\begin{table}%t1
\caption {\label{table:7636wm_12_respol2_shift:period04:harmonic}Detected frequencies (in \cd\ and $\mu$Hz), amplitude, and phases found in the analysis of the detrended and corrected light curve. }
%\centerline
 {
\begin{tabular}{ccccccc}
\hline
\hline
\#       &Freq.  & Freq. & Ampl  & ${E}_{{\rm Ampl}}$ & Phase & ${E}_{{\rm Phase}}$ \\
 &\cd & $\mu$Hz & $\mu$mag & & rad/2$\pi$ &  \\
\hline
${F}_{1}$       & 0.639     & 7.3965 & 196.9  & 0.4     &  0.195    &   0.0003       \\
2${F}_{1}$      & 1.278    & 14.7929 & 111.3  & 0.4     &  0.785    &  0.0006         \\
3${F}_{1}$      & 1.917    & 22.1894 & 7.2  & 0.4     &   0.562   &  0.009      \\
4${F}_{1}$      & 2.556    & 29.5858 & 9.7 & 0.4    &    0.342 &  0.007      \\
5${F}_{1}$      & 3.195    & 36.9823 & 8.0  & 0.4    &  0.133  &   0.009      \\
6${F}_{1}$      & 3.834    & 44.3787 & 7.2  & 0.4    &  0.830   &   0.010       \\
7${F}_{1}$      & 4.473    & 51.7752 & 3.7  & 0.4     &   0.035  &   0.018        \\
\hline
\end{tabular}}
\smallskip
Here we show only the largest-amplitude frequency ${F}_{1}$ and its harmonics. The phase was calculated using the time reference HJD~=~2~454~200. The errors in the amplitude and phase (in Cols.~5 and~7) are calculated for the uncorrelated noise and have to be multiplied by~$\sqrt{3}$ to take into account the correlation in the residuals.
\end{table}