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RU-ORAL-GEOMETRY 2021 Problem 3

    ABCDABCD is a convex quadrilateral such that ∠A=∠C<90∘\angle A = \angle C < 90^{\circ} and ∠ABD=90∘\angle ABD = 90^{\circ} . MM is the midpoint of ACAC . Prove that MBMB is perpendicular to CDCD .

    Dataset text AI-MO AoPS. Quoted with source.

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