\begin{table}
\caption{\ion{Cr}{ii} BFs and $A$-values. Transitions sorted by upper level. \label{loggf}}
\begin{tabular}{llccllrc}
\hline \hline\noalign{\smallskip}
Upper          & Lower                   & $\sigma$    & \lm$_{ \rm air}$  & \multicolumn{2}{c}{BF} & $A^a$   & Unc.  \\ \cline{5-6} 
level          & level                   & (cm$^{-1}$) & (\AA{})    & Theory$^b$  & Exp.           & (10$^{7}$ s$^{-1}$)  & (\%)\\
\hline                                                                                            
 \noalign{\smallskip}                        
4p($^5$D) $^6$F$_{1/2}$  &   4s($^5$D) $^6$D$_{1/2}$ &   34~861.58  &   2867.645    & 0.78    &  0.76  & 17.70   &  3  \\                
                         &   4s($^5$D) $^6$D$_{3/2}$ &   34~790.81  &   2873.479    & 0.22    &  0.24  &  5.57   &  6  \\                
			 & $Residual$                &             &               &         &  0.00  &         &     \\                
                         &                           &             &               &         &        &         &     \\                
4p($^5$D) $^6$F$_{3/2}$  &   4s($^5$D) $^6$D$_{1/2}$ &   34~943.36  &   2860.934    & 0.31    &  0.30  &  7.24   &  5  \\                
                         &   4s($^5$D) $^6$D$_{3/2}$ &   34~872.59  &   2866.740    & 0.57    &  0.57  & 13.60   &  3  \\                
                         &   4s($^5$D) $^6$D$_{5/2}$ &   34~757.35  &   2876.245    & 0.12    &  0.12  &  2.95   &  5  \\                
			 & $Residual$                &             &               &         &  0.01  &         &     \\                
                         &                           &             &               &         &        &         &     \\                
4p($^5$D) $^6$F$_{5/2}$  &   4s($^5$D) $^6$D$_{3/2}$ &   35~007.77  &   2855.670    & 0.47    &  0.47  & 11.30   &  4  \\                
                         &   4s($^5$D) $^6$D$_{5/2}$ &   34~892.53  &   2865.102    & 0.47    &  0.46  & 11.10   &  4  \\                
                         &   4s($^5$D) $^6$D$_{7/2}$ &   34~736.49  &   2877.973    & 0.06    &  0.06  &  1.44   &  6  \\                
			 & $Residual$                &             &               &         &  0.01  &         &     \\                
                         &                           &             &               &         &        &         &     \\                
4p($^5$D) $^6$F$_{7/2}$  &   4s($^5$D) $^6$D$_{5/2}$ &   35~079.42  &   2849.837    & 0.63    &  0.62  & 15.20   &  3  \\                
                         &   4s($^5$D) $^6$D$_{7/2}$ &   34~923.38  &   2862.571    & 0.35    &  0.36  &  8.66   &  5  \\                
                         &   4s($^5$D) $^6$D$_{9/2}$ &   34~730.80  &   2878.444    & 0.02    &  0.02  &  0.48   &  8  \\                
			 & $Residual$                &             &               &         &  0.00  &         &    \\                 
                         &                           &             &               &         &        &         &    \\                 
4p($^5$D) $^6$F$_{9/2}$  &   4s($^5$D) $^6$D$_{7/2}$ &   35~160.69  &   2843.249    & 0.81    &  0.80  & 18.90   &  3  \\                
                         &   4s($^5$D) $^6$D$_{9/2}$ &   34~968.11  &   2858.909    & 0.19    &  0.20  &  4.87   &  6  \\                
			 & $Residual$                &             &               &         &  0.00  &         &    \\                 
                         &                           &             &               &         &        &         &    \\                 
4p($^5$D) $^6$F$_{11/2}$ &   4s($^5$D) $^6$D$_{9/2}$ &   35~255.18  &   2835.629    & 1.00    &  1.00  & 25.00   &  3  \\                
			 & $Residual$                &             &               &         &  0.00  &         &    \\                 
                         &                           &             &               &         &        &         &    \\                 
4p($^5$D) $^6$D$_{1/2}$  &   4s($^5$D) $^6$D$_{1/2}$ &   37~530.96  &   2663.675    & 0.20    &  0.18  &  4.29   &  8  \\                
                         &   4s($^5$D) $^6$D$_{3/2}$ &   37~460.19  &   2668.707    & 0.67    &  0.62  & 14.50   &  8  \\                
                         &   4s($^5$D) $^4$D$_{1/2}$ &   29~964.52  &   3336.321    & 0.06    &  0.09  &  2.02   &  14 \\                
                         &   4s($^5$D) $^4$D$_{3/2}$ &   29~861.60  &   3347.820    & 0.06    &  0.09  &  2.10   &  14 \\                
			 & $Residual$                &             &               &         &  0.02  &         &    \\                 
                         &                           &             &               &         &        &         &    \\                 
4p($^5$D) $^6$D$_{3/2}$  &   4s($^5$D) $^6$D$_{1/2}$ &   37~602.79  &   2658.586    & 0.33    &  0.26  &  6.24   &  8  \\                
                         &   4s($^5$D) $^6$D$_{3/2}$ &   37~532.02  &   2663.599    & 0.01    &  0.02  &  0.56   &  9  \\                
                         &   4s($^5$D) $^6$D$_{5/2}$ &   37~416.78  &   2671.803    & 0.51    &  0.46  & 10.90   &  7  \\                
                         &   4s($^5$D) $^4$D$_{1/2}$ &   30~036.35  &   3328.342    & 0.01    &  0.01  &  0.30   &  22 \\                
                         &   4s($^5$D) $^4$D$_{3/2}$ &   29~933.43  &   3339.786    & 0.04    &  0.07  &  1.58   &  13 \\                
                         &   4s($^5$D) $^4$D$_{5/2}$ &   29~766.72  &   3358.491    & 0.09    &  0.13  &  3.17   &  13 \\                
                         &   4s($^5$D) $^4$P$_{1/2}$ &   27~740.76  &   3603.776    & 0.01    &  0.03  &  0.79   &  14 \\                
			 & $Residual$                &             &               &         &  0.02  &         &     \\                
                         &                           &             &               &         &        &         &     \\                
4p($^5$D) $^6$D$_{5/2}$  &   4s($^5$D) $^6$D$_{3/2}$ &   37~319.22  &   2678.789    & 0.31    &  0.36  &  8.02   &  7  \\                
                         &   4s($^5$D) $^6$D$_{5/2}$ &   37~203.98  &   2687.087    & 0.12    &  0.19  &  4.29   &  7  \\                
                         &   4s($^5$D) $^6$D$_{7/2}$ &   37~047.94  &   2698.405    & 0.35    &  0.20  &  4.39   &  8  \\                
                         &   4s($^5$D) $^4$D$_{5/2}$ &   29~553.92  &   3382.675    & 0.03    &  0.05  &  1.02   &  9  \\                
                         &   4s($^5$D) $^4$D$_{7/2}$ &   29~327.79  &   3408.757    & 0.15    &  0.16  &  3.61   &  9  \\                
                         & 3d$^5$ $^4$P$_{5/2}$      &   27~529.28  &   3631.461    & 0.02    &  0.02  &  0.50   &  10 \\                
                         & 3d$^5$ $^4$P$_{3/2}$      &   27~527.69  &   3631.671    & 0.01    &  0.01  &  0.18   &  16 \\                
			 & $Residual$                &             &               &         &  0.01  &         &     \\                
\par
\noalign{\smallskip}4p($^5$D) $^6$D$_{7/2}$  &   4s($^5$D) $^6$D$_{5/2}$ &   37~497.95  &   2666.020    & 0.35    &  0.35  &  9.19   &  23 \\                
                         &   4s($^5$D) $^6$D$_{7/2}$ &   37~341.91  &   2677.161    & 0.45    & $Bl^c$ & 11.90   &     \\                
                         &   4s($^5$D) $^6$D$_{9/2}$ &   37~149.33  &   2691.040    & 0.20    &  0.19  &  5.13   &  23 \\                
			 & $Residual$                &             &               &         &  0.46  &         &     \\                
                         &                           &             &               &         &        &         &     \\                
4p($^5$D) $^6$D$_{9/2}$  &   4s($^5$D) $^6$D$_{7/2}$ &   37~534.52  &   2663.422    & 0.20    &  0.20  &  5.28   &  40 \\                
                         &   4s($^5$D) $^6$D$_{9/2}$ &   37~341.94  &   2677.159    & 0.79    & $Bl^c$ & 20.90   &     \\                
                         &   4s($^5$D) $^4$D$_{7/2}$ &   29~814.37  &   3353.124    & 0.00    &  0.01  &  0.15   &  42 \\                
			 & $Residual$                &             &               &         &  0.79  &         &     \\                
                         &                           &             &               &         &        &         &     \\                
4p($^5$D) $^6$P$_{3/2}$  &     3d$^5$ $^6$S$_{5/2}$  &   48~398.95  &   2065.501    & 0.39    &  0.28  & 11.70   &  9  \\                
                         &   4s($^5$D) $^6$D$_{1/2}$ &   36~437.14  &   2743.641    & 0.16    &  0.18  &  7.66   &  9  \\                
                         &   4s($^5$D) $^6$D$_{3/2}$ &   36~366.37  &   2748.980    & 0.25    &  0.28  & 11.60   &  9  \\                
                         &   4s($^5$D) $^6$D$_{5/2}$ &   36~251.13  &   2757.720    & 0.19    &  0.24  &  9.97   &  9  \\                
                         &   4s($^5$D) $^4$D$_{3/2}$ &   28~767.78  &   3475.116    & 0.00    &  0.01  &  0.33   &  20 \\                
                         &   4s($^5$D) $^4$D$_{5/2}$ &   28~601.07  &   3495.373    & 0.00    &  0.01  &  0.27   &  22 \\                
			 & $Residual$                &             &               &         &  0.00  &         &    \\                 
                         &                           &             &               &         &        &         &    \\                 
4p($^5$D) $^6$P$_{5/2}$  &     3d$^5$ $^6$S$_{5/2}$  &   48~491.10  &   2061.575    & 0.39    &  0.31  & 12.80   &  9  \\                
                         &   4s($^5$D) $^6$D$_{3/2}$ &   36~458.52  &   2742.032    & 0.06    &  0.07  &  3.02   &  9  \\                
                         &   4s($^5$D) $^6$D$_{5/2}$ &   36~343.28  &   2750.727    & 0.21    &  0.23  &  9.56   &  9  \\                
                         &   4s($^5$D) $^6$D$_{7/2}$ &   36~187.24  &   2762.589    & 0.33    &  0.38  & 15.90   &  9  \\                
                         &   4s($^5$D) $^4$D$_{7/2}$ &   28~467.09  &   3511.824    & 0.00    &  0.01  &  0.31   &  17 \\                
			 & $Residual$                &             &               &         &  0.00  &         &    \\                 
                         &                           &             &               &         &        &         &    \\                 
4p($^5$D) $^6$P$_{7/2}$  &     3d$^5$ $^6$S$_{5/2}$  &   48~632.12  &   2055.596    & 0.40    &  0.31  & 12.90   &  9  \\                
                         &   4s($^5$D) $^6$D$_{5/2}$ &   36~484.30  &   2740.094    & 0.02    &  0.02  &  0.89   &  12 \\                
                         &   4s($^5$D) $^6$D$_{7/2}$ &   36~328.26  &   2751.864    & 0.12    &  0.13  &  5.57   &  9  \\                
                         &   4s($^5$D) $^6$D$_{9/2}$ &   36~135.68  &   2766.531    & 0.47    &  0.54  & 22.30   &  9  \\                
			 & $Residual$                &             &               &         &  0.00  &         &    \\                 
                         &                           &             &               &         &        &         &    \\                 
4p($^5$D) $^4$F$_{3/2}$  &   4s($^5$D) $^4$D$_{1/2}$ &   32~055.90  &   3118.646    & 0.57    &  0.57  & 13.60   &  10 \\                
                         &   4s($^5$D) $^4$D$_{3/2}$ &   31~952.98  &   3128.692    & 0.21    &  0.21  &  5.05   &  11 \\                
                         &     3d$^5$ $^4$G$_{5/2}$  &   31~072.09  &   3217.393    & 0.18    &  0.18  &  4.35   &  11 \\                
			 & $Residual$                &             &               &         &  0.04  &         &    \\                 
                         &                           &             &               &         &        &         &    \\                 
4p($^5$D) $^4$F$_{5/2}$  &   4s($^5$D) $^4$D$_{3/2}$ &   32~038.31  &   3120.359    & 0.61    &  0.60  & 14.60   &  10 \\                
                         &   4s($^5$D) $^4$D$_{5/2}$ &   31~871.60  &   3136.681    & 0.18    &  0.18  &  4.36   &  11 \\                
                         &     3d$^5$ $^4$G$_{7/2}$  &   31~151.65  &   3209.176    & 0.16    &  0.17  &  4.19   &  11 \\                
			 & $Residual$                &             &               & 1.00    &  0.05  &         &    \\                 
                         &                           &             &               &         &        &         &    \\                 
4p($^5$D) $^4$F$_{7/2}$  &   4s($^5$D) $^6$D$_{7/2}$ &   39~485.02  &   2531.845    & 0.00    &  0.01  &  0.24   &  12 \\                
                         &   4s($^5$D) $^4$D$_{5/2}$ &   31~991.00  &   3124.973    & 0.69    &  0.68  & 16.50   &  8  \\                
                         &   4s($^5$D) $^4$D$_{7/2}$ &   31~764.87  &   3147.220    & 0.10    &  0.10  &  2.50   &  9  \\                
                         &     3d$^5$ $^4$G$_{9/2}$  &   31~269.55  &   3197.075    & 0.16    &  0.16  &  3.97   &  9  \\                
                         &   4s($^3$F) $^4$F$_{7/2}$ &   20~620.30  &   4848.235    & 0.01    &  0.01  &  0.36   &  18 \\                
			 & $Residual$                &             &               &         &  0.04  &         &    \\                 
			                                 \noalign{\smallskip}                                                                    
4p($^5$D) $^4$F$_{9/2}$  &   4s($^5$D) $^6$D$_{9/2}$ &   39~446.26  &   2534.333    & 0.01    &  0.02  &  0.50   &  12 \\                
                         &   4s($^5$D) $^4$D$_{7/2}$ &   31~918.69  &   3132.053    & 0.78    &  0.76  & 18.60   &  7  \\                
                         &     3d$^5$ $^4$G$_{11/2}$ &   31~430.60  &   3180.693    & 0.17    &  0.17  &  4.21   &  9  \\                
                         &     3d$^5$ $^4$D$_{7/2}$  &   26~909.00  &   3715.172    & 0.00    &  0.01  &  0.21   &  18 \\                
                         &   4s($^3$F) $^4$F$_{9/2}$ &   20~723.35  &   4824.127    & 0.01    &  0.01  &  0.35   &  16 \\                
			 & $Residual$                &             &               &         &  0.03  &         &    \\                 
                         &                           &             &               &         &        &         &    \\                 
4p($^5$D) $^4$D$_{1/2}$  &   4s($^5$D) $^4$D$_{1/2}$ &   34~889.77  &   2865.328    & 0.34    &  0.33  &  7.73   &  11 \\                
                         &   4s($^5$D) $^4$D$_{3/2}$ &   34~786.85  &   2873.806    & 0.36    &  0.37  &  8.50   &  11 \\                
                         &     3d$^5$ $^4$D$_{1/2}$  &   29~382.62  &   3402.396    & 0.09    &  0.08  &  1.88   &  16 \\                
                         &     3d$^5$ $^4$D$_{3/2}$  &   29~375.21  &   3403.254    & 0.09    &  0.08  &  1.93   &  16 \\                
                         &     3d$^5$ $^4$F$_{3/2}$  &   21~573.26  &   4634.070    & 0.05    &  0.07  &  1.63   &  16 \\                
			 & $Residual$                &             &               & 1.00    &  0.07  &         &    \\                 
                         &                           &             &               &         &        &         &    \\                 
4p($^5$D) $^4$D$_{3/2}$  &   4s($^5$D) $^4$D$_{1/2}$ &   34~971.27  &   2858.650    & 0.16    &  0.16  &  3.74   &  11 \\                
                         &   4s($^5$D) $^4$D$_{3/2}$ &   34~868.35  &   2867.089    & 0.28    &  0.28  &  6.60   &  10 \\                
                         &   4s($^5$D) $^4$D$_{5/2}$ &   34~701.64  &   2880.863    & 0.26    &  0.27  &  6.37   &  10 \\                
                         &     3d$^5$ $^4$D$_{1/2}$  &   29~464.12  &   3392.985    & 0.05    &  0.04  &  0.96   &  11 \\                
                         &     3d$^5$ $^4$D$_{3/2}$  &   29~456.71  &   3393.838    & 0.07    &  0.06  &  1.49   &  10 \\                
                         &     3d$^5$ $^4$D$_{5/2}$  &   29~452.76  &   3394.293    & 0.07    &  0.07  &  1.53   &  10 \\                
                         &     3d$^5$ $^4$F$_{5/2}$  &   21~644.57  &   4618.803    & 0.04    &  0.03  &  0.79   &  12 \\                
			 & $Residual$                &             &               &         &  0.09  &         &    \\                 
                         &                           &             &               &         &        &         &    \\                 
4p($^5$D) $^4$D$_{5/2}$  &   4s($^5$D) $^4$D$_{3/2}$ &   34~994.45  &   2856.757    & 0.15    &  0.14  &  3.28   &  10 \\                
                         &   4s($^5$D) $^4$D$_{5/2}$ &   34~827.74  &   2870.432    & 0.41    &  0.41  &  9.55   &  10 \\                
                         &   4s($^5$D) $^4$D$_{7/2}$ &   34~601.61  &   2889.192    & 0.15    &  0.16  &  3.70   &  10 \\                
                         &     3d$^5$ $^4$P$_{5/2}$  &   32~803.10  &   3047.606    & 0.02    &  0.05  &  1.24   &  12 \\                
                         &     3d$^5$ $^4$P$_{3/2}$  &   32~801.51  &   3047.754    & 0.02    &  0.01  &  0.32   &  21 \\                
                         &     3d$^5$ $^4$D$_{7/2}$  &   29~591.92  &   3378.331    & 0.04    &  0.04  &  0.85   &  12 \\                
                         &     3d$^5$ $^4$D$_{3/2}$  &   29~582.81  &   3379.371    & 0.05    &  0.04  &  0.97   &  11 \\                
                         &     3d$^5$ $^4$D$_{5/2}$  &   29~578.86  &   3379.822    & 0.10    &  0.09  &  1.99   &  11 \\                
                         &     3d$^5$ $^4$F$_{7/2}$  &   21~788.94  &   4588.199    & 0.04    &  0.03  &  0.79   &  12 \\                
                         &     3d$^5$ $^4$F$_{5/2}$  &   21~770.67  &   4592.049    & 0.01    &  0.01  &  0.20   &  37 \\                
			 & $Residual$                &             &               &         &  0.02  &         &    \\                 
                         &                           &             &               &         &        &         &    \\                 
4p($^5$D) $^4$D$_{7/2}$  &   4s($^5$D) $^4$D$_{5/2}$ &   34~986.60  &   2857.398    & 0.09    &  0.09  &  2.10   &  11 \\                
                         &   4s($^5$D) $^4$D$_{7/2}$ &   34~760.47  &   2875.987    & 0.62    &  0.66  & 15.40   &  10 \\                
                         &     3d$^5$ $^4$P$_{5/2}$  &   32~961.96  &   3032.917    & 0.03    &  0.02  &  0.44   &  20 \\                
                         &     3d$^5$ $^4$D$_{7/2}$  &   29~750.78  &   3360.291    & 0.17    &  0.14  &  3.14   &  12 \\                
                         &     3d$^5$ $^4$D$_{5/2}$  &   29~737.72  &   3361.767    & 0.03    &  0.03  &  0.67   &  13 \\                
                         &     3d$^5$ $^4$F$_{9/2}$  &   21~930.17  &   4558.650    & 0.05    &  0.04  &  0.89   &  12 \\                
			 & $Residual$                &             &               &         &  0.02  &         &    \\                 
  		         &                           &             &               &         &        &         &    \\                 
4p($^5$D) $^4$P$_{1/2}$  &   4s($^5$D) $^6$D$_{1/2}$ &   36~787.55  &   2717.506    & 0.06    &  0.08  &  1.68   &  8  \\                
                         &   4s($^5$D) $^6$D$_{3/2}$ &   36~716.78  &   2722.744    & 0.19    &  0.31  &  6.13   &  6  \\                
                         &   4s($^5$D) $^4$D$_{1/2}$ &   29~221.11  &   3421.202    & 0.34    &  0.27  &  5.43   &  7  \\                
                         &   4s($^5$D) $^4$D$_{3/2}$ &   29~118.19  &   3433.295    & 0.33    &  0.26  &  5.28   &  7  \\                
                         &     3d$^5$ $^4$P$_{3/2}$  &   26~925.25  &   3712.930    & 0.06    &  0.06  &  1.13   &  9  \\                
			 & $Residual$                &             &               &         &  0.02  &         &    \\                 
                                                                                              \noalign{\smallskip}                                
4p($^5$D) $^4$P$_{3/2}$  &   4s($^5$D) $^6$D$_{1/2}$ &   37~044.12  &   2698.683    & 0.18    &  0.29  &  6.24   &  6  \\                
                         &   4s($^5$D) $^6$D$_{3/2}$ &   36~973.35  &   2703.849    & 0.03    &  0.04  &  0.93   &  7  \\                
                         &   4s($^5$D) $^6$D$_{5/2}$ &   36~858.11  &   2712.303    & 0.10    &  0.17  &  3.61   &  6  \\                
                         &   4s($^5$D) $^4$D$_{1/2}$ &   29~477.68  &   3391.424    & 0.03    &  0.03  &  0.58   &  11 \\                
                         &   4s($^5$D) $^4$D$_{3/2}$ &   29~374.76  &   3403.307    & 0.20    &  0.15  &  3.12   &  7  \\                
                         &   4s($^5$D) $^4$D$_{5/2}$ &   29~208.05  &   3422.732    & 0.37    &  0.25  &  5.37   &  6  \\                
                         &     3d$^5$ $^4$P$_{5/2}$  &   27~183.41  &   3677.667    & 0.03    &  0.02  &  0.38   &  11 \\                
                         &     3d$^5$ $^4$P$_{1/2}$  &   27~182.09  &   3677.846    & 0.03    &  0.02  &  0.39   &  11 \\                
                         &     3d$^5$ $^4$P$_{3/2}$  &   27~181.82  &   3677.882    & 0.01    &  0.01  &  0.19   &  19 \\                
			 & $Residual$                &             &               &         &  0.02  &         &    \\                 
                         &                           &             &               &         &        &         &    \\                 
4p($^5$D) $^4$P$_{5/2}$  &   4s($^5$D) $^6$D$_{3/2}$ &   37~673.75  &   2653.578    & 0.20    &  0.18  &  3.81   &  6  \\                
                         &   4s($^5$D) $^6$D$_{5/2}$ &   37~558.51  &   2661.721    & 0.12    &  0.05  &  1.14   &  6  \\                
                         &   4s($^5$D) $^6$D$_{7/2}$ &   37~402.47  &   2672.826    & 0.08    &  0.26  &  5.74   &  6  \\                
                         &   4s($^5$D) $^4$D$_{3/2}$ &   30~075.16  &   3324.047    & 0.01    &  0.01  &  0.30   &  14 \\                
                         &   4s($^5$D) $^4$D$_{5/2}$ &   29~908.45  &   3342.576    & 0.10    &  0.07  &  1.54   &  6  \\                
                         &   4s($^5$D) $^4$D$_{7/2}$ &   29~682.32  &   3368.041    & 0.40    &  0.31  &  6.70   &  5  \\                
                         &     3d$^5$ $^4$P$_{5/2}$  &   27~883.81  &   3585.287    & 0.05    &  0.08  &  1.72   &  6  \\                
                         &     3d$^5$ $^4$P$_{3/2}$  &   27~882.22  &   3585.492    & 0.02    &  0.02  &  0.36   &  10 \\                
			 & $Residual$                &             &               &         &  0.02  &            &    \\                
\end{tabular} 
\noindent $^a$ Transition probabilities derived from the experimental BFs and lifetimes presented in Table~\ref{t2}.  \\ 
$^b$ Theoretical BFs calculated with the Cowan code \citep{Cowan81}. \\ 
$^c$ Severly blended line. 
\end{table}