\begin{table}%t3 \caption{The results for $\lambda$ Bootis stars taken from Paunzen et~al. (\cite{pa02}) according to Fig.~\ref{fig1} and Table~\ref{legend}. We would only consider the stars of group (5) as good candidates for undetected spectroscopic binary systems, and no conclusion can be drawn for group (6). \label{result}} %\centerline { \begin{tabular}[h]{rrrrrr} \hline \hline \multicolumn{1}{c}{(1)} & \multicolumn{1}{c}{(2)} & \multicolumn{1}{c}{(~3~)} & \multicolumn{1}{c}{(4)} & \multicolumn{1}{c}{(5)} & \multicolumn{1}{r}{(~6~) a. }\\ 6870 & 319 & 31295 & 111604 & 23392 & 13755~{\bf{P}} \\ 11413 & 7908 & 35242 & 156954 & 110377 & 15165~{\bf{P}} \\ 24472 & 30422 & 101108 & 193256 & 170680 & 54272~{\bf{P}} \\ 75654 & 74873 & & 193281 & 198160 & 87271~{\bf{P}} \\ 81290 & 91130 & & & & 90821~{\bf{F}} \\ 83041 & 110411 & & & & 105759~{\bf{P}} \\ 83277 & 125162 & & & & 111005~{\bf{P}} \\ 84123 & 130767 & & & & 120500~{\bf{F}} \\ 102541 & 183324 & & & & 120896~{\bf{P}} \\ 105058 & 204041 & & & & 175445~{\bf{F}} \\ 106223 & 221756 & & & & \\ 107233 & & & & & \\ 109738 & & & & & \\ 125889 & & & & & \\ 142703 & & & & & \\ 142994 & & & & & \\ 149130 & & & & & \\ 153747 & & & & & \\ 154153 & & & & & \\ 168740 & & & & & \\ 168947 & & & & & \\ 184779 & & & & & \\ 192640 & & & & & \\ 210111 & & & & & \\ 216847 & & & & & \\ \hline 44\% & 19\% & 5\% & 7\% & 7\% & 18\% \\ \hline \end{tabular}} \par \smallskip {a. {\bf{P}}assed (intrinsic \boo) or {\bf{F}}ailed (undetected} { binary system); The last row contains the percentage} {of objects as part of the total sample.} \end{table}