A Tessellation of Regular Hexagons, Regular Heptagons, Convex Pentagons, and Large Areas of Negative Space

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If you don’t want to view part of this as “negative space,” you can instead view the black regions as concave heptaicosagons (27-gons).

3 thoughts on “A Tessellation of Regular Hexagons, Regular Heptagons, Convex Pentagons, and Large Areas of Negative Space”

  2. What if you left out the pentagons as well since they are not regular? Although 4 of 5 sides are of equal length. Is the 5th side the same length as the others?

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