HEXÁGONOS CONCÉNTRICOS CON UNO DADO FORMANDO TRES ESPACIOS DE ÁREAS PROPORCIONALES A LA DEL CENTRAL.
We start with a regular hexagon and want to draw two concentric hexagons, so that the area of the central corridor defined by the two interior ones has a surface area 1.5 times that of the smaller one, and the area of the exterior corridor is 2 times that of the central hexagon.
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DIVIDE A SQUARE INTO TWO TRAPEZOIDS OF EQUAL AREA.
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