:name rhombic dodecahedron
:number 33
:comment from G.Inchbald May 94 Honeycomb is dual of Octahedron + Tetrahedron
:symbol @V 3 . 4 . 3 . 4 @
:dual cuboctahedron
:sfaces 12
:svertices 14 8(@F sup 3@) 6(@F sup 4@)
:netf 12 4
4 3 5 2 1
4 7 4 2 5
4 7 5 6 8
4 11 8 6 9
4 10 8 11 13
4 15 12 10 13
4 15 13 14 16
4 19 16 14 17
4 18 16 19 21
4 23 20 18 21
4 23 21 22 24
4 26 24 22 25
:hinges 11
1 2 2 3 2.09440
2 4 3 1 2.09440
3 3 4 2 2.09440
4 1 5 2 2.09440
5 4 6 3 2.09440
6 4 7 1 2.09440
7 3 8 2 2.09440
8 1 9 2 2.09440
9 4 10 3 2.09440
10 4 11 1 2.09440
11 3 12 2 2.09440
:solidf 12 4
4 13 11 5 7 1
4 12 6 5 11 2
4 12 11 13 14 3
4 10 14 13 9 4
4 12 14 10 8 5
4 2 6 12 8 6
4 2 8 10 4 1
4 3 4 10 9 2
4 2 4 3 1 3
4 5 6 2 1 4
4 5 1 3 7 5
4 13 7 3 9 6
:netv 26
-.82453 .56582
-.56591 1.5318
0 0
.2424 2.12057
.25862 .96598
.54428 .00765
1.06692 1.55474
1.35258 .59641
1.3688 -.55817
1.6112 1.56239
2.17711 .03059
2.41951 2.15116
2.43573 .99657
2.72139 .03824
3.24403 1.58533
3.52969 .627
3.54591 -.52758
3.78831 1.59298
4.35422 .06118
4.59661 2.18175
4.61284 1.02716
4.8985 .06883
5.42114 1.61593
5.7068 .65759
5.72302 -.49699
6.53133 .09177
:solidv 14
4.89038 .64612 -.8165
4.8985 .06883 -1.63299
4.8985 .06883 0
4.90661 -.50846 -.8165
5.69869 1.23489 -.8165
5.7068 .65759 -1.63299
5.7068 .65759 0
5.72302 -.49699 -1.63299
5.72302 -.49699 0
5.73114 -1.07429 -.8165
6.52322 .66907 -.8165
6.53133 .09177 -1.63299
6.53133 .09177 0
6.53944 -.48552 -.8165
:type T1 12,4 B C E
:end
