Match Info
ATP - SINGLES: US Open (USA) - Qualification, hard - FinalDate: 22 August 2024, ThursdayLocation: USTA Billie Jean King NTC (New York, NY)
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Maks Kasnikowski |
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Antoine Escoffier |
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- The best margin for this event is 4.1%, offered by
#Advertisement. For Live Stream GEO restrictions apply. Funded account required. GamblingTherapy.org. 18+ Current Win Probability
Maks Kasnikowski
59.3% | Antoine Escoffier
40.7% |
Initial Probability
(when we started the analysis)
Our Initial ML Estimation
Analysis of Changes in Winning Probabilities:
Maks Kasnikowski has improved its chances compared to the initial analysis. (+5.9%)Note: This is a significant improvement in prediction, suggesting increased confidence in Maks Kasnikowski's performance.Antoine Escoffier has seen a decrease in its chances compared to the initial analysis. (-5.9%)Note: This is a significant drop in prediction, and Antoine Escoffier might be facing challenges that affect their performance.ML Model estimates a lower probability for Maks Kasnikowski than the current prediction. (-5.7%)Note: The ML model's lower estimate suggests that there may be underlying issues with Maks Kasnikowski that the model has picked up on.ML Model estimates a higher probability for Antoine Escoffier than the current prediction. (+5.7%)Note: The ML model's higher estimate suggests that Antoine Escoffier could outperform expectations, possibly based on recent matchups or player stats.Maks Kasnikowski - Antoine Escoffier Predictions
Users Predictions:
15 users predict this event. Kasnikowski will win (votes: 8 - 53.3%). Escoffier will win (votes: 7 - 46.7%).
Confidence interval (95%) for Kasnikowski: 28.1% – 78.5%.Expected Score (Market Odds): 2:0 
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Preview
Kasnikowski is ranked ATP: 194. Escoffier is ranked ATP: 217. Recent matches Kasnikowski is playing mutable (in the last 5 games wins - 2). Escoffier is in super good shape now (in the last 5 games wins - 4). Escoffier could have problems with physics compare with it opponent - last days they played more matches than their opponents. The chances to win of two players are almost the same in this match.
Recently, the players did not play each other.
Form
✺ - easy match;
✺ - difficult match;
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