\textbf{132.} Three points $A$, $B$, and $C$ are non-coplanar and lie on a line and plane $\Delta$ is not passing through any of these three points. The number of planes parallel to $\Delta$ that are equidistant from all three points is:
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\hfill (1) $1$ \hfill (2) $2$ \hfill (3) $3$ \hfill (4) $4$ \hfill
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