List K
Perspectors of the Central Triangle of the Triad of Circles which is the inverse image of triangle ABC wrt the Incircle.
Points available at the Kimberling's Encyclopedia ETC.
The ETC version: The 8998 points version of 2015.
The "Discoverer" database version: October 2013.
Last update: 2016-04-08
  1. The Perspector of the Central Triangle of the Triad of the Circles which are the Inverse Image of Triangle ABC wrt the Incircle and the Triangle ABC is the X(3296).
  2. The Perspector and Homothetic Center of the Central Triangle of the Triad of the Circles which are the Inverse Image of Triangle ABC wrt the Incircle and the Intouch Triangle (Homothetic Triangles) is the X(1).
  3. The Perspector and Homothetic Center of the Central Triangle of the Triad of the Circles which are the Inverse Image of Triangle ABC wrt the Incircle and the Excentral Triangle (Homothetic Triangles) is the X(3333).
  4. The Perspector and Homothetic Center of the Central Triangle of the Triad of the Circles which are the Inverse Image of Triangle ABC wrt the Incircle and the Yff Central Triangle (Homothetic Triangles) is the X(8092).
  5. The Perspector and Homothetic Center of the Central Triangle of the Triad of the Circles which are the Inverse Image of Triangle ABC wrt the Incircle and the Circum-Incentral Triangle (Homothetic Triangles) is the X(999).
  6. The Perspector and Homothetic Center of the Central Triangle of the Triad of the Circles which are the Inverse Image of Triangle ABC wrt the Incircle and the Circum-Anticevian Triangle of the Incenter (Homothetic Triangles) is the X(3295).
  7. The Perspector of the Central Triangle of the Triad of the Circles which are the Inverse Image of Triangle ABC wrt the Incircle and the Pedal Triangle of the Midpoint of the Circumcenter and the Incenter is the X(3244).
  8. The Perspector and Homothetic Center of the Central Triangle of the Triad of the Circles which are the Inverse Image of Triangle ABC wrt the Incircle and the Triangle of Reflections of the Incenter in the Sidelines of the Cevian Triangle of the Gergonne Point is the X(354).
  9. The Perspector and Homothetic Center of the Central Triangle of the Triad of the Circles which are the Inverse Image of Triangle ABC wrt the Incircle and the Triangle of Reflections of the Spieker Center in the Sidelines of the Cevian Triangle of the Centroid is the X(551).
  10. The Perspector and Homothetic Center of the Central Triangle of the Triad of the Circles which are the Inverse Image of Triangle ABC wrt the Incircle and the Triangle of Reflections of the Vertices of the Cevian Triangle of the Gergonne Point in the Circumcen is the X(3576).
  11. The Perspector and Homothetic Center of the Central Triangle of the Triad of the Circles which are the Inverse Image of Triangle ABC wrt the Incircle and the Triangle of Reflections of the Vertices of the Cevian Triangle of the Gergonne Point in the Orthocent is the X(1699).
  12. The Perspector and Homothetic Center of the Central Triangle of the Triad of the Circles which are the Inverse Image of Triangle ABC wrt the Incircle and the Triangle of Reflections of the Vertices of the Cevian Triangle of the Gergonne Point in the Nine-Poin is the X(5886).
  13. The Perspector and Homothetic Center of the Central Triangle of the Triad of the Circles which are the Inverse Image of Triangle ABC wrt the Incircle and the Triangle of Reflections of the Vertices of the Cevian Triangle of the Gergonne Point in the Nagel Poi is the X(3679).
  14. The Perspector and Homothetic Center of the Central Triangle of the Triad of the Circles which are the Inverse Image of Triangle ABC wrt the Incircle and the Triangle of Reflections of the Vertices of the Cevian Triangle of the Gergonne Point in the Spieker C is the X(2).
  15. The Perspector and Homothetic Center of the Central Triangle of the Triad of the Circles which are the Inverse Image of Triangle ABC wrt the Incircle and the Triangle of Reflections of the Vertices of the Cevian Triangle of the Gergonne Point in the Schiffler is the X(5426).
  16. The Perspector and Homothetic Center of the Central Triangle of the Triad of the Circles which are the Inverse Image of Triangle ABC wrt the Incircle and the Triangle of Reflections of the Vertices of the Cevian Triangle of the Gergonne Point in the Bevan Poi is the X(165).
  17. The Perspector and Homothetic Center of the Central Triangle of the Triad of the Circles which are the Inverse Image of Triangle ABC wrt the Incircle and the Triangle of Reflections of the Vertices of the Cevian Triangle of the Gergonne Point in the Evans Per is the X(5131).
  18. The Perspector and Homothetic Center of the Central Triangle of the Triad of the Circles which are the Inverse Image of Triangle ABC wrt the Incircle and the Triangle of Reflections of the Vertices of the Cevian Triangle of the Gergonne Point in the Schroder is the X(36).
  19. The Perspector and Homothetic Center of the Central Triangle of the Triad of the Circles which are the Inverse Image of Triangle ABC wrt the Incircle and the Triangle of Reflections of the Vertices of the Anticevian Triangle of the Incenter in the Spieker Cen is the X(1056).
  20. The Perspector of the Central Triangle of the Triad of the Circles which are the Inverse Image of Triangle ABC wrt the Incircle and the Triangle of the Centers of the Taylor Circles of the Triangulation Triangles of the Incenter is the X(942).
  21. The Perspector of the Central Triangle of the Triad of the Circles which are the Inverse Image of Triangle ABC wrt the Incircle and the Triangle of the Incenters of the Cevian Corner Triangles of the Centroid is the X(5542).
  22. The Perspector and Homothetic Center of the Central Triangle of the Triad of the Circles which are the Inverse Image of Triangle ABC wrt the Incircle and the Triangle of the Feuerbach Points of the Cevian Corner Triangles of the Gergonne Point (Homothetic Tri is the X(5045).
  23. The Perspector and Homothetic Center of the Central Triangle of the Triad of the Circles which are the Inverse Image of Triangle ABC wrt the Incircle and the Half-Cevian Triangle of the Nagel Point (Homothetic Triangles) is the X(1125).