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Top Competitors

1 Januszewski Paweł Kraków 385
2 Tancer Martin Prague 350
3 Kiss Demeter Budapest/ Amsterdam 320
4 Dinew Sławomir Kraków 315
5 Kuben Jaromír Brno 313
6 Burger Michal Bratislava 309
7 Kynčl Jan Prague 300
8 Dinew Żywomir Kraków 296
9 Csóka Endre Budapest 293
10 Byszewski Jakub Kraków 291
11 Stankevičius Andrius Vilnius 283
12 Strenner Balázs Budapest 275
13 Podbrdský Pavel Prague 269
14 Konopecký František Prague 268
15 Harrer Daniel München 267
16 Dorobisz Krzysztof Kraków 266
17 Bella Peter Prague 263
18 Budáč Ondrej Bratislava 261
Pilipczuk Michał Warsaw 261
Zalewski Mikołaj Kraków 261
21 Czajka Tomasz Warsaw 259
22 Roland Paulin Budapest 256
23 Wojtaszczyk Jakub Warsaw 251
24 Simančík František Oxford 246
25 Jankó András György Szeged 245
26 Stefaniak Marcin Warsaw 244
27 Pilipczuk Marcin Warsaw 243
28 Hamacher Paul Bonn 223
29 Kala Vítězslav Prague 218
30 Dražić Goran Zagreb/Bremen 212
31 Baronov Emil Rumenov Sofia 211
Závodný Jakub Oxford 211
33 Lukić Milivoje Belgrade 205
34 Skórzewski Paweł Poznań 203
Adamaszek Michał Warsaw 203
36 Terpai Tamás Budapest 200

Red marked competitors can still participate next year.

Algorithm

Denote by P(s,y,c,p) the number of points obtained by student s in year y, category c, problem p. Let C(y) be a multiplicative coefficient corresponding to a particular year. We put C(y) = 10 for y < 2000 and C(y) = 100 for y greater than or equal to 2000. The criterion T(s) for sorting students is

According to this criterion, student can obtain 100 T-points in one year.