Corey Gauff - Elina Svitolina: betting tip (cf 1.78) and bets on the Australian Open match

Command Analysis

Gauff coped with the minimum task at the Australian Open, defended the points for last year's quarterfinals. Last season, at this stage, the American sensationally lost to Badosa. This time, Coco played her opening two matches perfectly against Rakhimova and Danilovich, and won without losing sets. But then she did not have a stable game, she acted with decent fluctuations, only in three sets she broke the resistance of Baptiste (3-6, 6-0, 6-3) and Mukhova (6-1, 3-6, 6-3).

Svitolina has not suffered a single defeat in 2026 and demonstrates a high level of play. Elina won the title in Auckland, where she won five times. In Melbourne, she went through four rounds without losing a single game. Moreover, it should be noted that in the last two matches there were difficult opponents, Schneider (7-6, 6-3) and Andreeva (6-2, 6-4). Svitolina made it to the quarterfinals of the Australian Open for the second year in a row, but she never went beyond this stage in her entire career on local courts.
Trends
The Totalbetis more than 2.5 sets
In the last two face-to-face meetings, Gauff and Svitolina played three sets apiece.
2.39Bet Effectiveness of sets: 1>2
This was the scenario that unfolded in three of Svitolina's four matches in Melbourne.
2.23Tip and bets
Gauff gets the status of the favorite in the bookmaker's line in this quarterfinal, but she is unlikely to easily make it to the semifinals. The American experienced difficulties in the previous two matches with Baptiste and Mukhova, gave them sets, played with decent swings. Svitolina has not lost since the beginning of the year, has gained excellent form and is ready to fight Coco. In the previous two face-to-face meetings, Gauff was able to defeat Elina only in three sets, there is a high probability that today the game will turn out to be stubborn and the tennis players will play at least 22 games.
Our betting tip is a total of more than 21 games with a coefficient of 1.78




























