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Zeng, Zixuan vs Kalyakina, Maria

General Overview

Zeng, Zixuan and Kalyakina, Maria are set to face off in a highly anticipated tennis match on September 4, 2025. Zeng, known for her powerful baseline play and agility, will be up against Kalyakina’s consistent serving and strategic net play. The odds suggest a closely contested match with significant potential for both sets and overall game counts to swing either way.

Zeng, Zixuan

LWLLL
-

Kalyakina, Maria

WWWLL
Date: 2025-09-04
Time: 01:00
(FT)
Venue: Not Available Yet
Score: 0-2

Predictions:

MarketPredictionOddResult
Over 1st Set Games54.50%(0-2)
Under 1st Set Games66.30%(0-2)
Tie Break in 1st Set (No)89.90%(0-2)
Tie Break in Match (No)88.60%(0-2)
Under 2.5 Sets67.80%(0-2)
Total Games 2-Way (Over 22.5)52.70%(0-2)
Total Games 3-Way (Under 22)54.80%(0-2)

Over 1st Set Games vs. Under 1st Set Games

The betting odds show a slight preference for “Under 1st Set Games” at 65.00 compared to “Over 1st Set Games” at 53.70. This suggests that the match could see a tightly contested first set with fewer games than average, possibly due to strong defensive play or frequent breaks of serve.

Tie Break Predictions

The probability of no tie break occurring in the first set stands at 91.90, indicating that either player might dominate the first set enough to avoid it. Meanwhile, the likelihood of no tie break in the entire match is even higher at 87.50, suggesting that one player could maintain a significant lead throughout.

Set Count Analysis

The odds favor “Under 2.5 Sets” at 70.70, implying that one player might secure a two-set victory or the match could end in straight sets. This reflects expectations of a decisive performance by one competitor over the other.

Total Games Predictions

For total games, the odds are quite close: “Total Games Over 22.5” at 55.10 versus “Total Games Under 22” at 51.40. This indicates a balanced expectation for the total number of games played, with potential for either a high-scoring or more contained match depending on service efficiency and break points.