Jessica Pegula - Ann Lee: prediction and bets for the US Open match

Command Analysis

Pegula performed very poorly in the American hardball series, she had only two matches won in three tournaments played. There were concerns in the betting tips that Jessica would be able to go far on the grid in New York. However, she pulled herself together, because she needed to defend the points for last year's final, and overcame three rounds with confidence. The American's rivals were Sheriff, Blinkova and Azarenka. She dealt with all of them in two sets, and all the fights followed the same scenario: a rout in the first set and a fairly tight fight in the second game.

Ann Lee brought herself to the start of the US Open in excellent shape, they played in the final of the pre-tournament in Cleveland. In New York, she was lucky with the net in many ways, because in three matches, the only serious opponent was Bencic, who is now far from being at her peak. She was dealt with without any problems in the second round (6-3, 6-3). Ann Lee had the most difficulties in the opening match against Shramkova (4-6, 6-2, 6-4). In the third round, there was a 2-0 straight sets victory over Hong (7-5, 6-3).
Trends
The Totalbetis less than 2.5 sets
All three matches in the tournament with Pegula's participation ended without an exchange of sets won.
1.32Bet Effectiveness of sets: 2>1
This is the scenario that unfolded in three of Ann Lee's last five matches.
2.21Tip and bets
Pegula scored a decent move in New York, extremely motivated by defending points for last year's final. Jessica went through three rounds without giving up a single set, but in almost every match she had difficulties during the second set, she missed the initiative. Ann Lee is also on the rise, this year at Roland Garros she played Pegula on equal terms in a personal meeting, although she lost. We do not think that it is worth waiting for a crushing victory performed by the favorite.
Our prediction is that Ann Lee will win with a handicap of (+5) games with a coefficient of 1.65
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