The final answer to the problem of simplifying $(5 − 4i) − 2(3 + 6i)$ is the complex number $-1 − 16i$.

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The next step is to perform subtraction on the simplified expression $(5 − 4i) − (6 + 12i)$. This is done by combining the real parts $(5 - 6)$ and the imaginary parts $(-4i - 12i)$, which results in $-1 − 16i$.

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