:name great icosahedron
:alias stellation of the icosahedron
:comment Net data does not agree with Cundy and Rollett, deleted from here
 KMC supplied data for solid vertices Oct 91 from !Stellate
 Net created by !PolyNet on Tue,23 Apr 1996.11:18:53
 Net looks sick !!! 2 Aug 1997
:number 8
:symbol {3,5} @I sub 5 @
:dual great stellated dodecahedron
:sfaces 20 20{3}
:svertices 12 12(@3 sup 5@)
:netf 180 3
3 45 46 39
3 104 105 97
3 50 49 51
3 51 60 59
3 39 46 47
3 97 105 106
3 47 48 39
3 96 95 97
3 59 58 51
3 39 44 45
3 97 103 104
3 51 52 50
3 102 103 97
3 53 52 51
3 43 44 39
3 51 58 57
3 39 31 38
3 97 95 98
3 46 95 96
3 175 58 59
3 49 48 47
3 58 175 176
3 48 49 50
3 95 46 45
3 57 56 51
3 38 40 39
3 98 99 97
3 39 42 43
3 97 101 102
3 51 54 53
3 55 54 51
3 41 42 39
3 100 101 97
3 97 99 100
3 51 56 55
3 39 40 41
3 29 61 62
3 95 177 98
3 42 151 43
3 107 56 57
3 31 37 38
3 101 109 102
3 109 101 110
3 61 29 30
3 151 42 152
3 56 107 108
3 37 31 32
3 177 95 178
3 155 154 153
3 119 120 111
3 32 31 27
3 111 109 110
3 27 31 30
3 153 154 152
3 173 6 174
3 181 101 100
3 56 63 55
3 30 29 27
3 152 42 153
3 110 112 111
3 27 33 32
3 153 156 155
3 111 118 119
3 101 181 182
3 63 56 64
3 6 173 5
3 157 156 153
3 117 118 111
3 34 33 27
3 111 112 113
3 27 29 28
3 153 162 161
3 143 142 137
3 64 66 65
3 5 4 3
3 65 63 64
3 3 6 5
3 137 144 143
3 121 118 117
3 93 33 34
3 158 179 157
3 162 163 161
3 147 146 148
3 29 75 28
3 113 114 111
3 28 25 27
3 161 160 153
3 153 158 157
3 111 116 117
3 27 35 34
3 75 29 76
3 163 162 164
3 146 147 145
3 179 158 180
3 118 121 122
3 33 93 94
3 145 144 137
3 73 74 65
3 7 6 3
3 65 66 67
3 3 4 1
3 137 142 141
3 115 116 111
3 36 35 27
3 159 158 153
3 153 160 159
3 111 114 115
3 27 25 26
3 67 68 65
3 1 2 3
3 141 140 137
3 137 146 145
3 65 72 73
3 3 8 7
3 149 116 115
3 25 24 26
3 165 158 159
3 116 149 150
3 158 165 166
3 24 25 23
3 71 72 65
3 136 135 137
3 9 8 3
3 65 68 69
3 137 140 139
3 3 12 11
3 84 167 168
3 123 70 69
3 12 13 11
3 129 135 136
3 77 22 78
3 79 8 9
3 69 70 65
3 11 10 3
3 139 138 137
3 137 138 136
3 65 70 71
3 3 10 9
3 8 79 80
3 70 123 124
3 13 12 14
3 135 129 128
3 22 77 21
3 167 84 85
3 83 82 81
3 126 127 125
3 23 22 15
3 125 123 126
3 15 24 23
3 81 84 83
3 85 84 81
3 124 123 125
3 14 12 15
3 15 22 21
3 81 82 80
3 125 127 128
3 169 88 170
3 133 171 172
3 90 91 89
3 171 133 132
3 91 90 92
3 88 169 87
3 128 129 125
3 21 20 15
3 80 79 81
3 81 86 85
3 125 133 134
3 15 16 14
3 17 16 15
3 87 86 81
3 132 133 125
3 15 20 19
3 81 90 89
3 125 129 130
3 19 18 15
3 89 88 81
3 130 131 125
3 81 88 87
3 125 131 132
3 15 18 17
:hinges 179
110 3 101 3 4.37254
101 1 75 2 0.72972
75 3 77 3 4.37257
77 1 99 2 0.72972
99 3 114 3 4.37254
114 1 123 2 0.729736
123 3 138 3 4.37254
138 1 134 2 0.729762
134 3 126 3 4.37254
126 2 129 3 5.05219
129 1 141 1 0.729758
141 2 153 1 5.05223
153 3 168 3 4.37254
168 1 169 2 0.729746
169 3 180 3 4.37256
180 1 175 2 0.729704
175 3 172 3 4.37258
172 1 164 2 0.729734
164 3 154 3 4.37255
154 1 147 2 0.729748
147 3 149 3 4.37252
149 2 120 3 5.05222
120 1 116 1 0.729735
116 3 108 2 5.05223
108 1 86 2 0.7297
86 3 71 3 4.37257
71 1 58 2 0.729734
58 3 53 3 4.37255
53 1 51 2 0.729733
51 3 61 3 4.37255
61 1 69 2 0.729741
69 3 90 3 4.37255
90 1 104 2 0.729719
51 1 47 2 5.05224
47 1 41 1 0.729702
41 3 17 2 5.05223
17 3 26 3 4.37253
26 2 36 1 0.729758
36 3 32 3 4.37251
32 2 28 1 0.729758
28 3 15 3 4.37253
15 2 10 1 0.729723
10 3 1 3 4.37256
1 2 5 1 0.729752
5 3 7 3 4.37256
7 1 21 2 5.05223
21 1 23 1 0.729747
23 2 3 1 5.05221
3 3 12 3 4.37258
12 1 14 2 0.729734
14 3 30 3 4.37255
30 1 31 2 0.729748
31 3 35 3 4.37252
35 1 25 2 0.729729
25 3 16 3 4.37254
16 1 9 2 0.729746
9 3 4 3 4.37256
58 1 44 2 5.05223
44 1 37 1 0.729711
35 2 57 3 5.05222
57 1 65 1 0.729735
65 3 76 2 5.05223
76 3 74 3 4.37255
74 2 100 1 0.729719
100 3 109 3 4.37255
109 2 124 1 0.729741
124 3 133 3 4.37255
133 2 137 1 0.729733
137 3 121 3 4.37255
121 2 113 1 0.729734
113 3 98 3 4.37257
71 2 84 3 5.05223
84 1 91 1 0.729709
154 2 143 3 5.05223
143 1 131 1 0.729711
123 1 132 2 5.05219
132 1 139 1 0.729758
139 2 165 1 5.05223
165 3 155 3 4.37254
155 1 145 2 0.729729
145 3 150 3 4.37252
150 1 151 2 0.729748
151 3 166 3 4.37255
166 1 170 2 0.729734
170 3 178 3 4.37258
178 1 176 2 0.729704
176 3 173 3 4.37256
173 2 159 3 5.05224
159 1 161 1 0.729684
69 1 80 2 5.05225
80 1 96 1 0.729684
1 1 24 2 5.05222
24 1 19 1 0.729747
19 2 8 1 5.05221
8 2 18 1 0.729734
18 3 27 3 4.37255
27 2 34 1 0.729748
34 3 33 3 4.37252
33 2 29 1 0.729729
29 3 13 3 4.37254
13 2 11 1 0.729746
11 3 2 3 4.37256
2 2 6 1 0.729704
25 1 40 2 5.05223
40 1 46 1 0.729758
29 2 42 3 5.05223
42 1 43 1 0.729758
43 3 52 2 5.05221
52 3 60 3 4.37254
60 2 70 1 0.729736
70 3 85 3 4.37254
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103 2 89 1 0.72972
89 3 68 3 4.37254
68 2 63 1 0.729736
63 3 50 3 4.37254
68 1 79 2 5.05224
79 1 95 1 0.729684
133 1 128 2 5.05224
128 1 140 1 0.729702
140 2 152 1 5.05223
152 2 148 1 0.729758
148 3 146 3 4.37251
146 2 156 1 0.729758
156 3 163 3 4.37253
163 2 174 1 0.729723
174 3 177 3 4.37256
177 2 179 1 0.729752
179 3 171 3 4.37256
171 2 167 1 0.729723
163 1 142 2 5.05223
142 1 130 1 0.729702
130 2 122 1 5.05224
122 3 136 3 4.37255
136 1 135 2 0.729733
135 3 125 3 4.37255
125 1 111 2 0.729734
111 3 102 3 4.37257
102 1 73 2 0.7297
73 3 78 3 4.37255
78 1 97 2 0.729719
97 3 112 3 4.37255
112 2 93 3 5.05225
93 1 83 1 0.729684
103 1 115 2 5.05223
115 1 118 1 0.729728
28 2 39 3 5.05223
39 1 45 1 0.729702
45 2 59 1 5.05224
59 3 54 3 4.37255
54 1 49 2 0.729733
49 3 62 3 4.37255
62 1 67 2 0.729734
67 3 88 3 4.37257
88 1 105 2 0.7297
105 3 106 3 4.37255
106 1 87 2 0.729719
87 3 72 3 4.37255
72 2 82 3 5.05225
82 1 92 1 0.729684
105 1 117 2 5.05223
117 1 119 1 0.729736
151 1 144 2 5.05223
144 1 127 1 0.729711
178 2 162 3 5.05221
162 1 157 1 0.729747
171 1 160 2 5.05223
160 1 158 1 0.729747
77 2 66 3 5.05223
66 1 55 1 0.729728
9 1 20 2 5.05224
20 1 22 1 0.729684
18 2 38 3 5.05222
38 1 48 1 0.729711
88 2 81 3 5.05224
81 1 94 1 0.729709
33 1 56 2 5.05222
56 1 64 1 0.729735
:solidf 180 3
3 3 2 1 1
3 5 2 4 2
3 7 2 6 3
3 6 2 8 4
3 1 2 9 5
3 4 2 10 6
3 9 11 1 7
3 10 12 4 1
3 8 13 6 2
3 1 12 3 3
3 4 13 5 4
3 6 11 7 5
3 14 13 4 6
3 15 11 6 7
3 16 12 1 1
3 6 13 17 2
3 1 11 18 3
3 4 12 19 4
3 2 12 10 5
3 2 13 8 6
3 2 11 9 7
3 13 2 5 1
3 11 2 7 2
3 12 2 3 3
3 17 20 6 4
3 18 21 1 5
3 19 22 4 6
3 1 23 16 7
3 4 24 14 1
3 6 25 15 2
3 26 25 6 3
3 27 23 1 4
3 28 24 4 5
3 4 22 28 6
3 6 20 26 7
3 1 21 27 1
3 25 11 15 2
3 12 22 19 3
3 23 12 16 4
3 13 20 17 5
3 11 21 18 6
3 24 13 14 7
3 13 24 29 1
3 11 25 30 2
3 12 23 31 3
3 20 13 32 4
3 21 11 33 5
3 22 12 34 6
3 34 12 35 7
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3 37 11 30 4
3 35 12 31 5
3 21 23 27 6
3 22 24 28 7
3 20 25 26 1
3 30 25 37 2
3 31 23 35 3
3 29 24 36 4
3 37 21 33 5
3 35 22 34 6
3 36 20 32 7
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3 23 21 40 3
3 41 22 35 4
3 42 20 36 5
3 43 21 37 6
3 36 24 44 7
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3 35 23 46 2
3 38 22 47 3
3 39 20 48 4
3 40 21 49 5
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3 22 52 59 3
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3 85 86 91 5
:netv 182
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:type T1 180,3 K S G W41
:end
