Loop-n-tail graphs Paracompact uniform honeycombs

1 loop-n-tail graphs

1.1 [3,3] family
1.2 [4,3] family
1.3 [5,3] family
1.4 [6,3] family

loop-n-tail graphs
[3,3] family

there 11 forms, 4 unique, generated ring permutations of coxeter group: [3,3] or . 7 half symmetry forms of [3,3,6]: ↔ .

[4,3] family

there 11 forms, 4 unique, generated ring permutations of coxeter group: [4,3] or . 7 half symmetry forms of [4,3,6]: ↔ .

[5,3] family

there 11 forms, 4 unique, generated ring permutations of coxeter group: [5,3] or . 7 half symmetry forms of [5,3,6]: ↔ .

[6,3] family

there 11 forms, 4 unique, generated ring permutations of coxeter group: [6,3] or . 7 half symmetry forms of [6,3,6]: ↔ .