Did you make it? In fact, Texas Hold’em is also related to some mathematical rules. So do you know what are the mathematical rules of Texas Hold’em? The editor has brought some experiences from gamers. Players who want to improve their card skills should come and have a look!

As a game, Texas Hold'em obviously requires some application of mathematical rules, which is quite clever.

In Texas Hold'em, there is a simple and fast calculation rule, which is the 4-2 rule. First I calculate my "play" or will give me a card that wins. For example, let's say I have T(c)9(d) and I think my opponent is A-K (when it flips, it's A(s)K(d)). The flop came A(c)T(d)7(h). My opponents are ahead, of course, flip to a pair of A, but that has five cards – the remaining two tens and three nines – that will put me in the lead. In other words, I have five cards.

I can calculate the approximate probability of catching a card on a turn or river by multiplying the number of cards. In this example:

5×4=20%

According to this "Four Rules" I have about 20% chance to catch a win card in a turn or river card. The actual probability of decoding is 21.2%, a slight difference has nothing to do with the macro purpose.

Only the river sign is coming, the "Four Rules" becomes the "Two Rules". We say that the turn comes 8 (c). The five cards we found didn't come, but it turned our hands into two straight cards that could be made up using any J or 6. The eight additional cards gave us a total of thirteen cards. Use the "two rules":

13×2=26%

The actual percentage is 29.5%, but again, that's close enough.

If I am purely trying to maintain precision, I included a table at the end of the book to list the exact percentages. Look at the 270-page "Playing Cards".

Texas Hold'em Game Promotion Picture

The above is the introduction of the mathematics rules of Texas Hold'em brought to me. In fact, this is just one of many techniques. Players still need to master a lot. Let's slowly explore experience from actual combat!

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