\begin{table}%t8
\caption{\label{correlsizes1}Correlations and dependence on ``sizes''.}  
\small%\centerline
 {
\begin{tabular}{c c c c c c c c c c c}  
\hline\hline  
 & & & OWN & & & OWN+LP & & & OWN+LP+2MS &\\  
 & correlated magnitudes& $\rho$ & SL(\%) & $n$ & $\rho$ & SL(\%) & $n$ & $\rho$ & SL(\%) & $n$\\
\hline  
Classicals & $B-V$ vs. $q$  & 0.59 & 95.13 & 12 & 0.37 & 98.24 & 43 & 0.40 & 99.83 & 64\\
  &$B-V$ vs. $q$($H_{R}>$ 6.2)&     &       & 2  & 0.28 & 84.33 & 27 & 0.33 & 93.04 & 32\\
  &$B-V$ vs. $q$($H_{R}<$ 6.2)& 0.64& 94.37 & 10 & 0.52 & 95.50 & 16 & 0.49 & 99.40 & 32\\
  \hline
         & $R-I$ vs. $q$   & 0.17 & 52.53 & 19 & 0.32 & 97.63 & 50 & 0.30 & 98.71 & 69\\
   &$R-I$ vs. $q$($H_{R}>$ 6.2)&  0.71& 91.98 &  7 & 0.57 & 99.85 & 31 & 0.51 & 99.68 & 35\\
   &$R-I$ vs. $q$($H_{R}<$ 6.2)& $-$0.10& 26.38 & 12 &$-$0.09 & 30.42 & 19 & 0.06 & 26.99 & 34\\
   \hline
         & $B-R$ vs. $q$   & 0.55 & 92.96 & 12 & 0.46 & 99.71 & 43 & 0.46 & 99.98 & 64\\
   &$B-R$ vs. $q$($H_{R}>$ 6.2)&      &       &  2 & 0.48 & 98.58 & 27 & 0.47 & 99.06 & 32\\
   &$B-R$ vs. $q$($H_{R}<$ 6.2)&  0.55& 90.20 & 10 & 0.43 & 90.37 & 16 & 0.49 & 99.39 & 32\\
   \hline
         & $R-I$ vs. $e$   & 0.17 & 54.82  & 19 &$-$0.21 & 86.62 & 50 &$-$0.17 & 84.83 & 69\\
   &$R-I$ vs. $e$($H_{R}>$ 6.2)&  0.14& 27.36 &  7 & $-$0.41& 97.68 & 31 & $-$0.38& 97.28 & 35\\
   &$R-I$ vs. $e$($H_{R}<$ 6.2)&  0.15& 38.26 & 12 &  0.13& 42.35 & 19 &  0.04& 19.76 & 34\\
   \hline
         & $V-R$ vs. $a$   & $-$0.14 & 45.84 & 19 & 0.18 & 80.79 & 52 & 0.12 & 69.48 & 73\\
   &$V-R$ vs. $a$($H_{R}>$ 6.2)& $-$0.43& 70.62 &  7 & $-$0.06& 26.64 & 33 & $-$0.02& 10.12 & 38\\
   &$V-R$ vs. $a$($H_{R}<$ 6.2)&  0.03&  7.39 & 12 &  0.48& 96.01 & 19 &  0.21& 76.84 & 35\\
   \hline
         & $B-R$ vs. $a$   & 0.08 & 21.92 & 12 & 0.09 & 43.80 & 43 & 0.14 & 73.85 & 64\\
   &$B-R$ vs. $a$($H_{R}>$ 6.2)&		&		&  2 & $-$0.19& 67.17 & 27 & $-$0.11& 44.33 & 32\\
   &$B-R$ vs. $a$($H_{R}<$ 6.2)&  0.25& 54.40 & 10 &  0.56& 97.04 & 16 &  0.29& 89.64 & 32\\
  \hline
        &$V-R$ vs. $\psi$  &  0.20& 61.21 & 19 &  0.05& 27.68 & 52 &  0.05& 30.00 & 73\\
 &$V-R$ vs. $\psi$($H_{R}>$ 6.2) &  0.14& 27.36 &  7 &  0.28& 88.87 & 33 &  0.35& 96.69 & 38\\
 &$V-R$ vs. $\psi$($H_{R}<$ 6.2) &  0.10& 25.46 & 12 & $-$0.34& 84.70 & 19 & $-$0.28& 89.76 & 35\\
 \hline
        &$B-R$ vs. $\psi$  &  0.20& 48.39 & 12 &$<$0.01& 1.44 & 43 & $-$0.02& 14.42 & 64\\
  &$B-R$ vs. $\psi$($H_{R}>$ 6.2)&		&		&  2 &  0.06& 24.44 & 27 &  0.19& 70.87 & 32\\
  &$B-R$ vs. $\psi$($H_{R}<$ 6.2)& $-$0.07& 15.85 & 10 & $-$0.23& 62.57 & 16 & $-$0.32& 92.06 & 32\\   	 \hline 
Hot    &$B-V$ vs. $q$    &  0.29& 51.60 & 7 & 0.41 & 94.71 & 23 & 0.38 & 97.96 & 38\\  
	 &$B-V$ vs. $q$($H_{R}>$ 6.2)&    &       & 1 & 0.20 & 51.87 & 13 & 0.31 & 78.33 & 17\\
	 &$B-V$ vs. $q$($H_{R}<$ 6.2)&0.77& 91.55 & 6 & 0.70 & 96.35 & 10 & 0.39 & 91.46 & 21\\
 \hline	                                                                  
       &$R-I$ vs. $q$  &   0.20 & 45.27  & 10& 0.23 & 75.89 & 27 & 0.19 & 76.46 & 40\\
   &$R-I$ vs. $q$($H_{R}>$ 6.2) & 0.60 & 70.13 & 4& 0.37 & 84.55 & 16 & 0.20 & 61.21 & 19\\
   &$R-I$ vs. $q$($H_{R}<$ 6.2) & 0.09 & 15.42 & 6& $<$0.01 & 2.30 & 11 & 0.13 & 45.04 & 21\\	  \hline
	  &$V-R$ vs. $a$        & $-$0.31 & 64.62 & 10 & 0.19 & 65.45 & 27 & 0.21 & 82.91 & 42\\
   &$V-R$ vs. $a$($H_{R}>$ 6.2)   &      &       &  4 & $-$0.23& 61.99 & 16 & $-$0.16 & 51.09 & 20\\
   &$V-R$ vs. $a$($H_{R}<$ 6.2)   & 0.37 & 59.38 &  6 & 0.67 & 96.66 & 11 & 0.49 & 97.41 & 22\\
   \hline
        &$B-R$ vs. $a$   & $<$0.01 & $<$0.01 &  7 & 0.12 & 41.24 & 23 & 0.22 & 82.46 & 38\\
   &$B-R$ vs. $a$($H_{R}>$ 6.2)&         &       &  1 & $-$0.13& 33.84 & 13 & $-$0.09& 26.85 & 17\\		   & $B-R$ vs. $a$($H_{R}<$ 6.2)&    0.60 & 82.03 &  6 & 0.79 & 98.28 & 10 & 0.59 & 99.15 & 21\\
   \hline
  Cold      &$R-I$ vs. $q$  &    0.15 & 32.86 &  9 & 0.25 & 75.53 & 23 & 0.27 & 84.35 & 29\\
   &$R-I$ vs. $q$($H_{R}>$ 6.2)&         &       &  3 & 0.56 & 96.29 & 15 & 0.60 & 98.06 & 16\\
   &$R-I$ vs. $q$($H_{R}<$ 6.2)&   $-$0.14 & 25.06 &  6 & $-$0.45& 76.86 &  8 &$-$0.30 & 69.60 & 13\\
   \hline
           &$V-R$ vs. $a$&   $-$0.17 & 36.26 &  9 & 0.35 & 91.29 & 25 & 0.09 & 38.31 & 31\\
   &$V-R$ vs. $a$($H_{R}>$ 6.2)&   $-$0.50 & 52.05 &  3 & 0.41 & 90.05 & 17 & 0.42 & 91.52 & 18\\
   &$V-R$ vs. $a$($H_{R}<$ 6.2)&   $-$0.20 & 34.53 &  6 & 0.17 & 34.08 &  8 & $-$0.30& 69.60 & 13\\
   \hline
\end{tabular}}
\medskip
Correlations results of colors versus orbital parameters and versus~$\psi$, a measure of the ``average Collisional Energy'' (Opik \cite{Opik76}) for classical objects. We correlate the whole group and two different subgroups of different ``sizes'' with $H_{R}>$ 6.2, and $H_{R}<$ 6.2. OWN means our own data, OWN+LP means our own data merged with the ESO Large Program data (Boehnhardt et~al. \cite{Boe02}; Peixinho et~al. \cite{Peix}), OWN+LP+2MS means the OWN+LP data merged with the Meudon Multicolor Survey data (Doressoundiram et~al. \cite{Doress_b}), $\rho$~= Spearman rank correlation, SL~= Significance level, $n$~= Number of objects.
\end{table}