\begin{table}%T1 
\caption{\label{dsjm}Values of the obliquity function $d_{j,m}^{l}\left(\varepsilon\right)$ in the case where $l=2$ and $j\ge m$ obtained from Eq.~(\ref{obfunc}) (adapted from Yoder \cite{Yoder1995}).} 
%\centering
 \begin{tabular}{c c|  l }  
\hline \hline     
 $j$ & $m$ &   $d^{2}_{j,m}\left(\varepsilon\right)$ \\              
\hline   
 2 & 2 &  $\left(\cos\frac{\varepsilon}{2}\right)^{4}$\\
  2 & 1 &   $-2\left(\cos\frac{\varepsilon}{2}\right)^{3}\left(\sin\frac{\varepsilon}{2}\right)$\\
  2 & 0 &$\sqrt{6}\left(\cos\frac{\varepsilon}{2}\right)^{2}\left(\sin\frac{\varepsilon}{2}\right)^{2}$\\
 1 & 1 &  $\left(\cos\frac{\varepsilon}{2}\right)^{4}-3\left(\cos\frac{\varepsilon}{2}\right)^{2}\left(\sin\frac{\varepsilon}{2}\right)^{2}$\\ 
 1 & 0 &  $-\sqrt{6}\cos\varepsilon\left(\cos\frac{\varepsilon}{2}\right)\left(\sin\frac{\varepsilon}{2}\right)$\\
 0 & 0 &   $1-6\left(\cos\frac{\varepsilon}{2}\right)^{2}\left(\sin\frac{\varepsilon}{2}\right)^{2}$\\ 
\hline                  
\end{tabular}
\end{table}