\begin{table}%t1
\caption{Equivalent widths of the most intensive 
emission lines from the local spot model (this paper), 
measured (i)~with respect to the reflected continuum, 
$EW_{\rm{}refl}$, and (ii)~to the sum of the 
incident plus reflected continuum, $EW_{\rm{}total}$. Only lines 
with $EW$s higher than $1$~eV are listed. \label{tab:ew}}
%\centerline
{\begin{tabular}{llrrr}  
\hline\hline
Ion & Transition & Energy  & $EW_{\rm{}refl}$ & $EW_{\rm{}total}$ \\
    &            & [keV]   & [eV]        & [eV]   \\
\hline
Fe{\sc xix} &               & 0.118 & 1.08  & 0.48\\
C{\sc vi} &$ {\rm Ly} {\alpha}$   & 0.367 & 1.72  & 0.75 \\
N{\sc vii}& $ {\rm Ly} {\alpha}$  & 0.500 & 1.01  & 0.44 \\
O{\sc vii} &  f             & 0.568 & 2.59  & 1.11 \\
O{\sc viii}& ${\rm Ly} {\alpha}$  & 0.653 & 13.32 & 5.69 \\
Fe{\sc xvii}&               & 0.729 & 2.22  & 0.94  \\
Ne{\sc x} & ${\rm Ly} {\alpha}$   & 1.020 & 4.54  & 1.91  \\
Fe{\sc xxiv}&               & 1.110 & 4.97  & 2.07 \\
Fe{\sc xxvi}& ${\rm Ba} {\alpha}$ & 1.288 & 2.86  & 1.18 \\
Mg{\sc xii} &${\rm Ly} {\alpha}$  & 1.472 & 4.50  & 1.86 \\
Fe{\sc xxiv} &              & 1.495 & 1.48  & 0.61  \\
Fe{\sc xxvi} &${\rm Ba} {\beta}$  & 1.739 & 1.26  & 0.51 \\
Si{\sc xiii} & f           & 1.853 & 1.23  & 0.50  \\
Si{\sc xiv} & ${\rm Ly} {\alpha}$ & 1.999 & 12.02 & 4.95  \\
S{\sc xv} & f              & 2.446 & 1.27  & 0.52  \\
S{\sc xv} & ${\rm Ly} {\alpha}$   & 2.611 & 13.22 & 5.35  \\
Fe& $ {{\rm K} {\alpha}}$          & 6.400 &  1.88 & 0.76  \\
Fe{\sc xxv} & i            & 6.630 & 48.69 & 19.75  \\
Fe{\sc xxv} & f            & 6.667 & 37.24 & 15.10  \\
Fe{\sc xxv} & f            & 6.682 & 49.33 & 20.00  \\
Fe{\sc xxv} & r            & 6.700 & 50.07 & 20.30  \\
Fe{\sc xxvi}& ${\rm Ly} {\alpha}$ & 6.957 & 171.9 & 69.71  \\
\hline     
\end{tabular}}
\smallskip
Two forbidden Fe{\sc xxv} lines are transitions $2\rm p$ $^3\rm P_1^o \rightarrow
1s^2$ $^1\rm S_0$ and
$\rm 2p$ $^3\rm P_2^o \rightarrow  1s^2$ $^1\rm S_0$, Fe{\sc xxv} resonance line is
the transition $2\rm p$ $^1\rm P_1^o \rightarrow 1s^2$ $^1\rm S_0$. Two soft X-ray
Fe{\sc xxiv} lines are transitions $3\rm d$ $^2\rm D + 3s$ $^2\rm S \rightarrow  
2p$ $^2\rm P^o$
and $4\rm d$ $^2\rm D + 4s$ $^2\rm S \rightarrow  2p$ $^2\rm P^o$, correspondingly.  
\end{table}