Re: Another Ace on the turn
Ignoring the action in the hand, the fact an Ace hit the turn makes it less likely your opponent holds an Ace. After the flop, there were 47 unknown cards, 3 of which were Aces. After the turn, there were 46 unknown cards, 2 of which were Aces. The people who are arguing that he already has his cards so the probability can't change are dead wrong. In the thread you referenced, Shillix does a good job of explaining why this is.
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