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June 5th, 2014, 08:29 PM   #1
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Joined: Apr 2014
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modulo 3^m residue detection in base 12

Hi

I was trying to do this problem. But i am getting nowhere.

Demonstrate that for natural number m and n, that the modulo 3^m residue of n can be determined from its last m digits when expressed in base 12.

I am not sure what it is asking.

Thanks in advance
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