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I read what your saying, Ken. I try to play tight in the early rounds, only coming in if I think I've got something close to being the nuts or to stay ahead of the average chips in the torny, and then loosen up as the game progresses from there. I have based my skill progression on the breaks...lol
There every hour for five minutes. When I started playing I was lucky to clear the first thirty minutes, but now I get miffed if I don't make the second break. I do get the days when the pockets are dire, and you spend your time just making the numbers up before the blinds eat you alive, and others where I can't seem to go wrong but will get caught by that better hand. Grrrr... So far 114th out of nearly eight thousand players is my best result, but gonna chase that number one spot down... someday... soon... lol
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I don't believe in mathematics. Albert Einstein Biologically speaking, if something bites you it's more likely to be female. Desmond Morris. Quantum analysis is scientific dithering Professor Frink: My observations n'hey, n'hey, show the universe could be a torus Weh, uh, or toriod it may like the typewriters and bananas and the monkeys with big teeth the biting the screaming Mm-hai! Homer: mmmmm... doughnuts! |
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That's the whole point of probability and statistics, to take the information that you actually know, and use it to compute something that will help you make a decision. Knowing that the "true pot odds" are different from what you compute doesn't really help that decision. |
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Yes, in fact people often use phrases like "my chances of winning are....", as though "chances of winning" was somehow a unique thing. Like hhEb09'1 says, your chances of winning are either 100% or 0% if you see all the cards, but if you only see some of them, they are different. Or if you judge something based on the betting, you may adjust your chances accordingly, where someone else without the ability to gauge the betting might not make that adjustment. The bottom line is, the "probability of winning" doesn't really mean anything more than a guide to your best strategy, based on what you know. The idea is, if you were in that exact situation 1000 times, what strategy would you follow every time to do the best you could, in your judgement based on what you know? The fact that you will likely only be in that exact situation once means that in reality you need to be able to group together 1000 different situations that are effectively similar, and base your strategy on the whole group. Bear that in mind the next time someone claims "the probability is...", as though that were some kind of absolute statement independent of the assumptions and knowledge involved (in physics as well as in cards). A probability is not a statement of absolute reality, it is a statement of your interaction with the reality that you have access to. Those following the other thread about "magical thinking" will recognize that any absolute claim that there "is a probability" of something happening, independent of the specifics of the knowledge, assumptions, and point of view of the person generating that probability, is a classic if subtle example of magical thinking.
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There is an excellent book called Mathematics Of Poker by Bill Chen and Jerrod Ankenman. cheers |
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