# Find the Undefined

Algebra Level 4

$\large{z=\sqrt{-4} \left( \log _2 (-4) +\arcsin { \left( -4 \right) } \right)}$

If $$Re(z)$$ can be expressed in the form $\ln { (A-B\sqrt { C } )-D\pi }$ Where $$A, B, C, D$$ are natural numbers and C is not divisible by a perfect square, submit the value of $$A+B+C+D$$ as your answer.

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