Re: the \"any Ace\" theory
This isn't much of a theory. The trouble with Ax is that there is a very good chance someone is playing Ax+1 or better. A8o wins only 24% of the time against A9o. If it does win, it's likely with a pair of 8's, which is likely to lose to someone else. If you think someone else is in the hand with an Ace and a higher kicker, it almost never makes sense to play. Not only are you unlikely to win, but if an Ace shows up on the board you can lose a lot of money.
If you knew none of the other players was holding an Ace, A2 would be a nice hand. But you don't.
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