\begin{table}%T3 \caption{\label{table3}Derived properties. } \small %\centering \par \begin{tabular}{l c c c c c} \hline\hline\noalign{\smallskip} Galaxy &$\langle$[Fe/H]$\rangle\pm\sigma$ &$\langle$[Fe/H]$\rangle_{\rm w}\pm\sigma$ &$K-S$\tablefootmark{a} &$f_{\rm AGB}$ \\ &(dex) &(dex) &(\%) & \\ (1) &(2) &(3) &(4) &(5) \\ \par \hline \par KDG~61 &$-1.65\pm0.28$ &$-1.49\pm0.26$ &$16$ &$0.07$ \\ \par KDG~64 &$-1.72\pm0.30$ &$-1.57\pm0.23$ &$12$ &$0.09$ \\ \par DDO~71 &$-1.64\pm0.29$ &$-1.56\pm0.24$ &$0$ &$0.09$ \\ \par F12D1 &$-1.56\pm0.27$ &$-1.43\pm0.34$ &$8$ &$0.07$ \\ \par DDO~78 &$-1.51\pm0.35$ &$-1.36\pm0.20$ &$0$ &$0.09$ \\ \par DDO~44 &$-1.77\pm0.29$ &$-1.67\pm0.19$ &$0$ &$0.11$ \\ \par IKN &$-1.38\pm0.37$ &$-1.08\pm0.16$ &... &$0.08$ \\ \par F6D1 &$-1.63\pm0.30$ &$-1.48\pm0.43$ &$0.036$ &$0.03$ \\ \par HS~117 &$-1.65\pm0.32$ &$-1.41\pm0.20$ &$55$ &$0.14$ \\ \par \hline \end{tabular} \tablefoot{\tablefoottext{a}{The probabilities indicate whether the populations under conside\-ration are from the same distribution.} } \end{table}