2 hands in a row, same table...

[tripp0807]

Sorry, it's Full tilt, so no nice converter.

2 consecutive hands. If someone figures out the probability, I'll be impressed.

HAND 1
FullTiltPoker Game #336922517: Table Bradford Hill - $0.10/$0.25 - No Limit Hold'em - 1:41:46 ET - 2005/12/15
Seat 1: MIND FOCKER ($4.35)
Seat 2: servbot ($24.25)
Seat 3: Tiresias ($26.65)
Seat 4: ded-presidents ($11.25)
Seat 5: xxxTDxxx ($6.30)
Seat 6: Kiddoboy ($18.05)
Seat 7: nurseclaire ($38.05)
Seat 8: camaro7957 ($5.40)
Seat 9: EVDomination ($33.30)
MIND FOCKER posts the small blind of $0.10
servbot posts the big blind of $0.25
The button is in seat #9
*** HOLE CARDS ***
Dealt to Tiresias [Ks Kh]
Tiresias raises to $0.85
ded-presidents calls $0.85
xxxTDxxx folds
Kiddoboy folds
nurseclaire folds
camaro7957 folds
EVDomination folds
MIND FOCKER has 15 seconds left to act
MIND FOCKER folds
servbot calls $0.60
*** FLOP *** [4s 5c Jh]
servbot checks
Tiresias bets $2.65
ded-presidents has 15 seconds left to act
ded-presidents raises to $8.50
servbot folds
Tiresias raises to $25.80, and is all in
ded-presidents calls $1.90, and is all in
Tiresias shows [Ks Kh]
ded-presidents shows [Kc Kd]
Uncalled bet of $15.40 returned to Tiresias
*** TURN *** [4s 5c Jh] [2d]
*** RIVER *** [4s 5c Jh 2d] [2h]
nurseclaire: LOL
Tiresias shows two pair, Kings and Twos
ded-presidents shows two pair, Kings and Twos
Tiresias ties for the pot ($11.15) with two pair, Kings and Twos
ded-presidents ties for the pot ($11.15) with two pair, Kings and Twos
*** SUMMARY ***
Total pot $23.45 | Rake $1.15
Board: [4s 5c Jh 2d 2h]
Seat 1: MIND FOCKER (small blind) folded before the Flop
Seat 2: servbot (big blind) folded on the Flop
Seat 3: Tiresias showed [Ks Kh] and won ($11.15) with two pair, Kings and Twos
Seat 4: ded-presidents showed [Kc Kd] and won ($11.15) with two pair, Kings and Twos
Seat 5: xxxTDxxx didn't bet (folded)
Seat 6: Kiddoboy didn't bet (folded)
Seat 7: nurseclaire didn't bet (folded)
Seat 8: camaro7957 didn't bet (folded)
Seat 9: EVDomination (button) didn't bet (folded)



HAND 2
FullTiltPoker Game #336924357: Table Bradford Hill - $0.10/$0.25 - No Limit Hold'em - 1:43:04 ET - 2005/12/15
Seat 1: MIND FOCKER ($4.25)
Seat 2: servbot ($23.40)
Seat 3: Tiresias ($26.55)
Seat 4: ded-presidents ($11.15)
Seat 5: xxxTDxxx ($6.30)
Seat 6: Kiddoboy ($18.05)
Seat 7: nurseclaire ($38.05)
Seat 8: camaro7957 ($5.40)
Seat 9: EVDomination ($33.30)
servbot posts the small blind of $0.10
Tiresias posts the big blind of $0.25
nurseclaire: double wow
The button is in seat #1
*** HOLE CARDS ***
Dealt to Tiresias [Kh Kd]
ded-presidents calls $0.25
Tiresias: damn
xxxTDxxx has 15 seconds left to act
xxxTDxxx folds
Kiddoboy folds
nurseclaire folds
camaro7957 calls $0.25
EVDomination raises to $1
MIND FOCKER folds
servbot raises to $2.25
Tiresias raises to $8.25
ded-presidents folds
camaro7957 folds
EVDomination folds
servbot raises to $23.40, and is all in
Tiresias calls $15.15
servbot shows [Ks Kc]
Tiresias shows [Kh Kd]
*** FLOP *** [Ac 5s Qh]
*** TURN *** [Ac 5s Qh] [5h]
nurseclaire: OMG!!!
servbot: holy !$&#
*** RIVER *** [Ac 5s Qh 5h] [Qc]
ded-presidents: no way
servbot shows two pair, Kings and Queens
Tiresias: this is really wierd
Tiresias shows two pair, Kings and Queens
servbot ties for the pot ($22.95) with two pair, Kings and Queens
Tiresias ties for the pot ($22.95) with two pair, Kings and Queens
*** SUMMARY ***
Total pot $48.30 | Rake $2.40
Board: [Ac 5s Qh 5h Qc]
Seat 1: MIND FOCKER (button) didn't bet (folded)
Seat 2: servbot (small blind) showed [Ks Kc] and won ($22.95) with two pair, Kings and Queens
Seat 3: Tiresias (big blind) showed [Kh Kd] and won ($22.95) with two pair, Kings and Queens
Seat 4: ded-presidents folded before the Flop
Seat 5: xxxTDxxx didn't bet (folded)
Seat 6: Kiddoboy didn't bet (folded)
Seat 7: nurseclaire didn't bet (folded)
Seat 8: camaro7957 folded before the Flop
Seat 9: EVDomination folded before the Flop

I lost money to the rake [img]/images/graemlins/mad.gif[/img]

All you have to do is find the probability of getting KK and square it because the hands are independent. ((4/52)*(3/51))^2= .00002047460125 or 48841 to 1. I think I did the math correctly.

[ QUOTE ]
All you have to do is find the probability of getting KK and square it because the hands are independent. ((4/52)*(3/51))^2= .00002047460125 or 48841 to 1. I think I did the math correctly.

[/ QUOTE ]

Not that its very important, but I think yours is for any one person getting dealt KK twice in a row. Since all 4 K's are dealt to someone at the table here's an approximation...
1st KK dealt to someone at table = (4/52)*(3/51)*10 = 1/22.1
2nd KK dealt to another at table = (2/50)*(1/49)*9 = 1/136
happens 2 times in a row = [(1/22.1)*(1/136)]^2 = 1/9,033,631 = alot of poker before you see it again...