High Quality Content by WIKIPEDIA articles! With an arbelos two circular arcs K1 and K2 are created with the centers at point A and C, respectively. A circle, with the center A1, is then created tangent to the arcs K1,K2, and K3. This circle is congruent with Archimedes' twin circles, making it an Archimedean circle. The Schoch line is perpendicular to the line AC and passes through the point A1. It is also the location of the centers of infinitely many Archimedean circles, e.g. the Woo circles.

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