\begin{table}%ta3
%\centering
\par
\caption{Results of the Fourier and wavelet spectral analysis and the
classification of the considered {103} MECS time series\tablefootmark{\dag}.}
\begin{tabular}{lclcrrc}
\hline\hline
Series & P1/P2 & \trec & $\Delta t$& $\langle T_{\max} \rangle$ & $R_{\rm w}$ & Type \\
       &    & ~~~s  & s      & s~~~                     &    &  \\
\hline
%     &   & &   &         &   &   & &  & \\
A1b  & ---  & 44.0       & 1.3 & 45.4 & 2.00 & S2 \\
A2b  & 3.70 & 49.0       & 1.1 & 49.1 & 2.56 & S2 \\
A3   & 3.98 & 46.0       & 0.8 & 46.6 & 1.82 & S2 \\
A4   & 1.90 & 46.8 (4.4) & 0.7 & 47.1 & 3.56 & M1 \\
A5   & 1.15 & 46.5 (9.3) & 0.7 & 48.0 & 8.46 & M0 \\
A6   & 1.05 & 47.0 (5.0) & 0.7 & 47.7 & 4.61 & M1 \\
A7   & 1.09 & 49.4 (4.6) & 0.8 & 49.6 & 4.16 & M1 \\
A8b  & ---  & 48.8       & 1.0 & 48.7 & 2.24 & S2 \\
A9   & 3.58 & 51.4       & 0.9 & 51.3 & 2.70 & S2 \\
A10b & 3.48 & 49.0       & 1.3 & 48.8 & 2.00 & S2 \\
A11a & 2.46 & 47.5; 46.3 & 0.8 & 47.3 & 3.28 & T1 \\
\hline
\end{tabular}
\tablefoot{
\tablefoottext{\dag}{For each series, we indicate the name code, the $P1/P2$ power ratio of two
highest peaks, the recurrence time of the unique (for the S series) and
of the two (for the T series) dominant peaks or the centroid and the
interval width (for the M series), the temporal resolution at the peak,
the timescale of the maximum in the wavelet spectra, the ratio $R_{\rm w}$,
and the series classification.
The entire table is available at CDS.}}
\vspace*{-2mm}
\end{table}