
About
Engage in a delightful merge and renovation adventure. Combine sweet items to serve customers and earn rewards, then use your earnings to transform and decorate your dream space. Unlock new areas and features as you progress through this fun and creative game.
What's New in Sweet Merge Game
1.0.1
July 7, 2026
Bug fixes
In-App Purchases
$8.99
Remove Ads
Remove non rewarded ads
Developer apps
FAQ
What is Sweet Merge Game?
Sweet Merge Game is a mobile application that combines merge gameplay with renovation and decoration elements. Players merge items to create sweets, serve customers, and then use rewards to design and upgrade their in-game environment.
Is Sweet Merge Game free to play?
Yes, Sweet Merge Game is free to download and play. It offers in-app purchases for optional items and enhancements, and also contains advertisements.
Does Sweet Merge Game have ads?
Yes, Sweet Merge Game contains advertisements. These ads may appear during gameplay or as optional rewards for watching them.
What devices does Sweet Merge Game support?
Sweet Merge Game is supported on iPhone, iPad, and iPod devices. It is designed for iOS operating systems.
How often is Sweet Merge Game updated?
The latest version of Sweet Merge Game is 1.0.1, which was last updated on July 7, 2026. Updates typically introduce new content, features, and bug fixes.
What is the age rating for Sweet Merge Game?
Sweet Merge Game has an age rating of 4+. This indicates it is suitable for children aged 4 and above, featuring content generally considered appropriate for this age group.
Can I play Sweet Merge Game offline?
The provided data does not specify if Sweet Merge Game can be played offline. Many merge and renovation games require an internet connection for progression and features.
What kind of gameplay mechanics does Sweet Merge Game offer?
Sweet Merge Game features merge mechanics where players combine identical items to create new ones. It also includes simulation elements for serving customers and renovation/decoration gameplay for transforming spaces.






