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Poker Quiz/Conundrum


Big Country
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Situation - You are playing heads up. After the turn, your opponent has the best hand. What scenario provides you with the most outs to not lose the hand?

 

Scenario means what is your holding, your opponents holding and what are the 4 cards on the board.

 

Discuss and I will be back later with what I believe to be the answer.

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Situation - You are playing heads up. After the turn, your opponent has the best hand. What scenario provides you with the most outs to not lose the hand?

 

Scenario means what is your holding, your opponents holding and what are the 4 cards on the board.

 

Discuss and I will be back later with what I believe to be the answer.

 

 

My first thought was a flush/inside straight draw ... that would give me all of the remaining cards in one suit plus the 3 cards on each end of the straight.

 

So my hand would be something like 10-J-Q-K of spades. Meaning I can hit any of the remaining 9 spades that were not in somebody else's hand and the remaining 9s and As.

Edited by Grits and Shins
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Opponent has low pair, I have over cards and an open ended straight flush draw?

 

Opp:

3D 8D

 

Board:

8C 9C 2S AS

 

My hand:

JC 10C

 

Outs:

All four 7s

Three remaining 10s

Three remaining Js

All four Qs

Remaining 7 clubs

 

= 21 outs / 44 cards = 48% to draw out for the win

 

Am I Close?

 

 

Edit: said spades but meant clubs

Edited by Tford
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Opponent has low pair, I have over cards and an open ended straight flush draw?

 

Opp:

3D 8D

 

Board:

8C 9C 2S AS

 

My hand:

JC 10C

 

Outs:

All four 7s

Three remaining 10s

Three remaining Js

All four Qs

Remaining 7 spades

 

= 21 outs / 44 cards = 48% to draw out for the win

 

Am I Close?

 

 

Warmish, but I would reread the actual question posed.

 

 

What scenario provides you with the most outs to not lose the hand?

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Warmish, but I would reread the actual question posed.

What scenario provides you with the most outs to not lose the hand?

 

 

Ah, must figure a way to include some form of chop to help out my %. Clever BC, clever.

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Opp has ace-rag. Board is double paired and I have an open-ended straight flush draw.

 

Opp:

AD 3C

 

Board:

7H 8H 7S 8S

 

My hand:

9H 10H

 

Outs:

Two remaining 7s for a chop

Two remaining 8s for a chop

Three remaining 9s

Three remaining 10s

All four 6s

All four Js

Remaining 7 hearts

 

Outs: 25 cards / 44 cards in the deck = 57%

 

How's this?

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Opp has ace-rag. Board is double paired and I have an open-ended straight flush draw.

 

Opp:

AD 3C

 

Board:

7H 8H 7S 8S

 

My hand:

9H 10H

 

Outs:

Two remaining 7s for a chop

Two remaining 8s for a chop

Three remaining 9s

Three remaining 10s

All four 6s

All four Js

Remaining 7 hearts

 

Outs: 25 cards / 44 cards in the deck = 57%

 

How's this?

 

 

Much closer than the previous attempt, but, if I am correct, I have a situation that is much more favorable for us to not lose. I'll post that in about 20 minutes or so to give you a bit more time to mull it over.

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Opp:

4D 2D

 

Board:

AD AS AH KS

 

My hand:

3S 2S

 

Outs:

Every card except for:

Three remaining fours

 

Outs: 41 cards / 44 cards = 93% to chop or win

Edited by Tford
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Opp:

4D 2D

 

Board:

AD AS AH KS

 

My hand:

3S 2S

 

Outs:

Every card except for:

Three remaining fours

 

Outs: 41 cards / 44 cards = 93% to chop or win

 

 

This must be from PokerStars where everyone plays anything suited because they're morans.

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Definitely on the right track TFOrd, however, I believe the scenario I am about to present has our opponent with the best hand as of the turn, but gives us 100% of the deck to either win or tie.

 

Opponent holds 7 of diamonds, 2 of hearts

You hold the 5 and 6 of clubs

The board is 3344, club and spade for each.

 

I believe there is no card in the deck that gives the opponent a win.

 

Any non-club ace through 8 gives a split pot. (21 outs)

Any club Ace through 8 gives us a win. (7 outs)

Any 2, 5, 6 or 7 gives us a win. (12 outs)

Any 3 or 4 gives a split pot. (4 outs)

 

So, 25 outs to tie, 19 outs to win. Our opponent has zero outs to win.

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Definitely on the right track TFOrd, however, I believe the scenario I am about to present has our opponent with the best hand as of the turn, but gives us 100% of the deck to either win or tie.

 

Opponent holds 7 of diamonds, 2 of hearts

You hold the 5 and 6 of clubs

The board is 3344, club and spade for each.

 

I believe there is no card in the deck that gives the opponent a win.

 

Any non-club ace through 8 gives a split pot. (21 outs)

Any club Ace through 8 gives us a win. (7 outs)

Any 2, 5, 6 or 7 gives us a win. (12 outs)

Any 3 or 4 gives a split pot. (4 outs)

 

So, 25 outs to tie, 19 outs to win. Our opponent has zero outs to win.

 

 

Impressive, but I'd get check-raised and cough up the hand because I'm not that good at poker. :D

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Great quiz BC.

 

Here's a follow-up question (no googling or using the odds calculator :D )

 

Playing heads up, which two hands preflop leads to the most dominating position possible for one of the two players?

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Great quiz BC.

 

Here's a follow-up question (no googling or using the odds calculator :D )

 

Playing heads up, which two hands preflop leads to the most dominating position possible for one of the two players?

 

 

 

KK vs. K2

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This is correct, KK vs K2 when the 2 is the same suit as one of the opponent's Kings.

 

Should have known the dealer would come through with the quick answer.

 

 

Isn't the correct answer:

 

"Pocket AA or KK"

vs.

"High card same as PP and any lower card that is both (i) of the same suit as one of the cards in the PP and (ii) unable to make a straight with the other card"

 

...so, I believe the odds in favor of "KK" vs "K2" (if the 2 is of the same suit as one of the two KK) would be the same as, say "AA" vs "A7" (where the 7 is of the same suit as one of the two AA)...

Edited by muck
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Isn't the correct answer:

 

"Pocket AA or KK"

vs.

"High card same as PP and any lower card that is both (i) of the same suit as one of the cards in the PP and (ii) unable to make a straight with the other card"

 

...so, I believe the odds in favor of "KK" vs "K2" (if the 2 is of the same suit as one of the two KK) would be the same as, say "AA" vs "A7" (where the 7 is of the same suit as one of the two AA)...

 

 

Wrong. Odds in favor in the KK vs K2 are 94.16%. Odds in favor of the AA vs. A7 are 92.94%.

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Wrong. Odds in favor in the KK vs K2 are 94.16%. Odds in favor of the AA vs. A7 are 92.94%.

 

 

How?

 

With KK/K2, if the board flops quads or a straight, its a split pot. The only way K2 wins is with a set of 2s, a low straight (i.e. 2-6) or a flush in the suit of his K.

 

With AA/A7, if the board flops quads or a K through 10 for a straight, it's a split pot. The only way A7 wins is with a set of 7s, a low straight (3-7) or a flush in the suit of his A.

 

...what am I missing? How are the odds different?

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How?

 

With KK/K2, if the board flops quads or a straight, its a split pot. The only way K2 wins is with a set of 2s, a low straight (i.e. 2-6) or a flush in the suit of his K.

 

With AA/A7, if the board flops quads or a K through 10 for a straight, it's a split pot. The only way A7 wins is with a set of 7s, a low straight (3-7) or a flush in the suit of his A.

 

...what am I missing? How are the odds different?

 

 

I thought the same thing muck, seems that the odds should be the same. Card Player's odds calculator say the KK is a bigger favorite. Anyone know why this is?

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I thought the same thing muck, seems that the odds should be the same. Card Player's odds calculator say the KK is a bigger favorite. Anyone know why this is?

 

 

After reading Cyclone's previous post, I ran it too - got the same results of course, the only other think I noticed is that the odds of a chop are also different - in K-K vs. K-2, odds of a split are 1.53%, while for the A-A vs A-7 scenario, the odds of a chop are 1.41%.

 

I don't get it either. :D

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