To compare $8$ and $-|-8|$, simplify the expression containing the absolute value first. The absolute value of $-8$ is $8$, so $|-8| = 8$. Applying the negative sign outside the absolute value yields $-8$. Comparing the two integers on the number line, $8$ is to the right of $-8$, which means $8 > -8$. Therefore, substituting the simplified form gives the final relationship: $8 > -|-8|$. This demonstrates evaluating the absolute value before applying an external negation when determining order.