Catalogue of Cyclic Polyhepts

Introduction

A polyhept is a figure made of regular heptagons joined edge to edge. A polyhept is cyclic if its cells are joined in a closed loop.

Here I show all cyclic polyhepts with up to 12 cells. I do not distinguish mirror images.

A cyclic polyhept must have an even number of cells. This is because successive cells point alternately up and down.

See also Catalogue of Polyhepts and Catalogue of Cyclic Polypents.

Enumeration

CellsPolyhepts
61
106
128
14126
16408
185398

6 Cells

10 Cells

12 Cells

Last revised 2023-12-04.

Back to Polyform Catalogues < Polyform Curiosities
Col. George Sicherman [ HOME | MAIL ]