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Consider the following series written in form of a decimal A=19+199+1999+....+110100−1A = \frac{1}{9} + \frac{1}{99} + \frac{1}{999} + .... + \frac{1}{10^{100} - 1}A=91+991+9991+....+10100−11
Find the digit in the 717171st place after the decimal point.
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