Crazy hand AA V KK V QQ
- AJG
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eddy12325
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Re: Crazy hand AA V KK V QQ
The craziest couple of hands I have ever been in was I got dealt [Kh][Kd] then [Kh][Kd] then [Kh][Kd] I couldn't believe my luck, I flopped a set on 2 of them, and one of them became quads on the river, it was so awesome.
- bennymacca
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Re: Crazy hand AA V KK V QQ
were they both red kings each time? and 3 hands in a row?
(just wanna do some maths, man i am a nerd
)
(just wanna do some maths, man i am a nerd
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Larx36
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Re: Crazy hand AA V KK V QQ
bennymocha wrote:were they both red kings each time? and 3 hands in a row?
(just wanna do some maths, man i am a nerd)
Go for it Ben.... I had a 'discussion' with a guy one night that said the odds are still the same no matter what the hand was before.
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Re: Crazy hand AA V KK V QQ
the odds dont change for each individual hand, it is still 1 in 221 for kings (ignoring suits)
but you can work out what the odds are of getting them 3 times in a row.
but you can work out what the odds are of getting them 3 times in a row.
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- maccatak11
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Re: Crazy hand AA V KK V QQ
Yes the odds of getting two red kings in a particular hand won't change, but getting them three times in a row means the chances will be cubed.
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Re: Crazy hand AA V KK V QQ
I would think the odds of that are the same as any three (predetermined) hands.
So saying what are the odds af me getting [kd] [kh], [kd] [kh] ,[kd] [kh] in three hands...
Is the same as saying what are the odds of me getting [kd] [kh], [8c] [9s], [jh] [4c] in the space of three hands.
Three lots of red kings just looks cool.
So saying what are the odds af me getting [kd] [kh], [kd] [kh] ,[kd] [kh] in three hands...
Is the same as saying what are the odds of me getting [kd] [kh], [8c] [9s], [jh] [4c] in the space of three hands.
Three lots of red kings just looks cool.
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Re: Crazy hand AA V KK V QQ
Getting dealt 2 red kings three times in a row.
2/52 x 1/51 = 1/1326 (this is the probability of getting dealt two red kings once)
Getting dealt your hand three times in a row
1/1326 x 1/1326 x 1/1326 = 1/239,125,536
So its one in 239 million, 125 thousand, 536.
Or a 0.00000042% chance.
2/52 x 1/51 = 1/1326 (this is the probability of getting dealt two red kings once)
Getting dealt your hand three times in a row
1/1326 x 1/1326 x 1/1326 = 1/239,125,536
So its one in 239 million, 125 thousand, 536.
Or a 0.00000042% chance.
Riskers gamble, experts calculate.
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Re: Crazy hand AA V KK V QQ
David wrote:I would think the odds of that are the same as any three (predetermined) hands.
So saying what are the odds af me getting [kd] [kh], [kd] [kh] ,[kd] [kh] in three hands...
Is the same as saying what are the odds of me getting [kd] [kh], [8c] [9s], [jh] [4c] in the space of three hands.
Three lots of red kings just looks cool.
yes, it is the same as the odds of getting any three specific cards in a row.
but KK are awesome
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eddy12325
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Re: Crazy hand AA V KK V QQ
yeah they were red every time, it was one of the best mini-runs I have ever had while playing poker.
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