\begin{table}%t3
\caption{\label{Freq}Fourier decomposition of the {\it UBV(RI)$_{C}$\/} light curves.}    
\small%\centerline
 {
\begin{tabular}{@{}*{12}{l}} 
\hline\hline       
%&&&&&&&&&&& \\[-8pt]
$\nu_{jk}$ & Frequency & $A_{jk}^{(U)}$ & $\varphi_{jk}^{(U)}$ &  
                         $A_{jk}^{(B)}$ & $\varphi_{jk}^{(B)}$ & 
                         $A_{jk}^{(V)}$ & $\varphi_{jk}^{(V)}$ & 
        $A_{jk}^{(R_{\rm C})}$  &  $\varphi_{jk}^{(R_{\rm C})}$ & 
        $A_{jk}^{(I_{\rm C})}$  &  $\varphi_{jk}^{(I_{\rm C})}$ \\
%&&&&&&&&&&& \\[-8pt]
\hline                  
--		&--		&11.649		&--		&11.675		&--		&11.264		&--		&11.031		&--		&10.821		&--		\\
$f_0$		&2.121840	&0.20136	&1.41705	&0.19769	&1.33116	&0.15399	&1.28978	&0.12873	&1.22187	&0.09383	&1.15808	\\
$2f_0$		&4.243680	&0.04098	&5.01763	&0.03473	&4.88158	&0.02771	&4.83961	&0.02248	&4.89025	&0.01590	&4.81655	\\
$3f_0$		&6.365520	&0.00823	&2.86820	&0.00816	&3.48286	&0.00828	&3.53757	&0.00588	&3.39453	&0.00541	&3.80429	\\
$f_1$		&2.851188	&0.26444	&0.41696	&0.26206	&0.44289	&0.20591	&0.42275	&0.16723	&0.38875	&0.12366	&0.32015	\\
$2f_1$		&5.702376	&0.04182	&3.98233	&0.04421	&3.99328	&0.03652	&3.98314	&0.02872	&4.01917	&0.02021	&3.93914	\\
$3f_1$		&8.553564	&0.01553	&1.03100	&0.01461	&1.27607	&0.01220	&1.21576	&0.00989	&1.33326	&0.00878	&1.46891	\\
$4f_1$		&11.404752	&0.00542	&4.45459	&0.00729	&4.52769	&0.00632	&4.37625	&0.00525	&4.34081	&0.00360	&4.21666	\\
$f_0+f_1$	&4.973028	&0.09113	&4.09995	&0.08176	&4.16265	&0.06282	&4.16672	&0.05197	&4.16621	&0.03790	&4.14347	\\
$f_1-f_0$	&0.729348	&0.04001	&4.48008	&0.05189	&4.56988	&0.04279	&4.53610	&0.03747	&4.62943	&0.02532	&4.56013	\\
$f_0+2f_1$	&7.824216	&0.02698	&0.88727	&0.02363	&1.01849	&0.01894	&1.04737	&0.01532	&1.11416	&0.01194	&1.08750	\\
$2f_0+f_1$	&7.094868	&0.02190	&1.83531	&0.02122	&2.01262	&0.01600	&1.97154	&0.01470	&2.02126	&0.01064	&1.96231	\\
$2f_0+2f_1$	&9.946056	&0.01630	&5.02404	&0.01961	&5.27763	&0.01453	&5.30904	&0.01267	&5.30237	&0.00855	&5.30350	\\
$f_0+3f_1$	&10.675404	&0.01244	&5.25972	&0.01515	&5.21436	&0.01196	&5.11548	&0.01041	&5.05965	&0.00697	&5.12237	\\
$3f_0+f_1$	&9.216708	&0.00501	&5.39284	&0.01189	&5.45943	&0.01086	&5.51522	&0.00905	&5.63708	&0.00637	&5.68115	\\
\hline                  
\end{tabular}}
\medskip
Units of frequency, amplitude, phase are ${\rm d}^{-1}$, mag, and radians, respectively. The first line gives $A_{00}$ in different bands.
\par
\end{table}