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RU-SPB 2015 Problem 103

    ABCDABCD - convex quadrilateral. Bisectors of angles AA and DD intersect in KK , Bisectors of angles BB and CC intersect in LL . Prove 2KL≥∣AB−BC+CD−DA∣2KL \geq |AB-BC+CD-DA|

    Dataset text AI-MO AoPS. Quoted with source.

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