Properties and laws of Boolean logic

A theorem states that if for a natural number $n$ all the following statements are true:

• $n$ is even $(A)$ or $n$ is odd $(B)$

• $n > 1000$ ($C$) or $n < 10$ ($D$)

• $n$ is a prime number ($E$)

$n$ is not divisible by $11$. Write down conditions mentioned in this theorem as a logical statement and simplify it. Write $+$ as $+$ and $\cdot$ as $*$ in your answer. Your answer should consist of $2$ terms and no brackets.