\begin{table}%t2
\caption{Channel coupling, correlation functions and Hamiltonian size
for each 2J$\pi$ partial wave.
\label{tab2}}
%\centering
\par
\begin{tabular}{cccccc}
\hline\hline
2J & $\pi$ & Number & Size of ($N+1$) & Number & Total size \\
   &       & coupled& matrix without& correlation  & of ($N+1$) \\
   &       &channels& correlation terms   & terms  & matrix \\
   \hline
0  &  1    & 262    & 5240          & 102    & 5342 \\
0  &  0    & 262    & 5240          & 131    & 5371 \\
2  &  1    & 754    & 15~080         & 280    & 15~360\\
2  &  0    & 754    & 15~080         & 301    & 15~381\\
4  &  1    & 1162   & 23~240         & 387    & 23~627\\
4  &  0    & 1162   & 23~240         & 451    & 23~691\\
6  &  1    & 1460   & 29~200         & 407    & 29~607\\
6  &  0    & 1460   & 29~200         & 451    & 29~651\\
8  &  1    & 1648   & 32~960         & 353    & 33~313\\
8  &  0    & 1648   & 32~960         & 416    & 33~376\\
10 &  1    & 1746   & 34~920         & 259    & 35~179\\
10 &  0    & 1746   & 34~920         & 293    & 35~213\\
12 &  1    & 1786   & 35~720         & 160    & 35~880\\
12 &  0    & 1786   & 35~720         & 195    & 35~915\\
14 &  1    & 1798   & 35~960         & 81     & 36~041\\
14 &  0    & 1798   & 35~960         & 95     & 36~055\\
16 &  1    & 1800   & 36~000         & 33     & 36~033\\
16 &  0    & 1800   & 36~000         & 45     & 36~045\\
18 &  1    & 1800   & 36~000         & 10     & 36~010\\
18 &  0    & 1800   & 36~000         & 12     & 36~012\\
20 &  1    & 1800   & 36~000         & 2      & 36~002\\
20 &  0    & 1800   & 36~000         & 4      & 36~004\\
22 &  1    & 1800   & 36~000         & 0      & 36~000\\
22 &  0    & 1800   & 36~000         & 0      & 36~000\\
24 &  1    & 1800   & 36~000         & 0      & 36~000\\
24 &  0    & 1800   & 36~000         & 0      & 36~000\\
26 &  1    & 1800   & 36~000         & 0      & 36~000\\
26 &  0    & 1800   & 36~000         & 0      & 36~000\\
\hline
\end{tabular}
\end{table}