\begin{table}%ta2
\caption{\label{tab:dispersion}Velocity dispersion profiles for the subsets of our data used
for the Jeans modelling.}
\small%\centering
\par
\begin{tabular}{rllllllr|llllllr} 
\hline \hline
\noalign{\smallskip} 
$\rm{N}^{o}$&\multicolumn{1}{c}{$\bar{R}_{{\rm blue}}$} & $\sigma_{{\rm blue}}$ & $\Delta\sigma_{\rm blue}$ &$N_{{\rm GC}}$ & \multicolumn{1}{c}{$R_{{\rm min}}$} & \multicolumn{1}{c}{$R_{{\rm max}}$} 
&\multicolumn{1}{r}{$\bar{\varv}$}
& \multicolumn{1}{|c}{$\bar{R}_{{\rm red}}$} & $\sigma_{\rm red}$ & $\Delta\sigma_{\rm red}$ &$N_{{\rm GC}}$ & \multicolumn{1}{c}{$R_{{\rm min}}$} & \multicolumn{1}{c}{$R_{{\rm max}}$\rule{0ex}{2.5ex}} &\multicolumn{1}{c}{$\bar{\varv}$}\\ 
\par
&\multicolumn{1}{c}{$[${\tiny{arcmin}}$]$} & $[\rm{km~s}^{-1}]$ &  $[\rm{km~s}^{-1}]$  &$$ & \multicolumn{1}{c}{$[${\tiny{arcmin}}$]$} & \multicolumn{1}{c}{$[${\tiny{arcmin}}$]$}& & \multicolumn{1}{|c}{$[${\tiny{arcmin}}$]$} &  $[\rm{km~s}^{-1}]$  &  $[\rm{km~s}^{-1}]$  &$$ & \multicolumn{1}{c}{$[${\tiny{arcmin}}$]$} & \multicolumn{1}{c}{$[${\tiny{arcmin}}$]$ \rule{0ex}{2.5ex}} &$[\rm{km~s}^{-1}]$\\ \hline 
\par
\multicolumn{8}{l}{Blue GCs (sample~B\textsc{iii})}&
\multicolumn{7}{|l}{Red GCs (sample~R\textsc{iii})}\rule{0ex}{2.5ex}
\par
\\ \hline
\par
1& 2.34&  247& 32& 35& 1.72&   2.83& 1406&2.03&  238& 29& 35&  1.12&  2.43  &1450  \\
2& 3.71&  338& 42& 35& 2.90&   4.63& 1400&2.96&  255& 32& 35&  2.45&  3.53 &1427  \\
3& 5.27&  327& 40& 35& 4.63&   5.82& 1465&4.$15$&  305& 44& 35&  3.53&  4.69 $(^\star)$ &1562  \\
4& 6.40&  404& 49& 35& 5.82&   7.08& 1455&5.21&  238& 30& 35&  4.74&  5.82 &1436 \\
5& 8.05&  373& 46& 35& 7.08&   9.14& 1397&6.48&  221& 29& 35&  5.84&  7.31 &1496  \\
6& 10.55& 290& 36& 35& 9.24&  11.66& 1414&8.47&  204& 26& 35&  7.40&  9.95 &1451 \\
7& 13.65& 329& 46& 30& 11.70& 18.24& 1364&12.90& 187& 25& 33& 10.10& 16.98 &1418 \\  
\hline
\multicolumn{8}{l}{Blue GCs (sample~B\textsc{v})}&
\multicolumn{7}{|l}{Red GCs (sample~R\textsc{v})}\rule{0ex}{2.5ex}
\\ \hline
\par
1 & 2.15& 243& 30& 35& 1.44& 2.73 &1439& 1.89& 248& 30& 35& 1.12& 2.19\rule{0ex}{2.ex}  &1456 \\
2 & 3.15& 357& 47& 35& 2.75& 3.75 &1346& 2.49& 287& 35& 35& 2.20& 2.82  &1451  \\
3 & 4.49& 304& 37& 35& 3.76& 4.94 &1470& 3.20& 286& 38& 35& 2.83& 3.74  &1363  \\
4 & 5.57& 333& 41& 35& 4.98& 5.95 &1473& 4.22& 306& 47& 35& 3.76& 4.66  &1577  \\
5 & 6.46& 408& 50& 35& 6.03& 6.93 &1386& 5.04& 228& 28& 35& 4.67& 5.45  &1422  \\
6 & 7.68& 314& 39& 35& 6.96& 8.71 &1419& 5.94& 259& 34& 35& 5.46& 6.44  &1502  \\
7 & 9.76& 306& 37& 35& 8.80& 10.93 &1452& 7.04& 225& 28& 35& 6.54& 7.63  &1404  \\
8 & 11.70& 267& 35& 35& 10.94& 12.84 &1375& 8.84& 223& 28& 35& 7.69& 10.68  &1447  \\
9 & 15.32& 301& 37& 35& 12.87& 20.88 &1419& 14.21& 196& 21& 49& 10.69& 29.19  &1449  \\
10 & 29.20& 204& 32& 21& 21.16& 41.66  &1416  \\
\par
\hline 
\end{tabular}
\tablefoot{The dispersion profiles are obtained using a
moving bin of 35 GCs. The bins do not overlap, and the minimum number
of GCs per bin was set to 20, hence the large number of GCs in the
last bin of sample R\textsc{v}.  For each bin, $\bar{R}$ is the mean
radial distance from NGC~1399, and $R_{{\rm min}}$ and
$R_{{\rm max}}$ give the radial range covered by the GCs of the bin
(at a distance of 19~Mpc, 1\farcm0{} corresponds to
$5.52~\rm{kpc}$). $N_{{\rm GC}}$ is the number of GCs in a given
bin. The line-of-sight velocity dispersion $\sigma$ and its
uncertainty $\Delta\sigma$ are calculated using the estimator by
\cite{pm93}. The asterisk marks the data point which was omitted when
modelling the sample~R\textsc{iii}.}
 \vspace*{0.2mm}
\end{table}