What is the probability 24 principle of Texas Hold 'em? ask for advice

The principle of probability 24 in Texas Hold 'em is that if you only look at the next card, the probability of winning the card is outs*2. If you look at two cards in a row, the chance of winning is outs * 4, and outs can increase the number of cards you win. If you have a flush in your hand and two cards on your face have the same suit, then you still have nine flush cards that may make you flush. At this point, your number of outs is 9.

The difference between this algorithm and the actual theoretical value is listed as follows: outs Rule 2 Theoretical Value Rule 4 Theoretical Value. If your flop becomes a flush draw, then you should have 9 cards, the probability of becoming a card on the turn is 9*2, about 18%, and the probability of becoming a card on the river is 9*4, about 36%.

During the whole game, the button (the position of D) is always the last one to play. He can see other players' reactions to playing cards and collect relatively much information, so he has a position advantage, while the player to the left of the button always plays cards first, so he has a position disadvantage, so the more he plays cards, the more he has an advantage. When you are in the front position, you need a very strong hand to bet, because the players behind you may raise and re-raise.

Look at the cards carefully and observe each player's reaction. Because Texas Hold 'em uses five * * * cards, many times you can guess the biggest card that other players can form, and then decide whether you should bet.