\begin{table}%t1
\caption{FLAMES heliocentic radial velocities $\varv$ of globular clusters 
in Leo I: for each of the 42 confirmed GCs,
$\varv$ and its error estimated by {\tt fxcor} are the median 
values over the \'ELODIE templates (ordered by projected distance to 
NGC~3379, $R$ in arcsec; the position 
angle~$\theta$ is counted in degrees from~0 to~90, N to~E). 
Numbering is from Rhode \& Zepf (\cite{rhode04}) 
 as well as the $\varV$ magnitudes, $\varB-\varV$ and $\varV-\varR$ colours. 
Equatorial {J2000.0} coordinates should be accurate to 
$\lesssim$0\farcs2 with respect to the GSC2.2. 
 The Tonry \& Davis (\cite{tonry79}) cross-correlation coefficient~$\mathcal{R}_{_{\rm CCF}}$ is the median value over the \'ELODIE templates. 
Class~B objects are commented, as well as the 10~GCs in common with 
Puzia et~al.\ (\cite{puzia04}) with their velocity estimate. 
Full tables of all MEDUSA targets -- including stars and 
galaxies/unclassified objects -- are available online. 
\label{vit}}
%\centerline
{\begin{tabular}{l c c r l c c c r rcl l}
\hline\hline
Id$_{\rm{RZ04}}$&$\alpha~$({J2000.0}) & $\delta\ $({J2000.0})&$R~\arcsec$&$\theta~\degr$&$\varV$&$\varB-\varV$&$\varV-\varR$&$\mathcal{R}_{_{\rm CCF}}$&\multicolumn{3}{c}{$\varv\pm\delta\varv$~~(km~s$^{-1}$)} & Comments\\
\hline
{\textsf{gc771}}
                 &10$^{\rm h}$47$^{\rm m}$50\fs62&12$\degr$35\arcmin31\farcs9&  39 & 20 &21.26  &0.68&0.52 &6.0 & $758$&$\pm$&$9 $&Puzia23 at 791~km~s$^{-1}$\\ 
{\textsf{gc830}} &10$^{\rm h}$47$^{\rm m}$47\fs71&12$\degr$34\arcmin14\farcs5&  49 &217 &21.11  &0.85&0.59 &16.4& $926$&$\pm$&$5 $\\
{\textsf{gc820}} &10$^{\rm h}$47$^{\rm m}$48\fs18&12$\degr$35\arcmin44\farcs9&  55 &336 &20.94  &0.75&0.49 &9.9 & $889$&$\pm$&$6 $&Puzia27 at 911~km~s$^{-1}$\\
{\textsf{gc764}} &10$^{\rm h}$47$^{\rm m}$51\fs07&12$\degr$35\arcmin49\farcs1&  58 & 21 &20.00  &0.72&0.52 &18.7& $776$&$\pm$&$4 $&Puzia24 at 801~km~s$^{-1}$\\
{\textsf{gc839}} &10$^{\rm h}$47$^{\rm m}$47\fs19&12$\degr$34\arcmin04\farcs6&  62 &217 &21.98  &0.69&0.46 &6.7 & $1064$&$\pm$&$13$\\
{\textsf{gc774}} &10$^{\rm h}$47$^{\rm m}$50\fs40&12$\degr$33\arcmin47\farcs7&  67 &171 &21.36  &0.68&0.50 &5.3 & $656$&$\pm$&$9 $&Puzia14 at 645~km~s$^{-1}$\\
{\textsf{gc728}} &10$^{\rm h}$47$^{\rm m}$53\fs42&12$\degr$34\arcmin12\farcs2&  69 &127 &21.83  &0.81&0.44 &5.2 & $978$&$\pm$&$15$&Puzia13 at 941~km~s$^{-1}$\\
{\textsf{gc741}} &10$^{\rm h}$47$^{\rm m}$52\fs60&12$\degr$35\arcmin59\farcs6&  78 & 34 &21.27  &0.97&0.59 &9.6 & $1188$&$\pm$&$6$\\
{\textsf{gc740}} &10$^{\rm h}$47$^{\rm m}$52\fs65&12$\degr$33\arcmin37\farcs9&  88 &150 &21.85  &1.07&0.52 &6.2 & $889$&$\pm$&$7 $&Puzia12 at 867~km~s$^{-1}$\\
{\textsf{gc719}} &10$^{\rm h}$47$^{\rm m}$53\fs83&12$\degr$33\arcmin46\farcs2&  92 &138 &21.51  &0.65&0.52 &4.4 & $740$&$\pm$&$10$&Puzia11 at 705~km~s$^{-1}$; class B\\
{\textsf{gc709}} &10$^{\rm h}$47$^{\rm m}$54\fs19&12$\degr$36\arcmin31\farcs5& 118 & 35 &20.97  &0.72&0.50 &13.0& $954$&$\pm$&$4 $\\
{\textsf{gc682}} &10$^{\rm h}$47$^{\rm m}$56\fs72&12$\degr$33\arcmin26\farcs4& 137 &130 &20.47  &0.63&0.48 &8.1 & $1137$&$\pm$&$6 $&Puzia09 at 1130~km~s$^{-1}$\\
{\textsf{gc923}} &10$^{\rm h}$47$^{\rm m}$41\fs91&12$\degr$36\arcmin11\farcs2& 139 &303 &21.97  &0.75&0.57 &4.0 & $999$&$\pm$&$14$ & Class B\\
{\textsf{gc925}} &10$^{\rm h}$47$^{\rm m}$41\fs87&12$\degr$33\arcmin31\farcs0& 144 &235 &21.18  &0.99&0.56 &13.2& $1048$&$\pm$&$4$\\
{\textsf{gc948}} &10$^{\rm h}$47$^{\rm m}$40\fs34&12$\degr$35\arcmin54\farcs9& 152 &293 &20.25  &0.66&0.38 &6.8 & $1264$&$\pm$&$9$&Puzia33 at 1310~km~s$^{-1}$\\
{\textsf{gc958}} &10$^{\rm h}$47$^{\rm m}$39\fs34&12$\degr$33\arcmin59\farcs1& 164 &250 &21.57  &0.74&0.42 &4.4 & $951$&$\pm$&$8 $ & Class B\\
{\textsf{gc634}} &10$^{\rm h}$48$^{\rm m}$02\fs13&12$\degr$35\arcmin57\farcs3& 196 & 71 &20.97  &0.77&0.46 &7.0 & $950$&$\pm$&$6 $\\
{\textsf{gc971}} &10$^{\rm h}$47$^{\rm m}$38\fs75&12$\degr$36\arcmin47\farcs8& 199 &305 &21.78  &0.83&0.47 &4.4 & $1027$&$\pm$&$13$ & Class B\\
{\textsf{gc949}} &10$^{\rm h}$47$^{\rm m}$40\fs33&12$\degr$37\arcmin24\farcs1& 205 &317 &21.81  &0.69&0.43 &3.0 & $933$&$\pm$&$27$ & Class B\\
{\textsf{gc645}} &10$^{\rm h}$48$^{\rm m}$00\fs52&12$\degr$32\arcmin46\farcs9& 206 &128 &21.02  &0.78&0.48 &7.5 & $654$&$\pm$&$6 $&Puzia05 at 632~km~s$^{-1}$\\
{\textsf{gc960}} &10$^{\rm h}$47$^{\rm m}$39\fs25&12$\degr$32\arcmin25\farcs6& 216 &226 &20.06  &0.81&0.49 &14.9& $899$&$\pm$&$5 $\\
{\textsf{gc946}} &10$^{\rm h}$47$^{\rm m}$40\fs46&12$\degr$31\arcmin36\farcs4& 241 &215 &21.67  &0.65&0.36 &4.3 & $739$&$\pm$&$6 $ & Class B\\
{\textsf{gc984}} &10$^{\rm h}$47$^{\rm m}$37\fs80&12$\degr$31\arcmin52\farcs7& 254 &224 &20.86  &0.82&0.49 &7.8 & $1130$&$\pm$&$5$\\
{\textsf{gc573}} &10$^{\rm h}$48$^{\rm m}$07\fs19&12$\degr$37\arcmin55\farcs1& 318 & 55 &20.94  &0.95&0.57 &13.0& $752$&$\pm$&$4 $&NGC~3384 cluster?\\
{\textsf{gc581}} &10$^{\rm h}$48$^{\rm m}$06\fs60&12$\degr$30\arcmin58\farcs5& 346 &133 &21.82  &0.98&0.58 &3.9 & $1064$&$\pm$&$11$ & Class B\\
{\textsf{gc571}} &10$^{\rm h}$48$^{\rm m}$07\fs40&12$\degr$39\arcmin24\farcs1& 378 & 45 &21.25  &0.73&0.50 &5.9 & $792$&$\pm$&$9 $&NGC~3384 cluster?\\
{\textsf{gc482}}$^{a}$&10$^{\rm h}$48$^{\rm m}$13\fs88&12$\degr$37\arcmin14\farcs1& 388 & 69 &21.59&1.00&0.63 &17.6& $908$&$\pm$&$6 $&NGC~3384 cluster\\
{\textsf{gc454}} &10$^{\rm h}$48$^{\rm m}$15\fs73&12$\degr$35\arcmin54\farcs2& 394 & 81 &21.89&1.06&0.62 &6.1 & $874$&$\pm$&$8 $&NGC~3384 cluster\\
{\textsf{gc461}} &10$^{\rm h}$48$^{\rm m}$15\fs36&12$\degr$36\arcmin58\farcs0& 404 & 72 &21.87&0.71&0.45 &9.4 & $847$&$\pm$&$17$&NGC~3384 cluster\\
{\textsf{gc670}} &10$^{\rm h}$47$^{\rm m}$58\fs08&12$\degr$28\arcmin11\farcs2& 422 &163 &20.37  &0.72&0.44 &7.4 & $921$&$\pm$&$6 $\\
{\textsf{gc442}} &10$^{\rm h}$48$^{\rm m}$16\fs81&12$\degr$37\arcmin04\farcs0& 426 & 72 &21.15&0.74&0.51 &7.7 & $878$&$\pm$&$11$&NGC~3384 cluster\\
{\textsf{gc449}} &10$^{\rm h}$48$^{\rm m}$16\fs20&12$\degr$38\arcmin30\farcs6& 452 & 61 &20.97&0.80&0.54 &15.8& $672$&$\pm$&$4 $&NGC~3384 cluster\\
{\textsf{gc387}} &10$^{\rm h}$48$^{\rm m}$20\fs06&12$\degr$37\arcmin15\farcs5& 476 & 73 &21.98&0.83&0.44 &5.4 & $704$&$\pm$&$11$&NGC~3384 cluster\\
{\textsf{ad1102}}&10$^{\rm h}$48$^{\rm m}$10\fs29&12$\degr$40\arcmin57\farcs9& 476 & 40 &19.28  &0.75&0.50 &23.8& $920$&$\pm$&$3 $ &
NGC~3384 cluster? \\
{\textsf{gc683}} &10$^{\rm h}$47$^{\rm m}$56\fs61&12$\degr$26\arcmin30\farcs2& 514 &168 &21.14  &0.70&0.39 &4.4 & $1087$&$\pm$&$14$\\
{\textsf{gc351}} &10$^{\rm h}$48$^{\rm m}$23\fs34&12$\degr$36\arcmin57\farcs7& 519 & 76 &21.60&1.02&0.49 &3.9 & $739$&$\pm$&$17$&NGC~3384 cluster\\
{\textsf{gc358}} &10$^{\rm h}$48$^{\rm m}$22\fs79&12$\degr$38\arcmin44\farcs2& 546 & 65 &21.35&0.59&0.46 &5.6 & $577$&$\pm$&$13$&NGC~3384 cluster\\
{\textsf{ad1021}}&10$^{\rm h}$48$^{\rm m}$13\fs33&12$\degr$42\arcmin24\farcs8& 573 & 38 &21.71  &0.99&0.52 &5.3 & $752$&$\pm$&$7 $&NGC~3384 cluster?\\
{\textsf{gc756}} &10$^{\rm h}$47$^{\rm m}$51\fs58&12$\degr$45\arcmin40\farcs2& 646 &  2 &20.87  &0.58&0.47 &3.7 & $725$&$\pm$&$19$ & Class B\\
{\textsf{gc368}} &10$^{\rm h}$48$^{\rm m}$22\fs19&12$\degr$44\arcmin00\farcs3& 731 & 42 &21.15  &0.82&0.44 &4.6 & $1098$&$\pm$&$10$& \\
{\textsf{ad1481}}&10$^{\rm h}$47$^{\rm m}$52\fs08&12$\degr$21\arcmin45\farcs2& 790 &177 &19.39  &0.52&0.43 &7.0 & $1105$&$\pm$&$6$\\
{\textsf{gc185}} &10$^{\rm h}$48$^{\rm m}$38\fs75&12$\degr$27\arcmin09\farcs3& 870 &122 &21.09  &0.64&0.37 &4.8 & $964$&$\pm$&$10$\\
\hline
\end{tabular}}
\par
\smallskip
$^{{a}}$ $\equiv$ Brodie \& Larsen (\cite{brodie02})  
N3384--FF--7 "fuzzy'' cluster. They found $\varv = 905\pm 23$ 
km~s$^{-1}$  (red channel value) using {\it Keck}~/~LRIS.  
\end{table}