High Quality Content by WIKIPEDIA articles! In Euclidean geometry, every triangle has two isodynamic points, usually denoted as S and S'. These points are the common intersection points of the three circles of Apollonius associated with the triangle; hence, the line through these points is the common radical axis for these circles. The centers of these circles are collinear; they all fall on the Lemoine line, which is perpendicular to the radical axis defined by the isodynamic points.

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