\textbf{132.} Plane $P$ and line $d$ and point $A$ are given, and point $Q$ on plane $A$ and line $d$ are assumed. If we draw the line passing through point $A$ and parallel to plane $P$ and intersecting line $d$, in which case is this impossible?
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(1) $Q \cap P \neq \phi$, $d \| P$ \hfill (2) $Q \cap P \neq \phi$, $d \not\| P$
(3) $Q \cap P = \phi$, $d \| P$ \hfill (4) $Q \cap P = \phi$, $d \not\| P$
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