The best margin for this event is 3.8%, offered by
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Current Win Probability
Army Black Knights 23.6%
Colgate Raiders 76.4%
Initial Probability
(when we started the analysis)
31.7%
68.3%
Our Initial ML Estimation
33.8%
66.2%
Analysis of Changes in Winning Probabilities:
Army Black Knights has seen a decrease in its chances compared to the initial analysis. (-8.1%)
Note: This is a significant drop in prediction, indicating that Army Black Knights's form might have worsened.
Colgate Raiders has improved its chances compared to the initial analysis. (+8.1%)
Note: This is a significant improvement in prediction, suggesting Colgate Raiders's recent form is better than expected.
ML Model estimates a higher probability for Army Black Knights than the current prediction. (+10.2%)
Note: The ML model's higher estimate suggests a strong performance forecast for Army Black Knights, possibly due to key factors that the model accounted for.
ML Model estimates a lower probability for Colgate Raiders than the current prediction. (-10.2%)
Note: The ML model's lower estimate suggests a potential downturn for Colgate Raiders, possibly due to injuries or other negative factors.
Army Black Knights - Colgate Raiders Predictions
Expected Score (Market Odds): 70:79
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Preview
In the last 5 head-to-head matches, Army won 1.
Army is undoubtedly in great shape (last 5 games: 4 wins).
Colgate has been unpredictable lately (in the last 5 games, wins – 2).
Army may have a physical advantage due to more rest days in recent times.
In this match, Colgate is the team to beat.
We predict that Army will win today's game, with odds of 3.23.
In the last 20 head-to-head matches, Army won 3 matches, drew 1 match, lost 16 matches, and goals 1340:1570. (average 67:78.5).
Including home matches between the teams, Army won 2 matches, drew 1 match, lost 6 matches, and goals 618:653. (average 68.7:72.6).
Last Results with these Odds
Army Black Knights - the odds 2.89 are the expected chance of winning is 31.68%, but this team recently wins 14% of matches with these odds.