Proof: If m == n (mod b), prove that gcd(b,m) = gcd(b,n)

redfalcon

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Hey,
I have been staring at this problem for a couple of hours now and have no clue how to solve it. Thus, any help would be greatly appreciated.

Suppose b, m and n are positive integers. If m == n (mod b), prove that gcd(b,m) = gcd(b,n).
 
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