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    Pivotal Isotomic Cubic

    Alternate name
    Definition

    A pivotal isotomic cubic is a self-isotomic cubic that possesses a pivot point, i.e., in which points P lying on the conic and their isotomic conjugates are collinear with a fixed point Q known as the pivot of the cubic. Let the trilinear coordinates of X be α:β:γ, then X' has trilinear coordinates α^(-1) :β^(-1) :γ^(-1), or equivalently βγ:γα:αβ.

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