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Puzzle of the Week #572 - Quadrilteral

June 12, 2026 Elliott Line

What is the area of the smallest quadrilateral that can enclose three non-overlapping circles, two of which have radius 72 and one of which has radius 98?

← Puzzle of the Week #573 - 127 CubesPuzzle of the Week #571 - Crossing Triangles →
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