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KöMaL 2017 B4873

    In a triangle ABCABC, AB=1AB=1, ∠BAC=135∘\angle BAC =135^{\circ}, ∠ABC=30∘\angle ABC =30^{\circ}. Find the parameter of the parabola with symmetry axis ABAB that is tangent to the lines ACAC and BCBC.

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