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Mathematics 14 Online
OpenStudy (anonymous):

There is a mansion with 6 doors, which lead to 6 rooms. A woman chooses to sleep in a room every night, and cannot sleep in the same room twice. Also, every night she must sleep in an adjacent room. The rooms at both ends are not adjacent. What is a strategy where you would be guaranteed to find the woman? What is the minimum number of nights for that strategy? (r1)...(r2)...(r3)...(r4)...(r5)...(r6)

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