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| euclidean plane geometry | |
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A Point in the Euclidean Plane is a constructible point if, given a fixed Coordinate System (or a fixed Line Segment of Unit Length ), one can construct the point with Unruled Straightedge And Compass . A Complex Number is a '''constructible number''' if its corresponding point in the Euclidean plane is constructible from the usual ''x''- and ''y''-coordinate axes. | ||
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