\begin{table}%T5
\par
%\centering
\par
\caption{The mean correlations, $\rho_{\rm mean}$, their standard deviations, $\sigma_\rho$, median values,
$\rho_{\rm m}$, and ranges of correlation coefficients between the determined parameters.}
\begin{tabular}{llllll}
\hline \hline
$\rho(p_i,p_j)$ & \multicolumn{1}{c}{$\rho_{\rm mean}$}   &\multicolumn{1}{c}{$\sigma_\rho$} & \multicolumn{1}{c}{$\rho_{\rm m}$} & \multicolumn{2}{c}{Range of $\rho$}  \\ \hline
$\rho(\theta        -T_{\rm eff})$& 0.657 &   0.296&0.784 &  0.011&  0.972\\
$\rho(\theta        -E(B-V)     )$& 0.443 &   0.271&0.435 &  0.001&  0.963\\
$\rho(\theta        -{\rm [m/H]})$& 0.226 &   0.170&0.185 &  0.002&  0.656\\
$\rho(T_{\rm eff}   -\theta     )$& 0.657 &   0.296&0.784 &  0.011&  0.972\\
$\rho(T_{\rm eff}   -E(B-V)     )$& 0.726 &   0.184&0.768 &  0.020&  0.959\\
$\rho(T_{\rm eff}   -{\rm [m/H]})$& 0.261 &   0.189&0.217 &  0.001&  0.749\\
$\rho(E(B-V)        -\theta     )$& 0.443 &   0.271&0.435 &  0.001&  0.963\\
$\rho(E(B-V)        -T_{\rm eff})$& 0.726 &   0.184&0.768 &  0.020&  0.959\\
$\rho(E(B-V)        -{\rm [m/H]})$& 0.186 &   0.141&0.157 &  0.002&  0.794\\
$\rho({\rm [m/H]}    -\theta     )$& 0.226 &  0.170&0.185 &  0.002&  0.656\\
$\rho({\rm [m/H]}    -T_{\rm eff})$& 0.261 &  0.189&0.217 &  0.001&  0.749\\
$\rho({\rm [m/H]}    -E(B-V)     )$& 0.186 &  0.141&0.157 &  0.002&  0.794\\
\hline
\end{tabular}
\label{t5}
\end{table}