\begin{table}%t1
%\centering
\par
\caption{\label{tab1}Bias and rms of $\widehat{\rho}$ for the Spearman and Kendall correlators, $n=1000, m=1000$, 95\%-confidence intervals for bias: $\delta_{\rm bias} = \pm 0.00205$, for rms: $\delta_{\rm rms} = \pm 0.0014$.}
\small \begin{tabular}{ccccccc}
\hline\hline
\multicolumn{7}{c}{Without outliers}\\
\hline
\multicolumn{7}{c}{\hspace{1.2cm}Pearson \hspace{1.8cm}
Spearman  \hspace{1.8cm} Kendall}\\
%\hline
$\rho$ & Bias & Rms &  Bias & Rms &  Bias & Rms\\
\hline
0.00 & 0.000013    & 0.03265  & 0.000101 & 0.03425 & 0.000100  & 0.03428 \\
0.05 & --0.000672  & 0.03245  & --0.000436 & 0.03391 &--0.000366  & 0.03396 \\
0.10 & 0.000075   &0.03268   & 0.000431 & 0.03454 & 0.000511& 0.03452\\
0.20 & 0.000445 & 0.03023  & 0.000696  & 0.03217 &0.000817 & 0.03207\\
\hline
\multicolumn{7}{c}{Without outliers}\\
\hline
\multicolumn{7}{c}{\hspace{1.2cm}Pearson \hspace{1.8cm} Spearman  \hspace{1.8cm}   Kendall}\\
%\hline
$\rho$ & Bias & Rms &  Bias & Rms &  Bias & Rms\\
\hline
0.00&0.00156 & 0.03075& 0.000416 & 0.03453&0.000419&  0.03455 \\
0.05&--0.04115 & 0.03026& --0.000179 & 0.03399& --0.000131&0.03405\\
0.10&--0.07844 & 0.03212 & --0.003240  &0.03393 & --0.003159 &0.03392 \\
0.20 & --0.16020 & 0.03144&--0.007427 & 0.03233  &--0.007243&0.03222 \\
\hline
\end{tabular}
\end{table}