Sig = Sigma.000 Ac = Ac.inp Delta = None cix = out.cix out = . gloc = gloc.out sig = sig.inp susc = Susc.out Ed = [-39.0455,-37.6594] U = 6.2 T = 0.01 Q = 8 alpha = 0.4 max_diff = 0.001 max_steps = 40 StartLambda = -20 EndLambda = 1 dLambda = 0.1 followPeak = -1 prt = 1 MissDopSt = -100 N_ac = 50 dom_ac = 0.5 acore = 0 pcore = 0 lorentz = 1 SearchLorentz = 2.5 LorentzMaxRatio = 1 FirstLorentz = 0 LastLorentz = 10000 CmpDiff = -1 renorm_core = 0 renorm = 1 2 6 8 49 0 0 v 4.27917 0.720828 5 6-5.75774 9 8 0 0 3.58383 x 10 1.04549 x 11 0.00580751 x 12 0.106856 x 13 0.0963835 x 14 0.0526684 x 15 0.270507 x 17 4.98935 x 18 0.173804 x 19 2.84295 x 11 4.46231 x 12 3.11519 x 13 1.68594 x 14 0.811945 x 15 0.76591 x 16 29.6771 x 18 0.313194 x 19 1 v 3.5651 1.4349 5 8-6.06154 8 10 0 0 5.23576 x 11 0.814052 x 12 0.288873 x 13 0.754716 x 14 0.536089 x 15 0.308519 x 16 10.5292 x 18 1.01147 x 19 0.64834 x 10 0.244323 x 11 1.34743 x 12 4.3566 x 13 3.67414 x 14 1.68291 x 15 0.347495 x 16 1.56002 x 17 25.1959 x 18 13.463 x 19 2 v 3.82213 1.17787 5 6-5.3391 9 8 0 0 1.21469 x 10 1.98345 x 11 0.264961 x 12 1.62215 x 13 0.431594 x 14 0.0815867 x 15 0.12331 x 17 6.03499 x 18 1.31026 x 19 0.374143 x 11 1.02287 x 12 1.29205 x 13 0.425384 x 14 2.92268 x 15 2.62965 x 16 29.4059 x 18 2.8598 x 19 3 v 3.21733 1.78267 5 8-5.5841 8 10 0 0 1.4983 x 11 3.82482 x 12 0.112401 x 13 2.91492 x 14 0.120539 x 15 1.64046 x 16 8.99751 x 18 3.15202 x 19 0.107467 x 10 0.0897065 x 11 0.213611 x 12 1.50401 x 13 0.46147 x 14 2.48798 x 15 3.07 x 16 0.0161682 x 17 22.3796 x 18 19.4081 x 19 4 v 3.37722 1.62278 5 6-4.38131 9 8 0 0 0.278805 x 10 0.978343 x 11 1.34093 x 12 0.63867 x 13 0.00872101 x 14 0.849973 x 15 0.0539136 x 17 8.56667 x 18 3.02054 x 19 0.0424457 x 11 0.136527 x 12 0.496778 x 13 0.177023 x 14 0.232081 x 15 3.29672 x 16 16.1335 x 18 17.748 x 19 5 v 2.47947 2.52053 5 6-4.76118 9 8 0 0 0.0090927 x 10 0.0266729 x 11 0.0303625 x 12 0.00148126 x 13 2.76581e-05 x 14 0.0015789 x 15 0.0152005 x 17 14.0079 x 18 7.03076 x 19 0.00193231 x 11 0.0175195 x 12 0.000950869 x 13 0.0113439 x 14 0.0292721 x 15 0.10855 x 16 14.4939 x 18 18.2132 x 19 6 v 2.65432 2.34568 5 8-4.30035 8 10 0 0 0.0799258 x 11 0.438099 x 12 1.23109 x 13 2.22061 x 14 2.01563 x 15 0.601938 x 16 10.2726 x 18 9.90543 x 19 0.0086869 x 10 0.0164858 x 11 0.00430016 x 12 0.0119691 x 13 0.315344 x 14 1.12767 x 15 1.13081 x 16 4.86134e-05 x 17 10.0184 x 18 32.6007 x 19 7 v 2.77399 2.22601 5 6-4.09389 9 8 0 0 0.106284 x 10 0.400372 x 11 0.504186 x 12 0.288539 x 13 0.000189794 x 14 0.326047 x 15 0.382221 x 17 10.8085 x 18 6.53961 x 19 0.0354701 x 11 0.125678 x 12 0.148573 x 13 0.0970773 x 14 0.0693893 x 15 1.48377 x 16 10.2231 x 18 22.4608 x 19 8 v 1.84233 3.15767 5 6-4.02792 9 8 0 0 0.0109499 x 10 0.0342791 x 11 0.0566541 x 12 0.0424129 x 13 0.00146189 x 14 0.031137 x 15 0.0511996 x 17 11.8669 x 18 12.851 x 19 0.00464828 x 11 0.0121063 x 12 0.0286263 x 13 0.0205617 x 14 0.00417777 x 15 0.184866 x 16 4.87113 x 18 23.9278 x 19 9 v 2.1128 2.8872 5 1942-2.7014810 10 0 0 0.0114729 x 10 2.02094 x 11 12.2785 x 12 20.8265 x 13 24.1879 x 14 32.5934 x 15 43.2055 x 16 3.23396 x 17 1232.96 x 18 6177.59 x 19 0.0203546 x 10 1.04414 x 11 3.0987 x 12 5.88533 x 13 16.5139 x 14 20.0219 x 15 19.2245 x 16 0.29343 x 17 930.548 x 18 8932.36 x 19 10 v 5.21513 0.784871 6 1-7.83512 2 3 7 4 0.767493 x 21 0.017369 x 22 1.35447 x 20 5.83883 x 21 0.021801 x 22 3.58383 x 0 1.21469 x 2 0.278805 x 4 0.0090927 x 5 0.106284 x 7 0.0109499 x 8 0.0114729 x 9 0.64834 x 1 0.107467 x 3 0.0086869 x 6 0.0203546 x 9 11 v 4.43454 1.56546 6 3-8.32746 3 3 10 10 0.364135 x 20 3.73537 x 21 0.596745 x 22 3.50879 x 20 15.4209 x 21 0.373778 x 22 1.04549 x 0 5.23576 x 1 1.98345 x 2 1.4983 x 3 0.978343 x 4 0.0266729 x 5 0.0799258 x 6 0.400372 x 7 0.0342791 x 8 2.02094 x 9 2.84295 x 0 0.244323 x 1 0.374143 x 2 0.0897065 x 3 0.0424457 x 4 0.00193231 x 5 0.0164858 x 6 0.0354701 x 7 0.00464828 x 8 1.04414 x 9 12 v 3.91173 2.08827 6 5-8.56532 3 3 10 10 1.46885 x 20 7.89967 x 21 1.07251 x 22 4.65286 x 20 19.4114 x 21 5.49386 x 22 0.00580751 x 0 0.814052 x 1 0.264961 x 2 3.82482 x 3 1.34093 x 4 0.0303625 x 5 0.438099 x 6 0.504186 x 7 0.0566541 x 8 12.2785 x 9 4.46231 x 0 1.34743 x 1 1.02287 x 2 0.213611 x 3 0.136527 x 4 0.0175195 x 5 0.00430016 x 6 0.125678 x 7 0.0121063 x 8 3.0987 x 9 13 v 3.5942 2.4058 6 7-8.63194 3 3 10 10 3.31768 x 20 11.7988 x 21 1.72356 x 22 4.79517 x 20 25.3058 x 21 9.05751 x 22 0.106856 x 0 0.288873 x 1 1.62215 x 2 0.112401 x 3 0.63867 x 4 0.00148126 x 5 1.23109 x 6 0.288539 x 7 0.0424129 x 8 20.8265 x 9 3.11519 x 0 4.3566 x 1 1.29205 x 2 1.50401 x 3 0.496778 x 4 0.000950869 x 5 0.0119691 x 6 0.148573 x 7 0.0286263 x 8 5.88533 x 9 14 v 3.4019 2.5981 6 9-8.60633 3 3 10 10 5.75159 x 20 16.3653 x 21 1.26533 x 22 4.25643 x 20 31.267 x 21 13.0926 x 22 0.0963835 x 0 0.754716 x 1 0.431594 x 2 2.91492 x 3 0.00872101 x 4 2.76581e-05 x 5 2.22061 x 6 0.000189794 x 7 0.00146189 x 8 24.1879 x 9 1.68594 x 0 3.67414 x 1 0.425384 x 2 0.46147 x 3 0.177023 x 4 0.0113439 x 5 0.315344 x 6 0.0970773 x 7 0.0205617 x 8 16.5139 x 9 15 v 3.32811 2.67189 6 11-8.49857 3 3 10 10 8.60637 x 20 18.4259 x 21 2.3576 x 22 3.1875 x 20 36.5596 x 21 18.8608 x 22 0.0526684 x 0 0.536089 x 1 0.0815867 x 2 0.120539 x 3 0.849973 x 4 0.0015789 x 5 2.01563 x 6 0.326047 x 7 0.031137 x 8 32.5934 x 9 0.811945 x 0 1.68291 x 1 2.92268 x 2 2.48798 x 3 0.232081 x 4 0.0292721 x 5 1.12767 x 6 0.0693893 x 7 0.00417777 x 8 20.0219 x 9 16 v 3.51976 2.48024 6 13-8.18379 3 3 4 10 11.3054 x 20 19.2772 x 21 1.65939 x 22 1.67393 x 20 59.3499 x 21 10.7317 x 22 0.308519 x 1 1.64046 x 3 0.601938 x 6 43.2055 x 9 0.76591 x 0 0.347495 x 1 2.62965 x 2 3.07 x 3 3.29672 x 4 0.10855 x 5 1.13081 x 6 1.48377 x 7 0.184866 x 8 19.2245 x 9 17 v 4.13032 1.86968 6 1-7.51754 2 3 7 4 1.66524 x 21 0.204439 x 22 0.164725 x 20 5.7274 x 21 0.238192 x 22 0.270507 x 0 0.12331 x 2 0.0539136 x 4 0.0152005 x 5 0.382221 x 7 0.0511996 x 8 3.23396 x 9 1.56002 x 1 0.0161682 x 3 4.86134e-05 x 6 0.29343 x 9 18 v 3.28119 2.71881 6 402-5.85969 3 3 10 10 0.954155 x 20 536.976 x 21 555.018 x 22 0.565396 x 20 643.193 x 21 1479.26 x 22 4.98935 x 0 10.5292 x 1 6.03499 x 2 8.99751 x 3 8.56667 x 4 14.0079 x 5 10.2726 x 6 10.8085 x 7 11.8669 x 8 1232.96 x 9 29.6771 x 0 25.1959 x 1 29.4059 x 2 22.3796 x 3 16.1335 x 4 14.4939 x 5 10.0184 x 6 10.2231 x 7 4.87113 x 8 930.548 x 9 19 v 2.43928 3.56072 6 2551-3.80145 3 3 10 10 0.0279096 x 20 1107.48 x 21 7975.85 x 22 0.0428837 x 20 569.505 x 21 10755 x 22 0.173804 x 0 1.01147 x 1 1.31026 x 2 3.15202 x 3 3.02054 x 4 7.03076 x 5 9.90543 x 6 6.53961 x 7 12.851 x 8 6177.59 x 9 0.313194 x 0 13.463 x 1 2.8598 x 2 19.4081 x 3 17.748 x 4 18.2132 x 5 32.6007 x 6 22.4608 x 7 23.9278 x 8 8932.36 x 9 20 v 3.9746 3.0254 7 8-12.066910 11 8 10 8.96074 x 23 3.93375 x 24 1.71068 x 25 0.810628 x 26 0.273854 x 27 0.0558627 x 28 0.237117 x 30 0.0848281 x 31 0.113818 x 32 0.0211949 x 33 7.75525 x 23 8.03245 x 24 7.21966 x 25 6.45338 x 26 4.92465 x 27 3.04143 x 28 1.047 x 29 0.776579 x 30 0.0264217 x 31 0.411449 x 32 0.107538 x 33 0.364135 x 11 1.46885 x 12 3.31768 x 13 5.75159 x 14 8.60637 x 15 11.3054 x 16 0.954155 x 18 0.0279096 x 19 1.35447 x 10 3.50879 x 11 4.65286 x 12 4.79517 x 13 4.25643 x 14 3.1875 x 15 1.67393 x 16 0.164725 x 17 0.565396 x 18 0.0428837 x 19 21 v 3.8491 3.1509 7 448-8.1148211 11 10 10 53.4648 x 23 37.5313 x 24 34.0889 x 25 14.7861 x 26 10.1709 x 27 7.35297 x 28 2.5053 x 29 22.8991 x 30 48.5778 x 31 503.595 x 32 228.615 x 33 33.0296 x 23 26.1921 x 24 17.2342 x 25 14.5003 x 26 9.68632 x 27 7.00255 x 28 2.85118 x 29 23.6381 x 30 31.8348 x 31 1080.74 x 32 925.672 x 33 0.767493 x 10 3.73537 x 11 7.89967 x 12 11.7988 x 13 16.3653 x 14 18.4259 x 15 19.2772 x 16 1.66524 x 17 536.976 x 18 1107.48 x 19 5.83883 x 10 15.4209 x 11 19.4114 x 12 25.3058 x 13 31.267 x 14 36.5596 x 15 59.3499 x 16 5.7274 x 17 643.193 x 18 569.505 x 19 22 v 2.86956 4.13044 7 2976-5.4524311 11 10 10 0.333027 x 23 5.33608 x 24 6.9322 x 25 13.6393 x 26 10.9786 x 27 4.54935 x 28 1.49431 x 29 15.2482 x 30 19.45 x 31 2030.91 x 32 7207.28 x 33 0.453887 x 23 6.97182 x 24 4.81258 x 25 5.80914 x 26 3.96491 x 27 1.9975 x 28 0.102183 x 29 9.19924 x 30 4.02438 x 31 1440.2 x 32 10038.2 x 33 0.017369 x 10 0.596745 x 11 1.07251 x 12 1.72356 x 13 1.26533 x 14 2.3576 x 15 1.65939 x 16 0.204439 x 17 555.018 x 18 7975.85 x 19 0.021801 x 10 0.373778 x 11 5.49386 x 12 9.05751 x 13 13.0926 x 14 18.8608 x 15 10.7317 x 16 0.238192 x 17 1479.26 x 18 10755 x 19 23 v 4.82767 3.17233 8 13-12.092713 15 3 3 10.3982 x 34 2.01875 x 35 1.60966 x 36 0.327997 x 37 0.0960908 x 38 0.243189 x 39 0.0639831 x 40 0.0320556 x 41 0.172412 x 43 0.00600399 x 45 0.0609352 x 46 0.112458 x 47 0.0978218 x 48 19.5531 x 34 5.96337 x 35 12.5789 x 36 5.0741 x 37 1.19605 x 38 2.66983 x 39 2.20691 x 40 1.32741 x 41 0.386848 x 42 0.0703988 x 43 0.25653 x 44 0.00241799 x 45 0.589578 x 46 10.6192 x 47 0.264077 x 48 8.96074 x 20 53.4648 x 21 0.333027 x 22 7.75525 x 20 33.0296 x 21 0.453887 x 22 24 v 4.25473 3.74527 8 11-12.254914 15 3 3 9.07755 x 34 1.59236 x 35 1.11531 x 36 0.418107 x 37 4.87152 x 38 0.0814579 x 39 0.000469626 x 40 0.0119105 x 41 0.000248476 x 42 0.103646 x 43 0.0278905 x 44 0.132682 x 46 1.6531 x 47 0.110974 x 48 0.000719386 x 34 10.3933 x 35 0.00734201 x 36 0.0287844 x 37 12.9612 x 38 4.0595 x 39 2.77331 x 40 2.04981 x 41 0.795128 x 42 0.000553805 x 43 3.37558 x 44 0.00226858 x 45 0.0209965 x 46 5.73435 x 47 4.59827 x 48 3.93375 x 20 37.5313 x 21 5.33608 x 22 8.03245 x 20 26.1921 x 21 6.97182 x 22 25 v 4.74804 3.25196 8 9-11.716412 14 3 3 3.39484 x 35 2.8394 x 36 1.65382 x 37 0.403285 x 38 0.0499731 x 39 0.774726 x 40 0.0355824 x 41 0.0651257 x 42 0.0264816 x 44 0.102091 x 46 1.28981 x 47 0.631976 x 48 6.69954 x 34 0.40688 x 35 3.74582 x 36 10.6845 x 37 1.73128 x 38 1.93395 x 39 1.37537 x 40 2.60521 x 41 0.00190613 x 42 0.00919546 x 43 2.15325 x 44 0.505825 x 46 3.13452 x 47 7.74442 x 48 1.71068 x 20 34.0889 x 21 6.9322 x 22 7.21966 x 20 17.2342 x 21 4.81258 x 22 26 v 4.17663 3.82337 8 7-12.058711 12 3 3 3.83867 x 36 3.13423 x 37 0.671396 x 38 0.385907 x 39 0.0827561 x 40 0.00613392 x 41 0.29053 x 42 0.286808 x 44 0.370798 x 46 2.2841 x 47 1.4119 x 48 5.57989 x 35 0.00880452 x 36 0.0319289 x 37 1.12067 x 38 3.32455 x 39 6.00021 x 40 2.06297 x 41 3.60683 x 42 0.00445473 x 44 0.0279438 x 46 3.40688 x 47 4.06077 x 48 0.810628 x 20 14.7861 x 21 13.6393 x 22 6.45338 x 20 14.5003 x 21 5.80914 x 22 27 v 4.28472 3.71528 8 5-11.8699 9 11 3 3 0.440525 x 37 2.73262 x 39 1.79983 x 40 0.114241 x 41 0.00261488 x 42 0.196214 x 44 0.00246816 x 46 2.173 x 47 1.11469 x 48 4.34691 x 36 1.22113 x 37 1.7892 x 38 0.457119 x 39 0.264709 x 40 2.7015 x 41 6.26399 x 42 0.350541 x 44 0.198629 x 46 1.06339 x 47 2.76621 x 48 0.273854 x 20 10.1709 x 21 10.9786 x 22 4.92465 x 20 9.68632 x 21 3.96491 x 22 28 v 3.98611 4.01389 8 3-12.0615 6 9 3 3 0.608967 x 40 1.96054 x 41 0.74966 x 42 0.106498 x 44 1.69521 x 47 0.920728 x 48 0.0126501 x 37 5.05153 x 39 0.763885 x 40 0.444879 x 41 0.401269 x 42 4.33588 x 44 0.110397 x 46 0.786347 x 47 0.0514016 x 48 0.0558627 x 20 7.35297 x 21 4.54935 x 22 3.04143 x 20 7.00255 x 21 1.9975 x 22 29 v 3.99961 4.00039 8 1-12.0155 4 4 2 3 0.0349879 x 42 1.17113 x 44 0.788919 x 47 0.00534911 x 48 0.0482215 x 40 3.84188 x 41 0.0850197 x 47 0.0244794 x 48 2.5053 x 21 1.49431 x 22 1.047 x 20 2.85118 x 21 0.102183 x 22 30 v 4.26501 3.73499 8 9-11.121912 14 3 3 7.39518 x 35 0.0432362 x 36 0.00155641 x 37 1.9274 x 38 0.185533 x 39 0.24681 x 40 0.0889279 x 41 0.0359442 x 42 0.0687982 x 44 1.51132 x 46 3.08045 x 47 1.02939 x 48 3.12297 x 34 0.0438094 x 35 0.187377 x 36 1.90109 x 37 0.29609 x 38 0.12664 x 39 0.0385519 x 40 0.000965579 x 41 0.0530231 x 42 0.341185 x 43 0.237432 x 44 10.0169 x 46 13.0182 x 47 9.00033 x 48 0.237117 x 20 22.8991 x 21 15.2482 x 22 0.776579 x 20 23.6381 x 21 9.19924 x 22 31 v 5.23947 2.76053 8 13-9.9899612 15 3 3 2.9218 x 34 0.512615 x 35 1.71601 x 36 0.201877 x 37 0.429115 x 38 0.00676365 x 40 0.0982436 x 41 0.626714 x 43 0.0752892 x 45 0.0381061 x 46 1.02915 x 47 2.23072 x 48 5.56521 x 34 1.83164 x 35 2.61582 x 36 1.06471 x 37 0.293393 x 38 2.69327 x 39 0.349223 x 40 1.37758 x 41 1.31211 x 42 21.7961 x 43 0.689384 x 44 0.131489 x 45 3.6367 x 46 10.1238 x 47 14.6321 x 48 0.0848281 x 20 48.5778 x 21 19.45 x 22 0.0264217 x 20 31.8348 x 21 4.02438 x 22 32 v 4.01049 3.98951 8 632-9.3932215 15 3 3 64.1159 x 34 46.4377 x 35 43.6195 x 36 36.7866 x 37 40.1816 x 38 18.8936 x 39 12.4837 x 40 12.4874 x 41 5.16372 x 42 73.5328 x 43 2.68587 x 44 11.7608 x 45 19.8367 x 46 95.555 x 47 773.822 x 48 21.7613 x 34 31.7876 x 35 14.2249 x 36 10.3797 x 37 19.8246 x 38 17.062 x 39 13.7353 x 40 12.1026 x 41 7.52383 x 42 33.4745 x 43 6.57594 x 44 14.6735 x 45 15.9142 x 46 210.662 x 47 2104.92 x 48 0.113818 x 20 503.595 x 21 2030.91 x 22 0.411449 x 20 1080.74 x 21 1440.2 x 22 33 v 3.23303 4.76697 8 2300-7.1864815 15 3 3 0.276621 x 34 3.64226 x 35 7.54615 x 36 11.7765 x 37 5.43158 x 38 22.0008 x 39 20.921 x 40 20.7688 x 41 20.4952 x 42 9.42784 x 43 21.4843 x 44 8.02206 x 45 19.1715 x 46 379.334 x 47 5813.72 x 48 0.505494 x 34 4.99815 x 35 7.95472 x 36 4.85898 x 37 14.7742 x 38 8.04735 x 39 7.4544 x 40 7.88061 x 41 6.81656 x 42 4.44386 x 43 9.96645 x 44 1.32617 x 45 17.7513 x 46 278.365 x 47 7060.78 x 48 0.0211949 x 20 228.615 x 21 7207.28 x 22 0.107538 x 20 925.672 x 21 10038.2 x 22 34 v 5.42442 3.57558 9 16-13.2112 0 0 5 7 10.3982 x 23 9.07755 x 24 2.9218 x 31 64.1159 x 32 0.276621 x 33 19.5531 x 23 0.000719386 x 24 6.69954 x 25 3.12297 x 30 5.56521 x 31 21.7613 x 32 0.505494 x 33 35 v 4.64245 4.35755 9 14-13.3924 0 0 7 8 2.01875 x 23 1.59236 x 24 3.39484 x 25 7.39518 x 30 0.512615 x 31 46.4377 x 32 3.64226 x 33 5.96337 x 23 10.3933 x 24 0.40688 x 25 5.57989 x 26 0.0438094 x 30 1.83164 x 31 31.7876 x 32 4.99815 x 33 36 v 5.19404 3.80596 9 12-12.744 0 0 8 9 1.60966 x 23 1.11531 x 24 2.8394 x 25 3.83867 x 26 0.0432362 x 30 1.71601 x 31 43.6195 x 32 7.54615 x 33 12.5789 x 23 0.00734201 x 24 3.74582 x 25 0.00880452 x 26 4.34691 x 27 0.187377 x 30 2.61582 x 31 14.2249 x 32 7.95472 x 33 37 v 5.47417 3.52583 9 10-12.4061 0 0 9 10 0.327997 x 23 0.418107 x 24 1.65382 x 25 3.13423 x 26 0.440525 x 27 0.00155641 x 30 0.201877 x 31 36.7866 x 32 11.7765 x 33 5.0741 x 23 0.0287844 x 24 10.6845 x 25 0.0319289 x 26 1.22113 x 27 0.0126501 x 28 1.90109 x 30 1.06471 x 31 10.3797 x 32 4.85898 x 33 38 v 4.50104 4.49896 9 12-13.177 0 0 8 9 0.0960908 x 23 4.87152 x 24 0.403285 x 25 0.671396 x 26 1.9274 x 30 0.429115 x 31 40.1816 x 32 5.43158 x 33 1.19605 x 23 12.9612 x 24 1.73128 x 25 1.12067 x 26 1.7892 x 27 0.29609 x 30 0.293393 x 31 19.8246 x 32 14.7742 x 33 39 v 4.45736 4.54264 9 10-13.0778 0 0 8 10 0.243189 x 23 0.0814579 x 24 0.0499731 x 25 0.385907 x 26 2.73262 x 27 0.185533 x 30 18.8936 x 32 22.0008 x 33 2.66983 x 23 4.0595 x 24 1.93395 x 25 3.32455 x 26 0.457119 x 27 5.05153 x 28 0.12664 x 30 2.69327 x 31 17.062 x 32 8.04735 x 33 40 v 4.62367 4.37633 9 8-12.7987 0 0 10 11 0.0639831 x 23 0.000469626 x 24 0.774726 x 25 0.0827561 x 26 1.79983 x 27 0.608967 x 28 0.24681 x 30 0.00676365 x 31 12.4837 x 32 20.921 x 33 2.20691 x 23 2.77331 x 24 1.37537 x 25 6.00021 x 26 0.264709 x 27 0.763885 x 28 0.0482215 x 29 0.0385519 x 30 0.349223 x 31 13.7353 x 32 7.4544 x 33 41 v 4.45051 4.54949 9 8-12.9035 0 0 10 11 0.0320556 x 23 0.0119105 x 24 0.0355824 x 25 0.00613392 x 26 0.114241 x 27 1.96054 x 28 0.0889279 x 30 0.0982436 x 31 12.4874 x 32 20.7688 x 33 1.32741 x 23 2.04981 x 24 2.60521 x 25 2.06297 x 26 2.7015 x 27 0.444879 x 28 3.84188 x 29 0.000965579 x 30 1.37758 x 31 12.1026 x 32 7.88061 x 33 42 v 4.47303 4.52697 9 6-12.7664 0 0 9 10 0.000248476 x 24 0.0651257 x 25 0.29053 x 26 0.00261488 x 27 0.74966 x 28 0.0349879 x 29 0.0359442 x 30 5.16372 x 32 20.4952 x 33 0.386848 x 23 0.795128 x 24 0.00190613 x 25 3.60683 x 26 6.26399 x 27 0.401269 x 28 0.0530231 x 30 1.31211 x 31 7.52383 x 32 6.81656 x 33 43 v 5.24148 3.75852 9 16-11.8874 0 0 5 7 0.172412 x 23 0.103646 x 24 0.626714 x 31 73.5328 x 32 9.42784 x 33 0.0703988 x 23 0.000553805 x 24 0.00919546 x 25 0.341185 x 30 21.7961 x 31 33.4745 x 32 4.44386 x 33 44 v 4.34236 4.65764 9 6-12.8401 0 0 9 10 0.0278905 x 24 0.0264816 x 25 0.286808 x 26 0.196214 x 27 0.106498 x 28 1.17113 x 29 0.0687982 x 30 2.68587 x 32 21.4843 x 33 0.25653 x 23 3.37558 x 24 2.15325 x 25 0.00445473 x 26 0.350541 x 27 4.33588 x 28 0.237432 x 30 0.689384 x 31 6.57594 x 32 9.96645 x 33 45 v 4.96603 4.03397 9 4-11.7579 0 0 4 5 0.00600399 x 23 0.0752892 x 31 11.7608 x 32 8.02206 x 33 0.00241799 x 23 0.00226858 x 24 0.131489 x 31 14.6735 x 32 1.32617 x 33 46 v 4.12269 4.87731 9 10-12.5985 0 0 9 10 0.0609352 x 23 0.132682 x 24 0.102091 x 25 0.370798 x 26 0.00246816 x 27 1.51132 x 30 0.0381061 x 31 19.8367 x 32 19.1715 x 33 0.589578 x 23 0.0209965 x 24 0.505825 x 25 0.0279438 x 26 0.198629 x 27 0.110397 x 28 10.0169 x 30 3.6367 x 31 15.9142 x 32 17.7513 x 33 47 v 4.28945 4.71055 9 114-11.455 0 0 11 11 0.112458 x 23 1.6531 x 24 1.28981 x 25 2.2841 x 26 2.173 x 27 1.69521 x 28 0.788919 x 29 3.08045 x 30 1.02915 x 31 95.555 x 32 379.334 x 33 10.6192 x 23 5.73435 x 24 3.13452 x 25 3.40688 x 26 1.06339 x 27 0.786347 x 28 0.0850197 x 29 13.0182 x 30 10.1238 x 31 210.662 x 32 278.365 x 33 48 v 3.75576 5.24424 9 1756-9.66133 0 0 11 11 0.0978218 x 23 0.110974 x 24 0.631976 x 25 1.4119 x 26 1.11469 x 27 0.920728 x 28 0.00534911 x 29 1.02939 x 30 2.23072 x 31 773.822 x 32 5813.72 x 33 0.264077 x 23 4.59827 x 24 7.74442 x 25 4.06077 x 26 2.76621 x 27 0.0514016 x 28 0.0244794 x 29 9.00033 x 30 14.6321 x 31 2104.92 x 32 7060.78 x 33 Ac.inp: Number of entries: 501 Ac.inp: Number of columns: 3 Ac.inp: Peak-position 0 Premaknil na 0 ************* Parameters **************** U = 6.2 Ed0 = -39.0455 Ed1 = -37.6594 T = 0.01 N0 = 6 N1 = 8 valence state0 = 4.279170.720828 with Energy0 = -137.986 valence state1 = 3.56511.4349 with Energy1 = -137.3 valence state2 = 3.822131.17787 with Energy2 = -136.934 valence state3 = 3.217331.78267 with Energy3 = -136.341 valence state4 = 3.377221.62278 with Energy4 = -135.359 valence state5 = 2.479472.52053 with Energy5 = -134.495 valence state6 = 2.654322.34568 with Energy6 = -134.276 valence state7 = 2.773992.22601 with Energy7 = -134.236 valence state8 = 1.842333.15767 with Energy8 = -132.879 valence state9 = 2.11282.8872 with Energy9 = -131.927 valence state10 = 5.215130.784871 with Energy10 = -148.02 valence state11 = 4.434541.56546 with Energy11 = -147.43 valence state12 = 3.911732.08827 with Energy12 = -146.944 valence state13 = 3.59422.4058 with Energy13 = -146.57 valence state14 = 3.40192.5981 with Energy14 = -146.278 valence state15 = 3.328112.67189 with Energy15 = -146.068 valence state16 = 3.519762.48024 with Energy16 = -146.019 valence state17 = 4.130321.86968 with Energy17 = -146.199 valence state18 = 3.281192.71881 with Energy18 = -143.364 valence state19 = 2.439283.56072 with Energy19 = -140.139 valence state20 = 3.97463.0254 with Energy20 = -150.992 valence state21 = 3.84913.1509 with Energy21 = -146.866 valence state22 = 2.869564.13044 with Energy22 = -142.846 valence state23 = 4.827673.17233 with Energy23 = -146.459 valence state24 = 4.254733.74527 with Energy24 = -145.828 valence state25 = 4.748043.25196 with Energy25 = -145.973 valence state26 = 4.176633.82337 with Energy26 = -145.523 valence state27 = 4.284723.71528 with Energy27 = -145.484 valence state28 = 3.986114.01389 with Energy28 = -145.262 valence state29 = 3.999614.00039 with Energy29 = -145.235 valence state30 = 4.265013.73499 with Energy30 = -144.709 valence state31 = 5.239472.76053 with Energy31 = -144.927 valence state32 = 4.010493.98951 with Energy32 = -142.627 valence state33 = 3.233034.76697 with Energy33 = -139.343 valence state34 = 5.424423.57558 with Energy34 = -136.464 valence state35 = 4.642454.35755 with Energy35 = -135.562 valence state36 = 5.194043.80596 with Energy36 = -135.678 valence state37 = 5.474173.52583 with Energy37 = -135.728 valence state38 = 4.501044.49896 with Energy38 = -135.15 valence state39 = 4.457364.54264 with Energy39 = -134.991 valence state40 = 4.623674.37633 with Energy40 = -134.942 valence state41 = 4.450514.54949 with Energy41 = -134.807 valence state42 = 4.473034.52697 with Energy42 = -134.701 valence state43 = 5.241483.75852 with Energy43 = -134.887 valence state44 = 4.342364.65764 with Energy44 = -134.594 valence state45 = 4.966034.03397 with Energy45 = -134.376 valence state46 = 4.122694.87731 with Energy46 = -134.048 valence state47 = 4.289454.71055 with Energy47 = -133.135 valence state48 = 3.755765.24424 with Energy48 = -130.602 ***************************************** Sigma.000: Number of entries: 447 Sigma.000: Number of columns: 1 Sigma.000: Peak-position 0 WARRNING: Not enough columns is input self-energy for pseudoparticles.... Creating default! 1.) DeterminSpectralFunctions ; lambda = -152.1510603564241 -1.15923992337008 Found lorentz at 20 0.1526 lm= 0.1526 8.67735e-21 -0.867735 lp= 0.1526 8.67735e-21 -0.867735 r- 0 Q = 8.000000019405622 n0=1.260732457602325e-132 n1=1.986948675510405e-133 n2=3.645310839837268e-133 n3=2.873923043688594e-134 n4=6.7867253758271e-134 n5=1.988018723431278e-135 n6=1.795807907896985e-135 n7=2.26014727999145e-134 n8=2.003762405683822e-135 n9=5.170635798988162e-135 n10=0.003596277008755798 n11=0.007904754225936502 n12=0.01033667235135156 n13=0.0121216917652733 n14=0.01372699295806797 n15=0.01527575761208141 n16=0.01669832442171408 n17=0.0002113228222762603 n18=0.001048167074551733 n19=2.870498904743712e-05 n20=0.8676499324590502 n21=3.768598701238561e-131 n22=2.299034593931014e-134 n23=0.01765982001167935 n24=0.01056517012252498 n25=0.008517293335469914 n26=0.006081409217880059 n27=0.004367028247128124 n28=0.002468428656633126 n29=0.0008372723958126382 n30=0.0006197101020392193 n31=6.160941635732279e-05 n32=0.0001962174036952908 n33=2.744340267372626e-05 n34=1.096173437388591e-199 n35=2.451467735298435e-200 n36=4.688478831972658e-200 n37=1.801819019924744e-200 n38=3.841455805269474e-201 n39=8.359693926962963e-201 n40=6.5488890640564e-201 n41=3.832467809911006e-201 n42=1.07223834936288e-201 n43=5.562121685523587e-202 n44=6.966491513230831e-202 n45=1.752390575206579e-203 n46=1.576165852699593e-201 n47=2.304568783533315e-200 n48=5.182491747480168e-202 Q is here equal to 8.000000019405622 1.) nd: 6.970452737082838 Norm of Spectral functions:  0: 1.3020  1: 0.5696  2: 0.2333  3: 1.8954  4: 3.1543  5: 0.2264  6: 0.4930  7: 0.2999  8: 0.0943  9: 0.6441 10: 1.0016 11: 1.0050 12: 1.0031 13: 1.0111 14: 1.0385 15: 1.0083 16: 1.0660 17: 0.7801 18: 1.0000 19: 1.0224 20: 1.0001 21: 0.6161 22: 0.9918 23: 1.0065 24: 1.0094 25: 1.0096 26: 1.0353 27: 1.0197 28: 1.0366 29: 1.0320 30: 0.9464 31: 0.9008 32: 0.9977 33: 1.0107 34: 0.7750 35: 0.9312 36: 0.9803 37: 0.9965 38: 0.8981 39: 1.1623 40: 1.0324 41: 0.9013 42: 0.8844 43: 0.7897 44: 1.1085 45: 0.8854 46: 0.8281 47: 0.8717 48: 6.5653  0: 3.9789  1: 2.9916 1.) SelfConsistentStep 1.) Difference between steps: 0.4628 2.) DeterminSpectralFunctions ; lambda = -151.96471630795 -0.9728958748959258 Q = 8.000000000007613 n0=3.40487727447878e-05 n1=2.945568776068987e-05 n2=1.920538041141234e-05 n3=2.023908856918898e-05 n4=8.919222786926323e-06 n5=2.672582872964861e-07 n6=7.540972330393329e-06 n7=3.430352391555934e-06 n8=3.747795816283048e-07 n9=0.0001370398234514537 n10=0.003406201658426821 n11=0.007492248547233821 n12=0.009880317231078546 n13=0.01155924429981241 n14=0.01311777220449038 n15=0.0146299927378848 n16=0.01602108087473191 n17=0.0002001820907028363 n18=0.001002908142833567 n19=2.732411320534299e-05 n20=0.8714887165501312 n21=0.002127991155064617 n22=0.0002051081784715298 n23=0.01649845015000416 n24=0.00995734312447335 n25=0.00808544366844992 n26=0.005787440936182361 n27=0.004156614636784727 n28=0.002333975932674543 n29=0.0007870961953289963 n30=0.0005912108039721226 n31=5.878369381319119e-05 n32=0.0001910493310117059 n33=2.655319591496473e-05 n34=2.192235654311672e-05 n35=1.150089743391666e-05 n36=1.250052450248222e-05 n37=8.950956854295956e-06 n38=8.489531189668675e-06 n39=7.055638840811209e-06 n40=5.59154214196325e-06 n41=5.518816220390061e-06 n42=3.893304962590371e-06 n43=1.84790728610154e-07 n44=3.749506286186414e-06 n45=6.762573986486113e-09 n46=9.459142394603978e-07 n47=1.069554281227283e-05 n48=5.423123676851367e-06 Q is here equal to 8.000000000007613 2.) nd: 6.970828505509592 Norm of Spectral functions:  0: 0.5757  1: 0.6958  2: 1.6994  3: 0.5644  4: 0.4882  5: 0.3288  6: 0.6748  7: 1.1073  8: 0.2897  9: 0.4312 10: 1.0007 11: 1.0019 12: 1.0057 13: 1.0129 14: 0.9853 15: 1.2280 16: 0.9761 17: 0.9364 18: 0.9442 19: 0.9725 20: 1.0013 21: 1.0877 22: 1.1652 23: 1.0079 24: 1.0172 25: 1.0141 26: 0.9879 27: 0.9810 28: 0.9824 29: 0.9956 30: 0.9673 31: 0.9373 32: 0.9978 33: 0.9996 34: 1.0010 35: 1.0016 36: 0.9970 37: 0.9970 38: 1.0036 39: 0.9995 40: 1.0067 41: 1.0126 42: 1.0042 43: 0.9778 44: 0.9974 45: 0.9768 46: 1.0194 47: 0.9858 48: 1.9218  0: 3.9774  1: 2.9934 2.) SelfConsistentStep 2.) Difference between steps: 0.2207 3.) DeterminSpectralFunctions ; lambda = -151.9654911530398 -0.9736707199857619 Q = 7.999999999997796 n0=5.261298906350071e-05 n1=4.556692544212823e-05 n2=2.973224826854677e-05 n3=3.139474103066094e-05 n4=1.38287530054796e-05 n5=4.146414166832762e-07 n6=1.171257881149469e-05 n7=5.31926787839759e-06 n8=5.81455226513696e-07 n9=0.0002129027127472258 n10=0.003306671441600144 n11=0.007269706811597911 n12=0.009531611557458101 n13=0.01118680060263269 n14=0.01267405425746649 n15=0.01414090162210105 n16=0.01547345274543578 n17=0.0001947807340908919 n18=0.000978993697658767 n19=3.552438587687784e-05 n20=0.8734219198413422 n21=0.003271743318218419 n22=0.0003173089689617034 n23=0.01625331408973352 n24=0.009776732578557188 n25=0.007939342167002742 n26=0.005667207757117049 n27=0.004069243843995183 n28=0.002289376660481494 n29=0.0007731740712791105 n30=0.0005803552952856334 n31=5.818496714474641e-05 n32=0.0001923216295674337 n33=2.915547282404132e-05 n34=3.367171347665577e-05 n35=1.772059338526836e-05 n36=1.924231229730733e-05 n37=1.381683015138827e-05 n38=1.309725032585544e-05 n39=1.089093474046213e-05 n40=8.637575517855639e-06 n41=8.520417646853511e-06 n42=6.029422429307753e-06 n43=2.849050507961268e-07 n44=5.788991200660401e-06 n45=1.04811771082918e-08 n46=1.46157443392027e-06 n47=1.648275676649505e-05 n48=8.399411080263466e-06 Q is here equal to 7.999999999997796 3.) nd: 6.972355888390648 Norm of Spectral functions:  0: 0.6203  1: 0.7663  2: 1.5057  3: 0.6456  4: 0.5162  5: 0.3762  6: 0.7178  7: 1.0968  8: 0.3575  9: 0.4276 10: 1.0013 11: 1.0022 12: 1.0056 13: 1.0026 14: 1.0123 15: 1.0276 16: 1.0124 17: 0.9767 18: 1.0633 19: 0.9814 20: 0.9999 21: 0.9904 22: 1.0496 23: 1.0030 24: 1.0057 25: 1.0047 26: 1.0044 27: 1.0004 28: 1.0021 29: 1.0069 30: 0.9853 31: 1.0158 32: 1.0006 33: 0.9991 34: 1.0004 35: 1.0016 36: 0.9989 37: 0.9988 38: 1.0025 39: 0.9994 40: 1.0010 41: 1.0032 42: 1.0034 43: 0.9936 44: 1.0019 45: 0.9956 46: 1.0046 47: 0.9963 48: 1.5884  0: 3.9774  1: 2.9950 3.) SelfConsistentStep 3.) Difference between steps: 0.1261 4.) DeterminSpectralFunctions ; lambda = -151.9589301075476 -0.9671096744935141 Q = 8.0000000000028 n0=6.281451323501518e-05 n1=5.439637466955782e-05 n2=3.550361290313492e-05 n3=3.746970669628906e-05 n4=1.650769446233959e-05 n5=4.953386142581523e-07 n6=1.398042885825374e-05 n7=6.349464617408157e-06 n8=6.942141957657214e-07 n9=0.0002541320699499131 n10=0.003238360153509155 n11=0.007127609226770936 n12=0.009318099303197878 n13=0.01095528060349814 n14=0.01240348645982588 n15=0.0138399984136979 n16=0.01513582991419213 n17=0.0001914134398493331 n18=0.0009691660405068482 n19=4.528976154642244e-05 n20=0.8749415062178351 n21=0.003918441790687422 n22=0.0003799051883739047 n23=0.01600473060345716 n24=0.009614484569331186 n25=0.00780369769390496 n26=0.005566686957407861 n27=0.003996758431719928 n28=0.002251955991317792 n29=0.0007611832615318824 n30=0.0005710277584050809 n31=5.774546250792569e-05 n32=0.0001956434646988344 n33=3.24194519157203e-05 n34=4.041392374709426e-05 n35=2.126916088293316e-05 n36=2.309794276943308e-05 n37=1.65925033680517e-05 n38=1.571855725692822e-05 n39=1.307262121265905e-05 n40=1.036822702322993e-05 n41=1.022722285234256e-05 n42=7.237721209599666e-06 n43=3.426993829880693e-07 n44=6.948483210972862e-06 n45=1.265442295689091e-08 n46=1.755752245252948e-06 n47=1.978417055399502e-05 n48=1.009478197037709e-05 Q is here equal to 8.0000000000028 4.) nd: 6.973060986337416 Norm of Spectral functions:  0: 0.6653  1: 0.8146  2: 1.2815  3: 0.7250  4: 0.5709  5: 0.4085  6: 0.7773  7: 1.1800  8: 0.4002  9: 0.4164 10: 1.0010 11: 1.0013 12: 1.0007 13: 1.0006 14: 1.0074 15: 1.0146 16: 1.0069 17: 0.9900 18: 1.0443 19: 0.9800 20: 1.0000 21: 1.0146 22: 1.0114 23: 1.0012 24: 1.0028 25: 1.0019 26: 1.0033 27: 1.0012 28: 1.0022 29: 1.0045 30: 0.9929 31: 1.0088 32: 1.0012 33: 0.9995 34: 1.0003 35: 1.0014 36: 0.9997 37: 0.9996 38: 1.0012 39: 1.0002 40: 1.0005 41: 1.0012 42: 1.0017 43: 0.9983 44: 1.0015 45: 0.9998 46: 1.0018 47: 0.9990 48: 1.4360  0: 3.9772  1: 2.9958 4.) SelfConsistentStep 4.) Difference between steps: 0.07898 5.) DeterminSpectralFunctions ; lambda = -151.9528585144414 -0.9610380813873292 Q = 8.000000000006841 n0=6.828455937171113e-05 n1=5.913717562184752e-05 n2=3.859791229925401e-05 n3=4.071420476830158e-05 n4=1.794047266688576e-05 n5=5.388688908375343e-07 n6=1.519213224458031e-05 n7=6.900709826463137e-06 n8=7.547421943963793e-07 n9=0.0002761905402578222 n10=0.003205832710047482 n11=0.007060313342525844 n12=0.009210075037798084 n13=0.01083261912818202 n14=0.0122612592753048 n15=0.01367692825816678 n16=0.01495740622662654 n17=0.0001898345958435944 n18=0.0009664980864487669 n19=5.387294438527601e-05 n20=0.8756564818991379 n21=0.004269136796118777 n22=0.0004139161987401805 n23=0.01590890280506273 n24=0.009539583128911022 n25=0.007739360095971193 n26=0.005513361838583262 n27=0.003957795341940193 n28=0.002233209029776789 n29=0.0007554896341549127 n30=0.0005662747786165001 n31=5.772294928509594e-05 n32=0.0001994816143208435 n33=3.535258429354464e-05 n34=4.413788227965142e-05 n35=2.322205258148582e-05 n36=2.522229471008976e-05 n37=1.811814292608554e-05 n38=1.715829854526966e-05 n39=1.427133851327728e-05 n40=1.131783906680016e-05 n41=1.116525280071377e-05 n42=7.898608064941887e-06 n43=3.751229935426885e-07 n44=7.585815868185993e-06 n45=1.3922364477503e-08 n46=1.917887651022178e-06 n47=2.160267221853433e-05 n48=1.103325103136455e-05 Q is here equal to 8.000000000006841 5.) nd: 6.973473472322533 Norm of Spectral functions:  0: 0.6952  1: 0.8450  2: 1.2216  3: 0.7711  4: 0.6065  5: 0.4354  6: 0.8108  7: 1.2106  8: 0.4270  9: 0.4011 10: 1.0003 11: 0.9994 12: 0.9975 13: 0.9989 14: 1.0045 15: 1.0094 16: 1.0039 17: 1.0033 18: 1.0216 19: 0.9803 20: 1.0003 21: 1.0147 22: 1.0039 23: 1.0000 24: 1.0012 25: 1.0003 26: 1.0032 27: 1.0020 28: 1.0026 29: 1.0037 30: 0.9970 31: 1.0069 32: 1.0012 33: 0.9998 34: 1.0003 35: 1.0013 36: 1.0000 37: 1.0000 38: 1.0008 39: 1.0005 40: 1.0005 41: 1.0008 42: 1.0011 43: 0.9997 44: 1.0011 45: 1.0005 46: 1.0012 47: 0.9997 48: 1.3640  0: 3.9772  1: 2.9963 5.) SelfConsistentStep 5.) Difference between steps: 0.0492 6.) DeterminSpectralFunctions ; lambda = -151.9482691862762 -0.9564487532221619 Q = 7.999999999997203 n0=7.12370038922762e-05 n1=6.169643126158841e-05 n2=4.026326616511498e-05 n3=4.245137471732043e-05 n4=1.870954365381028e-05 n5=5.625298078542062e-07 n6=1.583946214517673e-05 n7=7.196938571096321e-06 n8=7.874152920820426e-07 n9=0.000288015559209155 n10=0.003190116029885896 n11=0.007027017918116287 n12=0.00915183072710217 n13=0.01076369410598522 n14=0.01218118945898572 n15=0.01358332695283252 n16=0.01485579754748832 n17=0.0001890098445138388 n18=0.0009664965340842881 n19=6.048977641728144e-05 n20=0.8760480172223586 n21=0.004459958474082675 n22=0.0004324979364909628 n23=0.01586069859928034 n24=0.009498770168384907 n25=0.007703608267568804 n26=0.005482989535916868 n27=0.003935532931856025 n28=0.002222797955378925 n29=0.0007523959876597914 n30=0.000563613232118614 n31=5.780053251480318e-05 n32=0.0002027926494401265 n33=3.764444431121523e-05 n34=4.623788726975999e-05 n35=2.431269531945778e-05 n36=2.641257030211986e-05 n37=1.896832301839589e-05 n38=1.795872800418496e-05 n39=1.493686704844114e-05 n40=1.184387450128714e-05 n41=1.168573782481426e-05 n42=8.261234761705814e-06 n43=3.937782647266119e-07 n44=7.939686601621032e-06 n45=1.469189238605052e-08 n46=2.008347470163855e-06 n47=2.261938310265584e-05 n48=1.155983712852604e-05 Q is here equal to 7.999999999997203 6.) nd: 6.973706463644605 Norm of Spectral functions:  0: 0.7108  1: 0.8631  2: 1.2169  3: 0.7955  4: 0.6265  5: 0.4565  6: 0.8301  7: 1.2179  8: 0.4427  9: 0.3877 10: 0.9998 11: 0.9984 12: 0.9981 13: 0.9977 14: 1.0032 15: 1.0073 16: 1.0026 17: 0.9908 18: 1.0110 19: 0.9812 20: 1.0006 21: 1.0078 22: 1.0018 23: 0.9993 24: 1.0004 25: 0.9995 26: 1.0031 27: 1.0024 28: 1.0027 29: 1.0033 30: 0.9990 31: 1.0060 32: 1.0010 33: 0.9999 34: 1.0003 35: 1.0013 36: 1.0002 37: 1.0002 38: 1.0006 39: 1.0005 40: 1.0005 41: 1.0007 42: 1.0008 43: 1.0001 44: 1.0008 45: 1.0006 46: 1.0010 47: 1.0000 48: 1.3262  0: 3.9771  1: 2.9966 6.) SelfConsistentStep 6.) Difference between steps: 0.03061 7.) DeterminSpectralFunctions ; lambda = -151.9451909143542 -0.9533704813001975 Q = 7.999999999998502 n0=7.283550762119313e-05 n1=6.307767694635649e-05 n2=4.115874016799967e-05 n3=4.337719198348984e-05 n4=1.912114376812215e-05 n5=5.7542363448566e-07 n6=1.618238018539002e-05 n7=7.355707638945817e-06 n8=8.050326219523042e-07 n9=0.0002943143602264161 n10=0.003181863897731404 n11=0.007008996590946332 n12=0.009117741484057093 n13=0.01072226305512418 n14=0.01213275067771842 n15=0.01352632802703793 n16=0.01479360054147759 n17=0.0001885178311338837 n18=0.0009672455278711941 n19=6.524944638790136e-05 n20=0.8763051477815745 n21=0.004563346114176027 n22=0.000442620796328813 n23=0.01582634842740231 n24=0.009471867602407785 n25=0.007679899090797432 n26=0.005463926462020385 n27=0.003921629167389939 n28=0.002216220064509772 n29=0.0007504137678804865 n30=0.000561930694955876 n31=5.787188857433215e-05 n32=0.0002053046632212132 n33=3.930767112497024e-05 n34=4.742543379763281e-05 n35=2.492190967238693e-05 n36=2.708024681304237e-05 n37=1.944180427689032e-05 n38=1.840327422779307e-05 n39=1.530581620495499e-05 n40=1.21346579092294e-05 n41=1.197403001190369e-05 n42=8.459189454377748e-06 n43=4.046229599470182e-07 n44=8.13586605042073e-06 n45=1.517079392795919e-08 n46=2.058801517336782e-06 n47=2.318829317194174e-05 n48=1.185644649384832e-05 Q is here equal to 7.999999999998502 7.) nd: 6.97383416721792 Norm of Spectral functions:  0: 0.7194  1: 0.8741  2: 1.2215  3: 0.8100  4: 0.6393  5: 0.4710  6: 0.8456  7: 1.2248  8: 0.4502  9: 0.3788 10: 0.9995 11: 0.9981 12: 0.9974 13: 0.9978 14: 1.0028 15: 1.0064 16: 1.0022 17: 0.9963 18: 1.0063 19: 0.9819 20: 1.0008 21: 1.0009 22: 1.0010 23: 0.9989 24: 1.0002 25: 0.9992 26: 1.0031 27: 1.0025 28: 1.0028 29: 1.0032 30: 0.9998 31: 1.0055 32: 1.0009 33: 0.9999 34: 1.0003 35: 1.0013 36: 1.0003 37: 1.0003 38: 1.0006 39: 1.0006 40: 1.0006 41: 1.0007 42: 1.0007 43: 1.0002 44: 1.0007 45: 1.0006 46: 1.0009 47: 1.0001 48: 1.3044  0: 3.9771  1: 2.9967 7.) SelfConsistentStep 7.) Difference between steps: 0.01956 8.) DeterminSpectralFunctions ; lambda = -151.9432119588085 -0.9513915257544738 Q = 7.99999999999424 n0=7.369602277993169e-05 n1=6.381644599254659e-05 n2=4.163531721652366e-05 n3=4.386285796195998e-05 n4=1.933848828008166e-05 n5=5.824110499971334e-07 n6=1.636037925103542e-05 n7=7.439703945008416e-06 n8=8.144301215400839e-07 n9=0.000297610725797702 n10=0.003177195105129272 n11=0.006998621206806555 n12=0.009096962002463183 n13=0.01069657634224391 n14=0.01210253159258465 n15=0.01349077738881974 n16=0.01475434784335469 n17=0.0001882041210196529 n18=0.0009680732486341714 n19=6.852862029570998e-05 n20=0.8764878071864691 n21=0.004618341634466032 n22=0.0004480562878807521 n23=0.01579851784101025 n24=0.009452533682133436 n25=0.007662893779792053 n26=0.00545134557433806 n27=0.003912531440133641 n28=0.002211782275991364 n29=0.0007490363220378126 n30=0.0005607982796667257 n31=5.791778808438733e-05 n32=0.0002070857543526094 n33=4.04609366094707e-05 n34=4.808683179846995e-05 n35=2.525691802619688e-05 n36=2.744900052775762e-05 n37=1.970113442228304e-05 n38=1.864624512658305e-05 n39=1.550719188153803e-05 n40=1.229282015967682e-05 n41=1.213128132718348e-05 n42=8.565430909866385e-06 n43=4.109021055759103e-07 n44=8.242977809532154e-06 n45=1.547231479177264e-08 n46=2.086533959686247e-06 n47=2.350199876161343e-05 n48=1.202222415549219e-05 Q is here equal to 7.99999999999424 8.) nd: 6.973900606564577 Norm of Spectral functions:  0: 0.7246  1: 0.8810  2: 1.2252  3: 0.8194  4: 0.6483  5: 0.4804  6: 0.8589  7: 1.2339  8: 0.4530  9: 0.3735 10: 0.9994 11: 0.9980 12: 0.9968 13: 0.9979 14: 1.0028 15: 1.0060 16: 1.0022 17: 0.9979 18: 1.0040 19: 0.9824 20: 1.0009 21: 0.9955 22: 1.0006 23: 0.9987 24: 1.0001 25: 0.9992 26: 1.0031 27: 1.0025 28: 1.0028 29: 1.0031 30: 1.0002 31: 1.0051 32: 1.0008 33: 1.0000 34: 1.0002 35: 1.0013 36: 1.0004 37: 1.0004 38: 1.0006 39: 1.0006 40: 1.0006 41: 1.0006 42: 1.0007 43: 1.0002 44: 1.0007 45: 1.0005 46: 1.0008 47: 1.0001 48: 1.2910  0: 3.9771  1: 2.9968 8.) SelfConsistentStep 8.) Difference between steps: 0.01296 9.) DeterminSpectralFunctions ; lambda = -151.941946782469 -0.9501263494149725 Q = 7.999999999995069 n0=7.415307912823523e-05 n1=6.420472992211924e-05 n2=4.188415737746199e-05 n3=4.411090839431233e-05 n4=1.945059939288477e-05 n5=5.861530053562299e-07 n6=1.644976885314217e-05 n7=7.483139092212986e-06 n8=8.193476283104269e-07 n9=0.0002992865850442332 n10=0.003174430925263565 n11=0.006992494541921593 n12=0.009084196688441994 n13=0.01068058203883318 n14=0.01208362646165973 n15=0.01346859446028449 n16=0.01472948708310495 n17=0.0001880009430903858 n18=0.0009687743995776218 n19=7.071915713389513e-05 n20=0.8766190080156501 n21=0.004646608167261441 n22=0.0004509009453790304 n23=0.0157760108815703 n24=0.009438390184410755 n25=0.007650504113606365 n26=0.005442901970389928 n27=0.00390648253724851 n28=0.002208727036336287 n29=0.0007480582191274087 n30=0.00056002012677983 n31=5.794216552708113e-05 n32=0.0002082951222738655 n33=4.123509862191561e-05 n34=4.84439582179458e-05 n35=2.54356294188246e-05 n36=2.764650101417539e-05 n37=1.983870361674372e-05 n38=1.877507337113219e-05 n39=1.561395426266251e-05 n40=1.237630896508956e-05 n41=1.221465233075206e-05 n42=8.620794728419187e-06 n43=4.144864308845848e-07 n44=8.299823547806256e-06 n45=1.566275650333447e-08 n46=2.101357735084266e-06 n47=2.367006931013078e-05 n48=1.211327296148754e-05 Q is here equal to 7.999999999995069 9.) nd: 6.973931964318241 Norm of Spectral functions:  0: 0.7279  1: 0.8854  2: 1.2271  3: 0.8257  4: 0.6548  5: 0.4863  6: 0.8697  7: 1.2431  8: 0.4536  9: 0.3708 10: 0.9993 11: 0.9979 12: 0.9967 13: 0.9981 14: 1.0029 15: 1.0058 16: 1.0023 17: 0.9978 18: 1.0029 19: 0.9826 20: 1.0010 21: 0.9916 22: 1.0005 23: 0.9986 24: 1.0002 25: 0.9992 26: 1.0030 27: 1.0025 28: 1.0027 29: 1.0030 30: 1.0003 31: 1.0049 32: 1.0008 33: 1.0000 34: 1.0002 35: 1.0013 36: 1.0004 37: 1.0004 38: 1.0006 39: 1.0006 40: 1.0006 41: 1.0006 42: 1.0006 43: 1.0002 44: 1.0006 45: 1.0005 46: 1.0008 47: 1.0001 48: 1.2822  0: 3.9771  1: 2.9968 9.) SelfConsistentStep 9.) Difference between steps: 0.00868 10.) DeterminSpectralFunctions ; lambda = -151.9411353742575 -0.9493149412034825 Q = 8.000000000007134 n0=7.439093881673511e-05 n1=6.440366851614754e-05 n2=4.201046017660273e-05 n3=4.423264400108314e-05 n4=1.950645274113421e-05 n5=5.881231690832059e-07 n6=1.649245373583196e-05 n7=7.504854547933818e-06 n8=8.218503422906836e-07 n9=0.0003001025692557793 n10=0.003172749528708657 n11=0.006988863305510109 n12=0.009076420427160588 n13=0.01067070663853865 n14=0.01207191908751781 n15=0.01345489760355892 n16=0.01471387406145506 n17=0.0001878702289563604 n18=0.0009693095124111383 n19=7.214691018741178e-05 n20=0.8767121463230058 n21=0.004660329183112425 n22=0.0004523315735840465 n23=0.0157583822389408 n24=0.009428114019826047 n25=0.007641536489209203 n26=0.005437219348193598 n27=0.003902448510301027 n28=0.002206620474700347 n29=0.0007473649288550858 n30=0.0005594837001175048 n31=5.795234555008096e-05 n32=0.0002090898936874685 n33=4.174150740384663e-05 n34=4.862730949792866e-05 n35=2.552637626683716e-05 n36=2.774712094693682e-05 n37=1.990796463957315e-05 n38=1.884010044733898e-05 n39=1.566797120113377e-05 n40=1.241830117848077e-05 n41=1.225689023666552e-05 n42=8.648327824266399e-06 n43=4.164851809165839e-07 n44=8.328653632995897e-06 n45=1.578277237712872e-08 n46=2.108934699075085e-06 n47=2.375602003232364e-05 n48=1.216190564833721e-05 Q is here equal to 8.000000000007134 10.) nd: 6.973943944410585 Norm of Spectral functions:  0: 0.7300  1: 0.8883  2: 1.2279  3: 0.8301  4: 0.6593  5: 0.4899  6: 0.8781  7: 1.2511  8: 0.4534  9: 0.3696 10: 0.9993 11: 0.9978 12: 0.9967 13: 0.9982 14: 1.0031 15: 1.0057 16: 1.0025 17: 0.9973 18: 1.0022 19: 0.9827 20: 1.0010 21: 0.9890 22: 1.0003 23: 0.9986 24: 1.0003 25: 0.9993 26: 1.0029 27: 1.0024 28: 1.0026 29: 1.0030 30: 1.0003 31: 1.0047 32: 1.0007 33: 1.0000 34: 1.0002 35: 1.0013 36: 1.0004 37: 1.0004 38: 1.0006 39: 1.0006 40: 1.0006 41: 1.0006 42: 1.0006 43: 1.0002 44: 1.0006 45: 1.0005 46: 1.0007 47: 1.0002 48: 1.2763  0: 3.9771  1: 2.9969 10.) SelfConsistentStep 10.) Difference between steps: 0.005858 11.) DeterminSpectralFunctions ; lambda = -151.9406099032144 -0.9487894701603352 Q = 8.000000000000071 n0=7.451125815069207e-05 n1=6.45020560070807e-05 n2=4.207201550528287e-05 n3=4.428888184712809e-05 n4=1.953288387881938e-05 n5=5.891378520048049e-07 n6=1.651124750110405e-05 n7=7.515186939591535e-06 n8=8.230753714139497e-07 n9=0.0003004742991281479 n10=0.003171712764547258 n11=0.006986737468342574 n12=0.009071772891568115 n13=0.01066471258042166 n14=0.0120648024748655 n15=0.01344659170821054 n16=0.01470422096559102 n17=0.0001877876098386171 n18=0.0009696961530726589 n19=7.305791255021745e-05 n20=0.8767770122440803 n21=0.0046663479868078 n22=0.000453006997906181 n23=0.01574503420356871 n24=0.009420756512658706 n25=0.007635134757509836 n26=0.005433410192038237 n27=0.003899767444468112 n28=0.0022051776323609 n29=0.0007468787104095307 n30=0.0005591155902438577 n31=5.795436602551715e-05 n32=0.0002095980255384749 n33=4.20654230509698e-05 n34=4.871379116211785e-05 n35=2.556877505796188e-05 n36=2.779423071184993e-05 n37=1.99398399432345e-05 n38=1.887029908807347e-05 n39=1.569324831141861e-05 n40=1.243776824616187e-05 n41=1.227673561844387e-05 n42=8.660990326574679e-06 n43=4.175617703221523e-07 n44=8.342215256462515e-06 n45=1.585794971724658e-08 n46=2.112531676933798e-06 n47=2.379669987307783e-05 n48=1.218679715102411e-05 Q is here equal to 8.000000000000071 11.) nd: 6.973945814928788 Norm of Spectral functions:  0: 0.7313  1: 0.8902  2: 1.2283  3: 0.8330  4: 0.6625  5: 0.4922  6: 0.8841  7: 1.2571  8: 0.4531  9: 0.3692 10: 0.9993 11: 0.9978 12: 0.9967 13: 0.9984 14: 1.0032 15: 1.0057 16: 1.0026 17: 0.9969 18: 1.0018 19: 0.9827 20: 1.0010 21: 0.9872 22: 1.0003 23: 0.9986 24: 1.0003 25: 0.9994 26: 1.0028 27: 1.0024 28: 1.0026 29: 1.0029 30: 1.0002 31: 1.0045 32: 1.0007 33: 1.0000 34: 1.0002 35: 1.0013 36: 1.0005 37: 1.0004 38: 1.0006 39: 1.0006 40: 1.0006 41: 1.0006 42: 1.0006 43: 1.0002 44: 1.0006 45: 1.0005 46: 1.0007 47: 1.0002 48: 1.2724  0: 3.9771  1: 2.9969 11.) SelfConsistentStep 11.) Difference between steps: 0.003986 12.) DeterminSpectralFunctions ; lambda = -151.940265217211 -0.9484447841570045 Q = 8.000000000002872 n0=7.456977771618283e-05 n1=6.454835074160418e-05 n2=4.210025847774186e-05 n3=4.431237733913356e-05 n4=1.954441451409935e-05 n5=5.896461982086335e-07 n6=1.651835380763507e-05 n7=7.519737730999894e-06 n8=8.236421269510056e-07 n9=0.000300625311660334 n10=0.003171071762024195 n11=0.006985525129121472 n12=0.00906906948970056 n13=0.01066115996148852 n14=0.01206058222965226 n15=0.01344167402056977 n16=0.01469837270296527 n17=0.0001877365845081703 n18=0.0009699661066178842 n19=7.362787914248919e-05 n20=0.8768212570130886 n21=0.004668460485492115 n22=0.0004532919765898127 n23=0.01573523102955256 n24=0.009415577755322426 n25=0.00763063778963215 n26=0.005430876739158725 n27=0.003897998406642521 n28=0.002204199793501478 n29=0.0007465424960753295 n30=0.0005588650947704907 n31=5.795231504940393e-05 n32=0.0002099147973476248 n33=4.226834726939479e-05 n34=4.874824978836601e-05 n35=2.558555461804662e-05 n36=2.781285838945811e-05 n37=1.995202297978742e-05 n38=1.888216764926592e-05 n39=1.57034066774535e-05 n40=1.24454424462524e-05 n41=1.228480276606877e-05 n42=8.665986063626818e-06 n43=4.181120227231469e-07 n44=8.347736346590603e-06 n45=1.590461405545455e-08 n46=2.114015193967168e-06 n47=2.381327708964652e-05 n48=1.219868775863696e-05 Q is here equal to 8.000000000002872 12.) nd: 6.973942951406716 Norm of Spectral functions:  0: 0.7320  1: 0.8915  2: 1.2285  3: 0.8349  4: 0.6645  5: 0.4936  6: 0.8883  7: 1.2613  8: 0.4528  9: 0.3691 10: 0.9993 11: 0.9978 12: 0.9967 13: 0.9985 14: 1.0034 15: 1.0056 16: 1.0027 17: 0.9965 18: 1.0015 19: 0.9827 20: 1.0010 21: 0.9860 22: 1.0003 23: 0.9986 24: 1.0004 25: 0.9994 26: 1.0028 27: 1.0023 28: 1.0025 29: 1.0029 30: 1.0002 31: 1.0044 32: 1.0007 33: 1.0000 34: 1.0002 35: 1.0013 36: 1.0005 37: 1.0004 38: 1.0006 39: 1.0006 40: 1.0006 41: 1.0006 42: 1.0006 43: 1.0002 44: 1.0006 45: 1.0005 46: 1.0007 47: 1.0002 48: 1.2698  0: 3.9771  1: 2.9969 12.) SelfConsistentStep 12.) Difference between steps: 0.00276 13.) DeterminSpectralFunctions ; lambda = -151.9400363409746 -0.9482159079205701 Q = 8.000000000016621 n0=7.459668172268647e-05 n1=6.456856490174698e-05 n2=4.211199886465987e-05 n3=4.432036842393313e-05 n4=1.954874332404078e-05 n5=5.898922771122085e-07 n6=1.652012541158876e-05 n7=7.521481787097396e-06 n8=8.238820644189625e-07 n9=0.0003006729089990355 n10=0.003170678375080535 n11=0.006984861819485 n12=0.00906754973152021 n13=0.01065911640252102 n14=0.01205815344679294 n15=0.01343884615153602 n16=0.01469491196048025 n17=0.0001877058707021265 n18=0.0009701498777117739 n19=7.397767445250555e-05 n20=0.8768508204585791 n21=0.004668726043131443 n22=0.0004533847539574601 n23=0.01572822619185607 n24=0.009411997603384755 n25=0.007627532492968487 n26=0.005429209467786082 n27=0.003896842828131237 n28=0.002203545721296117 n29=0.0007463136952992164 n30=0.0005586964775877737 n31=5.794867400759855e-05 n32=0.0002101074173953865 n33=4.239290265320183e-05 n34=4.875633481628187e-05 n35=2.558951255445839e-05 n36=2.781717520944772e-05 n37=1.995444282098524e-05 n38=1.888492697731696e-05 n39=1.570603578739609e-05 n40=1.244728324749645e-05 n41=1.228699668734213e-05 n42=8.667244506242966e-06 n43=4.183699157441695e-07 n44=8.349242701608308e-06 n45=1.59332402477373e-08 n46=2.114433263256794e-06 n47=2.381769558730453e-05 n48=1.220368659273584e-05 Q is here equal to 8.000000000016621 13.) nd: 6.973938371494346 Norm of Spectral functions:  0: 0.7324  1: 0.8922  2: 1.2287  3: 0.8360  4: 0.6658  5: 0.4945  6: 0.8909  7: 1.2639  8: 0.4527  9: 0.3693 10: 0.9993 11: 0.9978 12: 0.9968 13: 0.9985 14: 1.0035 15: 1.0056 16: 1.0028 17: 0.9963 18: 1.0013 19: 0.9827 20: 1.0010 21: 0.9853 22: 1.0002 23: 0.9986 24: 1.0005 25: 0.9995 26: 1.0027 27: 1.0022 28: 1.0025 29: 1.0029 30: 1.0001 31: 1.0043 32: 1.0007 33: 1.0000 34: 1.0002 35: 1.0013 36: 1.0005 37: 1.0004 38: 1.0006 39: 1.0006 40: 1.0006 41: 1.0006 42: 1.0006 43: 1.0002 44: 1.0006 45: 1.0005 46: 1.0007 47: 1.0002 48: 1.2680  0: 3.9771  1: 2.9969 13.) SelfConsistentStep 13.) Difference between steps: 0.001935 14.) DeterminSpectralFunctions ; lambda = -151.9398829562495 -0.9480625231954889 Q = 7.999999999993626 n0=7.460801129868765e-05 n1=6.457633317735345e-05 n2=4.211600391984982e-05 n3=4.432162580546758e-05 n4=1.95498318176946e-05 n5=5.90006378485944e-07 n6=1.651973959741248e-05 n7=7.521953541646981e-06 n8=8.239680862091707e-07 n9=0.0003006764844280356 n10=0.003170441369532046 n11=0.006984521446605426 n12=0.009066730323109779 n13=0.01065798335996833 n14=0.01205680410507264 n15=0.01343727570361273 n16=0.01469291658807122 n17=0.0001876878692687916 n18=0.0009702722585163667 n19=7.418811599979195e-05 n20=0.8768701821096008 n21=0.004668225034888351 n22=0.0004533902100947505 n23=0.01572334781529822 n24=0.00940956906041281 n25=0.007625426719033666 n26=0.005428126613700527 n27=0.003896097578631122 n28=0.002203114911824308 n29=0.0007461607234856081 n30=0.000558584450888249 n31=5.79448066773646e-05 n32=0.000210221513923644 n33=4.246775263516525e-05 n34=4.875230450639292e-05 n35=2.558765690893056e-05 n36=2.781498248840495e-05 n37=1.995251265350388e-05 n38=1.888358930898957e-05 n39=1.570525192321027e-05 n40=1.244650970594967e-05 n41=1.228651662203435e-05 n42=8.666850435218234e-06 n43=4.184716947354761e-07 n44=8.348918140202291e-06 n45=1.595054990984641e-08 n46=2.114359321241221e-06 n47=2.381651728218809e-05 n48=1.220520955646428e-05 Q is here equal to 7.999999999993626 14.) nd: 6.973933664092845 Norm of Spectral functions:  0: 0.7326  1: 0.8927  2: 1.2291  3: 0.8367  4: 0.6664  5: 0.4951  6: 0.8925  7: 1.2653  8: 0.4527  9: 0.3694 10: 0.9993 11: 0.9978 12: 0.9968 13: 0.9986 14: 1.0035 15: 1.0056 16: 1.0029 17: 0.9961 18: 1.0012 19: 0.9826 20: 1.0010 21: 0.9848 22: 1.0002 23: 0.9986 24: 1.0005 25: 0.9995 26: 1.0027 27: 1.0022 28: 1.0024 29: 1.0029 30: 1.0001 31: 1.0042 32: 1.0007 33: 1.0000 34: 1.0002 35: 1.0013 36: 1.0005 37: 1.0005 38: 1.0006 39: 1.0006 40: 1.0006 41: 1.0006 42: 1.0006 43: 1.0002 44: 1.0006 45: 1.0005 46: 1.0007 47: 1.0002 48: 1.2669  0: 3.9771  1: 2.9969 14.) SelfConsistentStep 14.) Difference between steps: 0.001363 15.) DeterminSpectralFunctions ; lambda = -151.9397795972393 -0.9479591641852778 Q = 7.999999999999575 n0=7.461207277226391e-05 n1=6.457857196552218e-05 n2=4.211668854084453e-05 n3=4.432039860316535e-05 n4=1.954963341856825e-05 n5=5.900564472395939e-07 n6=1.651869257367212e-05 n7=7.521912293127466e-06 n8=8.239872672482822e-07 n9=0.0003006645768923159 n10=0.003170303203523864 n11=0.006984364947655524 n12=0.009066310888935386 n13=0.01065738368440663 n14=0.01205608520248791 n15=0.01343643964679579 n16=0.01469179810555193 n17=0.0001876775958566162 n18=0.000970352000229179 n19=7.431200902251546e-05 n20=0.8768826132932417 n21=0.004667495946766929 n22=0.0004533617057838081 n23=0.01572003512251745 n24=0.009407954975737204 n25=0.007624026436244792 n26=0.005427434630081039 n27=0.003895624577053557 n28=0.002202836260894347 n29=0.0007460604625974692 n30=0.0005585111686617014 n31=5.794136822457529e-05 n32=0.0002102871418794249 n33=4.251170476889111e-05 n34=4.874376344462553e-05 n35=2.558367084442918e-05 n36=2.781040076319088e-05 n37=1.994905941120212e-05 n38=1.888076898911792e-05 n39=1.570320023508244e-05 n40=1.244479056090964e-05 n41=1.228502933625919e-05 n42=8.665865056377614e-06 n43=4.184950149867586e-07 n44=8.347901972870564e-06 n45=1.596083884441316e-08 n46=2.114095448443095e-06 n47=2.381320875422801e-05 n48=1.220511963731734e-05 Q is here equal to 7.999999999999575 15.) nd: 6.973929566043264 Norm of Spectral functions:  0: 0.7326  1: 0.8930  2: 1.2295  3: 0.8370  4: 0.6668  5: 0.4955  6: 0.8933  7: 1.2659  8: 0.4527  9: 0.3695 10: 0.9993 11: 0.9978 12: 0.9968 13: 0.9986 14: 1.0036 15: 1.0056 16: 1.0029 17: 0.9960 18: 1.0011 19: 0.9825 20: 1.0010 21: 0.9846 22: 1.0002 23: 0.9986 24: 1.0005 25: 0.9996 26: 1.0027 27: 1.0022 28: 1.0024 29: 1.0029 30: 1.0001 31: 1.0042 32: 1.0008 33: 1.0000 34: 1.0002 35: 1.0013 36: 1.0005 37: 1.0005 38: 1.0006 39: 1.0006 40: 1.0006 41: 1.0006 42: 1.0006 43: 1.0002 44: 1.0006 45: 1.0005 46: 1.0007 47: 1.0002 48: 1.2662  0: 3.9771  1: 2.9969 15.) SelfConsistentStep 15.) Difference between steps: 0.0009607 Missing doping : 0 : 0.215948 1 : 0.121138