\begin{table}
\caption{Approximation for the climatic precession of the Earth 
following (\ref{eq.decprecli}). This expression is provided only 
for information. For a much better approximation, Eq.~(\ref{eq.precesclim})
should be used, with Table~\ref{tab.zecc}  for~$z=k+\ii h$, and  formula 
(\ref{reson}) for the precession angle~$\psi$.}
\begin{tabular}{rcrrrr}
\hline
  ~$k$ &    &  ~$\nu''_k$ (''/yr) & ~$P$ (yr) & ~$a''_k$ &~$\phi''_k$ (d) \\ 
\hline
  1 &$ p + g_2-g_5$      &   54.725282 &        23682 &     0.018986 &~$      30.739$\\  
  2 &$ p + g_4-g_5$      &   57.924383 &        22374 &     0.016354 &~$    -157.801$\\  
  3 &$ p + g_4-g_2$      &   68.377912 &        18953 &     0.013055 &~$     140.577$\\  
  4 &$ p + g_3-g_5$      &   67.834313 &        19105 &     0.008849 &~$     -55.885$\\  
  5 &$ p + g_3-g_2$      &   56.047096 &        23123 &     0.004248 &~$      77.107$\\  
  6 &$ p + \nu_7-\nu_6$  &   67.579782 &        19177 &     0.002742 &~$      47.965$\\  
  7 &$ p + g_1-g_5$      &   68.122278 &        19025 &     0.002386 &~$      61.025$\\  
  8 &$ p + g_4-g_1$      &   57.422412 &        22570 &     0.001796 &~$    -159.137$\\  
  9 &$ p + g_2-g_5 +\nu_6-\nu_7$  &   67.290449 &        19260 &     0.001908 &~$     105.698$\\  
 10 &$ p + g_2-g_1$               &   78.712677 &        16465 &     0.001496 &~$     127.609$\\  
\hline
\end{tabular}
\llabel{tab.precli}
\end{table}