** Merg la IOI. Mi-e sila sa bag orice brut care nu e doar n^2 si nu ma gandesc sa sortez un vector. Dar cea mai mare rusine vine de la pierderea mea a titlului celui mai consistent programator (acum e detinut de un rus). Nu prea conteaza, pentru ca in final tot ajung pe locul %{color: gold; font-size: 12.5px; text-shadow: -0.5px 0.5px 0 #000, 0.5px 0.5px 0 #000, 0.5px -0.5px 0 #000; -0.5px -0.5px 0 #000;}14% (si castig aur). %{color:white} Si printre altele, il distrug pe ungurul mic la 0.2 puncte%
# **CLASA A 12-a** (2025-2026)
** In an ideal world where inter-species telepathic communication exists, which species would you choose to have a conversation with, and what would you want to learn from them? Would you ask beavers for architectural advice? Octopuses about cognition? Pigeons about navigation? Ants about governance? Make your case—both for the species and the question in 1 to 2 pages.

** Spre imensa dezamagire a mea nu am absolut niciun chef sa ii bag problemele lui 'TheScrasse':https://codeforces.com/profile/TheScrasse (si mai mult decat atat, las SA sa ruleze vreo 1.25 ore la o problema care are constructie triviala). Iau locul %{color: gold; font-size: 12.5px; text-shadow: -0.5px 0.5px 0 #000, 0.5px 0.5px 0 #000, 0.5px -0.5px 0 #000; -0.5px -0.5px 0 #000;}5%

** Merg la rmi. Iar 😕 😕. Bag Hall. Iar 😕 😕. Dar mai presus de toate, presupun ca problema $King of Rats$ este una extrem de dificila asa ca bag doar n^2 la ea, lucru ce ma costa locul 1 (si astfel castig locul %{color: gold; font-size: 12.5px; text-shadow: -0.5px 0.5px 0 #000, 0.5px 0.5px 0 #000, 0.5px -0.5px 0 #000; -0.5px -0.5px 0 #000;}2%)
** Realizez ca sunt un geniu clarvazator si ca prezic "6 7" in acest blog.