Table 3: Potential solutions in the $\log q$ (H) vs. $M_{\star }$ plane derived from the reference mode with $T_{\rm eff}$ and q(He) constant.
Stellar mass H mass fraction Identified $\sigma$

$M_{\star}/M_{\odot}$ $\log q$ (H) modes (s)

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

**Table 3:** Potential solutions in the $\log q$ (H) vs. $M_{\star }$ plane derived from the reference mode with $T_{\rm eff}$ and q(He) constant.
Stellar mass	H mass fraction	Identified	$\sigma$
$M_{\star}/M_{\odot}$	$\log q$ (H)	modes	(s)
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

Source LaTeX | All tables | In the text