Table 3: Oscillation frequencies (in $\mu$ Hz). The frequency resolution of the time series is 0.87 $\mu$ Hz.
$\ell$ = 0 $\ell$ = 1 $\ell$ = 2

n = 11 512.2

n = 12 533.0 550.3

n = 13 589.9

n = 14 610.6 625.7

n = 15 665.4 / 669.9

n = 16 691.3 724.5

n = 17 729.5 748.5 765.6

n = 18 769.4 787.4 805.1

n = 19 809.2 846.1

n = 20 888.7

n = 21 891.6

n = 22 947.6

n = 23 971.9

$\Delta\nu_{\ell}$ 39.9 (0.1) 39.7 (0.2) 40.9 (0.2)

**Table 3:** Oscillation frequencies (in $\mu$ Hz). The frequency resolution of the time series is 0.87 $\mu$ Hz.
	$\ell$ = 0	$\ell$ = 1	$\ell$ = 2
n = 11		512.2
n = 12	533.0	550.3
n = 13		589.9
n = 14	610.6	625.7
n = 15		665.4 / 669.9
n = 16	691.3		724.5
n = 17	729.5	748.5	765.6
n = 18	769.4	787.4	805.1
n = 19	809.2		846.1
n = 20			888.7
n = 21	891.6
n = 22		947.6
n = 23	971.9
$\Delta\nu_{\ell}$	39.9 (0.1)	39.7 (0.2)	40.9 (0.2)

Source LaTeX | All tables | In the text

	1 Introduction
	2 Observations and data reduction
	3 Power spectrum analysis
	4 Comparison with models
	5 Conclusions
	References