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Roh, Hoyoung vs Krueger, Mitchell

Expert Analysis: Roh, Hoyoung vs Krueger, Mitchell – 2025-11-04

In the upcoming tennis match between Roh, Hoyoung and Krueger, Mitchell, we delve into the betting predictions to provide an insightful analysis. Roh, Hoyoung is known for his powerful baseline play and consistency in matches, while Krueger, Mitchell brings agility and a strong return game. This matchup promises an intriguing clash of styles.

Roh, Hoyoung

L
-

Krueger, Mitchell

W
Date: 2025-11-04
Time: 00:00
(FT)
Venue: Knoxville - COURT 2
Score: 0-2

Predictions:

MarketPredictionOddResult
Over 1st Set Games51.50%(0-2)
Under 1st Set Games72.40%(0-2)
Tie Break in 1st Set (No)83.30%(0-2)
Tie Break in Match (No)70.60%(0-2)
Total Games 2-Way (Over 22.5)57.00%(0-2)
Under 2.5 Sets55.00%(0-2)

First Set Predictions

The betting odds suggest a high probability of the first set having more than 22.5 games with an over 52.20 chance. This indicates that we can expect a competitive set with extended rallies and possibly some breaks of serve. Conversely, the under 1st set games is at 71.10, reflecting a potential for shorter sets but this is less likely given Roh’s playing style.

Tie Break Analysis

For the first set, the odds against a tie break are quite high at 87.00, suggesting that either player is likely to secure a decisive win in the first set without needing a tie break. Similarly, the likelihood of no tie break occurring in the entire match stands at 68.50, indicating that one or both players may have strong serving performances throughout.

Total Games Prediction

The total games prediction leans towards an over 22.5 games with a probability of 54.70. This aligns with the expectation of a longer match potentially extending into three sets, given both players’ competitive nature and endurance.

Set Count Forecast

With under 2.5 sets at 57.90, it suggests that there’s a balanced chance for the match to be decided in either two or three sets. The dynamic nature of both players’ games could lead to closely contested sets, making this outcome plausible.