Are there any tesselations of the Euclidean plane that use only regular polygons such that one of them is a heptagon?
If so, what is the tesselation that uses the fewest different types of polygon possible?
Are there any tesselations of the Euclidean plane that use only regular polygons such that one of them is a heptagon?
If so, what is the tesselation that uses the fewest different types of polygon possible?
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The hyperbolic plane is another matter, here is a tesselation that includes regular heptagons.