Mirra Andreeva - Lois Boisson: prediction and bets on the Roland Garros match

Command Analysis

In Paris, Andreeva is at least close to repeating her result last year, when she made it to the semifinals. This year, in many ways, she is lucky with the tournament grid, because it rarely happens that in the quarterfinals of such a prestigious tournament she will have to play with the 361st racket of the world. In the opening three matches at Roland Garros, Andreeva had no difficulties with Buksa, Kruger and Putintseva, she confidently beat all of them with an accurate score of 2-0 in sets. Mirra was close to losing the game with Kasatkina in the 1/8 finals, but Daria did not serve for the set in the second game, after which Mirra seized the initiative (6-3, 7-5).

Boisson is the main discovery of Roland Garros for women. The French tennis player is ranked 361st in the world, has never risen above 152 in her entire career, but now she has her finest hour. At the start, Lois scored a sensational victory over Mertens (6-4, 4-6, 6-3). Then she had not the most formidable rivals Kalinina and Zhakmo, whose victories did not cause much surprise. In the 1/8 finals, Boisson did not stop there and beat the third racket of the world Pegula (3-6, 6-4, 6-4).
Trends
The Totalbetis less than 2.5 sets
Andreeva scored all four victories in Paris with an accurate score of 2-0 in sets.
1.28Bet Effectiveness of sets: 2>1
This is how events unfolded on the court in two of Andreeva's three previous matches.
2.21Tip and bets
Andreeva is perfectly ready for Roland Garros, as she demonstrates from match to match, she scored all the victories with an accurate score of 2-0 in sets. Boisson was undoubtedly impressive with her quarterfinal appearance, but she has nothing much to match Mirra's game. In all game components, the Russian tennis player surpasses the Frenchwoman, first of all, she is ready to offer her an unbearable pace when exchanging blows.
Our betting tip is that Andreeva will win with a handicap of (-5.5) games with a coefficient of 1.82


















