X(87) = X(87) X(2)-CROSS CONJUGATE OF X(1)

Trilinears

\(1/(ab + ac - bc) : 1/(bc + ba - ca) : 1/(ca + cb - ab)\)

Barycentrics

\(a/(ab + ac - bc) : b/(bc + ba - ca) : c/(ca + cb - ab) :ref:`X(87) <X(87)>\) lies on these lines: 1,192 6,43 9,292 10,979 34,242 56,238 58,978 106,932 X(87) = isogonal conjugate of X(43) <X(43)>`

Notes

X(87) lies on these lines: 1,192 6,43 9,292 10,979 34,242 56,238 58,978 106,932

X(87) = isogonal conjugate of X(43)

X(87) = isotomic conjugate of X(6376)

X(87) = anticomplement of X(34832)

X(87) = perspector of ABC and extraversion triangle of X(43)

X(87) = trilinear product of extraversions of X(43)

X(87) = cevapoint of X(2) and X(330)

X(87) = X(2)-cross conjugate of X(1)

X(87) = X(932)-beth conjugate of X(87)