\begin{table}%t1
\par
 \caption{\label{red_noise}Dimensionless relative amplitudes $A_i'$ and 
    timescales $\tau_i$ of our different red noise models. Models~1 to~3 are fixed parameter models whereas for the others we 
    draw random values within a given range for each single 
    light curve individually. The timescales are chosen to cover 
    the range of expected transit durations.} 
  \small
  %\centering
\par
 { {\begin{tabular}{ccccccccc}
   \hline\hline\noalign{\smallskip}
  Model number  & $A_1'$       & $A_2'$       & $A_3'$       & $A_4'$       & $\tau_1$ [min]    & $\tau_2$ [min]    & $\tau_3$ [min]    & $\tau_4$ [min]    \\ 
 \noalign{\smallskip} \hline
  1             & 1            & 2            & 3            & 4            & 355              & 169              & 111              & 48               \\ 
  %\hline
  2             & 2            & 3            & 4            & 1            & 169              & 131              & 111              & 88               \\ 
  %\hline
  3             & 3            & 4            & 1            & 2            & 131              & 99               & 61               & 27               \\ 
  %\hline
  4             & random [1$-$4] & random [1$-$4] & random [1$-$4] & random [1$-$4] & random [300$-$400] & random [200$-$300] & random [100$-$200] & random [0$-$100] \\ 
  %\hline
  5             & random [1$-$4] & random [1$-$4] & random [1$-$4] & random [1$-$4] & random [250$-$300] & random [200$-$250] & random [150$-$200] & random [100$-$150] \\ 
  %\hline
  6             & random [1$-$4] & random [1$-$4] & random [1$-$4] & random [1$-$4] & random [250$-$300] & random [200$-$250] & random [150$-$200] & --              \\ 
  %\hline
  7             & random [1$-$4] & random [1$-$4] & random [1$-$4] & random [1$-$4] & random [250$-$300] & random [200$-$250] & --              & random [100-150] \\
  % \hline
  8             & random [1$-$4] & random [1$-$4] & random [1$-$4] & random [1$-$4] & random [250$-$300] & --              & random [150$-$200] & random [100$-$150] \\ 
  %\hline
  9             & random [1$-$4] & random [1$-$4] & random [1$-$4] & random [1$-$4] & --              & random [200$-$250] & random [150$-$200] & random [100$-$150] \\ 
  \hline
  \end{tabular}}}
  \end{table}