One chance in a million

[millya5]

One in a million! 2 hands... 2 identical hands

 

[Andyreas]

Too bad it wasn't a monster hand 😅

 

[alabos]

Lolll its your day......did you win your hand????

 

[Baldy86]

would you really say that this is a 1 in a million kind of rare case though ? i dont think it is THAT rare to happen as 1 in a million

 

[millya5]

Lolll its your day......did you win your hand????

All these hands lost

 

[Dejange]

 

[Gallarado777]

I think this happens so often that you may not even be surprised it's just that apparently you haven't been dealt enough, but in the future you will see the same cards more often if you play several tables, you will often be dealt the same cards that you have on the other table the same thing on the other table

 

[Poker Orifice]

One in a million! 2 hands... 2 identical hands

what... you mean like this >>>

 

[Poker Orifice]

Or like this...

 

[Poker Orifice]

If that was '1 in a million'... what would the odds be for this to happen?
(while playing 4 tables, to get

'77' on 3 of them, and on two of the tables the 'exact same hand'

 

[WrongUsername]

cool stories, guess it happens more often than not lol

 

[tagece]

That's why I don't like to play Hyper-Turbo mtt's. You will always find a lot of maniacs and crazy people. As in this structure playing tight is not a option, the player is forced to go all in a lot. The bad beats are just waiting a chance to put you out of the game...

 

[lacroir]

What I also like is that I would usually have a beast hand if I could have the flop from the other tournament I'm playing in 😀

 

[Captainine9]

One in a million! 2 hands... 2 identical hands

Is it one in a million? Feels like it happens all the time

 

[wavetune]

I had A A 3 times in a row, you can calculate the chances 1/200*200*200

 

[Poker Orifice]

I had A A 3 times in a row, you can calculate the chances 1/200*200*200

*221

 

[wavetune]

*221

exactly, I approximately remembered the figure

 

[Edu1]

two times in a row

 

[venycyos]

The probability of being dealt two equal hands in a row in Texas Hold'em depends on the number of players at the table and the number of decks used in the game.

For a standard game of Texas Hold'em with nine players and a deck of 52 cards, the probability of being dealt the exact same hand twice in a row is about 1 in 16,000. The formula to calculate this probability is:

P = (1/C(n,2)) * (1/1326)

Where P is the probability of being dealt the same hand twice in a row, C(n,2) is the number of possible combinations of two poker hands among n players (in this case, 9 players), and 1/1326 is the probability of receive any specific hand (there are 1326 possible two-card combinations in a standard 52-card deck).

Replacing the values:

P = (1/C(9,2)) * (1/1326) P = (1/36) * (1/1326) P = 0.00000226

Therefore, the probability of being dealt two equal hands in a row in Texas Hold'em is approximately 0.000226%.

 

[AlphaCentauro]

One in a million! 2 hands... 2 identical hands

I get that all the time on PS, even in the same position

 

[Poker Orifice]

I get that all the time on PS, even in the same position

What? Except for this ^ time when you show us a picture of two hands that are NOT identical? OP was talking about 2 'identical' hands.

 

[sincos]

Loose play often brings pleasant surprises...

 

[pansipos]

It also happened to me that the two tables were dealt the same card.

 

[hamon08]

One in a million! 2 hands... 2 identical hands

In such cases, I think the random number generator has broken 😂😂. Once I three times in a row fell a pair of eights 88 at the same table, and each time these eight were of the same suit. 😱

 

[Slow Horse]

That's crazy, but I think things like this often comes up. Same thing happened to me.