Question: You are given n sorted sequences each one containing n keys. You may assume n is a power of two. We want to merge them

You are given n sorted sequences each one containing n keys. You may assume n is a power of two. We want to merge them into one sorted sequence containing all the keys. Assume all of the keys are distince. What is an upper bound on the number of comparisons performed. Provide a multiplicative constant for the most important number and as much as possible for the remaining terms. (Only the result counts.)

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