思考清楚你应该采取什么行动的概率后会相对容易些，但给答案时却依然反直觉行之——甚至对那些数学领悟力超强的人而言也是如此。
It's relatively easy to run through the probabilities that show which action you should take, but the answer remains counterintuitive-even for those with an exceptional grasp of math.
鉴于上述原因，首先在序贯型博弈中定义了行动序列和实现概率等概念并给出相关定理。
For these reasons, first of all, the definitions of the action sequence and realization probability and related theorems are introduced.
他们不断计算概率，当计算结果有利时他们就会行动。
They keep calculating odds and act only when mathematics point in their favor.
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