In any triangle, the incircle is the largest circle that fits entirely within the triangle and is tangent to all three sides. Its center, known as the incenter, is the intersection point of the triangle’s angle bisectors. The points where the incircle touches the sides divide the triangle into three smaller triangles, each formed by connecting the incenter to a vertex and the two adjacent points of tangency. Remarkably, these three triangles all have equal area, revealing a hidden symmetry in ev
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