How I recognize CxLL (doesn't work for NMCxLL) (Warning: ~250 kb of images)

[blah]

Really sorry guys, I really don't have the time to do this right now, I'm just starting college and everything's just hectic and stuff. I don't even have time to update my timer, let alone rendering POV-Ray images.

But like I said, my recognition technique for the L case is not the same as all the other cases, and I honestly don't think it's any better than the "standard" recognition technique, so you might as well go with the standard one.

I'll definitely add it in the future, don't worry about that, but given the current state of affairs in my life, I'm almost certain that it won't happen any time soon. Probably in a month or two. Sorry guys.

By the way, thanks Lucas

 

[Musturd]

When you get a chance, could you share some 2H algs as well?
I'm going to try and make a chart with your images and recognition and Jason Baum's algorithms, but the Sune and Anti-Sune sets are AUFed differently, so correlating the algorithms will be annoying and the end result will probably be an inefficient algorithm.

However, since I'm impatient, and it seems like your busy, I'm going to try this anyway.

You get the point.

 

[nitay6669]

i learned every single coll i know from your list since they are the best...
but i just cant figure out what this" means as in some of the pi cases
can someone explain please

 

[Sa967St]

i learned every single coll i know from your list since they are the best...
but i just cant figure out what this" means as in some of the pi cases
can someone explain please

is the same as a y rotation

 

[nitay6669]

thank's now it fits but why blah didnt just wrote Y

 

[Sa967St]

thank's now it fits but why blah didnt just wrote Y

Because he felt like using Japanese notation for rotations. Same goes with [f] (which is z) and [r] (which is x).

 

[waffle=ijm]

thank's now it fits but why blah didnt just wrote Y

Because he felt like using Japanese notation for rotations. Same goes with [f] (which is z) and [r] (which is x).

and japanese cool

 

[jms_gears1]

thank's now it fits but why blah didnt just wrote Y

Because he felt like using Japanese notation for rotations. Same goes with [f] (which is z) and [r] (which is x).

and japanese cool

+ichi

^see what i did there?

also i think its easier to understand [r] then x. When i think of x/x' i think x acts like an R/R'.

 

[Edward]

thank's now it fits but why blah didnt just wrote Y

Because he felt like using Japanese notation for rotations. Same goes with [f] (which is z) and [r] (which is x).

and japanese cool

+ichi

^see what i did there?

also i think its easier to understand [r] then x. When i think of x/x' i think x acts like an R/R'.

-に
Don't do it again >:q

 

[Diniz]

Still waiting on L cases!

 

[mariano.aquino]

Still waiting on L cases!

Recognition of L cases is easy but more complex than the other cases, since there's two stages, sort of a two-look recognition. Here's how I do it.
First AUF misoriented corners UFL and UBR. Make sure
You must look at 3 stickers (UFL, UBR, FUR; name them 1, 2, 3) and analyze relationship between 1 and 2, and then 2 and 3.
They can be:
Same color (S)
Opposite colors (O)
Adjacent colors (A)

With these patterns we can identify all six cases.

I'll name them as "X/Y" showing the rel between 1-2 and 2-3 (e.g.: 1 and 2 same color, 2 and 3 opposite = S/O )

S/A:
(y) R' U2 R' D' R U2 R' D R2
S/O:
L U2 L D L' U2 L D' L2
O/A:
(y) l U' R' D R U R' D' x
O/O:
r' U L D'L' U' L D x
A/A/S (3 and 1 are the same color!):
R U R' U (R U' R' U R U' R' U) R U2 R' (no corner swap)
A/A/O (3 and 1 are opposite colors!):
R' U' R U R' F' R U R' U' R' F R2 (diagonal swap)

I hope you find this useful. Let me know what you think!

 

[timeless]

Recognition of L cases is easy but more complex than the other cases, since there's two stages, sort of a two-look recognition. Here's how I do it.
First AUF misoriented corners UFL and UBR. Make sure
You must look at 3 stickers (UFL, UBR, FUR; name them 1, 2, 3) and analyze relationship between 1 and 2, and then 2 and 3.
They can be:
Same color (S)
Opposite colors (O)
Adjacent colors (A)

With these patterns we can identify all six cases.

I'll name them as "X/Y" showing the rel between 1-2 and 2-3 (e.g.: 1 and 2 same color, 2 and 3 opposite = S/O )

S/A:
(y) R' U2 R' D' R U2 R' D R2
S/O:
L U2 L D L' U2 L D' L2
O/A:
(y) l U' R' D R U R' D' x
O/O:
r' U L D'L' U' L D x
A/A/S (3 and 1 are the same color!):
R U R' U (R U' R' U R U' R' U) R U2 R' (no corner swap)
A/A/O (3 and 1 are opposite colors!):
R' U' R U R' F' R U R' U' R' F R2 (diagonal swap)

I hope you find this useful. Let me know what you think!

do you have 2-gen algs for oh?

 

[Escher]

do you have 2-gen algs for oh?

Here are some 2gen OCLLs (you cannot do any non-solved CP COLL cases using <R, U>):

H: R U2 R' U' R U R' U' R U' R'
T: (FR antisune) (BR antisune)
U: (BR sune) (FR sune)
L: (sune) U (BR sune)

I assume you know the 2gen Pi and Sunes...