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Table A.2.

SLIMBH parameter values of Eq. (B.3) for the viewing angles θv = 0 ° −30 ° −45°.

θv
0° α1, s 1.37528 −0.03581 0.21458 −0.35971 0.16821 0
β1, s −0.69241 0.21439 −0.57440 0.75878 −0.31345 0
γ1, s −0.28949 0.33854 −1.10213 1.27581 −0.48471 0
δ1, s −0.02094 0.20299 −0.65531 0.69134 −0.24475 0
ϵ1, s 0.00538 0.04041 −0.12718 0.12852 −0.04411 0
α2, s 9.917034 −3.22512 17.89987 −41.84139 41.27971 −14.78658
β2, s 3.51987 −2.44127 13.36609 −29.61009 29.12455 −10.46037
γ2, s 0.72886 −4.09764 21.16717 −46.66724 46.53742 −16.81675
δ2, s 0.39809 −2.70631 14.15261 −31.93365 32.12041 −11.63591
ϵ2, s 0.10769 −0.52470 2.79254 −6.40072 6.46561 −2.34359
30° α1, s 1.43631 −0.04881 0.29277 −0.47116 0.22691 0
β1, s −0.79532 −0.01997 0.33520 −0.75650 0.53158 0
γ1, s −0.22587 −0.02063 0.09107 −0.69291 0.63651 0
δ1, s 0.02389 0.02883 −0.15739 −0.10901 0.22802 0
ϵ1, s 0.01253 0.01160 −0.05570 0.01933 0.02243 0
α2, s 10.35255 −3.29155 18.23667 −42.38302 41.68164 −14.90491
β2, s 2.98930 −2.42948 12.92896 −28.15866 27.60484 −9.89120
γ2, s 0.59669 −4.53087 22.72740 −49.83698 49.55957 −17.85179
δ2, s 0.48252 −3.02872 15.50716 −34.91153 35.02577 −12.65587
ϵ2, s 0.13420 −0.58612 3.06804 −7.02543 7.08401 −2.56372
45° α1, s 1.50731 −0.07421 0.44310 −0.66183 0.30977 0
β1, s −0.94113 0.04156 0.22037 −0.66194 0.48374 0
γ1, s −0.13063 −0.33330 1.96527 −3.88455 2.23797 0
δ1, s 0.06519 −0.16637 1.16515 −2.43971 1.43194 0
ϵ1, s 0.01540 −0.02046 0.19603 −0.44262 0.26763 0
α2, s 11.07996 −3.55277 19.73825 −45.64546 44.84619 −16.02576
β2, s 2.34516 −2.75232 14.20309 −30.41746 29.43857 −10.38000
γ2, s 0.65369 −5.59958 27.68371 −60.66151 59.68996 −21.22119
δ2, s 0.71299 −3.70302 18.84159 −42.43550 42.23110 −15.11877
ϵ2, s 0.18732 −0.70811 3.69829 −8.47710 8.49652 −3.05447

Notes. The subscript i = 1, 2 specifies the equations g1, s and g2, s to which the parameters are related.

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