\begin{table}%t3 \caption{\label{tab3}Radiative rates ($A_{ji}$ in s$^{-1}$) and oscillator strengths ($f_{ij}$, dimensionless) for electric dipole (E1) transitions of Cr VIII with $f$~$\ge$ 0.1. ($a \pm b \equiv a \times 10^{{\pm}b}$). The complete table for transition wavelengths~($\lambda_{ij}$), radiative rates, oscillator strengths, and line strengths~(S) for all E1, and $A_{ji}$ for E2, M1, and M2 transitions of Cr~VIII is available in the electronic form at the CDS. } \par %\centering \small \begin{tabular}{rrrrrrrrrrrrrrrr} \hline \hline $i$ & $j$ & $A_{ji}$ & $f_{ij}$ & $i$ & $j$ & $A_{ji}$ & $f_{ij}$ & $i$ & $j$ & $A_{ji}$ & $f_{ij}$ & $i$ & $j$ & $A_{ji}$ & $f_{ij}$ \\[2pt] \hline 1 & 27 & 1.076$+$11 & 3.634$-$1 & 12 & 172 & 1.345$+$10 & 1.279$-$1 & 23 & 196 & 2.235$+$10 & 1.079$-$1 & 54 & 225 & 4.645$+$09 & 1.321$-$1 \\ 1 & 28 & 1.391$+$11 & 8.520$-$1 & 12 & 173 & 1.647$+$10 & 1.042$-$1 & 23 & 206 & 5.110$+$10 & 2.319$-$1 & 66 & 356 & 5.475$+$09 & 1.418$-$1 \\ 1 & 29 & 3.999$+$10 & 1.208$-$1 & 12 & 175 & 8.517$+$10 & 5.361$-$1 & 23 & 216 & 3.700$+$10 & 3.303$-$1 & 83 & 362 & 5.262$+$09 & 1.189$-$1 \\ 1 & 30 & 1.706$+$11 & 1.525$-$0 & 13 & 88 & 7.007$+$09 & 1.125$-$1 & 23 & 222 & 7.730$+$10 & 4.803$-$1 & 99 & 162 & 5.274$+$08 & 1.363$-$1 \\ 1 & 120 & 5.750$+$10 & 1.396$-$1 & 13 & 145 & 3.377$+$10 & 2.489$-$1 & 23 & 231 & 3.171$+$10 & 1.266$-$1 & 99 & 180 & 1.288$+$09 & 3.038$-$1 \\ 2 & 27 & 3.885$+$10 & 2.736$-$1 & 13 & 178 & 9.337$+$10 & 2.896$-$1 & 24 & 176 & 1.783$+$10 & 1.764$-$1 & 107 & 181 & 3.648$+$08 & 1.058$-$1 \\ 2 & 29 & 1.019$+$11 & 6.404$-$1 & 13 & 187 & 1.285$+$10 & 1.158$-$1 & 24 & 204 & 5.978$+$10 & 3.118$-$1 & 112 & 186 & 5.556$+$08 & 2.153$-$1 \\ 2 & 31 & 1.596$+$11 & 1.914$-$0 & 13 & 191 & 1.966$+$10 & 1.757$-$1 & 24 & 215 & 4.563$+$10 & 3.865$-$1 & 112 & 189 & 6.122$+$08 & 1.160$-$1 \\ 2 & 123 & 4.106$+$10 & 1.005$-$1 & 14 & 133 & 1.119$+$10 & 1.356$-$1 & 24 & 223 & 8.003$+$10 & 5.010$-$1 & 120 & 194 & 3.873$+$08 & 1.202$-$1 \\ 2 & 137 & 2.704$+$10 & 1.275$-$1 & 14 & 184 & 2.215$+$10 & 1.378$-$1 & 24 & 232 & 2.950$+$10 & 1.332$-$1 & 120 & 220 & 1.129$+$09 & 1.174$-$1 \\ 3 & 83 & 8.206$+$09 & 1.003$-$1 & 14 & 191 & 1.171$+$10 & 1.076$-$1 & 25 & 191 & 1.025$+$10 & 1.269$-$1 & 123 & 196 & 4.559$+$08 & 2.131$-$1 \\ 3 & 84 & 1.271$+$11 & 7.706$-$1 & 14 & 196 & 2.145$+$10 & 1.289$-$1 & 25 & 217 & 2.424$+$10 & 1.720$-$1 & 123 & 203 & 5.988$+$08 & 1.178$-$1 \\ 3 & 85 & 1.181$+$11 & 1.429$-$0 & 14 & 206 & 1.868$+$10 & 1.061$-$1 & 25 & 222 & 1.772$+$10 & 1.826$-$1 & 136 & 207 & 8.608$+$08 & 2.622$-$1 \\ 3 & 100 & 1.506$+$10 & 1.617$-$1 & 14 & 222 & 1.951$+$10 & 1.529$-$1 & 25 & 231 & 2.880$+$10 & 1.903$-$1 & 136 & 218 & 1.094$+$09 & 1.781$-$1 \\ 4 & 98 & 3.081$+$10 & 3.075$-$1 & 15 & 158 & 1.979$+$10 & 2.719$-$1 & 25 & 234 & 5.671$+$10 & 1.828$-$1 & 136 & 220 & 1.014$+$09 & 1.033$-$1 \\ 4 & 130 & 1.680$+$10 & 1.139$-$1 & 15 & 159 & 2.943$+$10 & 2.009$-$1 & 25 & 235 & 3.858$+$10 & 1.213$-$1 & 137 & 205 & 8.066$+$08 & 2.897$-$1 \\ 4 & 141 & 1.114$+$11 & 5.407$-$1 & 15 & 184 & 2.795$+$10 & 3.487$-$1 & 25 & 249 & 6.808$+$10 & 4.002$-$1 & 137 & 217 & 9.983$+$08 & 1.695$-$1 \\ 4 & 156 & 7.023$+$10 & 4.063$-$1 & 15 & 190 & 1.384$+$10 & 1.699$-$1 & 26 & 197 & 2.210$+$10 & 2.397$-$1 & 156 & 274 & 1.295$+$09 & 1.184$-$1 \\ 4 & 163 & 2.853$+$10 & 2.009$-$1 & 15 & 195 & 2.132$+$10 & 2.581$-$1 & 26 & 218 & 2.569$+$10 & 1.827$-$1 & 159 & 289 & 7.463$+$08 & 1.024$-$1 \\ 5 & 96 & 2.602$+$10 & 2.785$-$1 & 16 & 157 & 1.954$+$10 & 2.051$-$1 & 26 & 223 & 1.610$+$10 & 1.485$-$1 & 161 & 271 & 1.586$+$09 & 2.196$-$1 \\ 5 & 140 & 8.601$+$10 & 3.729$-$1 & 16 & 182 & 1.755$+$10 & 1.109$-$1 & 26 & 232 & 2.908$+$10 & 1.932$-$1 & 161 & 272 & 1.794$+$09 & 1.630$-$1 \\ 5 & 141 & 1.948$+$10 & 1.262$-$1 & 16 & 184 & 2.090$+$10 & 1.317$-$1 & 26 & 233 & 7.141$+$10 & 3.107$-$1 & 162 & 270 & 2.912$+$09 & 3.613$-$1 \\ 5 & 156 & 1.844$+$10 & 1.424$-$1 & 16 & 192 & 1.755$+$10 & 1.623$-$1 & 26 & 237 & 3.229$+$10 & 1.354$-$1 & 162 & 271 & 1.301$+$09 & 1.201$-$1 \\ 5 & 157 & 4.492$+$10 & 2.594$-$1 & 16 & 193 & 1.017$+$11 & 3.118$-$1 & 26 & 246 & 6.512$+$10 & 3.888$-$1 & 165 & 272 & 7.081$+$08 & 1.324$-$1 \\ 5 & 167 & 1.941$+$10 & 1.440$-$1 & 16 & 194 & 1.188$+$10 & 1.091$-$1 & 26 & 247 & 3.106$+$10 & 1.232$-$1 & 165 & 273 & 2.026$+$09 & 1.858$-$1 \\ 6 & 95 & 2.208$+$10 & 2.671$-$1 & 16 & 195 & 1.664$+$10 & 1.018$-$1 & 27 & 233 & 1.828$+$10 & 2.686$-$1 & 165 & 277 & 7.432$+$08 & 1.195$-$1 \\ 6 & 138 & 6.474$+$10 & 2.114$-$1 & 17 & 156 & 1.161$+$10 & 1.094$-$1 & 27 & 234 & 2.055$+$10 & 1.504$-$1 & 165 & 285 & 6.717$+$08 & 1.008$-$1 \\ 6 & 140 & 3.715$+$10 & 2.424$-$1 & 17 & 190 & 5.227$+$10 & 2.177$-$1 & 27 & 235 & 8.000$+$10 & 5.701$-$1 & 166 & 233 & 2.269$+$08 & 1.248$-$1 \\ 6 & 157 & 2.580$+$10 & 2.242$-$1 & 17 & 194 & 5.092$+$10 & 3.140$-$1 & 27 & 237 & 7.141$+$10 & 1.008$-$0 & 166 & 237 & 2.379$+$08 & 1.040$-$1 \\ 6 & 158 & 3.181$+$10 & 1.831$-$1 & 17 & 204 & 1.776$+$10 & 1.039$-$1 & 27 & 312 & 3.216$+$10 & 3.373$-$1 & 166 & 240 & 9.475$+$08 & 1.611$-$1 \\ 6 & 159 & 4.181$+$10 & 1.197$-$1 & 18 & 156 & 1.158$+$10 & 1.097$-$1 & 27 & 322 & 2.402$+$10 & 1.236$-$1 & 166 & 247 & 7.924$+$08 & 2.557$-$1 \\ 6 & 172 & 1.494$+$10 & 1.238$-$1 & 18 & 177 & 2.290$+$10 & 1.006$-$1 & 28 & 232 & 1.765$+$10 & 2.207$-$1 & 168 & 286 & 1.223$+$09 & 1.259$-$1 \\ 7 & 97 & 2.087$+$10 & 3.372$-$1 & 18 & 184 & 2.625$+$10 & 1.117$-$1 & 28 & 233 & 1.281$+$10 & 1.047$-$1 & 170 & 284 & 1.382$+$09 & 1.099$-$1 \\ 7 & 138 & 5.983$+$10 & 3.921$-$1 & 18 & 192 & 5.419$+$10 & 3.381$-$1 & 28 & 237 & 2.687$+$10 & 2.107$-$1 & 170 & 285 & 7.694$+$08 & 1.225$-$1 \\ 7 & 158 & 2.600$+$10 & 3.004$-$1 & 18 & 195 & 4.351$+$10 & 1.796$-$1 & 28 & 246 & 6.354$+$10 & 7.053$-$1 & 178 & 299 & 9.999$+$08 & 1.598$-$1 \\ 7 & 159 & 4.452$+$10 & 2.558$-$1 & 18 & 204 & 1.888$+$10 & 1.111$-$1 & 28 & 312 & 1.210$+$11 & 6.944$-$1 & 179 & 276 & 1.617$+$09 & 2.160$-$1 \\ 7 & 175 & 1.200$+$10 & 1.321$-$1 & 18 & 223 & 1.572$+$10 & 1.119$-$1 & 29 & 231 & 1.863$+$10 & 3.171$-$1 & 180 & 274 & 3.920$+$09 & 5.030$-$1 \\ 8 & 131 & 4.784$+$10 & 4.366$-$1 & 19 & 142 & 2.880$+$10 & 2.902$-$1 & 29 & 235 & 1.272$+$10 & 1.023$-$1 & 181 & 276 & 1.105$+$09 & 1.519$-$1 \\ 8 & 151 & 9.531$+$10 & 5.092$-$1 & 19 & 150 & 1.543$+$10 & 1.426$-$1 & 29 & 247 & 7.870$+$09 & 1.179$-$1 & 182 & 287 & 7.026$+$08 & 1.006$-$1 \\ 8 & 156 & 2.179$+$10 & 1.133$-$1 & 19 & 160 & 3.510$+$10 & 2.469$-$1 & 29 & 249 & 4.934$+$10 & 7.360$-$1 & 184 & 290 & 1.309$+$09 & 1.826$-$1 \\ 8 & 163 & 1.266$+$11 & 8.004$-$1 & 19 & 164 & 2.733$+$10 & 1.419$-$1 & 29 & 312 & 2.001$+$10 & 2.329$-$1 & 185 & 289 & 1.623$+$09 & 3.149$-$1 \\ 9 & 83 & 6.454$+$09 & 1.377$-$1 & 19 & 168 & 5.886$+$10 & 3.016$-$1 & 29 & 322 & 9.330$+$10 & 5.322$-$1 & 186 & 287 & 2.483$+$09 & 3.687$-$1 \\ 9 & 143 & 3.296$+$10 & 2.418$-$1 & 19 & 183 & 3.759$+$10 & 2.417$-$1 & 30 & 246 & 1.922$+$10 & 1.467$-$1 & 187 & 286 & 1.043$+$09 & 1.384$-$1 \\ 9 & 145 & 1.100$+$10 & 1.581$-$1 & 19 & 216 & 2.988$+$10 & 1.722$-$1 & 30 & 258 & 1.285$+$11 & 1.266$-$0 & 189 & 289 & 1.462$+$09 & 2.880$-$1 \\ 9 & 170 & 1.999$+$10 & 1.247$-$1 & 20 & 139 & 1.986$+$10 & 1.333$-$1 & 30 & 312 & 1.425$+$11 & 5.600$-$1 & 194 & 286 & 1.499$+$09 & 2.174$-$1 \\ 9 & 174 & 1.724$+$10 & 1.066$-$1 & 20 & 153 & 5.742$+$10 & 5.157$-$1 & 31 & 261 & 1.224$+$11 & 1.369$-$0 & 196 & 295 & 1.709$+$09 & 2.666$-$1 \\ 9 & 178 & 1.978$+$10 & 1.199$-$1 & 20 & 160 & 4.877$+$10 & 2.819$-$1 & 31 & 322 & 1.821$+$11 & 5.438$-$1 & 203 & 299 & 2.052$+$09 & 4.660$-$1 \\ 9 & 182 & 2.209$+$10 & 2.620$-$1 & 20 & 176 & 1.887$+$10 & 1.290$-$1 & 32 & 325 & 2.675$+$10 & 1.939$-$1 & 204 & 333 & 1.069$+$09 & 1.140$-$1 \\ 10 & 132 & 4.585$+$10 & 4.402$-$1 & 20 & 183 & 3.838$+$10 & 2.025$-$1 & 32 & 326 & 1.229$+$10 & 1.774$-$1 & 205 & 320 & 3.350$+$09 & 4.377$-$1 \\ 10 & 152 & 8.252$+$10 & 4.160$-$1 & 20 & 215 & 1.002$+$11 & 5.925$-$1 & 33 & 326 & 1.391$+$10 & 1.011$-$1 & 205 & 330 & 2.090$+$09 & 1.737$-$1 \\ 10 & 157 & 2.091$+$10 & 1.031$-$1 & 21 & 150 & 3.253$+$10 & 3.100$-$1 & 33 & 328 & 2.294$+$10 & 2.481$-$1 & 206 & 330 & 8.848$+$08 & 1.111$-$1 \\ 10 & 167 & 1.072$+$11 & 6.776$-$1 & 21 & 164 & 4.259$+$10 & 2.278$-$1 & 34 & 332 & 3.441$+$10 & 3.310$-$1 & 207 & 319 & 3.289$+$09 & 4.137$-$1 \\ 10 & 172 & 2.369$+$10 & 1.111$-$1 & 21 & 168 & 3.834$+$10 & 2.023$-$1 & 35 & 355 & 3.780$+$10 & 3.291$-$1 & 207 & 333 & 1.658$+$09 & 1.403$-$1 \\ 11 & 134 & 4.401$+$10 & 4.529$-$1 & 21 & 183 & 2.850$+$10 & 1.885$-$1 & 36 & 357 & 2.525$+$10 & 2.305$-$1 & 214 & 290 & 6.241$+$08 & 1.380$-$1 \\ 11 & 152 & 1.510$+$10 & 1.025$-$1 & 21 & 216 & 5.824$+$10 & 3.449$-$1 & 37 & 352 & 1.135$+$10 & 1.127$-$1 & 217 & 330 & 1.642$+$09 & 2.588$-$1 \\ 11 & 154 & 8.043$+$10 & 3.625$-$1 & 22 & 144 & 2.788$+$10 & 3.066$-$1 & 37 & 359 & 1.995$+$10 & 1.947$-$1 & 218 & 324 & 1.238$+$09 & 1.482$-$1 \\ 11 & 167 & 1.276$+$10 & 1.085$-$1 & 22 & 164 & 1.563$+$10 & 1.124$-$1 & 38 & 353 & 1.299$+$10 & 1.458$-$1 & 218 & 333 & 2.013$+$09 & 2.881$-$1 \\ 11 & 172 & 9.195$+$10 & 5.801$-$1 & 22 & 169 & 5.171$+$10 & 2.430$-$1 & 38 & 358 & 2.070$+$10 & 2.291$-$1 & 220 & 317 & 1.187$+$09 & 1.694$-$1 \\ 12 & 135 & 4.132$+$10 & 4.793$-$1 & 22 & 181 & 3.216$+$10 & 2.155$-$1 & 49 & 230 & 3.089$+$09 & 1.426$-$1 & 220 & 324 & 5.622$+$08 & 1.069$-$1 \\ 12 & 154 & 1.908$+$10 & 1.297$-$1 & 22 & 187 & 2.586$+$10 & 1.709$-$1 & 50 & 229 & 2.987$+$09 & 1.039$-$1 & 224 & 321 & 1.326$+$09 & 1.972$-$1 \\ 12 & 155 & 1.006$+$11 & 3.413$-$1 & 22 & 261 & 2.869$+$10 & 1.329$-$1 & 52 & 227 & 3.531$+$09 & 1.042$-$1 & 224 & 327 & 6.381$+$08 & 1.702$-$1 \\ 12 & 159 & 3.048$+$10 & 1.004$-$1 & 23 & 171 & 1.823$+$10 & 1.936$-$1 & 53 & 226 & 4.003$+$09 & 1.150$-$1 & \\ \hline \end{tabular} \end{table}