Denote:
Bc, Cb = the orthogonal projections of B, C on PC, PB, resp.
Oa = the circumcenter of ABcCb.
Similarly Ob, Oc.
Which is the locus of P such that ABC, OaObOc are orthologic?
H, O, G lie on the locus.
Let ABC be a triangle and P a point. Denote: Bc, Cb = the orthogonal projections of B, C on PC, PB, resp. Oa = the circumcenter of ABcCb....
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