2021
DOI: 10.48550/arxiv.2110.13615
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Cramer-Castillon on a Triangle's Incircle and Excircles

Dominique Laurain1,
Peter J. C. Moses2,
Dan Reznik3

Abstract: The Cramer-Castillon problem (CCP) consists in finding one or more polygons inscribed in a circle such that their sides pass cyclically through a list of N points. We study this problem where the points are the vertices of a triangle and the circle is either the incircle or excircles.

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