Prediction for Gijs Brouwer - Adrian Mannarino 12 June 2024
Head-to-Head Encounters: Gijs Brouwer - Adrian Mannarino
Gijs Brouwer and Adrian Mannarino have already had the pleasure of playing against each other. In total, they have played: 1. On average, their head-to-head meetings take place over 3 sets and 29 games. Gijs Brouwer wins games on average: 18, and the opposing side wins: 11.Statistical Preview of Gijs Brouwer and Adrian Mannarino
Gijs Brouwer
The current form demonstrated by Gijs Brouwer is presented below. We based this on the last ten played matches:
- Win/Loss: 7 / 3
- Win/Loss in the first set: 6 / 4
- Average total games: 23.4
Wins:
- 3 with a score of 2-0 (42.9%);
- 4 was a victory with a final score of 2-1 (57.1%).
Losses:
- 2 with a score of 0-2 occurred in the last 10 games (66.7%);
- and 1-2 in 1 (33.3%) respectively.
Adrian Mannarino
Statistics for the last ten matches:
- Win/Loss: 1 / 9
- Win/Loss in the first set: 3 / 7
- Average total games: 21.9
Statistics for winning results:
- 2-0 - 1 (42.9%);
- 2-1 - 0 (57.1%).
Statistics for losing matches:
- 0-2 - 6 (66.7%);
- 1-2 - 2 (33.3%).
Prediction for the match between Gijs Brouwer and Adrian Mannarino
This encounter promises to be challenging for both opponents. Often, winning the first set gives a psychological advantage in the match, although it is not a decisive factor for the final victory. Nevertheless, let's examine the statistics of wins and losses in the initial set for both sides. Over the last 365 days, Gijs Brouwer has won the first set 35 times and lost it 31 times. In comparison, Adrian Mannarino has demonstrated strength by winning 33 times, losing 28 times. While these figures may guide the choice of the winner based on the first set's outcome, it's essential to note that not everything depends solely on these statistics. Considering the facts outlined in our preview, we recommend betting on: Total over (22) with coefficient 1.89.
This forecast is generated using AI Scores24. The product is in beta testing and may contain minor errors.
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