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Kosnita Point |
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Kosnita Point = Circumcenter of the s-Reflection Triangle of the Nine-point Center. Kosnita Point = Isogonal Conjugate of the Nine-point Center. Kosnita Point = Isogonal Conjugate of the Circumcenter of the Medial Triangle. Kosnita Point = Isogonal Conjugate of the Circumcenter of the Orthic Triangle. Kosnita Point = Isogonal Conjugate of the Circumcenter of the Euler Triangle. Kosnita Point = Isogonal Conjugate of the Circumcenter of the Feuerbach Triangle. Kosnita Point = Isogonal Conjugate of the Nine-Point Center of the Fuhrmann Triangle. Kosnita Point = Isogonal Conjugate of the Midpoint of the Circumcenter and Orthocenter. Kosnita Point = Isogonal Conjugate of the Midpoint of the Center of the Orthocentroidal circle and Centroid. Kosnita Point = Isogonal Conjugate of the Perspector of Triangle ABC and s-Reflection Triangle of the Circumcenter. Kosnita Point = Isogonal Conjugate of the Perspector of the Medial Triangle and Euler Triangle. Kosnita Point = Isogonal Conjugate of the Perspector of the Cyclocevian Triangle of the Orthocenter and Euler Triangle. Kosnita Point = Isogonal Conjugate of the Perspector of the Excentral Triangle and Feuerbach Triangle. Kosnita Point = Perspector of the Cevian Triangle of the Kosnita Point and Anticevian Triangle of the Kosnita Point. Kosnita Point = Perspector of the Cevian Triangle of the Kosnita Point and Circumcevian Triangle of the Kosnita Point. Kosnita Point = Perspector of the Cevian Triangle of the Kosnita Point and Half-cevian Triangle of the Kosnita Point. Kosnita Point = Perspector of the Anticevian Triangle of the Kosnita Point and Circumcevian Triangle of the Kosnita Point. Kosnita Point = Perspector of the Anticevian Triangle of the Kosnita Point and Half-cevian Triangle of the Kosnita Point. The Kosnita Point lies on the Inverse circle of the Brocard Circle of the Anticomplementary Triangle in the Brocard Circle. |