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(a^3 - b^3 - c^3 + a b c) x (y^2 - z^2) = 0

X(2), X(7), X(8), X(1654), X(2113), X(4645), X(6542), X(6625), X(6650), X(7261), X(13576), X(17493)

vertices of the antimedial triangle

vertices of the cevian triangle of X(4645)

Geometric properties :

K1002 is the anticomplement of K251, the isogonal transform of K1003.

It is a weak cubic anharmonically equivalent to K131 as in Table 67.

K1002 is transformed into the strong cubic K1000 under the symbolic substitution SS{a -> a^2}.

K1025 is the barycentric product X(1) x K1002.