CS Universitatea Craiova meet Maxline Vitebsk in UEFA Champions League Qualification, kicking off on 15.07.2026 at 17:30 UTC. European competition takes both sides out of their domestic routine and against opponents from other leagues across the continent — typically a step up in level, and a different kind of test. The sections below cover the history between them, current form and the goal numbers behind the match.
CS Universitatea Craiova vs Maxline Vitebsk head-to-head
European football tends to produce repeat meetings over the years, so there is often some shared history to draw on — though a qualifying draw can pair two sides for the first time. Any meetings on record are listed below; a blank table simply means none yet.
Date Event Score 15.07.2026 CS Universitatea Craiova vs Maxline Vitebsk 1 - 0 08.07.2026 Maxline Vitebsk vs CS Universitatea Craiova 1 - 4
CS Universitatea Craiova and Maxline Vitebsk recent form
Form carries over from domestic play, which makes it a reliable guide here too. The latest results for each side appear below, newest first, and may span different competitions.
CS Universitatea Craiova:
Date Event Score 15.07.2026 CS Universitatea Craiova vs Maxline Vitebsk 1 - 0 08.07.2026 Maxline Vitebsk vs CS Universitatea Craiova 1 - 4 29.06.2026 CS Universitatea Craiova vs Polissya Zhytomyr 4 - 3
Maxline Vitebsk:
Date Event Score 15.07.2026 CS Universitatea Craiova vs Maxline Vitebsk 1 - 0 08.07.2026 Maxline Vitebsk vs CS Universitatea Craiova 1 - 4 01.07.2026 Slavia Mozyr vs Maxline Vitebsk 2 - 4
CS Universitatea Craiova vs Maxline Vitebsk goals
Goals scored and conceded so far, across all competitions, as a rough measure of attacking and defensive output:
- CS Universitatea Craiova — 22 scored, 10 conceded.
- Maxline Vitebsk — 27 scored, 20 conceded.
CS Universitatea Craiova vs Maxline Vitebsk odds
Bookmakers price the same tie differently, and on European nights those differences can be sharp. Odds-Fan lines up the licensed bookmakers' prices for CS Universitatea Craiova vs Maxline Vitebsk side by side, so the strongest number on each outcome is easy to find.

