Given a triangle
ABC.
The cevian AA2 is said to be isotomic
to cevian AA1 if
points A1 and A2 are equidistant
from the midpoint of side BC.
Similarly, define isotomic cevians passing through vertex B and C.
The Isotomic Conjugate of a point P
is the point of concurrence of the
three cevians isotomic to the respective cevians through point P.
Q - Isotomic Conjugate of P.
P - Isotomic Conjugate of Q.
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