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Table 7:

Model $\mathcal{C}$ parameters for the narrow emission lines.
Line $E_{\rm lab}$ $E_{\rm rest}$ $\lambda_{\rm rest}$ $\sigma$ $K_{\rm line}$

O VII (f)
0.5610 0.564(a) 21.97(a) 0 (frozen) $\rm 16_{-14}^{+14}$
O VII (r) 0.5740 0.579(a) 21.41(a) 0 (frozen) $\rm 5_{-3}^{+3}$
Fe XVIII 0.7035 $\rm0.708_{-0.004}^{+0.005}$ $\rm 17.50_{-0.09}^{+0.11}$ $\rm0.004_{-(a)}^{+0.004}$ $\rm 3_{-3}^{+1} $
Ne IX K$\alpha $ blend $\rm0.917_{-0.015}^{+0.007}$ $\rm 13.52_{-0.22}^{+0.10}$ 0.0001(a) $\rm 2_{-1}^{+2} $
$E_{\rm lab}$ is the laboratory energy of the lines. $E_{\rm rest}$ and $\lambda_{\rm rest}$ are the energy and wavelength of the lines given in the rest frame of the object. $E_{\rm lab}$, $E_{\rm rest}$ and $\sigma$ are given in keV, $\lambda$ in Å and $K_{\rm line}$ in 10-5 ph cm-2 s-1. (a) Unconstrained parameter, see text. Errors quoted are at 90% confidence level.

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