The center of the inscribed circle of triangle ABC is I. Let e be the perpendicular line on CI passing through I. The line e itnersects the side AC at A′ and the side BC at point B′. Let A′′ be the symmetric point of A wrt A′, B′′ be the symmetric point of B wrt B′. Prove that A′′B′′ is a line tangent to the incircle. geometryincircletangentDurer