:name metabigyrate rhombicosidodecahedron (J74) :number 118 :symbol @m sub 0 @ :sfaces 62 20{3} 30{4} 12{5} :svertices 60 20(@3@.@4 sup 2@.@5@) 40(@3@.@4@.@5@.@4@) :net 62 5 4 9 7 15 17 3 17 15 24 4 15 14 23 24 5 4 0 3 14 15 3 6 13 14 4 14 13 22 23 4 2 8 13 6 3 2 1 8 4 1 5 12 8 5 8 12 18 25 16 3 5 11 12 4 12 11 20 21 4 55 46 45 54 3 34 33 38 4 33 35 43 38 5 29 26 28 33 34 3 35 42 43 4 43 42 51 52 4 30 32 35 33 3 23 22 30 4 22 27 32 30 5 32 31 36 39 37 3 27 31 32 4 20 11 10 19 4 45 44 53 54 3 54 53 60 4 53 57 66 60 5 47 40 49 57 53 3 57 65 66 4 65 59 71 75 4 52 59 65 57 3 52 51 59 4 42 41 50 51 5 51 50 61 67 62 3 41 48 50 4 50 48 56 58 4 79 76 82 85 3 85 82 89 4 82 81 88 89 5 73 69 72 81 82 3 81 84 88 4 88 84 94 99 4 75 78 84 81 3 75 71 78 4 71 70 77 78 5 78 77 86 91 87 3 70 74 77 4 77 74 80 83 4 103 100 107 110 3 110 107 114 4 107 106 113 114 5 97 92 96 106 107 3 106 109 113 4 113 109 116 117 4 99 102 109 106 3 99 94 102 4 94 93 101 102 5 102 101 111 115 112 3 93 98 101 4 101 98 105 108 5 64 55 54 63 68 5 98 90 95 104 105 :solid 62 5 4 137 132 143 149 3 149 143 155 4 143 142 154 155 5 132 123 131 142 143 3 131 141 142 4 142 141 153 154 4 125 135 141 131 3 125 128 135 4 128 138 147 135 5 135 147 159 153 141 3 138 150 147 4 147 150 162 159 4 149 155 166 161 3 166 172 174 4 172 176 177 174 5 155 154 165 172 166 3 176 175 177 4 177 175 171 173 4 165 170 176 172 3 154 153 165 4 153 159 170 165 5 170 162 169 175 176 3 159 162 170 4 162 150 158 169 4 166 174 168 161 3 161 168 157 4 168 167 156 157 5 174 177 173 167 168 3 167 160 156 4 160 164 152 148 4 173 164 160 167 3 173 171 164 4 175 169 163 171 5 171 163 151 152 164 3 169 158 163 4 163 158 146 151 4 157 156 144 145 3 145 144 133 4 144 136 126 133 5 156 160 148 136 144 3 136 130 126 4 126 130 122 120 4 148 140 130 136 3 148 152 140 4 152 151 139 140 5 140 139 129 122 130 3 151 146 139 4 139 146 134 129 4 145 133 127 137 3 137 127 132 4 127 121 123 132 5 133 126 120 121 127 3 121 119 123 4 123 119 125 131 4 120 118 119 121 3 120 122 118 4 122 129 124 118 5 118 124 128 125 119 3 129 134 124 4 124 134 138 128 5 137 149 161 157 145 5 134 146 158 150 138 :hinges 61 0 2 1 0 2.7767288254763101 1 1 2 3 2.7767288254763101 3 3 2 0 2.588018294692748 5 3 2 1 2.6779450445889871 4 1 5 0 2.7767288254763101 4 0 6 2 2.7767288254763101 6 0 7 2 2.7767288254763101 7 1 8 3 2.7767288254763101 9 0 8 2 2.588018294692748 10 2 8 1 2.7767288254763101 10 1 11 0 2.7767288254763101 15 3 13 0 2.68680253336394 13 1 14 3 2.7767288254763101 18 2 14 0 2.6779450445889871 16 2 14 1 2.7767288254763101 16 1 17 0 2.7767288254763101 18 0 20 2 2.6779450445889871 19 1 20 3 2.7767288254763101 21 0 22 1 2.68680253336394 22 2 20 1 2.7767288254763101 11 1 23 0 2.6779450445889871 19 0 5 2 2.7767288254763101 12 2 24 3 2.6779450445889871 24 2 25 0 2.7767288254763101 25 1 26 3 2.7767288254763101 27 3 26 0 2.588018294692748 28 2 26 1 2.7767288254763101 30 1 29 0 2.6779450445889871 28 0 30 2 2.7767288254763101 30 0 31 2 2.7767288254763101 17 1 32 3 2.6779450445889871 33 0 32 2 2.588018294692748 34 2 32 1 2.7767288254763101 34 1 35 0 2.7767288254763101 31 0 17 2 2.7767288254763101 36 2 37 0 2.7767288254763101 37 1 38 3 2.7767288254763101 39 3 38 0 2.588018294692748 40 2 38 1 2.7767288254763101 40 1 41 0 2.7767288254763101 40 0 42 2 2.7767288254763101 42 0 43 2 2.7767288254763101 43 1 44 3 2.7767288254763101 45 0 44 2 2.588018294692748 46 2 44 1 2.7767288254763101 46 1 47 0 2.7767288254763101 43 0 29 2 2.7767288254763101 48 2 49 0 2.7767288254763101 49 1 50 3 2.7767288254763101 51 3 50 0 2.588018294692748 52 2 50 1 2.7767288254763101 52 1 53 0 2.7767288254763101 52 0 54 2 2.7767288254763101 54 0 55 2 2.7767288254763101 55 1 56 3 2.7767288254763101 57 0 56 2 2.588018294692748 58 2 56 1 2.7767288254763101 58 1 59 0 2.7767288254763101 55 0 41 2 2.7767288254763101 60 1 12 3 2.588018294692748 61 4 59 1 2.588018294692748 :dih 4 50 3 4 2.7767288254763101 10 4 4 2.6779450445889871 10 3 5 2.68680253336394 50 4 5 2.588018294692748 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2.23205080756888[(1/2+sqrt(3))] .5[1/2] 0[0] 2.73205080756888[(1+sqrt(3))] -3.36602540378444[(-5/2+(-1/2)*sqrt(3))] 0[0] 2.73205080756888[(1+sqrt(3))] -1.36602540378444[(-1/2+(-1/2)*sqrt(3))] 0[0] 2.73205080756888[(1+sqrt(3))] 1.36602540378444[(1/2+(1/2)*sqrt(3))] 0[0] 2.81708192007959[(1+(1/2)*sqrt(3))+(3/16+(1/16)*sqrt(5))*sqrt(10+2*sqrt(5))-1/8*sqrt(10-2*sqrt(5))] -3.17504239815939[(-7/4+(-1/2)*sqrt(3)+(-1/4)*sqrt(5))] 0[0] 2.81708192007959[(1+(1/2)*sqrt(3))+1/8*sqrt(10+2*sqrt(5))+(1/16+(1/16)*sqrt(5))*sqrt(10-2*sqrt(5))] -1.55700840940949[(-5/4+(-1/2)*sqrt(3)+(1/4)*sqrt(5))] 0[0] 3.23205080756888[(3/2+sqrt(3))] -.5[-1/2] 0[0] 3.23205080756888[(3/2+sqrt(3))] .5[1/2] 0[0] 3.40486717237207[(1+(1/2)*sqrt(3))+(3/16+(1/16)*sqrt(5))*sqrt(10+2*sqrt(5))+1/8*sqrt(10-2*sqrt(5))] -2.36602540378444[(-3/2+(-1/2)*sqrt(3))] 0[0] 3.59807621135332[(1+(3/2)*sqrt(3))] -1.86602540378444[(-1+(-1/2)*sqrt(3))] 0[0] 4.09807621135332[(3/2+(3/2)*sqrt(3))] -1[-1] 0[0] -6.6068048575703378 -11.524073029894122 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