Quote:
Originally Posted by chad0x00
you are still wrong spike. run good and run bad arent personal. no one runs hotter or colder than anyone else on average. how you "ran" on previous hands has absolutely nothing to do with the next hand you will be dealt.
|
It's true that how you ran on previous hands has nothing to do with how you will run in the future.
It's false that no one runs hotter or colder than anyone else on average.
Some people can flip coins for their entire lives and be lifetime losers. You can bet the farm on that. In fact, after 1 coin flip, about half the people will start negative. All those people are now -EV for the rest of their lives, at that point in time (because they are playing a 0 EV game, and are starting down). And a large percentage of
those people (close to 50%) will
actually be losers at the end of their lives. Those are the people who run bad. We can't predict either before or after the first flip who they will be, but they will be there at the end of their lives, standing there pathetically, unlucky as hell, wondering how this could have happened to them, while some of the winners will think they're "good" or "smart".
Same thing happens in poker. The difference being that most poker players lose money (*) and some of the losers run good (determined at the end of their life), and some of the winners run bad (determined at the end of their life). In other words some losers should have lost more and some winners should have won more. And likewise some slightly bad players will have won money and some slightly good players will have lost money (the effect is stronger the fewer hands a person plays in their lifetime.) This is why it's so hard to tell how good you are.
All this assumes a non-infinite number of hands, as Cry Me A River said, which is true for life here on Earth.
*if poker were a zero-sum game (or in any zero-sum game) it's still possible that most people (more than 50%) end up winning, or most people end up losing, due to the nature of any particular game and the players who play. But even assuming that the nature of poker were that half the people lost and half the people won without counting rake, the rake makes it non-zero-sum and therefore most players would lose under this assumption. Without that assumption it would still be possible to have a raked game where most players win money (the few losers lose a lot and the winners only win a little), but this doesn't seem to be how poker works, empirically speaking. It seems to average out that because of how the majority of people play, the wealth tends to spread out, and the rake causes most people to be on the losing end, but there's no theory that proves this must be the case.