1LLL
The whole last layer in one algorithm, whatever its state. 3,915 cases, sorted by starting OLL; mostly useful for study and FMC. The cases load group by group.
3,915 cases · 39,571 algorithms
Proven optimum for every case.
Definition of the set: Speedsolving wiki (1LLL).
How to read this page
- Each case is seen from above: the top face in the middle, the top layer's stickers on its sides, the front face at the bottom.
- Colours: yellow on top, blue in front, red on the right. Grey marks what the case does not look at.
- Lengths in HTM: a face turn or a wide turn counts 1, a slice 2, a rotation 0. The "setup" (often a U turn) presents the cube as drawn and does not count.
- In each case, the best available optimal algorithm comes first, then the others by increasing ease score. When no optimal writing is available, all algorithms are ranked by this score (lower is easier).
- "Play" starts from a position of the case and runs the algorithm to the set’s goal. Usually, the starting position is obtained by running the algorithm backwards from the solved puzzle. For a partial goal, the player may start from a representative position of the case in the application; the puzzle is not necessarily fully solved at the end.
From OLL 1
40 cases · 346 algorithms
From OLL 2
72 cases · 632 algorithms
From OLL 3
72 cases · 645 algorithms
From OLL 4
72 cases · 639 algorithms
From OLL 5
72 cases · 658 algorithms
From OLL 6
72 cases · 657 algorithms
From OLL 7
72 cases · 668 algorithms
From OLL 8
72 cases · 661 algorithms
From OLL 9
72 cases · 655 algorithms
From OLL 10
72 cases · 647 algorithms
From OLL 11
72 cases · 636 algorithms
From OLL 12
72 cases · 639 algorithms
From OLL 13
72 cases · 662 algorithms
From OLL 14
72 cases · 666 algorithms
From OLL 15
72 cases · 637 algorithms
From OLL 16
72 cases · 638 algorithms
From OLL 17
72 cases · 639 algorithms
From OLL 18
72 cases · 651 algorithms
From OLL 19
72 cases · 671 algorithms
From OLL 20
22 cases · 206 algorithms
From OLL 21
40 cases · 640 algorithms
From OLL 22
72 cases · 1,138 algorithms
From OLL 23
72 cases · 1,158 algorithms
From OLL 24
72 cases · 1,207 algorithms
From OLL 25
72 cases · 1,143 algorithms
From OLL 26
72 cases · 985 algorithms
From OLL 27
72 cases · 1,003 algorithms
From OLL 28
72 cases · 688 algorithms
From OLL 29
72 cases · 659 algorithms
From OLL 30
72 cases · 657 algorithms
From OLL 31
72 cases · 658 algorithms
From OLL 32
72 cases · 661 algorithms
From OLL 33
72 cases · 670 algorithms
From OLL 34
72 cases · 661 algorithms
From OLL 35
72 cases · 640 algorithms
From OLL 36
72 cases · 669 algorithms
From OLL 37
72 cases · 628 algorithms
From OLL 38
72 cases · 685 algorithms
From OLL 39
72 cases · 654 algorithms
From OLL 40
72 cases · 654 algorithms
From OLL 41
72 cases · 644 algorithms
From OLL 42
72 cases · 647 algorithms
From OLL 43
72 cases · 660 algorithms
From OLL 44
72 cases · 663 algorithms
From OLL 45
72 cases · 637 algorithms
From OLL 46
72 cases · 647 algorithms
From OLL 47
72 cases · 672 algorithms
From OLL 48
72 cases · 670 algorithms
From OLL 49
72 cases · 668 algorithms
From OLL 50
72 cases · 671 algorithms
From OLL 51
72 cases · 677 algorithms
From OLL 52
72 cases · 672 algorithms
From OLL 53
72 cases · 667 algorithms
From OLL 54
72 cases · 667 algorithms
From OLL 55
40 cases · 376 algorithms
From OLL 56
40 cases · 363 algorithms
From OLL 57
40 cases · 358 algorithms
Last layer already oriented
21 cases · 1,101 algorithms