\begin{table}%t1
\caption{The numbers of different multiple systems produced in the dimensionless simulations.} \label{multtable}
%\centering
\par
\begin{tabular}{ccllll}
 \hline  \hline
& & ${\cal N}=3$ & ${\cal N}=4$ &${\cal N}=5$ &${\cal N}=6$ \\ \hline
$\sigma_{\log m}=0.2$ & $S$ & 33~253 & 39~711 & 43~873 & 46~567 \\
                      & $B$ & 33~241 & 22~506 & 20~207 & 19~306 \\
                      & $T$ & 88    & 5091  & 5014  & 4394 \\
                      & $Q$ & 0     & 1     & 168   & 409 \\ 
                 & \vec{mf} & 0.5001 & 0.4100 & 0.3666 & 0.3411 \\ \hline
$\sigma_{\log m}=0.4$ & $S$ & 33~231 & 41~883 & 45~534 & 48~053 \\
                      & $B$ & 33~228 & 22~073 & 18~033 & 16~670 \\
                      & $T$ & 104   & 4657  & 5764  & 5389 \\
                      & $Q$ & 0     & 0     & 277   & 609  \\ 
                 & \vec{mf} & 0.5008 & 0.3896 & 0.3459 & 0.3205 \\ \hline
$\sigma_{\log m}=0.6$ & $S$ & 33~161 & 40~950 & 41~598 & 47~707 \\
                      & $B$ & 33~155 & 23~098 & 16~955 & 16~378 \\
                      & $T$ & 176   & 4282  & 5645  & 5726  \\
                      & $Q$ & 0     & 1     & 333   & 589   \\ 
                 & \vec{mf} & 0.5013 & 0.4007 & 0.3554 & 0.3223 \\ \hline
\end{tabular}
\end{table}