Open Access

Table A.1.

List of extracted frequencies interpreted as independent signals for TIC 441725813.

Id. Frequency (μHz) Period (s) S/N 1
G1 G2 G3 G4 G1 G2 G3 G4 G1 G2 G3 G4

Orbital signals
fa 40.928(3) 24432(2) 5.9
fb 41.603(3) 41.59(1) 41.584(5) 24036(2) 24039(8) 24047(2) 5.6 7.8 10.1

g-modes with  = 1

f1 72.770(6) 72.774(6) 13741(1) 13741(1) 6.1 7.4
f2 93.08(2) 10743(2) 6.04
f3 103.267(2) 103.20(2) 103.132(4) 103.374(4) 9683.5(2) 9689(2) 9696.2(4) 9673.5(4) 9.6 5.5 8.5 12.8
f4 109.25(2) 109.345(6) 9153(1) 9145.3(5) 5.9 7.7
f5 115.533(1) 115.533(9) 115.489(3) 115.529(5) 8655.4(1) 8655.5(7) 8658.7(2) 8655.8(5) 15.2 12.3 13.4 7.1
f6 123.242(3) 123.16(2) 8114.0(2) 8119(1) 5.4 5.5
f7 127.404(2) 127.266(8) 127.279(4) 7849.0(1) 7857.5(5) 7856.7(2) 9.0 13.6 10.3
f8 131.66(1) 7594(1) 6.7
f9 136.675(6) 7316.6(3) 8.0
f 10 1 $ f_{10}^{-1} $ 141.797(2) 141.781(3) 7052.3(1) 7053.1(1) 15.9 15.8
f10 141.9095(5) 141.88(1) 141.8617(4) 141.8781(8) 7046.74(2) 7047.7(6) 7049.12(1) 7048.30(3) 42.8 9.3 112.1 61.2
f 10 + 1 $ f_{10}^{+1} $ 141.939(1) 141.937(4) 7045.26(8) 7045.3(2) 22.8 14.5
f11 147.284(3) 6789.5(1) 6.5
f12 153.224(1) 153.186(6) 153.202(6) 6526.36(5) 6527.9(2) 6527.2(2) 16.3 6.1 8.0
f13 159.847(1) 159.895(7) 159.744(6) 6255.97(3) 6254.0(2) 6260.0(2) 19.7 5.7 7.2
f14 166.383(2) 166.37(1) 166.335(5) 166.569(5) 6010.21(6) 6010.6(5) 6011.9(2) 6003.4(1) 10.6 7.4 7.6 10.2
f15 174.0268(1) 173.988(1) 173.9688(2) 173.9645(2) 5746.240(4) 5747.52(3) 5748.156(9) 5748.29(1) 145.7 104.3 145.5 154.4
f16 182.014(1) 182.01(1) 182.035(4) 182.061(7) 5494.06(3) 5494.0(3) 5493.4(1) 5492.6(2) 17.6 9.8 10.5 7.3
f 17 1 $ f_{17}^{-1} $ 190.9852(5) 190.977(1) 190.973(1) 5236.00(1) 5236.20(3) 5236.33(3) 39.9 35.0 37.7
f 17 0 $ f_{17}^{0} $ 191.0479(5) 5234.28(1) 30.75
f 17 + 1 $ f_{17}^{+1} $ 191.1138(2) 191.1227(8) 191.125(1) 5232.485(7) 5232.24(2) 5232.15(2) 73.5 46.5 50.8
f 18 1 $ f_{18}^{-1} $ 213.079(2) 213.091(6) 4693.07(4) 4692.8(1) 9.9 6.3
f 18 0 $ f_{18}^{0} $ 213.156(3) 213.160(5) 4691.39(6) 4691.3(1) 6.2 7.5
f 18 + 1 $ f_{18}^{+1} $ 213.220(3) 4689.98(5) 7.6
f19 226.5885(5) 226.578(8) 226.591(2) 226.586(2) 4413.28(1) 4413.4(1) 4413.23(3) 4413.32(4) 36.7 14.8 20.6 22.9
f 20 1 $ f_{20}^{-1} $ 257.5511(1) 257.5562(5) 257.5617(5) 3882.722(4) 3882.647(7) 3882.564(7) 141.1 86.3 156.8
f 20 0 $ f_{20}^{0} $ 257.6190(2) 257.614(2) 3881.700(5) 3881.77(2) 62.3 25.8
f 20 + 1 $ f_{20}^{+1} $ 257.6884(2) 257.6977(5) 257.6786(5) 3880.656(2) 3880.516(8) 3880.802(9) 124.9 70.5 79.7
f 21 1 $ f_{21}^{-1} $ 277.6764(1) 277.6874(4) 277.6866(5) 3601.314(1) 3601.171(5) 3601.182(7) 134.5 93.3 99.0
f 21 0 $ f_{21}^{0} $ 277.7402(2) 277.743(6) 277.749(3) 3600.486(3) 3600.44(7) 3600.36(3) 90.4 6.5 46.1
f 21 + 1 $ f_{21}^{+1} $ 277.8048(1) 277.7958(2) 277.7972(5) 3599.650(1) 3599.765(4) 3599.748(6) 167.2 118.9 130.5
f 22 1 $ f_{22}^{-1} $ 301.3636(2) 301.353(1) 301.358(1) 3318.250(2) 3318.36(1) 3318.30(1) 81.3 38.1 51.5
f 22 0 $ f_{22}^{0} $ 301.4297(1) 301.412(1) 301.4359(4) 301.4243(5) 3317.522(1) 3317.71(1) 3317.454(5) 3317.583(6) 151.4 86.6 88.0 104.1
f 22 + 1 $ f_{22}^{+1} $ 301.4956(9) 301.497(3) 301.482(5) 3316.797(9) 3316.78(3) 3316.94(5) 22.5 13.9 11.1
f 23 1 $ f_{23}^{-1} $ 328.3310(5) 328.323(1) 328.327(2) 3045.706(4) 3045.78(1) 3045.73(1) 40.6 24.6 28.3
f 23 0 $ f_{23}^{0} $ 328.4050(1) 328.408(1) 328.4038(2) 328.4055(4) 3045.0206(8) 3044.99(1) 3045.031(2) 3045.015(3) 219.0 67.3 128.4 149.1
f 23 + 1 $ f_{23}^{+1} $ 328.479(1) 328.475(2) 328.477(2) 3044.332(8) 3044.36(1) 3044.34(2) 20.6 19.3 26.6
f24 361.890(1) 361.87(1) 361.885(3) 361.894(5) 2763.267(8) 2763.3(1) 2763.30(2) 2763.23(3) 18.6 7.4 12.2 12.6
f25 585.321(2) 585.324(7) 1708.463(6) 1708.45(2) 8.8 5.6

g-modes with  = 2

f 1 $ f_{1}^{*} $ 153.413(3) 153.42(1) 6518.3(1) 6517.7(6) 6.6 7.4
f 2 $ f_{2}^{*} $ 174.209(1) 174.207(5) 174.183(2) 5740.22(5) 5741.0(1) 5740.90(5) 12.1 9.1 21.3
f 3 $ f_{3}^{*} $ 183.076(2) 183.126(7) 5462.18(6) 5460.7(2) 9.6 5.5
f 4 $ f_{4}^{*} $ 205.856(2) 205.78(1) 205.852(2) 205.869(4) 4857.74(5) 4859.3(3) 4857.84(5) 4857.43(9) 8.2 8.1 17.1 12.8
f 5 $ f_{5}^{*} $ 213.079(2) 213.091(6) 4693.07(4) 4692.8(1) 9.9 6.3
f 6 $ f_{6}^{*} $ 220.629(3) 220.397(6) 220.661(6) 4532.48(6) 4537.2(1) 4531.8(1) 6.7 6.2 9.6
f 7 $ f_{7}^{*} $ 228.333(4) 4379.55(6) 5.7
f 8 $ f_{8}^{*} $ 236.148(3) 236.127(4) 236.115(6) 4234.63(6) 4235.00(7) 4235.21(1) 5.7 8.8 8.5
f 9 $ f_{9}^{*} $ 245.078(2) 4080.32(2) 10.9
f 10 $ f_{10}^{*} $ 254.648(3) 254.60(2) 254.556(5) 3926.98(3) 3927.6(3) 3928.39(8) 7.7 6.2 7.5
f 11 $ f_{11}^{*} $ 265.5118(4) 265.398(3) 265.397(1) 265.418(1) 3766.311(6) 3767.91(4) 3767.92(1) 3767.63(1) 48.6 35.3 39.7 55.5
f 12 $ f_{12}^{*} $ 276.125(3) 276.122(3) 276.1189(8) 276.0976(9) 3621.54(4) 3621.58(3) 3621.62(1) 3621.90(1) 6.3 37.5 49.0 63.5
f 13 $ f_{13}^{*} $ 349.299(1) 349.31(1) 349.301(4) 349.307(5) 2862.87(1) 2862.7(1) 2862.85(3) 2862.81(4) 15.5 7.3 10.0 12.0
f 14 $ f_{14}^{*} $ 368.375(3) 2714.61(2) 5.9
f 15 $ f_{15}^{*} $ 665.915(2) 666.55(1) 666.499(6) 665.931(5) 1501.691(5) 1500.25(2) 1500.37(1) 1501.66(3) 7.9 9.0 6.2 6.5

p-modes

fI 1257.804(1) 1257.77(1) 1257.780(5) 1257.783(3) 795.0358(9) 795.05(1) 795.051(3) 795.049(1) 12.8 6.8 8.1 20.3
fII 1293.780(2) 1293.77(1) 1293.789(7) 1293.943(8) 772.928(1) 772.932(6) 772.923(4) 772.832(7) 9.0 10.3 5.8 5.9
fIII 2755.541(3) 2755.546(5) 2755.533(5) 362.9051(3) 362.9043(6) 362.9060(7) 6.6 8.3 10.8
f IV 1 $ f_{IV}^{-1} $ 2768.750(2) 2768.530(3) 2768.471(3) 361.1737(2) 361.2024(3) 361.2101(4) 9.8 14.5 17.5
f IV 0 $ f_{IV}^{0} $ 2769.148(3) 2769.145(2) 361.1218(3) 361.1219(6) 13.8 13.0
f IV + 1 $ f_{IV}^{+1} $ 2769.529(4) 2769.71(2) 2769.771(6) 2769.815(5) 361.0721(4) 361.048(2) 361.0406(7) 361.0348(7) 5.2 5.6 6.7 6.7
fV 2797.017(6) 357.523(8) 5.7
fVI 3661.141(6) 273.138(5) 5.6
fVII 3678.591(6) 271.843(4) 6.1

1For the first data set (G1), Amplitude = 0.96 * 10−3 * S/N (%); For G2, Amplitude = 1.95 * 10−3 * S/N (%); For G3, Amplitude = 1.48 * 10−3 * S/N (%); For G4, Amplitude = 1.74 * 10−3 * S/N (%).

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