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Catching a Point within a Teragon
Catching a Point within a Teragon
This Demonstration presents a solution to the problem of determining if a chosen point of a two-dimensional plane, selected using the locator, is within the region bounded by a regular convex polygon whose edges are replaced with randomized Koch curves. This region is a self-similar fractal curve called a teragon [1]. The internal and external areas exchange colors as the point crosses the boundary.