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What is the smallest integer value of n > 3 such that an algorithm whose running time is 7n runs slower than an algorithm whose

What is the smallest integer value of n > 3 such that an algorithm whose running time is 7n runs slower than an algorithm whose running time is 7(log2n)4 on the same machine? Justify your answer. (Hint: You may write a program, draw a plot, or/and proof)

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