\begin{table}%t7
%\centering
\par
 \small \caption{SR: partial results. We list the mean $\mu$ and the
    corresponding standard deviation $\sigma$ of the difference
  Committee-SSPP for each of the different stellar types and parameter
  ranges.}\label{t_Partial1SR}
    \leavevmode
        \begin{tabular}[h]{ccrrrrrrrrr}%ccccccccccc}
        \hline\hline  
        ${\rm [Fe/H]}$ & $\log~T_{\rm eff}$ & 
        $\mu_{\log~T_{\rm eff}}$&$\sigma_{\log~T_{\rm eff}}$&$E_{\log~T_{\rm eff}}$ &
        $\mu_{\log~g}$&$\sigma_{\log~g}$&$E_{\log~g}$&
        $\mu_{\rm [Fe/H]}$&$\sigma_{\rm [Fe/H]}$& $E_{\rm [Fe/H]}$\\ 
        \hline  
$<$$-1.5$ & $<$$3.70$ & $-0.0076$ & $0.0272$ & $0.0212$ & $0.4070$ & $0.6537$ & $0.6097$ & $-0.4354$ & $0.4470$ & $0.4902$\\
$<$$-1.5$ & $3.70,3.75$ & $-0.0105$ & $0.0143$ & $0.0143$ & $-0.0665$ & $0.4660$ & $0.3627$ & $-0.3936$ & $0.3146$ & $0.4099$\\
$<$$-1.5$ & $3.75,3.80$ & $-0.0107$ & $0.0129$ & $0.0133$ & $-0.4136$ & $0.4600$ & $0.5013$ & $-$$0.1549$ & $0.3294$ & $0.2454$\\
$<$$-1.5$ & $3.80,3.85$ & $-0.0047$ & $0.0117$ & $0.0098$ & $-0.5609$ & $0.5208$ & $0.6488$ & $-0.1458$ & $0.3791$ & $0.2873$\\
$<$$-1.5$ & $3.85,3.875$ & $0.0051$ & $0.0147$ & $0.0099$ & $-0.0387$ & $0.6575$ & $0.4753$ & $-0.0771$ & $0.4216$ & $0.3410$\\
$<$$-1.5$ & $>$$3.875$ & $0.0171$ & $0.0230$ & $0.0228$ & $0.6129$ & $0.5321$ & $0.6973$ & $0.1750$ & $0.5635$ & $0.4622$\\ 
\hline  
$>$$-1.5$ & $<$$3.70$ & $0.0288$ & $0.0254$ & $0.0338$ & $0.1509$ & $0.5730$ & $0.4750$ & $0.1275$ & $0.3951$ & $0.3267$\\
$>$$-1.5$ & $3.70,3.75$ & $0.0030$ & $0.0164$ & $0.0112$ & $-0.0213$ & $0.5409$ & $0.4298$ & $0.0376$ & $0.3322$ & $0.2593$\\
$>$$-1.5$ & $3.75,3.80$ & $0.0054$ & $0.0160$ & $0.0131$ & $-0.1007$ & $0.4923$ & $0.3937$ & $0.0176$ & $0.2545$ & $0.1955$\\
$>$$-1.5$ & $3.80,3.85$ & $0.0045$ & $0.0140$ & $0.0099$ & $-0.1443$ & $0.5179$ & $0.4154$ & $0.0415$ & $0.2876$ & $0.2261$\\
$>$$-1.5$ & $3.85,3.875$ & $0.0136$ & $0.0119$ & $0.0142$ & $0.0482$ & $0.5324$ & $0.4087$ & $0.0744$ & $0.3325$ & $0.2408$\\
$>$$-1.5$ & $>$$3.875$ & $0.0310$ & $0.0200$ & $0.0320$ & $0.6196$ & $0.6062$ & $0.7288$ & $0.2546$ & $0.4465$ & $0.3759$\\ 
\hline\hline  
        $\log~g$ & $\log~T_{\rm eff}$ & 
        $\mu_{\log~T_{\rm eff}}$&$\sigma_{\log~T_{\rm eff}}$&$E_{\log~T_{\rm eff}}$ &
        $\mu_{\log~g}$&$\sigma_{\log~g}$&$E_{\log~g}$&
        $\mu_{\rm [Fe/H]}$&$\sigma_{\rm [Fe/H]}$& $E_{\rm [Fe/H]}$\\ 
        \hline 
$3.5$ & $<3.70$ & $-0.0099$ & $0.0278$ & $0.4282$ & $0.0085$ & $0.5627$ & $0.4282$ & $-0.3130$ & $0.4795$ & $0.3967$\\
$3.5$ & $3.70,3.75$ & $-0.0065$ & $0.0150$ & $0.4088$ & $-0.2002$ & $0.4827$ & $0.4088$ & $-0.2663$ & $0.2919$ & $0.3121$\\
$3.5$ & $3.75,3.80$ & $-0.0068$ & $0.0160$ & $0.5700$ & $-0.5161$ & $0.4468$ & $0.5700$ & $-0.1164$ & $0.2867$ & $0.2257$\\
$3.5$ & $3.80,3.85$ & $-0.0015$ & $0.0127$ & $0.6803$ & $-0.6085$ & $0.5020$ & $0.6804$ & $-0.1003$ & $0.3585$ & $0.2766$\\
$3.5$ & $3.85,3.875$ & $0.0154$ & $0.0172$ & $0.5740$ & $-0.2528$ & $0.6760$ & $0.5740$ & $0.0592$ & $0.4546$ & $0.3449$\\
$3.5$ & $>$$3.875$ & $0.0359$ & $0.0290$ & $0.5496$ & $0.1515$ & $0.6719$ & $0.5496$ & $0.3883$ & $0.4792$ & $0.4839$\\ 
\hline  
$3.5$ & $<$$3.70$ & $0.0246$ & $0.0275$ & $0.0322$ & $0.3073$ & $0.6112$ & $0.5486$ & $0.0149$ & $0.4690$ & $0.3772$\\
$3.5$ & $3.70,3.75$ & $0.0033$ & $0.0167$ & $0.0120$ & $0.0297$ & $0.5323$ & $0.4223$ & $0.0471$ & $0.3540$ & $0.2741$\\
$3.5$ & $3.75,3.80$ & $0.0057$ & $0.0156$ & $0.0130$ & $0.0039$ & $0.4320$ & $0.3393$ & $0.0229$ & $0.2728$ & $0.1987$\\
$3.5$ & $3.80,3.85$ & $0.0034$ & $0.0144$ & $0.0101$ & $-0.0841$ & $0.4873$ & $0.3789$ & $0.0301$ & $0.3038$ & $0.2275$\\
$3.5$ & $3.85,3.875$ & $0.0119$ & $0.0117$ & $0.0130$ & $0.0866$ & $0.5113$ & $0.3907$ & $0.0520$ & $0.3288$ & $0.2391$\\
$3.5$ & $>$$3.875$ & $0.0272$ & $0.0207$ & $0.0297$ & $0.6556$ & $0.5666$ & $0.7354$ & $0.2241$ & $0.4747$ & $0.3885$\\ 
\hline  
       \end{tabular}
\end{table}