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A line \(d(A, \Vect{u})\) is parallel to a plane \(\mathscr{P}(C, \Vect{v}, \Vect{w})\) if:
\(\Vect{u}\) is collinear with \(\Vect{v}\).
Point \(A\) belongs to the plane \(\mathscr{P}\).
The vectors \(\Vect{u}, \Vect{v}\), and \(\Vect{w}\) are coplanar.
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