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Noah's 3-Style Algs

Noahaha

blindmod
Joined
Dec 19, 2011
Messages
3,015
Location
CT
WCA
2012ARTH01
YouTube
NoahCubes
I'll eventually have all my corner cycles and edge cycles here. I'm mostly doing this for myself so that I can force myself to find my bad cycles, but I think it might be useful for other people to see as well. Feel free to tell me better or just different algs for certain cycles. I'm sorry that this has to be in my letter scheme, but I just hate writing out UBL etc. so you'll just have to refer to the key.

One more note: A lot of these algs can be performed from two or more different angles. Even though I may use both angles for an alg, I only wrote one for each. If you think a cycle is awkward in a certain angle, try it from other angles.

Also, I highly recommend only using this list as a reference guide for commutators you can't find a good alg for. Look for a good alg for a case first, and see if you can find one you like. If you do, it will be easier to remember, and if you don't you can look here.

Buffer: UBL (A)
UBR = B
UFR = C
UFL = D
LUF = F
LFD = G
LBD = H
FUL = I
FUR = J
FDR = K
FDL = L
RUF = M
RUB = N
RDB = O
RDF = P
BUR = Q
BDL = S
BDR = T
DFL = U
DFR = V
DBR = W
DBL = X

C - [R' ; [F , R' B2 R]] (9)
D - [y R' ; [F , R' B2 R]] (9)
F - [y R' ; [U2 , R' D' R]] (9)
G - [y ; [U , R' D2 R]] (8)
H - [U , R D' R'] (8)
I - [x ; [U R' U' , L]] = x U R' U' L U R U' r' (8)
J - [x' z ; [R U R' , D] (8)
K - [L' D2 L , U'] (8)
L - [U , R D2 R'] (8)
M - [y R ; [R D R' , U2]] (9)
O - [U , R D R'] (8)
P - [y ; [R D2 R' , U']] (8)
S - [y ; [R D R' , U']] (8)
T - [y ; [U , R' D' R]] (8)
U - [z' ; [R U2 R' , D2]] (8)
V - [z' ; [U2 , R' D2 R]] (8)
W - [z' R' ; [U2 , R' D2 R]] (9)
X - [z' R ; [R U2 R' , D2]] (9)

B - [y x' R ; [U' , R D2 R']] (9)
D - [R' ; [U , L' D2 L]] (10)
F - [F ; [R' D' R , U2]] (10)
G - [U2 , R' D R] (8)
H - [L' D' L , U2] (8)
I - [x R' ; [R' D2 R , U2]] (9)
K - [L' D2 L , U2] (8)
L - [y ; [R D' R' , U2]] (8)
N - [F ; [R2 , U' L' U]] (10)
O - [L' D L , U2] (8)
P - [U2 , R' D' R] (8)
Q - [R' ; [U2 , L' D2 L]] (10)
S - [U2 , R' D2 R] (8)
T - [y' [U2 , R D' R']] (8)
U - [D ; [U2 , R' F' R2 F R]] (14)
V - [U2 , R' F' R2 F R] (12)
W - [D' ; [U2 , R' F' R2 F R]] (14)
X - [D2 ; [U2 , R' F' R2 F R]] (14)

B - [R ; [U' , L D2 L']] (10)
C - [y' x' R ; [U' , R D2 R']] (9)
G - [U' , L D L'] (8)
H - [L' D' L , U] (8)
J - [L' ; [L' D' L , U2]] (9)
K - [L' D2 L , U] (8)
L - [y ; [R D' R' , U]] (8)
M - [x ; [D , R U' R']] (8)
N - [x' z' ; [U' R U , L']] (8)
O - [y' ; [U' , R' D2 R]] (8)
P - [y ; [R D2 R' , U] (8)
Q - [R2 ; [L' D2 L , U] (10)
S - [y ; [R D R' , U]] (8)
T - [U , L D2 L'] (8)
U - [x' y R ; [D2 , R U2 R']] (9)
V - [x' y' ; [D2 , R U2 R']] (8)
W - [x' y' ; [R' D2 R , U2]] (8)
X - [x' y' R' ; [R' D2 R , U2]] (9)

B - [y R' ; [R' D' R , U2]] (9)
C - [x' U2 ; [R2 , U' L2 U]] (9)
G - [x z R' ; [U2 , R' D' R]] (9)
H - [y' R ; [U2 , R D2 R']] (9)
J - [y' R ; [U2 , R D R']] (9)
K - [y L ; [R D' R' , U2]] (10)
L - [x U R' ; [R' D2 R , U2]] (13)
M - [F ; [U2 , R' F' R2 F R]] (14)
N - [x z R' ; [U2 , R' D2 R] (9)
O - [x z R' ; [U2 , R' D R] (9)
P - [x' y' ; [R2' U R2 U' R2' , D2]] (12)
Q -[R' F ; [U2 , R' D' R]] (12)
S - [x' z R ; [R D R' , U2]] (9)
T - [y' R ; [U2 , R D' R']] (9)
U - [z x' U2 ; [L2 , U R2 U']] (9)
V - [F ; [U2 , R' D R]] (10)
W - [x' y' ; [U2 , R' F' R2 F R]] (12)
X - [z R' ; [U2 , R' F' R2 F R]] (13)

B - [y ; [R' D2 R , U]] (8)
C - [R' D R , U2] (8)
D - [L D L' , U'] (8)
F - [x z R' ; [R' D' R , U2]] (9)
H - [z x' ; [U' , R' D R]] (8)
I - [z R ; [U2 , R D R']] (9)
J - [D x ; [R' D2 R , U]] (10)
K - [D , R U2 R'] (8)
M - [x ; [D2 , R U' R']] (8)
N - [x ; [R' U2 R , D']] (8)
O - [y' [R U' R' , D2]] (8)
P - [L ; [D2 , R U' R']] (10)
Q - [R2 ; [D , R U2 R']] (9)
S - [y' ; [R U' R' , D]] (8)
T - [R' y ; [R' D2 R , U]] (10)
V - [z' x' ; [D' , R U2 R']] (8)
W - [R ; [D , R U2 R']] (9)
X - [z' R ; [R2 U R2 U' R2 , D2]] (13)

B - [U , R D' R'] (8)
C - [U2 , L' D' L] (8)
D - [U , L' D' L] (8)
F - [y' R ; [R D2 R' , U2]] (9)
G - [z x' ; [R' D R , U']] (8)
I - [y' ; [U' R' U , L']] (8)
J - [x' ; [L D' L' , U']] (8)
K - [x' ; [L D2 L' , U']] (8)
L - [L U L' , D'] (8)
M - [x ; [L' U2 L , D]] (8)
N - [L' ; [D , L' U2 L]] (9)
O - [R ; [L U L' , D2]] (10)
P - [L U L' , D2] (8)
Q - [R' ; [U2 , L' D' L]] (10)
T - [D' , R' U R] (8)
U - [y' R' ; [D2 , R' U2 R]] (9)
V - [y' ; [U' R2 U , L']] (8)
W - [L ; [L D2 L' , U']] (9)

B - [x ; [L , U R' U']] (8)
C - [x R' ; [U2 , R' D2 R]] (9)
G - [z R ; [R D R' , U2]] (9)
H - [y' ; [L' , U' R' U]] (8)
J - [x' y' ; [R U R' , D']] (8)
K - [x ; [U2 , R' D2 R]] (8)
L - [x' y' ; [R U R' , D]] (8)
M - [x' ; [U' R U , L']] (8)
N - [U R U' , L'] (8)
O - [L , U' R2 U] (8)
P - [L , U' R U] (8)
Q - [x R2 [U2 , R' D2 R]] (9)
S - [z R' ; [F , R' B2 R]] (9)
T - [U R' U' , L'] (8)
U - [y' R' ; [D , R' U2 R]] (9)
V - [U R2 U' , L'] (8)
W - [x ; [R U2 R' , D2]] (8)
X - [U' ; [L2 , U' R' U]] (9)

B - [x' z ; [D , R U R']] (8)
D - [L' ; [L' D' L , U2]] (9)
F - [y' R ; [R D R' , U2]] (9)
G - [D x ; [U , R' D2 R]] (10)
H - [x' ; [U' , L D' L']] (8)
I - [x' y' ; [D' , R U R']] (8)
K - [x ; [U , R' D2 R]] (8)
L - [x y' ; [U2 , R' D R]] (8)
N - [R ; [U , R D R']] (9) OR [x' ; [U , L D' L']] (8)
O - [D' x ; [U , R' D2 R]] (10)
P - [z' L' ; [U2 , R' D R]] (10)
Q - [R' ; [R' F' R2 F R , U2]] (13)
S - [x' ; [U R2 U' , L']] (8)
T - [x ; [U' L U , R2]] (8)
U - [z' ; [R U' R' , D2]] (8)
V - [z' ; [U' , R' D2 R]] (8)
W - [x' ; [U2 , L D' L']] (8)
X - [z' R ; [R U' R' , D2]] (9)

B - [U' , L' D2 L] (8)
C - [U2 , L' D2 L] (8)
D - [U , L' D2 L]
F - [y L ; [U2 , R D' R']] (10)
G - [R U2 R' , D] (8)
H - [x ; [D' , L U2 L']] (8)
I - [x ; [R' D2 R , U2]] (8)
J - [x ; [R' D2 R , U]] (8)
L - [x ; [R' D2 R , U']] (8)
M - [z' R ; [R D' R' , U2]] (9)
N - [x ; [D , L U2 L']] (8) OR [z' R ; [R D' R' , U]] (9)
O - [R U2 R' , D'] (8)
Q - [x' z ; [D2 , R2 U R2 U' R2]] (12)
S - [R U2 R' , D2] (8)
T - [F ; [D2 , R' U R]] (10)
U - [z' ; [R2 U R2 U' R2 , D2]] (12)
W - [x ; [D2 , L U2 L']] (8)
X - [U' ; [L2 , U' R U]] (9)

B - [R D2 R' , U] (8)
C - [y ; [U2 , R D' R']] (8)
D - [y' ; [R' D' R , U']] (8)
F - [x U R' ; [U2 , R' D2 R]] (11)
H - [D' , L U L'] (8)
I - [x' y' ; [D , R U R']] (8)
J - [x y' ; [R' D R , U2]] (8)
K - [x ; [U' , R' D2 R]] (8)
M - [D x ; [U L2 U' , R']] (10)
N - [x y ; [R U2 R' , D']] (8)
O - [F' ; [R U2 R' , D']] (10)
P - [y' ; [D , R' U2 R]] (8)
Q - [x R2 ; [U' , R' D2 R]] (9)
S - [F' ; [R U2 R' , D2]] (10)
T - [D2 , R' U R] (8)
V - [R' ; [D2 , R' U R]] (9)
W - [x ; [R U' R' , D2]] (8)
X - [z' R ; [R U R' , D2]] (9)

B - [y R ; [U2 , R D R']] (9)
D - [x' ; [R U' R' , D]] (8)
F - [F ; [R' F' R2 F R , U2]] (14)
G - [x' ; [R U' R' , D2]] (8)
H - [x ; [L' U2 L , D]] (8)
I - [x' ; [L' , U' R U]] (8)
K - [z' R ; [U2 , R D' R']] (9)
L - [D x ; [R' , U L2 U']] (10)
N - [R , U' L' U] (8)
O - [z' ; [U2 , R D' R']] (8) OR [R ; [U' L' U , R2]] (9)
P - [x ; [R' , U L2 U']] (8)
Q - [R2 ; [D' , R U2 R']] (9)
S - [x' ; [L , U' R U]] (8)
T - [D' x ; [R' , U L2 U']] (10)
U - [x' ; [L2 , U' R U]] (8)
V - [z' x' ; [D , R U2 R']] (8)
W - [z' x' ; [R' D R , U2]] (8)
X - [D x' ; [L2 , U' R U]] (10)

C - [z' y' R ; [U2 , R D2 R']] (9)
D - [x' ; [U' , R' D R]] (8)
F - [x z R' ; [R' D2 R , U2] (9)
G - [x ; [D' , R' U2 R]] (8)
H - [L' ; [L' U2 L , D]] (9)
I - [U R U' , L']
J - [R ; [R D R' , U]] (9) OR [x' ; [L D' L' , U]] (8)
K - [x ; [L U2 L' , D]] (8)
L - [D ; [U' L' U , R2]] (10)
M - [U' L' U , R] (8)
O - [U' L' U , R'] (8)
P - [U' L' U , R2] (8)
S - [L , U R U'] (8)
T - [x' y' R' ; [R' D' R , U2]] (9)
U - [U R U' , L2] (8)
V - [y' ; [U' R2 U , L]] (8)
W - [R ; [D' , R U2 R']] (9)
X - [x' y' R ; [U2 , R D R']] (9)

B - [R D R' , U] (8)
C - [U2 , L' D L] (8)
D - [y' ; [R' D2 R , U']] (8)
F - [y' x R2 ; [D , R U2 R']] (9)
G - [y' ; [D2 , R U' R'] (8)
H - [R ; [D2 , L U L']] (10)
I - [U' R2 U , L] (8)
J - [F ; [D' , R U2 R']] (10)
K - [D' , R U2 R'] (8)
L - [F' ; [D' , R U2 R']] (10)
M - [z' ; [R D' R' , U2]] (8)
N - [R' , U' L' U] (8)
P - [x ; [R , U L2 U']] (8)
Q - [x R' U ; [R2 , U L2 U']] (11)
S - [D' ; [R U2 R' , D']] (9)
U - [x ; [U' R U , L2]] (8)
V - [y' R ; [D2 , R U' R']] (9)
X - [R D ; [L2 , U R' U']] (12)

B - [y ; [U' , R D2 R']] (8)
C - [R' D' R , U2] (8)
D - [L D' L' , U'] (8) OR [y ; [U' , R D2 R']] (8)
F - [x' y' ; [D2 , R2 U R2 U' R2]] (12)
G - [L ; [R U' R' , D2] (10)
H - [D2 , L U L'] (8)
I - [U' R U , L] (8)
J - [z' L' ; [R' D R , U2]] (10)
L - [y' ; [R' U2 R , D]] (8)
M - [x ; [U L2 U' , R']] (8)
N - [R2 , U' L' U] (8)
O - [x ; [U L2 U' , R]] (8)
Q - [R' ; [U2 , L' D L]] (10)
S - [x' ; [L , U' R2 U]] (8)
T - [D , R' U R] (8)
U - [x' ; [L2 , U' R2 U]] (8)
W - [x ; [R2 U R2 U' R2 , D2]] (12)
X - [D ; [L2 , U R' U']] (10)

C - [R' ; [L' D2 L , U2]] (10)
D - [R2 ; [U , L' D2 L]] (10)
F - [R' F ; [R' D' R , U2]] (12)
G - [R' ; [R' D R , U2]] (9)
H - [R' ; [L' D' L , U2]] (10)
I - [x R ; [D2 , R U2 R']] (9)
J - [R' ; [U2 , R' F' R2 F R]] (13)
K - [y x' ; [R2 U R2 U' R2 , D2]] (12)
L - [x R ; [D2 , R U' R']] (9)
M - [R' ; [U2 , R' D' R]] (9)
O - [x R' U ; [U L2 U' , R2]] (11)
P - [R' ; [L' D L , U2]] (10)
S - [R' ; [U2 , R' D2 R]] (9)
T - [x R ; [D2 , R U R']] (9)
U - [y x' ; [U2 , R' F' R2 F R]] (12)
V - [R2 ; [U' , L' D2 L]] (10)
W - [R2 ; [U2 , L' D2 L]] (10)
X - [U2 R ; [R D' R' , U2]] (11)

B - [y' ; [U' , R D R']] (8)
C - [R' D2 R , U2] (8)
D - [y' ; [U , R D R']] (8)
F - [y x' R ; [U2 , R D R']] (9)
G - [y' ; [D , R U' R']] (8)
I - [y x2 R ; [U' , R D2 R']] (9)
J - [x' ; [L' , U R2 U']] (8)
K - [D2 , R U2 R'] (8)
L - [F' ; [D2 , R U2 R']] (10)
M - [x' ; [U' R U , L]] (8)
N - [U R U' , L] (8)
O - [D2 ; [R U2 R' , D]] (9)
P - [x' ; [U' R2 U , L]] (8)
Q - [R2 , [D2 , R U2 R']] (9)
T - [U R' U' , L] (8)
U - [y R' ; [R' D2 R , U]] (9)
V - [U R2 U' , L] (8)
W - [R ; [D2 , R U2 R']] (9)

B - [y ; [R' D' R , U]] (8)
C - [y' ; [R D' R' , U2]] (8)
D - [L D2 L' , U'] (8)
F - [y' R ; [R D' R' , U2]] (9)
G - [R' y ; [U , R' D2 R]] (10)
H - [R' U R , D'] (8)
I - [L' , U R' U'] (8)
J - [x ; [R2 , U' L U]] (8)
K - [F ; [R' U R , D2]] (10)
L - [R' U R , D2] (8)
M - [D' x ; [U L2 U' , R']] (10)
N - [x' y' R' ; [U2 , R' D' R]] (9)
P - [R' U R , D] (8)
Q - [x R ; [R U R' , D2]] (9)
S - [L , U R' U'] (8)
U - [y' R' ; [D' , R' U2 R]] (9)
V - [z' ; [U , R' D2 R]] (8)
X - [y' D R' ; [D2 , R' U2 R]] (13)

B - [z' ; [D2 , R U2 R']] (8)
C - [D ; [R' F' R2 F R , U2]] (14)
D - [z' x' R ; [R U2 R' , D2]] (9)
F - [x' y' U' ; [R2 , U' L2 U]](9)
H - [y' R' ; [R' U2 R , D2]] (9)
I - [z x' R ; [U' , R D2 R']] (9)
J - [z' ; [D2 , R U' R']] (8)
K - [z' ; [D2 , R2 U R2 U' R2]] (12)
M - [x' ; [U' R U , L2]] (8)
N - [U R U' , L2] (8)
O - [x ; [L2 , U' R U]] (8)
P - [x' ; [U' R2 U , L2]] (8)
Q - [y x' ; [R' F' R2 F R , U2]] (12)
S - [y R' ; [U , R' D2 R]] (9)
T - [y' R' ; [R' U2 R , D']] (9)
V - [U R2 R' , L2] (8)
W - [y' U' ; [R2 U R2 U' R2 , D2]] (14)
X - [D ; [L2 , U R2 R']] (10)

B - [z' ; [U2 , R' D2 R]] (8)
C - [R' F' R2 F R , U2] (12)
D - [z' x' ; [R U2 R' , D2]] (8)
F - [F ; [R' D R , U2]] (10)
G - [z' x' ; [R U2 R' , D']] (8)
H - [y' ; [L' , U' R2 U]] (8)
I - [L' , U R2 U'] (8)
J - [z' ; [R' D2 R , U']] (8)
L - [R2 ; [U , R D2 R'] (9)
M - [z' x' ; [R U2 R' , D]] (8)
N - [y' ; [L , U' R2 U]] (8)
O - [y' R2 ; [U' , R' D2 R]] (9)
Q - [R2 ; [L' D2 L , U']] (10)
S - [L , U R2 U'] (8)
T - [z' ; [R' D2 R , U]] (8)
U - [L2 , U R2 U'] (8)
W - [D' ; [U R2 U' , L2]] (10)
X - [U2 ; [R2 U R2 U' R2 , D2]] (14)

B - [z' R' ; [R' D2 R , U2]] (9)
C - [D' ; [R' F' R2 F R]] (14)
D - [z' x' ; [U2 , R' D2 R]] (8)
F - [x' y' ; [R' F' R2 F R , U2]] (12)
G - [R ; [R U2 R' , D]] (9)
H - [L ; [U' , L D2 L']] (9)
I - [x ; [D2 , R U2 R']] (8)
J - [x ; [L U' L' , D2]] (8)
K - [x ; [L U2 L' , D2]] (8)
L - [x ; [D2 , R U' R']] (8)
M - [z' x' ; [U2 , R' D R]] (8)
N - [R ; [R U2 R' , D']] (9)
P - [x ; [D2 , R2 U R2 U' R2]] (12)
Q - [R2 ; [L' D2 L , U2]] (10)
S - [R ; [R U2 R' , D2]] (9)
U - [y' U' ; [D2 , R2 U R2 U' R2]] (14)
V - [D ; [L2 , U R2 U']] (10)
X - [D2 ; [U R2 U' , L2]] (10)

B - [z' R ; [D2 , R U2 R']] (9)
C - [D2 ; [R' F' R2 F R , U2]] (14)
D - [x' y' R' ; [U2 , R' D2 R]] (9)
F - [z R' ; [R' F' R2 F R , U2]] (13)
G - [z' R ; [D2 , R2 U R2 U' R2]] (13)
I - [U' ; [U' R' U , L2]] (9)
J - [z' R ; [D2 , R U' R']] (9)
K - [U' ; [U' R U . L2]] (9)
L - [z' R ; [D2 , R U R']] (9)
M - [D x' ; [U' R U , L2]] (10)
N - [x' y' R ; [R D R' , U2]] (9)
O - [R D ; [U R' U' , L2]] (12)
P - [D ; [U R' U' , L2]] (10)
Q - [U2 R ; [U2 , R D' R']] (11)
T - [y' D R' ; [R' U2 R , D2]] (13)
U - [D ; [U R2 R' , L2]] (10)
V - [U2 ; [D2 , R2 U R2 U' R2]] (14)
W - [D2 ; [L2 , U R2 U']] (10)

Buffer: DF (U)
UB = A
UR = B
UF = C
UL = D
LU = E
LF = F
LD = G
LB = H
FU = I
FR = J
FL = L
RU = M
RB = N
RD = O
RF = P
BU = Q
BL = R
BD = S
BR = T
DR = V
DB = W
DL = X

B -
C -
D -
E -
F -
G -
H -
I -
J -
L -
M -
N -
O -
P -
R -
S -
T -
V -
W -
X -

A -
C -
D -
E -
F -
G -
H -
I -
J -
L -
N -
O -
P -
Q -
R -
S -
T -
V -
W -
X -

A -
B -
D -
E -
F -
G -
H -
J -
L -
M -
N -
O -
P -
Q -
R -
S -
T -
V -
W -
X -

A -
B -
C -
F -
G -
H -
I -
J -
L -
M -
N -
O -
P -
Q -
R -
S -
T -
V -
W -
X -

A -
B -
C -
F -
G -
H -
I -
J -
L -
M -
N -
O -
P -
Q -
R -
S -
T -
V -
W -
X -

A -
B -
C -
D -
E -
G -
H -
I -
J -
M -
N -
O -
P -
Q -
R -
S -
T -
V -
W -
X -

A -
B -
C -
D -
E -
F -
H -
I -
J -
L -
M -
N -
O -
P -
Q -
R -
S -
T -
V -
W -

A -
B -
C -
D -
E -
F -
G -
I -
J -
L -
M -
N -
O -
P -
Q -
S -
T -
V -
W -
X -

A -
B -
D -
E -
F -
G -
H -
J -
L -
M -
N -
O -
P -
Q -
R -
S -
T -
V -
W -
X -

A -
B -
C -
D -
E -
F -
G -
H -
I -
L -
M -
N -
O -
Q -
R -
S -
T -
V -
W -
X -

A -
B -
C -
D -
E -
G -
H -
I -
J -
M -
N -
O -
P -
Q -
R -
S -
T -
V -
W -
X -

A -
C -
D -
E -
F -
G -
H -
I -
J -
L -
N -
O -
P -
Q -
R -
S -
T -
V -
W -
X -

A -
B -
C -
D -
E -
F -
G -
H -
I -
J -
L -
M -
O -
P -
Q -
R -
S -
V -
W -
X -

A -
B -
C -
D -
E -
F -
G -
H -
I -
J -
L -
M -
N -
P -
Q -
R -
S -
T -
W -
X -

A -
B -
C -
D -
E -
F -
G -
H -
I -
L -
M -
N -
O -
Q -
R -
S -
T -
V -
W -
X -

B -
C -
D -
E -
F -
G -
H -
I -
J -
L -
M -
N -
O -
P -
R -
S -
T -
V -
W -
X -

A -
B -
C -
D -
E -
F -
G -
I -
J -
L -
M -
N -
O -
P -
Q -
S -
T -
V -
W -
X -

A -
B -
C -
D -
E -
F -
G -
H -
I -
J -
L -
M -
N -
O -
P -
Q -
R -
T -
V -
X -

A -
B -
C -
D -
E -
F -
G -
H -
I -
J -
L -
M -
O -
P -
Q -
R -
S -
V -
W -
X -

A -
B -
C -
D -
E -
F -
G -
H -
I -
J -
L -
M -
N -
P -
Q -
R -
S -
T -
W -
X -

A -
B -
C -
D -
E -
F -
G -
H -
I -
J -
L -
M -
N -
O -
P -
Q -
R -
T -
V -
X -

A -
B -
C -
D -
E -
F -
H -
I -
J -
L -
M -
N -
O -
P -
Q -
R -
S -
T -
V -
W -
 
Last edited:

etshy

Member
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Messages
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I'm enjoying 3-style using these algorithms :) thanks for the effort noah

but I have a question , the cycle QD , isn't it suppose to be [R2 ; [ U, L' D2 L]] and not [R2 ; [L' D2 L , U]] ? I might be wrong I know, I'm not an expert in 3-style yet :)
 

Noahaha

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I'm enjoying 3-style using these algorithms :) thanks for the effort noah

but I have a question , the cycle QD , isn't it suppose to be [R2 ; [ U, L' D2 L]] and not [R2 ; [L' D2 L , U]] ? I might be wrong I know, I'm not an expert in 3-style yet :)
Yes it is. Thanks for finding it.
 

A Leman

Member
Joined
Jan 22, 2012
Messages
631
Location
New Jersey
That is one of the algs where Noah is more optimal than me. I do I U2 setup to make Riley's A9 an [RUD] alg, but it's 11 moves. I should look at some of those again and see if A10's are better.
 

Mike Hughey

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How do you solve parity? Do you have a bunch of optimum algs for it? Also, what are all of your algs for flipped edges / twisted corners? Might as well supply all your algs. :)
 

Noahaha

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How do you solve parity? Do you have a bunch of optimum algs for it? Also, what are all of your algs for flipped edges / twisted corners? Might as well supply all your algs. :)
Well, a good first step would be to do edges, but I've been too lazy for a while, and Marcell's list is totally amazing.

My parity method:
1. Memo corners first (odd number of targets).
2. Memo edges as if UL's solved position were UB and vice versa (even number of targets).
3. Solve edges.
4. Solve any odd corner as an Old Pochmann target (usually the last one).


My flips and twists are mostly in this video.
 

h2f

Premium Member
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Messages
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seniorgrot
I guess for DV, DW and DX there are wrong rotations in notation:
V - [x' y' ; [D2 , R U2 R']]
W - [x' y' ; [R' D2 R , U2]] (8)
X - [x' y' R' ; [R' D2 R , U2]] (9)

It should be:
V - [x' y ; [D2 , R U2 R']]
W - [x' y ; [R' D2 R , U2]] (8)
X - [x' y R' ; [R' D2 R , U2]] (9)
 

KRAMIST

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