\begin{table}%t3
\par
\caption {\label{tab:globfit}Global fit parameters. }
%\centerline
 {\begin{tabular}{lllll}
\hline
\hline
             	      && $A_1$ &  $A_2$ &  $A_3$ \\
                      &  & $B_1$ &  $B_2$ &  $B_3$ \\
\hline
Power laws	&&25743 (6200) 	& 22 (6)	& 2.2 (0.11)	\\
	 		&&252311 (25000) & 16477 (1950)	& 1637 (62)	\\
\hline
		&& $P_g$	& $\nu_{\rm max}$	& $\sigma$\\
\hline
Gaussian term && 0.500 (0.015) & 1657 (28) & 538 (26) \\
\hline
White noise	&& \multicolumn{3}{c}{$P_n = 0.33$ (0.005)}\\
\hline
\end{tabular}}
\par
\smallskip
The amplitudes of the power laws ($A_i$), the height of the Gaussian part ($P_g$), and the white noise components ($P_n$) are given in \ph. The power law time scales ($B_i$) are given in seconds and the center ($\nu_{\rm max}$) and width~($\sigma$) of the Gaussian part are in \mh. One-sigma error estimates are given in brackets.
\end{table}