\begin{table}%t2
\caption{Period fit and derived mode identification for the optimal model of Feige~48.} 
\small%\centering
\par
  \begin{tabular}{c c c c c c c c c}
  \hline \hline
{}&{}&{}&{$P_{\rm obs}$}&{$P_{\rm th}$}&{$\Delta P/P$}&{$\Delta f_{\rm calc}$}&
{$\Delta f_{\rm obs}$}&{Comments}\\
{$\ell$}&{$k$}&{$m$}&{(s)}&{(s)}&(\%)&{($\mu$Hz)}&{($\mu$Hz)}&{}\\
\hline
0&2&\phantom{2}0&...&237.539&...&...&...&\\
0&1&\phantom{2}0&...&292.924&...&...&...&\\
0&0&\phantom{2}0&352.450&352.072&0.107&...&...&$f_{3}$ singlet\\
\noalign{\smallskip}
1&2&$-$1&...&288.066&...&30.36&...&\\
1&2&\phantom{2}0&...&290.608&...&30.36&...&\\
1&2&$+$1&...&293.194&...&30.36&...&\\
1&1&$-$1&344.068&344.116&$-$0.0141&28.62&28.90&\\
1&1&\phantom{2}0&347.530&347.540&$-$0.0028&28.62&...&$f_{2}$ triplet\\
1&1&$+$1&350.746&351.032&$-$0.0815&28.62&26.40&\\
\noalign{\smallskip}
2&1&$-$2&...&280.775&...&30.59&...&\\
2&1&$-$1&...&283.208&...&30.59&...&\\
2&1&\phantom{2}0&...&285.683&...&30.59&...&\\
2&1&$+$1&...&288.202&...&30.59&...&\\
2&1&$+2$&...&290.766&...&30.59&...&\\
2&0&$-$2&...&332.382&...&30.32&...&\\
2&0&$-$1&...&335.766&...&30.32&...&\\
2&0&\phantom{2}0&...&339.219&...&30.32&...&\\
2&0&$+1$&343.027&342.744&$+$0.0824&30.32&25.02&$f_{1}$ doublet\\
2&0&$+2$&345.997&346.343&$-$0.1001&30.32&...&\\
2&1&$-$2&...&366.704&...&28.40&...&\\
2&1&$-$1&...&370.563&...&28.40&...&\\
2&1&\phantom{2}0&374.280&374.504&$-$0.0598&28.40&29.5&\\
2&1&$+$1&378.461&378.529&$-$0.0181&28.40&...&$f_{4}$ triplet, $g$-mode\\
2&1&$+$2&382.988&382.643&$+$0.0902&28.40&31.2&\\
\hline
\end{tabular} 
\label{idprecfeige}
\end{table}