Kostyuk - Andreeva: betting tip (cf 1.72) and bets on the Roland Garros match

Command Analysis

Kostyuk continues his triumphant performance on clay. Marta's winning streak on this surface has reached 16 matches. The victories of the Ukrainian tennis player in the opening three rounds of Roland Garros over Selekhmetyeva, Volynets and Golubich did not cause any surprise. But in the next two rounds, she passed a real test of strength and beat Schwentek (7-5, 6-1) and Svitolina (6-3, 2-6, 6-2) in turn. Marta is physically well prepared, she moves great on the court, it's no coincidence that she confidently put the squeeze on her rivals in the decisive games.

Andreeva repeated her best result at Roland Garros. In 2024, she reached the semifinals on local courts, but then she couldn't cope with Paolini. This year, Mirra's tournament path was not the most difficult. Moreover, she was clearly improving on the grid from match to match. In the previous two rounds, the Russian tennis player more than confidently defeated Taikman (6-3, 6-2) and Kirstyu (6-0, 6-3). Her only minor misfire was in the second round against Busas Maneiro, when she had to play three sets (3-6, 6-1, 6-1).
Trends
The Totalbetis less than 2.5 sets
In two face-to-face meetings this season, Kostyuk and Andreeva played two sets each.
Bet Effectiveness of sets: 1>2
This is how events unfolded on the court in the previous four matches involving Kostyuk.
Tip and bets
Kostyuk is still undefeated on clay, she has completed a series of 16 victories, including beating Andreeva in the final in Madrid. Then it cannot be said that Marta's advantage was total, the tennis players played 21 games. At Roland Garros, both are currently at the peak of their form, as such there are no weak points in the game. The Grand Slam finals are at stake, and there is no doubt that both will fight to the maximum in such an important match for themselves. We believe that the opponents will play more than 21 games in this semi-final.
Our betting tip is a total of more than 21 games with a coefficient of 1.72




























