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∑ a (a^2 + b c) x (b^3 y^2 - c^3 z^2) = 0 |
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X(2), X(310), X(312), X(321), X(561), X(1920), X(6063), X(6382), X(6384), X(7018) vertices of the cevian triangle of X(1920) |
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Geometric properties : |
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K1007 is the isotomic transform of K131, also the transform of K131 under SS{a -> bc}. It is a weak cubic anharmonically equivalent to K131 as in Table 67. The barycentric product X(1) x K1007 is K744. |