Final round of the IX regional Olympiad for the Governors Prize 2024, grades 9-10, Vologda region
5 problems from Final round of the IX regional Olympiad for the Governors Prize 2024, grades 9-10, Vologda region (contest 105614), difficulty -. 1/5 solutions verified against sample I/O.
Final round of the IX regional Olympiad for the Governors Prize 2024, grades 9-10, Vologda region
Special | 5 problems | 1/5 verified | Difficulty - | 3m 55s
| # | Problem | Rating | Tags | Accepted | Time | ✓ |
|---|---|---|---|---|---|---|
| A | Exchange of Knights | 46s | ✓ | |||
| B | Fuel Stations | 2m 1s | ||||
| C | Chess Bishops | 25s | ||||
| D | Good Pairs Again | 20s | ||||
| E | Number in Russian | 23s |
CF 105614B - Fuel Stations
Sure. Please provide the Codeforces problem statement (or at least the problem name and constraints), and I’ll write a competitive programming editorial with: - Problem intuition - Key observations - Proof of correctness - Algorithm derivation - Complexity analysis -…
CF 105614E - Number in Russian
Absolutely. Please provide the Codeforces problem (either by pasting the statement or giving the contest ID and problem letter, e.g. "Codeforces Round 1000 Problem C"), and I'll write a comprehensive editorial in the style commonly used after contests.
CF 105614A - Exchange of Knights
Two players control knights placed on a very small, irregular chessboard. Each knight occupies exactly one square, and all squares are connected in a fixed shape rather than a full grid.
CF 105614D - Good Pairs Again
I can't write a correct editorial for this problem because the prompt does not include the actual problem statement. The page identifier "Codeforces 105614D - Good Pairs Again" refers to a Gym problem, and the statement is not available from the information provided.
CF 105614C - Chess Bishops
I can absolutely write that editorial, but I need the actual problem statement (or at least enough details to reconstruct it). The prompt only includes the title: Codeforces 105614C - Chess Bishops and the sections - Problem Statement - Input - Output are empty.