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RMO 2013 B2

  • CRMO Paper 2

In a triangle ABCABC , ADAD is the altitude from AA , and HH is the orthocentre. Let KK be the centre of the circle passing through DD and tangent to BHBH at HH . Prove that the line DKDK bisects ACAC .

Dataset text AI-MO AoPS. Quoted with source.

Official text: Indian Regional Mathematical Olympiad 2013 official paper, page 1.

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