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Wcoop #4: $215 Nlhe Headsup


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im excited as well.. ive played a lot of the 22's and theyre great fun except for the fact i cant win more than 2 in a row and you need to win 3 to get paid, haha

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Somebody doublecheck my math please -According to the wizard of odds, if you hold KK vs one player, he will have AA .49 times out of 100 (http://wizardofodds.com/askthewizard/holdem-probabilities-pairs.html) So if there are 2047 matches, and each one has a .0049/1 chance of starting off AA vs KK, the odds of at least one match starting out AA vs KK are ((.49*2047)/100) = 10/1 in favor of it happening, right? Or am I wayyyyy off?

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Somebody doublecheck my math please -According to the wizard of odds, if you hold KK vs one player, he will have AA .49 times out of 100 (http://wizardofodds.com/askthewizard/holdem-probabilities-pairs.html) So if there are 2047 matches, and each one has a .0049/1 chance of starting off AA vs KK, the odds of at least one match starting out AA vs KK are ((.49*2047)/100) = 10/1 in favor of it happening, right? Or am I wayyyyy off?
You are wayyyyy off. Your numbers would be right if one person was guaranteed to start each match with KK.
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ok, i think this is right?yet again from the wizard of odds, the chances of someone having AA is 6/1236 and the odds of someone having KK is 6/1225. So, ((6/1225)*(6/1236))*2047= .0454 or about a 1 in 22 chance of it happening?

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ok, i think this is right?yet again from the wizard of odds, the chances of someone having AA is 6/1236 and the odds of someone having KK is 6/1225. So, ((6/1225)*(6/1236))*2047= .0454 or about a 1 in 22 chance of it happening?
Kings 4/52 * 3/51 = 1/221Aces (with 2 kings missing) 4/50 * 3/49 = 12/2450Total odds = About 4.5% (Pretty close to your guess)Edit: This may be wrong because the first guy can get either aces or kings. 8/52 * 3/51...
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ok, i think this is right?yet again from the wizard of odds, the chances of someone having AA is 6/1236 and the odds of someone having KK is 6/1225. So, ((6/1225)*(6/1236))*2047= .0454 or about a 1 in 22 chance of it happening?
1 in every 22 matches or 1/22 times this tournament was run assuming its run multiple timesjw bc im confused
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1 in every 22 matches or 1/22 times this tournament was run assuming its run multiple timesjw bc im confused
I think the odds of it happening during the entire tournament are 1 in 22.
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