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- (a + b) % m = [ (a%m) + (b%m) ] % m
- (a - b) % m = [ (a%m) - (b%m) + m ] % m
- (a * b) % m = [ (a%m) * (b%m) ] % m
- (a / b) % m = [ (a%m) * ((b^-1)%m) ] % m
- Inverso modular con Fermat's Little Theorem:
- a^-1 = a^(p-2) (%p)
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