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Table 2.

Parameters of the detected subhaloes.

Lens Profile Δlog E Msub [M] csub κsub [arcsec] γsub
PJ 29.8 1.142±0.23×108
B1938+666 NFW free 30.4 2.00±0.48×108 257±70
NFW fix 12.3 3.72±0.87×109 fixed (8.93 0.2 + 0.16 $ {}^{+0.16}_{-0.2} $)
PL 26.8 0.001±0.006 −2.44±0.2

PJ 66.5 4.33±0.34×109
J0946+1006 NFW free 78.4 2.23±0.23×1010 201±37
NFW fix 14.18 1.09±0.5×1012 fixed (8.9 1.1 + 0.64 $ {}^{+0.64}_{-1.1} $)
PL 83.1 0.094±0.023 -2.11±0.11

Notes. We report the outcome of the nested sampling exploration performed with MULTINEST for each lens and density profile model, in terms of mean values and the 95 percent confidence interval. The corresponding posterior distributions are shown in Figs. 2, 3 and 4. The significance of the detection is expressed by the difference in Bayesian evidence to the smooth model (third column): a positive difference indicates that the perturbed model is preferred. The PJ profile is defined by the subhalo mass, Msub, which also characterises the NFW profile together with the subhalo concentration, csub. In the NFW fix case, the concentration is determined by the concentration–mass–redshift relation from Duffy et al. (2008), and the value reported here corresponds to the mean inferred Msub, while the error is propagated from the uncertainty on the mass. The PL profile is instead expressed in terms of normalised convergence, κsub, and the slope of the profile, γsub.

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