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Kharlamov, Roman vs Schoen, Patrick Kharlamov Roman Vs Schoen Patrick

Expert Analysis: Kharlamov vs Schoen Tennis Match

This match between Roman Kharlamov and Patrick Schoen promises to be a compelling encounter. Kharlamov, known for his aggressive baseline play, may push the game into longer rallies, while Schoen’s versatility could lead to dynamic shifts in momentum. The betting odds suggest several intriguing possibilities for this match. Below is an expert breakdown of each betting option based on the available data.

Kharlamov, Roman

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Schoen, Patrick

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Date: 2025-12-10
Time: 08:30
Venue: Not Available Yet

Over 1st Set Games: 83.10

The odds indicate a strong likelihood that the first set will have more than the average number of games. This could be due to both players’ ability to extend rallies and their competitive nature, which might lead to more deuces and extended points.

Under 1st Set Games: 78.90

While the probability is lower, a shorter first set is still possible if one player manages to break serve early and maintain control, leading to a quicker conclusion.

Tie Break in 1st Set (No): 92.70

The high probability of no tie break in the first set suggests that one player might establish a significant lead early on, avoiding the need for a tie break scenario.

Tie Break in Match (No): 83.50

With a strong chance of no tie break in the entire match, it is likely that one player will dominate enough sets to avoid a tie break situation altogether.

Total Games 3-Way (Under 22): 78.80

This prediction suggests that the total number of games played across all sets will be under 22, indicating potential dominance by one player leading to quick victories in some sets.

Under 2.5 Sets: 67.80

The odds favor a match decided in fewer than 2.5 sets, which could occur if one player demonstrates clear superiority or if there are decisive breaks of serve.

Total Games 2-Way (Under 22.5): 65.20

This prediction aligns with the notion of a shorter match, where the total number of games across all sets remains under 22.5, further supporting the idea of swift set conclusions.