It is a rare set up but it can happen only 3 clubs missing if I counted right. The shuffling is random.
Well A high flush will be the winner here.
Another fine setup is two players with one card flushes, one A high and the other a straight flush, no royal flush possible.
All gives a lot of action.
Well A high flush will be the winner here.
Another fine setup is two players with one card flushes, one A high and the other a straight flush, no royal flush possible.
All gives a lot of action.
I don't know the odds, but I have seen this happen in one hand, of course the player with the highest card would win outright, and if you think about it logically there is a possibility that 5 players could theoretically hit a flush.BigKulpPoker said:
5 Players with 2 suited cards = 10 cards, with 3 on the flop making a total of 13 suited cards, so it is possible, but highly unlikely.
In a cash game I was playing Q/10 of spades and my opponent had 8/9 of spades when the flop dropped 3 spades K,J,7, We were both aware that the other player could have the Ace so proceeded with a little caution, but we were both drawing to a straight flush, him needing the 10, that I was holding and me needing the 9, that he had, or the Ace for the Royal Flush.
Miraculously I hit the Ace on the River and made a Royal.
mardi1987 said:
That's with the big assumption that the 3 players already happen to hold 6 cards of the same suit, which happens about once per 2966 hands. If we assume that they hold random cards instead, then the probability for a triple flush on the flop is more like 1 in 1286390:
Code:
1/((12/51)*(11/50)*(10/49)*(9/48)*(8/47)*(7/46)*(6/45)*(5/44))If 5 players with random hands see a flop, all 5 will have a flush once in 158753389900 draws.
If we assume that 3 players hold suited hole cards, the chance for them to hold the same suit and to flop a flush is about 1 in 10514.
Code:
1/((11/50)*(9/48)*(7/46)*(6/45)*(5/44))
Pretty sick cooler and I dont know, if I have actually ever seen 3 flopped flushes in the same hand. Nice to be the guy with the best one. If we are to analyse the hand just a bit, maybe the guy with the 8 high flush could have gotten away on the turn, when there is a raise and a jam behind him? Maybe once in a while he is against someone with the nut flushdraw and someone with a set, but even then his opponents have a lot of outs. And when either opponent has a better flush, he is way behind drawing to two outs at most. So for me at least I think, he could have saved himself the last $43 and watched the guy with the K high flush get stacked 🙂
I watched this short video and everyone has a flash but it will be so common that you don't have to worry about it especially if you're a strong player you'll understand that someone has an older flash when you play against 2 players and you can fold your card but they played to the end which is also a mistake
skaniol said:
I would disagree, If 3 players hold 6 cards of the same suit the chance is 1:433 or 0.2306%
| If you have suited cards, you flop a flush | 0.8418% | 1:118 |
| If two players have suited cards, both flop a flush | 0.4857% | 1:205 |
| If three players have suited cards, all three flop a flush | 0.2306% | 1:433 |
| Heads-Up, both players are dealt suited cards and flop a flush | 0.0051% | 1:19,490 |
| Two players at a 6-max-table are dealt suited cards and both flop a flush | 0.0770% | 1:1,298 |
| Two players at a full ring table are dealt suited cards and both flop a flush | 0.1847% | 1:540 |
| Three players at a 6-max-table are dealt suited cards and all three flop a flush | 0.0012% | 1:85,758 |
| Three players at a full ring table are dealt suited cards and all three flop a flush | 0.0035% | 1:28,585 |
No, but in this case they had... And the question is what is the chance of that player hitting a flush on the flop, and the answer is 1:433BigKulpPoker said:
Another situation:
Three players at a full ring table are dealt suited cards and all three flop a flush is 0.0035% or 1:28585
