\begin{table}                                                                                                \caption{Transition wavelengths ($\lambda_{ij}$ in $\AA$), radiative rates ($A_{ji}$ in s$^{-1}$), and oscillator strengths (f$_{ij}$, dimensionless)           
 for some ($f \ge$ 10$^{-8}$) magnetic dipole (M2) and electric octupole (E3) transitions of Fe XVI. ($a{\pm}b \equiv a{\times}$10$^{{\pm}b}$).} 
\par
\hspace*{1.2cm}(a) Magnetic quadrupole (M2) transitions 
%\begin{center}
\begin{tabular}{rrrrrrrrrr}                                                                                    \hline                                                                                                                                                         \hline                                                                                                                                                       
$i$ & $j$ & $\lambda_{ij}$ & $A^{{\rm M2}}_{ji}$  & $f^{{\rm M2}}_{ij}$ & $i$ & $j$ & $\lambda_{ij}$ & $A^{{\rm M2}}_{ji}$  & $f^{{\rm M2}}_{ij}$ \\                                        
\hline                                                                                                       
     1 &    6 &  17.418 &   2.449+05 &   2.228-08 &    2 &  113 &   15.384 &   1.941+05 &   2.066-08 \\
     1 &   26 &  15.969 &   2.681+05 &   2.050-08 &    2 &  122 &   15.327 &   2.224+05 &   2.350-08 \\
     1 &   30 &  15.924 &   3.256+05 &   2.475-08 &    2 &  125 &   15.260 &   1.266+05 &   1.325-08 \\
     1 &   37 &  15.734 &   2.622+05 &   1.946-08 &    2 &  134 &   15.011 &   3.341+05 &   3.386-08 \\
     1 &   39 &  15.710 &   7.363+05 &   5.449-08 &    3 &   10 &   17.651 &   2.057+05 &   1.922-08 \\
     1 &   41 &  15.680 &   3.053+06 &   3.376-07 &    3 &   72 &   15.821 &   9.035+05 &   6.781-08 \\
     1 &   42 &  15.677 &   1.791+06 &   1.980-07 &    3 &   74 &   15.812 &   1.943+06 &   1.457-07 \\
     1 &   46 &  15.646 &   6.013+05 &   6.620-08 &    3 &   77 &   15.795 &   6.577+05 &   3.690-08 \\
     1 &   47 &  15.619 &   2.542+05 &   1.860-08 &    3 &   78 &   15.784 &   6.177+05 &   2.307-08 \\
     1 &   48 &  15.613 &   1.624+05 &   1.187-08 &    3 &   79 &   15.768 &   7.334+05 &   5.467-08 \\
     1 &   50 &  15.598 &   6.502+05 &   7.115-08 &    3 &   80 &   15.766 &   7.812+05 &   4.366-08 \\
     1 &   51 &  15.594 &   2.082+05 &   2.277-08 &    3 &   81 &   15.753 &   1.576+06 &   2.931-08 \\
     1 &   52 &  15.589 &   1.101+06 &   8.021-08 &    3 &   82 &   15.734 &   4.683+05 &   3.476-08 \\
     1 &   54 &  15.534 &   1.515+06 &   1.096-07 &    3 &   86 &   15.695 &   6.068+05 &   2.241-08 \\
     1 &   56 &  15.434 &   1.547+06 &   1.105-07 &    3 &   87 &   15.692 &   1.408+06 &   1.039-07 \\
     1 &   58 &  15.408 &   2.042+05 &   1.453-08 &    3 &   88 &   15.685 &   1.678+06 &   9.285-08 \\
     1 &   59 &  15.405 &   3.876+05 &   4.137-08 &    3 &   89 &   15.683 &   6.410+05 &   3.546-08 \\
     1 &   62 &  15.356 &   1.283+05 &   1.361-08 &    3 &   90 &   15.668 &   1.012+06 &   3.725-08 \\
     1 &   65 &  15.302 &   5.515+05 &   3.872-08 &    3 &   92 &   15.655 &   5.517+05 &   2.027-08 \\
     1 &   70 &  15.155 &   1.136+05 &   1.173-08 &    3 &   93 &   15.641 &   6.914+05 &   3.804-08 \\
     1 &   76 &  15.087 &   2.396+05 &   1.635-08 &    3 &   94 &   15.635 &   3.434+05 &   2.517-08 \\
     2 &    8 &  17.688 &   1.598+05 &   1.500-08 &    3 &   96 &   15.623 &   2.638+05 &   1.931-08 \\
     2 &    9 &  17.605 &   1.461+05 &   2.037-08 &    3 &   97 &   15.616 &   7.073+05 &   1.293-08 \\
     2 &   69 &  15.834 &   3.251+05 &   2.444-08 &    3 &   98 &   15.597 &   6.094+05 &   2.222-08 \\
     2 &   71 &  15.802 &   1.680+06 &   1.887-07 &    3 &  103 &   15.551 &   1.061+06 &   1.924-08 \\
     2 &   78 &  15.733 &   1.734+06 &   1.287-07 &    3 &  104 &   15.538 &   1.555+06 &   5.628-08 \\
     2 &   80 &  15.714 &   8.790+05 &   9.763-08 &    3 &  105 &   15.532 &   2.034+06 &   3.678-08 \\
     2 &   84 &  15.656 &   2.694+05 &   1.980-08 &    3 &  106 &   15.533 &   2.467+05 &   1.785-08 \\
     2 &   86 &  15.644 &   2.070+06 &   1.519-07 &    3 &  107 &   15.519 &   2.687+05 &   1.455-08 \\
     2 &   88 &  15.634 &   1.172+05 &   1.289-08 &    3 &  113 &   15.433 &   6.397+05 &   3.426-08 \\
     2 &   89 &  15.633 &   1.301+06 &   1.430-07 &    3 &  114 &   15.416 &   4.763+05 &   2.546-08 \\
     2 &   92 &  15.604 &   1.758+06 &   1.284-07 &    3 &  115 &   15.410 &   1.322+06 &   2.352-08 \\
     2 &   95 &  15.578 &   3.409+05 &   3.720-08 &    3 &  116 &   15.407 &   3.057+05 &   2.176-08 \\
     2 &   99 &  15.541 &   5.121+05 &   5.563-08 &    3 &  118 &   15.395 &   3.764+05 &   2.006-08 \\
     2 &  101 &  15.530 &   7.033+05 &   7.628-08 &    3 &  119 &   15.387 &   8.663+05 &   3.075-08 \\
     2 &  102 &  15.503 &   3.432+05 &   3.710-08 &    3 &  123 &   15.368 &   5.654+05 &   2.002-08 \\
     2 &  107 &  15.470 &   1.912+05 &   2.057-08 &    3 &  129 &   15.196 &   2.146+05 &   1.486-08 \\
     2 &  110 &  15.432 &   1.563+05 &   1.116-08 &    3 &  134 &   15.058 &   6.979+05 &   3.558-08 \\
     2 &  112 &  15.405 &   3.331+05 &   2.370-08 &    5 &   40 &   17.567 &   1.784+05 &   1.376-08 \\
\hline                                                                                               
(b) Electric octupole (E3) transitions \\
\hline                                                                                                        
%\hline                                                                                                       %                                                   
$i$ & $j$ & $\lambda_{ij}$ & $A^{{\rm E3}}_{ji}$  & $f^{{\rm E3}}_{ij}$ & $i$ & $j$ & $\lambda_{ij}$ & $A^{{\rm E3}}_{ji}$  & $f^{{\rm E3}}_{ij}$  \\                                        
\hline                                                                                                       
     1 &   44 &  15.668  &   9.998+04 &   1.472-08  &	2 &  107 &  15.470  &	9.715+04 &   1.046-08  \\
     1 &   46 &  15.646  &   2.078+05 &   2.288-08  &	2 &  113 &  15.384  &	2.569+05 &   2.735-08  \\
     1 &   49 &  15.605  &   2.649+05 &   3.869-08  &	2 &  121 &  15.333  &	1.483+05 &   2.091-08  \\
     1 &   50 &  15.598  &   3.122+05 &   3.416-08  &	2 &  134 &  15.011  &	1.183+05 &   1.199-08  \\
     1 &   57 &  15.410  &   2.348+05 &   3.344-08  &	3 &   82 &  15.734  &	1.466+05 &   1.088-08  \\
     1 &   59 &  15.405  &   1.503+05 &   1.604-08  &	3 &   85 &  15.708  &	2.682+05 &   2.481-08  \\
     1 &   60 &  15.392  &   1.117+05 &   1.190-08  &	3 &   95 &  15.628  &	2.140+05 &   1.175-08  \\
     1 &   61 &  15.380  &   4.066+05 &   5.767-08  &	3 &   96 &  15.623  &	1.892+05 &   1.384-08  \\
     1 &   70 &  15.155  &   1.417+05 &   1.464-08  &	3 &  100 &  15.579  &	3.972+05 &   1.445-08  \\
     2 &   72 &  15.770  &   1.314+05 &   1.959-08  &	3 &  102 &  15.553  &	2.398+05 &   1.305-08  \\
     2 &   74 &  15.761  &   1.731+05 &   2.578-08  &	3 &  109 &  15.491  &	2.891+05 &   2.600-08  \\
     2 &   77 &  15.744  &   1.067+05 &   1.190-08  &	3 &  111 &  15.461  &	3.844+05 &   3.444-08  \\
     2 &   82 &  15.683  &   1.827+05 &   2.695-08  &	3 &  121 &  15.382  &	2.578+05 &   1.829-08  \\
     2 &   93 &  15.590  &   2.410+05 &   2.634-08  &	3 &  122 &  15.376  &	3.466+05 &   1.843-08  \\
     2 &  106 &  15.483  &   2.385+05 &   3.428-08  &	3 &  129 &  15.196  &	1.467+05 &   1.016-08  \\
\hline                                                                                                                          \end{tabular}                                                                                      %\end{center}
\end{table}