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  • Orthologic triangles -- Locus

    Let ABC be a triangle and P a point. Denote: Pa = (Reflection of BC in PB) /\ (Reflection of BC in PC) Pb = (Reflection of CA in PC) /\ (Reflection of CA in

    xpolakis 6 hours ago
  • Re: Euler Line + ?

    ... Locus for concurrence=EulerLine (OH)U{A,B,C} Locus of concurrence: Line (74,110)=Line(3,110) If P=t*OH and Q=X(110)= Focus of Kiepert parabola, then Z(P) =

    xpolakis 11 hours ago
  • Re: I - Concurrent NPCs

    On Wed, Mar 4, 2015 at 7:11 PM, Antreas Hatzipolakis wrote: Let ABC be a triangle. ... ************************ On Wed, Mar 4, 2015 at 8:51 PM, Moses, Peter J.

    xpolakis 12 hours ago
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List Owner: Antreas P. Hatzipolakis

Continued in ANOPOLIS List :

https://groups.yahoo.com/neo/groups/Anopolis/info
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  • 3
  • Geometry
  • Dec 22, 1999
  • English

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