Robert-Y
Member
https://docs.google.com/spreadsheet...ZfOE1jTHplWlhQQWpmd1J6WlE&usp=drive_web#gid=7
Big big thanks to Brest for creating the images and Conrad for his brilliant visualcube image generator. Also thanks to Kåre and qq for their contributions towards developing ksolve; it made finding algorithms very fast and easy.
Notes:
1. If you prefer <RU> to <LU> , I'm sorry This table was mostly made to cater to my preferences. Most non <LU> algorithms were added by Brest. I can almost guarantee that EVERY <LU> alg in the table is fairly decent. I'm not sure about the <RU> algorithms. I have not tried them all.
2. I rarely searched for non 2-gen algorithms. However there are a few algs that are not 2-gen.
3. These algorithms are for 2H, however some of them are probably decent enough for OH.
4. Some algorithms contain bracketed sunes or antisunes to aid with learning.
5. I decided to find algorithms for antisune and sune for completeness sake. Also it's fun, especially when it doesn't take so long per case because ksolve is so fast
Feel free to use http://cube.crider.co.uk/algtrans.html to help mirror algorithms if you want <RU> algorithms (courtesy of Conrad).
Happy learning!
Big big thanks to Brest for creating the images and Conrad for his brilliant visualcube image generator. Also thanks to Kåre and qq for their contributions towards developing ksolve; it made finding algorithms very fast and easy.
Notes:
1. If you prefer <RU> to <LU> , I'm sorry This table was mostly made to cater to my preferences. Most non <LU> algorithms were added by Brest. I can almost guarantee that EVERY <LU> alg in the table is fairly decent. I'm not sure about the <RU> algorithms. I have not tried them all.
2. I rarely searched for non 2-gen algorithms. However there are a few algs that are not 2-gen.
3. These algorithms are for 2H, however some of them are probably decent enough for OH.
4. Some algorithms contain bracketed sunes or antisunes to aid with learning.
5. I decided to find algorithms for antisune and sune for completeness sake. Also it's fun, especially when it doesn't take so long per case because ksolve is so fast
Feel free to use http://cube.crider.co.uk/algtrans.html to help mirror algorithms if you want <RU> algorithms (courtesy of Conrad).
Happy learning!
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