Slower swipes increase shot height, while longer swipes increase shot depth. Swipe towards your target for low flat shots, away from where you want to hit for defensive slices, and in a tick motion towards your opponent for curling topspin. Players control the ball using simple swipe mechanics that give them a wide range of shot types. In this 3D tennis game, take to the courts at the Australian Open and swipe your way to victory with vicious topspin, biting slices, and powerful flat shots. Tennis Australia is bringing the ultimate tennis experience to mobile in 2022 with AO Tennis Smash, the official game of the Australian Open! We also share information about your use of our website with our social media, advertising and analytics partners.AO Tennis Smash - Official Game of Australian Open We use cookies to personalize content and ads, provide social media features, and analyze the use of our website. This helps us measure the effectiveness of our marketing campaigns. Microsoft Advertising uses these cookies to anonymously identify user sessions. It also serves behaviorally targeted ads on other websites, similar to most specialized online marketing companies. The Facebook cookie is used by it's parent company Meta to monitor behavior on this website in order to serve targeted ads to its users when they are logged into its services. Google will use this information for the purpose of evaluating your use of the website, compiling reports on website activity for us and providing other services relating to website activity and internet usage. The purpose of Google Analytics is to analyze the traffic on our website. Security (protection against CSRF Cross-Site Request Forgery) Stores login sessions (so that the server knows that this browser is logged into a user account) which cookies were accepted and rejected). Storage of the selection in the cookie banner (i.e. being associated with traffic metrics and page response times. Random ID which serves to improve our technical services by i.e. Server load balancing, geographical distribution and redundancy
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