We start by defining the complex numbers involved in the expression: \[ z_1 = -5 - 8i \] \[ z_2 = 7 - 6i \]
Next, we set up the expression for the difference of the two complex numbers: \[ z_1 - z_2 = (-5 - 8i) - (7 - 6i) \]
Now, we perform the subtraction by combining the real and imaginary parts: \[ (-5 - 8i) - (7 - 6i) = (-5 - 7) + (-8 + 6)i = -12 - 2i \]
The result of the difference of the expressions is: \[ -12 - 2i \]
\(\boxed{-12 - 2i}\)
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