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Possible facets here are the 20 triangles and 12 pentagons of the comodore itself together with the 6 internal decagons. The general naming code here is accordingly id-#{3}-#{5}-#{10}. This gives rise for exactly 7 edge-facetings with n-gonal axial rotation symmetries, provided n > 2. In fact, 3 have full icosahedral symmetry, 2 have 5-fold pyramidal symmetry, and 2 have 3-fold pyramidal symmetry.
id-20-12-0 = id |
id-20-0-6 = seihid |
id-0-12-6 = sidhid |
id-10-6-1 = pero |
id-10-6-5 = pegger |
id-10-6-3-a = idtef |
id-10-6-3-b = idger |
icosahedral | 5-fold pyramidal | 3-fold pyramidal |
Possible facets here are the 12 pentagrams and 20 triangles of the comodore itself together with the 6 internal decagrams. The general naming code here is accordingly gid-#{5/2}-#{3}-#{10/3}. This gives rise for exactly 7 edge-facetings with n-gonal axial rotation symmetries, provided n > 2. In fact, 3 have full icosahedral symmetry, 2 have 5-fold pyramidal symmetry, and 2 have 3-fold pyramidal symmetry.
gid-12-20-0 = gid |
gid-12-0-6 = gidhid |
gid-0-20-6 = geihid |
gid-6-10-1 = sisro |
gid-6-10-5 = stagger |
gid-6-10-3-a = gidtef |
gid-6-10-3-b = gidger |
icosahedral | 5-fold pyramidal | 3-fold pyramidal |
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