The Israeli TOT site, taharut.org has published yesterday the problems and solutions of the 17th tournament held in 1996. This reminded me of a personal account - a heroic story from that Olympiad which made the entire ceremony hall laugh.
During the ceremony, the event leader prof. Boris Begun said he is gonna tell about three highlights from checking the works, before giving the prizes. The first was about that all 8 first-place diplomas are from one school this year (It was Shevah-Mofet, TA). Second was a story of the legendary Mark Braverman from Karmiel who got a TOT prize despite being a 3rd grade elementary school student. The third story was about a severe clownship found in one of the works. Well, two of the three stories were related to me.
"In problem #5 (spring season, at the end of the page) there were two parts, A and B. The student haven't succeed to solve either of them, but presented a correct proof that one of the statements of either A or B is correct".
I cannot remember for life what was my proof, but I definitely thought of it as of something simple compared to what looked then like a hard puzzle, which I failed to solve in 5 hours of the competition. I wrote it as a joke, of course not hoping to get any points. I still hope I didn't, and that other 3 solved problems sufficed fair and square for the said diploma I got that year - after very low luck on earlier TOTs.