:name great rhombicuboctahedron
:comment KMC added data for solid vertices Oct 91
:number 14
:symbol @"t" left { pile { 3 above 4 } right }@ @K sub 4 @
:dual hexakis octahedron
:sfaces 26 12{4} 8{6} 6{8}
:svertices 48 48(@4@.@6@.@8@)
:netf 26 8
4 6 5 9 10
8 5 2 1 4 8 14 15 9
4 4 3 7 8
6 16 12 15 21 26 22
4 15 14 20 21
6 14 11 13 19 25 20
4 31 30 36 37
8 30 21 20 29 35 44 45 36
4 29 28 34 35
6 46 40 45 51 54 52
4 45 44 50 51
6 44 39 43 49 53 50
4 58 57 61 62
8 57 51 50 56 60 66 67 61
4 56 55 59 60
6 68 64 67 71 74 72
4 67 66 70 71
6 66 63 65 69 73 70
4 78 77 81 82
8 77 71 70 76 80 86 87 81
4 76 75 79 80
6 88 84 87 91 94 92
4 87 86 90 91
6 86 83 85 89 93 90
8 32 24 23 31 37 47 48 38
8 28 18 17 27 33 41 42 34
:hinges 25
1 2 2 8 2.35619
2 4 3 4 2.35619
4 3 5 4 2.52611
2 6 5 1 2.35619
5 2 6 6 2.52611
7 2 8 8 2.35619
8 4 9 4 2.35619
10 3 11 4 2.52611
8 6 11 1 2.35619
11 2 12 6 2.52611
8 2 5 3 2.35619
13 2 14 8 2.35619
14 4 15 4 2.35619
16 3 17 4 2.52611
14 6 17 1 2.35619
17 2 18 6 2.52611
14 2 11 3 2.35619
19 2 20 8 2.35619
20 4 21 4 2.35619
22 3 23 4 2.52611
20 6 23 1 2.35619
23 2 24 6 2.52611
20 2 17 3 2.35619
25 4 7 4 2.35619
26 8 9 2 2.35619
:solidf 26 8
4 10 9 7 8 2
8 8 7 6 5 4 3 2 1 1
4 5 6 12 11 3
6 15 17 18 14 2 3 6
4 14 13 1 2 4
6 13 19 20 10 8 1 7
4 3 4 16 15 5
8 32 31 26 19 13 14 18 29 6
4 19 26 25 20 3
6 11 21 22 16 4 5 1
4 21 28 27 22 4
6 9 23 24 12 6 7 2
4 17 30 29 18 5
8 33 23 9 10 20 25 36 35 1
4 34 24 23 33 7
6 32 29 30 37 41 42 4
4 35 36 44 47 1
6 43 44 36 25 26 31 5
4 48 45 39 40 2
8 22 27 38 37 30 17 15 16 2
4 31 32 42 43 3
6 28 39 45 46 38 27 6
4 46 41 37 38 4
6 40 34 33 35 47 48 7
8 11 12 24 34 40 39 28 21 3
8 43 42 41 46 45 48 47 44 5
:netv 94
-1.20711 -2.20711
-1.20711 -1.20711
-.5 -3.91421
-.5 -2.91421
-.5 -.5
-.5 .5
.5 -3.91421
.5 -2.91421
.5 -.5
.5 .5
.70711 -3.07313
.70711 -.34108
1.20711 -3.93916
1.20711 -2.20711
1.20711 -1.20711
1.20711 .52494
2.20711 -5.62132
2.20711 -4.62132
2.20711 -3.93916
2.20711 -2.20711
2.20711 -1.20711
2.20711 .52494
2.20711 1.20711
2.20711 2.20711
2.70711 -3.07313
2.70711 -.34108
2.91421 -6.32843
2.91421 -3.91421
2.91421 -2.91421
2.91421 -.5
2.91421 .5
2.91421 2.91421
3.91421 -6.32843
3.91421 -3.91421
3.91421 -2.91421
3.91421 -.5
3.91421 .5
3.91421 2.91421
4.12132 -3.07313
4.12132 -.34108
4.62132 -5.62132
4.62132 -4.62132
4.62132 -3.93916
4.62132 -2.20711
4.62132 -1.20711
4.62132 .52494
4.62132 1.20711
4.62132 2.20711
5.62132 -3.93916
5.62132 -2.20711
5.62132 -1.20711
5.62132 .52494
6.12132 -3.07313
6.12132 -.34108
6.32843 -3.91421
6.32843 -2.91421
6.32843 -.5
6.32843 .5
7.32843 -3.91421
7.32843 -2.91421
7.32843 -.5
7.32843 .5
7.53553 -3.07313
7.53553 -.34108
8.03553 -3.93916
8.03553 -2.20711
8.03553 -1.20711
8.03553 .52494
9.03553 -3.93916
9.03553 -2.20711
9.03553 -1.20711
9.03553 .52494
9.53553 -3.07313
9.53553 -.34108
9.74264 -3.91421
9.74264 -2.91421
9.74264 -.5
9.74264 .5
10.74264 -3.91421
10.74264 -2.91421
10.74264 -.5
10.74264 .5
10.94975 -3.07313
10.94975 -.34108
11.44975 -3.93916
11.44975 -2.20711
11.44975 -1.20711
11.44975 .52494
12.44975 -3.93916
12.44975 -2.20711
12.44975 -1.20711
12.44975 .52494
12.94975 -3.07313
12.94975 -.34108
:solidv 48
-0.21574 0.52084 -0.82594
-0.52084 0.21574 -0.82594
-0.52084 -0.21574 -0.82594
-0.21574 -0.52084 -0.82594
0.21574 -0.52084 -0.82594
0.52084 -0.21574 -0.82594
0.52084 0.21574 -0.82594
0.21574 0.52084 -0.82594
0.73658 0.43148 -0.52084
0.43148 0.73658 -0.52084
0.43148 -0.73658 -0.52084
0.73658 -0.43148 -0.52084
-0.43148 0.73658 -0.52084
-0.73658 0.43148 -0.52084
-0.73658 -0.43148 -0.52084
-0.43148 -0.73658 -0.52084
-0.95232 -0.21574 -0.21574
-0.95232 0.21574 -0.21574
-0.21574 0.95232 -0.21574
0.21574 0.95232 -0.21574
0.21574 -0.95232 -0.21574
-0.21574 -0.95232 -0.21574
0.95232 0.21574 -0.21574
0.95232 -0.21574 -0.21574
0.21574 0.95232 0.21574
-0.21574 0.95232 0.21574
-0.21574 -0.95232 0.21574
0.21574 -0.95232 0.21574
-0.95232 0.21574 0.21574
-0.95232 -0.21574 0.21574
-0.43148 0.73658 0.52084
-0.73658 0.43148 0.52084
0.95232 0.21574 0.21574
0.95232 -0.21574 0.21574
0.73658 0.43148 0.52084
0.43148 0.73658 0.52084
-0.73658 -0.43148 0.52084
-0.43148 -0.73658 0.52084
0.43148 -0.73658 0.52084
0.73658 -0.43148 0.52084
-0.52084 -0.21574 0.82594
-0.52084 0.21574 0.82594
-0.21574 0.52084 0.82594
0.21574 0.52084 0.82594
0.21574 -0.52084 0.82594
-0.21574 -0.52084 0.82594
0.52084 0.21574 0.82594
0.52084 -0.21574 0.82594
:type T1 6,8 12,4 8,6 A C U W15
:end
