\documentstyle[10pt]{article} \renewcommand{\baselinestretch}{1.00} \begin{document} \pagestyle{empty} \hoffset =-1.2in \begin{tabular}{cccccccccccc} $3s^23p^4$ $^3P_0$-$3s^23p^4~^3P_1$& 332809 & 1.440 &1.459&1.476&1.486&1.491&1.491&1.484&1.441&1.409&1.383\\ &&1.325&1.260&1.194&0.923&0.752&0.638&0.496&0.409&0.350\\ $3s^23p^4$ $^3P_0$-$3s^23p^4~^3P_2$&100354&1.375&1.386&1.385&1.377&1.365&1.338&1.308&1.183&1.104&1.051\\ &&0.978&0.922&0.876&0.727&0.649&0.601&0.543&0.503&0.470\\ $3s^23p^4$ $^3P_0$-$3s^23p^4~^1D_2$&9383.41&0.863&0.859&0.857&0.856&0.856&0.856&0.856&0.849&0.836&0.820\\ &&0.780&0.736&0.693&0.529&0.429&0.362&0.279&0.228&0.194\\ $3s^23p^4$ $^3P_0$-$3s^23p^4~^1S_0$&3720.02&0.099&0.100&0.100&0.101&0.101&0.101&0.101&0.102&0.101&0.100\\ &&0.094&0.088&0.082&0.061&0.048&0.040&0.030&0.024&0.020\\ $3s^23p^4$ $^3P_0$-$3s3p^5~^3P^o_0$&1071.38&0.127&0.130&0.133&0.136&0.138&0.140&0.141&0.140&0.138&0.134\\ &&0.127&0.120&0.115&0.092&0.078&0.068&0.055&0.046&0.040\\ $3s^23p^4$ $^3P_0$-$3s3p^5~^3P^o_1$&1075.23&0.218&0.225&0.227&0.227&0.226&0.224&0.222&0.213&0.201&0.189\\ &&0.171&0.159&0.150&0.130&0.123&0.122&0.124&0.128&0.133\\ $3s^23p^4$ $^3P_0$-$3s3p^5~^3P^o_2$& 1082.59&0.336&0.329&0.323&0.317&0.314&0.310&0.305&0.283&0.264&0.248\\ &&0.224&0.206&0.191&0.145&0.120&0.103&0.082&0.068&0.059\\ $3s^23p^4$ $^3P_0$-$3s^23p^34s~^5S^o_2$&935.60&0.222&0.218&0.219&0.222&0.225&0.227&0.226&0.203&0.181&0.165\\ &&0.142&0.126&0.113&0.078&0.060&0.049&0.036&0.029&0.024\\ $3s^23p^4$ $^3P_0$-$3s^23p^33d~^5D^o_0$&914.85&0.082&0.080&0.079&0.077&0.076&0.073&0.071&0.068&0.069&0.070\\ &&0.070&0.068&0.066&0.054&0.046&0.039&0.031&0.026&0.023\\ $3s^23p^4$ $^3P_0$-$3s^23p^33d~^5D^o_1$&914.86&0.188&0.194&0.196&0.196&0.194&0.190&0.186&0.178&0.179&0.180\\ &&0.179&0.174&0.167&0.136&0.114&0.098&0.077&0.064&0.055\\ $3s^23p^4$ $^3P_0$-$3s^23p^33d~^5D^o_2$&914.88&0.184&0.211&0.227&0.235&0.238&0.240&0.239&0.231&0.227&0.224\\ &&0.217&0.208&0.199&0.158&0.131&0.112&0.087&0.072&0.061\\ $3s^23p^4$ $^3P_0$-$3s^23p^33d~^5D^o_3$&914.90&0.130&0.193&0.220&0.234&0.242&0.249&0.251&0.242&0.230&0.221\\ &&0.206&0.194&0.183&0.142&0.116&0.099&0.076&0.062&0.052\\ $3s^23p^4$ $^3P_0$-$3s^23p^33d~^5D^o_4$&914.91&0.433&0.401&0.384&0.372&0.363&0.349&0.339&0.312&0.298&0.288\\ &&0.274&0.262&0.252&0.209&0.178&0.156&0.124&0.104&0.089\\ $3s^23p^4$ $^3P_0$-$3s^23p^34s~^3S^o_1$&895.95&0.172&0.190&0.199&0.203&0.205&0.204&0.200&0.177&0.162&0.153\\ &&0.147&0.148&0.154&0.197&0.243&0.287&0.370&0.452&0.531\\ $3s^23p^4$ $^3P_0$-$3s^23p^33d~^1P^o_1$&872.13&0.049&0.141&0.175&0.192&0.202&0.211&0.214&0.213&0.209&0.204\\ &&0.194&0.184&0.175&0.140&0.117&0.101&0.080&0.067&0.058\\ $3s^23p^4$ $^3P_0$-$3s^23p^33d~^3D^o_1$&841.42&0.218&0.225&0.227&0.227&0.226&0.224&0.222&0.213&0.201&0.189\\ &&0.171&0.159&0.150&0.130&0.123&0.122&0.124&0.128&0.133\\ $3s^23p^4$ $^3P_0$-$3s^23p^33d~^3D^o_2$&841.72&0.455&0.463&0.468&0.471&0.473&0.477&0.481&0.488&0.479&0.463\\ &&0.427&0.393&0.364&0.267&0.214&0.180&0.138&0.112&0.095\\ $3s^23p^4$ $^3P_0$-$3s^23p^33d~^3D^o_3$&841.65&0.193&0.193&0.194&0.194&0.193&0.190&0.187&0.167&0.151&0.138\\ &&0.120&0.108&0.100&0.081&0.074&0.071&0.073&0.084&0.100\\ $3s^23p^4$ $^3P_0$-$3s^23p^33d~^1S^o_0$&804.83&0.036&0.038&0.038&0.037&0.037&0.036&0.036&0.037&0.037&0.037\\ &&0.035&0.034&0.032&0.026&0.022&0.019&0.015&0.013&0.011\\ $3s^23p^4$ $^3P_0$-$3s^23p^33d~^3F^o_2$&799.76&0.307&0.292&0.282&0.275&0.270&0.264&0.260&0.245&0.231&0.219\\ &&0.197&0.179&0.164&0.118&0.093&0.077&0.058&0.047&0.039\\ $3s^23p^4$ $^3P_0$-$3s^23p^33d~^3F^o_3$&798.57&0.105&0.101&0.099&0.098&0.097&0.098&0.100&0.106&0.107&0.106\\ &&0.103&0.098&0.094&0.081&0.075&0.072&0.069&0.067&0.065\\ \end{tabular} \vfill\eject \clearpage \begin{tabular}{cccccccccccc} $3s^23p^4$ $^3P_0$-$3s^23p^33d~^3F^o_4$&797.06&0.116&0.116&0.117&0.119&0.122&0.127&0.132&0.142&0.139&0.133\\ &&0.121&0.110&0.101&0.072&0.057&0.048&0.036&0.029&0.025\\ $3s^23p^4$ $^3P_0$-$3s^23p^34p~^5P_1$&783.54&0.020&0.024&0.027&0.030&0.032&0.035&0.038&0.044&0.045&0.044\\ &&0.041&0.037&0.034&0.025&0.020&0.017&0.013&0.011&0.009\\ $3s^23p^4$ $^3P_0$-$3s^23p^34p~^5P_2$&783.29&0.039&0.042&0.044&0.046&0.047&0.048&0.048&0.047&0.044&0.042\\ &&0.038&0.034&0.031&0.022&0.017&0.014&0.010&0.008&0.007\\ $3s^23p^4$ $^3P_0$-$3s^23p^34p~^5P_3$&782.87&0.060&0.061&0.062&0.063&0.064&0.065&0.066&0.066&0.064&0.062\\ &&0.058&0.054&0.050&0.038&0.031&0.027&0.021&0.017&0.014\\ $3s^23p^4$ $^3P_0$-$3s^23p^34s~^3D^o_1$&795.35&0.071&0.074&0.075&0.075&0.075&0.076&0.076&0.079&0.083&0.087\\ &&0.097&0.108&0.119&0.175&0.225&0.270&0.338&0.380&0.400\\ $3s^23p^4$ $^3P_0$-$3s^23p^34s~^3D^o_2$&795.24&0.074&0.073&0.072&0.071&0.071&0.070&0.069&0.064&0.060&0.057\\ &&0.051&0.047&0.044&0.033&0.027&0.023&0.018&0.014&0.013\\ $3s^23p^4$ $^3P_0$-$3s^23p^34s~^3D^o_3$&794.99&0.051&0.050&0.049&0.048&0.049&0.049&0.049&0.048&0.044&0.040\\ &&0.034&0.029&0.025&0.016&0.012&0.010&0.007&0.006&0.005\\ $3s^23p^4$ $^3P_0$-$3s^23p^34s~^1D^o_2$&780.82&0.071&0.071&0.071&0.071&0.071&0.071&0.071&0.066&0.062&0.058\\ &&0.051&0.046&0.042&0.030&0.024&0.020&0.015&0.012&0.010\\ $3s^23p^4$ $^3P_0$-$3s^23p^34p~^3P_0$&764.68&0.178&0.167&0.160&0.155&0.152&0.147&0.144&0.139&0.142&0.149\\ &&0.166&0.182&0.196&0.242&0.265&0.278&0.289&0.287&0.279\\ $3s^23p^4$ $^3P_0$-$3s^23p^34p~^3P_1$&764.76&0.134&0.132&0.131&0.131&0.131&0.131&0.130&0.125&0.119&0.114\\ &&0.105&0.097&0.091&0.069&0.057&0.049&0.039&0.034&0.031\\ $3s^23p^4$ $^3P_0$-$3s^23p^34p~^3P_2$&764.69&0.103&0.107&0.111&0.114&0.117&0.119&0.120&0.116&0.108&0.102\\ &&0.094&0.088&0.084&0.074&0.072&0.074&0.085&0.092&0.098\\ $3s^23p^4$ $^3P_0$-$3s^23p^34s~^3P^o_0$&731.13&0.014&0.015&0.015&0.015&0.015&0.015&0.015&0.015&0.015&0.014\\ &&0.014&0.013&0.012&0.009&0.008&0.006&0.005&0.004&0.003\\ $3s^23p^4$ $^3P_0$-$3s^23p^34s~^3P^o_1$&730.94&0.040&0.043&0.046&0.049&0.051&0.054&0.056&0.062&0.066&0.071\\ &&0.083&0.096&0.109&0.172&0.229&0.279&0.361&0.419&0.458\\ $3s^23p^4$ $^3P_0$-$3s^23p^34s~^3P^o_2$&730.55&0.054&0.056&0.058&0.059&0.059&0.060&0.060&0.055&0.049&0.045\\ &&0.039&0.034&0.031&0.022&0.018&0.015&0.011&0.009&0.008\\ $3s^23p^4$ $^3P_0$-$3s^23p^34s~^1P^o_1$&718.06&0.036&0.038&0.039&0.040&0.041&0.042&0.042&0.040&0.038&0.035\\ &&0.032&0.029&0.026&0.019&0.015&0.013&0.010&0.009&0.009\\ $3s^23p^4$ $^3P_0$-$3s^23p^33d~^3D^o_1$&715.99&0.169&0.169&0.170&0.172&0.174&0.178&0.182&0.203&0.226&0.251\\ &&0.302&0.351&0.399&0.607&0.781&0.935&1.238&1.585&1.959\\ $3s^23p^4$ $^3P_0$-$3s^23p^33d~^3D^o_2$&714.21&0.087&0.087&0.087&0.087&0.087&0.086&0.085&0.079&0.073&0.068\\ &&0.061&0.055&0.050&0.036&0.028&0.023&0.018&0.016&0.016\\ $3s^23p^4$ $^3P_0$-$3s^23p^33d~^3D^o_3$&712.48&0.092&0.091&0.091&0.092&0.092&0.092&0.092&0.091&0.090&0.088\\ &&0.086&0.084&0.083&0.080&0.080&0.082&0.092&0.101&0.111\\ $3s^23p^4$ $^3P_0$-$3s^23p^33d~^3P^o_0$&693.58&0.003&0.003&0.003&0.003&0.003&0.003&0.003&0.003&0.003&0.003\\ &&0.002&0.002&0.002&0.001&0.001&0.001&0.001&0.000&0.000\\ $3s^23p^4$ $^3P_0$-$3s^23p^33d~^3P^o_1$&692.40&0.041&0.043&0.044&0.045&0.045&0.045&0.045&0.041&0.038&0.036\\ &&0.033&0.031&0.030&0.026&0.025&0.026&0.029&0.036&0.046\\ $3s^23p^4$ $^3P_0$-$3s^23p^33d~^3P^o_2$&689.57&0.168&0.165&0.162&0.160&0.158&0.154&0.151&0.139&0.131&0.124\\ &&0.113&0.103&0.095&0.069&0.055&0.045&0.034&0.027&0.023\\ $3s^23p^4$ $^3P_1$-$3s^23p^4~^3P_2$&143678&4.912&4.949&4.961&4.954&4.934&4.871&4.797&4.465&4.248&4.096\\ &&3.860&3.654&3.467&2.795&2.405&2.155&1.845&1.640&1.488\\ $3s^23p^4$ $^3P_1$-$3s^23p^4~^1D_2$&9126.10&2.587&2.577&2.570&2.568&2.568&2.569&2.569&2.548&2.509&2.460\\ &&2.339&2.208&2.081&1.593&1.294&1.095&0.845&0.692&0.587\\ \end{tabular} \vfill\eject \clearpage \begin{tabular}{cccccccccccc} $3s^23p^4$ $^3P_1$-$3s^23p^4~^1S_0$&3678.90&0.298&0.299&0.300&0.301&0.302&0.304&0.305&0.306&0.304&0.299\\ &&0.282&0.264&0.247&0.182&0.145&0.120&0.090&0.073&0.061\\ $3s^23p^4$ $^3P_1$-$3s3p^5~^3P^o_0$&1067.94&0.199&0.325&0.376&0.402&0.417&0.432&0.437&0.429&0.414&0.400\\ &&0.381&0.367&0.356&0.331&0.326&0.328&0.343&0.368&0.397\\ $3s^23p^4$ $^3P_1$-$3s3p^5~^3P^o_1$&1071.77&0.991&0.976&0.951&0.965&0.974&0.984&0.985&0.957&0.922&0.890\\ &&0.836&0.791&0.754&0.634&0.570&0.530&0.484&0.456&0.436\\ $3s^23p^4$ $^3P_1$-$3s3p^5~^3P^o_2$& 1079.08&1.327&1.232&1.228&1.234&1.239&1.242&1.237&1.175&1.113&1.062\\ &&0.983&0.924&0.878&0.743&0.679&0.647&0.677&0.848&1.122\\ $3s^23p^4$ $^3P_1$-$3s^23p^34s~^5S^o_2$&932.98&0.666&0.654&0.658&0.666&0.674&0.680&0.677&0.609&0.545&0.496\\ &&0.427&0.379&0.342&0.236&0.182&0.149&0.110&0.087&0.073\\ $3s^23p^4$ $^3P_1$-$3s^23p^33d~^5D^o_0$&912.34&0.069&0.103&0.117&0.124&0.128&0.131&0.132&0.129&0.127&0.125\\ &&0.120&0.115&0.109&0.086&0.070&0.060&0.046&0.038&0.032\\ $3s^23p^4$ $^3P_1$-$3s^23p^33d~^5D^o_1$&912.35&0.291&0.363&0.392&0.406&0.413&0.417&0.416&0.401&0.392&0.386\\ &&0.372&0.356&0.340&0.270&0.224&0.191&0.149&0.123&0.104\\ $3s^23p^4$ $^3P_1$-$3s^23p^33d~^5D^o_2$&912.37&0.678&0.726&0.744&0.748&0.747&0.739&0.728&0.693&0.682&0.674\\ &&0.656&0.632&0.605&0.490&0.409&0.352&0.278&0.233&0.203\\ $3s^23p^4$ $^3P_1$-$3s^23p^33d~^5D^o_3$&912.39&1.070&1.070&1.063&1.051&1.039&1.014&0.993&0.936&0.918&0.907\\ &&0.882&0.851&0.818&0.668&0.561&0.484&0.382&0.317&0.271\\ $3s^23p^4$ $^3P_1$-$3s^23p^33d~^5D^o_4$&912.40&0.900&0.975&1.000&1.009&1.010&1.004&0.993&0.935&0.892&0.860\\ &&0.811&0.771&0.734&0.592&0.496&0.428&0.337&0.280&0.242\\ $3s^23p^4$ $^3P_1$-$3s^23p^34s~^3S^o_1$&893.55&0.517&0.570&0.596&0.609&0.614&0.612&0.601&0.532&0.486&0.460\\ &&0.441&0.445&0.461&0.590&0.730&0.859&1.065&1.198&1.270\\ $3s^23p^4$ $^3P_1$-$3s^23p^33d~^1P^o_1$&869.85&0.148&0.423&0.525&0.576&0.605&0.633&0.644&0.641&0.627&0.613\\ &&0.582&0.552&0.524&0.419&0.351&0.304&0.242&0.202&0.175\\ $3s^23p^4$ $^3P_1$-$3s^23p^33d~^3D^o_1$&839.30&0.777&0.794&0.801&0.805&0.808&0.812&0.816&0.819&0.797&0.767\\ &&0.704&0.648&0.601&0.454&0.377&0.331&0.300&0.335&0.415\\ $3s^23p^4$ $^3P_1$-$3s^23p^33d~^3D^o_2$&839.60&0.792&0.812&0.818&0.819&0.818&0.813&0.807&0.768&0.722&0.679\\ &&0.611&0.563&0.528&0.441&0.409&0.398&0.432&0.551&0.731\\ $3s^23p^4$ $^3P_1$-$3s^23p^33d~^3D^o_3$&839.52&1.022&1.036&1.043&1.046&1.048&1.048&1.047&1.018&0.973&0.925\\ &&0.838&0.767&0.708&0.531&0.441&0.387&0.332&0.317&0.324\\ $3s^23p^4$ $^3P_1$-$3s^23p^33d~^1S^o_0$&802.89&0.107&0.113&0.113&0.112&0.111&0.110&0.109&0.110&0.111&0.110\\ &&0.107&0.102&0.098&0.079&0.066&0.058&0.046&0.038&0.033\\ $3s^23p^4$ $^3P_1$-$3s^23p^33d~^3F^o_2$&797.85&0.460&0.439&0.425&0.416&0.411&0.406&0.403&0.397&0.385&0.371\\ &&0.344&0.320&0.300&0.234&0.200&0.180&0.158&0.147&0.139\\ $3s^23p^4$ $^3P_1$-$3s^23p^33d~^3F^o_3$&796.66&0.745&0.715&0.698&0.688&0.682&0.677&0.675&0.660&0.631&0.599\\ &&0.541&0.492&0.453&0.327&0.260&0.217&0.166&0.135&0.115\\ $3s^23p^4$ $^3P_1$-$3s^23p^33d~^3F^o_4$&795.15&0.297&0.297&0.297&0.297&0.297&0.297&0.297&0.296&0.294&0.290\\ &&0.280&0.269&0.259&0.221&0.197&0.181&0.162&0.151&0.143\\ $3s^23p^4$ $^3P_1$-$3s^23p^34p~^5P_1$&781.70&0.067&0.074&0.080&0.084&0.087&0.091&0.094&0.097&0.096&0.093\\ &&0.085&0.078&0.071&0.051&0.040&0.033&0.025&0.020&0.017\\ $3s^23p^4$ $^3P_1$-$3s^23p^34p~^5P_2$&781.45&0.115&0.125&0.134&0.142&0.148&0.157&0.163&0.176&0.175&0.171\\ &&0.158&0.146&0.135&0.100&0.080&0.068&0.052&0.043&0.036\\ $3s^23p^4$ $^3P_1$-$3s^23p^34p~^5P_3$&781.04&0.176&0.181&0.187&0.191&0.194&0.198&0.200&0.199&0.195&0.189\\ &&0.176&0.163&0.151&0.113&0.091&0.076&0.058&0.047&0.040\\ $3s^23p^4$ $^3P_1$-$3s^23p^34s~^3D^o_1$&793.46&0.154&0.154&0.154&0.153&0.152&0.151&0.150&0.146&0.143&0.142\\ &&0.142&0.145&0.149&0.176&0.205&0.233&0.273&0.295&0.304\\ \end{tabular} \vfill\eject \clearpage \begin{tabular}{cccccccccccc} $3s^23p^4$ $^3P_1$-$3s^23p^34s~^3D^o_2$&793.34&0.228&0.228&0.228&0.228&0.228&0.228&0.228&0.229&0.233&0.238\\ &&0.255&0.275&0.298&0.414&0.524&0.621&0.762&0.839&0.871\\ $3s^23p^4$ $^3P_1$-$3s^23p^34s~^3D^o_3$&793.09&0.206&0.201&0.198&0.196&0.195&0.195&0.194&0.185&0.172&0.160\\ &&0.140&0.125&0.113&0.080&0.063&0.052&0.039&0.032&0.027\\ $3s^23p^4$ $^3P_1$-$3s^23p^34s~^1D^o_2$&778.99&0.213&0.214&0.214&0.213&0.213&0.213&0.211&0.199&0.186&0.173\\ &&0.154&0.139&0.128&0.091&0.072&0.060&0.045&0.036&0.030\\ $3s^23p^4$ $^3P_1$-$3s^23p^34p~^3P_0$&762.93&0.134&0.132&0.131&0.131&0.131&0.131&0.130&0.125&0.119&0.114\\ &&0.104&0.096&0.90&0.068&0.055&0.047&0.037&0.031&0.027\\ $3s^23p^4$ $^3P_1$-$3s^23p^34p~^3P_1$&763.01&0.712&0.681&0.663&0.651&0.642&0.629&0.619&0.596&0.596&0.606\\ &&0.639&0.673&0.704&0.810&0.868&0.902&0.928&0.919&0.892\\ $3s^23p^4$ $^3P_1$-$3s^23p^34p~^3P_2$&762.94&0.398&0.406&0.414&0.421&0.426&0.432&0.433&0.416&0.392&0.370\\ &&0.336&0.312&0.293&0.242&0.221&0.220&0.219&0.217&0.216\\ $3s^23p^4$ $^3P_1$-$3s^23p^34s~^3P^o_0$&729.52&0.040&0.043&0.046&0.049&0.051&0.054&0.056&0.062&0.066&0.071\\ &&0.083&0.096&0.109&0.172&0.229&0.278&0.355&0.406&0.435\\ $3s^23p^4$ $^3P_1$-$3s^23p^34s~^3P^o_1$&729.34&0.113&0.118&0.122&0.125&0.128&0.131&0.133&0.134&0.132&0.131\\ &&0.132&0.136&0.141&0.174&0.208&0.240&0.302&0.360&0.413\\ $3s^23p^4$ $^3P_1$-$3s^23p^34s~^3P^o_2$&728.95&0.170&0.180&0.188&0.193&0.197&0.202&0.205&0.201&0.194&0.191\\ &&0.191&0.197&0.206&0.266&0.327&0.383&0.476&0.539&0.577\\ $3s^23p^4$ $^3P_1$-$3s^23p^34s~^1P^o_1$&716.51&0.107&0.112&0.117&0.121&0.123&0.126&0.127&0.121&0.113&0.106\\ &&0.095&0.086&0.079&0.058&0.046&0.038&0.029&0.023&0.019\\ $3s^23p^4$ $^3P_1$-$3s^23p^33d~^3D^o_1$&714.05&0.245&0.245&0.246&0.247&0.248&0.250&0.253&0.262&0.271&0.284\\ &&0.311&0.340&0.369&0.504&0.625&0.742&1.064&1.603&2.303\\ $3s^23p^4$ $^3P_1$-$3s^23p^33d~^3D^o_2$&712.68&0.494&0.495&0.497&0.501&0.506&0.515&0.524&0.569&0.619&0.673\\ &&0.785&0.894&0.998&1.462&1.849&2.180&2.679&2.982&3.135\\ $3s^23p^4$ $^3P_1$-$3s^23p^33d~^3D^o_3$&710.96&0.306&0.305&0.305&0.305&0.305&0.304&0.302&0.273&0.237&0.207\\ &&0.162&0.132&0.112&0.062&0.043&0.033&0.022&0.017&0.014\\ $3s^23p^4$ $^3P_1$-$3s^23p^33d~^3P^o_0$&692.14&0.038&0.039&0.040&0.040&0.041&0.042&0.042&0.040&0.038&0.036\\ &&0.033&0.031&0.030&0.026&0.025&0.025&0.026&0.027&0.027\\ $3s^23p^4$ $^3P_1$-$3s^23p^33d~^3P^o_1$&690.96&0.167&0.166&0.166&0.164&0.163&0.161&0.158&0.146&0.137&0.129\\ &&0.118&0.108&0.101&0.076&0.063&0.056&0.054&0.068&0.091\\ $3s^23p^4$ $^3P_1$-$3s^23p^33d~^3P^o_2$&688.14&0.431&0.426&0.421&0.416&0.412&0.403&0.395&0.365&0.343&0.325\\ &&0.297&0.273&0.254&0.190&0.155&0.135&0.123&0.143&0.183\\ $3s^23p^4$ $^3P_2$-$3s^23p^4~^1D_2$&8581.06&4.312&4.294&4.284&4.281&4.280&4.282&4.281&4.246&4.182&4.099\\ &&3.898&3.679&3.465&2.647&2.147&1.815&1.399&1.146&0.973\\ $3s^23p^4$ $^3P_2$-$3s^23p^4~^1S_0$&3587.06&0.496&0.499&0.501&0.502&0.504&0.506&0.507&0.510&0.507&0.498\\ &&0.470&0.440&0.411&0.304&0.242&0.201&0.151&0.121&0.101\\ $3s^23p^4$ $^3P_2$-$3s3p^5~^3P^o_0$&1060.06&0.624&0.428&0.379&0.358&0.347&0.332&0.322&0.289&0.267&0.250\\ &&0.225&0.206&0.191&0.145&0.120&0.103&0.082&0.068&0.059\\ $3s^23p^4$ $^3P_2$-$3s3p^5~^3P^o_1$&1063.83&1.515&1.314&1.286&1.280&1.278&1.271&1.260&1.183&1.116&1.063\\ &&0.982&0.923&0.877&0.742&0.679&0.644&0.619&0.631&0.664\\ $3s^23p^4$ $^3P_2$-$3s3p^5~^3P^o_2$& 1071.04&2.586&2.625&2.709&2.771&2.813&2.859&2.874&2.806&2.704&2.612\\ &&2.462&2.343&2.248&1.961&1.827&1.758&1.745&1.873&2.091\\ $3s^23p^4$ $^3P_2$-$3s^23p^34s~^5S^o_2$&926.96&1.110&1.090&1.096&1.111&1.123&1.134&1.128&1.015&0.906&0.823\\ &&0.707&0.626&0.565&0.388&0.299&0.245&0.180&0.143&0.119\\ $3s^23p^4$ $^3P_2$-$3s^23p^33d~^5D^o_0$&906.58&0.209&0.206&0.202&0.199&0.197&0.192&0.188&0.175&0.167&0.162\\ &&0.153&0.146&0.140&0.114&0.096&0.083&0.066&0.055&0.047\\ \end{tabular} \vfill\eject \clearpage \begin{tabular}{cccccccccccc} $3s^23p^4$ $^3P_2$-$3s^23p^33d~^5D^o_1$&906.59&0.604&0.608&0.605&0.600&0.594&0.582&0.572&0.534&0.511&0.495\\ &&0.470&0.448&0.428&0.348&0.293&0.253&0.200&0.166&0.142\\ $3s^23p^4$ $^3P_2$-$3s^23p^33d~^5D^o_2$&906.61&0.956&1.005&1.018&1.020&1.017&1.004&0.990&0.932&0.896&0.870\\ &&0.829&0.791&0.756&0.612&0.513&0.442&0.348&0.289&0.248\\ $3s^23p^4$ $^3P_2$-$3s^23p^33d~^5D^o_3$&906.64&1.330&1.457&1.503&1.519&1.523&1.513&1.496&1.420&1.378&1.348\\ &&1.293&1.238&1.183&0.953&0.795&0.684&0.537&0.444&0.379\\ $3s^23p^4$ $^3P_2$-$3s^23p^33d~^5D^o_4$&906.64&1.920&2.123&2.197&2.226&2.232&2.218&2.191&2.094&2.060&2.037\\ &&1.979&1.905&1.824&1.469&1.224&1.052&0.825&0.681&0.581\\ $3s^23p^4$ $^3P_2$-$3s^23p^34s~^3S^o_1$&888.03&0.862&0.949&0.994&1.016&1.024&1.019&1.001&0.887&0.810&0.766\\ &&0.735&0.742&0.768&0.985&1.220&1.441&1.833&2.160&2.422\\ $3s^23p^4$ $^3P_2$-$3s^23p^33d~^1P^o_1$&864.62&0.245&0.704&0.875&0.961&1.009&1.056&1.073&1.068&1.046&1.021\\ &&0.970&0.920&0.873&0.698&0.585&0.507&0.403&0.336&0.289\\ $3s^23p^4$ $^3P_2$-$3s^23p^33d~^3D^o_1$&834.42&0.561&0.567&0.570&0.571&0.571&0.568&0.563&0.531&0.497&0.467\\ &&0.418&0.381&0.353&0.272&0.234&0.212&0.198&0.210&0.240\\ $3s^23p^4$ $^3P_2$-$3s^23p^33d~^3D^o_2$&834.72&1.344&1.366&1.376&1.381&1.383&1.383&1.382&1.348&1.291&1.229\\ &&1.115&1.023&0.947&0.720&0.606&0.539&0.466&0.435&0.424\\ $3s^23p^4$ $^3P_2$-$3s^23p^33d~^3D^o_3$&834.65&2.413&2.469&2.491&2.499&2.502&2.503&2.503&2.461&2.365&2.256\\ &&2.056&1.894&1.763&1.379&1.194&1.088&0.986&0.957&0.962\\ $3s^23p^4$ $^3P_2$-$3s^23p^33d~^1S^o_0$&798.43&0.179&0.189&0.189&0.187&1.85&0.183&0.182&0.183&0.184&0.183\\ &&0.177&0.170&0.163&0.134&0.114&0.099&0.079&0.067&0.058\\ $3s^23p^4$ $^3P_2$-$3s^23p^33d~^3F^o_2$&793.44&0.384&0.374&0.371&0.371&0.374&0.383&0.393&0.415&0.410&0.395\\ &&0.363&0.335&0.311&0.234&0.194&0.168&0.138&0.120&0.107\\ $3s^23p^4$ $^3P_2$-$3s^23p^33d~^3F^o_3$&792.26&0.721&0.697&0.685&0.680&0.679&0.685&0.692&0.709&0.693&0.668\\ &&0.615&0.569&0.530&0.405&0.341&0.302&0.258&0.234&0.219\\ $3s^23p^4$ $^3P_2$-$3s^23p^33d~^3F^o_4$&790.78&1.461&1.411&1.381&1.364&1.354&1.347&1.345&1.326&1.278&1.222\\ &&1.118&1.029&0.954&0.718&0.594&0.517&0.425&0.369&0.329\\ $3s^23p^4$ $^3P_2$-$3s^23p^34p~^5P_1$&777.47&0.127&0.130&0.133&0.136&0.138&0.141&0.142&0.142&0.137&0.132\\ &&0.123&0.114&0.106&0.081&0.066&0.056&0.044&0.036&0.030\\ $3s^23p^4$ $^3P_2$-$3s^23p^34p~^5P_2$&777.22&0.204&0.214&0.222&0.229&0.235&0.241&0.245&0.246&0.239&0.230\\ &&0.211&0.194&0.180&0.133&0.107&0.90&0.069&0.056&0.047\\ $3s^23p^4$ $^3P_2$-$3s^23p^34p~^5P_3$&776.81&0.265&0.292&0.313&0.330&0.343&0.362&0.374&0.393&0.387&0.375\\ &&0.344&0.315&0.290&0.211&0.169&0.142&0.108&0.088&0.075\\ $3s^23p^4$ $^3P_2$-$3s^23p^34s~^3D^o_1$&789.10&0.046&0.046&0.046&0.046&0.046&0.046&0.046&0.046&0.045&0.045\\ &&0.043&0.042&0.040&0.036&0.034&0.033&0.032&0.032&0.031\\ $3s^23p^4$ $^3P_2$-$3s^23p^34s~^3D^o_2$&788.99&0.286&0.283&0.280&0.278&0.277&0.276&0.276&0.267&0.254&0.244\\ &&0.229&0.221&0.217&0.221&0.241&0.262&0.296&0.314&0.320\\ $3s^23p^4$ $^3P_2$-$3s^23p^34s~^3D^o_3$&788.74&0.573&0.579&0.578&0.576&0.575&0.573&0.572&0.568&0.567&0.571\\ &&0.590&0.619&0.653&0.847&1.039&1.211&1.464&1.603&1.660\\ $3s^23p^4$ $^3P_2$-$3s^23p^34s~^1D^o_2$&774.79&0.355&0.357&0.356&0.356&0.355&0.354&0.352&0.332&0.309&0.288\\ &&0.255&0.230&0.211&0.151&0.119&0.099&0.075&0.060&0.050\\ $3s^23p^4$ $^3P_2$-$3s^23p^34p~^3P_0$&758.90&0.103&0.107&0.111&0.114&0.117&0.119&0.120&0.115&0.108&0.101\\ &&0.092&0.086&0.082&0.072&0.070&0.069&0.069&0.068&0.067\\ $3s^23p^4$ $^3P_2$-$3s^23p^34p~^3P_1$&758.98&0.398&0.406&0.414&0.421&0.426&0.432&0.433&0.416&0.392&0.370\\ &&0.337&0.313&0.295&0.245&0.224&0.213&0.201&0.191&0.182\\ $3s^23p^4$ $^3P_2$-$3s^23p^34p~^3P_2$&758.91&1.572&1.516&1.486&1.468&1.454&1.434&1.418&1.367&1.349&1.349\\ &&1.369&1.399&1.429&1.544&1.612&1.652&1.676&1.650&1.597\\ \end{tabular} \vfill\eject \clearpage \begin{tabular}{cccccccccccc} $3s^23p^4$ $^3P_2$-$3s^23p^34s~^3P^o_0$&725.84&0.023&0.023&0.023&0.023&0.023&0.023&0.023&0.023&0.023&0.023\\ &&0.022&0.021&0.020&0.016&0.014&0.012&0.010&0.009&0.010\\ $3s^23p^4$ $^3P_2$-$3s^23p^34s~^3P^o_1$&725.66&0.170&0.180&0.187&0.193&0.197&0.202&0.204&0.201&0.194&0.191\\ &&0.191&0.197&0.206&0.266&0.327&0.385&0.488&0.581&0.660\\ $3s^23p^4$ $^3P_2$-$3s^23p^34s~^3P^o_2$&725.27&0.316&0.334&0.350&0.362&0.372&0.385&0.393&0.405&0.410&0.418\\ &&0.446&0.483&0.523&0.734&0.932&1.111&1.422&1.671&1.862\\ $3s^23p^4$ $^3P_2$-$3s^23p^34s~^1P^o_1$&712.96&0.179&0.187&0.195&0.201&0.205&0.210&0.211&0.202&0.189&0.177\\ &&0.158&0.144&0.132&0.096&0.076&0.063&0.048&0.038&0.032\\ $3s^23p^4$ $^3P_2$-$3s^23p^33d~^3D^o_1$&710.52&0.213&0.213&0.213&0.213&0.213&0.213&0.213&0.210&0.205&0.201\\ &&0.194&0.189&0.185&0.179&0.182&0.188&0.196&0.198&0.196\\ $3s^23p^4$ $^3P_2$-$3s^23p^33d~^3D^o_2$&709.16&0.463&0.463&0.464&0.465&0.466&0.469&0.471&0.473&0.478&0.487\\ &&0.508&0.531&0.555&0.678&0.792&0.894&1.051&1.145&1.190\\ $3s^23p^4$ $^3P_2$-$3s^23p^33d~^3D^o_3$&707.46&1.065&1.066&1.071&1.078&1.086&1.103&1.118&1.188&1.268&1.359\\ &&1.551&1.744&1.930&2.766&3.480&4.161&6.061&9.281&13.484\\ $3s^23p^4$ $^3P_2$-$3s^23p^33d~^3P^o_0$&688.82&0.171&0.170&0.169&0.168&0.166&0.163&0.160&0.147&0.138&0.130\\ &&0.118&0.108&0.100&0.072&0.057&0.047&0.035&0.028&0.023\\ $3s^23p^4$ $^3P_2$-$3s^23p^33d~^3P^o_1$&687.66&0.431&0.427&0.422&0.417&0.413&0.404&0.396&0.365&0.343&0.326\\ &&0.299&0.277&0.258&0.197&0.162&0.141&0.118&0.111&0.112\\ $3s^23p^4$ $^3P_2$-$3s^23p^33d~^3P^o_2$&684.86&0.467&0.470&0.469&0.467&0.464&0.457&0.449&0.414&0.388&0.368\\ &&0.338&0.315&0.297&0.242&0.215&0.201&0.222&0.321&0.475\\ $3s^23p^4$ $^1D_2$-$3s^23p^4~^1S_0$&6163.54&1.321&1.321&1.321&1.320&1.320&1.318&1.317&1.320&1.321&1.314\\ &&1.300&1.288&1.273&1.255&1.243&1.236&1.224&1.216&1.208\\ $3s^23p^4$ $^1D_2$-$3s3p^5~^3P^o_0$&1209.48&0.721&0.354&0.281&0.257&0.248&0.242&0.242&0.245&0.245&0.243\\ &&0.237&0.229&0.221&0.184&0.157&0.138&0.111&0.093&0.080\\ $3s^23p^4$ $^1D_2$-$3s3p^5~^3P^o_1$&1214.38&1.843&1.004&0.823&0.762&0.738&0.724&0.723&0.734&0.735&0.730\\ &&0.711&0.688&0.663&0.554&0.474&0.414&0.333&0.280&0.241\\ $3s^23p^4$ $^1D_2$-$3s3p^5~^3P^o_2$& 1223.78&2.360&1.529&1.322&1.246&1.215&1.197&1.198&1.219&1.222&1.214\\ &&1.184&1.146&1.105&0.924&0.790&0.691&0.556&0.467&0.403\\ $3s^23p^4$ $^1D_2$-$3s^23p^34s~^3S^o_1$&990.53&0.156&0.363&0.468&0.525&0.557&0.581&0.579&0.486&0.403&0.342\\ &&0.264&0.215&0.182&0.105&0.074&0.058&0.040&0.031&0.026\\ $3s^23p^4$ $^1D_2$-$3s^23p^33d~^1P^o_1$&961.50&3.240&2.546&2.242&2.061&1.935&1.765&1.652&1.383&1.279&1.219\\ &&1.139&1.082&1.037&0.913&0.867&0.855&0.905&1.056&1.276\\ $3s^23p^4$ $^1D_2$-$3s^23p^33d~^3D^o_1$&924.30&0.629&0.624&0.620&0.613&0.604&0.584&0.564&0.487&0.440&0.408\\ &&0.365&0.335&0.311&0.237&0.194&0.165&0.129&0.107&0.092\\ $3s^23p^4$ $^1D_2$-$3s^23p^33d~^3D^o_2$&924.67&1.043&1.037&1.030&1.019&1.005&0.973&0.940&0.813&0.734&0.681\\ &&0.609&0.559&0.521&0.397&0.326&0.297&0.218&0.180&0.155\\ $3s^23p^4$ $^1D_2$-$3s^23p^33d~^3D^o_3$&924.58&1.462&1.453&1.444&1.428&1.408&1.362&1.316&1.137&1.027&0.952\\ &&0.851&0.781&0.727&0.554&0.455&0.389&0.304&0.252&0.218\\ $3s^23p^4$ $^1D_2$-$3s^23p^33d~^1S^o_0$&880.34&0.171&0.216&0.225&0.226&0.226&0.225&0.226&0.241&0.246&0.243\\ &&0.227&0.209&0.193&0.137&0.106&0.087&0.065&0.052&0.043\\ $3s^23p^4$ $^1D_2$-$3s^23p^33d~^3F^o_2$&874.28&2.184&2.151&2.117&2.085&2.057&2.011&1.973&1.843&1.755&1.683\\ &&1.563&1.462&1.374&1.062&0.873&0.744&0.580&0.477&0.407\\ $3s^23p^4$ $^1D_2$-$3s^23p^33d~^3F^o_3$&872.85&3.055&3.006&2.955&2.910&2.871&2.806&2.753&2.574&2.451&2.352\\ &&2.185&2.043&1.920&1.485&1.220&1.041&0.811&0.668&0.569\\ $3s^23p^4$ $^1D_2$-$3s^23p^33d~^3F^o_4$&871.05&3.920&3.852&3.785&3.726&3.675&3.592&3.525&3.298&3.142&3.016\\ &&2.802&2.621&2.464&1.906&1.566&1.339&1.080&0.998&0.984\\ \end{tabular} \vfill\eject \clearpage \begin{tabular}{cccccccccccc} $3s^23p^4$ $^1D_2$-$3s^23p^34s~^3D^o_1$&861.01&0.382&0.350&0.332&0.322&0.315&0.306&0.301&0.285&0.273&0.261\\ &&0.241&0.223&0.207&0.154&0.123&0.103&0.078&0.064&0.056\\ $3s^23p^4$ $^1D_2$-$3s^23p^34s~^3D^o_2$&868.87&0.662&0.572&0.545&0.529&0.518&0.505&0.497&0.474&0.453&0.434\\ &&0.400&0.371&0.345&0.257&0.206&0.172&0.130&0.104&0.087\\ $3s^23p^4$ $^1D_2$-$3s^23p^34s~^3D^o_3$&868.58&0.832&0.773&0.741&0.723&0.710&0.696&0.687&0.658&0.632&0.606\\ &&0.558&0.517&0.482&0.359&0.287&0.240&0.182&0.150&0.130\\ $3s^23p^4$ $^1D_2$-$3s^23p^34s~^1D^o_2$&851.69&1.057&1.034&1.015&1.003&0.995&0.987&0.984&0.994&1.028&1.077\\ &&1.198&1.332&1.469&2.121&2.682&3.154&3.839&4.216&4.378\\ $3s^23p^4$ $^1D_2$-$3s^23p^34p~^3P_0$&832.53&0.062&0.070&0.075&0.077&0.078&0.078&0.076&0.065&0.056&0.050\\ &&0.041&0.035&0.031&0.020&0.015&0.012&0.009&0.007&0.006\\ $3s^23p^4$ $^1D_2$-$3s^23p^34p~^3P_1$&832.62&0.185&0.209&0.223&0.230&0.233&0.232&0.227&0.194&0.169&0.149\\ &&0.122&0.104&0.091&0.058&0.043&0.034&0.024&0.019&0.016\\ $3s^23p^4$ $^1D_2$-$3s^23p^34p~^3P_2$&832.53&0.309&0.349&0.373&0.385&0.389&0.387&0.379&0.324&0.281&0.249\\ &&0.205&0.175&0.153&0.097&0.071&0.057&0.041&0.032&0.027\\ $3s^23p^4$ $^1D_2$-$3s^23p^34s~^3P^o_0$&792.91&0.081&0.083&0.084&0.084&0.083&0.082&0.080&0.072&0.066&0.061\\ &&0.054&0.049&0.045&0.032&0.025&0.021&0.016&0.013&0.011\\ $3s^23p^4$ $^1D_2$-$3s^23p^34s~^3P^o_1$&792.69&0.244&0.250&0.251&0.251&0.250&0.245&0.239&0.215&0.197&0.183\\ &&0.162&0.147&0.134&0.097&0.077&0.064&0.048&0.039&0.032\\ $3s^23p^4$ $^1D_2$-$3s^23p^34s~^3P^o_2$&792.23&0.408&0.417&0.420&0.419&0.416&0.408&0.399&0.358&0.328&0.305\\ &&0.270&0.244&0.224&0.161&0.127&0.106&0.079&0.064&0.054\\ $3s^23p^4$ $^1D_2$-$3s^23p^34s~^1P^o_1$&777.56&0.403&0.423&0.436&0.444&0.448&0.451&0.449&0.447&0.463&0.490\\ &&0.559&0.636&0.715&1.086&1.402&1.676&2.132&2.495&2.775\\ $3s^23p^4$ $^1D_2$-$3s^23p^33d~^3D^o_1$&774.66&0.347&0.347&0.345&0.345&0.344&0.343&0.343&0.343&0.343&0.342\\ &&0.335&0.324&0.311&0.251&0.208&0.178&0.139&0.116&0.102\\ $3s^23p^4$ $^1D_2$-$3s^23p^33d~^3D^o_2$&773.05&0.579&0.577&0.575&0.574&0.572&0.571&0.570&0.571&0.572&0.570\\ &&0.558&0.539&0.517&0.417&0.346&0.296&0.230&0.189&0.160\\ $3s^23p^4$ $^1D_2$-$3s^23p^33d~^3D^o_3$&771.02&0.811&0.808&0.805&0.802&0.801&0.799&0.798&0.799&0.800&0.798\\ &&0.781&0.754&0.724&0.583&0.484&0.414&0.322&0.264&0.224\\ $3s^23p^4$ $^1D_2$-$3s^23p^33d~^3P^o_0$&748.94&0.119&0.119&0.119&0.118&0.118&0.117&0.117&0.113&0.109&0.105\\ &&0.099&0.094&0.089&0.070&0.058&0.049&0.038&0.031&0.026\\ $3s^23p^4$ $^1D_2$-$3s^23p^33d~^3P^o_1$&747.56&0.357&0.356&0.355&0.354&0.352&0.349&0.347&0.333&0.320&0.309\\ &&0.290&0.274&0.260&0.204&0.167&0.142&0.110&0.090&0.076\\ $3s^23p^4$ $^1D_2$-$3s^23p^33d~^3P^o_2$&744.26&0.595&0.594&0.591&0.589&0.586&0.582&0.577&0.554&0.534&0.517\\ &&0.488&0.462&0.438&0.344&0.282&0.240&0.185&0.151&0.128\\ $3s^23p^4$ $^1S_0$-$3s3p^5~^3P^o_0$&1504.76&0.108&0.090&0.086&0.085&0.084&0.084&0.085&0.087&0.087&0.087\\ &&0.086&0.084&0.081&0.069&0.060&0.053&0.043&0.037&0.032\\ $3s^23p^4$ $^1S_0$-$3s3p^5~^3P^o_1$&1512.36&0.306&0.266&0.257&0.254&0.252&0.252&0.254&0.259&0.262&0.262\\ &&0.258&0.251&0.244&0.207&0.180&0.159&0.130&0.110&0.096\\ $3s^23p^4$ $^1S_0$-$3s3p^5~^3P^o_2$& 1526.96&0.470&0.433&0.423&0.419&0.418&0.419&0.421&0.431&0.435&0.435\\ &&0.429&0.419&0.406&0.346&0.300&0.265&0.216&0.183&0.160\\ $3s^23p^4$ $^1S_0$-$3s^23p^33d~^1P^o_1$&1139.21&0.404&0.305&0.275&0.260&0.251&0.236&0.255&0.193&0.178&0.166\\ &&0.146&0.131&0.118&0.081&0.064&0.053&0.041&0.035&0.030\\ $3s^23p^4$ $^1S_0$-$3s^23p^33d~^3D^o_1$&1087.37&0.079&0.075&0.071&0.069&0.067&0.065&0.063&0.057&0.052&0.048\\ &&0.041&0.035&0.031&0.020&0.015&0.012&0.008&0.007&0.005\\ $3s^23p^4$ $^1S_0$-$3s^23p^33d~^3D^o_2$&1087.88&0.129&0.122&0.117&0.114&0.111&0.108&0.105&0.095&0.086&0.079\\ &&0.067&0.058&0.052&0.033&0.024&0.019&0.014&0.011&0.009\\ \end{tabular} \vfill\eject \clearpage \begin{tabular}{cccccccccccc} $3s^23p^4$ $^1S_0$-$3s^23p^33d~^3D^o_3$&1087.75&0.182&0.172&0.165&0.160&0.156&0.151&0.147&0.133&0.121&0.111\\ &&0.094&0.082&0.072&0.046&0.034&0.027&0.019&0.015&0.012\\ $3s^23p^4$ $^1S_0$-$3s^23p^33d~^3F^o_2$&1018.79&0.067&0.077&0.084&0.090&0.094&0.101&0.104&0.106&0.100&0.092\\ &&0.079&0.070&0.063&0.043&0.034&0.028&0.021&0.017&0.014\\ $3s^23p^4$ $^1S_0$-$3s^23p^33d~^3F^o_3$&1016.85&0.098&0.112&0.122&0.130&0.135&0.143&0.148&0.150&0.141&0.130\\ &&0.112&0.098&0.089&0.061&0.048&0.040&0.030&0.025&0.021\\ $3s^23p^4$ $^1S_0$-$3s^23p^33d~^3F^o_4$&1014.40&0.134&0.152&0.164&0.173&0.180&0.189&0.194&0.195&0.182&0.167\\ &&0.144&0.126&0.113&0.079&0.063&0.052&0.040&0.033&0.027\\ $3s^23p^4$ $^1S_0$-$3s^23p^34s~^3D^o_1$&1011.65&0.120&0.101&0.089&0.081&0.075&0.066&0.060&0.043&0.034&0.029\\ &&0.022&0.018&0.015&0.008&0.006&0.004&0.003&0.002&0.002\\ $3s^23p^4$ $^1S_0$-$3s^23p^34s~^3D^o_2$&1011.46&0.192&0.163&0.144&0.131&0.121&0.107&0.097&0.070&0.056&0.047\\ &&0.036&0.029&0.024&0.014&0.010&0.007&0.005&0.004&0.003\\ $3s^23p^4$ $^1S_0$-$3s^23p^34s~^3D^o_3$&1011.06&0.250&0.214&0.191&0.175&0.162&0.144&0.131&0.096&0.077&0.064\\ &&0.049&0.040&0.034&0.019&0.013&0.010&0.007&0.005&0.004\\ $3s^23p^4$ $^1S_0$-$3s^23p^34s~^1D^o_2$&988.25&0.246&0.223&0.208&0.197&0.188&0.173&0.162&0.122&0.099&0.083\\ &&0.065&0.053&0.046&0.029&0.023&0.020&0.016&0.014&0.012\\ $3s^23p^4$ $^1S_0$-$3s^23p^34p~^3P_0$&962.54&0.020&0.021&0.022&0.022&0.022&0.021&0.020&0.016&0.014&0.012\\ &&0.009&0.007&0.006&0.004&0.002&0.002&0.001&0.001&0.001\\ $3s^23p^4$ $^1S_0$-$3s^23p^34p~^3P_1$&962.67&0.059&0.063&0.065&0.065&0.065&0.063&0.061&0.049&0.041&0.035\\ &&0.027&0.022&0.019&0.011&0.008&0.006&0.004&0.003&0.002\\ $3s^23p^4$ $^1S_0$-$3s^23p^34p~^3P_2$&962.55&0.098&0.105&0.108&0.109&0.108&0.105&0.101&0.082&0.068&0.058\\ &&0.045&0.037&0.032&0.018&0.013&0.010&0.77&0.005&0.004\\ $3s^23p^4$ $^1S_0$-$3s^23p^34s~^3P^o_0$&909.97&0.020&0.025&0.030&0.034&0.038&0.045&0.048&0.053&0.052&0.049\\ &&0.044&0.040&0.037&0.026&0.021&0.017&0.013&0.010&0.009\\ $3s^23p^4$ $^1S_0$-$3s^23p^34s~^3P^o_1$&909.69&0.059&0.075&0.090&0.104&0.116&0.134&0.146&0.160&0.154&0.147\\ &&0.132&0.120&0.110&0.079&0.062&0.051&0.038&0.030&0.025\\ $3s^23p^4$ $^1S_0$-$3s^23p^34s~^3P^o_2$&909.08&0.100&0.126&0.152&0.176&0.196&0.226&0.245&0.268&0.259&0.246\\ &&0.221&0.201&0.184&0.132&0.104&0.086&0.064&0.051&0.042\\ $3s^23p^4$ $^1S_0$-$3s^23p^34s~^1P^o_1$&889.82&0.167&0.167&0.167&0.167&0.168&0.170&0.172&0.186&0.201&0.215\\ &&0.245&0.275&0.305&0.444&0.552&0.650&0.899&1.722&2.417\\ $3s^23p^4$ $^1S_0$-$3s^23p^33d~^3D^o_1$&886.02&0.080&0.078&0.075&0.072&0.070&0.065&0.062&0.053&0.048&0.044\\ &&0.039&0.035&0.032&0.023&0.018&0.015&0.011&0.009&0.008\\ $3s^23p^4$ $^1S_0$-$3s^23p^33d~^3D^o_2$&883.91&0.134&0.129&0.123&0.118&0.114&0.107&0.101&0.086&0.078&0.072\\ &&0.064&0.058&0.053&0.038&0.031&0.025&0.020&0.018&0.018\\ $3s^23p^4$ $^1S_0$-$3s^23p^33d~^3D^o_3$&881.27&0.186&0.179&0.171&0.164&0.157&0.147&0.140&0.119&0.108&0.100\\ &&0.089&0.081&0.074&0.054&0.043&0.035&0.026&0.021&0.018\\ $3s^23p^4$ $^1S_0$-$3s^23p^33d~^3P^o_0$&852.53&0.080&0.080&0.080&0.081&0.082&0.084&0.086&0.091&0.092&0.093\\ &&0.091&0.088&0.085&0.070&0.059&0.051&0.042&0.039&0.038\\ $3s^23p^4$ $^1S_0$-$3s^23p^33d~^3P^o_1$&850.75&0.239&0.243&0.248&0.253&0.258&0.264&0.267&0.250&0.218&0.190\\ &&0.148&0.121&0.101&0.056&0.039&0.030&0.020&0.015&0.012\\ $3s^23p^4$ $^1S_0$-$3s^23p^33d~^3P^o_2$&846.48&0.339&0.406&0.415&0.424&0.432&0.444&0.453&0.470&0.471&0.468\\ &&0.455&0.438&0.420&0.343&0.288&0.249&0.197&0.164&0.140\\ \end{tabular} \end{document}