Apeirogonal tiling refers to a type of tiling of the plane using apeirogons, which are infinite-sided polygons. While traditional polygons have a finite number of sides, an apeirogon theoretically has an infinite number of sides, and thus they extend indefinitely. In mathematical contexts, particularly in geometry and topology, apeirogonal tiling can be seen as a way to cover the plane with shapes that have unique properties due to their infinite nature.
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