\begin{table}%t4
%\caption{{continued.}}
	%\caption{\label{table4} 
	%\begin{footnotesize}
%\begin{tabular}{lcccl}
%\begin{table}
%	\noalign{\smallskip}
%\hline
%\hline
%Parameter  &      FIT    &  HFR  &  FIT/HFR  & Par. status$^c$ \\
%\hline
 $E_{av}$(4f$^6$6s) &111319(110)&114213& --2894$^b$&   \\ 
 $F^2$(4f, 4f)	     & 84659(440)&113265& 0.747 &r5 \\ 
 $F^4$(4f, 4f)	     & 63255(693)& 71072& 0.891 &r6 \\ 
 $F^6$(4f, 4f)	     & 40732(606)& 51133& 0.796 &r7 \\ 
$\alpha$           &    30     &      &       &f  \\ 
$\beta$            & --823     &      &       &f  \\ 
$\gamma$           &  1268     &      &       &f  \\ 
$\zeta$(4f)        &  1316( 16)&  1410& 0.933 &   \\ 
 $G^3$(4f, 6s)	&  2091( 47)&  2770& 0.755 &   \\ 
 $R^2$(4f5d, 4f6s)  & --239     & --281& 0.85  &f  \\ 
 $R^2$(4f5d, 6s4f)  &  1819     &  2141& 0.85  &f  \\ 
 $\sigma^a$        &    72     &      &       &   \\  
\hline
 \end{tabular} }
\par
 \smallskip
 {$^a$  {$\sigma$ -- an average deviation of the fitting.}} 
 {$^b$  {The differences FIT-HFR are given for the average energies of the configurations.}} 
 {$^c$  {r1 -- r7~parameters are related to the corresponding HFR ratios; f -- fixed parameter.}} 
\par
\end{table}