\begin{table}%t1
\caption{\label{tab1}Energy levels (in Ryd) of Cr {\sc viii} and their lifetimes (s). The complete table is available in electronic form at the CDS.}
%\centering
\small
\begin{tabular}{rllrrrrrrrr} 
\hline
\hline
%&&&&&&&&&& \\[-8pt]
Index & Configuration                       & Level                 &  NIST         &   GRASP$^a$ & GRASP$^b$      & FAC$^c$  &  HFR & CIV3  & MCHF & $\tau$ (GRASP)    \\
\hline 
%&&&&&&&&&& \\[-8pt]
   1  & 3s$^2$3p$^5$			   &	$^2$P$^{\circ}_{3/2 }$    & 0.00000  &  0.00000    &   0.00000   &  0.00000  &  0.00000    & 0.00000  & 0.00000  &	     ... \\
   2  & 3s$^2$3p$^5$			   &	$^2$P$^{\circ}_{1/2 }$    & 0.09014  &  0.09197    &   0.08948   &  0.08889  &  0.09012    & 0.09304  & 0.07978  &	     ... \\
   3  & 3s3p$^6$			   &	$^2$S$  _{1/2 }$    & 2.20586  &  2.19212    &   2.18914   &  2.19210  &  2.20585    & 2.16564  & 2.18887  &   3.275-10  \\
   4  & 3s$^2$3p$^4$($^3$P)3d		   &	$^4$D$  _{7/2 }$    &	       &  3.00795    &   3.00227   &  2.98964  &  3.00843    & 2.99816  & 2.99631  &	    ...  \\
   5  & 3s$^2$3p$^4$($^3$P)3d		   &	$^4$D$  _{5/2 }$    &	       &  3.01006    &   3.00493   &  2.99230  &  3.01027    & 2.99826  & 2.99770  &   3.379-07  \\
   6  & 3s$^2$3p$^4$($^3$P)3d		   &	$^4$D$  _{3/2 }$    &	       &  3.01719    &   3.01240   &  2.99975  &  3.01714    & 3.00510  & 3.00373  &   3.975-07  \\
   7  & 3s$^2$3p$^4$($^3$P)3d		   &	$^4$D$  _{1/2 }$    &	       &  3.02469    &   3.01992   &  3.00726  &  3.02458    & 3.01184  & 3.01008  &   3.414-07  \\
   8  & 3s$^2$3p$^4$3d  		   &	$^4$F$  _{9/2 }$    &	       &  3.27134    &   3.26582   &  3.25074  &  3.23119    & 3.25260  & 3.23974  &	    ...  \\
   9  & 3s$^2$3p$^4$($^1$D)3d		   &	$^2$P$  _{1/2 }$    &	       &  3.29063    &   3.28614   &  3.26735  &  3.26472    & 3.25910  & 3.25057  &   4.025-09  \\
  10  & 3s$^2$3p$^4$($^3$P)3d		   &	$^4$F$  _{7/2 }$    &	       &  3.30163    &   3.29592   &  3.28074  &  3.26006    & 3.28098  & 3.26574  &	    ...  \\
  11  & 3s$^2$3p$^4$($^3$P)3d		   &	$^4$F$  _{5/2 }$    &	       &  3.32280    &   3.31696   &  3.30181  &  3.28079    & 3.30120  & 3.28386  &   5.783-08  \\
  12  & 3s$^2$3p$^4$($^3$P)3d		   &	$^4$F$  _{3/2 }$    &	       &  3.33383    &   3.32819   &  3.31302  &  3.29179    & 3.31186  & 3.29351  &   5.414-08  \\
  13  & 3s$^2$3p$^4$($^1$D)3d		   &	$^2$P$  _{3/2 }$    &	       &  3.34285    &   3.33723   &  3.31830  &  3.31227    & 3.25992  & 3.29726  &   2.635-09  \\
  14  & 3s$^2$3p$^4$($^1$D)3d		   &	$^2$D$  _{3/2 }$    &	       &  3.40472    &   3.40017   &  3.38198  &  3.35410    & 3.34134  & 3.36567  &   3.916-09  \\
  15  & 3s$^2$3p$^4$($^3$P)3d		   &	$^4$P$  _{1/2 }$    &	       &  3.40936    &   3.40511   &  3.38612  &  3.35250    & 3.37940  & 3.36723  &   7.041-09  \\
  16  & 3s$^2$3p$^4$($^3$P)3d		   &	$^4$P$  _{3/2 }$    &	       &  3.43465    &   3.42911   &  3.41002  &  3.37867    & 3.40218  & 3.38908  &   2.345-07  \\
  17  & 3s$^2$3p$^4$($^3$P)3d		   &	$^4$P$  _{5/2 }$    &	       &  3.45072    &   3.44459   &  3.42600  &  3.39436    & 3.42952  & 3.40617  &   9.225-09  \\
  18  & 3s$^2$3p$^4$($^1$D)3d		   &	$^2$D$  _{5/2 }$    &	       &  3.46343    &   3.45676   &  3.43757  &  3.40613    & 3.39216  & 3.41507  &   1.506-08  \\
  19  & 3s$^2$3p$^4$($^3$P)3d		   &	$^2$F$  _{7/2 }$    &	       &  3.47342    &   3.46869   &  3.44938  &  3.40777    & 3.44534  & 3.42728  &	    ...  \\
  20  & 3s$^2$3p$^4$3d  		   &	$^2$G$  _{9/2 }$    &	       &  3.53157    &   3.52441   &  3.50558  &  3.46733    & 3.50940  & 3.48188  &	    ...  \\
  21  & 3s$^2$3p$^4$($^1$D)3d		   &	$^2$G$  _{7/2 }$    &	       &  3.53749    &   3.53111   &  3.51189  &  3.47173    & 3.50960  & 3.48519  &	    ...  \\
  22  & 3s$^2$3p$^4$($^3$P)3d		   &	$^2$F$  _{5/2 }$    &	       &  3.55521    &   3.54848   &  3.52865  &  3.48377    & 3.52274  & 3.49723  &   1.075-07  \\
  23  & 3s$^2$3p$^4$($^1$D)3d		   &	$^2$F$  _{5/2 }$    &	       &  3.80976    &   3.80451   &  3.77810  &  3.70917    & 3.76942  & 3.74314  &   1.229-08  \\
  24  & 3s$^2$3p$^4$($^1$D)3d		   &	$^2$F$  _{7/2 }$    &	       &  3.83218    &   3.82546   &  3.79904  &  3.72963    & 3.79284  & 3.76305  &	    ...  \\
  25  & 3s$^2$3p$^4$($^1$S)3d		   &	$^2$D$  _{3/2 }$    &	       &  4.02877    &   4.02354   &  4.00623  &  3.97315    & 4.00296  & 3.96997  &   2.539-09  \\
  26  & 3s$^2$3p$^4$($^1$S)3d		   &	$^2$D$  _{5/2 }$    &	       &  4.05002    &   4.04327   &  4.02637  &  3.99470    & 4.02818  & 3.98995  &   8.733-09  \\
  27  & 3s$^2$3p$^4$($^1$D)3d		   &	$^2$S$  _{1/2 }$    & 4.20586  &  4.29910    &   4.29379   &  4.26933  &  4.20582    & 4.24612  & 4.28883  &   6.828-12  \\
  28  & 3s$^2$3p$^4$($^3$P)3d		   &	$^2$P$  _{3/2 }$    & 4.36779  &  4.51370    &   4.50786   &  4.48741  &  4.36674    & 4.41910  & 4.43828  &   6.922-12  \\
  29  & 3s$^2$3p$^4$($^3$P)3d		   &	$^2$P$  _{1/2 }$    & 4.40060  &  4.54672    &   4.53989   &  4.51947  &  4.39906    & 4.51274  & 4.46807  &   7.049-12  \\
  30  & 3s$^2$3p$^4$($^3$P)3d		   &	$^2$D$  _{5/2 }$    & 4.44498  &  4.57650    &   4.57055   &  4.54590  &  4.44695    & 4.49052  & 4.52641  &   5.863-12  \\
  31  & 3s$^2$3p$^4$($^3$P)3d		   &	$^2$D$  _{3/2 }$    & 4.52143  &  4.65391    &   4.64582   &  4.62129  &  4.52174    & 4.56848  & 4.59374  &   5.935-12  \\
 .....  \\
  99  & 3s$^2$3p$^4$4s  		     &  $^4$P$  _{5/2 }$    & 6.70583 &   7.01010    &   7.00559    &  6.94473  &   & 6.70988  & 6.70024   &  2.102-09  \\
 100  & 3s$^2$3p$^3$($^2$P)3d$^2$($^1$D)     &  $^2$P$^{\circ}_{3/2 }$    & 	      &   7.01368    &   7.00466    &  6.97699  &   &	       &	   &  3.958-11  \\
 101  & 3s$^2$3p$^3$($^2$P)3d$^2$($^3$P)     &  $^2$S$^{\circ}_{1/2 }$    & 	      &   7.02953    &   7.02003    &  7.02380  &   &	       &	   &  1.017-10  \\
 102  & 3s$^2$3p$^3$($^2$P)3d$^2$($^3$F)     &  $^4$D$^{\circ}_{1/2 }$    & 	      &   7.04823    &   7.03946    &  6.99751  &   &	       &	   &  4.229-11  \\
 103  & 3s$^2$3p$^3$($^2$D)3d$^2$($^1$G)     &  $^2$I$^{\circ}_{11/2}$    & 	      &   7.05337    &   7.04235    &  7.01573  &   &	       &	   &  8.262-09  \\
 104  & 3s$^2$3p$^3$($^2$P)3d$^2$($^3$F)     &  $^4$D$^{\circ}_{3/2 }$    & 	      &   7.05341    &   7.04418    &  7.01267  &   &	       &	   &  6.126-11  \\
 105  & 3s$^2$3p$^3$($^4$S)3d$^2$($^1$S)     &  $^4$S$^{\circ}_{3/2 }$    & 	      &   7.06035    &   7.05015    &  7.02852  &   &	       &	   &  1.131-10  \\
 106  & 3s$^2$3p$^3$($^2$D)3d$^2$	     &  $^2$I$^{\circ}_{13/2}$    & 	      &   7.06056    &   7.04813    &  7.02155  &   &	       &	   &	   ...  \\
 107  & 3s$^2$3p$^4$4s  		     &  $^4$P$  _{3/2 }$    & 6.75304 &   7.06194    &   7.05644    &  6.99476  &   & 6.75720  & 6.74455   &  2.056-10  \\
 108  & 3s$^2$3p$^3$($^2$P)3d$^2$($^3$F)     &  $^4$D$^{\circ}_{5/2 }$    & 	      &   7.06426    &   7.05454    &  7.03544  &   &	       &	   &  6.803-11  \\
 109  & 3s$^2$3p$^3$($^2$P)3d$^2$($^3$P)     &  $^4$D$^{\circ}_{7/2 }$    & 	      &   7.08635    &   7.07558    &  7.05870  &   &	       &	   &  6.157-11  \\
 110  & 3s$^2$3p$^3$($^2$D)3d$^2$($^3$P)     &  $^2$D$^{\circ}_{3/2 }$    & 	      &   7.08934    &   7.07931    &  7.05580  &   &	       &	   &  7.285-11  \\
 111  & 3s$^2$3p$^4$4s  		     &  $^4$P$  _{1/2 }$    & 	      &   7.09343    &   7.08321    &  7.02399  &   & 6.92378  & 6.77862   &  6.835-11  \\
 .....  \\
 120  & 3s$^2$3p$^4$4s  		     &  $^2$P$  _{3/2 }$    & 6.83122 &   7.16755    &   7.16197    &  7.10281  &   & 6.83568  & 6.82721   &  1.580-11  \\
 121  & 3s$^2$3p$^3$($^2$D)3d$^2$($^3$F)     &  $^2$G$^{\circ}_{7/2 }$    & 	      &   7.17941    &   7.16870    &  7.14514  &   &	       &	   &  4.354-10  \\
 122  & 3s$^2$3p$^3$($^2$D)3d$^2$($^3$F)     &  $^2$G$^{\circ}_{9/2 }$    & 	      &   7.21661    &   7.20404    &  7.18137  &   &	       &	   &  6.153-10  \\
 123  & 3s$^2$3p$^4$4s  		     &  $^2$P$  _{1/2 }$    & 6.88681 &   7.22889    &   7.22211    &  7.16096  &   & 6.88930  & 6.88565   &  1.449-11  \\
 .....  \\
 136  & 3s$^2$3p$^4$4s  		     &  $^2$D$  _{5/2 }$    & 7.00983 &   7.35910    &   7.35294    &  7.28842  &   & 7.01826  & 7.00509  &   4.092-11  \\
 137  & 3s$^2$3p$^4$4s  		     &  $^2$D$  _{3/2 }$    & 7.01266 &   7.36204    &   7.35577    &  7.29131  &   & 7.02112  & 7.00721  &   3.664-11  \\
 .....  \\
 166  & 3s$^2$3p$^4$4s  		     &  $^2$S$  _{1/2 }$    & 7.33807 &   7.74419    &   7.73815    &  7.55825  &   & 7.35462  &	  &   2.778-11  \\
 .....  \\
 219  & 3p$^6$3d			      & $^2$D$  _{3/2 }$     &          &  8.25811	& 8.24865    &  8.15304  &  & 8.40326  &  &   1.528-10   \\
 220  & 3s$^2$3p$^4$($^1$D)4p		      & $^2$P$^{\circ}_{3/2 }$     &          &  8.26219	& 8.25586    &  8.22228  &  &	       &  &   2.206-11   \\
 221  & 3p$^6$3d			      & $^2$D$  _{5/2 }$     &          &  8.27295	& 8.26233    &  8.16644  &  & 8.41904  &  &   1.509-10   \\
 .....  \\
 270  & 3s$^2$3p$^4$($^3$P)4d		      & $^4$D$  _{7/2 }$     &          &  8.86388    &   8.85633    &  8.80087  &  & 8.83874  &  &   1.577-10   \\[2pt]
\hline
 271  & 3s$^2$3p$^4$($^3$P)4d		     &  $^4$D$  _{5/2 }$    & 	      &   8.86828    &   8.86087    &  8.80545  &  &  8.83024  & &   1.515-10	\\
 272  & 3s$^2$3p$^4$($^3$P)4d		     &  $^4$D$  _{3/2 }$    & 	      &   8.87760    &   8.87022    &  8.81477  &  &  8.87244  & &   1.433-10	\\
 273  & 3s$^2$3p$^4$($^3$P)4d		     &  $^4$D$  _{1/2 }$    & 	      &   8.88930    &   8.88167    &  8.82594  &  &  8.88860  & &   1.484-10	\\
 274  & 3s$^2$3p$^4$4d  		     &  $^4$F$  _{9/2 }$    & 	      &   8.95265    &   8.94596    &  8.89118  &  &  8.89764  & &   1.551-10	\\
 275  & 3s$^2$3p$^4$($^3$P)4d		     &  $^2$D$  _{5/2 }$    & 8.62241 &   8.96267    &   8.95610    &  8.90234  &  &  8.65132  & &   2.112-11	\\
 276  & 3s$^2$3p$^4$($^3$P)4d		     &  $^2$F$  _{7/2 }$    & 	      &   8.96399    &   8.95772    &  8.90447  &  &  8.90028  & &   1.582-10	\\
 277  & 3s$^2$3p$^4$($^3$P)4d		     &  $^2$D$  _{3/2 }$    & 8.63243 &   8.96757    &   8.96095    &  8.90648  &  &  8.65690  & &   2.464-11	\\
 278  & 3s$^2$3p$^4$($^3$P)4d		     &  $^4$P$  _{1/2 }$    & 	      &   8.97916    &   8.97294    &  8.91507  &  &  8.96910  & &   8.401-11	\\
 279  & 3s3p$^4$($^3$P)3d$^2$($^3$P)	     &  $^4$D$  _{3/2 }$    & 	      &   8.99027    &   8.97865    &  8.92459  &  & 	       & &   1.327-10	\\
 280  & 3s3p$^4$($^3$P)3d$^2$($^3$P)	     &  $^4$D$  _{5/2 }$    & 	      &   8.99103    &   8.97905    &  8.92371  &  & 	       & &   1.436-10	\\
 281  & 3s3p$^4$($^3$P)3d$^2$($^3$P)	     &  $^4$D$  _{1/2 }$    & 	      &   8.99206    &   8.98054    &  8.92823  &  & 	       & &   1.221-10	\\
 282  & 3s3p$^4$($^3$P)3d$^2$($^3$P)	     &  $^4$D$  _{7/2 }$    & 	      &   8.99959    &   8.98660    &  8.93246  &  & 	       & &   1.473-10	\\
 283  & 3s3p$^4$($^3$P)3d$^2$($^1$G)	     &  $^4$H$  _{13/2}$    & 	      &   9.00131    &   8.98826    &  8.96165  &  & 	       & &   2.045-10	\\
 284  & 3s$^2$3p$^4$($^3$P)4d		     &  $^2$P$  _{1/2 }$    & 	      &   9.01178    &   9.00510    &  8.94690  &  &  9.01062  & &   8.221-11	\\
 285  & 3s$^2$3p$^4$($^3$P)4d		     &  $^4$P$  _{3/2 }$    & 	      &   9.01197    &   9.00438    &  8.94869  &  &  8.98184  & &   8.859-11	\\
 286  & 3s$^2$3p$^4$($^3$P)4d		     &  $^4$F$  _{7/2 }$    & 	      &   9.01532    &   9.00733    &  8.95233  &  &  8.94968  & &   1.604-10	\\
 287  & 3s$^2$3p$^4$($^3$P)4d		     &  $^4$F$  _{5/2 }$    & 	      &   9.01822    &   9.01025    &  8.95157  &  &  8.94094  & &   8.704-11	\\
 288  & 3s3p$^4$($^3$P)3d$^2$($^1$G)	     &  $^4$H$  _{11/2}$    & 	      &   9.02525    &   9.01214    &  8.98574  &  & 	       & &   1.818-10	\\
 289  & 3s$^2$3p$^4$($^3$P)4d		     &  $^4$F$  _{3/2 }$    & 	      &   9.03009    &   9.02211    &  8.95148  &  &  8.95214  & &   1.385-10	\\
 290  & 3s$^2$3p$^4$($^3$P)4d		     &  $^4$P$  _{5/2 }$    & 	      &   9.03853    &   9.02997    &  8.95443  &  &  9.00632  & &   1.112-10	\\
 291  & 3s3p$^4$($^3$P)3d$^2$($^1$G)	     &  $^4$H$  _{9/2 }$    & 	      &   9.04147    &   9.02848    &  9.00204  &  & 	       & &   1.615-10	\\
 292  & 3s3p$^4$($^1$D)3d$^2$($^1$D)	     &  $^2$D$  _{5/2 }$    & 	      &   9.05060    &   9.03969    &  9.00277  &  & 	       & &   1.383-10	\\
 293  & 3s3p$^4$($^3$P)3d$^2$($^1$G)	     &  $^4$H$  _{7/2 }$    & 	      &   9.05199    &   9.03925    &  9.01242  &  & 	       & &   1.460-10	\\
 294  & 3s3p$^4$($^1$D)3d$^2$($^1$D)	     &  $^2$D$  _{3/2 }$    & 	      &   9.05262    &   9.04048    &  9.00580  &  & 	       & &   1.247-10	\\
 295  & 3s$^2$3p$^4$($^3$P)4d		     &  $^2$F$  _{5/2 }$    & 	      &   9.05574    &   9.04601    &  8.97359  &  &  8.98056  & &   7.960-11	\\
 296  & 3s3p$^4$($^1$D)3d$^2$($^1$D)	     &  $^2$S$  _{1/2 }$    & 	      &   9.05578    &   9.04431    &  8.95466  &  & 	       & &   1.613-10	\\
 297  & 3s3p$^4$($^3$P)3d$^2$($^3$P)	     &  $^4$P$  _{5/2 }$    & 	      &   9.06596    &   9.05402    &  8.99001  &  & 	       & &   1.186-10	\\
 298  & 3s3p$^4$($^3$P)3d$^2$($^3$P)	     &  $^4$P$  _{3/2 }$    & 	      &   9.07044    &   9.05819    &  8.96491  &  & 	       & &   1.240-10	\\
 299  & 3s$^2$3p$^4$($^3$P)4d		     &  $^2$P$  _{3/2 }$    & 	      &   9.07285    &   9.06487    &  9.00931  &  &  9.01832  & &   5.056-11	\\
 .....  \\
 309  & 3s$^2$3p$^4$($^1$D)4d		     &  $^2$S$  _{1/2 }$    & 8.80648 &   9.16760    &   9.15897    &  9.09900  &  &  8.78444  & &   2.257-11	\\
.....  \\
 317  & 3s$^2$3p$^4$($^1$D)4d		     &  $^2$P$  _{3/2 }$    & 8.84476 &   9.19756    &   9.18967    &  9.12789  &  &  8.80734  & &   2.170-11	\\
 318  & 3s3p$^4$($^3$P)3d$^2$($^1$G)	     &  $^4$F$  _{7/2 }$    & 	      &   9.20634    &   9.19462    &  9.14589  &  & 	       & &   1.020-10	\\
 319  & 3s$^2$3p$^4$4d  		     &  $^2$G$  _{9/2 }$    & 	      &   9.21252    &   9.20348    &  9.14798  &  &  9.15444  & &   1.538-10	\\
 320  & 3s$^2$3p$^4$($^1$D)4d		     &  $^2$G$  _{7/2 }$    & 	      &   9.21377    &   9.20407    &  9.15324  &  &  9.15070  & &   1.613-10	\\
 321  & 3s$^2$3p$^4$($^1$D)4d		     &  $^2$P$  _{1/2 }$    & 8.85934 &   9.21960    &   9.21131    &  9.14875  &  &  8.82248  & &   1.822-11	\\
 322  & 3s$^2$3p$^3$($^4$S)3d$^2$($^3$P)     &  $^2$P$^{\circ}_{1/2 }$    & 	      &   9.22224    &   9.21142    &  9.15019  &  & 	       & &   3.170-12	\\
 323  & 3s3p$^4$($^3$P)3d$^2$($^1$G)	     &  $^4$F$  _{9/2 }$    & 	      &   9.22546    &   9.21206    &  9.16778  &  & 	       & &   1.050-10	\\
 324  & 3s$^2$3p$^4$($^1$D)4d		     &  $^2$D$  _{5/2 }$    & 8.89488 &   9.25486    &   9.24711    &  9.18328  &  &  8.91134  & &   3.380-11	\\
 325  & 3s3p$^4$($^3$P)3d$^2$($^3$F)	     &  $^4$D$  _{1/2 }$    & 	      &   9.25999    &   9.24918    &  9.17270  &  & 	       & &   2.575-11	\\
 326  & 3s3p$^4$($^3$P)3d$^2$($^3$F)	     &  $^4$D$  _{3/2 }$    & 	      &   9.26889    &   9.25846    &  9.16726  &  & 	       & &   2.572-11	\\
 327  & 3s$^2$3p$^4$($^1$D)4d		     &  $^2$D$  _{3/2 }$    & 8.90672 &   9.27099    &   9.26228    &  9.20047  &  &  8.93064  & &   2.308-11	\\
 328  & 3s3p$^4$($^3$P)3d$^2$($^3$F)	     &  $^4$D$  _{5/2 }$    & 	      &   9.28727    &   9.27519    &  9.20264  &  & 	       & &   2.441-11	\\
 329  & 3s3p$^4$($^1$D)3d$^2$($^1$D)	     &  $^2$P$  _{3/2 }$    & 	      &   9.30001    &   9.28830    &  9.18837  &  & 	       & &   1.300-10	\\
 330  & 3s$^2$3p$^4$($^1$D)4d		     &  $^2$F$  _{5/2 }$    & 	      &   9.30809    &   9.30049    &  9.24353  &  &  9.22832  & &   1.288-10	\\
 331  & 3s3p$^4$($^3$P)3d$^2$($^1$S)	     &  $^4$P$  _{5/2 }$    & 	      &   9.30862    &   9.29733    &  9.24515  &  & 	       & &   1.344-10	\\
 332  & 3s3p$^4$($^3$P)3d$^2$($^3$F)	     &  $^4$D$  _{7/2 }$    & 	      &   9.31165    &   9.29934    &  9.22694  &  & 	       & &   2.367-11	\\
 333  & 3s$^2$3p$^4$($^1$D)4d		     &  $^2$F$  _{7/2 }$    & 	      &   9.31292    &   9.30412    &  9.24767  &  &  9.23432  & &   1.351-10	\\
 .....  \\
 362  & 3s3p$^4$($^1$D)3d$^2$($^3$P)         &  $^2$F$  _{5/2 }$    & 	      &   9.59008    &   9.57752    &  9.47455  &  &	       & &   6.016-11   \\[2pt]
\hline
\end{tabular}
\medskip
NIST: \url{http://physics.nist.gov/PhysRefData};
$a$: Coulomb energies from the GRASP code;
$b$: QED corrected energies from the GRASP code;
$c$: energies from the FAC code;
HFR: energies of Fawcett (\cite{bcf1}) from the HFR code;
CIV3: energies of Mohan et~al. (2005) from the CIV3 code;
MCHF: energies of Froese~Fischer et~al. (\cite{cff}) from the MCHF~code.
\end{table}