Use (x) to represent the largest integer not exceeding x, and let the natural number n satisfy ((1/15))+((2/15))+((3/15))+…+(((n-1)/ 15))+(((n)/15))>2011, what is the minimum value of n?
以(x)表示不超过x的最大整数，设自然数n满足((1/15))+((2/15))+((3/15))+…+(((n-1)/15))+(((n)/15))＞2011，则n的最小值是多少？
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