SenileGenXer
Member
I was thinking about the superflip and how any random move theoretically makes it one step closer to solved. I understand this isn't just because it's a 20 move strong scramble but also because it's symmetrical.
I was thinking of these 20 move strong scrambles as about 3 million poles of maximum randomness even though the superflip just isn't that random. Obviously they are all spaced far away from the identity cube in scramble space. Are any of these 3 million poles touching one another? That is can turning a face on a maximally strong scramble generate a different maximally strong scramble?
Do 20 move strong scrambles share any properties like really bad edges?
Has there been an even partial survey of these strongest scrambles? Are there other maximally strong scrambles of interest besides the super-flip?
I was thinking of these 20 move strong scrambles as about 3 million poles of maximum randomness even though the superflip just isn't that random. Obviously they are all spaced far away from the identity cube in scramble space. Are any of these 3 million poles touching one another? That is can turning a face on a maximally strong scramble generate a different maximally strong scramble?
Do 20 move strong scrambles share any properties like really bad edges?
Has there been an even partial survey of these strongest scrambles? Are there other maximally strong scrambles of interest besides the super-flip?
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