Notes

Loose Holdem - How To Fall Into Sudden Success By Playing Loose Holdem
Because small cards fell, B now wants A to think that his call from the big blind hit the Flop, and that his hand may well include those indeterminate hands like 5-4, 8-5, or even 6-7, or two Diamonds. But what did A think?

From the moment you sit down you only ever bet/raise out. Never ever fold and never ever call. Always bet a minimum of 3xbb, usually 4xbb or 5xbb. After a while you'll notice players just start folding left right and centre. You can play as tight or as loose as you want depending on your skill level and ability to handle.

Firstly, you need to get a handle on the cards you are playing. You need a plan of what cards you are going to play out of what positions. Having an idea of how you plan to play is a good start to playing to win.

poker betting strategy Finally, when the cards are face up at the end of the game, you backtrack and check what your thoughts where and what in fact happened. You can clearly see how close you came to getting it right.

One of the best poker betting strategies is called blind-stealing. This happens when a dealer rises so that the blinds would fold. The steal-raise on the other hand is done when you are last to act, betting is made to limit the number of players.

Now, visit here need to know all your pot odds and outs. This way you can calculate how much probability you do in fact have of winning. Knowing your pure chance of winning is the best first step to being able to win.

To determine which cards are premium starting hands, I use rankings based on percentages. The percentages found in the figures are the probability the listed hole cards would win if the hand should go to the river at a full table of nine or ten players. The probability of having Ace-Ace as the hole cards and subsequently winning increases from 31% with nine opponents to over 85% in heads-up play. The reason for this dramatic difference is that in ten-handed play, any of your nine opponents can win the hand. Taking the individual statistics of each of the nine other hands and adding them together, at best, the sum equals 69%.
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