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Either with or without the grid, create a cubical bounding box in human's eye perspective which fills most of an A-size page (the horizon line can cut through the middle of the cube). In each corner of the cube, draw identical cubes whose sides are one-eighth the length of the original cube. Draw this arrangement in one-, two-, and three-point perspective. Which cubes appear to be the same size? Is this true in all three perspectives?

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