X(59) = X(59) ISOGONAL CONJUGATE OF X(11)

Trilinears

\(1/[1 - cos(B - C)] : 1/[1 - cos(C - A)] : 1/[1 - cos(A - B)]\)

\(csc^2 (B/2 - C/2) : :\)

Barycentrics

\(a/[1 - cos(B - C)] : b/[1 - cos(C - A)] : c/[1 - cos(A - B)] :ref:`X(59) <X(59)>\) lies on these lines: 36,1110 60,1101 100,521 101,657 109,901 513,651 518,765 523,655 X(59) = isogonal conjugate of X(11) <X(11)>`

Notes

X(59) lies on these lines: 36,1110 60,1101 100,521 101,657 109,901 513,651 518,765 523,655

X(59) = isogonal conjugate of X(11)

X(59) = isotomic conjugate of X(34387)

X(59) = cevapoint of X(i) and X(j) for these (i,j): (55,101), (56,109), (1381,1382)

X(59) = X(i)-cross conjugate of X(j) for these (i,j): (1,110), (3,100), (55,101), (56,109), (182,1492)

X(59) = crossdifference of every pair of points on line X(4530)X(14393)

X(59) = X(765)-beth conjugate of X(765)

X(59) = trilinear pole of line X(101)X(109)

X(59) = perspector of ABC and the reflection of the intouch triangle in line X(1)X(3)

X(59) = perspector of ABC and extraversion triangle of X(60)

X(59) = X(75)-isoconjugate of X(3271)

X(59) = trilinear square of X(6733)

X(59) = complement of isogonal conjugate of X(36902)