我是奶龙

$f(n,p)=\prod^{\phi(n)}_{i=0}\sqrt{\log_2({\sum^{\infin}_{x=1}{\frac{1}{x^(2+\sqrt{i})+\int^1_{\infin}\frac{1}{dx+\pi}}}})} \mod (p^{\lfloor n \div p \rfloor + 10^{n-p} \operatorname{xor} (n+p \operatorname{and} n \cdot (\sigma(n)))}(n,q\in \mathcal{N}^+$