Given a triangle
ABC.
Let A1, B1, C1 be
the endpoints of the cevians of a point P.
The circle defined by these three points intersects the sides of
ABC in three other points -
A2, B2, and C2.
Cevians
AA2, BB2, and CC2
concur in a point Q called the
Cyclocevian Conjugate of P.
Q - Cyclocevian Conjugate of P.
P - Cyclocevian Conjugate of Q.
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