A tiling with perfect 7-fold symmetry, in which regular 14-gons arise, along
with rhombs of three types, and varieties of hexagons, octagons, decagons, and
dodecagons, all irregular. Here again the tiling was made using the Generalized
Dual Method, and by forcing line intersections, the "higher" zonogons
proliferated.

A double torus knot is somehow involved.

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