The [A0A5] diameter divides a circumference with the O centre onto two hemicircumferences. One of them is divided onto five equal arcs A0A1,A1A2,A2A3,A3A4,A4A5. The (A1A4) line crosses (OA2) and (OA3) lines in M and N points. Prove that (∣A2A3∣+∣MN∣) equals to the circumference radius. geometryarccircumradiuscircumcircle