Can anyone help calculate the odds of this happening.

[aus-redda]

Hi all,
could someone please help me to calculate the odds of this hand occuring.

I actually folded my 10's after being re-raised all in.

[boreemax]

I'm no barcelet winner but that looks like quad 10's to me.

[aus-redda]

I'm no barcelet winner but that looks like quad 10's to me.

Hello Boreemax,

Thanks for your reply, but I think you are missing my point.

What are the odds of 3 players being dealt a random pair, then each of these players flopping a set (3 of a kind),
then what are the odds of one of those sets making quads.

[mhfc1987]

flopping a set is 7.5/1

odds of 3 people flopping are set is huge, possibly 700,000+ /1
i have never seen it.

[captainpants]

Its pokerstars mate - dumb shit like this happens every 3rd hand or more

[Yorkshire Pudding]

Odds are ridiculously huge. There was a hand reported at the $1.5k WSOP Re-entry that went:

We caught wind of this hand because of Bart Hanson's tweet, and its needless to say that this is one of those mind-blowing hands that are found at the WSOP due to the sheer amount of hands being played per hour.

It seems that four players managed to get it all in on a Qx 4x 3x flop.

Player 1: AA
Player 2: QQ
Player 3: 44
Player 4: 33

Yes. You read that correctly. All three players flopped a set and the player with pocket aces was in last place. The turn brought the case Q, sealing the deal for the player with pocket queens. Just to pour salt in the wound, the case 4 peeled off on the river, giving a second player quads. We're unsure as to any more details from the hand, but you can see a first hand picture of it thanks to Bart Hanson's twitter:

[JayR]

so 6 cards are known meaning for one player to hit a set it's 2 cards out of 46 or 4.3%
so for 3 player to hit a set in the same hand its
0.043 to the power of 3 or (.043x.043x.043)
=0.000079507
that means rounding up to 0.008% chance

[Strong Play]

so 6 cards are known meaning for one player to hit a set it's 2 cards out of 46 or 4.3%
so for 3 player to hit a set in the same hand its
0.043 to the power of 3 or (.043x.043x.043)
=0.000079507
that means rounding up to 0.008% chance

lol

[aus-redda]

Odds are ridiculously huge. There was a hand reported at the $1.5k WSOP Re-entry that went:

We caught wind of this hand because of Bart Hanson's tweet, and its needless to say that this is one of those mind-blowing hands that are found at the WSOP due to the sheer amount of hands being played per hour.

It seems that four players managed to get it all in on a Qx 4x 3x flop.

Player 1: AA
Player 2: QQ
Player 3: 44
Player 4: 33

Yes. You read that correctly. All three players flopped a set and the player with pocket aces was in last place. The turn brought the case Q, sealing the deal for the player with pocket queens. Just to pour salt in the wound, the case 4 peeled off on the river, giving a second player quads. We're unsure as to any more details from the hand, but you can see a first hand picture of it thanks to Bart Hanson's twitter:

I'd like to see a replay of this hand. Is it possible you could provide a link to it?
I have calculated the mathematics. Trust me....the odds are huge.
But as another player once said.....that's poker.

[Yorkshire Pudding]

No actual footage as it was not being filmed but the Pokernews link is: Live Reporting | 2012 World Series of Poker | Event 9: $1,500 No-Limit Hold'em Re-Entry | ...Wait what?! | PokerNews

And you can see the tweet here: https://twitter.com/BartHanson/statu...555008/photo/1