\begin{table}%T3
%\centering
\par
\caption{List of the five lowest values of the discriminant $\Sigma$ (in
km~s$^{-1}$) for the mode identification of $f_1$ by the MM.  $i$ is the inclination angle,
expressed in degrees. The amplitude(s) of the radial part of the pulsation
velocity $A_{\rm p}$ ($A'_{\rm p}$), the projected rotational velocity $v\sin~i$ and the
intrinsic LP width $\sigma$ are all expressed in km~s$^{-1}$.}
\label{MMtable}
\footnotesize \begin{tabular}{cccccc} \hline\hline
$(\ell,m)$ & $\Sigma$ & $A_p$ & $i$ & $v\sin~i$ & $\sigma$ \\[3pt] 
\hline
 $\bf{(2,-1)}$  &  \bf{9.72}  & \bf{24.04} &  \bf{70} & \bf{96} &  \bf{4.5}   \\
 $\bf{(1,-1)}$  &  \bf{10.73}  & \bf{14.36}  &  \bf{51} & \bf{96} &  \bf{4}   \\
 $(1,0)$  & 12.29   &  8.10 & 13 & 95 & 5.5   \\
 $(0,0)$  & 13.37  &  11.33 &  14 & 95 & 5.5    \\
 $(2,0)$  & 13.97   & 10.24  &  13 & 94 & 10   \\
\hline
\end{tabular}
\end{table}