nL-n-L1: nL-Morley’s Eulerline


Since Morley described the equivalents of a circumcenter (nL-n-P3), an orthocenter (nL-n-P4) and a Nine-point-center (nL-n-P5) in a general n-Line which also happen to be collinear it is evident that the connecting line of these points will be Morley’s Eulerline here coded nL-n-L1.

For the allocation of the centroid, circumcenter, orthocenter and nine-point center on the nL-Morley’s Eulerline see nL-n-P2.

Next figure gives an example of nL-n-L1 in a 5-Line.

Infovisual nL-n-L1-infovisual-cvt-01.png
Correspondence with ETC/EQF
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