\begin{table}%t3
%\centering
\par
\caption{\label{elements}Overview of the orbital elements determined for the ellipsoidal variables (\object{\hd34025}, \object{\hd81421}, \object{\hd214291}, \object{\hd85964}) and the binaries with a (cand) \gdor\ component (\object{\hd10167}, \object{\hd147787}, \object{\hd126516}, \object{\hd167858}, \object{\hd209295}) in our sample of 37 targets.
The errors are given between brackets in units of the last decimal.
The values that were fixed are given in {\it italics}.
The targets for which an orbit was already known in the literature are indicated with $\ast$.
}
\begin{tabular}{lccccccccc} \hline\hline
                                    & \object{\hd10167}     & \object{\hd34025}     & \object{\hd81421}     & \object{\hd85964}    & \object{\hd126516}    & \object{\hd147787}    & \object{\hd167858}    & \object{\hd209295}   & \object{\hd214291}  \\
&&{\tiny (ellipsoidal)}&{\tiny (ellipsoidal)} &{\tiny (ellipsoidal)} &&$\ast$&$\ast$&$\ast$&{\tiny (ellipsoidal)} \\ [2pt] \hline \\ [-8pt]
\porb\ {\tiny (days)}                   & 9.3199(2)    & {\it 1.24442}&{\it 0.97948} &{\it 1.24850}& 2.1245(5)    & 39.86(8)     & 4.48510(13)  & 3.10573(2)  & 1.74247(2) \\
$v_{\gamma}$ {\tiny (\kms)}             & 5.2(2)       & 28.1(8)      & 9.3(4)       & 4.1(4)      & --20.6(13)    & --4.9(6)      & --28.3(2)     & --20.5(2)    & --13.9(6)   \\
$e$                                     & {\it 0.0}    & {\it 0.0}    & {\it 0.0}    & {\it 0.0}   & {\it 0.0}    & {\it 0.59}   & {\it 0.0}    & 0.324(5)    & {\it 0.0}  \\
$t(\tau)$ {\tiny (HJD-2450000)}         &              &              &              &             &              & 1312(2)      &              & 2865.097(12)&            \\     
$\omega$ {\tiny ($^{\circ}$)}           &              &              &              &             &              & 97(10)       &              & 33(1)       &            \\ 
$K_1$ {\tiny (\kms)}                    & 39.7(4)      & 81(2)        & 87.8(7)      & 65.5(5)     & 33(1)        & 61(72)       & 6.3(2)       & 52.8(3)     & 111(14)    \\
$K_2$ {\tiny (\kms)}                    & 41.8(4)      & 135(3)       & 164.7(7)     &             &              & 67(79)       &              &             & 111(14)    \\
$a_1 \sin i$ {\tiny (AU)}             & 0.0340(3)    & 0.0093(2)    & 0.00790(6)   & 0.00752(6)  & 0.0065(3)    & 0.2(2)       & 0.00261(8)   & 0.01426(8)  & 0.018(2)   \\
$a_2 \sin i$ {\tiny (AU)}             & 0.0358(3)    & 0.0154(3)    & 0.01483(6)   &             &              & 0.2(3)       &              &             & 0.018(2)   \\
$M_1 \sin ^{3} i $ {\tiny ($M_{\odot}$)}& 0.268(11)    & 0.81(9)      & 1.07(3)      &             &              & 2(12)        &              &             & 1.0(5)     \\
$M_2 \sin ^{3} i $ {\tiny ($M_{\odot}$)}& 0.254(8)     & 0.49(4)      & 0.568(15)    &             &              & 2(9)         &              &             & 1.0(4)     \\
$f(M)$ {\tiny ($M_{\odot}$)}            &              &              &              & 0.0364(8)   & 0.0080(9)    &              & 0.00012(2)   & 0.0401(7)   &            \\  \hline 
rms {\tiny (\kms)}                    & 0.99         & 1.43         & 2.60         & 0.87        & 1.97         & 0.98         & 0.89         & 1.03        & 0.67       \\  \hline
\end{tabular}
\end{table}