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In the hypothesis Pr[Ai]xijN(i)(1xj)\Pr[A_i] \le x_i\prod_{j\in N(i)}(1-x_j), suppose xi=1/4x_i = 1/4 for all ii and AiA_i has exactly two neighbours. What is the largest probability Pr[Ai]\Pr[A_i] allowed?
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