Dear friends,
I introduce four new points on Euler line:
I found these points trying to solve a problem proposed by Kadir Altintas.
Given a triangle ABC and a point P, call DEF its circuncevian triangle. The circumcenters of six triangles PBD, PDC, PCE, PEA, PAF and PFB lie on the same conic. When this conic is a circle?
Reference:
http://garciacapitan.blogspot.com/2019/02/four-points-on-euler-line.html
Best regards,
Francisco Javier Garcia Capitan.
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