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Re:Every shape can be cut exactly in half with one straight ... by bpx51 on Friday August 21, 2026 @12:09PM (#49390200)
Good point, but "cutting in half" here refers to total area, not keeping each half as a single connected piece. Slicing through spirals will definetely cut one side into multiple disconnected fragments, but as the straight line sweeps across the shape, the sum of the areas on the left side still grows continuously from 0% to 100%, so it is guaranteed to cross the exact 50% mark at some point.

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