nL-n-Cv2: nL-Morley’s Limacon

nL-Morley’s Limacon is described by Morley in Ref-48, On the metric geometry of the plane n-line.

Whilst nL-n-Cv1 is circumscribing (n-1)L-EnnaCardioids this curve is circumscribing the (n-1)L-Centercircles.

It can be constructed as the locus of nL-n-P1 reflected in the tangents at the Centercircle nL-n-Ci1.

More detailed this Limacon is described by Eckart Schmidt in [34], QFG-messages #918, #919.

Following is an example of Morley’s Limacon in a 5-Line.

Correspondence with ETC/EQF

• When n=4, then nL-n-Cv2 = QL-Qu1.

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