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OpenStudy (anonymous):
"Let n1, n2,...nr be a positive integers such that gcd(ni, nj)=1 for i not equal to j. Then the system of linear congruences; x= a1 (mod n1) x=a2 (mod n2) . . x=ar (mod nr) has a simultaneous solution, which is unique modulo the integer n1n2...nr" help please . verify what the theorem implies. . please. .
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