Probability of last step for Ortega (2x2)

hooboork

Regular
Joined
Aug 28, 2008
Messages
44
Can anyone explain me what is probability to get each case for last step of Ortega? There are 6 cases (first one is solved cube, five are with algs.) and I hardly think that solved case (or R2 F2 R2) is as frequently as the other cases.
 
For each layer the chance of an adjacent swap is 4/6, the chance of an opposite swap is 1/6, and the chance of solved is 1/6.

So the probabilities are
solved/solved - 1/36
solved/adjacent - 8/36
solved/opposite - 2/36
adjacent/adjacent - 16/36
adjacent/opposite - 8/36
opposite/opposite - 1/36
 
Back
Top