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∑ a^2 (a^3 - b^3 - c^3 + a b c) x (c^4 y^2 - b^4 z^2) = 0 |
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X(6), X(55), X(56), X(2248), X(3286), X(8301), X(8424), X(8852), X(9500), X(17735), X(17798), X(17962) vertices of the tangential triangle vertices of the cevian triangle of X(17798) |
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Geometric properties : |
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K1003 is the isogonal transform of K1002. It is also the barycentric products X(1) x K1025, X(6) x K1002. It is a weak cubic anharmonically equivalent to K131 as in Table 67. |