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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 Hcevian points, see Table 11 isogonal conjugates of the Ixanticevian 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 circumcubic passing through the isogonal conjugates of the CPCC and Ixanticevian 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. 
