1. Bernard Gibert, Orthocorrespondence and orthopivotal cubics, 1--27.
2. Alexei Myakishev, On the procircumcenter and related points, 29--34.
3. Clark Kimberling, Bicentric pairs of points and related triangle centers, 35--47.
4. Lawrence Evans, Some configurations of triangle centers, 49--56.
6. Floor van Lamoen, Napoleon triangles and Kiepert perspectors, 65--71.
7. Paul Yiu, On the Fermat lines, 73--81.
8. Milorad Stevanovic, Triangle centers associated with the Malfatti circles, 83--93.
9. Wilfred Reyes, The Lucas circles and the Descartes formula, 95--100.
10. Jean-Pierre Ehrmann, Similar pedal and cevian triangles, 101--104.
11. Darij Grinberg, On the Kosnita point and the reflection triangle, 105--111.
12. Lev Emelyanov and Tatiana Emelyanova, A note on the Schiffler point, 113--116.
13. Nikolaos Dergiades and Juan Carlos Salazar, Harcourt's theorem, 117--124.
14. Mario Dalcin, Isotomic inscribed triangles and their residuals, 125--134.
15. Alexei Myakishev, The M-configuration of a triangle, 135--144.
16. Nikolaos Dergiades and Floor van Lamoen, Rectangles attached to the sides of a triangle, 145--159.
17. Charles Thas, A generalization of the Lemoine point, 161--167.
18. Bernard Gibert and Floor van Lamoen, The parasix configuration and orthocorrespondence, 169--180.
19. Lawrence Evans, A tetrahedral arrangement of triangle centers, 181--186.
20. Milorad Stevanovic, The Apollonius circle and related triangle centers, 187--195.
21. Milorad Stevanovic, Two triangle centers associated with the excircles, 197--203.
22. Kurt Hofstetter, A 5-step division of a segment in the golden section, 205--206.
23. Eckart Schmidt, Circumcenters of residual triangles, 207--214.
24. Floor van Lamoen, Circumrhombi, 215--223.
25. Jean-Louis Ayme, Sawayama and Thebault's theorem, 225--229.
26. Bernard Gibert, Antiorthocorrespondents of Circumconics, 231--249.
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