Selkie
Premium Member
@muchacho - Glad to see you are learning Square-1. @Lid is far, far superior to me on Square-1 but I'll offer my 2 cents anyway...
That parity alg in the link is very short for parity and quite easy to learn but it does have the by product of doing some other EP as well. As you quite rightly say it does an H perm on the bottom and an opposite swap on the top.
If you wish to use that alg then my recommendation for a beginner method would be do cube shape, do CO and EO to leave cubeshape of each separate colour on top and bottom then quickly look at top and bottom. They are going to loom like Ua, Ub, H or Z PLLs or are going to look impossible (like you need to do PLL parity on 4x4) then do the following
Most of the algs I use I learned from this guide back in the day http://www.kungfoomanchu.com/guides/andy-klise-square-1.pdf but as I said I am no Square-1 expert and someone might have better advice mate
So lifted straight from the PDF my adjacent parity swap is:-
/(-3,0)/(0,3)/(0,-3)/(0,3)/(2,0)/(0,2)/(-2,0)/(4,0)/(0,-2)/(0,2)/(-1,4)/(0,-3)/(0,3)
That parity alg in the link is very short for parity and quite easy to learn but it does have the by product of doing some other EP as well. As you quite rightly say it does an H perm on the bottom and an opposite swap on the top.
If you wish to use that alg then my recommendation for a beginner method would be do cube shape, do CO and EO to leave cubeshape of each separate colour on top and bottom then quickly look at top and bottom. They are going to loom like Ua, Ub, H or Z PLLs or are going to look impossible (like you need to do PLL parity on 4x4) then do the following
- Top and Bottom Ua, Ub, Z or H - Solve one side, flip solve other side (No parity)
- Top and Botton both not PLLs - Perform alg that does a 2 edge cycle on top and on bottom to make both legal PLLs [(1,0)/(0,3)/(-1,-1)/(1,-2)/(-1,0)] then do as above No parity)
- Any other case - Do parity alg and you will have one of the two again
Most of the algs I use I learned from this guide back in the day http://www.kungfoomanchu.com/guides/andy-klise-square-1.pdf but as I said I am no Square-1 expert and someone might have better advice mate
So lifted straight from the PDF my adjacent parity swap is:-
/(-3,0)/(0,3)/(0,-3)/(0,3)/(2,0)/(0,2)/(-2,0)/(4,0)/(0,-2)/(0,2)/(-1,4)/(0,-3)/(0,3)
