\begin{table}%t11
\caption{\label{table:logitres_altered}Results of the logit analysis for the altered model ($R_{\rm
    p}$ increased by 10\%) with 50~000 model planets and 31
  observations.}
 \small					
 %\centering
						 \begin{tabular}{cccccccccccc}					\hline	
 \hline							&		&	All variables	&	\multicolumn{9}{c}{Missing variable}			\\						&		&		&	${\rm [Fe/H]}$	&	$T_{\rm eff}$	&	$R_{\star}$	&	$M_{\star}$	&	$P$	&	$R_{\rm p}$	&	$M_{\rm p}$	&	$\theta$	&	$T_{\rm eq}$	\\
\noalign{\smallskip} \hline\noalign{\smallskip}				
{\rm [Fe/H]}	&	${\hat b}_{{\rm [Fe/H]}}$	&	--0.738	&		&	--0.740	&	--0.737	&	--0.737	&	--0.733	&	0.224	&	--0.607	&	--0.728	&	--0.664	\\
	&	${\cal P}_{{\rm [Fe/H]}}$	&	[0.002]	&		&	[0.002]	&	[0.002]	&	[0.002]	&	[0.002]	&	[0.251]	&	[0.009]	&	[0.002]	&	[0.005]	\\
$T_{\rm eff}$	&	${\hat b}_{T_{\rm eff}}$	&	--0.729	&	--0.713	&		&	--0.742	&	--0.255	&	--0.819	&	--0.573	&	--0.545	&	--0.739	&	--0.308	\\
	&	${\cal P}_{T_{\rm eff}}$	&	[0.260]	&	[0.268]	&		&	[0.231]	&	[0.483]	&	[0.192]	&	[0.366]	&	[0.404]	&	[0.256]	&	[0.618]	\\
$R_{\star}$	&	${\hat b}_{R_{\rm {\star}}}$	&	0.032	&	0.013	&	0.197	&		&	0.247	&	--0.091	&	0.032	&	0.237	&	0.018	&	0.558	\\
	&	${\cal P}_{R_{\rm {\star}}}$	&	[0.945]	&	[0.978]	&	[0.661]	&		&	[0.540]	&	[0.828]	&	[0.945]	&	[0.620]	&	[0.970]	&	[0.149]	\\
$M_{\star}$	&	${\hat b}_{M_{\rm {\star}}}$	&	0.677	&	0.650	&	0.017	&	0.702	&		&	0.684	&	0.532	&	0.557	&	0.667	&	0.598	\\
	&	${\cal P}_{M_{\rm {\star}}}$	&	[0.370]	&	[0.388]	&	[0.966]	&	[0.291]	&		&	[0.363]	&	[0.472]	&	[0.461]	&	[0.377]	&	[0.430]	\\
$P$	&	${\hat b}_{\rm P}$	&	--0.417	&	--0.356	&	--0.664	&	--0.395	&	--0.432	&		&	--0.366	&	--0.393	&	--0.249	&	--1.706	\\
	&	${\cal P}_{\rm P}$	&	[0.585]	&	[0.618]	&	[0.421]	&	[0.565]	&	[0.575]	&		&	[0.622]	&	[0.641]	&	[0.716]	&	[0.037]	\\
$R_{\rm p}$	&	${\hat b}_{R_{\rm p}}$	&	--1.986	&	--1.264	&	--1.974	&	--1.986	&	--1.985 &	--1.995	&		&	--1.763	&	--1.973	&	--1.796	\\
	&	${\cal P}_{R_{\rm p}}$	&	[0.000]	&	[0.000]	&	[0.000]	&	[0.000]	&	[0.000]	&	[0.000]	&		&	[0.000]	&	[0.000]	&	[0.000]	\\
$M_{\rm p}$	&	${\hat b}_{M_{\rm p}}$	&	--1.359	&	--0.894	&	--1.350	&	--1.359	&	--1.354	&	--1.305	&	--0.328	&		&	--1.150	&	--1.045	\\
	&	${\cal P}_{M_{\rm p}}$	&	[0.001]	&	[0.019]	&	[0.002]	&	[0.001]	&	[0.001]	&	[0.001]	&	[0.558]	&		&	[0.001]	&	[0.052]	\\
$\theta$	&	${\hat b}_{\theta}$	&	0.384	&	0.271	&	0.461	&	0.376	&	0.387	&	0.193	&	0.021	&	--1.714	&		&	0.338	\\
	&	${\cal P}_{\theta}$	&	[0.359]	&	[0.541]	&	[0.327]	&	[0.347]	&	[0.372]	&	[0.494]	&	[0.976]	&	[0.009]	&		&	[0.633]	\\
$T_{\rm eq}$	&	${\hat b}_{T_{\rm eq}}$	&	1.189	&	0.797	&	0.940	&	1.212	&	1.165	&	1.439	&	--0.009	&	0.603	&	1.202	&		\\
	&	${\cal P}_{T_{\rm eq}}$	&	[0.045]	&	[0.162]	&	[0.100]	&	[0.014]	&	[0.051]	&	[0.001]	&	[0.987]	&	[0.334]	&	[0.054]	&		\\
\multicolumn{12}{c}{overall assessment of the fit}		\\
\multicolumn{2}{c}{Log likelihood}			&	--243.645	&	--247.922	&	--244.341	&	--243.648	&	--244.098	&	--243.872	&	--257.580	&	--246.194	&	--243.872	&	--245.271	\\
\multicolumn{2}{c}{$c_{\rm LL}$}			&	32.647	&	24.094	&	31.256	&	32.643	&	31.743	&	32.194	&	4.778	&	27.551	&	32.194	&	29.395	\\
\multicolumn{2}{c}{${\cal{P}}_{\chi^2}$}			&	 0.000	&	0.002	&	0.000	&	0.000	&	0.000	&	0.000	&	0.781	&	0.001	&	0.000	&	0.000	\\
\hline 
\end{tabular}																						
\end{table}