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 Orientation of Two Adjacent EdgesOLL 28
OLL A
O Orientation of Two Opposite Edges OLL 57
OLL O
E Orientation of Four Edges OLL 20
OLL E
- Symmetries
8
→M
S
x2
Reverse
Reverse
+ any of the listed symmetries
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
OLL U0
U1 Two Adjacent Edges OLL 43
OLL U1
- Derivatives
-
M
→ U2Reverse
→ U1 to U6, T1 to T6, L1 to L6
U2 Two Adjacent Edges OLL 44
OLL U2
- Derivatives
-
M
→ U1Reverse
→ U1 to U6, T1 to T6, L1 to L6
U3 Two Adjacent Edges OLL 41
OLL U3
- Derivatives
-
M
→ U4Reverse
→ U1 to U6, T1 to T6, L1 to L6
U4 Two Adjacent Edges OLL 42
OLL U4
- Derivatives
-
M
→ U3Reverse
→ U1 to U6, T1 to T6, L1 to L6
U5 Two Opposite Edges OLL 46
- Symmetries
2
→M
- Derivatives
Reverse
→ U1 to U6, T1 to T6, L1 to L6
U6 Two Opposite Edges OLL 45
OLL U6
- Symmetries
2
→M
- Derivatives
-
Reverse
→ U1 to U6, T1 to T6, L1 to L6
U7 All Four Edges OLL 18
OLL U7
- Symmetries
2
→M
- Derivatives
-
Reverse
→ U7 T7 L7
T-cases 8 cases
Orientation of Two Adjacent Corners
T0 Corners Only OLL 24
OLL T0
T1 Two Adjacent Edges OLL 31
- Derivatives
-
M
→ T2Reverse
→ U1 to U6, T1 to T6, L1 to L6
T2 Two Adjacent Edges OLL 32
- Derivatives
-
M
→ T1Reverse
→ U1 to U6, T1 to T6, L1 to L6
T3 Two Adjacent Edges OLL 30
OLL T3
- Derivatives
-
M
→ T4Reverse
→ U1 to U6, T1 to T6, L1 to L6
T4 Two Adjacent Edges OLL 29
OLL T4
- Derivatives
-
M
→ T3Reverse
→ U1 to U6, T1 to T6, L1 to L6
T5 Two Opposite Edges OLL 34
OLL T5
- Symmetries
2
→M
- Derivatives
-
Reverse
→ U1 to U6, T1 to T6, L1 to L6
T6 Two Opposite Edges OLL 33
- Symmetries
2
→M
- Derivatives
-
Reverse
→ U1 to U6, T1 to T6, L1 to L6
T7 All Four Edges OLL 19
OLL T7
- Symmetries
2
→M
- Derivatives
-
Reverse
→ U7 T7 L7
2b. Orientation of Two Diagonal Corners 8 cases
L-cases 8 cases
Orientation of Two Diagonal Corners
L0 Corners Only OLL 25
OLL L0
L1 Two Adjacent Edges OLL 37
OLL L1
- Symmetries
2
→RF
- Derivatives
-
Reverse
→ U1 to U6, T1 to T6, L1 to L6
L2 Two Adjacent Edges OLL 38
- Derivatives
-
RF
→ L4Reverse
→ U1 to U6, T1 to T6, L1 to L6
L3 Two Adjacent Edges OLL 35
- Symmetries
2
→RF
- Derivatives
-
Reverse
→ U1 to U6, T1 to T6, L1 to L6
L4 Two Adjacent Edges OLL 36
- Derivatives
-
RF
→ L2Reverse
→ U1 to U6, T1 to T6, L1 to L6
L5 Two Opposite Edges OLL 40
- Derivatives
-
RF
→ L6Reverse
→ U1 to U6, T1 to T6, L1 to L6
L6 Two Opposite Edges OLL 39
- Derivatives
-
RF
→ L5Reverse
→ U1 to U6, T1 to T6, L1 to L6
L7 All Four Edges OLL 17
OLL L7
- Symmetries
2
→RF
- Derivatives
-
Reverse
→ U7, T7, L7
3. Orientation of Three Corners 2 cases
S-cases 8 cases
Orientation of Three Corners (Clockwise)
S0 Corners Only OLL 27
OLL S0
S1 Two Adjacent Edges OLL 5
OLL S1
- Derivatives
-
RF
→ AS1Reverse
→ S1 to S6, AS1 to AS6
S2 Two Adjacent Edges OLL 7
OLL S2
- Derivatives
-
RF
→ AS4Reverse
→ S1 to S6, AS1 to AS6
S3 Two Adjacent Edges OLL 10
OLL S3
- Derivatives
-
RF
→ AS3Reverse
→ S1 to S6, AS1 to AS6
S4 Two Adjacent Edges OLL 11
OLL S4
- Derivatives
-
RF
→ AS2Reverse
→ S1 to S6, AS1 to AS6
S5 Two Opposite Edges OLL 15
- Derivatives
-
RF
→ AS6Reverse
→ S1 to S6, AS1 to AS6
S6 Two Opposite Edges OLL 13
- Derivatives
-
RF
→ AS5Reverse
→ S1 to S6, AS1 to AS6
S7 All Four Edges OLL 3
OLL S7
- Symmetries
-
2
→Reverse
+RF
- Derivatives
-
RF
→ AS7Reverse
→ S7 AS7
AS-Cases 8 cases
Orientation of Three Corners (Counterclockwise)
AS0 Corners Only OLL 26
OLL AS0
AS1 Two Adjacent Edges OLL 6
OLL AS1
- Derivatives
-
RF
→ S1Reverse
→ S1 to S6, AS1 to AS6
AS2 Two Adjacent Edges OLL 12
OLL AS2
- Derivatives
-
RF
→ S4Reverse
→ S1 to S6, AS1 to AS6
AS3 Two Adjacent Edges OLL 9
OLL AS3
- Derivatives
-
RF
→ S3Reverse
→ S1 to S6, AS1 to AS6
AS4 Two Adjacent Edges OLL 8
OLL AS4
- Derivatives
-
RF
→ S2Reverse
→ S1 to S6, AS1 to AS6
AS5 Two Opposite Edges OLL 14
- Derivatives
-
RF
→ S6Reverse
→ S1 to S6, AS1 to AS6
AS6 Two Opposite Edges OLL 16
- Derivatives
-
RF
→ S5Reverse
→ S1 to S6, AS1 to AS6
AS7 All Four Edges OLL 4
OLL AS7
- Symmetries
-
2
→Reverse
+RF
- Derivatives
-
Reverse
→ S7 AS7
4. Orientation of All Four Corners 14 cases
P-cases 8 cases
P0 Corners Only OLL 22
OLL P0
P1 Two Adjacent Edges OLL 49
- Derivatives
-
M
→ P2Reverse
→ P1 to P6, H1 to H4
P2 Two Adjacent Edges OLL 50
- Derivatives
-
M
→ P1Reverse
→ P1 to P6, H1 to H4
P3 Two Adjacent Edges OLL 47
- Derivatives
-
M
→ P4Reverse
→ P1 to P6, H1 to H4
P4 Two Adjacent Edges OLL 48
OLL P4
- Derivatives
-
M
→ P3Reverse
→ P1 to P6, H1 to H4
P5 Two Opposite Edges OLL 52
OLL P5
- Symmetries
-
2
→M
- Derivatives
-
Reverse
→ P1 to P6, H1 to H4
P6 Two Opposite Edges OLL 51
- Symmetries
-
2
→M
- Derivatives
-
Reverse
→ P1 to P6, H1 to H4
P7 All Four Edges OLL 2
OLL P7
H-cases ... cases
H0 Corners Only OLL 21
OLL H0
H1 Two Adjacent Edges OLL 54
OLL H1
- Derivatives
-
M
→ H2Reverse
→ P1 to P6, H1 to H4
H2 Two Adjacent Edges OLL 53
OLL H2
- Derivatives
-
M
→ H1Reverse
→ P1 to P6, H1 to H4
H3 Two Opposite Edges OLL 55
OLL H3
- Symmetries
-
4+
→M
S
y2
etc. - Derivatives
-
Reverse
→ P1 to P6, H1 to H4
H4 Two Opposite Edges OLL 56
OLL H4
- Symmetries
-
4+
→M
S
y2
etc. - Derivatives
-
Reverse
→ P1 to P6, H1 to H4
H5 All Four Edges OLL 1
OLL H5