\begin{table}%t3
\caption{\label{tab:losvd}\label{tab3}Descriptive statistics of the line-of-sight velocity
distribution.}
\small%\centering
\par
\begin{tabular}{llllllllll} 
\hline \hline
ID & \multicolumn{1}{c}{$N_{\rm GC}$}& 
\multicolumn{1}{c}{$\langle \varv\rangle$}& 
\multicolumn{1}{c}{sd}&
\multicolumn{1}{c}{$\sigma_{\rm{los}}$}& 
\multicolumn{1}{c}{Skew}&
\multicolumn{1}{c}{$\kappa$}& 
\multicolumn{1}{c}{$p_{\rm{AD}}$}&
\multicolumn{1}{c}{$p_{\rm{KS}}$}& 
\multicolumn{1}{c}{$p_{\rm{SW}}$}
\\
\multicolumn{1}{l}{(1)}&
\multicolumn{1}{c}{(2)}&
\multicolumn{1}{c}{(3)}&
\multicolumn{1}{c}{(4)}&
\multicolumn{1}{c}{(5)}&
\multicolumn{1}{c}{(6)}&
\multicolumn{1}{c}{(7)}&
\multicolumn{1}{c}{(8)}&
\multicolumn{1}{c}{(9)}& 
\multicolumn{1}{c}{(10)} 
\\ \hline
\multicolumn{10}{l}{No colour selection, {{no magnitude limit}}}\\\hline 
A{\sc{i}}   &  693  &   1457  $\pm$   12  &   312  &  309  $\pm$  9  &  --0.16  $\pm$  0.09  &  0.12  $\pm$  0.15  &  0.10  &  0.08  &  0.10  \\ 
\par
A{\sc{ii}}  &  670  &   1446  $\pm$   12  &   306  &  302  $\pm$  9  &  --0.18  $\pm$  0.09 &  0.21  $\pm$  0.16  &  0.07  &  0.07  &  0.08  \\ 
\par
A{\sc{v}}   &  729  &   1438  $\pm$   11  &   294  &  290  $\pm$  8  &  --0.33  $\pm$  0.08  &  0.16  $\pm$  0.16  &  0.01  &  0.06  &  0.01  \\ \hline 
\multicolumn{10}{l}{{Faint ($m_R<21.1$) GCs, no colour selection}}\\ \hline 
F{\sc{ii}}  &  493  &   1449  $~\pm~$   14  &   309  &  304  $\pm$  10  &  --0.07  $\pm$  0.10  &  0.12  $\pm$  0.17  &  0.45  &  0.46  &  0.69  \\ 
\par
F{\sc{iv}}   &  297  &   1432  $\pm$   17  &   288  &  285  $\pm$   12  &  --0.23  $\pm$  0.11  &  --0.07  $\pm$  0.18  &  0.28  &  0.37  &  0.14  \\ \hline
\multicolumn{10}{l}{Bright ($m_R<21.1$) GCs }\\  \hline
BR{\sc{i}}   &  144  &   1435  $\pm$   25  &   307  &  305  $\pm$   18  &  --0.50  $\pm$  0.18  &  0.44  $\pm$  0.39  &  0.05  &  0.03  &  0.02  \\ 
BR{\sc{ii}}  &  140  &   1428  $\pm$   25  &   294  &  292  $\pm$   18  &  --0.59  $\pm$  0.20  &  0.61  $\pm$  0.45  &  0.03  &  0.03  &  0.01  \\ 
\par
BR{\sc{iii}}   &  137  &   1424  $\pm$   24  &   280  &  279  $\pm$   17  &  --0.67  $\pm$  0.21  &  0.72  $\pm$  0.53  &  0.02  &  0.04  &  0.01  \\ 
BR{\sc{iv}}   &  127  &   1412  $\pm$   25  &   283  &  282  $\pm$   18  &  --0.63  $\pm$  0.22  &  0.67  $\pm$  0.52  &  0.03  &  0.02  &  0.01  \\ \hline 
\multicolumn{10}{l}{Blue GCs $(m_R\geq21.1)$}\\\hline 
\par
B{\sc{i}}   &  256  &   1452  $\pm$  23  &   362  &  358  $\pm$   16  &  --0.06  $\pm$  0.12  &  --0.35  $\pm$  0.17  &  0.65  &  0.50  &  0.67  \\ 
\par
B{\sc{ii}}   &  246  &   1435  $\pm$   23  &   356  &  351  $\pm$   16  &  --0.04  $\pm$  0.12  &  --0.27  $\pm$  0.18  &  0.72  &  0.55  &  0.81  \\ 
\par
B{\sc{iii}}   &  240  &   1415  $\pm$   22  &   337  &  333  $\pm$   16  &  --0.21 $\pm$  0.11  &  --0.42  $\pm$  0.16  &  0.22  &  0.14  &  0.09  \\ 
\par
B{\sc{iv}}   &  139  &   1426  $\pm$   29  &   338  &  334  $\pm$   20  &  --0.27  $\pm$  0.14  &  --0.49  $\pm$  0.20  &  0.10  &  0.06  &  0.07  \\ 
\par
B{\sc{v}}   &  336  &   1420  $\pm$   17  &   316  &  312  $\pm$   12  &  --0.3  $\pm$  0.11  &  --0.14  $\pm$  0.17  &  0.18  &  0.39  &  0.05  \\ \hline 
\par
\multicolumn{10}{l}{Red GCs $(m_R\geq21.1)$}\\ \hline 
\par
R{\sc{i}}   &  256  &   1472  $\pm$   16  &   259  &  256  $\pm$   12  &  0.02  $\pm$  0.14  &  0.02  $\pm$  0.21  &  0.48  &  0.70  &  0.70  \\ 
R{\sc{ii}}   &  247  &   1463  $\pm$   16  &   254  &  251  $\pm$   12  &  0.02  $\pm$  0.14  &  0.09  $\pm$  0.22  &  0.37  &  0.60  &  0.63  \\ 
R{\sc{iii}}   &  243  &   1463  $\pm$   16  &   242  &  239  $\pm$    11  &  0.04  $\pm$  0.13  &  --0.08  $\pm$  0.20  &  0.55  &  0.80  &  0.66  \\ 
R{\sc{iv}}   &  158  &   1437  $\pm$   19  &   238  &  234  $\pm$   13  &  --0.02  $\pm$  0.14  &  --0.14  $\pm$  0.25  &  0.80  &  0.63  &  0.76  \\ 
R{\sc{v}}   &  329  &   1453  $\pm$   14  &   254  &  251  $\pm$   10  &  -0.2  $\pm$  0.15  &  0.33  $\pm$  0.36  &  0.24  &  0.09  &  0.12  \\  
\hline  
\end{tabular}
\tablefoot{This table  summarise the basic statistical properties for
the velocity samples defined in Sect.~\ref{sect:sampledefine}. The
samples are identified in the first column while the second column
gives the corresponding number of GC velocities. Column~3 lists the mean
velocity, and the standard deviation is given Col.~4. The dispersion
$\sigma_{\rm{los}}$, as returned by the \cite{pm93} estimator, is
given in Col.~5. The third and fourth moments of the velocity
distributions, the skewness and the (reduced) kurtosis $\kappa$, are
listed in Cols.~6 and 7, respectively, and the uncertainties were
estimated using bootstrap resampling. Columns~8 through 10 give the
$p$-values returned by the Anderson-Darling, Lilliefors
(Kolmogorov-Smirnov), and the Shapiro-Wilks (W-test) test for
normality, respectively. 
{{The Roman numerals refer to the sequence of subsamples defined in Sect.~\ref{sect:sampledefine}, where 
\textsc{(i)} is {the full sample, prior to  interloper removal}. 
\textsc{(ii)}: {GCs within 3\arcmin{} of NGC~1404 removed,}
\textsc{(iii)}: {extreme velocities removed via TME algorithm (Sect.~\ref{sect:extremeint});}
\textsc{(iv)}: {restriction to Class~A velocity measurements}, and \textsc{(v)}
includes the data from B+07.}}
}
\end{table}