\begin{table}%t1
\caption{\label{table:1}Observation details and measured line fluxes.}             % title of Table
%\centering
\par
\begin{tabular}{l l l l c c c c c }       
\hline\hline \noalign{\smallskip}
Source      & Line       & OD & OBSID & $n_{\rm rep}\times n_{\rm cyc}$\tablefootmark{a} &  aor duration & Flux\tablefootmark{b}       & Continuum flux  & Corr.\tablefootmark{c} \\    % table heading
            &            &    &       &                                    & [s] & [10$^{-18}$W/m$^2$] & density [mJy]  &                       \\
\hline                        % inserts single horizontal line
 MIPS J1428 & [O III] 52 & 205 & 1~342~187~779  &  2 $\times$ 7 &  5348 & 3.7 (0.8)    & 117 (35)     & 1/0.62 \\
 MIPS J1428 & [O I] 63   & 205 & 1~342~187~779  &  1 $\times$ 7 &  2730 & 7.8 (1.9)   & 168 (50)     & 1/0.54  \\
 MIPS J1428 & [O III] 88 & 205 & 1~342~187~779  &  7 $\times$ 7 &  18004 &--\tablefootmark{d}& --\tablefootmark{d} & --  \\
 F10214     & [O IV] 26  & 179 & 1~342~186~812  & 10 $\times$ 4 &  24827 &$\le$6\tablefootmark{e} & 330 (100) & 1/0.69  \\
 F10214     & [S III] 33 & 185 & 1~342~187~021  &  6 $\times$ 4 &  5864 &$\le$3\tablefootmark{e} & 378 (115)& 1/0.65  \\
 F10214     & [O III] 52 & 179 & 1~342~186~812  &  \multicolumn{2}{c}{simult. with [O IV]} & 0.9 (0.3)& 445 (130) & 1/0.47     \\
\hline                                   
\end{tabular}
\tablefoot{\tablefoottext{a}{Number of line/range repetitions per nod cycle $\times$ number of nod cycles;}
\tablefoottext{b}{line and continuum fit uncertainty in brackets; an additional calibration uncertainty of 30$\%$ applies;}
\tablefoottext{c}{Correction factor, applied to line fluxes and continuum flux densities, to account for PSF losses of the central spatial pixel (see text);}
\tablefoottext{d}{The signal in this PACS wavelength range (i.e. $\ge$190~$\mu$m) is contaminated by a 2nd order leak, making estimates of upper limits and RMS unreliable;}
\tablefoottext{e}{assuming a Gaussian profile with 3-$\sigma$ peak height and FWHM = 300~km~s$^{-1}$.}}\vspace*{-1.5mm}
\end{table}