Mirra Andreeva - Linda Noskova: betting tip for the WTA match Bad Homburg

Mirra Andreeva beat Linda Noskova in three of the four face-to-face meetings. The tennis players will have another face-to-face match on June 26 as part of the quarterfinals of the tournament in Bad Homburg. Will the Russian tennis player be able to beat a comfortable opponent again? - the answer is in our expert's betting tip. What bets should I choose for the match?

Command Analysis

Mirra Andreeva

Andreeva's transition to grass was unsuccessful. At the first tournament in Berlin, Mirra lost to Magdalena Freh at the start (6-2, 5-7, 0-6). In Bad Homburg, the Russian tennis player started her career immediately from the second round, played against the well-known Towson and won a difficult strong-willed victory (3-6, 6-3, 6-1). In many ways, in that meeting, Clara herself helped Mirra with her many unforced errors.

Linda Noskova

Noskova failed the dirt part of the season, but the change of coating clearly benefited the Czech tennis player. She reached the quarterfinals in Nottingham last week, and she also managed to reach this round in Bad Homburg. On the grid, Linda overcame the resistance of Tomljanovic (6-3, 6-2) and Vekic (2-6, 6-2, 6-4). There is a game ahead with Andreeva, to whom Noskova lost in three of four face-to-face meetings.
Trends
The Totalbetis less than 2.5 sets
In three of the four face-to-face meetings, Noskova and Andreeva played the minimum number of sets.
1.451st setbet: total less than 9.5 games
This bet was played in five of Andreeva's six previous matches.
1.78Tip and bets
Andreeva's transition to grass is not easy, but Mirra fights to the maximum. Today, she has a well-known opponent, whom the Russian tennis player beat in three of four personal meetings. Noskova is not particularly stable, it cannot be said that she has reached the peak of her form, although progress is noticeable. We expect Mirra to make it to the semifinals with confidence.
Our betting tip is Andreeva's victory with a handicap of (-3) games with a coefficient of 1.77