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Euler's theorem relate to the remainder of various powers and has applications ranging from modern cryptography to recreational problem-solving. See more

How many positive integers \(n>1\) evenly divide \(a^{13}-a\) for all positive integers \(a?\)

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Find the sum of all prime numbers \(p\) such that \(p|\underset { p }{ \underbrace { 111\dots 1 } } \).

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\[\Huge \color{blue}9^{\color{green}8^{\color{red}7^{\color{brown}6 ^\color{magenta}5}}}\]

What are the last two digits when this integer fully expanded out?

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Find the tens digit of \[ \Large 2014^{2014^{2014}}. \]

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