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How many times do I have to call you?
Define a function \$f:\mathbb{N}\to\mathbb{N}\$ such that \$f^\alpha(n) = n^\alpha\$, where \$f^\alpha\$ denotes composition with itself \$\alpha\$ times. For example, \$f^1(n) = f(n), f^2(n) = f(f(n)), f^3(n) = f(f(f(n)))\$ etc. Therefore, the function you d...