\begin{table}
\caption{\normalsize{Median and standard deviation properties for
the final compilation of our LINER sample in X-rays.}}  \label{cha3:tab:medtot} 
\begin{tabular}{lcccccc}
\hline\hline % inserts double horizontal lines
 &Chandra & XMM-Newton & Total & AGN & Non-AGN & {\bf K-S prob.$^{(\ast)}$} \\
 & (1) & (2) & (3) & (4) & (5) & (6) \\ \hline %\hline
${\Gamma}$\dotfill &2.05~${\pm}$~0.42&1.99~${\pm}$~0.37& {\g_totmedian} &2.02~${\pm}$~0.48 &2.43~${\pm}$~0.57 & 66\% \\
$T$ (keV)\dotfill &0.57~${\pm}$~0.22 &0.61~${\pm}$~0.38 & 0.54~${\pm}$~0.30 &0.58~${\pm}$~0.30 &0.35~${\pm}$~0.27 & 61\% \\
${\log({\rm NH1})}$\dotfill &21.45~${\pm}$~0.14 &21.00~${\pm}$~0.74 & 21.32~${\pm}$~0.71 &21.32~${\pm}$~0.71 &21.43~${\pm}$~0.71 & 99\% \\
${\log({\rm NH2})}$\dotfill &21.93~${\pm}$~1.02 &\input{XMMmeannhh} & {$21.93\pm1.36$} &\input{NH2_totmedianAGN} &\input{NH2_totmedianSB} & 2\% \\
${\log(L(0.5\hbox{--}2~{\rm keV}))}$\dotfill &\input{Chanmeanlums} &\input{XMMmeanlums} & \input{lums_totmedian} &\input{lums_totmedianAGN} &\input{lums_totmedianSB} & 21\% \\
${\log(L(2\hbox{--}10~{\rm keV}))}$\dotfill &\input{Chanmeanlumh} &\input{XMMmeanlumh} & {\lumh_totmedian} &\input{lumh_totmedianAGN} &\input{lumh_totmedianSB} & 29\% \\
{EW (eV)}\dotfill &164~${\pm}$~160&144~${\pm}$~213&
211~${\pm}$~214 &144~${\pm}$~167 &296~${\pm}$~442 &
\\ \hline
\end{tabular}
\par

\normalsize{
$^{(\ast)}$Kolmogorov-Smirnov test probability that the two
distributions arise from the same parent distribution.}
\end{table}