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Zhukayev, Beibit vs Topo, Marko

Tennis Match Analysis: Zhukayev vs. Topo

On November 19, 2025, at 09:00, we have an exciting match between Beibit Zhukayev and Marko Topo. This analysis provides expert insights and predictions based on current betting odds.

Zhukayev, Beibit

LW
-

Topo, Marko

WW
Date: 2025-11-19
Time: 11:25
(FT)
Venue: Bergamo - COURT 1
Score: 0-2

Predictions:

MarketPredictionOddResult
Over 1st Set Games52.40%(0-2)
Tie Break in 1st Set (No)80.20%(0-2)
Under 1st Set Games63.00%(0-2)
Total Games 2-Way (Over 22.5)68.40%(0-2)
Tie Break in Match (No)55.00%(0-2)
Under 2.5 Sets58.00%(0-2)

General Overview

This match promises to be a thrilling encounter between two skilled players. Beibit Zhukayev, known for his aggressive playstyle, faces off against Marko Topo, who is renowned for his strategic and resilient approach. The odds suggest a closely contested match, with several key betting opportunities.

Betting Predictions

  • Over 1st Set Games: 53.40
    The odds indicate a high probability that the first set will exceed 21 games. Both players are likely to engage in extended rallies, making this a strong bet.
  • Tie Break in 1st Set (No): 81.70
    With the odds heavily favoring no tie-break in the first set, it’s predicted that one player will secure a decisive advantage early on.
  • Under 1st Set Games: 68.20
    This suggests that the first set is expected to be relatively short, with fewer than 21 games, possibly due to one player establishing dominance early.
  • Total Games 2-Way (Over 22.5): 67.50
    The match is anticipated to be competitive, with the total number of games likely exceeding 23. This reflects both players’ endurance and tactical play.
  • Tie Break in Match (No): 55.50
    There’s a moderate chance that the match will conclude without a tie-break, indicating that one player may pull ahead decisively in either the second or third set.
  • Under 2.5 Sets: 54.00
    The odds suggest that the match is likely to be decided in straight sets or possibly a three-setter, rather than extending beyond five sets.