In plane geometry, the Morley centers are two special points associated with a triangle. Both of them are triangle centers. One of them called first Morley center[1] (or simply, the Morley center[2] ) is designated as X(356) in Clark Kimberling's Encyclopedia of Triangle Centers, while the other point called second Morley center[1] (or the 1st Morley–Taylor–Marr Center[2]) is designated as X(357). The two points are also related to Morley's trisector theorem which was discovered by Frank Morley in around 1899.
^ abKimberling, Clark. "1st and 2nd Morley centers". Retrieved 16 June 2012.
^ abKimberling, Clark. "X(356) = Morley center". Encyclopedia of Triangle Centers. Retrieved 16 June 2012.
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