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A set of 25 people are standing in a room on positions defined by an 5x5 grid. Each person decides to turn to exactly one
A set of 25 people are standing in a room on positions defined by an 5x5 grid. Each person decides to turn to exactly one of their neighbors and other to shake their hand. A handshake only takes place if two people turn and face each other. What is the the probability that two specfic neighbors end up shaking hands? What is the expected number of handshakes? (A person can see front, back, left, right)
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