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De Longchamps point

The Stammler Circles
A Note on the Miquel Points
Volume 6 (2006) 1–16
Degree of Triangle Centers and a Generalization of the Euler Line
A New Way to Think About Triangles
Hyacinthian Correspondences on Geometry
Introduction to the Geometry of the Triangle
On Two Remarkable Pencils of Cubics of the Triangle Plane 1 the Cubics C(K)
Nagel Point of the Triangle by Paris Pamﬁlos
Paul Yiu's Introduction to the Geometry of the Triangle
On Concurrence of Nine Euler Lines on the Morley's
Triangle Cubics and Conics
Four-Fold Symmetry in Universal Triangle Geometry
Geometry and Group Structures of Some Cubics
Universal Affine Triangle Geometry and Four-Fold Incenter Symmetry
Some Applications of Trilinear Coordinates
De Longchamps Point
Problems for Students About Excentral Triangle

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Euler-Gergonne-Soddy Triangle
Arxiv:2009.01946V2 [Math.MG] 10 Jan 2021 We May Apply Derived Results for Creating New Triangle Cubics and Conics
Special Isocubics in the Triangle Plane
Degree of Triangle Centers and a Generalization of the Euler Line
CIRCUMCEVIAN INVERSION PERSPECTOR a Generalisation of the Triangle Center X(35)
Deko Dekov, Triangulation Triangles PDF, 175
Apollonius' Problem Asks to Construct the Circle Which Is Tangent to Any Three Objects That May Be Any Combination of Points, Lines, and Circles
Deko Dekov, Half-Cevian Triangles PDF, 105
Triangle Conics, Cubics and Possible Applications in Cryptography
Arxiv:2102.09438V4 [Math.MG] 16 Apr 2021 Aiu Lis Ragmns E Figure See Arrangements, Ellipse Various Ln Fatinl Eg Netr Icmetr T
The Incenter
Volume 2 2002
The Triangle As an Orthocentric Quadrangle
Fuhrmann Triangles

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