\begin{table}%t4
  \caption{\label{lineflux2}Calculated values of $A \times EM$, based on individual line fluxes.}
%\centerline
{\begin{tabular}{l@{\ }c@{\ }c@{\ }c@{\ }c@{\ }c@{\ }}		 \hline \hline
Ion          & $\lambda_0$&Flux &log~$T_{\rm m}$ &$s$& $A \times EM$\\ 
             & [\AA]        &        &  &&cm$^{-3}$      \\ 
\hline
Si~{\sc xiv}   &~~~~6.182  &~~~~~~3.9(~~2.3) &~~7.22&~~1.58  &~~~~1.66(1.01)\\
Si~{\sc xiii}  &~~~~6.648  &~~~~~~3.4(~~2.2) &~~7.00&~~1.64  &~~~~1.54(1.02)\\
Si~{\sc xiii}  &~~~~f+i    &~~~~~~5.1(~~3.1) &~~7.00&~~1.77  &~~~~3.09(1.93)\\
Mg~{\sc xii}   &~~~~8.423  &~~~~~~4.2(~~----)&~~7.00&~~1.86  &~~~~2.49(----)\\
Mg~{\sc xi}    &~~~~9.169  &~~~~~~6.4(~~3.4) &~~6.81&~~1.70  &~~~~2.41(1.33)\\
Mg~{\sc xi}    &~~~~9.314  &~~~~ 12.0(~~6.2) &~~6.81&~~1.79  &~~~~5.47(2.94)\\
Ne~{\sc x}     &~~~~9.708  &~~~~~~7.6(~~4.8) &~~6.79&~~2.70  &~~ 27.1(17.6)\\
Ne~{\sc x}     &~~10.239   &~~~~ 11.5(~~4.5) &~~6.78&~~2.10  &~~~~9.79(4.10)\\
Ne~{\sc ix}    &~~10.765   &~~~~~~7.7(~~3.7) &~~6.60&~~2.95  &~~ 44.00(22.1)\\
Ne~{\sc ix}    &~~11.001   &~~~~ 12.6(~~4.2) &~~6.60&~~2.61  &~~ 32.20(11.8)\\
Ne~{\sc ix}    &~~11.544   &~~~~ 22.0(~~4.8) &~~6.59&~~2.14  &~~ 18.10(4.79)\\
Ne~{\sc x}     &~~12.134   &~~~~ 89.6(~~7.8) &~~6.77&~~1.18  &~~~~7.71(1.34)\\
Ne~{\sc ix}    &~~13.447   &~~  215.0(11.0) &~~6.59&~~1.31  &~~ 22.50(3.57)\\
Ne~{\sc ix}    &~~~~f+i    &~~  210.2(11.8) &~~6.59&~~1.36  &~~ 24.40(3.90)\\
Fe~{\sc xvii}  &~~15.013   &~~~~ 35.9(~~6.5)&~~6.72&~~0.66  &~~~~0.75(0.18)\\
O~{\sc viii}   &~~15.176   &~~~~~~9.0(~~4.1)&~~6.51&~~2.09  &~~~~5.03(2.41)\\
Fe~{\sc xvii}  &~~15.260   &~~~~ 17.4(~~5.1)&~~6.72&~~1.21  &~~~~1.28(0.42)\\
O~{\sc viii}   &~~16.006   &~~~~ 29.7(~~5.4)&~~6.50&~~1.48  &~~~~3.86(0.91)\\
Fe~{\sc xvii}  &~~16.775   &~~~~ 20.4(~~4.6)&~~6.71&~~0.98  &~~~~0.80(0.22)\\
Fe~{\sc xvii}  &~~17.05+.10&~~~~ 38.0(16.3) &~~6.71&~~0.67  &~~~~0.72(0.33)\\
O~{\sc vii}    &~~18.627   &~~~~ 17.5(~~6.7)&~~6.34&~~1.51  &~~~~2.09(0.86)\\
O~{\sc viii}   &~~18.969   &~~  229.0(12.0) &~~6.48&~~0.52  &~~~~2.76(0.44)\\
N~{\sc vii}    &~~20.910   &~~~~ 20.7(~~8.6)&~~6.34&~~2.47  &~~ 20.10(8.88)\\
O~{\sc vii}    &~~21.602   &~~  119.0(12.0) &~~6.33&~~0.64  &~~~~1.66(0.30)\\
O~{\sc vii}    & ~~~~f+i   &~~  118.3(12.7) &~~6.32&~~0.69  &~~~~1.81(0.33)\\
N~{\sc vii}    &~~24.781   &~~~~ 81.2(11.3) &~~6.32&~~1.48  &~~~~6.83(1.40)\\
N~{\sc vi}     &~~28.787   &~~~~ 31.2(12.0) &~~6.17&~~1.67  &~~~~3.50(1.44)\\
N~{\sc vi}     &~~~~f+i    &~~~~ 33.1(11.8) &~~6.16&~~1.70  &~~~~3.93(1.52)\\
C~{\sc vi}     &~~33.736   &~~~~ 59.3(11.0) &~~6.13&~~0.94  &~~~~1.06(0.25)\\
\hline
\end{tabular}}
\smallskip
\par
Notes: $A$ is the elemental abundance and $EM$ the emission measure. $T_{\rm m}$ and $s$ are the temperature of maximum emissivity of
  the line and the corresponding line emissivity factor. $\lambda_0$ is the theoretical wavelength from Kelly (\cite{Kelly1987}).
  Fluxes are given in units 10$^{-6}$~photons~cm$^{-2}$~s$^{-1}$. $A \times EM$ is given in 10$^{52}~{\rm cm}^{-3}$. 
  The error in $A \times EM$ includes the relative error in the flux values and a 15\% error in the values 
  for transition probabilities, imbedded in ``s''.
\end{table}