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CAPS 1997 Problem 1

    Points KK and LL are chosen on the sides ABAB and ACAC of an equilateral triangle ABCABC such that BK=ALBK = AL . Segments BLBL and CKCK intersect at PP . Determine the ratio AKKB\frac{AK}{KB} for which the segments APAP and CKCK are perpendicular.

    Dataset text AI-MO AoPS. Quoted with source.

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