Caden Fisher
Veteran
This 2x2 mean of 3 lol
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On an nxn, there are (n^2)! combinationshow many possible combinations are there for 2x2
On an nxn, there are (n^2)! combinations
(2^2)= 4This 2x2 mean of 3 lol View attachment 23745
Huh. Interesting.(2^2)= 4
4!=10
There are 10 combinations
4 1 movers
4/10=40%
40% = 1 in 2.5
2.5^3=15.625
There is a 1 in 15.625 (or 6.4%) chance of getting 3 1 one movers in a row.
7:30ish 9x9
how do you parity
I kinda just messed around with it until it solvedhow do you parity
I‘ll try. I’ll post it when I’m donewho here can solve a 20 x 20
I solved one, I would have gotten a sub 1 hour if I hadn't gotten parity, which I didn't know how to fix, but I got just over 1 hourwho here can solve a 20 x 20
Wouldn't that be 0.46% chance of getting three 1 move solutions in a row?(2^2)= 4
4!=10
There are 10 combinations
4 1 movers
4/10=40%
40% = 1 in 2.5
2.5^3=15.625
There is a 1 in 15.625 (or 6.4%) chance of getting 3 1 one movers in a row.
no because you forgot to take account the 4 one movers and the fact there are 10 combinationsWouldn't that be 0.46% chance of getting three 1 move solutions in a row?
4!=4*3*2*1=24
4/24=1/6
100*(1/6)^3=0.46%
How is there 10 combinations?no because you forgot to take account the 4 one movers and the fact there are 10 combinations
sorry about that. your right i thought 4!=4+3+2+1How is there 10 combinations?
4!=4*3*2*1=24 combinations, not 10.
4 one-move solutions divided by 24 total combinations = 1/6 probability that any given scramble has a one move solution.
I can do it Mondaywho here can solve a 20 x 20