1024 Plus No Ads - New Version Of This Years Addictive Game 2048!


What's New
Bug fix...
Size:
4.6 MB
Category:
Games
OS:
iOS
Developer:
SANEM AVCIL
Price:
$0.99
Compatible:
iPhone iPad
Requirements:
Requires iOS 6.1 or la
Version:
1.0

Description - 1024 Plus No Ads - New Version Of This Years Addictive Game 2048!

SANEM AVCIL , the publisher behind many iOS games (Sayı Bulmaca - Bedava Mobil Bulmaca Oyunu ,Kazı Dur - Scratches Top ,Football Team Quiz ,PENALTI - New and Free Soccer game for 2014. Play penalty game win the madals. Be the best Goalkeeper ,Guess This Logo - Word Puzzle Game for Family ,Bulmaca Oyunu Yeşilçam - Eski Türk Sinemalar Ünlü Oyuncular Yönetmen ve Yönetmenler), brings 1024 Plus No Ads - New Version Of This Years Addictive Game 2048! with a number of new features along with the usual bug fixes. 1024 Plus No Ads - New Version Of This Years Addictive Game 2048! games has been update to version 1.0 with several major changes and improvements. Games release that improves performance, provides several new options.

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If you are iPhone and iPad owner,you now can download 1024 Plus No Ads - New Version Of This Years Addictive Game 2048! for $0.99 from Apple Store. The application is designed for use in English language. It weighs in at only 4.6 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 1.0 has been released on 2014-07-11. 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 6.1 or later. Compatible with iPhone, iPad, and iPod touch. This app is optimized for iPhone 5.
Bottom Line: For more information about 1024 Plus No Ads - New Version Of This Years Addictive Game 2048! check developer SANEM AVCIL`s website : http://www.hipstagam.es


1024 New addicting game. You need to swipe all tiles to move. When 2 tiles with the same number they will merge into 1 tile. 2x2=4, 4x4=8 8x8=16 and go like this. Try to reach 1024 No special ...
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