Why is there any expectation bias because you know that A and B are
different? That they are different is a given in ABX testing, so that
"expectation" is always correct. The task is to determine whether X is A
or B, and whether X is A or B is completely random. 

ABX is very simple. Listen to A, then listen to B, knowing that it is
different from A. Then listen to X and choose whether it is A or B.
Repeat N times, with X being randomly A or B each time. Choose correctly
a high enough percentage of the time and you can be confident that you
didn't choose correctly merely by guessing.


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