Re: The paradox of making money from opponents mistakes
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Good point, I should have been more precise. I was speaking of hands that get to SD. There is no way for both players to get to SD playing "mistake-free" in the context of the FTOP (save split possibilities). There is the possibility for both to play "error-free" and get to SD.
Agreed?
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Again, refer to Xhad's distinction between strategic and mathematical mistakes. It is possible to get to showdown without making strategic mistakes, according to Xhad's definition (I think), but it is typically not possible to get to showdown in a non-split pot without someone making a mathematical mistake. Someone has to have a losing hand, and calling with a losing hand is a mathematical mistake.
Of course, it is possible to get to showdown without making any mathematical mistakes if one player is hopelessly shortstacked and the money goes in before the river. If player A has an equity edge, he can bet correctly. If the all-in bet is small enough, player B may still have sufficient pot equity to justify a call, even if he does not currently have the best hand. In this case, the hand could make it to showdown without either player making a mathematical mistake.
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