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- :name
- snub dodecahedron (laevo)
- :comment
- KMC added data for solid vertices Oct 91
- :number
- 21
- :symbol
- @"s" left { pile { 3 above 5 } right }@ @sB sub 5 @
- :dual
- pentagonal hexacontahedron (dextro)
- :sfaces
- 92 80{3} 12{5}
- :svertices
- 60 60(@3 sup 4@.@5@)
- :net
- 92 5
- 5 26 17 16 24 28
- 3 10 9 16
- 3 16 9 15
- 3 16 15 24
- 3 9 8 15
- 3 9 5 8
- 3 5 2 4
- 3 5 4 8
- 3 8 4 7
- 3 35 34 45
- 3 45 34 44
- 3 45 44 57
- 3 34 33 44
- 3 34 24 33
- 3 24 15 23
- 3 24 23 33
- 3 33 23 32
- 5 15 11 12 18 23
- 5 47 36 32 43 49
- 3 23 22 32
- 3 32 22 31
- 3 32 31 43
- 3 22 21 31
- 3 22 14 21
- 3 14 6 13
- 3 14 13 21
- 3 21 13 20
- 3 56 55 67
- 3 67 55 66
- 3 67 66 79
- 3 55 54 66
- 3 55 43 54
- 3 43 31 42
- 3 43 42 54
- 3 54 42 53
- 5 31 25 27 37 42
- 5 69 58 53 65 71
- 3 42 41 53
- 3 53 41 52
- 3 53 52 65
- 3 41 40 52
- 3 41 30 40
- 3 30 19 29
- 3 30 29 40
- 3 40 29 39
- 3 78 77 88
- 3 88 77 87
- 3 88 87 98
- 3 77 76 87
- 3 77 65 76
- 3 65 52 64
- 3 65 64 76
- 3 76 64 75
- 5 52 46 48 59 64
- 5 90 80 75 86 92
- 3 64 63 75
- 3 75 63 74
- 3 75 74 86
- 3 63 62 74
- 3 63 51 62
- 3 51 38 50
- 3 51 50 62
- 3 62 50 61
- 3 97 96 104
- 3 104 96 103
- 3 104 103 111
- 3 96 95 103
- 3 96 86 95
- 3 86 74 85
- 3 86 85 95
- 3 95 85 94
- 5 74 68 70 81 85
- 5 105 99 94 102 106
- 3 85 84 94
- 3 94 84 93
- 3 94 93 102
- 3 84 83 93
- 3 84 73 83
- 3 73 60 72
- 3 73 72 83
- 3 83 72 82
- 3 110 109 113
- 3 113 109 112
- 3 113 112 115
- 3 109 108 112
- 3 109 102 108
- 3 102 93 101
- 3 102 101 108
- 3 108 101 107
- 5 93 89 91 100 101
- 5 2 0 1 3 4
- 5 116 114 113 115 117
- :hinges
- 91
- 0 2 3 2 2.66913
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- 2 2 3 0 2.8654
- 4 2 2 1 2.8654
- 5 2 4 0 2.8654
- 7 2 5 1 2.8654
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- 10 1 12 2 2.8654
- 12 0 13 2 2.8654
- 13 1 15 2 2.8654
- 14 2 15 0 2.8654
- 15 1 16 0 2.8654
- 14 1 17 4 2.66913
- 3 1 14 0 2.8654
- 18 2 21 2 2.66913
- 19 1 20 0 2.8654
- 20 2 21 0 2.8654
- 22 2 20 1 2.8654
- 23 2 22 0 2.8654
- 25 2 23 1 2.8654
- 24 2 25 0 2.8654
- 26 0 25 1 2.8654
- 27 1 28 0 2.8654
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- 30 0 31 2 2.8654
- 31 1 33 2 2.8654
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- 33 1 34 0 2.8654
- 32 1 35 4 2.66913
- 21 1 32 0 2.8654
- 19 2 16 1 2.8654
- 36 2 39 2 2.66913
- 37 1 38 0 2.8654
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- 40 2 38 1 2.8654
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- 50 1 53 4 2.66913
- 39 1 50 0 2.8654
- 37 2 34 1 2.8654
- 54 2 57 2 2.66913
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- 73 2 70 1 2.8654
- 90 4 6 1 2.66913
- 91 2 83 2 2.66913
- :solid
- 92 5
- 5 118 119 120 121 122
- 3 118 122 123
- 3 119 118 124
- 3 120 119 125
- 3 121 120 126
- 3 122 121 127
- 3 126 128 121
- 3 125 129 120
- 3 124 130 119
- 3 127 131 122
- 3 123 132 118
- 3 130 125 119
- 3 132 124 118
- 3 131 123 122
- 3 128 127 121
- 3 129 126 120
- 3 125 133 129
- 3 124 134 130
- 3 123 135 132
- 3 127 136 131
- 3 126 137 128
- 3 138 130 134
- 3 139 132 135
- 3 140 131 136
- 3 141 128 137
- 3 142 129 133
- 5 143 137 126 129 142
- 5 138 144 133 125 130
- 5 132 139 145 134 124
- 5 123 131 140 146 135
- 5 136 127 128 141 147
- 3 133 148 142
- 3 149 141 137
- 3 134 150 138
- 3 151 140 136
- 3 139 135 152
- 3 133 144 148
- 3 134 145 150
- 3 135 146 152
- 3 136 147 151
- 3 137 143 149
- 3 144 138 153
- 3 145 139 154
- 3 146 140 155
- 3 147 141 156
- 3 143 142 157
- 3 148 157 142
- 3 150 153 138
- 3 152 154 139
- 3 151 155 140
- 3 149 156 141
- 3 158 148 144
- 3 159 150 145
- 3 160 152 146
- 3 161 151 147
- 3 162 149 143
- 3 157 162 143
- 3 156 161 147
- 3 153 158 144
- 3 160 146 155
- 3 145 154 159
- 5 163 164 157 148 158
- 5 159 165 166 153 150
- 5 152 160 167 168 154
- 5 155 151 161 169 170
- 5 171 156 149 162 172
- 3 157 164 162
- 3 153 166 158
- 3 154 168 159
- 3 155 170 160
- 3 156 171 161
- 3 163 158 166
- 3 165 159 168
- 3 167 160 170
- 3 169 161 171
- 3 172 162 164
- 3 172 164 173
- 3 174 169 171
- 3 166 175 163
- 3 165 168 176
- 3 167 170 177
- 3 164 163 173
- 3 166 165 175
- 3 168 167 176
- 3 170 169 177
- 3 171 172 174
- 3 173 174 172
- 3 175 173 163
- 3 176 175 165
- 3 177 176 167
- 3 174 177 169
- 5 173 175 176 177 174
- :dih
- 2
- 90 3 3 2.8654
- 60 3 5 2.66913
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- :EOF
-