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Geometry Level pending

A paper cut-out in the shape of an isosceles right triangle is folded in such a way that one vertex meets the edge of the opposite side, and that the constructed edges m 1 m_{1} and m 2 m_{2} are parallel to each other (refer to figure below, which is not drawn to scale). If the length of the triangle’s leg is 2 units, what is the area of the shaded region (in sq. units)?


The answer is 0.485.

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