\begin{table}%t5
\caption{Photometric solutions of \object{V861~Herculis}, based on~2003 LC. For details see Sect.~4.2.}\label{results}
%\centering
\par
\begin{tabular}{cll}
\hline
\hline
Parameter & Value & Error \\
\hline
$L_1 / (L_1 +L_2 )$	  &        &	\\
$V$	  & 0.3736 & $\pm$0.0033 \\
$R$	 & 0.3610 & $\pm$0.0031 \\
$I$	 & 0.3519 & $\pm$0.0028 \\
$x_1 = x_2$	  &        &	\\
bolometric:  & 0.520  &	\\
$V$	 & 0.644  &        \\
$R$	 & 0.556  &        \\
$I$	 & 0.470  &        \\
$q = M_2 / M_1$	  & 2.460  & $\pm$0.017  \\
$i$	  & 66.17  & $\pm$0.23   \\
            $\Phi_{{\rm sh}}$             & $-$0.0306& $\pm$0.0004 \\
$A_1 = A_2$	  & 0.50   &	\\
$g_1 = g_2$	  & 0.32   &	\\
$\Omega_1 = \Omega_2$   & 5.8414 & $\pm$0.0228 \\
$T_2$	  & $5332K $ & $\pm 220K $  \\
$r_1{\rm (pole)}$    & 0.2876 & $\pm 0.0022$ \\
$r_1{\rm (side)}$    & 0.3004 & $\pm 0.0027$ \\
$r_1{\rm (back)}$    & 0.3357 & $\pm 0.0046$ \\
$r_2{\rm (pole)}$    & 0.4351 & $\pm 0.0018$ \\
$r_2{\rm (side)}$    & 0.4650 & $\pm 0.0024$ \\
$r_2{\rm (back)}$    & 0.4933 & $\pm 0.0031$ \\
$\Sigma w (l_{{\rm obs}} - l_{{\rm comp}})^2$  & $2.22 \times 10^{-3}$& \\
\hline
\end{tabular}
\end{table}