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Consider a new office building with n floors and k offices per floor in which you must assign 2nk people to work, each sharing an office with exactly one other person
Consider a new office building with n floors and k offices per floor in which you must assign 2nk people to work, each sharing an office with exactly one other person. Find a closed form solution for the number of ways there are to assign offices if from floor to floor the offices are distinguishable but any two offices on a given floor are not.
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