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A unit circle is cut to 4 quadrants.
The quadrants are placed with their origin on the vertices of a square.
The arcs intersect at the quarters of the square's centerlines.
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A unit circle is cut to 4 quadrants.
The quadrants are placed with their origin on the vertices of a square.
The arcs intersect at the quarters of the square's centerlines.
What is the area of the square?
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