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Table 3

Prior distribution of the parameters used in our models.

Symbol Parameter Distribution
Orbital parameters

P [days] Orbital period 𝒢 (7.397,0.002)
T0 [RJD] Time of inf. conj. 𝒢 (58357.36,0.02)
i [degrees] Orbital inclination 𝒰 (50,90)
Ecc. parametrization
Ecc. parametrization

Planet parameters

Rp/R Planet-to-star radius ratio 𝒰(0.0,0.1)
K [m s−1] RV semi-amplitude 𝒰 (1,10)

Stellar parameters

M [M] Stellar mass 𝒵𝒯𝒢 (0.427,0.029)
R [R] Stellar radius 𝒵𝒯𝒢 (0.428,0.025)
u1 LD coefficient 𝒵𝒯𝒢 (0.2204,0.0011)
u2 LD coefficient 𝒵𝒯𝒢 (0.4112,0.0017)

Matérn-3/2 GP hyperparameters

S2 amplitude 𝒰 (0, 102)
S2 timescale 𝒰 (0, 102)
S29 amplitude 𝒰 (0, 102)
S29 amplitude 𝒰 (0, 102)

Quasiperiodic GP hyperparameters

ŋ1,RV [m s−1] Amplitude (RV) ℒ𝒰 (10−2,10)
ŋ2,RV [days] Decay timescale 𝒰(0,5 × 102)
ŋ3,RV [days] Correlation period 𝒰 (40, 80)
ŋ4,RV Periodic scale ℒ𝒰 (10−3,10)
ŋ1,FWHM [m s1] Amplitude (FWHM) ℒ𝒰 (10−2,10)

Instrument-dependent parameters (TESS)

F0,S2 [es−1] TESS S2 flux offset 𝒰 (−102,102)
F0,S29 [e s−1] TESS S29 flux offset 𝒰 (−102,102)
σTESS,S2 [e s−1] TESS S2 jitter 𝒰 (0,102)
σTESS,S29 [e s−1] TESS S29 jitter 𝒰 (0,102)

Instrument-dependent parameters (ESPRESSO and HARPS)

γESPR,RV [m s−1] ESPR. sys. RV 𝒰 (13 000, 16 000)
γHAR,RV [m s−1] HARPS sys. RV 𝒰 (13 × 103,16 × 103)
γESPR,FWHM [m s−1] ESPR. sys. FWHM 𝒰 (0, 104)
γHAR,FWHM [m s−1] HARPS sys. FWHM 𝒰 (0, 104)
σESPR,RV [m s−1] ESPR. RV jitter 𝒰 (0, 10)
σНАR,RV [m s−1] HARPS RV jitter 𝒰 (0, 10)
σESPR,FWHM [m s−1] ESPR. FWHM jitter 𝒰 (0, 10)
σHAR,FWHM [m s−1] HARPS FWHM jitter 𝒰 (0, 10)

Orbital and planet parameters of an additional Keplerian

P2 [days] Orbital period 𝒰(0, 5 × 102)
T0,2 [RJD] Time of inf. conj. 𝒰 (58467, 59855)
Ecc. parametrization
Ecc. parametrization
K2 [m s−1] RV semi-amplitude 𝒰 (1, 10)

Notes. The 𝒰(a, b) and ℒ𝒰(a, b) symbols indicate uniform and loguniform distributions, being a and b the lower and upper limits. The 𝒢(µ, σ) and 𝒵𝒯𝒢(µ, σ) symbols indicate Gaussian and zero-truncated Gaussian distributions, being µ and e the mean and width of the distributions. RJD refers to the Reduced Julian Day (JD – 2 400 000).

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