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BD-BDMO 2019 Problem 9

    Let ABCDABCD is a convex quadrilateral.The internal angle bisectors of ∠BAC\angle {BAC} and ∠BDC\angle {BDC} meets at PP . ∠APB=∠CPD\angle {APB}=\angle {CPD} .Prove that AB+BD=AC+CDAB+BD=AC+CD .

    Dataset text AI-MO AoPS. Quoted with source.

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