Home page | Catalogue | Classes | Tables | Glossary | Notations | Links | Bibliography | Thanks | Downloads | Related Curves |
||

too complicated to be written here. Click on the link to download a text file. |
||

X(15), X(16), X(36), X(55), X(59), X(840), X(3286) |
||

Geometric properties : |
||

K1052 is the isogonal transform of K1051, the orthopivotal cubic O(X11). K1052 is a circular nodal cubic with node X(36). Its singular focus is the inverse (in the circumcircle) of X(18343), that of K1051.
Let P be a point and T the triangle formed by its reflections in the sidelines of ABC. The Euler line of T passes through the Feuerbach point X(11) if and only if P lies on K1052. |