CLL 2×2×2 Algorithms

CLL

Corners of the Last Layer

42 cases

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This stage solves the top layer and the entire cube after the bottom layer is completed.

1. Two Corners Permutation Only 2 cases

PLL-cases 2 cases

Permutation of Two Oriented Corners

PLL1 Permutation of Two Adjacent Corners

CLL PLL1

Order
2
Symmetries
4→ M Reverse Reverse+ M
Derivatives
T2→ FU UF Reverse+ FU Reverse+ UF
PLL2Permutation of Two Diagonal Corners
Order
2
Symmetries
8→ RF LF y2 Reverse Reverse+ any of the listed symmetries

2. Orientation of Two Corners with or without Permutation 18 cases

U-cases 6 cases

Orientation of Two Adjacent Corners

U1 No Permutation
U2 Permutation of Adjacent Corners
U3 Permutation of Adjacent Corners
U4 Permutation of Adjacent Corners
U5 Permutation of Adjacent Corners
U6 Diagonal Permutation

T-cases 6 cases

Orientation of Two Adjacent Corners

T1 No Permutation
T2 Permutation of Adjacent Corners
T3 Permutation of Adjacent Corners
T4 Permutation of Adjacent Corners
T5 Permutation of Adjacent Corners
T6 Diagonal Permutation

L-cases 6 cases

Orientation of Two Diagonal Corners

L1 No Permutation
L2 Permutation of Adjacent Corners
L3 Permutation of Adjacent Corners
L4 Permutation of Adjacent Corners
L5 Permutation of Adjacent Corners
L6 Diagonal Permutation

3. Orientation of Three Corners with or without Permutation 12 cases

S-cases 6 cases

Clockwise Orientation of Three Corners

S1 No Permutation
Order
3
Symmetries
2→ Reverse+ RF
Derivatives
AS1→ RF Reverse
S2 Permutation of Adjacent Corners
S3 Permutation of Adjacent Corners
S4 Permutation of Adjacent Corners
Order
6
Symmetries
2→ Reverse+ RF
Derivatives
AS3→ RF Reverse+ y'
S5 Permutation of Adjacent Corners
S6 Diagonal Permutation

AS-cases 6 cases

Counterclockwise Orientation of Three Corners

AS1 No Permutation
Order
3
Symmetries
2→ Reverse+ RF
Derivatives
S1→ RF Reverse
AS2 Permutation of Adjacent Corners
AS3 Permutation of Adjacent Corners
Order
6
Symmetries
2→ Reverse+ RF
Derivatives
S4→ RF Reverse+ y
AS4 Permutation of Adjacent Corners
AS5 Permutation of Adjacent Corners
AS6 Diagonal Permutation

4. Orientation of Four Corners with or without Permutation 10 cases

P-cases 6 cases

Orientation of Four Corners

P1 No Permutation
P2 Permutation of Adjacent Corners
P3 Permutation of Adjacent Corners
Order
6
Symmetries
2→ Reverse+ S
Derivatives
P5→ M Reverse+ y2
P4 Permutation of Adjacent Corners
P5 Permutation of Adjacent Corners
P6 Diagonal Permutation

H-cases 4 cases

Orientation of all 4 corners and permutation

H1 No Permutation
Order
6
Symmetries
8→ M S y2 Reverse+ any: RF LF y y'
H2 Permutation of Adjacent Corners
H3 Permutation of Adjacent Corners
H4 Diagonal Permutation