Table 5: Coupled modes found for the i2 models with $\Omega=52.6~\rm {km}~\rm {s}^{-1}$ (see Table 4). The mode identification is given by its radial order n, spherical degree $\ell $, and azimuthal order m. $\sigma _a$ and $\sigma _b$ (in  $\mu {\rm Hz}$) represent the oscillation frequency. $\beta _j$ is the contamination coefficient (see text for definition).
Model na, $\ell_a$, ma $\sigma _a$ nb, $\ell_b$, mb $\sigma _b$ $\beta _j$
02 -1, 1, 1 127.63 -4, 3, 1 128.24 0.18
02 -1, 1, 0 133.52 -4, 3, 0 133.97 0.17
02 -4, 3, 1 116.27 -1, 1, 1 116.88 0.82
02 -4, 3, 0 131.00 -1, 1, 0 131.45 0.83
12 4, 0, 0 159.37 1, 2, 0 160.17 0.20
12 2, 1, 1 159.16 0, 3, 1 160.33 0.11
12 2, 1, -1 166.07 0, 3, -1 167.11 0.21
12 1, 2, 0 158.12 4, 0, 0 158.92 0.80
12 0, 3, 1 155.91 2, 1, 1 157.08 0.89
12 0, 3, -1 162.56 2, 1, -1 163.6 0.79
22 4, 0, 0 159.95 1, 2, 0 160.27 0.20
22 2, 1, -1 164.95 0, 3, -1 166.07 0.15
22 2, 1, 1 157.89 0, 3, 1 159.19 0.11
22 1, 2, 0 159.15 4, 0, 0 159.47 0.80
22 -2, 3, 1 129.53 -3, 1, 1 130.52 0.87
22 0, 3, -1 162.10 2, 1, -1 163.18 0.85
22 0, 3, 1 155.38 2, 1, 1 156.68 0.89
42 -2, 1, 1 120.94 -2, 1, 1 124.51 0.24
42 -5, 3, 1 123.91 -2, 1, 1 127.48 0.76

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