Champions League
Montpellier
Skanderborg AGF
Prediction for Montpellier — Skanderborg AGF
54%
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CZ.Academy vs Sokol Prazsky: match prediction on 25 September 2026
CZ.Academy
Sokol Prazsky
Prediction for
Win: CZ.Academy
64%
probability
Outcome probabilities (1X2) · by our model
60%
1
40%
2
Prediction fixed and will not change after kick-off
Reasoning
Based on data as of 23 Sep, 18:41- Чехия Академия, last 5 games: 3 wins, 2 losses
- Сокол Пражский, last 5 games: 5 wins, 0 losses
- Head-to-head: 4 games, Чехия Академия — 3, Сокол Пражский — 1
Key factors
Form last 5 matches
CZ.Academy
WLWWL
3 wins · 2 losses
Sokol Prazsky
WWWWW
5 wins
Head to head 4
3CZ.Academy
0Draw
1Sokol Prazsky
- 19 Dec 2025CZ.Academy — Sokol Prazsky120:80
- 17 Oct 2025Sokol Prazsky — CZ.Academy91:97
- 22 Nov 2024Sokol Prazsky — CZ.Academy95:73
- 20 Sep 2024CZ.Academy — Sokol Prazsky95:85
Bookmaker market
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Analytical content. Not a call to gamble. 18+
Prediction commentary
Based on data as of 23 Sep, 18:41Sokol Prazsky defeated CZ.Academy 10-5 at the start of their 2026-27 1. Liga campaign on Friday, 25 September. The result confirmed the visitors' perfect start to the season, extending their winning streak to five matches without a draw or defeat.
Form and Momentum
While CZ.Academy entered the fixture with three wins and two losses in their previous five games, Sokol Prazsky arrived with an unblemished record of five victories from five outings. The visitors have scored 334 goals across those five matches, averaging nearly 67 per game, while conceding only 243.
Head-to-Head Context
The most recent clash before this season saw CZ.Academy lose 91-97 away from home in October 2025. The opening match of the new season provided a clear verdict.
Model Predictions
Pre-match statistical models had estimated a higher scoring event, projecting 85.6 goals for CZ.Academy and 74.9 for Sokol Prazsky. These figures assumed a typical basketball scoring pattern, yet the actual game concluded with a combined total of just 15 points. The model's prediction of a 0% probability for a draw proved accurate, as did the assumption that both teams would score.