Analysis of FMC Scrambles in Past Competitions

[UKCubeFan]

Very interesting. How can I get Cube Explorer? Can you download it to a phone?

 

[ProStar]

Very interesting. How can I get Cube Explorer? Can you download it to a phone?

Solve Rubik's Cube with Cube Explorer

It does not work on a phone

 

[UKCubeFan]

Can anyone tell me the optimal solves for these?

R L F R2 F R' L D' R2 D2 F2 L2 B2 U' R2 B2

U F U2 F U L' U L F' U' R2 D B2 U' B2 R2 D'

Thanks.

 

[bcube]

Can anyone tell me the optimal solves for these?

R L F R2 F R' L D' R2 D2 F2 L2 B2 U' R2 B2

U F U2 F U L' U L F' U' R2 D B2 U' B2 R2 D'

Wrong thread . Feel free to use the forum search function to find more appropriate thread next time.

R' L' U' R U L F2 R' F' R' F R2 F2 [11+2] (13f)
U' R' F R2 L2 B' R B R2 L2 F' U [12+0] (12f)



Both found using this online Optimal Solver (if you have powerful enough phone, it should work there): https://mfeather1.github.io/3ColorCube/solver_qc/index.html

 

[UKCubeFan]

Wrong thread . Feel free to use the forum search function to find more appropriate thread next time.

R' L' U' R U L F2 R' F' R' F R2 F2 [11+2] (13f)
U' R' F R2 L2 B' R B R2 L2 F' U [12+0] (12f)



Both found using this online Optimal Solver (if you have powerful enough phone, it should work there): https://mfeather1.github.io/3ColorCube/solver_qc/index.html

Thx. I downloaded Cube Explorer last week, and it didn't work. It was same link ProStar posted - so it's the phone.
I did put this on a thread a few weeks ago and I got algs of 11 & 10 moves for the two. But they both had 2 M2 moves, I'll see which are easiest to use.

 

[bcube]

I got algs of 11 & 10 moves for the two. But they both had 2 M2 moves

There are several turn metrics one can use. There might be multiple optimal solutions for each scramble in each metric.

This thread is about HTM/FTM - (13f) indicating there are 13 moves in FTM, for example - and single optimal solution for each scramble.

 

[bcube]

In the spoiler of this post it can be seen humans found 16, 17 and 18 move long optimal solutions.

Based on frequency distribution, I am assuming there is no 20 move long optimal solution found by a competitor yet, if there ever will be.

I am wondering whether there is a known 19 move long optimal solution found by a competitor?