-Σ-.. . Let S, = 1 = 1+ Note that In(n + 1) < S, s1+ In(n). Note that the sequence {a,} = {S, - In(n)} is bounded and decreasing. Note that the sequence +... + k = 1 {a,} converges to a limit y (called Euler's constant). Approximate y using a,00: (Round your answer to four decimal places.) O.5772

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