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-   -   Nut Flush on the River (http://archives2.twoplustwo.com/showthread.php?t=284339)

Mayhap 07-01-2005 12:22 PM

Nut Flush on the River
 
I just started playing O8. I'm wondering is it insane to call on the river with a nut flush if the board is paired? Is a boat more than a 50% possiblility in that situation?

Wintermute 07-01-2005 01:01 PM

Re: Nut Flush on the River
 
situational

beerbandit 07-01-2005 02:14 PM

Re: Nut Flush on the River
 
pretty vague question


how many players in?

action to that point?

did the board pair on the river?

how big is the pot?

postition?

is there a low, do you have a low?

Ironman 07-01-2005 02:31 PM

Re: Nut Flush on the River
 
Yeah...we need more information, but...basically you are in BIG trouble. I would probably do a check call thing for one bet on the river, but give up the hand with a lot of action.

Dave

Buzz 07-01-2005 03:41 PM

Re: Nut Flush on the River
 
Mayhap - Would you call if you held the worst possible full house? Yes?

Well, the nut flush is just one step down from the worst possible full house.

Let’s stack the deck to make the final board 6c9c9dTdJc and the hand of the player in the last seat Ac2cAh3h. The player in the last set thus will have the nut flush 10000 times out of 10000 and will only be beaten by an opponent with a full house or better. Let’s give eight opponents random hands. Here’s the data:
Ac2cAh3h....2013 win...................7987 lose....9PP.......nut flush

In this simulation, the player with the nut flush lost 7987 times. In other words,
(1) when you have a nut flush and eight opponents have been dealt cards,
(2) when the board is paired, and
(3) assuming that nobody has folded the cards that would make quads or a full house -
then someone will have a full house (or quads) about four times out of five.

When the final board is 6c9c9dTdJc, in addition to quads, there are six possible full houses. Three of these involve a hand with a pair and three don’t. Following is how each particular type of full house fares when given to the player in the last seat:

10000 trials each. Eight opponents with random hands:
Ac2c6h6d....2903 win...................7097 lose....9PP....underboat
Ac2c6h9h....4466win.....514 tie....5022 lose....9PP....boat
Ac2c9hTh....5967 win....709 tie....3324 lose....9PP....boat
Ac2c9hJh....7160 win....842 tie....1988 lose.....9PP....boat
Ac2cThTd....7990 win...................2010 lose.....9PP....overboat
Ac2cJhJd.....9488 win.....................512 lose.....9PP....overboat
Ac2c9h9d..10000 win.........................0 lose.....9PP....quads

In other words, I ran eight separate nine-handed simulations, 10000 trials each, stacked the deck each time to make the final board 6c9c9dTdJc each time, and also stacked the deck so as to give the player in the last seat a specific hand each time. The specific hands were:
Ac2cAh3h.......(made the nut flush)
Ac2c6h6d.......(made an underboat)
Ac2c6h9h.......(made a boat)
Ac2c9hTh.......(made a boat)
Ac2c9hJh.......(made a boat)
Ac2cThTd.......(made an overboat)
Ac2cJhJd........(made an overboat)
Ac2c9h9d.......(made quads)
Pertinent results are shown above. If I ran the exact same simulations again, I’d expect the numbers to be a bit different, but in the same ball park. If I ran a series of similar simulations (stacked deck with paired board and hand that for sure makes the nut flush or some particular type of full house), I’d expect the numbers to be a bit different, but in the same ball park.

Keep in mind that some of your opponents will fold hands that would have ended up as a full house. And other of your opponents will bet as though they have the nuts when the board pairs.

Bottom line: Do you call a bet on the river with the nut flush when the board is also paired and an opponent bets? Depends, but generally yes, I think you should. I do.

Buzz

Mayhap 07-01-2005 05:12 PM

Re: Nut Flush on the River
 
Thanks for the responses especially the extensive one from Buzz.

MortalWombat 07-01-2005 05:40 PM

Re: Nut Flush on the River
 
As a follow-up to the question, what overall percentage of boards are paired by the river?

Alchemist 07-03-2005 12:18 PM

Re: Nut Flush on the River
 
[ QUOTE ]
As a follow-up to the question, what overall percentage of boards are paired by the river?

[/ QUOTE ]

Hopefully my math is correct....

1-[(48/51)*(44/50)*(40/49)*(36/48)] = 49.29% of boards will have at least one pair.

stud7champ 07-04-2005 06:04 AM

Re: Nut Flush on the River
 
If the betting has been heavy dont waste your money most times the full house is out there. if a low is on the board and you have the nut low you may want to take a chance. Again you need to review the pot odds when you make the call.


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