Mod Challenge
19.5M10,000+
रणनीति
3.0
![Mod Challenge Screen Shot 0](https://sg-res.playyah.com/sg/res/jpg/41/89/ef50eb411331ec01b8b050b8cf22-0oc.jpg?x-oss-process=style/mq200)
![Mod Challenge Screen Shot 1](https://sg-res.playyah.com/sg/res/jpg/fb/c8/7728b24ece543e3a8bb5cab874b8-a6d.jpg?x-oss-process=style/mq200)
![Mod Challenge Screen Shot 2](https://sg-res.playyah.com/sg/res/jpg/b7/ff/e1863e1eee7a6314ace83360a609-ilb.jpg?x-oss-process=style/mq200)
![Mod Challenge Screen Shot 3](https://sg-res.playyah.com/sg/res/jpg/f6/93/a5675db0f5165567e8bb26a12da5-a0a.jpg?x-oss-process=style/mq200)
![Mod Challenge Screen Shot 4](https://sg-res.playyah.com/sg/res/jpg/41/89/ef50eb411331ec01b8b050b8cf22-0oc.jpg?x-oss-process=style/mq200)
![Mod Challenge Screen Shot 5](https://sg-res.playyah.com/sg/res/jpg/fb/c8/7728b24ece543e3a8bb5cab874b8-a6d.jpg?x-oss-process=style/mq200)
![Mod Challenge Screen Shot 6](https://sg-res.playyah.com/sg/res/jpg/b7/ff/e1863e1eee7a6314ace83360a609-ilb.jpg?x-oss-process=style/mq200)
![Mod Challenge Screen Shot 7](https://sg-res.playyah.com/sg/res/jpg/ae/e8/62db77182978be43e9b259a0ddb7-lx8.jpg?x-oss-process=style/mq200)
![Mod Challenge Screen Shot 8](https://sg-res.playyah.com/sg/res/jpg/f6/93/a5675db0f5165567e8bb26a12da5-a0a.jpg?x-oss-process=style/mq200)
![Mod Challenge Screen Shot 9](https://sg-res.playyah.com/sg/res/jpg/41/89/ef50eb411331ec01b8b050b8cf22-0oc.jpg?x-oss-process=style/mq200)
![Mod Challenge Screen Shot 10](https://sg-res.playyah.com/sg/res/jpg/fb/c8/7728b24ece543e3a8bb5cab874b8-a6d.jpg?x-oss-process=style/mq200)
![Mod Challenge Screen Shot 11](https://sg-res.playyah.com/sg/res/jpg/b7/ff/e1863e1eee7a6314ace83360a609-ilb.jpg?x-oss-process=style/mq200)
Mod Challenge
HOW TO PLAY:
Navigate through each mod level by sliding your player left and right. Your safe path is one where the mod for that level divides evenly.
In most cases there's just one path. However, player beware...don't be tricked by false paths that lead you to your demise!
Definition:
Modulo - In computing, the modulo operation finds the remainder after division of one number by another. Given two positive numbers, a and n, a modulo n is the remainder of the Euclidean division of a by n.
और दिखाओ
नया क्या है
version 1.0
जानकारी
- ID:com.meenbean.modchallenge
- वर्ग:रणनीति
- अद्यतन:2016-08-26
- संस्करण:1.0
- आवश्यक है:Android 3.0
के समान Mod Challenge
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