Article Author: 505 Games (US), Inc.
The easiest way to use this app on your PC is through the use of ApowerMirror. It is an application that is made for the purpose of letting you mirror your phone’s screen in your Windows/Mac computer screen.
This application enables users to stream apps to your pc from your phone on high resolution and without lag. Hence you can use Origami Challenge for PC without Bluestacks. Moreover, this tool comes with an easy-to-use interface. You just need to connect your phone to the computer and you are good to navigate your phone with mouse and keyboard.
Without further ado, here is the step-by-step procedure on how to use Origami Challenge for your computer in 4 simple steps below:
You can also use Emulators to run Android applications on PC.
One example is the BlueStacks App Player. It is a powerful tool that provides users a virtual device similar to an actual phone. This also enables users to install games and other popular and in-demand applications.
Thus, you’ll be able to access the Play Store without any restrictions. The downside of this is it slows down the performance of your computer even though the app is not running in the background. Not only that, some complains about its sluggish operation.
Let’s proceed with the steps, so we can use Origami Challenge on computer.
Bring the world of Origami to life! With Origami players can transform a simple piece of peer into a Japanese art masterpiece by following step by step instructions. Fold with precision and in the allotted number of timed steps and then progress to the next level. Players work through various game modes and mini games to earn in game points that can unlock bonuses such as scissors, hints and additional folds. Share your progress with friends on Facebook. • Over 100+ replayable levels to master • Various game modes; time attacks, simon mode and sequence mode • Highly intuitive and fluid controls • Fluid tutorial will help players familiarize themselves with the game mechanics and world of Origami • Reproduce known shapes of geometry in a limited number of folds, which can be repeated off line as well!