(8) \( \left[(-2)^{5}-(-3)^{3}\right]^{2} \) \( [+32-(-27)]^{2} \)

Let's break it down in a fun way! First, calculate \((-2)^{5}\) and \((-3)^{3}\). We find that \((-2)^{5} = -32\) and \((-3)^{3} = -27\). So, the expression inside the brackets becomes \((-32 - (-27)) = -32 + 27 = -5\). Now, squaring \(-5\) gives us \(25\). Next, for the second expression, we compute \(32 - (-27)\), which simplifies to \(32 + 27 = 59\). Squaring \(59\) results in \(3481\). Now we have \(25\) and \(3481\)!