Open Access

Table I.2

Values of the systematic parameters for TESS.

σw [ppm] f 0
Orbit 011 113 23 + 19 ${113}_{-{23}}^{+{19}}$ 0.9996806 0.0000069 + 0.0000070 ${0.9996806}_{-{0.0000069}}^{+{0.0000070}}$
Orbit 012 89 40 + 25 ${89}_{-{40}}^{+{25}}$ 0.9996605 ± 0.0000070
Orbit 013 39 63 + 46 ${39}_{-{63}}^{+{46}}$ 0.9998882 0.0000078 + 0.0000079 ${0.9998882}_{-{0.0000078}}^{+{0.0000079}}$
Orbit 014 150 18 + 17 ${150}_{-{18}}^{+{17}}$ 0.9994915 0.0000077 + 0.0000076 ${0.9994915}_{-{0.0000077}}^{+{0.0000076}}$
Orbit 065 203 ± 16 0.9997122 ± 0.0000088
Orbit 066 261 ± 12 0.9996716 0.0000084 + 0.0000085 ${0.9996716}_{-{0.0000084}}^{+{0.0000085}}$
Orbit 067 210 13 + 12 ${210}_{-{13}}^{+{12}}$ 0.9996800 ± 0.0000075
Orbit 068 267 ± 11 0.9996845 ± 0.0000078
Orbit 145 198 17 + 16 ${198}_{-{17}}^{+{16}}$ 0.9996415 ± 0.0000090
Orbit 146 150 26 + 22 ${150}_{-{26}}^{+{22}}$ 0.9997236 ± 0.0000095

Notes. The parameters σw and f0 are the additive noise jitter term and the flux normalisation factor, respectively. σw is expressed in parts-permillion (ppm) and is added to all error bars quadratically. A negative value of σw means that the error bars are shrunk. Each f0 value is fitted after the corresponding data set has been normalised by its median value (i.e. all flux values are close to 1 and without units).

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