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They kept protesting that I was trying to have it both ways. But there are at least 5 or 6 other ways I am also trying to have it.
The sender’s preferences depend on the gap between her decision and the ethical decision and on her “reputation So the sender’s reputational concerns may arise for ethical reasons. The receivers do not know the sender’s preferences – is the sender ethical or biased towards one receiver or the other? A receiver is more likely to support the sender the closer is the sender’s decision is to his own policy preference.
In the bottom of the 8th inning of tonight’s game 3 of the NLDS, Anthony Rizzo blooped a single to shallow left and Leonys Martin scored what proved to be the winning run. The noteworthy thing is that Martin scored from second base on a ball that was so shallow it was playable by the shortstop. The reason he was able to score from second is that there were two outs and he was free to run without worrying about potentially tagging if the ball was caught. So this raises an interesting question: was this a situation in which the Cubs were better off with two outs (as opposed to one or zero)?
In this story you are the House of Representatives, X is repeal of the mandate and Y is rollback of Medicaid. You have been offered X in the form of the “skinny repeal That is, will the House just pass the skinny bill as Lindsey Graham and John McCain worry they might? Because the House always has the *option* of passing the skinny bill, whatever they do finally agree to in the conference committee will have to be at least as good for the House majority as what they could take immediately.
And indeed the reason he knows he will quit after running half the distance is that he knows that when he gets there he will know that after running another half the distance he will still quit so why bother. The Marathon game is not continuous at infinity. To make it continuous at infinity, assume that Zeno’s fans will be almost as proud of him if he runs 26.1999 miles as they would be if he ran the remaining one-millionth of a mile. If so, then Zeno’s payoff from nearly completing the Marathon is positive and the Quitting strategy becomes improvable.