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It is generally easier to work with integers than sets of integers; that is, the representatives most often considered, rather than their residue classes.
Consequently, {{math|(''a'' mod ''m'')}} denotes generally the unique integer {{mvar|
In particular, {{math|1=(''a'' mod ''m'') = (''b'' mod ''m'')}} is equivalent to {{math|''a'' ≡ ''b'' (mod ''m'')}}, and this explains why "{{math|1==}}" is often used instead of "{{math|≡}}" in this context.
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