Template:F4 honeycombs
Appearance
The [3,4,3,3], , Coxeter group generates 31 permutations of uniform tessellations, 28 are unique in this family and ten are shared in the [4,3,3,4] and [4,3,31,1] families. The alternation (13) is also repeated in other families.
F4 honeycombs | |||
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Extended symmetry |
Extended diagram |
Order | Honeycombs |
[3,3,4,3] | ×1 | ||
[3,4,3,3] | ×1 |
2,
4,
7,
13, | |
[(3,3)[3,3,4,3*]] =[(3,3)[31,1,1,1]] =[3,4,3,3] |
= = |
×4 |