Nintengo 11 Free - Enjoy Next Generation Beyond 2048


What's New
Bug fix...
Size:
18.9 MB
Category:
Games
OS:
iOS
Developer:
Shen Zhongyuan
Price:
Free
Compatible:
iPhone iPad
Requirements:
Requires iOS 5.1.1 or
Version:
1.1

Description - Nintengo 11 Free - Enjoy Next Generation Beyond 2048

Shen Zhongyuan , the publisher behind many iOS games (Mahjong Domino Free ,Z Mahjong 3D Solitaire Free ,Alphabet Solitaire Z - Chinese (ASZ) Free ,ABC Solitaire ,Mahjong Sudoku ,Flag Solitaire + Quiz), brings Nintengo 11 Free - Enjoy Next Generation Beyond 2048 with a number of new features along with the usual bug fixes. Nintengo 11 Free - Enjoy Next Generation Beyond 2048 games has been update to version 1.1 with several major changes and improvements. Games release that improves performance, provides several new options.

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The Nintengo 11 Free - Enjoy Next Generation Beyond 2048 is now available as a free download on Apple Store for both iPhone and iPad owners.The application is supporting different languages: English, Bokmål, Norwegian, Chinese, Danish, Dutch, Finnish, French, German, Greek, Indonesian, Italian, Japanese, Korean, Malayalam, Portuguese, Russian, Simplified Chinese, Spanish, Swedish, Thai, Traditional Chinese, Turkish, Vietnamese. It weighs in at only 18.9 MB to download. It is highly advisable to have the latest app version installed so that you don`t miss out on the fresh new features and improvements. The current app version 1.1 has been released on 2015-09-30. The Apple Store includes a very useful feature that will check if your device and iOS version are both compatible with the app. Most iPhone and iPad are compatible. Here is the app`s compatibility information: Requires iOS 5.1.1 or later. Compatible with iPhone, iPad, and iPod touch.
Bottom Line: For more information about Nintengo 11 Free - Enjoy Next Generation Beyond 2048 check developer Shen Zhongyuan`s website : https://www.youtube.com/watch?v=2Yu8GBBRPDE


Welcome to Nintengo 11 The True Next Generation Brain Game Can you merge same numbers to reach 11? Every step is challenging because there is no buffer space. You must watch carefully the three numbers that will fall ...
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