\begin{table}%t3
%\centering
\par
\caption{Orbital elements and rotation velocities for double-lined and triple-lined systems. Column 2: system components. By convention the eclipsing components are always "a'' and "b''.  Columns 3--7: Parameters of the orbital solution. $P$: revised period, $T_{\rm tr}$: epoch of the transits (fixed), $P_{\rm OGLE}$: original OGLE period, $K$: orbital semi-amplitude, $V_0$: systemic velocity. The eccentricity was fixed to zero in all cases except for the second system ("cd'') of OGLE-TR-112, where $e=0.55\pm 0.02$.
Column~8: rotation velocity from the cross-correlation function.}
\label{table_sb2}
\begin{tabular}{l l l l l l l  l }
\hline
     \hline
Name &Comp. &$P$  & $T_{\rm tr}${\tiny (OGLE)} & $P_{\rm OGLE}$  & $K$ & $V_0$  & \vsini    \\ 	
\par
     &   & [days]         & [--2~452~000]      &[days] & [\kms] & [\kms] &  [\kms]\\ \hline 
\par
OGLE-TR-64  & a & 5.434691 & 78.569 & (2.71740) & 62.43~$\pm$~0.95  &$-$1.17~$\pm$~0.75 &12~$\pm$~1  	 \\			
            & b &         &        &           &96.46~$\pm$~1.02  &                  & 9: \\
\par
OGLE-TR-65 &  a &1.720390 & 76.319 & (0.86013) & 114.53~$\pm$~0.84  &$-$2.18~$\pm$~0.70  &43.6~$\pm$~1.9   \\		
           &  b &         &        &    & 119.09~$\pm$~0.97  &                & 43.9~$\pm$~1.3 \\
           &  c &        &        &    &                &  $-$6:  &$<$5 \\		
\par
OGLE-TR-76 & a &2.12725& 323.545 & (2.12678) &74.1~$\pm$~2.4 &11.8~$\pm$~1.8 &29: \\					
           & c  &       &         &    &             &$-$11: & 20:: \\					
\par
OGLE-TR-85 & a &2.11481   & 324.440& (2.11460) &48.62~$\pm$~0.75 &4.48~$\pm$~0.30  &31~$\pm$~3   \\						
           & c &         &        &    &             &$-$1:  &  60:  \\						
\par
OGLE-TR-112 & a &3.8754  & 327.532 & (3.87900) &29.8~$\pm$~2.5  &$-$3.3~$\pm$~1.8  &40::   \\
           & c  & $\sim$10.63&  -- & -- & 80.9~$\pm$~1.2 &  $-$11.32~$\pm$~ 0.04 & $<$5  \\
           & d  &&    &   & 90.6~$\pm$~1.2 &  & $<$5  \\
\par
OGLE-TR-114 & a &3.4218  & 323.249 & (1.71213) &80~$\pm$~3  &5~$\pm$~2  &10.8~$\pm$~1.4 \\		
            &   b &    &             &  &80~$\pm$~3 &           &10.6~$\pm$~1.3  \\		
           & c    &    &             &    &    &7 (drifting)  & $<$5 \\		
\hline
\end{tabular}
\end{table}