Consider the set of vectors from $\complex{3}$, $W$, given below. Find a linearly independent set $T$ that contains three vectors from $W$ and such that $\spn{W}=\spn{T}$. \begin{equation*} W= \set{\vect{v}_1,\,\vect{v}_2,\,\vect{v}_3,\,\vect{v}_4,\,\vect{v}_5} =\set{ \colvector{2\\1\\1},\, \colvector{-1\\-1\\1},\, \colvector{1\\2\\3},\, \colvector{3\\1\\3},\, \colvector{0\\1\\-3} } \end{equation*}