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  #1  
Old 11-15-05, 12:52 PM
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And yes, there will be a cash prize.
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Old 11-15-05, 01:36 PM
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Today's "money" question is going to have to do with counting outs. It will not be posted for at least a few hours (to give people a chance to see this).

Here's a warmup question, just for fun. No money prize here, just bragging rights: Exactly how many different combinations of turn/river cards are there in a Heads Up situation in Hold'Em?

In other words, if someone needs to hit perfect-perfect runner-runner to make a straight flush (for example), what are their chances?
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Old 11-15-05, 01:43 PM
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Never mind
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Last edited by GeoffM; 11-15-05 at 01:45 PM.
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Old 11-15-05, 01:44 PM
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990 possible turns/rivers

.1% to make the runner runner SF

or 989:1
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Last edited by BlibbityBlabbity; 11-15-05 at 01:47 PM.
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Old 11-15-05, 01:47 PM
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It would be 1/47 * 1/46 would it not?

The chances of hitting runner-runner would be 1/47*46/2, or
1/1,081?

I used 47 and 46 since opponents 2 cards are unknown.
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Old 11-15-05, 01:49 PM
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(45 possible turn cards*44 possible river cards)/2 (to account for the same two cards in reverse order)= 990 (possible two cards combinations)

7 cards are already out after the flop
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