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Table B.1.

Oscillation frequencies of KIC 7955301 by co-authors Appourchaux and Mosser (COR method). The columns report νas as an asymptotic fit (μHz), νobs are the observed peak (μHz) with uncertainties, nm is the proxy of the mixed order (nm = np − ng; 0 for p-modes), zeta = zeta factor of mixed modes (Mosser+2015, 2018), and HBR is the height-to-background ratio.

Appourchaux Mosser
l m n nmTA nmBM νobs, TA err νobs, BM err νas ζ HBR
μHz μHz μHz μHz μHz
0 0 7 8 87 0.057 ... ... ... ... ... ...
0 0 8 9 0 96.918 0.027 96.905 0.063 96.593 0.000 17.4
0 0 9 10 0 106.921 0.009 106.917 0.009 106.920 0.000 47.4
0 0 10 11 0 117.396 0.013 117.402 0.018 117.323 0.000 110.2
0 0 11 12 0 127.851 0.167 127.753 0.013 127.802 0.000 127.9
0 0 12 13 0 138.268 0.018 138.230 0.027 138.357 0.000 50.2
0 0 13 14 0 149.021 0.004 148.943 0.013 148.987 0.000 21.1
0 0 14 15 ... 159.718 0.059 ... ... ... ... ...
1 -1 ... -136 ... 90.142 0.002 ... ... ... ... ...
1 1 ... -132 ... 92.323 0.022 ... ... ... ... ...
1 -1 ... -132 ... 92.626 0.052 ... ... ... ... ...
1 1 8 ... -126 ... ... 98.377 0.014 98.371 0.989 5.4
1 1 8 -120 ... 101.235 0.004 ... ... ... ... ...
1 -1 8 -120 -121 101.310 0.004 101.305 0.017 101.277 0.825 19.5
1 -1 8 -119 -120 101.874 0.006 101.880 0.026 101.831 0.614 64.9
1 1 8 -119 ... 101.881 0.006 ... ... ... ... ...
1 0 8 -119 ... 102.112 0.001 ... ... ... ... ...
1 1 8 -118 ... 102.342 0.015 ... ... ... ... ...
1 -1 8 -118 -119 102.401 0.006 102.391 0.011 102.390 0.825 14.5
1 -1 8 -117 ... 103.061 0.002 ... ... ... ... ...
1 1 8 -117 ... 103.103 0.005 ... ... ... ... ...
1 1 8 ... -118 ... ... 103.840 0.014 103.853 0.973 7.3
1 -1 ... -113 ... 106.245 0.000 ... ... ... ... ...
1 1 ... -113 ... 106.384 0.009 ... ... ... ... ...
1 1 ... -112 ... 107.164 0.012 ... ... ... ... ...
1 -1 9 -110 -111 109.059 0.001 109.051 0.012 109.066 0.985 14.1
1 1 9 -109 -111 109.807 0.002 109.806 0.010 109.816 0.977 20.5
1 1 9 -108 -110 110.698 0.001 110.696 0.010 110.705 0.949 24.2
1 -1 9 -108 -109 110.863 0.002 110.837 0.021 110.868 0.938 5.6
1 1 9 ... -109 ... ... 111.554 0.012 111.550 0.823 10.6
1 -1 9 -107 -108 111.717 0.001 111.719 0.016 111.693 0.770 34.8
1 1 9 -107 -108 112.305 0.013 112.254 0.035 112.188 0.567 59.1
1 -1 9 -106 -107 112.369 0.016 112.325 0.016 112.299 0.584 59.3
1 0 9 -118 -107 102.592 0.001 112.514 0.021 112.547 0.699 9.2
1 1 9 -106 -107 112.862 0.004 112.876 0.022 112.836 0.822 34.9
1 -1 9 -105 -106 113.013 0.011 113.041 0.016 113.014 0.870 26.1
1 1 9 -105 -106 113.699 0.010 113.703 0.012 113.718 0.949 20.3
1 -1 9 -104 -105 113.913 0.007 113.931 0.011 113.933 0.959 9.1
1 1 9 -104 -105 114.624 0.002 114.655 0.013 114.673 0.976 15.8
1 -1 9 ... -103 ... ... 115.938 0.014 115.914 0.986 45.1
1 1 9 ... -103 ... ... 116.647 0.017 116.668 0.988 6.1
1 -1 10 ... -102 ... ... 116.953 0.011 116.941 0.988 14.6
1 -1 10 ... -101 ... ... 117.977 0.015 117.988 0.988 5.2
1 1 10 ... -101 ... ... 118.717 0.018 118.741 0.986 5.4
1 -1 10 -99 -100 119.028 0.002 119.032 0.013 119.051 0.984 31.0
1 1 10 -99 -100 119.782 0.002 119.779 0.015 119.801 0.978 9.1
1 -1 10 ... -99 ... ... 120.157 0.019 120.127 0.974 9.3
1 1 10 -98 -99 120.854 0.003 120.858 0.010 120.864 0.954 21.1
1 -1 10 -97 -98 121.186 0.008 121.180 0.015 121.199 0.935 7.1
1 0 10 ... -98 ... ... 121.558 0.014 121.549 0.899 6.3
1 1 10 -97 -98 121.893 0.004 121.897 0.011 121.881 0.831 94.6
1 -1 10 -96 -97 122.198 0.004 122.196 0.015 122.170 0.717 110.0
1 0 10 ... -97 ... ... 122.385 0.020 122.417 0.586 25.2
1 1 10 -96 -97 122.695 0.007 122.708 0.044 122.622 0.523 275.3
1 -1 10 -95 ... 122.891 0.009 ... ... ... ... ...
1 0 10 ... -96 ... ... 123.030 0.027 123.078 0.707 15.7
1 1 10 -95 -96 123.394 0.000 123.384 0.012 123.369 0.823 45.7
1 -1 10 -94 -95 123.685 0.022 123.723 0.009 123.721 0.897 35.3
1 0 10 -94 -95 124.054 0.006 124.054 0.013 124.069 0.933 14.4
1 1 10 -94 -95 124.409 0.001 124.416 0.010 124.430 0.953 72.8
1 -1 10 -93 -94 124.812 0.001 124.809 0.015 124.834 0.966 28.1
1 0 10 ... -94 ... ... 125.187 0.017 125.204 0.973 5.1
1 1 10 -93 -94 125.555 0.007 125.557 0.014 125.577 0.978 15.7
1 -1 10 ... -93 ... ... 125.982 0.018 126.011 0.981 10.8
1 -1 10 -91 -92 127.197 0.002 127.194 0.016 127.221 0.986 30.5
1 0 10 ... -92 ... ... 127.627 0.017 127.598 0.986 40.7
1 1 11 ... -91 ... ... 129.217 0.010 129.209 0.983 16.2
1 -1 11 -89 -90 129.760 0.051 129.689 0.015 129.714 0.980 28.7
1 0 11 -89 ... 129.919 0.000 ... ... ... ... ...
1 1 11 -89 -90 130.442 0.002 130.437 0.014 130.460 0.972 33.4
1 -1 11 -88 -89 130.954 0.005 130.957 0.016 130.982 0.961 16.4
1 1 11 -88 -89 131.653 0.026 131.697 0.012 131.704 0.924 9.5
1 -1 11 -87 -88 132.191 0.001 132.193 0.013 132.212 0.854 101.6
1 0 11 -87 -88 132.850 0.024 132.531 0.015 132.518 0.760 7.4
1 1 11 -87 -88 132.800 0.009 132.807 0.014 132.785 0.628 114.0
1 -1 11 -86 -87 133.083 0.017 133.051 0.025 133.095 0.486 27.4
1 0 11 ... -87 ... ... 133.137 0.075 133.286 0.509 22.9
1 1 11 -86 -87 133.524 0.030 133.523 0.017 133.494 0.613 71.9
1 -1 11 -85 -86 133.923 0.001 133.924 0.010 133.934 0.811 101.8
1 1 11 -85 -86 134.598 0.003 134.593 0.011 134.608 0.923 66.9
1 -1 11 -84 -85 135.179 0.004 135.176 0.014 135.191 0.955 9.3
1 1 11 ... -85 ... ... 135.924 0.010 135.928 0.972 11.9
1 1 ... -83 ... 137.527 0.003 ... ... ... ... ...
1 -1 ... -82 ... 137.917 0.409 ... ... ... ... ...
1 1 12 -82 -83 138.722 0.003 138.718 0.014 138.733 0.983 8.5
1 -1 12 -81 -82 139.410 0.004 139.411 0.015 139.432 0.982 12.3
1 -1 12 -80 -81 140.891 0.002 140.890 0.012 140.905 0.970 18.0
1 0 12 ... -81 ... ... 141.292 0.016 141.274 0.963 6.1
1 -1 12 -79 -80 142.366 0.007 142.362 0.014 142.356 0.906 5.7
1 1 12 -79 -80 143.050 0.024 142.984 0.018 143.008 0.770 8.7
1 -1 12 -78 -79 143.555 0.099 143.527 0.014 143.515 0.512 18.1
1 0 12 ... -79 ... ... 143.527 0.087 143.698 0.447 18.1
1 1 12 -78 -79 143.940 0.003 143.882 0.013 143.874 0.469 21.5
1 -1 12 -77 -78 144.373 0.001 144.362 0.011 144.351 0.719 26.7
1 0 12 ... -78 ... ... 144.661 0.014 144.643 0.820 14.1
1 1 12 -77 -78 144.972 0.002 144.968 0.012 144.963 0.882 8.9
1 -1 12 ... -76 ... ... 147.329 0.013 147.339 0.976 7.8
1 1 12 ... -76 ... ... 148.101 0.013 148.086 0.980 11.5
1 0 13 ... -75 ... ... 149.337 0.019 149.362 0.981 5.0
1 1 13 ... -75 ... ... 149.754 0.014 149.736 0.980 8.8
1 0 13 ... -74 ... ... 151.029 0.015 151.044 0.972 6.1
1 1 13 ... -74 ... ... 151.407 0.013 151.415 0.968 7.5
1 -1 13 ... -72 ... ... 153.902 0.017 153.879 0.647 13.8
1 0 13 -71 -72 153.925 0.010 154.185 0.046 154.102 0.518 5.8
1 1 13 ... -72 ... ... 154.398 0.060 154.283 0.431 7.9
1 -1 13 ... -71 ... ... 154.823 0.040 154.750 0.539 7.8
1 0 13 ... -71 ... ... 155.020 0.026 154.979 0.666 5.6
1 1 13 ... -71 ... ... 155.272 0.018 155.254 0.779 5.1
2 0 6 7 ... 85.387 0.120 ... ... ... ... ...
2 0 7 8 0 95.395 0.036 95.449 0.135 94.778 0.000 8.4
2 0 8 9 0 105.537 0.026 105.579 0.095 105.106 0.000 14.0
2 0 9 10 0 116.058 0.004 116.072 0.112 115.512 0.000 95.1
2 0 10 11 0 126.474 0.018 126.462 0.095 125.988 0.000 68.9
2 0 11 12 0 136.935 0.028 136.986 0.089 136.544 0.000 34.0
2 0 12 13 0 147.637 0.035 147.676 0.102 147.170 0.000 22.7
2 0 13 14 ... 158.462 0.099 ... ... ... ... ...
3 0 9 9 ... 119.568 0.098 ... ... ... ... ...
3 0 10 10 ... 130.013 0.026 ... ... ... ... ...

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