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what the?


Apollo81

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justin, I don't think pass can be right. I think it's pretty clear either opps are stealing or our side has a good save. We just have to guess which... lol. Pass is gambling they're going down vs nothing. That's hardly expectable. (Can happen of course, but I wouldn't count on it..)

This argument is wrong. Even if you know 100 % that you must either bid (if they make) or double (if they're down), pass can be the right bid. I will let you figure out why.

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justin, I don't think pass can be right. I think it's pretty clear either opps are stealing or our side has a good save. We just have to guess which... lol. Pass is gambling they're going down vs nothing. That's hardly expectable. (Can happen of course, but I wouldn't count on it..)

This argument is wrong. Even if you know 100 % that you must either bid (if they make) or double (if they're down), pass can be the right bid. I will let you figure out why.

Off hand, I'd note that while if your assumptions are correct pass can't be the best call, it also can't be the worst. So you need look at the cost of being wrong. Passing and avoiding the guess might well be the best (or least bad) option.

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well, it's not immediately obvious what you mean, so I aint gonna bother too much about it

simple model: given their range of hands 50 % of the time they make, 50 % of the time they go down. We will go for 300 75 % of the time, 100 25 % of the time

 

By doubling our total point expectation is (.5*-590)+(.5*100)= -245.

By passing our total point expectation is (.5*-420)+(.5*50)= -185

By saving our total point expectation is (.75*-300)+(.25*-100)= -250

 

As you can see passing is our best action even though our save is always better than them making, and when they don't make they go down (obviously). Passing is best by a big margin too. Obviously there are more factors but this is the general idea, and can (and often does) hold true.

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