When exit by condition C1 dominates exit by condition C2, and
max symbolic exit count for C1 matches those for loop, we will
apply more optimistic logic to C2 by setting SkipLastIter for it,
meaning that it will do 1 iteration less because the dominating branch
must exit on the last loop iteration.
But when we have a single exit by condition C1 & C2, we cannot
apply the same logic, because there is no dominating condition.
However, if we can prove that the symbolic max exit count of C1 & C2
matches those of C1, it means that for C2 we can assume that it
doesn't matter on the last iteration (because the whole thing is false
because C1 must be false). Therefore, in this situation, we can handle
C2 as if it had SkipLastIter.
This is potentiallty CT-consuming operation, so I've limited it with reasonably
small amount of conditions to deal with.
I don't really get why we need this quadratic-complexity code. It doesn't look like anything inside here depends on the outer i?