This is the latest version
1.2Description of Phases
Phases is a 2D platform game where players control a little ball of light and must overcome all the obstacles that come their way. The main problem is that touching any dark element will make the ball disintegrate.
Gameplay in Phases is very intuitive and simple: by default, your ball of light is always jumping, so you just have to click on the right or left side of the screen to make it move in one direction or the other. So, players have to try to advance through more than 40 levels that are divided into six phases.
The word that best define Phases is 'difficult'. As you progress through the six phases of the game, you will realize that it is super hard. That said, until you've reached the mythical 'zero phase' (once you have passed all the other phases), you won't really know what 'difficult' is.
Phases is a 2D platform game that has a simple gameplay, very pretty visuals, and a level of difficulty that's divided up very well, making you always want to give it just one more try.
Gameplay in Phases is very intuitive and simple: by default, your ball of light is always jumping, so you just have to click on the right or left side of the screen to make it move in one direction or the other. So, players have to try to advance through more than 40 levels that are divided into six phases.
The word that best define Phases is 'difficult'. As you progress through the six phases of the game, you will realize that it is super hard. That said, until you've reached the mythical 'zero phase' (once you have passed all the other phases), you won't really know what 'difficult' is.
Phases is a 2D platform game that has a simple gameplay, very pretty visuals, and a level of difficulty that's divided up very well, making you always want to give it just one more try.
Phases - APK Information
APK Version
1.2
Package Name
com.ketchapp.phases
License
Free
Op. System
Android
Category
Platform
Language
English 44 more
Developer
Ketchapp
Downloads
4,007
Date
Jan 28th, 2015
Content Rating
+3