X(70) = ISOGONAL CONJUGATE OF X(26)

Trilinears

\(bc/[b2 cos 2B + c2 cos 2C - a2 cos 2A] : :\)

Barycentrics

\(1/(a^8 - 2 a^6 (b^2 + c^2) + 2 a^2 (b^6 + c^6) - (b^2 - c^2)^2 (b^4 + c^4)) : :\)

Notes

X(70) lies on the Jerabek circumhyperbola and these lines: {3,8907}, {6,1594}, {54,1899}, {64,6240}, {66,6403}, {71,2158}, {74,1288}, {265,6243}, {1176,1352}, {1177,3542}, {3448,5504}, {3527,7507}, {4846,6241}, {6145,6152}

X(70) = isogonal conjugate of X(26)

X(70) = anticomplement of X(34116)

X(70) = antigonal conjugate of X(38534)

X(70) = X(571)-crossconjugate of X(2)

X(70) = X(i)-isoconjugate of X(j) for these {i,j}: {1,26}, {63,8746}

X(70) = reflection of the isogonal conjugate of X(2072) in X(125)

X(70) = X(125)-cevapoint of X(924)

X(70) = X(161)-crosssum of X(8553)

X(70) = barycentric product X(525) X(1288)