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X(3), X(54), X(64), X(371), X(372), X(481)*, X(482)*

points at infinity of pK(X6, X5562) where X(5562) is the anticomplement of X(389)

points on the circumcircle of the Orthocubic K006

isogonal conjugates of the CPCC or H-cevian points, see Table 11

isogonal conjugates of the Ix-anticevian points, see table 23

Ao, Bo, Co isogonal conjugates of the midpoints of the altitudes

K633 is the isogonal transform of K122. It is the only circum-cubic passing through the isogonal conjugates of the CPCC and Ix-anticevian points.

It belongs to the pencils of cubics generated by

• the Darboux cubic K004 and K172,

• the Napoleon cubic K005 and K073,

• the Orthocubic K006 and the union of the circumcircle and the Brocard axis.