OLL 3×3×3 Algorithms

OLL

Orientation of Last Layer

57 cases

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This stage orients the corners and the edges of the last layer after the first two layers are completed.

1. Edges Orientation Only (Oriented Corners) 3 cases

A O E
A Orientation of Two Adjacent EdgesOLL 28
O Orientation of Two Opposite Edges OLL 57
E Orientation of Four Edges OLL 20

2. Orientation of Two Corners 24 cases

2a. Orientation of Two Adjacent Corners 16 cases

U-cases 8 cases

Orientation of Two Adjacent Corners

U0 Corners Only OLL 23
U1 Two Adjacent Edges OLL 43
Derivatives
M→ U2 Reverse→ U1 to U6, T1 to T6, L1 to L6
U2 Two Adjacent Edges OLL 44
Derivatives
M→ U1 Reverse→ U1 to U6, T1 to T6, L1 to L6
U3 Two Adjacent Edges OLL 41
Derivatives
M→ U4 Reverse→ U1 to U6, T1 to T6, L1 to L6
U4 Two Adjacent Edges OLL 42
U5 Two Opposite Edges OLL 46
Symmetries
2M
Derivatives
Reverse→ U1 to U6, T1 to T6, L1 to L6
U6 Two Opposite Edges OLL 45

OLL U6

Symmetries
2M
Derivatives
Reverse→ U1 to U6, T1 to T6, L1 to L6
U7 All Four Edges OLL 18

T-cases 8 cases

Orientation of Two Adjacent Corners

T0 Corners Only OLL 24
T1 Two Adjacent Edges OLL 31
Derivatives
M→ T2 Reverse→ U1 to U6, T1 to T6, L1 to L6
T2 Two Adjacent Edges OLL 32
Derivatives
M→ T1 Reverse→ U1 to U6, T1 to T6, L1 to L6
T3 Two Adjacent Edges OLL 30
T4 Two Adjacent Edges OLL 29
T5 Two Opposite Edges OLL 34
Symmetries
2M
Derivatives
Reverse→ U1 to U6, T1 to T6, L1 to L6
T6 Two Opposite Edges OLL 33
Symmetries
2M
Derivatives
Reverse→ U1 to U6, T1 to T6, L1 to L6
T7 All Four Edges OLL 19

2b. Orientation of Two Diagonal Corners 8 cases

L-cases 8 cases

Orientation of Two Diagonal Corners

L0 Corners Only OLL 25
L1 Two Adjacent Edges OLL 37
L2 Two Adjacent Edges OLL 38
Derivatives
RF→ L4 Reverse→ U1 to U6, T1 to T6, L1 to L6
L3 Two Adjacent Edges OLL 35
Symmetries
2RF
Derivatives
Reverse→ U1 to U6, T1 to T6, L1 to L6
L4 Two Adjacent Edges OLL 36
Derivatives
RF→ L2 Reverse→ U1 to U6, T1 to T6, L1 to L6
L5 Two Opposite Edges OLL 40
Derivatives
RF→ L6 Reverse→ U1 to U6, T1 to T6, L1 to L6
L6 Two Opposite Edges OLL 39
Derivatives
RF→ L5 Reverse→ U1 to U6, T1 to T6, L1 to L6
L7 All Four Edges OLL 17

3. Orientation of Three Corners 2 cases

S-cases 8 cases

Orientation of Three Corners (Clockwise)

S0 Corners Only OLL 27
Symmetries ...
1+ → See CLL S symmetries
Derivatives
See CLL S cases
Info
You can use any of the CLL S cases
S1 Two Adjacent Edges OLL 5
S2 Two Adjacent Edges OLL 7
S3 Two Adjacent Edges OLL 10
S4 Two Adjacent Edges OLL 11
Derivatives
RF→ AS2 Reverse→ S1 to S6, AS1 to AS6
S5 Two Opposite Edges OLL 15
Derivatives
RF→ AS6 Reverse→ S1 to S6, AS1 to AS6
S6 Two Opposite Edges OLL 13
Derivatives
RF→ AS5 Reverse→ S1 to S6, AS1 to AS6
S7 All Four Edges OLL 3

AS-Cases 8 cases

Orientation of Three Corners (Counterclockwise)

AS0 Corners Only OLL 26
Symmetries
1+ → See CLL AS symmetries
Derivatives
See CLL AS cases
Info
You can use any of the CLL AS cases
AS1 Two Adjacent Edges OLL 6
AS2 Two Adjacent Edges OLL 12
Derivatives
RF→ S4 Reverse→ S1 to S6, AS1 to AS6
AS3 Two Adjacent Edges OLL 9
AS4 Two Adjacent Edges OLL 8
AS5 Two Opposite Edges OLL 14
Derivatives
RF→ S6 Reverse→ S1 to S6, AS1 to AS6
AS6 Two Opposite Edges OLL 16
Derivatives
RF→ S5 Reverse→ S1 to S6, AS1 to AS6
AS7 All Four Edges OLL 4

4. Orientation of All Four Corners 14 cases

P-cases 8 cases

P0 Corners Only OLL 22
Symmetries
2+M and other CLL P symmetries
Derivatives
See CLL P cases
Info
You can use any of the CLL P cases
P1 Two Adjacent Edges OLL 49
Derivatives
M→ P2 Reverse→ P1 to P6, H1 to H4
P2 Two Adjacent Edges OLL 50
Derivatives
M→ P1 Reverse→ P1 to P6, H1 to H4
P3 Two Adjacent Edges OLL 47
Derivatives
M→ P4 Reverse→ P1 to P6, H1 to H4
P4 Two Adjacent Edges OLL 48
P5 Two Opposite Edges OLL 52
P6 Two Opposite Edges OLL 51
Symmetries
2M
Derivatives
Reverse→ P1 to P6, H1 to H4
P7 All Four Edges OLL 2

H-cases ... cases

H0 Corners Only OLL 21
H1 Two Adjacent Edges OLL 54
H2 Two Adjacent Edges OLL 53
H3 Two Opposite Edges OLL 55
H4 Two Opposite Edges OLL 56
H5 All Four Edges OLL 1
Symmetries
8M S y2 or Reverse or Reverse+ any of the listed symmetries
Derivatives
ReverseH5 or P7