You're right, I meant to say that B implies A, not to say that A implies B. However, that is still equivalent to (B || ~A) so the rest, and the conclusion, still follow.
B implies A would be wishful thinking implies that you are correct. This is obviously false. You clearly intended to have a not in there somewhere. Double check your definitions.
I was giving an example of (~A && ~B). If you want an example of (A && B), it would be that I don't even look at my statements and just assume that I have tons of money because that would be awesome, but I also just happen to have lots of money.
Another month, another rationality quotes thread. The rules are: