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January 24th, 2009, 03:48 PM   #1
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Question on Modular Arithmetic

Please I ask for a clear proof for the following:

if [color=#BF0000]m1|(a-b), m2|(a-b), . . . , mk|(a-b)[/color] then: [color=#BF0000]l|(a-b)[/color]
where l=[m1, m2, . . . , mk] is the least common multiple of m1, m2, . . . , mk.
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