Erik Akkersdijk - 2x2 0.96

Doudo got 1.39 on it. I can imagine that Edouard was first to solve it, and when he found a short solution Erik then knew that it was a short one.

But still, Erik is the man.
 
Next challenge for everyone: Make the 2x2x2 WR < Magic WR

And try to get WR's in both 2x2x2, 3x3x3, 4x4x4 and 5x5x5 at the same time

Erik now has 5 of those 8 records and I know he wants 4x4x4_single (back) and also 3x3x3_average (he hates +2). I guess he wouldn't mind 2x2x2 average but I don't think that will happen

Good luck tomorrow Erik ;)
 
Next challenge for everyone: Make the 2x2x2 WR < Magic WR

All it needs is another very easy/lucky solve... getting a sub-2 2x2 single is more luck than skill in my opinion. (2x2 average is skill, but it's still very heavily dependent on luck, since a lot of 2x2 solvers can see the entire solve from inspection!) I don't even think it SHOULD be so low, but I guess there's no way to really eliminate such easy scrambles...
 
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I guess there's no way to really eliminate such easy scrambles...

Yes, there is. The 2x2x2 is entirely solved; each scramble position could be checked for the minimum number of moves necessary to solve it.

Even putting a lower limit of 8 moves to solve only eliminates 1% of scrambles. Those few scrambles which require 7 moves or less, when generated by the scrambling program, would be automatically discarded and a new scramble generated.

This is entirely within range of software on even a fairly weak machine to accomplish.

(Granted, there will still be easy scrambles--Sune + AUF is 8 moves, for example, and the best in the world can easily do that in under a second. They'll just be less common.)
 
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