\begin{table}%t4 \caption{\label{osszefogl}Summary of the relevant data of V372~Ser.} \par %\centering \small \begin{tabular}{lc} \hline \hline $P_1(\mbox{days})$ & $0.3507310\pm .0000001$ \\ $P_0(\mbox{days})$ & $0.4712891\pm .0000002$ \\ $P_1/P_0$ & $0.7441950$ \\ $\langle V \rangle=A_{00}^{(V)}$ & $11.264$\\ $\langle U-B\rangle=A_{00}^{(U)}-A_{00}^{(B)}$ & $-0.026$\\ $\langle B-V\rangle=A_{00}^{(B)}-A_{00}^{(V)}$ & $0.411$ \\ $\langle V-R_{\rm C}\rangle=A_{00}^{(V)}-A_{00}^{(R_{\rm C)}}$ & $0.233$ \\ $\langle V-I_{\rm C}\rangle=A_{00}^{(V)}-A_{00}^{(I_{\rm C)}}$ & $0.443$ \\ $A_{01}^{(V)}$ & $0.2059$\\ $A_{10}^{(V)}$ & $0.1534$\\ $A_{01}^{(U)}/A_{10}^{(U)}$ & $1.313$ \\ $A_{01}^{(B)}/A_{10}^{(B)}$ & $1.326$ \\ $A_{01}^{(V)}/A_{10}^{(V)}$ & $1.337$ \\ $A_{01}^{(R_{\rm C)}}/A_{10}^{(R_{\rm C)}}$ & $1.299$ \\ $A_{01}^{(I_{\rm C)}}/A_{10}^{(I_{\rm C)}}$ & $1.318$ \\[2pt] \hline \end{tabular} \end{table}