\textbf{136-} Circles $C$ and $C'$ are tangent at point $(0,1)$ and their common internal tangent lines with respect to circle $C$ are equidistant from point $(-3, 2)$. If circle $C'$ with radius $\sqrt{5}$ passes through $(-3,2)$, what is the center of circle $C'$?
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(1) $(-1, 3)$ \hfill (2) $(-1, 2)$
(3) $(1, -2)$ \hfill (4) $(1, -1)$
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