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Table 1

Mode identification and details of the period fit obtained from the optimal model.

k νobs νth Pobs Pth log E C kl ΔX / X ΔP Δν ID
(μHz) (μHz) (s) (s) (erg) (%) (s) (μHz)

1 –9 384.332 384.172 2601.91 2603.00 46.449 0.4897 −0.04 −1.08 +0.16 f7
1 –10 ... 341.035 ... 2932.25 45.437 0.4856 ... ... ...
1 –11 323.352 322.695 3092.60 3098.91 45.009 0.4794 −0.20 −6.30 +0.658 u7
1 –12 298.009 297.466 3355.60 3361.72 45.256 0.4873 −0.18 −6.12 +0.543 f5
1 –13 276.653 277.546 3614.64 3603.01 44.836 0.4835 +0.32 +11.63 −0.893 f2
1 –14 ... 265.392 ... 3768.02 45.650 0.4818 ... ... ...
1 –18 ... 215.624 ... 4637.71 44.275 0.4915 ... ... ...
1 –19 205.289 205.204 4871.19 4873.20 43.685 0.4893 −0.04 −2.01 +0.085 f1
1 –20 ... 199.236 ... 5019.17 43.792 0.4914 ... ... ...
1 –25 ... 158.446 ... 6311.28 43.783 0.4954 ... ... ...
1 –26 [152.379] 152.704 [6562.60] 6548.64 43.786 0.4959 [+0.21] [+13.96] [−0.325] [u4]
1 -27 146.616 146.494 6820.56 6826.23 43.671 0.4959 −0.08 −5.68 +0.122 f15
1 –28 ... 141.851 ... 7049.65 43.439 0.4950 ... ... ...
1 –29 136.966 137.201 7301.08 7288.56 43.659 0.4970 +0.17 +12.51 −0.235 f13
1 –32 ... 124.927 ... 8004.68 43.384 0.4971 ... ... ...
1 –33 120.415 120.731 8304.59 8282.91 43.281 0.4971 +0.26 +21.68 −0.315 f14
1 –34 177.966 177.599 8477.01 8503.49 43.021 0.4959 −0.31 −26.48 +0.367 f16
1 –35 ... 114.420 ... 8739.71 43.191 0.4972 ... ... ...
2 –17 [396.191] 391.954 [2524.04] 2551.32 43.976 0.1552 [−1.08] [−27.28] [+4.237] [u3]
2 –18 ... 370.111 ... 2701.89 44.255 0.1583 ... ... ...
2 –19 352.292 353.294 2838.56 2830.51 43.665 0.1557 +0.28 +8.05 −1.002 f3
2 –23 [302.222] 299.272 [3308.82] 3341.45 43.822 0.1583 [−0.99] [−32.62] [+2.951] [u6]
2 –24 284.585 286.067 3513.89 3495.69 44.289 0.1622 +0.52 +18.20 −1.482 f9
2 –25 273.074 273.962 3662.01 3650.14 43.901 0.1611 +0.32 +11.87 −0.888 f6
2 –29 ... 237.350 ... 4213.19 43.653 0.1637 ... ... ...
2 –30 229.328 228.508 4360.57 4376.21 43.491 0.1635 −0.36 −15.64 +0.819 f8
2 –31 221.300 222.274 4518.74 4498.96 43.134 0.1616 +0.44 +19.78 −0.973 u2
2 –32 216.529 216.145 4618.32 4626.53 43.376 0.1638 −0.18 −8.20 +0.384 f4
2 –33 ... 208.898 ... 4787.04 43.288 0.1638 ... ... ...
2 –34 [204.996] 203.452 [4878.15] 4915.16 43.021 0.1626 ... ... ... [f10]
2 –53 ... 132.921 ... 7523.27 42.928 0.1652 ... ... ...
2 –54 130.879 130.472 7640.62 7664.49 42.851 0.1652 −0.31 −23.87 +0.408 f11
2 –60 [117.219] 117.458 [8531.00] 8513.71 42.872 0.1656 ... ... ... [u1]
2 –61 ... 115.481 ... 8659.42 42.858 0.1656 ... ... ...
2 –62 113.597 113.635 8803.02 8800.10 42.771 0.1655 +0.03 +2.92 −0.038 f12
2 –73 ... 96.431 ... 10370.06 42.766 0.1659 ... ... ...
2 –74 95.088 95.174 10516.56 10507.11 42.786 0.1659 +0.09 +9.45 −0.086 f17
4 –44 ... 288.089 ... 3471.15 43.086 0.0482 ... ... ...
4 –45 [284.069] 281.688 [3520.27] 3550.02 42.964 0.0480 ... ... ... [u5]
4 –46 ... 276.149 ... 3621.24 42.916 0.0479 ... ... ...

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