Finding integer-sided triangles with P^2 = nA - John F. Goehl

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    Finding integer-sided triangles with P^2 = nA - John F. Goehl

    A surprising property of certain parameters leads to algorithms for finding integer-sided triangles with P^2 = nA, where P is the perimeter, A is the area, and n is an integer. Examples of triangles found for each of two values of n are given.

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