Consider the integral, \begin{equation*}
\int_0^{33} 10(x - 1)^{-1/5} dx
\end{equation*} If the integral converges, evaluate it. Otherwise, if the integral is divergent, enter $\infty$ or $-\infty$ if it diverges towards positive or negative infinity, respectively, or type an upper-case D if it diverges without being $\pm\infty$.