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Table 1

Summary of free, fixed, and derived parameters in the modelling.

Free Fixed Derived Initial value Bounds Unit Description
єı 0 |є| < 1 First component of ellipticity in the tangent plane to (-a, δ) as defined in Eq. (13)
єշ 0 |є| < 1 Second component of ellipticity in the tangent plane to (-a, δ) as defined in Eq. (13)
re 0.3 [0, 2] arcsec Effective radius: disc scale length as defined in Eq. (13)
Δα 0 [−0.3, 0.3] arcsec Offset in right ascension as a phase prefactor in Eq. (15)
Δδ 0 [−0.3, 0.3] arcsec Offset in declination as a phase prefactor in Eq. (15)
α degree Right ascension
δ degree Declination
Fd Fd ≥ 0 Disc flux: marginalised over or free as defined in Eq. (16)
Fb Fb ≥ 0 Bulge flux: marginalised over or free as defined in Eq. (16)
F F>0 Total flux
B/T [0, 1] Bulge fraction as defined in text after Eq. (16)
S/N S/N ≥ 0 Signal-to-noise ratio
IE Magnitude: depends on the assumed zero-point, exposure gain and integration time
nb 1 Sérsic index of the bulge as defined in Eq. (12)
ab depends on nb Sérsic coefficient of the bulge as defined in Eq. (12), see Peng et al. (2002)
rh/ re 0.15 Bulge half-light radius to effective radius ratio as defined in text after Eq. (12), see Welikala et al., in prep.
rmax /re 4.5 Truncation radius to effective radius ratio as defined in text after Eq. (12)

Notes. The value should be interpreted as an initial guess or constant depending on whether the parameter was allowed to vary or remain constant.

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