 67 48
positionVertexNr = 105 104 123
smoothingGroup = 4099
}
198
{
materialNr = 2
normalVertexNr = 45 46 47
positionVertexNr = 126 125 124
smoothingGroup = 2144
}
199
{
materialNr = 2
normalVertexNr = 46 48 47
positionVertexNr = 125 123 124
smoothingGroup = 672
}
200
{
materialNr = 2
normalVertexNr = 44 65 46
positionVertexNr = 127 106 125
smoothingGroup = 8198
}
201
{
materialNr = 2
normalVertexNr = 65 66 46
positionVertexNr = 106 105 125
smoothingGroup = 28
}
202
{
materialNr = 2
normalVertexNr = 43 44 45
positionVertexNr = 128 127 126
smoothingGroup = 896
}
203
{
materialNr = 2
normalVertexNr = 44 46 45
positionVertexNr = 127 125 126
smoothingGroup = 10496
}
204
{
materialNr = 2
normalVertexNr = 44 42 65
positionVertexNr = 127 129 106
smoothingGroup = 4099
}
205
{
materialNr = 2
normalVertexNr = 64 65 42
positionVertexNr = 107 106 129
smoothingGroup = 2081
}
206
{
materialNr = 2
normalVertexNr = 43 41 44
positionVertexNr = 128 130 127
smoothingGroup = 224
}
207
{
materialNr = 2
normalVertexNr = 42 44 41
positionVertexNr = 129 127 130
smoothingGroup = 5184
}
208
{
materialNr = 2
normalVertexNr = 42 40 64
positionVertexNr = 129 131 107
smoothingGroup = 2568
}
209
{
materialNr = 2
normalVertexNr = 63 64 40
positionVertexNr = 108 107 131
smoothingGroup = 28
}
210
{
materialNr = 2
normalVertexNr = 41 39 42
positionVertexNr = 130 132 129
smoothingGroup = 1296
}
211
{
materialNr = 2
normalVertexNr = 40 42 39
positionVertexNr = 131 129 132
smoothingGroup = 896
}
212
{
materialNr = 2
normalVertexNr = 40 60 63
positionVertexNr = 131 111 108
smoothingGroup = 7
}
213
{
materialNr = 2
normalVertexNr = 62 63 60
positionVertexNr = 109 108 111
smoothingGroup = 545
}
214
{
materialNr = 2
normalVertexNr = 39 38 40
positionVertexNr = 132 133 131
smoothingGroup = 224
}
215
{
materialNr = 2
normalVertexNr = 60 40 38
positionVertexNr = 111 131 133
smoothingGroup = 8258
}
216
{
materialNr = 2
normalVertexNr = 26 37 38
positionVertexNr = 145 134 133
smoothingGroup = 12
}
217
{
materialNr = 2
normalVertexNr = 37 59 38
positionVertexNr = 134 112 133
smoothingGroup = 2068
}
218
{
materialNr = 2
normalVertexNr = 37 36 59
positionVertexNr = 134 135 112
smoothingGroup = 17
}
219
{
materialNr = 2
normalVertexNr = 57 59 36
positionVertexNr = 114 112 135
smoothingGroup = 1033
}
220
{
materialNr = 2
normalVertexNr = 35 55 36
positionVertexNr = 136 116 135
smoothingGroup = 6
}
221
{
materialNr = 2
normalVertexNr = 55 57 36
positionVertexNr = 116 114 135
smoothingGroup = 266
}
222
{
materialNr = 2
normalVertexNr = 34 53 35
positionVertexNr = 137 118 136
smoothingGroup = 17
}
223
{
materialNr = 2
normalVertexNr = 53 55 35
positionVertexNr = 118 116 136
smoothingGroup = 133
}
224
{
materialNr = 2
normalVertexNr = 33 51 34
positionVertexNr = 138 120 137
smoothingGroup = 10
}
225
{
materialNr = 2
normalVertexNr = 51 53 34
positionVertexNr = 120 118 137
smoothingGroup = 82
}
226
{
materialNr = 2
normalVertexNr = 33 32 51
positionVertexNr = 138 139 120
smoothingGroup = 9
}
227
{
materialNr = 2
normalVertexNr = 49 51 32
positionVertexNr = 122 120 139
smoothingGroup = 37
}
228
{
materialNr = 2
normalVertexNr = 31 47 32
positionVertexNr = 140 124 139
smoothingGroup = 18
}
229
{
materialNr = 2
normalVertexNr = 47 49 32
positionVertexNr = 124 122 139
smoothingGroup = 1030
}
230
{
materialNr = 2
normalVertexNr = 30 45 31
positionVertexNr = 141 126 140
smoothingGroup = 9
}
231
{
materialNr = 2
normalVertexNr = 45 47 31
positionVertexNr = 126 124 140
smoothingGroup = 81
}
232
{
materialNr = 2
normalVertexNr = 30 29 45
positionVertexNr = 141 142 126
smoothingGroup = 12
}
233
{
materialNr = 2
normalVertexNr = 43 45 29
positionVertexNr = 128 126 142
smoothingGroup = 518
}
234
{
materialNr = 2
normalVertexNr = 29 28 43
positionVertexNr = 142 143 128
smoothingGroup = 3
}
235
{
materialNr = 2
normalVertexNr = 41 43 28
positionVertexNr = 130 128 143
smoothingGroup = 41
}
236
{
materialNr = 2
normalVertexNr = 28 27 41
positionVertexNr = 143 144 130
smoothingGroup = 12
}
237
{
materialNr = 2
normalVertexNr = 39 41 27
positionVertexNr = 132 130 144
smoothingGroup = 22
}
238
{
materialNr = 2
normalVertexNr = 27 26 39
positionVertexNr = 144 145 132
smoothingGroup = 3
}
239
{
materialNr = 2
normalVertexNr = 38 39 26
positionVertexNr = 133 132 145
smoothingGroup = 41
}
240
{
materialNr = 1
normalVertexNr = 84 85 25
positionVertexNr = 87 86 146
smoothingGroup = 8391680
}
241
{
materialNr = 1
normalVertexNr = 25 85 83
positionVertexNr = 146 86 88
smoothingGroup = 4195840
}
242
{
materialNr = 1
normalVertexNr = 25 83 82
positionVertexNr = 146 88 89
smoothingGroup = 2097920
}
243
{
materialNr = 1
normalVertexNr = 25 82 81
positionVertexNr = 146 89 90
smoothingGroup = 1048960
}
244
{
materialNr = 1
normalVertexNr = 25 81 80
positionVertexNr = 146 90 91
smoothingGroup = 524480
}
245
{
materialNr = 1
normalVertexNr = 25 80 79
positionVertexNr = 146 91 92
smoothingGroup = 262240
}
246
{
materialNr = 1
normalVertexNr = 25 79 78
positionVertexNr = 146 92 93
smoothingGroup = 131120
}
247
{
materialNr = 1
normalVertexNr = 25 78 77
positionVertexNr = 146 93 94
smoothingGroup = 65560
}
248
{
materialNr = 1
normalVertexNr = 25 77 76
positionVertexNr = 146 94 95
smoothingGroup = 32780
}
249
{
materialNr = 1
normalVertexNr = 25 76 75
positionVertexNr = 146 95 96
smoothingGroup = 16390
}
250
{
materialNr = 1
normalVertexNr = 25 75 74
positionVertexNr = 146 96 97
smoothingGroup = 8195
}
251
{
materialNr = 1
normalVertexNr = 25 74 84
positionVertexNr = 146 97 87
smoothingGroup = 6145
}
252
{
materialNr = 0
normalVertexNr = 23 24 22
positionVertexNr = 148 147 149
smoothingGroup = 50331652
}
253
{
materialNr = 0
normalVertexNr = 24 12 22
positionVertexNr = 147 159 149
smoothingGroup = 46137344
}
254
{
materialNr = 0
normalVertexNr = 24 13 12
positionVertexNr = 147 158 159
smoothingGroup = 7340032
}
255
{
materialNr = 0
normalVertexNr = 24 14 13
positionVertexNr = 147 157 158
smoothingGroup = 1835008
}
256
{
materialNr = 0
normalVertexNr = 24 15 14
positionVertexNr = 147 156 157
smoothingGroup = 458752
}
257
{
materialNr = 0
normalVertexNr = 24 16 15
positionVertexNr = 147 155 156
smoothingGroup = 114688
}
258
{
materialNr = 0
normalVertexNr = 24 17 16
positionVertexNr = 147 154 155
smoothingGroup = 28672
}
259
{
materialNr = 0
normalVertexNr = 24 18 17
positionVertexNr = 147 153 154
smoothingGroup = 6160
}
260
{
materialNr = 0
normalVertexNr = 24 19 18
positionVertexNr = 147 152 153
smoothingGroup = 3584
}
261
{
materialNr = 0
normalVertexNr = 24 20 19
positionVertexNr = 147 151 152
smoothingGroup = 800
}
262
{
materialNr = 0
normalVertexNr = 24 21 20
positionVertexNr = 147 150 151
smoothingGroup = 168
}
263
{
materialNr = 0
normalVertexNr = 24 23 21
positionVertexNr = 147 148 150
smoothingGroup = 16777408
}
264
{
materialNr = 0
normalVertexNr = 11 23 0
positionVertexNr = 160 148 171
smoothingGroup = 48
}
265
{
materialNr = 0
normalVertexNr = 0 23 22
positionVertexNr = 171 148 149
smoothingGroup = 44
}
266
{
materialNr = 0
normalVertexNr = 10 21 11
positionVertexNr = 161 150 160
smoothingGroup = 5
}
267
{
materialNr = 0
normalVertexNr = 21 23 11
positionVertexNr = 150 148 160
smoothingGroup = 81
}
268
{
materialNr = 0
normalVertexNr = 9 20 10
positionVertexNr = 162 151 161
smoothingGroup = 18
}
269
{
materialNr = 0
normalVertexNr = 20 21 10
positionVertexNr = 151 150 161
smoothingGroup = 14
}
270
{
materialNr = 0
normalVertexNr = 8 19 9
positionVertexNr = 163 152 162
smoothingGroup = 9
}
271
{
materialNr = 0
normalVertexNr = 19 20 9
positionVertexNr = 152 151 162
smoothingGroup = 273
}
272
{
materialNr = 0
normalVertexNr = 8 7 19
positionVertexNr = 163 164 152
smoothingGroup = 12
}
273
{
materialNr = 0
normalVertexNr = 18 19 7
positionVertexNr = 153 152 164
smoothingGroup = 1030
}
274
{
materialNr = 0
normalVertexNr = 7 6 18
positionVertexNr = 164 165 153
smoothingGroup = 3
}
275
{
materialNr = 0
normalVertexNr = 17 18 6
positionVertexNr = 154 153 165
smoothingGroup = 25
}
276
{
materialNr = 0
normalVertexNr = 6 5 17
positionVertexNr = 165 166 154
smoothingGroup = 12
}
277
{
materialNr = 0
normalVertexNr = 16 17 5
positionVertexNr = 155 154 166
smoothingGroup = 8198
}
278
{
materialNr = 0
normalVertexNr = 4 15 5
positionVertexNr = 167 156 166
smoothingGroup = 17
}
279
{
materialNr = 0
normalVertexNr = 15 16 5
positionVertexNr = 156 155 166
smoothingGroup = 32771
}
280
{
materialNr = 0
normalVertexNr = 3 14 4
positionVertexNr = 168 157 167
smoothingGroup = 6
}
281
{
materialNr = 0
normalVertexNr = 14 15 4
positionVertexNr = 157 156 167
smoothingGroup = 131092
}
282
{
materialNr = 0
normalVertexNr = 3 2 14
positionVertexNr = 168 169 157
smoothingGroup = 3
}
283
{
materialNr = 0
normalVertexNr = 13 14 2
positionVertexNr = 158 157 169
smoothingGroup = 524297
}
284
{
materialNr = 0
normalVertexNr = 2 1 13
positionVertexNr = 169 170 158
smoothingGroup = 12
}
285
{
materialNr = 0
normalVertexNr = 12 13 1
positionVertexNr = 159 158 170
smoothingGroup = 2097158
}
286
{
materialNr = 0
normalVertexNr = 1 0 12
positionVertexNr = 170 171 159
smoothingGroup = 3
}
287
{
materialNr = 0
normalVertexNr = 22 12 0
positionVertexNr = 149 159 171
smoothingGroup = 8388617
}
}
}