Flipping Triangles!

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We introduce a simple game made up of a board of coins on a triangular lattice. We then study the possibility of turning the board from one pattern of heads and tails to some other pattern. Given that a solution exists we find a precise answer to the number of solutions possible. We then generalize this to more complex boards with coins of many sides (sic) or colors.

Document Type: Research Article

DOI: http://dx.doi.org/10.4169/193113409X469415

Publication date: May 1, 2009

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