Excelent tutorial, at least for what I was looking for, which is CMLL, EO & LSE.
I am a CFOP solver but after reading many people talk about Roux (and ZZ, and Petrus...) I decided to take a look at the method. I watched the beginners videos by DeeDubb and I got interested but, of course, once you go past beginner stage, even a more intuitive method (comparing to CFOP) like Roux involves some hard alg learning.
As a CFOP solver I just know the 57 OLL cases and 21 PLLs (well, some additional algs for other PLL orientations, as well, but only a handful). What has turned me away from getting into more advanced stuff like ZBLL, etc is the sheer amount of algs needed.
And now, I see that, even for Roux I would need at least like 48 new algs (or 24 depending if you count mirrors or inverses or ...?) for CMLL and some others (okay, easy ones) for OE & LSE. So, yeah, this is what I was looking for but now I'm not sure I can hold another set of 48 algs without losing the other 80
So, is this what it takes to get within the 20-30 second realm with Roux? Or should I just start with a sort of 2-look CMLL using normal OLLs + J/L/T-perm + Y-perm even if not as efficient?
Sorry if the question does not belong here, take it as a rethorical question if it doesn't and I'll go to the Q&A forum to post it but I just wanted also to state my opinion about the tutorial in this thread and ended up asking a question without even knowing