Patterns with Regular Polygons which are not edge-to-edge,Tiling 2.4.2 (e) see page 74

From G & . See also page 348 of Abas & Salman.

This pattern is a member of an interesting class of mathematical patterns.

FROM: TILINGS AND PATTERNS by Branko Grünbaum and G. C. Shephard © 1987 by W. H. Freeman and Company. Used with permission. PP Class 111, [p6,c6,c3], IH Class 90.

Statistics on this tiling:

• Tiling has symmetry p6.
• Tiling has 3 polygons (with 18 edges) of which 1 are specified as copies of others.
• Edges are completely connected.
• Tiling is not edge-to-edge.
• Tiling satisfies the two-polygon condition.
• Internal angles a multiple of 60°.
• Contains a (hand-produced) equilateral triangle.
• Contains a (hand-produced) equilateral triangle.
• Contains one non-regular polygon which does not have reflective symmetry.
• Contains: one regular hexagon.
• Tiling contains 167 polygons.

Summary of images