29147[Speed cubing group] Re: Interesting Algorithm
- Jun 1 11:53 AM--- In email@example.com, "David Barr"
>I assume so. The nearest I've seen to this is 9 moves.
> On 6/1/06, thomkirjava <snkenjoi@...> wrote:
> > Sorry, I forgot about that. I think a few people got it pretty much
> > right in that there was no more than two of each colour on each side.
> > There were no adjacent matching colours, and you could see all six
> > colours on each side.
> Is that the shortest sequence that creates these conditions?
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