\begin{table}%T3
\caption{Potential solutions in the $\log q$(H) vs. $M_{\star}$ plane derived from the reference mode with $T_{\rm eff}$ and $q$(He) constant.}\label{tab3}
%\centering
\par
\small
\begin{tabular}{cccc}\hline\hline Stellar mass  & H mass fraction & Identified & $\sigma $ 
\\ $M_{\star}/M_{\odot}$ & $\log q$(H) & modes & (s)  
\\ \hline 
0.610 & $-$3.62 & 10  & 4.8 
\\0.615 & $-$3.66 & 11 &  4.5
\\0.620 & $-$3.74 & 11 &  4.2
\\0.625 & $-$3.72 & 12 & 3.9
\\0.630 & $-$3.74 &  13 & 3.4 
\\0.635 &  $-$3.76 & 13 &  3.0 
\\0.640 & $-$3.79 &  13 & 2.8 
\\ 0.645 & $-$3.82 &  13 & 3.1 
\\0.650 & $-$3.86 & 13 &  3.3
\\0.655 & $-$3.88 & 12 &  3.6
\\0.660 & $-$3.91 & 12 & 3.8
\\0.665 & $-$3.95 & 12 & 3.8
\\0.670 & $-$3.96 &  10 & 3.7 
\\ \hline \end{tabular}
\end{table}