I think it's too complex for me.

Once the two squares are uncovered (in your first example), each suggest that the surrounding sqaures have a 1/8 chance of containing a mine.

Disregarding that knowlege for a moment, all the remaining sqaures would have a 2/11 chance (4/22).

Since the sqaures surrounding the 1's have less chance than the rest of having a mine, this must push up the probability of the rest of the sqaures. The problem is, by what amount?

I wouldn't know where to proceed from there.