Byte Cube vs Cuber App

- Cube Timer - Best time, Ao 5, Ao 12 - Random scrambles - Solves history and graph - Download / Upload cube algorithms - Realistic 3D graphics and animation - Customize the color of the puzzles - Sync solves - WCA Verification An app that helps you learn the puzzles everywhere you go! If you upgrade to become a Byte Cube Premium, you'll get unlimited access to everything Byte Cube has to offer: - Store data in the cloud and synchronize in real time(solves, sessions, tags, color template etc) - 3d puzzle model - Add more algorithm colors - Unlock hint(Cross, EOLine, First Block) - Remove Ads - and more All for $0.99/month or $5.99/year Your Byte Cube Premium will automatically renew each month, and you will be charged $2.99 through your iTunes account within 24-hours prior to the end of the current monthly cycle. You can turn off auto-renew at any time from your iTunes account settings up until 24-hours before the end of the current period, but refunds will not be provided for any unused portion of the term. Please visit our Privacy Policy and Terms of Service for more information: Privacy Policy: https://bytecubeapp.com/privacy.html Terms of Service: https://bytecubeapp.com/terms.html

Suck at cubing? Me too. So I wrote an app to help memorize full CFOP and improve my recognition time. I've gotten a lot better because of it and I hope it can help you too. How do I use it? However you want. I use it daily to learn and drill algorithms. Compare and contrast similar-looking cases. Time my solves in a variety of ways (metronome, casual, semi-blind). And jot down any notes. Why are some of your algorithms slow? That's just the way I learned them and it's hard to unlearn things. Good news though, you can easily change them to your liking or create entire collections. Does your timer use the official WCA scrambler? Not right now. It's a simplified method that is good enough for practice. It basically picks a random face, rotates it a random amount, picks another face, and repeats it 20 times. What is an alias? The solution for a T-Perm is (R U R' U') (R' F R) (R U' R' U') (R U R' F'). Using aliases, that can be shortened to 6 3 8 5. Much easier to memorize. Other cubers think I'm weird, but it works for me.