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(Fight, quit). That's this equilibrium,
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so we're going to get V and 0 tomorrow.
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So let's add those in.
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So this will be +V and this will be +0.
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And let's just put some chalk around here
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to indicate that these are going to be continuation payoffs.
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So this is the matrix we're going to use to analyze the first stage of the game
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in the case where the equilibrium we're playing tomorrow is (Fight, quit).
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And as I promised, we have to do this twice.
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So the other case, of course,
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is if we're in the other equilibrium tomorrow.
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So let's just do that.