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A 2D line can be rasterized into a 8-connected sequence of pixels which exhibit repeating patterns of connected pixels.
Likewise, a 3D plane can be rasterized into connected cubes. A 'rectangular' cut of m x n cubes is a (m,n)-cube.
Given m and n, the goal of this project is to generate all the (m,n)-cubes for all the (integer) discrete planes, based on the intersection vertices on a Farey diagram.
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