Given a triangle, construct its circumcircle and the tangents on each corner. Connect the intersections of the tangents to the opposite triangle vertice to form a symmedian.
The three symmedians coincide at the Symmedian Point, which is a reflection of the Incenter about the relevant median(s)
The three symmedians coincide at the Symmedian Point, which is a reflection of the Incenter about the relevant median(s)
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