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coldmultra
Post Posted: Fri, 18 Mar 2005, 10:55pm    Post subject: Flush Odds Reply with quote
Two Pair
Two Pair

Joined: 10 Jan 2005
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Location: Austin, TX
Anyone know the odds of flopping a flush?
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Greedo017
Post Posted: Fri, 18 Mar 2005, 11:10pm    Post subject: Reply with quote
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my spider senses are telling me its like 1%.
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coldmultra
Post Posted: Fri, 18 Mar 2005, 11:57pm    Post subject: Reply with quote
Two Pair
Two Pair

Joined: 10 Jan 2005
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Location: Austin, TX
That sucks
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JeffreyGB
Post Posted: Sat, 19 Mar 2005, 12:07am    Post subject: Reply with quote
4-of-a-Kind
4-of-a-Kind

Joined: 30 Dec 2004
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Assuming you hold two suited cards?

It's low enough not to factor the odds.

11/50 * 10/49 * 9/48 = 0.0085 = 0.85%
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Waggho
Post Posted: Sat, 19 Mar 2005, 12:10am    Post subject: Reply with quote
Flush
Flush

Joined: 17 Dec 2004
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JeffreyGB wrote:
Assuming you hold two suited cards?



LOL! Otherwise it will be hard! Razz
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coldmultra
Post Posted: Sat, 19 Mar 2005, 12:14am    Post subject: Reply with quote
Two Pair
Two Pair

Joined: 10 Jan 2005
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Location: Austin, TX
That sucks even more.
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SinkRox
Post Posted: Sat, 19 Mar 2005, 8:57am    Post subject: Reply with quote
Full House
Full House

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Location: Brighton, UK
ur suited hole cards flop a flush only 1 in 120 times
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jmontis
Post Posted: Sat, 19 Mar 2005, 12:16pm    Post subject: Reply with quote
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ya, what are the odds in flopping a straight flush, I did it once Razz
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dsaxton
Post Posted: Sat, 19 Mar 2005, 12:27pm    Post subject: Reply with quote
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It's not likely. The exact probability isn't very interesting or even useful.
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thestrokes
Post Posted: Sat, 19 Mar 2005, 12:40pm    Post subject: Reply with quote
Straight
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ill talk my way through this...
Assuming you have a suited connecter, no gaps 2 cards connect with with your hole cards, 2 connect with those 3, and 2 connect with those 4.
2/50 * 2/49 * 2/48=
.04 * .04816 * .0416= .0000801 =.008%...which doesnt sound right...
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Greedo017
Post Posted: Sat, 19 Mar 2005, 1:35pm    Post subject: Reply with quote
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odds of flopping a straight flush... that's tough. just looked it up, its 4899 to 1 if you're holding 98s, so .02%. someone on here might know how to figure it but not me.
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dsaxton
Post Posted: Sat, 19 Mar 2005, 2:02pm    Post subject: Reply with quote
4-of-a-Kind
4-of-a-Kind

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thestrokes wrote:
ill talk my way through this...
Assuming you have a suited connecter, no gaps 2 cards connect with with your hole cards, 2 connect with those 3, and 2 connect with those 4.
2/50 * 2/49 * 2/48=
.04 * .04816 * .0416= .0000801 =.008%...which doesnt sound right...


What? These numbers don't make any sense at all. With two suited pocket cards, there are 11 remaining cards of the appropriate suit left in the deck with 50 unseen cards before the flop. Since one of these has to fall, followed by another, followed by another, the probability is 11/50 * 10/49 * 9/48.
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mimmons775
Post Posted: Sat, 19 Mar 2005, 3:20pm    Post subject: Reply with quote
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ive flopped a straight flush once too. had 97 hearts flop came 6 8 10 of hearts, it was nice.
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a500lbgorilla
Post Posted: Sat, 19 Mar 2005, 3:23pm    Post subject: Reply with quote
LAME HUMOR THAT MAKES FISH LAUGH
LAME HUMOR THAT MAKES FISH LAUGH

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mimmons775 wrote:
ive flopped a straight flush once too. had 97 hearts flop came 6 8 10 of hearts, it was nice.


You.. mean you flopped a straight flush?

-'rilla
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mimmons775
Post Posted: Sat, 19 Mar 2005, 3:26pm    Post subject: Reply with quote
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yeah thats what i said
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BradCKY
Post Posted: Sat, 19 Mar 2005, 3:28pm    Post subject: Reply with quote
High Card
High Card

Joined: 12 Mar 2005
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Thanks dsax I've been wondering that.
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a500lbgorilla
Post Posted: Sat, 19 Mar 2005, 3:33pm    Post subject: Reply with quote
LAME HUMOR THAT MAKES FISH LAUGH
LAME HUMOR THAT MAKES FISH LAUGH

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Location: This room is a good place to be
mimmons775 wrote:
yeah thats what i said


May bad, I read it as a "flush and a straight."

I'm having trouble reading stuff recently. My eyes are gone!

-'rilla
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mimmons775
Post Posted: Sat, 19 Mar 2005, 3:37pm    Post subject: Reply with quote
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its ok, you might wanna get that checked out haha
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JeffreyGB
Post Posted: Sat, 19 Mar 2005, 3:54pm    Post subject: Reply with quote
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dsaxton wrote:
thestrokes wrote:
ill talk my way through this...
Assuming you have a suited connecter, no gaps 2 cards connect with with your hole cards, 2 connect with those 3, and 2 connect with those 4.
2/50 * 2/49 * 2/48=
.04 * .04816 * .0416= .0000801 =.008%...which doesnt sound right...


What? These numbers don't make any sense at all. With two suited pocket cards, there are 11 remaining cards of the appropriate suit left in the deck with 50 unseen cards before the flop. Since one of these has to fall, followed by another, followed by another, the probability is 11/50 * 10/49 * 9/48.


Those numbers do make sense. He was working out the probability of flopping a straight flush, not just a flush. Why it worked out to be higher than the percent someone listed, I don't know (except that perhaps someone didn't figure things right when coming up with that ratio).

- Jeffrey
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dsaxton
Post Posted: Sat, 19 Mar 2005, 4:09pm    Post subject: Reply with quote
4-of-a-Kind
4-of-a-Kind

Joined: 28 Jan 2005
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Location: Arlington, VA
JeffreyGB wrote:
dsaxton wrote:
thestrokes wrote:
ill talk my way through this...
Assuming you have a suited connecter, no gaps 2 cards connect with with your hole cards, 2 connect with those 3, and 2 connect with those 4.
2/50 * 2/49 * 2/48=
.04 * .04816 * .0416= .0000801 =.008%...which doesnt sound right...


What? These numbers don't make any sense at all. With two suited pocket cards, there are 11 remaining cards of the appropriate suit left in the deck with 50 unseen cards before the flop. Since one of these has to fall, followed by another, followed by another, the probability is 11/50 * 10/49 * 9/48.


Those numbers do make sense. He was working out the probability of flopping a straight flush, not just a flush. Why it worked out to be higher than the percent someone listed, I don't know (except that perhaps someone didn't figure things right when coming up with that ratio).

- Jeffrey


Actually, the numbers still make no sense. In order to find the probability of flopping a straight flush, you need to know how closely connected your cards are, and also their rank. This would tell you how many sets of 3 connected and suited cards will give you a straight flush, and then you have to find how many different ways each of these sets of 3 cards can flop. It's not as simple as just multiplying three numbers together and getting the answer.
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fluffysnurgle
Post Posted: Thu, 24 Mar 2005, 11:16pm    Post subject: Reply with quote
High Card
High Card

Joined: 24 Mar 2005
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The biggest freak accident hand I've been involved in is when I had 45 hearts, flop came 678 hearts, flopped a straight flush! But someone else had the 9 and 10. I lost my stack.

I've also flopped a royal flush, but that was playing limit Omaha, so the odds are better. Everyone folded (probably should not have bet) so I didn't even get to show it down. Hey, at least I didn't lose.
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SinkRox
Post Posted: Fri, 25 Mar 2005, 8:40am    Post subject: Reply with quote
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Joined: 09 Mar 2005
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fluffysnurgle wrote:
The biggest freak accident hand I've been involved in is when I had 45 hearts, flop came 678 hearts, flopped a straight flush! But someone else had the 9 and 10. I lost my stack.


Thats harsh! Ive lost a flush to straight flush before in a live game. I've played so much poker online for a year yet the only time ive seen a royal flush was when my girlfriend got one, and she hardly plays.
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pantherhound
Post Posted: Thu, 31 Mar 2005, 11:17am    Post subject: Reply with quote
Flush
Flush

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I folded 76s pre flop in a casino tournament to see, in numerical order, 8 9 10s come down. It was like it was taunting me by making itself unmissable.
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DWDuck
Post Posted: Thu, 31 Mar 2005, 1:54pm    Post subject: Reply with quote
Straight
Straight

Joined: 20 Jan 2005
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Location: Canada eh?
The 4899:1 odds are correct. Here is why.

I'm only calculating the probability of flopping a straight flush with suited connectors with at least 3 cards on both sides that can be used. (ie, JQ will not work since you only have AK above that). To do this, you need to consider all straight flushes possible. For 98s, these cards must be considered:

Five of Spades Six of Spades Seven of Spades Eight of Spades Nine of Spades Ten of Spades Jack of Spades Queen of Spades

Looking at the diagram above, you can see that we can make 4 different straight flushes here. Let's narrow down to a single straight flush, say:

Eight of Spades Nine of Spades Ten of Spades Jack of Spades Queen of Spades

The odds of flopping this flush if you hold the 8 and 9 is:

Odds = 3/50*2/49*1/48 = 1/14700 = 0.0068%
(incidently, this is the odds of flopping a royal flush if you hold 2 suited cards T or higher)

Explained quickly, there are 3 cards that can come up on the first flopped card, 2 on the second, and one on the third. Now, going back to before... since there are 4 different straight flushes we can get with 98s, the odds of flopping a flush are the above multiplied by 4. This is:

Odds = 4(3/50*2/49*1/48) = 1/4900 = 0.02%

Dancing

Good to know that after 4900 hands you might flop a straight flush. Sucks that you probably got it in EP and folded it.

D'oh!

Darkwing
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jmontis
Post Posted: Thu, 31 Mar 2005, 2:11pm    Post subject: