Archived App (Last seen on 10 Feb 2025)
This is an archived listing of the app previously available on the App Store.Although the app is no longer distributed by Apple, you can still view its description, screenshots, version history, ratings, and metadata for reference.
About
A challenging puzzle game where players combine identical numbers to create larger ones, aiming to reach high target numbers. It tests mathematical logic and strategic thinking through engaging gameplay.
What's New in 2048新玩法
4.9
July 10, 2021
优化玩法更有趣
In-App Purchases
$0.99
622金币
应用内购买622个金币
User reviews
Developer apps
FAQ
What is the goal of 2048新玩法-脑力挖掘大师?
The primary goal is to combine identical numbers to create progressively larger numbers, with the ultimate challenge being to synthesize a 729 or even a 2187. It's designed to test your mathematical logic and strategic thinking.
How does 2048新玩法-脑力挖掘大师 work?
Players combine three identical numbers to form a new, larger number. For example, three 3s combine to make a 9, and three 9s combine to make a 27. The objective is to reach the highest possible number, with 729 and 2187 being significant milestones.
Is 2048新玩法-脑力挖掘大师 difficult?
Yes, the game is described as a challenging puzzle game, with specific goals like reaching 729 and 2187 being very difficult. Only a few players have reportedly succeeded in reaching these high numbers.
What devices does 2048新玩法-脑力挖掘大师 support?
The game is available on iPhone, iPad, and iPod, indicating compatibility with Apple's mobile operating system.
What is the age rating for 2048新玩法-脑力挖掘大师?
The app has an age rating of 4+, making it suitable for a wide range of players.
Does 2048新玩法-脑力挖掘大师 have ads?
Yes, the application contains advertisements. This is common for free-to-play games that offer in-app purchases.
When was 2048新玩法-脑力挖掘大师 last updated?
The app was last updated on July 10, 2021. It was originally released on September 11, 2014.
How does 2048新玩法-脑力挖掘大师 compare to other 2048 games?
This game offers a more challenging twist on the classic 2048 formula by requiring three identical numbers to merge, rather than two, and setting higher target numbers like 729 and 2187.



