\begin{table}%t4
\caption{\label{tab:theta}Quasi-periodic decomposition of the resonant angle $\theta = \lambda_\sb - 5\lambda_\sc + \varpi_\sb + 3\varpi_\sc$ for an integration of the orbital solution~S2 over 1~million years.}
%\centering
\par
\begin{tabular}{rrrrrrrrr}
\hline \hline \noalign{\smallskip}
 $j$ & $\nu_j$, deg/yr & $A_j$, deg & $\phi_j$, deg & $\alpha_j$ & $\beta_j$ & $\gamma_j$ \\
\hline
 1 &     0.480579 &  53.892 &  26.688 &   0 &   1 &   0 \\ 
 2 &     4.973316 &  36.043 & --132.474 &   0 &   1 &   1 \\ 
 3 &     4.492737 &  34.786 & 111.145 &   0 &   0 &   1 \\ 
 4 &     4.012157 &  21.409 &  --5.446 &   0 &  --1 &   1 \\ 
 5 &     0.961158 &  21.399 & --36.372 &   0 &   2 &   0 \\ 
 6 &  --512.651573 &  17.254 & 127.883 &  --5 &   3 &   0 \\ 
 7 &  --513.612733 &  16.069 & --104.463 &  --5 &   1 &   0 \\ 
 8 &     5.934475 &  16.268 & --79.250 &   0 &   3 &   1 \\ 
 9 &     6.415054 &  16.795 &  37.274 &   0 &   4 &   1 \\ 
10 &  --522.430683 &  15.118 &  85.394 &  --5 &  --8 &  --1 \\ 
11 &  --512.170994 &  12.658 &  64.316 &  --5 &   4 &   0 \\ 
12 &     5.453895 &  12.716 & --16.043 &   0 &   2 &   1 \\ 
13 &  --513.132153 &  12.432 &  11.782 &  --5 &   2 &   0 \\ 
14 &  --503.833622 &  11.911 & 117.837 &  --5 &  12 &   1 \\ 
15 &     8.817951 &  11.908 &  79.987 &   0 &   9 &   1 \\ 
16 &   205.156746 &  12.090 &  25.645 &   2 &  --1 &   0 \\ 
17 &  --521.950104 &  10.953 &  21.911 &  --5 &  --7 &  --1 \\ 
18 &  --522.911263 &  10.799 & 149.019 &  --5 &  --9 &  --1 \\ 
19 &  --505.755940 &  11.882 & --168.212 &  --5 &   8 &   1 \\ 
20 &  --504.314203 &   9.299 & --178.391 &  --5 &  11 &   1 \\ 
21 &  --503.353041 &   8.914 &  53.782 &  --5 &  13 &   1 \\ 
22 &  --505.275360 &  10.486 & 127.883 &  --5 &   9 &   1 \\ 
23 &   102.818662 &  10.628 & 116.261 &   1 &   0 &   0 \\ 
24 &  1018.888092 &   9.462 & --112.965 &  10 & --10 &  --1 \\ 
25 &     6.895632 &  10.657 & --25.001 &   0 &   5 &   1 \\ 
26 &   307.975409 &   8.924 & --128.711 &   3 &  --1 &   0 \\ 
27 &     3.531578 &   8.135 & --122.054 &   0 &  --2 &   1 \\ 
28 &     7.376215 &   8.880 &  88.862 &   0 &   6 &   1 \\ 
29 &  1025.783728 &   7.756 & --49.947 &  10 &  --5 &   0 \\ 
30 &  --411.274650 &   7.376 & 165.597 &  --4 &   0 &   0 \\ 
\hline
\end{tabular}
\tablefoot {The decomposition is given in   Eq.~(\ref{eq:decomp1})  and each frequency~$\nu_j$ is expressed as a combination of the fundamental frequencies as in  (Eq.~(\ref{eq:decomp5})). For the sake of brievity, we only give the first 30~terms.}
\end{table}