Sortega!

Very interesting method.

I tried combining BRASS and Sortega! by doing this:

Reduce to 2-gen
Orient the remaining six pieces
Permute the remaining six pieces

Some examples:

Scramble: R2 U' F' U2 R F2 R U2
Reduce to 2G: y
Orient: R' U' R U2 R'
Permute: U2 R2 U R2 U' R2 U2

Scramble: F2 R' U R2 U2 R' U2 R' F2 U'
Reduce to 2G: x' F
Orient: U R' U2 R' U2 R
Permute: U R2 U R2 U2

Scramble: U F U R U R2 U F2 U2
Reduce to 2G: y F' U' F' U' F
Orient: U2 R' U R U' R
Permute: U' R2 U' R2

Scramble: F R' U R F' R2 F U2 F2
Reduce to 2G: x2 y' F2 U' F' U' F
Orient: R U' R' U2 R'
Permute: U' R2 U R2 U' R2 U'
 
Just a thought on naming the method.

To my eye, this method is distinct enough from other methods to be named after its creators. Something like GGCF?
 
I tried combining BRASS and Sortega! by doing this:
I actually looked a little into making this two-gen based on my solution to Roux's riddle, but didn't get very far. Maybe I should look at phasing again.

To my eye, this method is distinct enough from other methods to be named after its creators. Something like GGCF?
Nah. In the beginning, I joked about calling it "GG" in analogy to "SS," but then qq suggested "Sortega," which just fits. It's not like either of us *need* the validation from having our name in a new method, and besides, the real credit goes to qq (I just tried to drum up attention).
 
Nah. In the beginning, I joked about calling it "GG" in analogy to "SS," but then qq suggested "Sortega," which just fits. It's not like either of us *need* the validation from having our name in a new method, ...

I don't see it so much as validation, in the sense of placating a fragile ego. Its more about accurately pointing out who the creators/developers of the method are.

and besides, the real credit goes to qq (I just tried to drum up attention).

That's why qq gets the first G in GG. :)
 
This seems like an ok method but I personally think full eg is better

>_>


Can we get an alg list going with solutions that aren't all 2-gen, such as using F moves or doing a rotation? Before I bother learning this I want to make sure that I'm learning the fastest solutions for each case, not just the <R,U> ones.
 
>_>


Can we get an alg list going with solutions that aren't all 2-gen, such as using F moves or doing a rotation? Before I bother learning this I want to make sure that I'm learning the fastest solutions for each case, not just the <R,U> ones.
Yeah, this should be easy in ACube. Interesting to note: The two corners of the bar can switch.
 
How much potential do you guys think Sortega has? Sub 4 is definitely possible, and it looks like faz got a 3.14 a12 with it.

Cool method bro

2.65, 3.16, 2.65, 2.36, 3.15, 4.91, 2.77, 3.83, 3.58, 1.34, 3.80, 3.40 = 3.14

Do you guys think sub-3 is possible?
 
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