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Midpoints of each side of triangle

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Reference no: EM131596741

A Sierpinski Triangle is a fractal formed by drawing a triangle, and then using the midpoints of each side of triangle to form another triangle.

This inner triangle is then removed. The result is three smaller triangles (one at the top and one in each corner) on which the process is repeated. After iteration N, the image will contain 3^N triangles, each of which is similar to the original triangle. (Jframe, not applet)

Reference no: EM131596741

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