Arina Sobolenko - Amanda Anisimova: betting tip and bets for the US Open match

Command Analysis

Sobolenko is close to winning the title in New York for the second year in a row. Last season, Arina beat Pegula in the final (7-5, 7-5). Interestingly, this year she defeated Jessica the day before in the semifinals (4-6, 6-3, 6-4). It was in this game that the first racket of the world gave the only game for the entire tournament path. Despite this, not all matches were easy for her. So, Polina Kudermetova and Leila Fernandez had to play tie-breaks. Only the victory over Kristina Buxa in the 1/8 finals turned out to be really confident (6-1, 6-4).

Anisimova has been delighting her fans throughout the season. Let's remind, Amanda played in the Wimbledon final, and now she will fight for the title again for the second Slam in a row. However, in London, in the decisive match, she suffered a crushing defeat with a score of 0-6, 0-6 from Schwentek. This time in New York, the American took convincing revenge from Iga in the quarterfinals (6-4, 6-3). Her most difficult match was the semi-final with Naomi Osaka, where she had two tie-breaks (6-7, 7-6, 6-3).
Trends
Bet Effectiveness of sets: 1>2
This is the scenario that has developed in four of the last five face-to-face meetings.
2.231st setbet: total more than 9.5 games
This bet has been played in four of Anisimova's last five matches.
2.03Tip and bets
This year, the tennis players will meet for the third time. Arina was stronger at Roland Garros, Amanda took revenge at Wimbledon. Both reached the peak of their form and significantly improved their reliability during the tournament. A lot of things today will be decided by psychology, the willingness to show your best in a decisive battle. Anisimova couldn't even come close to showing her best playing qualities in the Wimbledon final. Sobolenko has a wealth of experience in this regard, due to which he can win the US Open for the second year in a row.
Our betting tip is for Sobolenko to win with a handicap of (-2.5) games with a coefficient of 1.72


























