6801 lines
198 KiB
Plaintext
6801 lines
198 KiB
Plaintext
# Rewritten by CleanModels 3 Version 3.5.2d Thu Aug 07 17:18:56 2014
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#MAXMODEL ASCII
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filedependency Unknown
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newmodel phod_quihex
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classification CHARACTER
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setsupermodel phod_quihex NULL
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setanimationscale 1
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#MAXGEOM ASCII
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node dummy phod_quihex
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parent NULL
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endnode
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endnode
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node trimesh spleens1
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parent phod_quihex
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faces 1842
|
|
0 1 2 1 0 1 2 1
|
|
3 2 1 1 3 2 1 1
|
|
4 5 6 1 4 5 6 1
|
|
7 8 9 1 7 8 9 1
|
|
10 11 12 1 10 11 12 1
|
|
13 11 14 1 13 11 14 1
|
|
15 16 17 1 15 16 17 1
|
|
18 11 13 1 18 11 13 1
|
|
9 18 7 1 9 18 7 1
|
|
7 18 19 1 7 18 19 1
|
|
20 21 22 1 20 21 22 1
|
|
21 15 22 1 21 15 22 1
|
|
20 22 1 1 20 22 1 1
|
|
1 22 3 1 1 22 3 1
|
|
13 16 18 1 13 16 18 1
|
|
22 17 3 1 22 17 3 1
|
|
16 15 23 1 16 15 23 1
|
|
9 8 11 1 9 8 11 1
|
|
8 7 19 1 8 7 19 1
|
|
24 5 12 1 24 5 12 1
|
|
24 19 6 1 24 19 6 1
|
|
21 0 4 1 21 0 4 1
|
|
23 19 18 1 23 19 18 1
|
|
9 11 18 1 9 11 18 1
|
|
1 0 20 1 1 0 20 1
|
|
10 25 14 1 10 25 14 1
|
|
12 25 10 1 12 25 10 1
|
|
22 15 17 1 22 15 17 1
|
|
21 4 6 1 21 4 6 1
|
|
15 6 23 1 15 6 23 1
|
|
18 16 23 1 18 16 23 1
|
|
19 23 6 1 19 23 6 1
|
|
24 6 5 1 24 6 5 1
|
|
21 20 0 1 21 20 0 1
|
|
6 15 21 1 6 15 21 1
|
|
11 8 12 1 11 8 12 1
|
|
11 10 14 1 11 10 14 1
|
|
8 24 12 1 8 24 12 1
|
|
8 19 24 1 8 19 24 1
|
|
0 2 26 1 0 2 1 1
|
|
3 26 2 1 3 1 2 1
|
|
4 27 5 1 4 6 5 1
|
|
28 29 30 1 7 9 8 1
|
|
31 12 32 1 10 12 11 1
|
|
13 14 32 1 13 14 11 1
|
|
33 17 16 1 15 17 16 1
|
|
34 13 32 1 18 13 11 1
|
|
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|
|
28 35 34 1 7 19 18 1
|
|
36 37 38 1 20 22 21 1
|
|
38 37 33 1 21 22 15 1
|
|
36 26 37 1 20 1 22 1
|
|
26 3 37 1 1 3 22 1
|
|
13 34 16 1 13 18 16 1
|
|
37 3 17 1 22 3 17 1
|
|
16 39 33 1 16 23 15 1
|
|
29 32 30 1 9 11 8 1
|
|
30 35 28 1 8 19 7 1
|
|
40 12 5 1 24 12 5 1
|
|
40 27 35 1 24 6 19 1
|
|
38 4 0 1 21 4 0 1
|
|
39 34 35 1 23 18 19 1
|
|
29 34 32 1 9 18 11 1
|
|
26 36 0 1 1 20 0 1
|
|
31 14 25 1 10 14 25 1
|
|
12 31 25 1 12 10 25 1
|
|
37 17 33 1 22 17 15 1
|
|
38 27 4 1 21 6 4 1
|
|
33 39 27 1 15 23 6 1
|
|
34 39 16 1 18 23 16 1
|
|
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|
|
40 5 27 1 24 5 6 1
|
|
38 0 36 1 21 0 20 1
|
|
27 38 33 1 6 21 15 1
|
|
32 12 30 1 11 12 8 1
|
|
32 14 31 1 11 14 10 1
|
|
30 12 40 1 8 12 24 1
|
|
30 40 35 1 8 24 19 1
|
|
41 42 43 1 26 27 28 1
|
|
44 45 42 1 29 30 27 1
|
|
44 46 45 1 29 31 30 1
|
|
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|
|
49 50 51 1 34 35 36 1
|
|
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|
|
52 51 53 1 37 36 38 1
|
|
53 51 50 1 38 36 35 1
|
|
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|
|
54 55 47 1 39 40 32 1
|
|
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|
|
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|
|
48 49 52 1 33 34 37 1
|
|
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|
|
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|
|
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|
|
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|
|
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|
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|
|
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|
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|
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|
|
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|
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|
|
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|
|
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|
|
56 57 58 1 41 42 43 1
|
|
59 60 61 1 44 45 46 1
|
|
62 57 63 1 47 42 48 1
|
|
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|
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66 67 68 1 51 52 53 1
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|
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|
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|
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|
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|
|
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|
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|
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|
|
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|
|
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|
|
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|
|
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|
|
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|
|
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|
|
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|
|
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|
|
63 57 56 1 48 42 41 1
|
|
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|
|
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|
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|
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|
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|
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|
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|
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|
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|
|
68 69 64 1 53 54 49 1
|
|
75 76 77 1 41 43 42 1
|
|
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|
|
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|
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|
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|
|
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|
|
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|
|
93 85 87 1 59 51 52 1
|
|
87 82 81 1 52 48 47 1
|
|
87 81 92 1 52 47 58 1
|
|
86 82 87 1 53 48 52 1
|
|
87 92 93 1 52 58 59 1
|
|
88 82 86 1 54 48 53 1
|
|
93 92 91 1 59 58 57 1
|
|
82 75 77 1 48 41 42 1
|
|
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|
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|
81 77 84 1 47 42 50 1
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|
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|
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|
|
75 80 76 1 41 45 43 1
|
|
80 79 76 1 45 46 43 1
|
|
80 75 78 1 45 41 44 1
|
|
75 82 88 1 41 48 54 1
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faces 1842
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0 1 2 1 0 1 2 1
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3 2 1 1 3 2 1 1
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|
|
938 967 961 1 124 133 123 1
|
|
971 972 973 1 144 145 146 1
|
|
974 972 971 1 147 145 144 1
|
|
975 971 976 1 148 144 149 1
|
|
971 973 976 1 144 146 149 1
|
|
977 971 975 1 150 144 148 1
|
|
974 971 977 1 147 144 150 1
|
|
976 978 975 1 149 151 148 1
|
|
975 978 977 1 148 151 150 1
|
|
979 973 972 1 144 146 145 1
|
|
974 979 972 1 147 144 145 1
|
|
980 976 979 1 148 149 144 1
|
|
979 976 973 1 144 149 146 1
|
|
977 980 979 1 150 148 144 1
|
|
974 977 979 1 147 150 144 1
|
|
976 980 978 1 149 148 151 1
|
|
980 977 978 1 148 150 151 1
|
|
981 982 983 1 152 153 154 2
|
|
983 984 981 1 154 155 152 2
|
|
985 986 984 1 156 157 155 1
|
|
986 987 988 1 157 158 159 1
|
|
984 983 985 1 155 154 156 4
|
|
983 982 989 1 154 153 160 6
|
|
987 985 989 1 158 156 160 6
|
|
984 990 981 1 155 161 152 3
|
|
991 987 982 1 162 158 153 3
|
|
989 982 987 1 160 153 158 6
|
|
989 985 983 1 160 156 154 6
|
|
992 991 982 1 163 162 153 3
|
|
988 987 991 1 159 158 162 3
|
|
993 994 995 1 164 165 166 5
|
|
996 997 998 1 167 168 169 5
|
|
987 986 985 1 158 157 156 1
|
|
990 988 999 1 161 159 170 5
|
|
988 991 1000 1 159 162 171 5
|
|
1000 999 988 1 171 170 159 5
|
|
999 1001 990 1 170 172 161 5
|
|
991 990 1001 1 162 161 172 5
|
|
1001 1000 991 1 172 171 162 5
|
|
990 984 1002 1 161 155 173 5
|
|
1002 1003 990 1 173 174 161 5
|
|
1004 986 1003 1 175 157 174 5
|
|
986 1004 1002 1 157 175 173 5
|
|
1003 1002 995 1 174 173 166 5
|
|
995 994 1003 1 166 165 174 5
|
|
1004 1003 994 1 175 174 165 5
|
|
1004 995 1002 1 175 166 173 5
|
|
999 1000 998 1 170 171 169 5
|
|
998 997 999 1 169 168 170 5
|
|
1001 999 997 1 172 170 168 5
|
|
997 996 1001 1 168 167 172 5
|
|
1000 1001 996 1 171 172 167 5
|
|
996 998 1000 1 167 169 171 5
|
|
1005 1006 1007 1 176 177 178 3
|
|
992 982 981 1 163 153 152 2
|
|
981 990 1008 1 152 161 179 3
|
|
992 1008 991 1 163 179 162 5
|
|
990 991 1008 1 161 162 179 5
|
|
1008 992 1007 1 179 163 178 5
|
|
1007 1006 1008 1 178 177 179 5
|
|
1005 1008 1006 1 176 179 177 3
|
|
1008 1005 981 1 179 176 152 3
|
|
992 981 1005 1 163 152 176 3
|
|
1005 1007 992 1 176 178 163 3
|
|
988 990 986 1 159 161 157 1
|
|
986 990 1003 1 157 161 174 5
|
|
993 1004 994 1 164 175 165 5
|
|
986 1002 984 1 157 173 155 5
|
|
1004 993 995 1 175 164 166 5
|
|
1009 1010 1011 1 180 181 182 2
|
|
1009 1012 1010 1 182 183 180 2
|
|
1009 1011 1012 1 180 181 182 2
|
|
1012 1011 1010 2 182 183 180 1
|
|
1013 1014 1015 1 180 181 182 2
|
|
1013 1016 1014 1 182 183 180 2
|
|
1013 1015 1016 1 180 181 182 2
|
|
1016 1015 1014 2 182 183 180 1
|
|
1017 1018 1019 1 180 181 182 2
|
|
1017 1020 1018 1 182 183 180 2
|
|
1017 1019 1020 1 180 181 182 2
|
|
1020 1019 1018 2 182 183 180 1
|
|
1021 1022 1023 1 180 181 182 2
|
|
1021 1024 1022 1 182 183 180 2
|
|
1021 1023 1024 1 180 181 182 2
|
|
1024 1023 1022 2 182 183 180 1
|
|
1025 1026 1027 1 180 181 182 2
|
|
1025 1028 1026 1 182 183 180 2
|
|
1025 1027 1028 1 180 181 182 2
|
|
1028 1027 1026 2 182 183 180 1
|
|
1029 1030 1031 1 184 185 186 2
|
|
1029 1031 1032 1 184 186 187 2
|
|
1029 1032 1030 1 184 187 185 2
|
|
1032 1031 1030 2 187 186 185 1
|
|
1033 1034 1035 1 184 185 186 2
|
|
1033 1035 1036 1 184 186 187 2
|
|
1033 1036 1034 1 184 187 185 2
|
|
1036 1035 1034 2 187 186 185 1
|
|
1037 1038 1039 1 184 185 186 2
|
|
1037 1039 1040 1 184 186 187 2
|
|
1037 1040 1038 1 184 187 185 2
|
|
1040 1039 1038 2 187 186 185 1
|
|
1041 1042 1043 1 184 185 186 2
|
|
1041 1043 1044 1 184 186 187 2
|
|
1041 1044 1042 1 184 187 185 2
|
|
1044 1043 1042 2 187 186 185 1
|
|
1045 1046 1047 1 184 185 186 2
|
|
1045 1047 1048 1 184 186 187 2
|
|
1045 1048 1046 1 184 187 185 2
|
|
1048 1047 1046 2 187 186 185 1
|
|
1049 1050 1051 1 152 154 153 2
|
|
1050 1049 1052 1 154 152 155 2
|
|
1053 1052 1054 1 156 155 157 1
|
|
1054 1055 1056 1 157 159 158 1
|
|
1052 1053 1050 1 155 156 154 4
|
|
1050 1057 1051 1 154 160 153 6
|
|
1056 1057 1053 1 158 160 156 6
|
|
1052 1049 1058 1 155 152 161 3
|
|
1059 1051 1056 1 162 153 158 3
|
|
1057 1056 1051 1 160 158 153 6
|
|
1057 1050 1053 1 160 154 156 6
|
|
1060 1051 1059 1 163 153 162 3
|
|
1055 1059 1056 1 159 162 158 3
|
|
1061 1062 1063 1 164 166 165 5
|
|
1064 1065 1066 1 167 169 168 5
|
|
1056 1053 1054 1 158 156 157 1
|
|
1058 1067 1055 1 161 170 159 5
|
|
1055 1068 1059 1 159 171 162 5
|
|
1068 1055 1067 1 171 159 170 5
|
|
1067 1058 1069 1 170 161 172 5
|
|
1059 1069 1058 1 162 172 161 5
|
|
1069 1059 1068 1 172 162 171 5
|
|
1058 1070 1052 1 161 173 155 5
|
|
1070 1058 1071 1 173 161 174 5
|
|
1072 1071 1054 1 175 174 157 5
|
|
1054 1070 1072 1 157 173 175 5
|
|
1071 1062 1070 1 174 166 173 5
|
|
1062 1071 1063 1 166 174 165 5
|
|
1072 1063 1071 1 175 165 174 5
|
|
1072 1070 1062 1 175 173 166 5
|
|
1067 1065 1068 1 170 169 171 5
|
|
1065 1067 1066 1 169 170 168 5
|
|
1069 1066 1067 1 172 168 170 5
|
|
1066 1069 1064 1 168 172 167 5
|
|
1068 1064 1069 1 171 167 172 5
|
|
1064 1068 1065 1 167 171 169 5
|
|
1073 1074 1075 1 176 178 177 3
|
|
1060 1049 1051 1 163 152 153 2
|
|
1049 1076 1058 1 152 179 161 3
|
|
1060 1059 1076 1 163 162 179 5
|
|
1058 1076 1059 1 161 179 162 5
|
|
1076 1074 1060 1 179 178 163 5
|
|
1074 1076 1075 1 178 179 177 5
|
|
1073 1075 1076 1 176 177 179 3
|
|
1076 1049 1073 1 179 152 176 3
|
|
1060 1073 1049 1 163 176 152 3
|
|
1073 1060 1074 1 176 163 178 3
|
|
1055 1054 1058 1 159 157 161 1
|
|
1054 1071 1058 1 157 174 161 5
|
|
1061 1063 1072 1 164 165 175 5
|
|
1054 1052 1070 1 157 155 173 5
|
|
1072 1062 1061 1 175 166 164 5
|
|
tverts 188
|
|
0.300955 0.0347576 0
|
|
0.212349 0.118218 0
|
|
0.118516 0.0220187 0
|
|
0.139713 0.287881 0
|
|
0.429284 0.215458 0
|
|
0.555815 0.357282 0
|
|
0.308464 0.498852 0
|
|
0.40323 0.971226 0
|
|
0.532388 0.868858 0
|
|
0.33437 0.828714 0
|
|
0.322354 0.629538 0
|
|
0.32513 0.715658 0
|
|
0.642603 0.532514 0
|
|
0.010957 0.940028 0
|
|
0.0509596 0.668081 0
|
|
0.101563 0.530302 0
|
|
0.010957 0.757209 0
|
|
0.010957 0.507493 0
|
|
0.277879 0.990738 0
|
|
0.370358 0.754746 0
|
|
0.253507 0.171893 0
|
|
0.314262 0.409674 0
|
|
0.226224 0.312396 0
|
|
0.190299 0.643515 0
|
|
0.482072 0.514306 0
|
|
0.382885 0.40501 0
|
|
0.947922 0.675458 0
|
|
0.908929 0.674083 0
|
|
0.81936 0.570629 0
|
|
0.848806 0.912668 0
|
|
0.753178 0.621185 0
|
|
0.747875 0.942013 0
|
|
0.836336 0.673791 0
|
|
0.924885 0.922984 0
|
|
0.875782 0.668796 0
|
|
0.817375 0.668214 0
|
|
0.821833 0.612763 0
|
|
0.839427 0.673317 0
|
|
0.790491 0.668839 0
|
|
0.721634 0.760144 0
|
|
0.809161 0.927331 0
|
|
0.829412 0.928911 0
|
|
0.951892 0.91178 0
|
|
0.9178 0.979974 0
|
|
0.756178 0.941657 0
|
|
0.865692 0.984241 0
|
|
0.840488 0.947479 0
|
|
0.941407 0.825145 0
|
|
0.876903 0.865715 0
|
|
0.867143 0.863863 0
|
|
0.92293 0.908992 0
|
|
0.8963 0.57614 0
|
|
0.916988 0.695511 0
|
|
0.884618 0.694434 0
|
|
0.8325 0.867056 0
|
|
0.834708 0.553182 0
|
|
0.924016 0.68556 0
|
|
0.940315 0.549428 0
|
|
0.950588 0.689068 0
|
|
0.970357 0.574549 0
|
|
0.827878 0.971707 0
|
|
0.921982 0.927201 0
|
|
0.859429 0.969037 0
|
|
0.930998 0.850069 0
|
|
0.810962 0.822032 0
|
|
0.934021 0.819668 0
|
|
0.841132 0.91028 0
|
|
0.832898 0.569828 0
|
|
0.83747 0.665397 0
|
|
0.941166 0.563114 0
|
|
0.955828 0.619269 0
|
|
0.941388 0.560423 0
|
|
0.82813 0.571716 0
|
|
0.949922 0.618041 0
|
|
0.33731 0.891212 0
|
|
0.231898 0.777893 0
|
|
0.325803 0.700219 0
|
|
0.534678 0.602619 0
|
|
0.381804 0.495913 0
|
|
0.564654 0.442681 0
|
|
0.39363 0.416347 0
|
|
0.495946 0.336996 0
|
|
0.532754 0.201931 0
|
|
0.0968684 0.517932 0
|
|
0.144165 0.880313 0
|
|
0.230081 0.303167 0
|
|
0.0986083 0.34727 0
|
|
0.218582 0.525636 0
|
|
0.317187 0.375986 0
|
|
0.0214155 0.613465 0
|
|
0.231898 0.777894 0
|
|
0.495925 0.337093 0
|
|
0.914501 0.993121 0
|
|
0.820082 0.945076 0
|
|
0.876414 0.941989 0
|
|
0.903679 0.936747 0
|
|
0.966573 0.961244 0
|
|
0.928465 0.577396 0
|
|
0.929563 0.754304 0
|
|
0.86059 0.568297 0
|
|
0.898183 0.755208 0
|
|
0.85167 0.756575 0
|
|
0.831254 0.819248 0
|
|
0.970969 0.822189 0
|
|
0.855484 0.577667 0
|
|
0.860691 0.541475 0
|
|
0.813599 0.58308 0
|
|
0.869338 0.87821 0
|
|
0.772546 0.869346 0
|
|
0.779052 0.987027 0
|
|
0.880512 0.924195 0
|
|
0.879052 0.889488 0
|
|
0.888601 0.874246 0
|
|
0.927908 0.957419 0
|
|
0.925823 0.831441 0
|
|
0.724792 0.649558 0
|
|
0.885964 0.541378 0
|
|
0.932484 0.645095 0
|
|
0.870558 0.783688 0
|
|
0.689087 0.279339 0
|
|
0.596259 0.240067 0
|
|
0.583824 0.304621 0
|
|
0.705154 0.198219 0
|
|
0.639343 0.220811 0
|
|
0.690913 0.0499548 0
|
|
0.578988 0.19605 0
|
|
0.505554 0.210319 0
|
|
0.841222 0.214635 0
|
|
0.928158 0.248302 0
|
|
0.9759 0.122642 0
|
|
0.780361 0.404548 0
|
|
0.756059 0.29631 0
|
|
0.523578 0.0383769 0
|
|
0.733157 0.0518657 0
|
|
0.741676 0.0183135 0
|
|
0.784804 0.0582485 0
|
|
0.770552 0.207373 0
|
|
0.875051 0.0647088 0
|
|
0.817957 0.316524 0
|
|
0.677168 0.396502 0
|
|
0.907677 0.437694 0
|
|
0.883062 0.380463 0
|
|
0.772908 0.461184 0
|
|
0.976618 0.306243 0
|
|
0.343373 0.786707 0
|
|
0.356484 0.951331 0
|
|
0.498786 0.683299 0
|
|
0.244986 0.903809 0
|
|
0.267033 0.58145 0
|
|
0.373641 0.486386 0
|
|
0.102011 0.626879 0
|
|
0.210788 0.482278 0
|
|
0.779913 0.814937 0
|
|
0.764158 0.91672 0
|
|
0.818121 0.926328 0
|
|
0.856468 0.816366 0
|
|
0.882641 0.933433 0
|
|
0.803907 0.809831 0
|
|
0.732461 0.94635 0
|
|
0.732376 0.830576 0
|
|
0.831533 0.986673 0
|
|
0.753297 0.791604 0
|
|
0.689157 0.83099 0
|
|
0.734206 0.818348 0
|
|
0.841614 0.628323 0
|
|
0.791908 0.604093 0
|
|
0.883544 0.647217 0
|
|
0.731953 0.615943 0
|
|
0.708415 0.605901 0
|
|
0.688179 0.619695 0
|
|
0.720851 0.712325 0
|
|
0.698037 0.709179 0
|
|
0.741811 0.705427 0
|
|
0.865614 0.720499 0
|
|
0.761 0.705321 0
|
|
0.808721 0.715055 0
|
|
0.745605 0.697303 0
|
|
0.724754 0.701505 0
|
|
0.69977 0.699527 0
|
|
0.730021 0.776353 0
|
|
0.871095 0.834102 0
|
|
0.844035 0.880972 0
|
|
0.797166 0.853912 0
|
|
0.824226 0.807042 0
|
|
0 0 0
|
|
1.00563 0.910856 0
|
|
-0.417773 0 0
|
|
1.00563 -0.908421 0
|
|
endnode
|
|
endmodelgeom phod_quihex
|
|
donemodel phod_quihex
|