Fermat’s Minimal Theorem states that if ppp is a first-rate amount and aaa is surely an integer not divisible by ppp, then apaa^p aapa (aaa to the power ppp) is congruent to aaa modulo ppp. Put simply, if we divide apa^pap by ppp, the rest is usually aaa.Other perks incorporate an application for iOS and Android, enabling you to definitely tinker
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