\begin{table}%t13
\caption{\label{astroparam1}Astrophysical parameters for the primary components.}             
%\centering
\par
\begin{tabular}{l r l l l l r}      
\hline\hline  \noalign{\smallskip}      
Object & $\mathcal{M}_{\rm P}$   & $R_{\rm P}$   & $T_{\rm eff}^{\rm P}$  &  $\log g_{\rm P}$\tablefootmark{a}   &
$\log L_{\rm P}/L_{\odot}$\tablefootmark{b} & $V_{\rm rot}^{P}$  \\ 
  & ($\mathcal{M}_{\odot}$) &  ($R_{\odot}$) &  (K) & (dex cgs) &  & (km s$^{-1}$) \\     
\hline                    
  4 110409 &  $13.93 \pm 0.59$ &  $4.64 \pm 0.14$ &  $32~370 \pm  816$  & $4.25 \pm 0.03$ &  $4.326 \pm 0.051$ & $ 79 \pm 2$  \\
  4 113853 &  $ 6.03 \pm 0.38$ &  $3.50 \pm 0.12$ &  $23~150 \pm  761$  & $4.13 \pm 0.04$ &  $3.499 \pm 0.065$ & $134 \pm 5$   \\
  4 117831 &  $ 4.81 \pm 0.25$ &  $2.71 \pm 0.08$ &  $19~190 \pm  389$  & $4.26 \pm 0.04$ &  $2.949 \pm 0.044$ & $118 \pm 4$	     \\
  4 121084 &  $11.72 \pm 0.44$ &  $3.64 \pm 0.09$ &  $31~580 \pm  552$  & $4.39 \pm 0.03$ &  $4.072 \pm 0.038$ & $223 \pm 6$  \\
  4 121110 &  $ 9.55 \pm 0.33$ &  $3.84 \pm 0.07$ &  $28~390 \pm  767$  & $4.25 \pm 0.02$ &  $3.933 \pm 0.050$ & $175 \pm 3$  \\
  4 121461 &  $ 6.05 \pm 0.26$ &  $2.59 \pm 0.10$ &  $22~970 \pm  783$  & $4.40 \pm 0.04$ &  $3.222 \pm 0.068$ & $ 67 \pm 3$   \\
  4 159928 &  $11.27 \pm 0.46$ &  $4.85 \pm 0.12$ &  $29~080 \pm  870$  & $4.12 \pm 0.03$ &  $4.178 \pm 0.056$ & $213 \pm 5$  \\
  4 160094 &  $ 9.05 \pm 0.58$ &  $3.23 \pm 0.15$ &  $27~550 \pm 1106$  & $4.38 \pm 0.05$ &  $3.730 \pm 0.081$ & $ 96 \pm 4$   \\
  4 163552 &  $ 9.56 \pm 0.61$ &  $5.06 \pm 0.16$ &  $24~400 \pm  990$  & $4.01 \pm 0.04$ &  $3.910 \pm 0.075$ & $166 \pm 5$  \\
  4 175149 &  $11.78 \pm 0.47$ &  $4.85 \pm 0.16$ &  $33~100 \pm  272$  & $4.14 \pm 0.03$ &  $4.402 \pm 0.032$ & $123 \pm 4$  \\
  4 175333 &  $ 5.09 \pm 0.23$ &  $2.41 \pm 0.08$ &  $21~800 \pm  644$  & $4.38 \pm 0.03$ &  $3.071 \pm 0.059$ & $ 98 \pm 3$   \\
  5 016658 &  $ 6.38 \pm 0.39$ &  $3.57 \pm 0.12$ &  $21~390 \pm  519$  & $4.14 \pm 0.04$ &  $3.378 \pm 0.051$ & $145 \pm 5$   \\
  5 026631 &  $11.40 \pm 0.34$ &  $5.19 \pm 0.08$ &  $28~670 \pm  394$  & $4.07 \pm 0.02$ &  $4.212 \pm 0.028$ & $186 \pm 3$   \\
  5 032412 &  $17.12 \pm 0.34$ &  $4.74 \pm 0.11$ &  $35~410 \pm  174$  & $4.32 \pm 0.02$ &  $4.500 \pm 0.022$ & $ 66 \pm 2$   \\
  5 038089 &  $13.01 \pm 0.20$ &  $5.98 \pm 0.08$ &  $30~660 \pm  130$  & $4.00 \pm 0.01$ &  $4.452 \pm 0.014$ & $127 \pm 2$  \\
  5 095337 &  $ 8.72 \pm 0.36$ &  $3.68 \pm 0.12$ &  $26~990 \pm 1250$  & $4.25 \pm 0.03$ &  $3.808 \pm 0.085$ & $206 \pm 7$  \\
  5 095557 &  $ 6.68 \pm 0.71$ &  $3.60 \pm 0.10$ &  $23~710 \pm  363$  & $4.15 \pm 0.05$ &  $3.564 \pm 0.036$ & $ 75 \pm 2$  \\
  5 100485 &  $ 6.67 \pm 0.14$ &  $3.14 \pm 0.06$ &  $22~670 \pm  498$  & $4.27 \pm 0.02$ &  $3.367 \pm 0.042$ & $104 \pm 2$  \\
  5 100731 &  $ 8.73 \pm 0.51$ &  $3.76 \pm 0.18$ &  $24~550 \pm  473$  & $4.23 \pm 0.05$ &  $3.664 \pm 0.054$ & $168 \pm 8$		      \\
  5 106039 &  $ 8.69 \pm 0.37$ &  $3.63 \pm 0.08$ &  $26~320 \pm  335$  & $4.26 \pm 0.03$ &  $3.754 \pm 0.029$ & $ 84 \pm 2$  \\
  5 111649 &  $ 5.56 \pm 0.16$ &  $5.30 \pm 0.11$ &  $17~000 \pm  168$  & $3.74 \pm 0.02$ &  $3.322 \pm 0.024$ & $ 91 \pm 2$   \\
  5 123390 &  $ 9.83 \pm 0.26$ &  $4.38 \pm 0.14$ &  $27~840 \pm  549$  & $4.15 \pm 0.03$ &  $4.013 \pm 0.044$ & $102 \pm 3$  \\
  5 180185 &  $ 6.28 \pm 0.14$ &  $4.41 \pm 0.14$ &  $18~500 \pm  400$  & $3.95 \pm 0.03$ &  $3.311 \pm 0.046$ & $ 41 \pm 1$   \\
  5 180576 &  $ 7.30 \pm 0.31$ &  $3.25 \pm 0.14$ &  $25~000 \pm 1057$  & $4.28 \pm 0.04$ &  $3.568 \pm 0.083$ & $105 \pm 5$   \\
  5 185408 &  $ 7.03 \pm 0.21$ &  $3.05 \pm 0.09$ &  $24~170 \pm  475$  & $4.32 \pm 0.03$ &  $3.453 \pm 0.042$ & $106 \pm 3$   \\
  5 196565 &  $ 7.20 \pm 0.28$ &  $4.93 \pm 0.13$ &  $21~530 \pm  368$  & $3.91 \pm 0.03$ &  $3.670 \pm 0.038$ & $ 63 \pm 2$   \\
  5 261267 &  $ 9.17 \pm 0.39$ &  $4.32 \pm 0.10$ &  $27~930 \pm  904$  & $4.13 \pm 0.03$ &  $4.008 \pm 0.060$ & $171 \pm 4$  \\
  5 265970 &  $10.21 \pm 0.39$ &  $7.14 \pm 0.16$ &  $23~280 \pm  153$  & $3.74 \pm 0.03$ &  $4.128 \pm 0.023$ & $103 \pm 2$   \\
  5 266015 &  $15.58 \pm 0.31$ &  $5.84 \pm 0.08$ &  $32~120 \pm  545$  & $4.10 \pm 0.02$ &  $4.512 \pm 0.032$ & $163 \pm 2$  \\
  5 266131 &  $ 8.96 \pm 0.23$ &  $3.60 \pm 0.13$ &  $26~510 \pm  774$  & $4.28 \pm 0.03$ &  $3.760 \pm 0.060$ & $140 \pm 5$  \\
  5 266513 &  $ 5.79 \pm 0.35$ &  $2.84 \pm 0.13$ &  $20~800 \pm 1167$  & $4.30 \pm 0.05$ &  $3.131 \pm 0.106$ & $130 \pm 6$   \\
  5 277080 &  $ 9.68 \pm 0.55$ &  $4.72 \pm 0.09$ &  $29~780 \pm  480$  & $4.08 \pm 0.03$ &  $4.196 \pm 0.032$ & $123 \pm 2$  \\
  5 283079 &  $ 7.56 \pm 0.41$ &  $2.98 \pm 0.08$ &  $25~160 \pm  475$  & $4.37 \pm 0.03$ &  $3.504 \pm 0.041$ & $118 \pm 3$  \\
\hline                  
\end{tabular}
\tablefoot {Listed parameters: mass, radius, effective temperature, surface gravity, luminosity and equilibrium equatorial velocity (i.e.~synchronous velocity for circular systems and pseudo-synchronous velocity for eccentric systems).\\
\tablefoottext{a}{Computed from $g = \frac{G\mathcal{M}}{R^{2}}$;}
\tablefoottext{b}{computed from $\log \frac{L}{L_{\odot}} = 2 \log \frac{R}{R_{\odot}} + 4 \log \frac{T_{\rm eff}}{T_{\rm eff,\odot}}$.}}
\end{table}