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Possibly interesting discussion on going all in.
Let's set up a scenario. Let's set all things equal. You're down to 4 players.
All players have equal stacks of 3,000. You're on the button. Blinds are 300/600. You've got no read on your players. You look down and find a Q7, the absolute median poker hand. UTG has folded. You push, hoping the blinds will fold, given that we're on the bubble. If your calculation is correct, you will pick up 900 in chips.
Now, lets hold everything equal, except we'll move you into the small blind, so you've got 300 in the pot. UTG and the button have folded. You get your Q7 and push. If you're right, you'll make 600 in profit.
In the first scenario you have to get two players to fold. In the second, you've only got one perseon to get through to pick up his blind.
My question is this: Which is the better play?
My instinct is that the second play is better. You're already somewhat in the pot, so you're really only investing 2700 to make 600 net. Your stack would be 3600. I'm really not sure how to calculate your blind in here. Perhaps that's something we could discuss.Your net is 20% if you succeed.
In the first scenario, you're investing 3000 to win 900. Your stack would be 3900. Your net is 30 Percent, should you succeed.
But if we divide those totals by the number of people we need to get through, and consider each one independently, in the first scenario, each fold is only worth 15 percent, whereas with only one person, the gamble nets the full 20 percent if it succeeds.
My math may be all crazy, so that's open for discussion too. Just an interesting question I've been kicking around. Discuss.
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