Fastest alg you’ve done.

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Jan 29, 2018
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I want to try and calculate the fastest human solve possible, but to do that I need to find the highest TPS.

Please tell me what the alg is, how long it is, and how fast you did it. I will post a thread saying my results to this project.
Thanks!
 
Not to be a jerk but I was able to get 24.39 tps on a U move. And 15tps on T perm. My Tps isn’t really that great.
 
The fastest alg that I have done thus far is the H-Perm, and my best time was 0.54. And it is 7 moves, if you count the M slices as one.
 
Algs I've managed to do sub 0.5 include Sune, Antisune and Ab Perm, as well as plenty of 3Style edge and corner comms.
 
In an ideal scramble you would have an X-crooks and a LL skip.

Not really, according WCA regs, for 3x3 a solution of 2 moves is legal.

4b3) Specification for a scramble program: An official scramble sequence must produce a random state from those that require at least 2 moves to solve (equal probability for each state). The following additions/exceptions apply:
  • 4b3a) For blindfolded events, the scramble sequence must orient the puzzle randomly (equal probability for each orientation).
  • 4b3b) 2x2x2 Cube: The (random) state must require at least 4 moves to solve.
  • 4b3c) Skewb: The (random) state must require at least 7 moves to solve.
  • 4b3d) Square-1: The (random) state must require at least 11 moves to solve.
  • 4b3e) 5x5x5 Cube, 6x6x6 Cube, 7x7x7 Cube, and Megaminx: sufficiently many random moves (instead of random state), at least 2 moves to solve.
  • 4b3f) Pyraminx: The (random) state must require at least 6 moves to solve.
 
We can assume that whatever scramble we have would be slightly lower than Drew Brad's 21 move solve, so we can say 19. Then we take Lucas Etter's 20.63 tps for a J-perm and we figure out how many seconds per turn, which would be 0.04. Then we multiply those and get 0.76. Let's say they had a pick-up and drop-and-stop-timer of 0.045 each, giving us 0.85. Then let's say they had one pause of 0.098, we would have a final time of 0.948 seconds. This is having rough estimation. I will try and refine it when I get home.
 
We can assume that whatever scramble we have would be slightly lower than Drew Brad's 21 move solve, so we can say 19. Then we take Lucas Etter's 20.63 tps for a J-perm and we figure out how many seconds per turn, which would be 0.04. Then we multiply those and get 0.76. Let's say they had a pick-up and drop-and-stop-timer of 0.045 each, giving us 0.85. Then let's say they had one pause of 0.098, we would have a final time of 0.948 seconds. This is having rough estimation. I will try and refine it when I get home.
k
 
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