I'm new to the forum. So, should I post the algs and the overview of the method in the general forum or any specific sub-forums. And, how do you access a sub-forum, lol.
Thanks
Edit:
Here's the overview of the subset:
This is a last slot subset that I'm proposing for Roux. This is based on the Pinky Pie variant that Alex Lau termed as the future of Roux. And honestly, I agree. Even without Pinky Pie, Roux rivals CFOP in every way in speedsolving but to really unlock even more of its potential, Roux needs to rejuvenate itself with even more great subsets and algorithms that can further shorten solutions without hurting lookahead. This subset, which I call the SLS (Sharma Last Slot/Sexy Last Slot) is my attempt to do that. This won't be that much of use to beginner solvers but for advanced solvers who are willing to learn OLLCP, using this subset can easily break many records as it leads to 2-8 move LSE solutions very consistently, helping Roux finally surpass CFOP in the near future.
Here's an overview of Pinky Pie + SLS :
1. First Block
2. Second Block minus FR pair
3. SLS (Place and orient LR edges on the D layer while inserting the last pair)
4. OLLCP
5. LSE 4c
As you can see, this will always give you a 4a and 4b skip.
The number of algs for the R U' R' insert is 60.
There are 60 more algs for the R U R' insert but I haven't generated them yet. If anyone wants to generate them, they can do so and name them as they wish.
The R U' R' algs can be found in this spreadsheet: https://docs.google.com/spreadsheets/d/1NDMwBZESHmc9Y2sBmd7y9go45YbN3hQx-6z0D00mIyE/edit?usp=sharing
Any constructive feedback is appreciated
Thanks
Edit:
Here's the overview of the subset:
This is a last slot subset that I'm proposing for Roux. This is based on the Pinky Pie variant that Alex Lau termed as the future of Roux. And honestly, I agree. Even without Pinky Pie, Roux rivals CFOP in every way in speedsolving but to really unlock even more of its potential, Roux needs to rejuvenate itself with even more great subsets and algorithms that can further shorten solutions without hurting lookahead. This subset, which I call the SLS (Sharma Last Slot/Sexy Last Slot) is my attempt to do that. This won't be that much of use to beginner solvers but for advanced solvers who are willing to learn OLLCP, using this subset can easily break many records as it leads to 2-8 move LSE solutions very consistently, helping Roux finally surpass CFOP in the near future.
Here's an overview of Pinky Pie + SLS :
1. First Block
2. Second Block minus FR pair
3. SLS (Place and orient LR edges on the D layer while inserting the last pair)
4. OLLCP
5. LSE 4c
As you can see, this will always give you a 4a and 4b skip.
The number of algs for the R U' R' insert is 60.
There are 60 more algs for the R U R' insert but I haven't generated them yet. If anyone wants to generate them, they can do so and name them as they wish.
The R U' R' algs can be found in this spreadsheet: https://docs.google.com/spreadsheets/d/1NDMwBZESHmc9Y2sBmd7y9go45YbN3hQx-6z0D00mIyE/edit?usp=sharing
Any constructive feedback is appreciated
Last edited:
