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(Gibbons 4.9) If there is a partition PBE with n = 3 in the Crawford-Sobel uniform-quadratic model, what is the maximum value b>0 can have?

(Gibbons 4.9) If there is a partition PBE with n = 3 in the Crawford-Sobel uniform-quadratic model, what is the maximum value b>0 can have? What is the expected value of the action taken by the recipient in the n=2 and n=3 equilibriums? Can a partition PBE exist for every n?

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