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- :name
- hexakis octahedron
- :number
- 37
- :symbol
- @V 4 . 6 . 8 @
- :dual
- great rhombicuboctahedron
- :sfaces
- 48
- :svertices
- 26 12(@F sup 4@) 8(@F sup 6@) 6(@F sup 8@)
- :net
- 48 3
- 3 7 3 11
- 3 11 3 8
- 3 8 14 11
- 3 11 14 16
- 3 16 17 11
- 3 11 17 10
- 3 1 4 6
- 3 6 4 9
- 3 9 14 6
- 3 6 14 8
- 3 8 2 6
- 3 6 2 0
- 3 15 20 13
- 3 13 20 18
- 3 18 14 13
- 3 13 14 9
- 3 9 5 13
- 3 13 5 12
- 3 24 25 21
- 3 21 25 19
- 3 19 14 21
- 3 21 14 18
- 3 18 22 21
- 3 21 22 23
- 3 26 27 28
- 3 28 27 31
- 3 31 35 28
- 3 28 35 30
- 3 30 25 28
- 3 28 25 24
- 3 37 44 36
- 3 36 44 39
- 3 39 35 36
- 3 36 35 31
- 3 31 29 36
- 3 36 29 34
- 3 49 48 43
- 3 43 48 41
- 3 41 35 43
- 3 43 35 39
- 3 39 45 43
- 3 43 45 47
- 3 40 32 38
- 3 38 32 33
- 3 33 35 38
- 3 38 35 41
- 3 41 46 38
- 3 38 46 42
- :solid
- 48 3
- 3 52 56 50
- 3 50 56 54
- 3 54 55 50
- 3 50 55 51
- 3 51 53 50
- 3 50 53 52
- 3 65 72 59
- 3 59 72 64
- 3 64 55 59
- 3 59 55 54
- 3 54 56 59
- 3 59 56 65
- 3 73 69 67
- 3 67 69 62
- 3 62 55 67
- 3 67 55 64
- 3 64 72 67
- 3 67 72 73
- 3 60 53 57
- 3 57 53 51
- 3 51 55 57
- 3 57 55 62
- 3 62 69 57
- 3 57 69 60
- 3 60 69 66
- 3 66 69 71
- 3 71 70 66
- 3 66 70 61
- 3 61 53 66
- 3 66 53 60
- 3 73 72 75
- 3 75 72 74
- 3 74 70 75
- 3 75 70 71
- 3 71 69 75
- 3 75 69 73
- 3 65 56 68
- 3 68 56 63
- 3 63 70 68
- 3 68 70 74
- 3 74 72 68
- 3 68 72 65
- 3 52 53 58
- 3 58 53 61
- 3 61 70 58
- 3 58 70 63
- 3 63 56 58
- 3 58 56 52
- :hinges
- 47
- 0 1 1 0 2.70669
- 1 2 2 2 2.70669
- 2 1 3 0 2.70669
- 3 2 4 2 2.70669
- 4 1 5 0 2.70669
- 6 1 7 0 2.70669
- 7 2 8 2 2.70669
- 8 1 9 0 2.70669
- 9 2 10 2 2.70669
- 10 1 11 0 2.70669
- 12 1 13 0 2.70669
- 13 2 14 2 2.70669
- 14 1 15 0 2.70669
- 15 2 16 2 2.70669
- 16 1 17 0 2.70669
- 18 1 19 0 2.70669
- 19 2 20 2 2.70669
- 20 1 21 0 2.70669
- 21 2 22 2 2.70669
- 22 1 23 0 2.70669
- 24 1 25 0 2.70669
- 25 2 26 2 2.70669
- 26 1 27 0 2.70669
- 27 2 28 2 2.70669
- 28 1 29 0 2.70669
- 30 1 31 0 2.70669
- 31 2 32 2 2.70669
- 32 1 33 0 2.70669
- 33 2 34 2 2.70669
- 34 1 35 0 2.70669
- 36 1 37 0 2.70669
- 37 2 38 2 2.70669
- 38 1 39 0 2.70669
- 39 2 40 2 2.70669
- 40 1 41 0 2.70669
- 42 1 43 0 2.70669
- 43 2 44 2 2.70669
- 44 1 45 0 2.70669
- 45 2 46 2 2.70669
- 46 1 47 0 2.70669
- 2 0 9 1 2.70669
- 8 0 15 1 2.70669
- 14 0 21 1 2.70669
- 18 0 29 1 2.70669
- 26 0 33 1 2.70669
- 32 0 39 1 2.70669
- 38 0 45 1 2.70669
- :dih
- 1
- 72 3 3 2.41186
- :vertices
- 76 50
- -.98195 -1.82661 0
- -.91831 -2.20641 0
- -.83911 -.83687 0
- -.74677 -.66509 0
- -.46066 -3.09554 0
- -.31737 -3.22784 0
- -.23774 -1.89715 0
- 0 0 0
- .08366 -1.22222 0
- .2861 -2.43045 0
- .35189 .15642 0
- .46934 -.58185 0
- .6054 -3.61319 0
- .85945 -2.91014 0
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- .98906 -3.64636 0
- 1.20313 -.72462 0
- 1.34597 .26513 0
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- 2.11423 -2.1005 0
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- 3.52196 -3.36003 0
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- 3.67939 -3.47515 0
- 3.84933 -1.4369 0
- 4.1881 -2.6142 0
- 4.51177 .17278 0
- 4.59667 -.82361 0
- 4.64005 -3.75287 0
- 4.77833 -1.80697 0
- 4.81236 -3.02545 0
- 5.02499 -3.74212 0
- 5.33753 -.72386 0
- 5.4127 -2.58 0
- 5.49781 .0063 0
- 5.68523 -1.38562 0
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- 6.11942 -3.28749 0
- 6.54672 -.87785 0
- 6.62813 -2.42655 0
- 6.62889 -1.05472 0
- 6.71379 -2.05111 0
- 2.61331 -4.36631 -7.14031
- 2.83439 -5.08003 -7.16384
- 2.84199 -4.09771 -6.48122
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- 3.00989 -4.00677 -7.66211
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- 4.88283 -3.90446 -6.78204
- 5.10391 -4.61818 -6.80557
- :EOF
-