Ledenev_Russ
Rock Star
Silver Level
4♠4♥ 7♠4♣3♥5♠6♦ 3♦4♦
J♥J♠ J♣3♣3♥3♦3♠ K♣Q♣
This type of cases with me there were many times I had been playing. Still don't understand why you won or lost, the first time it seems that the bug, then look at the history of hands, why the result is not such as was to be = )))) Moreover, the number of cases when you lose in the "brand" win-win situation and won in the "brand" is losing about the same number.
Nothing incredible in the loss of 2 cards need not see, so I think only those who are poorly versed in mathematics, no 1 in a million here, of course not.
For example, on the flop, went Allin both. 45 unknown cards. Pull one of the 2 needed on the turn is the 2 of the 45 is to 4.44%. On the river left 1 card 1 of 44 is of 2.27%. Multiply - turns is 0.10%. Only 1 in 1000. Yes, every night this can happen and it happens...
Or so, if anyone will be clearer 22,5*44=990 hands. The probability of this is 1 to 989.
I gave you the simplest example, so that in fact poker is a game of luck, here's a simple:
J♥J♠ J♣3♣3♥3♦3♠ K♣Q♣
This type of cases with me there were many times I had been playing. Still don't understand why you won or lost, the first time it seems that the bug, then look at the history of hands, why the result is not such as was to be = )))) Moreover, the number of cases when you lose in the "brand" win-win situation and won in the "brand" is losing about the same number.
Nothing incredible in the loss of 2 cards need not see, so I think only those who are poorly versed in mathematics, no 1 in a million here, of course not.
For example, on the flop, went Allin both. 45 unknown cards. Pull one of the 2 needed on the turn is the 2 of the 45 is to 4.44%. On the river left 1 card 1 of 44 is of 2.27%. Multiply - turns is 0.10%. Only 1 in 1000. Yes, every night this can happen and it happens...
Or so, if anyone will be clearer 22,5*44=990 hands. The probability of this is 1 to 989.
I gave you the simplest example, so that in fact poker is a game of luck, here's a simple: