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| | Center for Technology and Teacher Education: Mathematics Activities (Site not responding. Last check: 2007-10-29) |
 | | David E. Joyce from the Department of Mathematics and Computer Science at Clark University in Worcester, MA has developed a Geometry applet demonstrating the Euler line of a triangle. |
 | | Many were developed in the 20th-century, such as: Schiffler Point, Exeter Point, Parry Point, Congruent Isoscelizers Point, Yff Center of Congruence, Isoperimetric Point and Equal Detour Point, Ajima-Malfatti Points, Apollonius Point, Morley Centers, Hofstadter Points, Equal Parallelians Point, Bailey Point. |
 | | There are also some classical triangle centers constructions: Centroid, Incenter, Circumcenter, Orthocenter, Fermat Point, Nine-point center, Symmedian point, Gergonne point, Nagel point, Mittenpunkt, Spieker center, Feuerbach point, Isodynamic points, and Napoleon points. |
| teacherlink.org /content/math/activities/skp-centerstri2/resources.html (250 words) |
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