Match Info
WTA - SINGLES: Indian Wells, hard - 1/64-finalsDate: 4 March 2026, Wednesday
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Kimberly Birrell |
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Oksana Selekhmeteva |
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- The best margin for this event is 2.9%, offered by

#Advertisement. For Live Stream GEO restrictions apply. Funded account required. GamblingTherapy.org. 18+ Current Win Probability
Kimberly Birrell 48.7% | Oksana Selekhmeteva 51.3% |
Initial Probability
(when we started the analysis)
Our Initial ML Estimation
Analysis of Changes in Winning Probabilities:
Kimberly Birrell has seen a decrease in its chances compared to the initial analysis. (-1.3%)Oksana Selekhmeteva has improved its chances compared to the initial analysis. (+1.3%)ML Model estimates a lower probability for Kimberly Birrell than the current prediction. (-2%)ML Model estimates a higher probability for Oksana Selekhmeteva than the current prediction. (+2%)Kimberly Birrell - Oksana Selekhmeteva Predictions
Users Predictions:
13 users predict this event. Birrell will win (votes: 8 - 61.5%). Selekhmeteva will win (votes: 5 - 38.5%).
Confidence interval (95%) for Birrell: 35% – 88%.Verified Performance Core (Selected Experts): 3 Selected Experts predict this event. Birrell (votes: 2 - 66.7%). Selekhmeteva (votes: 1 - 33.3%). Over/Under & Asian Handicap Predictions by Selected Experts:- O/U 9.5 Games, 1st Set - over (votes: 1 - 100%) .
Expected Score (Market Odds): 0:2 
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Preview
Birrell is ranked WTA: 69. Selekhmeteva is ranked WTA: 71.Both players have been playing unpredictably.Birrell may face physical challenges compared to their opponent, as they have played more matches in recent days. In this match, both players are almost equally likely to win.In the last 1 head-to-head match, Birrell won 1 match, drew 0 matches, lost 0 matches, and goals 2:1.
Last Results with these Odds
Kimberly Birrell - the odds 1.85 are the expected chance of winning is 50%, but this team recently wins 63% of matches with these odds.
Oksana Selekhmeteva - the odds 1.85 are the expected chance of winning is 50%, but this team recently wins 73% of matches with these odds.
Form
✺ - easy match;
✺ - difficult match;