data:image/png;base64,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

originApply perspectivesideDraw two simple squares, the second one with its position and side modified by the specified factor, which makes it look in perspective. Additionally, store all visited points so we can draw all the rest of the edges later.i14Draw the diagonal edges between the four corners of the two squaresdata:image/png;base64,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