Sig = Sigma.000 Ac = Ac.inp Delta = None cix = out.cix out = . gloc = gloc.out sig = sig.inp susc = Susc.out Ed = [-23.5909,-22.4211] U = 6.5 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 51 0 0 v 2.76361 0.23639 3 10-2.6445116 18 0 0 16.0166 x 13 0.104898 x 14 0.391361 x 15 0.145535 x 16 3.37313 x 17 3.25828 x 20 0.765158 x 21 0.0229088 x 22 1.74362 x 23 1.21219 x 24 0.383219 x 25 0.715376 x 26 0.1757 x 27 0.689903 x 28 3.21596 x 29 0.14997 x 30 3.8223 x 13 9.24663 x 14 5.80631 x 15 2.63983 x 16 0.605774 x 17 2.86685 x 18 1.48327 x 19 4.15708 x 20 1.59313 x 21 0.675881 x 22 3.85565 x 23 4.98019 x 24 4.43287 x 25 9.29814 x 26 0.470664 x 27 0.503499 x 28 20.9719 x 29 0.226026 x 30 1 v 1.9222 1.0778 3 12-2.7455414 17 0 0 1.78493 x 13 14.9744 x 14 0.290526 x 15 2.70227 x 16 1.06436 x 19 3.20269 x 20 2.18708 x 21 0.661736 x 24 3.78987 x 25 3.5527 x 26 2.35749 x 27 0.0258967 x 28 11.321 x 29 1.01852 x 30 1.17099 x 13 0.550969 x 14 9.28533 x 15 6.24465 x 16 0.901503 x 17 1.59408 x 19 0.0189631 x 20 0.820631 x 21 0.122186 x 22 0.0349627 x 23 8.25719 x 24 0.0172231 x 25 2.1691 x 26 0.920105 x 27 1.27379 x 28 36.5632 x 29 13.1215 x 30 2 v 1.3251 1.6749 3 14-2.7110412 14 0 0 0.0524843 x 13 2.03868 x 14 14.9695 x 15 4.32866 x 16 5.58301 x 19 0.175008 x 20 0.0581601 x 24 0.309088 x 26 4.98256 x 27 5.47043 x 28 15.0203 x 29 12.4607 x 30 0.0935142 x 13 0.711369 x 14 0.133771 x 15 9.50295 x 16 4.22677 x 19 0.149353 x 20 0.686215 x 21 1.12397 x 24 0.164558 x 25 5.11252 x 26 0.00311073 x 27 0.530955 x 28 42.5668 x 29 23.5455 x 30 3 v 2.65933 0.340671 3 4-1.5354711 12 0 0 3.08796 x 13 5.96154 x 17 0.49277 x 18 0.0823874 x 20 0.0312016 x 21 0.292289 x 22 0.220447 x 23 0.440082 x 25 0.00916561 x 28 1.22631 x 29 1.51853 x 30 0.110732 x 13 0.976534 x 14 0.0315685 x 17 0.187858 x 20 3.04867 x 21 3.3907 x 22 0.326381 x 23 1.08898 x 25 1.85099 x 27 1.00369 x 28 9.088 x 29 9.5332 x 30 4 v 2.12329 0.876706 3 10-1.7304816 18 0 0 0.0291849 x 13 0.25111 x 14 0.718319 x 15 1.26468 x 16 0.921036 x 17 9.37845 x 20 3.24241 x 21 1.27241 x 22 0.653418 x 23 2.94438 x 24 1.32109 x 25 3.68681 x 26 1.78731 x 27 0.303749 x 28 9.14149 x 29 1.85114 x 30 0.0464405 x 13 0.154685 x 14 0.207923 x 15 0.570593 x 16 0.0159285 x 17 0.044587 x 18 6.14253 x 19 0.025556 x 20 0.0403628 x 21 0.448717 x 22 0.000513417 x 23 0.272344 x 24 0.609315 x 25 0.311173 x 26 2.99111 x 27 1.35089 x 28 47.8316 x 29 10.1686 x 30 5 v 2.05893 0.941069 3 6-1.6342913 15 0 0 2.4162 x 13 2.64987 x 14 1.97987 x 17 1.72267 x 18 0.614828 x 20 1.06753 x 21 0.855643 x 22 1.6935 x 23 1.25761 x 25 0.362656 x 27 0.00909192 x 28 5.01851 x 29 3.99843 x 30 0.164941 x 13 0.291244 x 14 1.23845 x 15 0.309073 x 17 0.0999439 x 18 0.706853 x 20 0.633464 x 21 1.19204 x 22 0.306212 x 23 0.634191 x 24 0.0714431 x 25 0.0409602 x 27 3.70581 x 28 20.0736 x 29 12.8853 x 30 6 v 1.89989 1.10011 3 4-1.614511 12 0 0 0.144532 x 13 0.880476 x 17 2.76403 x 18 2.96831 x 20 2.61802 x 21 0.453031 x 22 0.0748946 x 23 0.167714 x 25 0.890833 x 28 1.58152 x 29 3.85706 x 30 0.00745257 x 13 0.0528975 x 14 0.244106 x 17 0.156495 x 20 0.133641 x 21 0.219581 x 22 0.000317967 x 23 0.110546 x 25 3.73057 x 27 2.50511 x 28 10.7872 x 29 9.65164 x 30 7 v 2.31752 0.682476 3 6-1.1417313 15 0 0 5.08961 x 13 1.26202 x 14 1.07415 x 17 1.6088 x 18 0.223457 x 20 0.37559 x 21 0.00221382 x 22 2.65857 x 23 0.377373 x 25 0.0272357 x 27 0.0239651 x 28 6.17174 x 29 3.20011 x 30 0.223713 x 13 2.13325 x 14 2.05941 x 15 0.647725 x 17 0.115739 x 18 0.368761 x 20 1.06416 x 21 0.057149 x 22 0.00367355 x 23 0.17756 x 24 0.537176 x 25 0.012953 x 27 0.0015823 x 28 30.9792 x 29 5.52306 x 30 8 v 1.74725 1.25275 3 8-1.3473615 17 0 0 1.14733 x 13 5.99431 x 14 0.190729 x 15 0.0619935 x 17 0.165902 x 18 1.42284 x 20 0.864659 x 21 0.283361 x 22 1.10248 x 23 0.328255 x 24 1.73291 x 25 0.369704 x 27 0.0508699 x 28 15.1564 x 29 5.15028 x 30 0.128603 x 13 0.00125972 x 14 3.01969 x 15 0.28258 x 16 0.0645526 x 17 0.0496815 x 18 0.0371517 x 20 0.00741761 x 21 0.0935422 x 22 0.000907379 x 23 0.713232 x 24 0.0426997 x 25 0.402766 x 26 0.372305 x 27 3.90172 x 28 29.5241 x 29 15.3358 x 30 9 v 1.14912 1.85088 3 8-1.4086215 17 0 0 0.21436 x 13 0.812099 x 14 0.331378 x 15 0.186629 x 17 0.160886 x 18 0.4167 x 20 0.00149691 x 21 0.476983 x 22 0.405633 x 23 4.76476 x 24 0.0264677 x 25 0.0567569 x 27 0.0153056 x 28 21.5483 x 29 9.38921 x 30 0.0283113 x 13 0.0122309 x 14 0.575254 x 15 1.26781 x 16 1.29236e-05 x 17 0.0872334 x 18 0.000745946 x 20 0.302344 x 21 0.0676709 x 22 0.0880759 x 23 0.733348 x 24 0.0108126 x 25 1.20967 x 26 0.00806041 x 27 0.331462 x 28 26.5957 x 29 17.8742 x 30 10 v 1.49468 1.50532 3 4-1.1123611 12 0 0 0.0388496 x 13 0.0016628 x 17 0.0891983 x 18 1.03473 x 20 0.571441 x 21 0.258404 x 22 1.01301 x 23 0.273848 x 25 1.78689 x 28 6.53198 x 29 6.42125 x 30 0.00118583 x 13 0.020376 x 14 0.0161304 x 17 0.232072 x 20 0.0898078 x 21 0.0240637 x 22 0.0412247 x 23 0.016173 x 25 0.269817 x 27 0.111152 x 28 11.3682 x 29 13.7886 x 30 11 v 1.22456 1.77544 3 10-1.2518316 18 0 0 0.0986655 x 13 1.26086 x 14 5.14952 x 15 0.37048 x 16 0.117293 x 17 0.000427424 x 20 1.13717 x 21 0.330571 x 22 0.101216 x 23 0.316143 x 24 0.164883 x 25 0.557224 x 26 2.18007 x 27 0.00430911 x 28 24.4061 x 29 11.5595 x 30 0.022923 x 13 0.028199 x 14 0.127083 x 15 4.13377 x 16 0.022358 x 17 0.0233635 x 18 1.01749 x 19 0.176945 x 20 0.0152864 x 21 0.047213 x 22 0.0486788 x 23 0.0703899 x 24 0.10867 x 25 2.25802 x 26 0.0171471 x 27 0.133885 x 28 30.2887 x 29 23.7054 x 30 12 v 1.08814 1.91186 3 268-0.44581218 18 0 0 0.0387182 x 13 0.312213 x 14 6.99849 x 15 20.7925 x 16 2.50331 x 17 1.46854 x 18 24.7588 x 19 5.76471 x 20 5.74246 x 21 8.26467 x 22 4.95233 x 23 20.6813 x 24 10.2487 x 25 26.565 x 26 13.3742 x 27 9.59689 x 28 571.094 x 29 583.221 x 30 0.019163 x 13 0.159671 x 14 0.506785 x 15 5.75353 x 16 0.0801085 x 17 0.23979 x 18 22.1297 x 19 1.23926 x 20 0.960583 x 21 1.14872 x 22 0.674235 x 23 4.0705 x 24 0.605708 x 25 3.8523 x 26 7.63847 x 27 1.76909 x 28 655.928 x 29 924.845 x 30 13 v 3.35106 0.64894 4 9-4.3645617 20 13 13 10.495 x 31 0.447466 x 32 0.286253 x 33 0.836812 x 34 0.23019 x 36 1.00296 x 37 0.0604855 x 38 0.231807 x 39 0.0199962 x 41 1.36287 x 42 0.909801 x 44 1.33362 x 45 1.52904 x 46 1.16074 x 47 0.547428 x 48 3.07835 x 49 0.307335 x 50 2.95635 x 31 7.12201 x 32 5.21324 x 33 3.07857 x 34 2.36972 x 35 1.99015 x 36 2.82038 x 37 0.692001 x 38 0.875407 x 39 0.64658 x 40 0.106812 x 41 0.328219 x 42 13.14 x 43 0.0207482 x 44 1.68936 x 45 5.36764 x 46 9.04459 x 47 0.432188 x 48 7.77158 x 49 0.493614 x 50 16.0166 x 0 1.78493 x 1 0.0524843 x 2 3.08796 x 3 0.0291849 x 4 2.4162 x 5 0.144532 x 6 5.08961 x 7 1.14733 x 8 0.21436 x 9 0.0388496 x 10 0.0986655 x 11 0.0387182 x 12 3.8223 x 0 1.17099 x 1 0.0935142 x 2 0.110732 x 3 0.0464405 x 4 0.164941 x 5 0.00745257 x 6 0.223713 x 7 0.128603 x 8 0.0283113 x 9 0.00118583 x 10 0.022923 x 11 0.019163 x 12 14 v 2.69641 1.30359 4 11-4.4782217 19 10 13 1.3264 x 31 10.7807 x 32 0.0693576 x 33 1.64438 x 36 2.47766 x 37 0.908138 x 38 1.49503 x 39 0.356916 x 40 0.300761 x 41 0.0216943 x 42 3.53154 x 43 0.0287232 x 45 1.492 x 46 3.26262 x 47 1.24327 x 48 6.00394 x 49 1.39603 x 50 1.80721 x 31 0.224591 x 32 6.72387 x 33 0.880274 x 34 6.62226 x 36 0.759053 x 37 2.09977 x 38 1.55242 x 39 0.320826 x 40 0.586117 x 41 4.94199 x 42 0.503943 x 43 2.41817 x 44 3.44351 x 45 2.74879 x 46 0.586379 x 47 0.305043 x 48 22.4236 x 49 14.7123 x 50 0.104898 x 0 14.9744 x 1 2.03868 x 2 0.25111 x 4 2.64987 x 5 1.26202 x 7 5.99431 x 8 0.812099 x 9 1.26086 x 11 0.312213 x 12 9.24663 x 0 0.550969 x 1 0.711369 x 2 0.976534 x 3 0.154685 x 4 0.291244 x 5 0.0528975 x 6 2.13325 x 7 0.00125972 x 8 0.0122309 x 9 0.020376 x 10 0.028199 x 11 0.159671 x 12 15 v 2.23384 1.76616 4 13-4.4724514 17 8 10 1.77433 x 32 12.1564 x 33 0.425027 x 36 4.33399 x 38 4.32753 x 39 1.31528 x 40 1.80123 x 41 0.51375 x 43 0.145381 x 45 0.0221257 x 46 0.812342 x 47 0.060685 x 48 9.83783 x 49 11.434 x 50 0.133811 x 31 1.37938 x 32 0.0173061 x 33 7.03332 x 36 0.595963 x 37 6.29055 x 38 0.870832 x 39 1.09646 x 40 1.04817 x 41 0.336376 x 42 0.19879 x 43 1.18807 x 45 0.693208 x 46 1.81557 x 47 5.48236 x 48 27.0282 x 49 25.8312 x 50 0.391361 x 0 0.290526 x 1 14.9695 x 2 0.718319 x 4 0.190729 x 8 0.331378 x 9 5.14952 x 11 6.99849 x 12 5.80631 x 0 9.28533 x 1 0.133771 x 2 0.207923 x 4 1.23845 x 5 2.05941 x 7 3.01969 x 8 0.575254 x 9 0.127083 x 11 0.506785 x 12 16 v 1.97361 2.02639 4 15-4.3530111 14 6 8 1.55116 x 33 13.0824 x 36 4.9179 x 38 6.78368 x 40 6.69036 x 41 0.267337 x 43 0.00900676 x 45 0.275236 x 46 0.159397 x 47 3.46634 x 49 23.1928 x 50 0.113311 x 32 0.876133 x 33 0.0101726 x 36 7.859 x 38 0.486747 x 39 3.77013 x 40 1.07113 x 41 1.19259 x 43 0.0539422 x 45 0.986382 x 46 0.765176 x 47 0.320851 x 48 25.5644 x 49 46.534 x 50 0.145535 x 0 2.70227 x 1 4.32866 x 2 1.26468 x 4 0.37048 x 11 20.7925 x 12 2.63983 x 0 6.24465 x 1 9.50295 x 2 0.570593 x 4 0.28258 x 8 1.26781 x 9 4.13377 x 11 5.75353 x 12 17 v 3.41222 0.587781 4 5-3.0698314 15 11 12 3.71312 x 31 0.186309 x 32 0.251175 x 33 0.0964903 x 34 0.598329 x 35 3.33364 x 37 0.0160914 x 39 0.000793023 x 41 0.496211 x 42 0.0609648 x 44 0.039196 x 45 0.047036 x 48 2.10299 x 49 1.99653 x 50 0.316604 x 31 1.08522 x 32 0.000299304 x 33 0.290828 x 34 0.209902 x 36 0.017983 x 37 3.67311 x 39 2.88024 x 41 0.0554883 x 42 0.0852505 x 44 1.17027 x 45 0.404608 x 46 0.317444 x 48 16.9867 x 49 9.56702 x 50 3.37313 x 0 5.96154 x 3 0.921036 x 4 1.97987 x 5 0.880476 x 6 1.07415 x 7 0.0619935 x 8 0.186629 x 9 0.0016628 x 10 0.117293 x 11 2.50331 x 12 0.605774 x 0 0.901503 x 1 0.0315685 x 3 0.0159285 x 4 0.309073 x 5 0.244106 x 6 0.647725 x 7 0.0645526 x 8 1.29236e-05 x 9 0.0161304 x 10 0.022358 x 11 0.0801085 x 12 18 v 2.82427 1.17573 4 3-3.4462410 11 8 8 0.787229 x 31 0.49608 x 32 1.94142 x 34 1.37487 x 37 0.020385 x 39 0.040825 x 42 0.0571897 x 44 0.113995 x 48 1.80769 x 49 2.88748 x 50 0.0143018 x 31 0.362939 x 32 0.472947 x 33 1.25738 x 37 2.36577 x 39 0.56083 x 41 0.695335 x 42 0.0174837 x 45 1.19832 x 48 10.982 x 49 2.54544 x 50 0.49277 x 3 1.72267 x 5 2.76403 x 6 1.6088 x 7 0.165902 x 8 0.160886 x 9 0.0891983 x 10 1.46854 x 12 2.86685 x 0 0.044587 x 4 0.0999439 x 5 0.115739 x 7 0.0496815 x 8 0.0872334 x 9 0.0233635 x 11 0.23979 x 12 19 v 1.84742 2.15258 4 17-4.16588 8 10 3 6 0.783943 x 36 10.7556 x 38 21.9735 x 40 0.131183 x 43 0.0176077 x 46 0.295438 x 47 2.66364 x 49 33.9728 x 50 0.0444289 x 33 0.39035 x 36 0.0437342 x 38 8.05554 x 40 0.28999 x 41 1.88427 x 43 0.0189339 x 46 0.854821 x 47 20.35 x 49 67.4739 x 50 1.06436 x 1 5.58301 x 2 24.7588 x 12 1.48327 x 0 1.59408 x 1 4.22677 x 2 6.14253 x 4 1.01749 x 11 22.1297 x 12 20 v 3.17142 0.828576 4 9-3.0169417 20 13 13 0.115047 x 31 0.400116 x 32 0.0287026 x 33 1.8277 x 34 1.42649 x 36 5.36944 x 37 0.00122327 x 38 0.914759 x 39 0.237007 x 41 2.36283 x 42 0.546927 x 44 0.321713 x 45 2.57135 x 46 0.539172 x 47 0.345473 x 48 5.20097 x 49 3.24814 x 50 0.000137908 x 31 0.0116596 x 32 0.275964 x 33 0.3587 x 34 0.169605 x 35 0.0208175 x 36 0.0741016 x 37 2.95909 x 38 1.58354 x 39 3.94358 x 40 0.0358647 x 41 0.137674 x 42 0.240027 x 43 1.42937 x 44 0.415426 x 45 0.545988 x 46 0.135288 x 47 1.7016 x 48 26.095 x 49 24.4092 x 50 3.25828 x 0 3.20269 x 1 0.175008 x 2 0.0823874 x 3 9.37845 x 4 0.614828 x 5 2.96831 x 6 0.223457 x 7 1.42284 x 8 0.4167 x 9 1.03473 x 10 0.000427424 x 11 5.76471 x 12 4.15708 x 0 0.0189631 x 1 0.149353 x 2 0.187858 x 3 0.025556 x 4 0.706853 x 5 0.156495 x 6 0.368761 x 7 0.0371517 x 8 0.000745946 x 9 0.232072 x 10 0.176945 x 11 1.23926 x 12 21 v 2.65775 1.34225 4 7-3.3428916 18 12 13 0.175725 x 31 1.58803 x 32 1.46995 x 33 3.42758 x 34 1.36316 x 35 0.374355 x 36 0.25332 x 37 2.03924 x 39 0.234523 x 41 1.1845e-05 x 42 0.0235578 x 44 0.809627 x 45 0.336426 x 46 0.0185916 x 48 5.42828 x 49 5.8533 x 50 0.115833 x 31 0.029753 x 32 0.401135 x 33 0.0233563 x 34 0.412872 x 35 0.924178 x 36 0.84548 x 37 1.81808 x 38 0.0168725 x 39 4.05186 x 41 0.214301 x 42 0.707197 x 44 0.76968 x 45 0.000694304 x 46 0.0111283 x 47 0.0529789 x 48 15.6839 x 49 20.5248 x 50 0.765158 x 0 2.18708 x 1 0.0312016 x 3 3.24241 x 4 1.06753 x 5 2.61802 x 6 0.37559 x 7 0.864659 x 8 0.00149691 x 9 0.571441 x 10 1.13717 x 11 5.74246 x 12 1.59313 x 0 0.820631 x 1 0.686215 x 2 3.04867 x 3 0.0403628 x 4 0.633464 x 5 0.133641 x 6 1.06416 x 7 0.00741761 x 8 0.302344 x 9 0.0898078 x 10 0.0152864 x 11 0.960583 x 12 22 v 2.5025 1.4975 4 5-3.325613 15 11 12 0.0189495 x 31 0.0942482 x 32 0.282713 x 33 0.800368 x 34 2.43416 x 35 0.793111 x 37 2.53821 x 39 2.0699 x 41 0.0682493 x 42 0.182181 x 45 0.0192345 x 48 5.82401 x 49 2.36214 x 50 0.000901346 x 31 0.0256006 x 32 0.176305 x 33 0.441425 x 34 0.509013 x 36 0.0333021 x 37 0.202333 x 39 3.18908 x 41 0.0007011 x 42 0.65448 x 44 0.0944247 x 45 0.0149666 x 46 0.00316181 x 48 10.7966 x 49 16.3701 x 50 0.0229088 x 0 0.292289 x 3 1.27241 x 4 0.855643 x 5 0.453031 x 6 0.00221382 x 7 0.283361 x 8 0.476983 x 9 0.258404 x 10 0.330571 x 11 8.26467 x 12 0.675881 x 0 0.122186 x 1 3.3907 x 3 0.448717 x 4 1.19204 x 5 0.219581 x 6 0.057149 x 7 0.0935422 x 8 0.0676709 x 9 0.0240637 x 10 0.047213 x 11 1.14872 x 12 23 v 2.92383 1.07617 4 5-2.9633314 15 11 12 1.70972 x 31 1.747 x 32 0.0951962 x 33 1.85608 x 34 0.512212 x 35 0.363332 x 37 0.0196506 x 39 0.303104 x 41 0.519638 x 42 0.214528 x 44 0.108157 x 45 0.00371406 x 48 3.29829 x 49 4.63021 x 50 0.17755 x 31 1.23246 x 32 2.45723 x 33 0.504939 x 34 1.02831 x 36 0.870956 x 37 0.00180158 x 39 0.101915 x 41 1.15593 x 42 0.186654 x 44 0.434245 x 45 1.09158 x 46 0.110008 x 48 16.5454 x 49 8.72011 x 50 1.74362 x 0 0.220447 x 3 0.653418 x 4 1.6935 x 5 0.0748946 x 6 2.65857 x 7 1.10248 x 8 0.405633 x 9 1.01301 x 10 0.101216 x 11 4.95233 x 12 3.85565 x 0 0.0349627 x 1 0.326381 x 3 0.000513417 x 4 0.306212 x 5 0.000317967 x 6 0.00367355 x 7 0.000907379 x 8 0.0880759 x 9 0.0412247 x 10 0.0486788 x 11 0.674235 x 12 24 v 2.38207 1.61793 4 13-3.3015513 17 8 10 0.0236356 x 32 0.069277 x 33 0.00222613 x 36 0.00135282 x 38 0.0481408 x 39 0.0544483 x 40 3.7734 x 43 11.7649 x 45 1.99359 x 46 4.59007 x 47 0.00848809 x 48 20.0039 x 49 4.6995 x 50 6.69441e-05 x 31 0.0449878 x 32 0.0160593 x 33 0.0121449 x 36 0.0236952 x 37 0.0146611 x 38 0.021455 x 39 0.00281239 x 40 0.0105661 x 41 0.0467802 x 42 0.178787 x 43 3.03907 x 45 0.74522 x 46 0.0261886 x 47 0.187906 x 48 50.4395 x 49 28.1569 x 50 1.21219 x 0 0.661736 x 1 0.0581601 x 2 2.94438 x 4 0.328255 x 8 4.76476 x 9 0.316143 x 11 20.6813 x 12 4.98019 x 0 8.25719 x 1 1.12397 x 2 0.272344 x 4 0.634191 x 5 0.17756 x 7 0.713232 x 8 0.733348 x 9 0.0703899 x 11 4.0705 x 12 25 v 2.8834 1.1166 4 7-2.9120416 18 12 13 2.07208 x 31 2.72193 x 32 0.489058 x 33 0.233939 x 34 0.473621 x 35 0.00697063 x 36 1.19348 x 37 0.0082088 x 39 0.25437 x 41 0.0048365 x 42 0.35376 x 44 0.382502 x 45 0.00479417 x 46 0.116408 x 48 9.05726 x 49 4.44293 x 50 0.405778 x 31 0.125792 x 32 1.43974 x 33 0.0994449 x 34 0.140805 x 35 2.3237 x 36 0.250812 x 37 1.01869 x 38 1.21579 x 39 1.46906 x 41 0.217002 x 42 0.82742 x 44 1.15448 x 45 0.00156077 x 46 0.917013 x 47 0.114353 x 48 22.3945 x 49 14.0676 x 50 0.383219 x 0 3.78987 x 1 0.440082 x 3 1.32109 x 4 1.25761 x 5 0.167714 x 6 0.377373 x 7 1.73291 x 8 0.0264677 x 9 0.273848 x 10 0.164883 x 11 10.2487 x 12 4.43287 x 0 0.0172231 x 1 0.164558 x 2 1.08898 x 3 0.609315 x 4 0.0714431 x 5 0.110546 x 6 0.537176 x 7 0.0426997 x 8 0.0108126 x 9 0.016173 x 10 0.10867 x 11 0.605708 x 12 26 v 2.35908 1.64092 4 15-3.1816111 14 6 8 0.0920689 x 33 0.246185 x 36 0.00485858 x 38 0.0358013 x 40 0.205351 x 41 7.22128 x 43 0.000851879 x 45 11.0288 x 46 7.16943 x 47 12.9381 x 49 15.671 x 50 0.00716458 x 32 0.0476566 x 33 0.0272791 x 36 0.0929644 x 38 0.0386016 x 39 0.073808 x 40 0.0513879 x 41 0.422446 x 43 0.0966615 x 45 3.07767 x 46 0.500035 x 47 0.0850106 x 48 40.8759 x 49 49.9894 x 50 0.715376 x 0 3.5527 x 1 0.309088 x 2 3.68681 x 4 0.557224 x 11 26.565 x 12 9.29814 x 0 2.1691 x 1 5.11252 x 2 0.311173 x 4 0.402766 x 8 1.20967 x 9 2.25802 x 11 3.8523 x 12 27 v 2.33397 1.66603 4 11-3.1909617 19 10 13 0.0148186 x 31 0.108974 x 32 0.352332 x 33 0.0974598 x 36 0.992124 x 37 1.65127 x 38 5.24636 x 39 2.64349 x 40 5.51308 x 41 0.0695205 x 42 0.589458 x 43 0.0708361 x 45 0.0193625 x 46 0.416829 x 47 0.788028 x 48 13.0149 x 49 8.73737 x 50 0.00610188 x 31 0.00235888 x 32 0.000610839 x 33 0.123178 x 34 0.268737 x 36 0.227208 x 37 0.0847142 x 38 0.0402218 x 39 6.1051 x 40 1.90031 x 41 0.0539235 x 42 0.477568 x 43 0.0164873 x 44 0.258628 x 45 0.0555145 x 46 0.0708318 x 47 0.000101165 x 48 22.0021 x 49 37.9798 x 50 0.1757 x 0 2.35749 x 1 4.98256 x 2 1.78731 x 4 0.362656 x 5 0.0272357 x 7 0.369704 x 8 0.0567569 x 9 2.18007 x 11 13.3742 x 12 0.470664 x 0 0.920105 x 1 0.00311073 x 2 1.85099 x 3 2.99111 x 4 0.0409602 x 5 3.73057 x 6 0.012953 x 7 0.372305 x 8 0.00806041 x 9 0.269817 x 10 0.0171471 x 11 7.63847 x 12 28 v 2.09748 1.90252 4 9-3.3545317 20 13 13 0.0784273 x 31 0.942527 x 32 2.78418 x 33 0.183984 x 34 1.05196 x 36 0.843935 x 37 0.0329973 x 38 2.81461 x 39 0.00517432 x 41 3.04494 x 42 0.425662 x 44 0.268175 x 45 0.419898 x 46 0.137145 x 47 0.246979 x 48 7.98704 x 49 13.8549 x 50 0.0418053 x 31 0.162653 x 32 0.0409824 x 33 0.0288608 x 34 0.0167441 x 35 1.05949 x 36 0.0107388 x 37 0.120545 x 38 0.244047 x 39 0.23171 x 40 1.39605 x 41 0.00587691 x 42 0.463777 x 43 0.302452 x 44 0.363272 x 45 0.111735 x 46 0.468374 x 47 1.30783 x 48 20.6951 x 49 27.8051 x 50 0.689903 x 0 0.0258967 x 1 5.47043 x 2 0.00916561 x 3 0.303749 x 4 0.00909192 x 5 0.890833 x 6 0.0239651 x 7 0.0508699 x 8 0.0153056 x 9 1.78689 x 10 0.00430911 x 11 9.59689 x 12 0.503499 x 0 1.27379 x 1 0.530955 x 2 1.00369 x 3 1.35089 x 4 3.70581 x 5 2.50511 x 6 0.0015823 x 7 3.90172 x 8 0.331462 x 9 0.111152 x 10 0.133885 x 11 1.76909 x 12 29 v 1.6621 2.3379 4 416-1.9685820 20 13 13 3.16202 x 31 5.52008 x 32 7.93154 x 33 1.98368 x 34 1.09381 x 35 8.90215 x 36 2.46261 x 37 10.4415 x 38 3.53463 x 39 6.81665 x 40 7.28805 x 41 9.8228 x 42 37.7977 x 43 6.88913 x 44 12.6773 x 45 11.7635 x 46 21.9177 x 47 12.8716 x 48 596.73 x 49 1034.96 x 50 0.303601 x 31 0.791771 x 32 1.9321 x 33 0.401934 x 34 0.293147 x 35 4.56581 x 36 0.647242 x 37 8.05194 x 38 1.87859 x 39 10.2824 x 40 3.8439 x 41 1.42306 x 42 4.39175 x 43 0.822391 x 44 3.31127 x 45 4.81383 x 46 7.29686 x 47 4.94692 x 48 575.089 x 49 1720.34 x 50 3.21596 x 0 11.321 x 1 15.0203 x 2 1.22631 x 3 9.14149 x 4 5.01851 x 5 1.58152 x 6 6.17174 x 7 15.1564 x 8 21.5483 x 9 6.53198 x 10 24.4061 x 11 571.094 x 12 20.9719 x 0 36.5632 x 1 42.5668 x 2 9.088 x 3 47.8316 x 4 20.0736 x 5 10.7872 x 6 30.9792 x 7 29.5241 x 8 26.5957 x 9 11.3682 x 10 30.2887 x 11 655.928 x 12 30 v 1.49373 2.50627 4 431-0.64377620 20 13 13 0.0405356 x 31 0.403765 x 32 1.8774 x 33 0.524555 x 34 0.0995991 x 35 3.97173 x 36 1.02082 x 37 2.02595 x 38 1.25858 x 39 0.561292 x 40 1.7122 x 41 2.20736 x 42 1.33858 x 43 2.9317 x 44 4.01842 x 45 7.27256 x 46 5.48364 x 47 6.23959 x 48 310.663 x 49 1588.55 x 50 0.0105452 x 31 0.0426224 x 32 0.0766358 x 33 0.055756 x 34 0.0221941 x 35 0.758143 x 36 0.0841965 x 37 3.7185 x 38 0.41888 x 39 4.92965 x 40 0.770237 x 41 0.365399 x 42 1.74148 x 43 0.116074 x 44 0.339339 x 45 0.57516 x 46 1.56299 x 47 0.763256 x 48 239.165 x 49 2112.27 x 50 0.14997 x 0 1.01852 x 1 12.4607 x 2 1.51853 x 3 1.85114 x 4 3.99843 x 5 3.85706 x 6 3.20011 x 7 5.15028 x 8 9.38921 x 9 6.42125 x 10 11.5595 x 11 583.221 x 12 0.226026 x 0 13.1215 x 1 23.5455 x 2 9.5332 x 3 10.1686 x 4 12.8853 x 5 9.65164 x 6 5.52306 x 7 15.3358 x 8 17.8742 x 9 13.7886 x 10 23.7054 x 11 924.845 x 12 31 v 3.95153 1.04847 5 6-6.0565 0 0 13 15 10.495 x 13 1.3264 x 14 3.71312 x 17 0.787229 x 18 0.115047 x 20 0.175725 x 21 0.0189495 x 22 1.70972 x 23 2.07208 x 25 0.0148186 x 27 0.0784273 x 28 3.16202 x 29 0.0405356 x 30 2.95635 x 13 1.80721 x 14 0.133811 x 15 0.316604 x 17 0.0143018 x 18 0.000137908 x 20 0.115833 x 21 0.000901346 x 22 0.17755 x 23 6.69441e-05 x 24 0.405778 x 25 0.00610188 x 27 0.0418053 x 28 0.303601 x 29 0.0105452 x 30 32 v 3.40443 1.59557 5 8-6.20782 0 0 15 17 0.447466 x 13 10.7807 x 14 1.77433 x 15 0.186309 x 17 0.49608 x 18 0.400116 x 20 1.58803 x 21 0.0942482 x 22 1.747 x 23 0.0236356 x 24 2.72193 x 25 0.108974 x 27 0.942527 x 28 5.52008 x 29 0.403765 x 30 7.12201 x 13 0.224591 x 14 1.37938 x 15 0.113311 x 16 1.08522 x 17 0.362939 x 18 0.0116596 x 20 0.029753 x 21 0.0256006 x 22 1.23246 x 23 0.0449878 x 24 0.125792 x 25 0.00716458 x 26 0.00235888 x 27 0.162653 x 28 0.791771 x 29 0.0426224 x 30 33 v 2.9787 2.0213 5 10-6.26836 0 0 16 18 0.286253 x 13 0.0693576 x 14 12.1564 x 15 1.55116 x 16 0.251175 x 17 0.0287026 x 20 1.46995 x 21 0.282713 x 22 0.0951962 x 23 0.069277 x 24 0.489058 x 25 0.0920689 x 26 0.352332 x 27 2.78418 x 28 7.93154 x 29 1.8774 x 30 5.21324 x 13 6.72387 x 14 0.0173061 x 15 0.876133 x 16 0.000299304 x 17 0.472947 x 18 0.0444289 x 19 0.275964 x 20 0.401135 x 21 0.176305 x 22 2.45723 x 23 0.0160593 x 24 1.43974 x 25 0.0476566 x 26 0.000610839 x 27 0.0409824 x 28 1.9321 x 29 0.0766358 x 30 34 v 3.42816 1.57184 5 4-5.70011 0 0 11 12 0.836812 x 13 0.0964903 x 17 1.94142 x 18 1.8277 x 20 3.42758 x 21 0.800368 x 22 1.85608 x 23 0.233939 x 25 0.183984 x 28 1.98368 x 29 0.524555 x 30 3.07857 x 13 0.880274 x 14 0.290828 x 17 0.3587 x 20 0.0233563 x 21 0.441425 x 22 0.504939 x 23 0.0994449 x 25 0.123178 x 27 0.0288608 x 28 0.401934 x 29 0.055756 x 30 35 v 3.28745 1.71255 5 2-5.80001 0 0 7 7 0.598329 x 17 1.36316 x 21 2.43416 x 22 0.512212 x 23 0.473621 x 25 1.09381 x 29 0.0995991 x 30 2.36972 x 13 0.169605 x 20 0.412872 x 21 0.140805 x 25 0.0167441 x 28 0.293147 x 29 0.0221941 x 30 36 v 2.68715 2.31285 5 12-6.24318 0 0 14 17 0.23019 x 13 1.64438 x 14 0.425027 x 15 13.0824 x 16 0.783943 x 19 1.42649 x 20 0.374355 x 21 0.00222613 x 24 0.00697063 x 25 0.246185 x 26 0.0974598 x 27 1.05196 x 28 8.90215 x 29 3.97173 x 30 1.99015 x 13 6.62226 x 14 7.03332 x 15 0.0101726 x 16 0.209902 x 17 0.39035 x 19 0.0208175 x 20 0.924178 x 21 0.509013 x 22 1.02831 x 23 0.0121449 x 24 2.3237 x 25 0.0272791 x 26 0.268737 x 27 1.05949 x 28 4.56581 x 29 0.758143 x 30 37 v 3.58023 1.41977 5 6-5.5545 0 0 13 15 1.00296 x 13 2.47766 x 14 3.33364 x 17 1.37487 x 18 5.36944 x 20 0.25332 x 21 0.793111 x 22 0.363332 x 23 1.19348 x 25 0.992124 x 27 0.843935 x 28 2.46261 x 29 1.02082 x 30 2.82038 x 13 0.759053 x 14 0.595963 x 15 0.017983 x 17 1.25738 x 18 0.0741016 x 20 0.84548 x 21 0.0333021 x 22 0.870956 x 23 0.0236952 x 24 0.250812 x 25 0.227208 x 27 0.0107388 x 28 0.647242 x 29 0.0841965 x 30 38 v 2.50967 2.49033 5 14-6.15146 0 0 12 14 0.0604855 x 13 0.908138 x 14 4.33399 x 15 4.9179 x 16 10.7556 x 19 0.00122327 x 20 0.00135282 x 24 0.00485858 x 26 1.65127 x 27 0.0329973 x 28 10.4415 x 29 2.02595 x 30 0.692001 x 13 2.09977 x 14 6.29055 x 15 7.859 x 16 0.0437342 x 19 2.95909 x 20 1.81808 x 21 0.0146611 x 24 1.01869 x 25 0.0929644 x 26 0.0847142 x 27 0.120545 x 28 8.05194 x 29 3.7185 x 30 39 v 3.06417 1.93583 5 8-5.7226 0 0 15 17 0.231807 x 13 1.49503 x 14 4.32753 x 15 0.0160914 x 17 0.020385 x 18 0.914759 x 20 2.03924 x 21 2.53821 x 22 0.0196506 x 23 0.0481408 x 24 0.0082088 x 25 5.24636 x 27 2.81461 x 28 3.53463 x 29 1.25858 x 30 0.875407 x 13 1.55242 x 14 0.870832 x 15 0.486747 x 16 3.67311 x 17 2.36577 x 18 1.58354 x 20 0.0168725 x 21 0.202333 x 22 0.00180158 x 23 0.021455 x 24 1.21579 x 25 0.0386016 x 26 0.0402218 x 27 0.244047 x 28 1.87859 x 29 0.41888 x 30 40 v 2.53382 2.46618 5 16-5.94104 0 0 9 12 0.356916 x 14 1.31528 x 15 6.78368 x 16 21.9735 x 19 0.0544483 x 24 0.0358013 x 26 2.64349 x 27 6.81665 x 29 0.561292 x 30 0.64658 x 13 0.320826 x 14 1.09646 x 15 3.77013 x 16 8.05554 x 19 3.94358 x 20 0.00281239 x 24 0.073808 x 26 6.1051 x 27 0.23171 x 28 10.2824 x 29 4.92965 x 30 41 v 2.66361 2.33639 5 10-5.7689 0 0 15 18 0.0199962 x 13 0.300761 x 14 1.80123 x 15 6.69036 x 16 0.000793023 x 17 0.237007 x 20 0.234523 x 21 2.0699 x 22 0.303104 x 23 0.25437 x 25 0.205351 x 26 5.51308 x 27 0.00517432 x 28 7.28805 x 29 1.7122 x 30 0.106812 x 13 0.586117 x 14 1.04817 x 15 1.07113 x 16 2.88024 x 17 0.56083 x 18 0.28999 x 19 0.0358647 x 20 4.05186 x 21 3.18908 x 22 0.101915 x 23 0.0105661 x 24 1.46906 x 25 0.0513879 x 26 1.90031 x 27 1.39605 x 28 3.8439 x 29 0.770237 x 30 42 v 3.33697 1.66303 5 6-4.96414 0 0 13 15 1.36287 x 13 0.0216943 x 14 0.496211 x 17 0.040825 x 18 2.36283 x 20 1.1845e-05 x 21 0.0682493 x 22 0.519638 x 23 0.0048365 x 25 0.0695205 x 27 3.04494 x 28 9.8228 x 29 2.20736 x 30 0.328219 x 13 4.94199 x 14 0.336376 x 15 0.0554883 x 17 0.695335 x 18 0.137674 x 20 0.214301 x 21 0.0007011 x 22 1.15593 x 23 0.0467802 x 24 0.217002 x 25 0.0539235 x 27 0.00587691 x 28 1.42306 x 29 0.365399 x 30 43 v 3.44777 1.55223 5 16-4.72234 0 0 9 12 3.53154 x 14 0.51375 x 15 0.267337 x 16 0.131183 x 19 3.7734 x 24 7.22128 x 26 0.589458 x 27 37.7977 x 29 1.33858 x 30 13.14 x 13 0.503943 x 14 0.19879 x 15 1.19259 x 16 1.88427 x 19 0.240027 x 20 0.178787 x 24 0.422446 x 26 0.477568 x 27 0.463777 x 28 4.39175 x 29 1.74148 x 30 44 v 3.10331 1.89669 5 4-4.94978 0 0 10 12 0.909801 x 13 0.0609648 x 17 0.0571897 x 18 0.546927 x 20 0.0235578 x 21 0.214528 x 23 0.35376 x 25 0.425662 x 28 6.88913 x 29 2.9317 x 30 0.0207482 x 13 2.41817 x 14 0.0852505 x 17 1.42937 x 20 0.707197 x 21 0.65448 x 22 0.186654 x 23 0.82742 x 25 0.0164873 x 27 0.302452 x 28 0.822391 x 29 0.116074 x 30 45 v 3.21606 1.78394 5 10-4.6721 0 0 16 17 1.33362 x 13 0.0287232 x 14 0.145381 x 15 0.00900676 x 16 0.039196 x 17 0.321713 x 20 0.809627 x 21 0.182181 x 22 0.108157 x 23 11.7649 x 24 0.382502 x 25 0.000851879 x 26 0.0708361 x 27 0.268175 x 28 12.6773 x 29 4.01842 x 30 1.68936 x 13 3.44351 x 14 1.18807 x 15 0.0539422 x 16 1.17027 x 17 0.0174837 x 18 0.415426 x 20 0.76968 x 21 0.0944247 x 22 0.434245 x 23 3.03907 x 24 1.15448 x 25 0.0966615 x 26 0.258628 x 27 0.363272 x 28 3.31127 x 29 0.339339 x 30 46 v 3.22886 1.77114 5 12-4.64708 0 0 14 17 1.52904 x 13 1.492 x 14 0.0221257 x 15 0.275236 x 16 0.0176077 x 19 2.57135 x 20 0.336426 x 21 1.99359 x 24 0.00479417 x 25 11.0288 x 26 0.0193625 x 27 0.419898 x 28 11.7635 x 29 7.27256 x 30 5.36764 x 13 2.74879 x 14 0.693208 x 15 0.986382 x 16 0.404608 x 17 0.0189339 x 19 0.545988 x 20 0.000694304 x 21 0.0149666 x 22 1.09158 x 23 0.74522 x 24 0.00156077 x 25 3.07767 x 26 0.0555145 x 27 0.111735 x 28 4.81383 x 29 0.57516 x 30 47 v 3.28175 1.71825 5 14-4.60561 0 0 12 14 1.16074 x 13 3.26262 x 14 0.812342 x 15 0.159397 x 16 0.295438 x 19 0.539172 x 20 4.59007 x 24 7.16943 x 26 0.416829 x 27 0.137145 x 28 21.9177 x 29 5.48364 x 30 9.04459 x 13 0.586379 x 14 1.81557 x 15 0.765176 x 16 0.854821 x 19 0.135288 x 20 0.0111283 x 21 0.0261886 x 24 0.917013 x 25 0.500035 x 26 0.0708318 x 27 0.468374 x 28 7.29686 x 29 1.56299 x 30 48 v 2.83382 2.16618 5 8-4.91781 0 0 15 17 0.547428 x 13 1.24327 x 14 0.060685 x 15 0.047036 x 17 0.113995 x 18 0.345473 x 20 0.0185916 x 21 0.0192345 x 22 0.00371406 x 23 0.00848809 x 24 0.116408 x 25 0.788028 x 27 0.246979 x 28 12.8716 x 29 6.23959 x 30 0.432188 x 13 0.305043 x 14 5.48236 x 15 0.320851 x 16 0.317444 x 17 1.19832 x 18 1.7016 x 20 0.0529789 x 21 0.00316181 x 22 0.110008 x 23 0.187906 x 24 0.114353 x 25 0.0850106 x 26 0.000101165 x 27 1.30783 x 28 4.94692 x 29 0.763256 x 30 49 v 2.32673 2.67327 5 438-3.62882 0 0 18 18 3.07835 x 13 6.00394 x 14 9.83783 x 15 3.46634 x 16 2.10299 x 17 1.80769 x 18 2.66364 x 19 5.20097 x 20 5.42828 x 21 5.82401 x 22 3.29829 x 23 20.0039 x 24 9.05726 x 25 12.9381 x 26 13.0149 x 27 7.98704 x 28 596.73 x 29 310.663 x 30 7.77158 x 13 22.4236 x 14 27.0282 x 15 25.5644 x 16 16.9867 x 17 10.982 x 18 20.35 x 19 26.095 x 20 15.6839 x 21 10.7966 x 22 16.5454 x 23 50.4395 x 24 22.3945 x 25 40.8759 x 26 22.0021 x 27 20.6951 x 28 575.089 x 29 239.165 x 30 50 v 1.97582 3.02418 5 1398-2.17965 0 0 18 18 0.307335 x 13 1.39603 x 14 11.434 x 15 23.1928 x 16 1.99653 x 17 2.88748 x 18 33.9728 x 19 3.24814 x 20 5.8533 x 21 2.36214 x 22 4.63021 x 23 4.6995 x 24 4.44293 x 25 15.671 x 26 8.73737 x 27 13.8549 x 28 1034.96 x 29 1588.55 x 30 0.493614 x 13 14.7123 x 14 25.8312 x 15 46.534 x 16 9.56702 x 17 2.54544 x 18 67.4739 x 19 24.4092 x 20 20.5248 x 21 16.3701 x 22 8.72011 x 23 28.1569 x 24 14.0676 x 25 49.9894 x 26 37.9798 x 27 27.8051 x 28 1720.34 x 29 2112.27 x 30 Ac.inp: Number of entries: 864 Ac.inp: Number of columns: 3 Ac.inp: Peak-position 0 Premaknil na 0 ************* Parameters **************** U = 6.5 Ed0 = -23.5909 Ed1 = -22.4211 T = 0.01 N0 = 6 N1 = 8 valence state0 = 2.763610.23639 with Energy0 = -53.6407 valence state1 = 1.92221.0778 with Energy1 = -52.7574 valence state2 = 1.32511.6749 with Energy2 = -52.0244 valence state3 = 2.659330.340671 with Energy3 = -52.4097 valence state4 = 2.123290.876706 with Energy4 = -51.9775 valence state5 = 2.058930.941069 with Energy5 = -51.8061 valence state6 = 1.899891.10011 with Energy6 = -51.6003 valence state7 = 2.317520.682476 with Energy7 = -51.616 valence state8 = 1.747251.25275 with Energy8 = -51.1546 valence state9 = 1.149121.85088 with Energy9 = -50.5161 valence state10 = 1.494681.50532 with Energy10 = -50.6241 valence state11 = 1.224561.77544 with Energy11 = -50.4476 valence state12 = 1.088141.91186 with Energy12 = -49.482 valence state13 = 3.351060.64894 with Energy13 = -58.9691 valence state14 = 2.696411.30359 with Energy14 = -58.3169 valence state15 = 2.233841.76616 with Energy15 = -57.77 valence state16 = 1.973612.02639 with Energy16 = -57.3461 valence state17 = 3.412220.587781 with Energy17 = -57.7459 valence state18 = 2.824271.17573 with Energy18 = -57.4345 valence state19 = 1.847422.15258 with Energy19 = -57.0114 valence state20 = 3.171420.828576 with Energy20 = -57.4112 valence state21 = 2.657751.34225 with Energy21 = -57.1363 valence state22 = 2.50251.4975 with Energy22 = -56.9374 valence state23 = 2.923831.07617 with Energy23 = -57.0681 valence state24 = 2.382071.61793 with Energy24 = -56.7725 valence state25 = 2.88341.1166 with Energy25 = -56.9695 valence state26 = 2.359081.64092 with Energy26 = -56.6257 valence state27 = 2.333971.66603 with Energy27 = -56.6056 valence state28 = 2.097481.90252 with Energy28 = -56.4926 valence state29 = 1.66212.3379 with Energy29 = -54.5973 valence state30 = 1.493732.50627 with Energy30 = -53.0755 valence state31 = 3.951531.04847 with Energy31 = -57.7845 valence state32 = 3.404431.59557 with Energy32 = -57.2958 valence state33 = 2.97872.0213 with Energy33 = -56.8583 valence state34 = 3.428161.57184 with Energy34 = -56.8159 valence state35 = 3.287451.71255 with Energy35 = -56.7512 valence state36 = 2.687152.31285 with Energy36 = -56.4921 valence state37 = 3.580231.41977 with Energy37 = -56.8482 valence state38 = 2.509672.49033 with Energy38 = -56.1928 valence state39 = 3.064171.93583 with Energy39 = -56.4126 valence state40 = 2.533822.46618 with Energy40 = -56.0106 valence state41 = 2.663612.33639 with Energy41 = -55.9903 valence state42 = 3.336971.66303 with Energy42 = -55.9732 valence state43 = 3.447771.55223 with Energy43 = -55.8611 valence state44 = 3.103311.89669 with Energy44 = -55.6855 valence state45 = 3.216061.78394 with Energy45 = -55.5398 valence state46 = 3.228861.77114 with Energy46 = -55.5297 valence state47 = 3.281751.71825 with Energy47 = -55.5501 valence state48 = 2.833822.16618 with Energy48 = -55.3383 valence state49 = 2.326732.67327 with Energy49 = -53.4561 valence state50 = 1.975823.02418 with Energy50 = -51.5964 ***************************************** Sigma.000: Number of entries: 447 Sigma.000: Number of columns: 103 Sigma.000: Peak-position 0 1.) DeterminSpectralFunctions ; lambda = -60.6057312694919 -1.636659783574096 Found lorentz at 13 0.00120961 lm= 0.00120961 1.23673e-07 -0.713926 lp= 0.00120961 1.23673e-07 -0.805723 r- 0.0012529 Found lorentz at 14 0.691969 lm= 0.691969 5.5893e-06 -1.17009e-15 lp= 0.691969 5.5893e-06 -0.808701 r- 5.73729e-05 Found lorentz at 15 1.27299 lm= 1.27299 1.57596e-05 -4.17127e-16 lp= 1.27299 1.57596e-05 -0.810787 r- 0.000647913 Found lorentz at 16 1.72848 lm= 1.72848 0.000115195 -5.77481e-17 lp= 1.72848 0.000115195 -0.815616 r- 0.0047079 Found lorentz at 17 1.24214 lm= 1.24214 2.95425e-05 -2.14667e-16 lp= 1.24214 2.95425e-05 -0.796355 r- 0.00123657 Found lorentz at 18 1.49375 lm= 1.49375 0.000192254 -3.21559e-17 lp= 1.49375 0.000192254 -0.786263 r- 0.00815053 Found lorentz at 19 2.09525 lm= 2.09525 0.000105301 -6.41588e-17 lp= 2.09525 0.000105301 -0.821948 r- 0.00427038 Found lorentz at 20 1.62413 lm= 1.62413 0.000300418 -2.18934e-17 lp= 1.62413 0.000300418 -0.810999 r- 0.0123477 Found lorentz at 21 1.84693 lm= 1.84693 0.000321047 -1.96609e-17 lp= 1.84693 0.000321047 -0.794486 r- 0.0134698 Found lorentz at 22 2.03946 lm= 2.03946 0.000291796 -2.1674e-17 lp= 2.03946 0.000291796 -0.79526 r- 0.0122306 Found lorentz at 23 1.81808 lm= 1.81808 0.000795014 -7.47987e-18 lp= 1.81808 0.000795016 -0.771143 r- 0.0343653 Found lorentz at 24 2.26573 lm= 2.26573 0.000610203 -1.09191e-17 lp= 2.26573 0.000610203 -0.816266 r- 0.0249185 Found lorentz at 25 1.95164 lm= 1.95164 0.00069576 -8.73784e-18 lp= 1.95164 0.000695761 -0.779708 r- 0.0297445 Found lorentz at 26 2.42827 lm= 2.42827 0.000929059 -7.19219e-18 lp= 2.42827 0.00092906 -0.817434 r- 0.0378852 Found lorentz at 27 2.37031 lm= 2.37031 0.000233362 -2.71418e-17 lp= 2.37031 0.000233362 -0.795856 r- 0.00977404 Found lorentz at 28 2.47234 lm= 2.47234 0.000506877 -1.22664e-17 lp= 2.47234 0.000506878 -0.788517 r- 0.0214275 Q = 7.99999999999854 n0=0.003088772599562647 n1=0.0003732934220362465 n2=1.63685898555181e-05 n3=0.0003606356202442296 n4=8.408953347010395e-06 n5=0.0002559555632158093 n6=1.462223835956907e-05 n7=0.0005067460951584241 n8=0.0001124623646314346 n9=1.909186512862224e-05 n10=3.180926922046378e-06 n11=9.665035164405899e-06 n12=4.97043520046254e-06 n13=0.8039890657178576 n14=0.0003301049905614078 n15=0.00013346277195377 n16=5.127180275057121e-05 n17=0.0001317714298316862 n18=5.758885872055287e-05 n19=2.482299822092754e-05 n20=9.127906744810078e-05 n21=7.019755471925543e-05 n22=3.407368964699082e-05 n23=0.0001010613703674053 n24=6.989165885200557e-05 n25=9.621050608295519e-05 n26=0.0001005985041086901 n27=2.226858759396336e-05 n28=3.577588057233139e-05 n29=0.0003996250491778202 n30=6.899257316910368e-05 n31=0.04462746360231955 n32=0.02154549793591766 n33=0.01350640860841286 n34=0.009437860733573849 n35=0.005641365950732224 n36=0.004850053547431254 n37=0.009294886012035193 n38=0.001505569394841086 n39=0.002356178319099642 n40=0.001231847576191591 n41=0.0002406311055056646 n42=0.003083822587553452 n43=0.02392342354674246 n44=0.001556306504901486 n45=0.004973910178811225 n46=0.01141496617830254 n47=0.01703034346049878 n48=0.001519675710186237 n49=0.01107914794781672 n50=0.000598404378664991 Q is here equal to 7.99999999999854 1.) nd: 4.184643589570712 Norm of Spectral functions:  0: 1.0002  1: 1.0000  2: 1.0005  3: 0.9998  4: 1.0004  5: 1.0010  6: 1.0013  7: 1.0010  8: 0.9996  9: 0.9993 10: 0.9996 11: 0.9997 12: 0.9966 13: 1.0000 14: 1.0005 15: 0.9990 16: 0.9994 17: 0.9987 18: 0.9998 19: 1.0000 20: 1.0019 21: 0.9989 22: 1.0005 23: 0.9985 24: 0.9986 25: 1.0013 26: 1.0006 27: 1.0006 28: 0.9960 29: 2.4209 30: 0.7947 31: 0.9999 32: 0.9996 33: 1.0015 34: 1.0006 35: 1.0034 36: 1.0091 37: 0.9998 38: 0.9502 39: 1.0203 40: 0.9955 41: 0.9830 42: 1.0042 43: 0.9969 44: 1.0008 45: 0.9946 46: 0.9973 47: 0.9985 48: 1.0001 49: 1.0039 50: 0.9986  0: 3.3503  1: 0.8343 1.) SelfConsistentStep 1.) Difference between steps: 0.3508 2.) DeterminSpectralFunctions ; lambda = -60.60510593838322 -1.63603445246541 Found lorentz at 13 0.00121197 lm= 0.00121197 1.23834e-07 -0.713492 lp= 0.00121197 1.23834e-07 -0.805423 r- 0.001255 Found lorentz at 14 0.692616 lm= 0.692616 5.59147e-06 -1.16917e-15 lp= 0.692616 5.59147e-06 -0.808539 r- 5.74067e-05 Found lorentz at 15 1.27389 lm= 1.27389 1.56608e-05 -4.19685e-16 lp= 1.27389 1.56608e-05 -0.810716 r- 0.000643908 Found lorentz at 16 1.72983 lm= 1.72983 0.000113883 -5.84168e-17 lp= 1.72983 0.000113883 -0.815639 r- 0.00465413 Found lorentz at 17 1.24285 lm= 1.24285 2.94777e-05 -2.15008e-16 lp= 1.24285 2.94777e-05 -0.796112 r- 0.00123423 Found lorentz at 18 1.49435 lm= 1.49435 0.000188276 -3.28123e-17 lp= 1.49435 0.000188276 -0.785988 r- 0.00798469 Found lorentz at 19 2.09642 lm= 2.09642 0.000104532 -6.46303e-17 lp= 2.09642 0.000104532 -0.821946 r- 0.00423922 Found lorentz at 20 1.6247 lm= 1.6247 0.00029434 -2.2337e-17 lp= 1.6247 0.00029434 -0.810844 r- 0.0121002 Found lorentz at 21 1.84815 lm= 1.84815 0.000319201 -1.9769e-17 lp= 1.84815 0.000319202 -0.794374 r- 0.0133943 Found lorentz at 22 2.04142 lm= 2.04142 0.000291774 -2.1678e-17 lp= 2.04142 0.000291774 -0.795303 r- 0.012229 Found lorentz at 23 1.81838 lm= 1.81838 0.000787092 -7.54675e-18 lp= 1.81838 0.000787094 -0.770714 r- 0.0340418 Found lorentz at 24 2.26697 lm= 2.26697 0.000605051 -1.10123e-17 lp= 2.26697 0.000605052 -0.816274 r- 0.0247079 Found lorentz at 25 1.95222 lm= 1.95222 0.000692683 -8.76911e-18 lp= 1.95222 0.000692684 -0.779374 r- 0.0296257 Found lorentz at 26 2.4296 lm= 2.42959 0.00092274 -7.24148e-18 lp= 2.42959 0.000922741 -0.817436 r- 0.0376275 Found lorentz at 27 2.37205 lm= 2.37205 0.000232541 -2.72414e-17 lp= 2.37205 0.000232541 -0.795911 r- 0.009739 Found lorentz at 28 2.47381 lm= 2.47381 0.000509948 -1.21902e-17 lp= 2.47381 0.000509948 -0.788441 r- 0.0215594 Q = 7.999999999999764 n0=0.003235682119641056 n1=0.0003985754241847362 n2=1.741483540651478e-05 n3=0.0003773387703435667 n4=9.130884765226311e-06 n5=0.0002729525685174715 n6=1.535451443657557e-05 n7=0.0005542079968795174 n8=0.0001215459599843905 n9=2.065248689954849e-05 n10=3.385257484843681e-06 n11=1.038051311065884e-05 n12=5.232416891063016e-06 n13=0.8035031189992886 n14=0.0003315176406852637 n15=0.000133797921193648 n16=5.134878200515109e-05 n17=0.0001324360758336021 n18=5.780442879925993e-05 n19=2.486469127555431e-05 n20=9.139429741675305e-05 n21=7.046507145731207e-05 n22=3.4205584981701e-05 n23=0.0001014464468467864 n24=6.996950663117617e-05 n25=9.664706872535406e-05 n26=0.000100741835545044 n27=2.232655635141112e-05 n28=3.590313951166383e-05 n29=0.0004007180028352096 n30=6.911560190750426e-05 n31=0.04454941758340177 n32=0.02156096390216761 n33=0.01352250224732499 n34=0.009431957189074535 n35=0.005642584245393611 n36=0.004856715565368269 n37=0.009285682991986205 n38=0.001508463097619871 n39=0.002355000628706813 n40=0.001233377903047175 n41=0.0002408228240455517 n42=0.003088076722726053 n43=0.02405863183821428 n44=0.001557632432223425 n45=0.004979987526424927 n46=0.01142965689360954 n47=0.01709133941638295 n48=0.001523750026902888 n49=0.01111498839948557 n50=0.0005987731660577675 Q is here equal to 7.999999999999764 2.) nd: 4.184588470851617 Norm of Spectral functions:  0: 1.0004  1: 1.0021  2: 0.9986  3: 1.0014  4: 0.9994  5: 0.9997  6: 0.9999  7: 0.9992  8: 0.9993  9: 0.9939 10: 0.9988 11: 0.9949 12: 1.0104 13: 1.0000 14: 1.0006 15: 0.9992 16: 0.9996 17: 0.9989 18: 0.9999 19: 1.0001 20: 1.0021 21: 0.9991 22: 1.0008 23: 0.9985 24: 0.9989 25: 1.0014 26: 1.0008 27: 1.0009 28: 0.9973 29: 2.8567 30: 0.8310 31: 0.9996 32: 0.9997 33: 1.0012 34: 1.0008 35: 1.0034 36: 1.0064 37: 0.9997 38: 1.0000 39: 1.0176 40: 1.0065 41: 0.9615 42: 1.0052 43: 1.0081 44: 1.0005 45: 0.9943 46: 0.9974 47: 0.9978 48: 0.9998 49: 1.0013 50: 0.9985  0: 3.3500  1: 0.8346 2.) SelfConsistentStep 2.) Difference between steps: 0.2792 3.) DeterminSpectralFunctions ; lambda = -60.6077851083425 -1.638713622424696 Found lorentz at 13 0.00120685 lm= 0.00120685 1.25354e-07 -0.713182 lp= 0.00120685 1.25354e-07 -0.80466 r- 0.0012716 Found lorentz at 14 0.69289 lm= 0.69289 5.7098e-06 -1.14264e-15 lp= 0.69289 5.7098e-06 -0.807727 r- 5.86804e-05 Found lorentz at 15 1.27254 lm= 1.27254 1.65635e-05 -3.95673e-16 lp= 1.27254 1.65635e-05 -0.809552 r- 0.000682004 Found lorentz at 16 1.72809 lm= 1.72809 0.00012601 -5.26358e-17 lp= 1.72809 0.00012601 -0.814408 r- 0.00515751 Found lorentz at 17 1.24489 lm= 1.24489 3.1041e-05 -2.03818e-16 lp= 1.24489 3.1041e-05 -0.795406 r- 0.00130085 Found lorentz at 18 1.49553 lm= 1.49553 0.000224558 -2.74562e-17 lp= 1.49553 0.000224558 -0.785208 r- 0.00953286 Found lorentz at 19 2.0932 lm= 2.0932 0.000111892 -6.01517e-17 lp= 2.0932 0.000111892 -0.820396 r- 0.00454626 Found lorentz at 20 1.62391 lm= 1.62391 0.000341036 -1.92317e-17 lp= 1.62391 0.000341037 -0.80986 r- 0.0140369 Found lorentz at 21 1.84906 lm= 1.84906 0.00034394 -1.83051e-17 lp= 1.84906 0.000343941 -0.793464 r- 0.0144489 Found lorentz at 22 2.0444 lm= 2.0444 0.000310864 -2.03198e-17 lp= 2.0444 0.000310865 -0.794777 r- 0.0130378 Found lorentz at 23 1.81874 lm= 1.81874 0.00085303 -6.9442e-18 lp= 1.81874 0.000853032 -0.769651 r- 0.0369446 Found lorentz at 24 2.26707 lm= 2.26706 0.000664433 -9.99991e-18 lp= 2.26707 0.000664434 -0.815125 r- 0.0271711 Found lorentz at 25 1.95245 lm= 1.95245 0.000738594 -8.1998e-18 lp= 1.95245 0.000738595 -0.778225 r- 0.0316359 Found lorentz at 26 2.42934 lm= 2.42934 0.000994224 -6.70088e-18 lp= 2.42934 0.000994225 -0.816222 r- 0.0406027 Found lorentz at 27 2.3726 lm= 2.3726 0.000259325 -2.43663e-17 lp= 2.3726 0.000259325 -0.794908 r- 0.0108744 Found lorentz at 28 2.47431 lm= 2.4743 0.000546184 -1.13473e-17 lp= 2.4743 0.000546185 -0.787257 r- 0.0231261 Q = 7.999999999999516 n0=0.003361672094804786 n1=0.0004212332636283493 n2=1.834835495327659e-05 n3=0.0003915167390966096 n4=9.800693000263949e-06 n5=0.0002880332047887879 n6=1.598237718791853e-05 n7=0.0005984310432376883 n8=0.0001298238149944009 n9=2.207618053267351e-05 n10=3.565485078872678e-06 n11=1.102544971404121e-05 n12=5.462715751245498e-06 n13=0.8031626552682227 n14=0.0003342514557169374 n15=0.0001350640069864108 n16=5.183281861647615e-05 n17=0.0001334676756397758 n18=5.832702708091318e-05 n19=2.508910876515411e-05 n20=9.231396939343324e-05 n21=7.103825206749639e-05 n22=3.445644670545753e-05 n23=0.0001023132864274512 n24=7.070554894000965e-05 n25=9.744867110333109e-05 n26=0.0001017737418473346 n27=2.251252226847305e-05 n28=3.619028578360283e-05 n29=0.0004048380474487379 n30=6.984605992567935e-05 n31=0.04446502859940125 n32=0.02155759053224474 n33=0.01352701846968165 n34=0.009421681848519903 n35=0.005639757311179884 n36=0.004859560363450872 n37=0.009272951330537573 n38=0.001510094680587643 n39=0.002352872586852184 n40=0.001233980403327275 n41=0.0002408795218459953 n42=0.003091515700606229 n43=0.02415978609416622 n44=0.001558912635294721 n45=0.004984006712171234 n46=0.01143784337657938 n47=0.01713535467903836 n48=0.001526999381036955 n49=0.01114390802478936 n50=0.0005991621389804081 Q is here equal to 7.999999999999516 3.) nd: 4.184441932973523 Norm of Spectral functions:  0: 1.0009  1: 0.9986  2: 1.0001  3: 0.9987  4: 0.9980  5: 0.9994  6: 1.0003  7: 0.9964  8: 0.9947  9: 1.0047 10: 0.9906 11: 1.0043 12: 1.0061 13: 1.0000 14: 1.0006 15: 0.9990 16: 0.9995 17: 0.9991 18: 1.0001 19: 1.0000 20: 1.0019 21: 0.9992 22: 1.0014 23: 0.9987 24: 0.9988 25: 1.0016 26: 1.0008 27: 1.0010 28: 0.9975 29: 2.1818 30: 0.7820 31: 0.9995 32: 0.9996 33: 1.0010 34: 1.0009 35: 1.0034 36: 1.0050 37: 0.9996 38: 1.0392 39: 1.0159 40: 0.9751 41: 0.9382 42: 1.0034 43: 1.0022 44: 1.0008 45: 0.9953 46: 0.9984 47: 0.9975 48: 0.9995 49: 0.9976 50: 0.9980  0: 3.3497  1: 0.8347 3.) SelfConsistentStep 3.) Difference between steps: 0.07182 4.) DeterminSpectralFunctions ; lambda = -60.61006978810762 -1.640998302189807 Found lorentz at 13 0.00119458 lm= 0.00119458 1.27655e-07 -0.71339 lp= 0.00119458 1.27655e-07 -0.803909 r- 0.00129616 Found lorentz at 14 0.692322 lm= 0.692322 5.89257e-06 -1.10455e-15 lp= 0.692322 5.89257e-06 -0.806762 r- 6.06313e-05 Found lorentz at 15 1.26973 lm= 1.26973 1.84746e-05 -3.54856e-16 lp= 1.26973 1.84746e-05 -0.80968 r- 0.000760572 Found lorentz at 16 1.72624 lm= 1.72624 0.000147037 -4.49586e-17 lp= 1.72624 0.000147037 -0.813054 r- 0.00602816 Found lorentz at 17 1.24667 lm= 1.24667 3.39839e-05 -1.85785e-16 lp= 1.24667 3.39839e-05 -0.794587 r- 0.00142564 Found lorentz at 18 1.4961 lm= 1.4961 0.000303113 -2.03018e-17 lp= 1.4961 0.000303114 -0.784459 r- 0.01288 Found lorentz at 19 2.09264 lm= 2.09264 0.000127906 -5.24693e-17 lp= 2.09264 0.000127906 -0.819215 r- 0.00520441 Found lorentz at 20 1.6228 lm= 1.6228 0.000424911 -1.53954e-17 lp= 1.6228 0.000424912 -0.808807 r- 0.0175119 Found lorentz at 21 1.84905 lm= 1.84905 0.000384957 -1.63068e-17 lp= 1.84905 0.000384957 -0.792301 r- 0.0161957 Found lorentz at 22 2.04723 lm= 2.04723 0.000342968 -1.83885e-17 lp= 2.04723 0.000342968 -0.794146 r- 0.0143957 Found lorentz at 23 1.81834 lm= 1.81833 0.000959122 -6.15641e-18 lp= 1.81834 0.000959124 -0.768424 r- 0.0416057 Found lorentz at 24 2.26601 lm= 2.26601 0.000788833 -8.39288e-18 lp= 2.26601 0.000788834 -0.81367 r- 0.0323159 Found lorentz at 25 1.95181 lm= 1.95181 0.000813948 -7.41398e-18 lp= 1.95181 0.00081395 -0.776828 r- 0.0349262 Found lorentz at 26 2.42798 lm= 2.42798 0.00112153 -5.91737e-18 lp= 2.42798 0.00112153 -0.814649 r- 0.0458903 Found lorentz at 27 2.37456 lm= 2.37456 0.000317481 -1.98601e-17 lp= 2.37456 0.000317481 -0.794054 r- 0.0133274 Found lorentz at 28 2.47362 lm= 2.47362 0.00061142 -1.00957e-17 lp= 2.47362 0.000611421 -0.785667 r- 0.0259406 Q = 8.000000000001574 n0=0.00338328176274518 n1=0.0004251924543946673 n2=1.851195873349157e-05 n3=0.0003941358934051486 n4=9.919230592227194e-06 n5=0.0002907907059747152 n6=1.609904993020094e-05 n7=0.0006064935432200427 n8=0.0001313338207534417 n9=2.233766714734048e-05 n10=3.599384735457236e-06 n11=1.114355567266775e-05 n12=5.509747983166875e-06 n13=0.8034079008228378 n14=0.0003376402610778492 n15=0.0001367885290197635 n16=5.250584988635696e-05 n17=0.0001346767153155468 n18=5.900369175935182e-05 n19=2.538817051371907e-05 n20=9.362102455105222e-05 n21=7.175909389440836e-05 n22=3.476026688461621e-05 n23=0.0001034161839486771 n24=7.176507589612504e-05 n25=9.842126436819656e-05 n26=0.0001032321292636758 n27=2.275440133148391e-05 n28=3.655367443770442e-05 n29=0.0004104530219538108 n30=7.088308295036232e-05 n31=0.04435517252159891 n32=0.02152276522971188 n33=0.01350680242461003 n34=0.009404472903908905 n35=0.00563083329945464 n36=0.004852486892403307 n37=0.009255276119381687 n38=0.001508079469348141 n39=0.00234872254111471 n40=0.001232293381140568 n41=0.0002405221386208687 n42=0.003085861520850416 n43=0.02414160389131222 n44=0.001555821892760182 n45=0.004976059365669252 n46=0.01142132112342375 n47=0.01711696468570074 n48=0.001524794217960619 n49=0.01113184706891132 n50=0.000598427276940019 Q is here equal to 8.000000000001574 4.) nd: 4.184091779189536 Norm of Spectral functions:  0: 1.0006  1: 0.9989  2: 0.9999  3: 0.9989  4: 0.9984  5: 0.9986  6: 0.9995  7: 0.9959  8: 0.9940  9: 1.0060 10: 0.9951 11: 1.0052 12: 1.0056 13: 1.0000 14: 1.0006 15: 1.0036 16: 0.9993 17: 0.9993 18: 1.0002 19: 1.0000 20: 1.0017 21: 0.9993 22: 1.0027 23: 0.9986 24: 0.9983 25: 1.0015 26: 1.0007 27: 1.0016 28: 0.9969 29: 1.4653 30: 0.7339 31: 0.9995 32: 0.9996 33: 1.0010 34: 1.0010 35: 1.0035 36: 1.0046 37: 0.9996 38: 1.0419 39: 1.0156 40: 0.9730 41: 0.9366 42: 1.0032 43: 1.0014 44: 1.0008 45: 0.9957 46: 0.9987 47: 0.9975 48: 0.9996 49: 1.0000 50: 0.9982  0: 3.3496  1: 0.8345 4.) SelfConsistentStep 4.) Difference between steps: 0.1038 5.) DeterminSpectralFunctions ; lambda = -60.61157735163451 -1.6425058657167 Found lorentz at 13 0.0011819 lm= 0.0011819 1.29096e-07 -0.71387 lp= 0.0011819 1.29096e-07 -0.80343 r- 0.00131157 Found lorentz at 14 0.691695 lm= 0.691695 6.01078e-06 -1.08108e-15 lp= 0.691695 6.01078e-06 -0.80611 r- 6.18976e-05 Found lorentz at 15 1.26757 lm= 1.26757 1.97958e-05 -3.30354e-16 lp= 1.26757 1.97958e-05 -0.808678 r- 0.000815973 Found lorentz at 16 1.72479 lm= 1.72479 0.000161684 -4.07933e-17 lp= 1.72479 0.000161684 -0.812134 r- 0.00663616 Found lorentz at 17 1.24734 lm= 1.24734 3.60038e-05 -1.75104e-16 lp= 1.24734 3.60038e-05 -0.794002 r- 0.00151149 Found lorentz at 18 1.49593 lm= 1.49593 0.000360035 -1.70699e-17 lp= 1.49593 0.000360036 -0.783951 r- 0.0153086 Found lorentz at 19 2.09212 lm= 2.09212 0.000139645 -4.79652e-17 lp= 2.09212 0.000139645 -0.818418 r- 0.00568758 Found lorentz at 20 1.6216 lm= 1.6216 0.000483403 -1.35078e-17 lp= 1.6216 0.000483404 -0.808067 r- 0.0199408 Found lorentz at 21 1.84857 lm= 1.84857 0.000413472 -1.51508e-17 lp= 1.84857 0.000413472 -0.791481 r- 0.0174134 Found lorentz at 22 2.04853 lm= 2.04853 0.000365402 -1.72385e-17 lp= 2.04853 0.000365402 -0.793661 r- 0.0153467 Found lorentz at 23 1.81755 lm= 1.81755 0.00103191 -5.70948e-18 lp= 1.81755 0.00103191 -0.767574 r- 0.0448128 Found lorentz at 24 2.26439 lm= 2.26439 0.000879687 -7.50634e-18 lp= 2.26439 0.000879689 -0.812604 r- 0.0360852 Found lorentz at 25 1.95077 lm= 1.95077 0.000865855 -6.95188e-18 lp= 1.95077 0.000865857 -0.775844 r- 0.0372007 Found lorentz at 26 2.42643 lm= 2.42643 0.00121105 -5.46468e-18 lp= 2.42643 0.00121105 -0.813511 r- 0.0496223 Found lorentz at 27 2.37532 lm= 2.37532 0.000360047 -1.74843e-17 lp= 2.37532 0.000360047 -0.79342 r- 0.0151264 Found lorentz at 28 2.4726 lm= 2.47259 0.000657685 -9.35839e-18 lp= 2.47259 0.000657687 -0.784531 r- 0.027944 Q = 8.000000000000313 n0=0.003337766375732861 n1=0.0004168377299723777 n2=1.817165527245439e-05 n3=0.0003893586927803004 n4=9.667100125751961e-06 n5=0.0002854544382821421 n6=1.588679885293412e-05 n7=0.0005900805366079364 n8=0.0001283283846043978 n9=2.182311588599197e-05 n10=3.537547368843369e-06 n11=1.091296526978626e-05 n12=5.439001374761448e-06 n13=0.8039548472872735 n14=0.0003398229430110395 n15=0.0001379413422801458 n16=5.295816783896215e-05 n17=0.0001354426076273872 n18=5.945093279933389e-05 n19=2.55875550048486e-05 n20=9.450944065523151e-05 n21=7.223000584897102e-05 n22=3.495767378620474e-05 n23=0.0001041372854799473 n24=7.24909591064106e-05 n25=9.904778966042302e-05 n26=0.0001042244998773967 n27=2.291494563851361e-05 n28=3.679052654191846e-05 n29=0.0004142261595654147 n30=7.158710375426502e-05 n31=0.04424992399374633 n32=0.02147809887763873 n33=0.01347720865671008 n34=0.009387044227479876 n35=0.005620565951567374 n36=0.004841312068883062 n37=0.009238584913965047 n38=0.001504426048097168 n39=0.002344329903690893 n40=0.001229691772497543 n41=0.0002400071830847766 n42=0.003075741497961017 n43=0.02405806164471733 n44=0.001550603968670869 n45=0.004962597051206136 n46=0.01139393327788065 n47=0.01706626334582367 n48=0.00151977391413279 n49=0.01109817235518367 n50=0.000597227779182247 Q is here equal to 8.000000000000313 5.) nd: 4.18370030408999 Norm of Spectral functions:  0: 1.0009  1: 0.9984  2: 0.9996  3: 0.9988  4: 0.9989  5: 0.9999  6: 1.0004  7: 0.9976  8: 0.9958  9: 1.0006 10: 0.9922 11: 1.0007 12: 1.0050 13: 1.0000 14: 1.0006 15: 1.0011 16: 0.9991 17: 0.9994 18: 1.0003 19: 1.0000 20: 1.0014 21: 0.9992 22: 1.0043 23: 0.9984 24: 0.9974 25: 1.0013 26: 1.0005 27: 1.0020 28: 0.9958 29: 1.1432 30: 0.7152 31: 0.9995 32: 0.9997 33: 1.0010 34: 1.0011 35: 1.0037 36: 1.0048 37: 0.9996 38: 1.0267 39: 1.0162 40: 0.9995 41: 0.9497 42: 1.0047 43: 1.0038 44: 1.0007 45: 0.9954 46: 0.9983 47: 0.9976 48: 0.9995 49: 0.9965 50: 0.9980  0: 3.3497  1: 0.8340 5.) SelfConsistentStep 5.) Difference between steps: 0.1066 6.) DeterminSpectralFunctions ; lambda = -60.61181087639257 -1.642739390474766 Found lorentz at 13 0.00117515 lm= 0.00117515 1.29157e-07 -0.714246 lp= 0.00117515 1.29157e-07 -0.803311 r- 0.00131239 Found lorentz at 14 0.691919 lm= 0.691919 6.02986e-06 -1.07734e-15 lp= 0.691919 6.02986e-06 -0.805989 r- 6.21034e-05 Found lorentz at 15 1.26735 lm= 1.26735 1.98424e-05 -3.29405e-16 lp= 1.26735 1.98424e-05 -0.808468 r- 0.000818109 Found lorentz at 16 1.7238 lm= 1.7238 0.000164439 -4.0076e-17 lp= 1.7238 0.000164439 -0.811793 r- 0.0067521 Found lorentz at 17 1.2481 lm= 1.2481 3.62652e-05 -1.73809e-16 lp= 1.2481 3.62652e-05 -0.793928 r- 0.00152261 Found lorentz at 18 1.49666 lm= 1.49666 0.000368537 -1.66726e-17 lp= 1.49666 0.000368539 -0.783869 r- 0.0156718 Found lorentz at 19 2.08969 lm= 2.08969 0.000140184 -4.77083e-17 lp= 2.08969 0.000140184 -0.817797 r- 0.00571387 Found lorentz at 20 1.62138 lm= 1.62138 0.000495294 -1.31772e-17 lp= 1.62138 0.000495295 -0.807874 r- 0.0204361 Found lorentz at 21 1.84895 lm= 1.84895 0.000419527 -1.49267e-17 lp= 1.84895 0.000419528 -0.791337 r- 0.0176717 Found lorentz at 22 2.04931 lm= 2.04931 0.000369977 -1.7022e-17 lp= 2.04931 0.000369977 -0.793585 r- 0.0155403 Found lorentz at 23 1.81811 lm= 1.81811 0.00104902 -5.61453e-18 lp= 1.81811 0.00104902 -0.767449 r- 0.0455632 Found lorentz at 24 2.26512 lm= 2.26512 0.000892878 -7.39245e-18 lp= 2.26512 0.00089288 -0.812439 r- 0.0366337 Found lorentz at 25 1.95136 lm= 1.95136 0.000877274 -6.85887e-18 lp= 1.95136 0.000877275 -0.775701 r- 0.0376982 Found lorentz at 26 2.4268 lm= 2.4268 0.00122988 -5.37846e-18 lp= 2.4268 0.00122988 -0.813318 r- 0.0504059 Found lorentz at 27 2.37479 lm= 2.37478 0.000365544 -1.7207e-17 lp= 2.37478 0.000365544 -0.793091 r- 0.0153637 Found lorentz at 28 2.47302 lm= 2.47302 0.000665922 -9.23819e-18 lp= 2.47302 0.000665924 -0.784343 r- 0.0283007 Q = 8.000000000000492 n0=0.003286654890313301 n1=0.0004074944361804763 n2=1.779011644162775e-05 n3=0.0003839278782312809 n4=9.387886073428152e-06 n5=0.0002794304998266941 n6=1.564502589328118e-05 n7=0.0005718336299091841 n8=0.0001249587202338043 n9=2.124578488584838e-05 n10=3.467269517390692e-06 n11=1.065326083981084e-05 n12=5.357680463301708e-06 n13=0.8043792757182259 n14=0.0003402533219932947 n15=0.0001382041815601726 n16=5.306837910251215e-05 n17=0.0001355771286706697 n18=5.954442159198906e-05 n19=2.563994262465859e-05 n20=9.472187429261586e-05 n21=7.233101541930804e-05 n22=3.500167384069343e-05 n23=0.0001042810629436759 n24=7.266046369642475e-05 n25=9.916668599418624e-05 n26=0.0001044635547835027 n27=2.29534932481938e-05 n28=3.683949125772578e-05 n29=0.0004151012838118125 n30=7.175630800268855e-05 n31=0.04419110939677247 n32=0.0214506345856859 n33=0.01345752955975531 n34=0.009377628966469303 n35=0.005614732100490794 n36=0.00483359673134543 n37=0.009229996770373027 n38=0.00150177612425518 n39=0.002341847346937935 n40=0.001227939170233365 n41=0.0002396659862770551 n42=0.003067969753873762 n43=0.02398567483657286 n44=0.001546620716087318 n45=0.004952660658263019 n46=0.01137436088630083 n47=0.01702513380303195 n48=0.001515723208974999 n49=0.01107031088411028 n50=0.0005964014343198358 Q is here equal to 8.000000000000492 6.) nd: 4.183463465841321 Norm of Spectral functions:  0: 1.0007  1: 0.9989  2: 0.9998  3: 0.9999  4: 0.9994  5: 0.9999  6: 1.0001  7: 0.9988  8: 0.9981  9: 0.9927 10: 0.9950 11: 0.9937 12: 1.0031 13: 1.0000 14: 1.0006 15: 1.0010 16: 0.9989 17: 0.9994 18: 1.0004 19: 0.9998 20: 1.0014 21: 0.9993 22: 1.0060 23: 0.9986 24: 0.9977 25: 1.0014 26: 1.0006 27: 1.0019 28: 0.9962 29: 1.1297 30: 0.7152 31: 0.9995 32: 0.9997 33: 1.0010 34: 1.0012 35: 1.0038 36: 1.0050 37: 0.9997 38: 1.0072 39: 1.0169 40: 1.0173 41: 0.9619 42: 1.0058 43: 1.0069 44: 1.0007 45: 0.9953 46: 0.9979 47: 0.9978 48: 0.9997 49: 0.9989 50: 0.9982  0: 3.3497  1: 0.8337 6.) SelfConsistentStep 6.) Difference between steps: 0.06836 7.) DeterminSpectralFunctions ; lambda = -60.61164571957205 -1.642574233654244 Found lorentz at 13 0.00117343 lm= 0.00117343 1.28408e-07 -0.714431 lp= 0.00117343 1.28408e-07 -0.803381 r- 0.00130466 Found lorentz at 14 0.692378 lm= 0.692378 5.98415e-06 -1.08597e-15 lp= 0.692378 5.98415e-06 -0.806141 r- 6.16211e-05 Found lorentz at 15 1.26814 lm= 1.26814 1.9227e-05 -3.40151e-16 lp= 1.26814 1.9227e-05 -0.808707 r- 0.000792499 Found lorentz at 16 1.72349 lm= 1.72349 0.000159792 -4.1248e-17 lp= 1.72349 0.000159792 -0.811855 r- 0.00656076 Found lorentz at 17 1.2482 lm= 1.2482 3.54173e-05 -1.7803e-16 lp= 1.2482 3.54173e-05 -0.794061 r- 0.00148676 Found lorentz at 18 1.49707 lm= 1.49707 0.000347336 -1.76936e-17 lp= 1.49707 0.000347337 -0.783942 r- 0.0147688 Found lorentz at 19 2.08728 lm= 2.08728 0.000135129 -4.94544e-17 lp= 2.08728 0.000135129 -0.817478 r- 0.00550998 Found lorentz at 20 1.6214 lm= 1.6214 0.000477073 -1.36833e-17 lp= 1.6214 0.000477074 -0.807958 r- 0.0196823 Found lorentz at 21 1.84937 lm= 1.84937 0.000411179 -1.5237e-17 lp= 1.84937 0.000411179 -0.791527 r- 0.0173159 Found lorentz at 22 2.04916 lm= 2.04916 0.000363172 -1.73444e-17 lp= 2.04916 0.000363173 -0.793664 r- 0.015253 Found lorentz at 23 1.81867 lm= 1.81867 0.00102869 -5.72845e-18 lp= 1.81867 0.00102869 -0.767645 r- 0.0446686 Found lorentz at 24 2.2659 lm= 2.2659 0.00086045 -7.67524e-18 lp= 2.2659 0.000860452 -0.812661 r- 0.0352936 Found lorentz at 25 1.95201 lm= 1.95201 0.000862135 -6.98356e-18 lp= 1.95201 0.000862137 -0.775938 r- 0.0370364 Found lorentz at 26 2.42749 lm= 2.42749 0.00120291 -5.50241e-18 lp= 2.42749 0.00120291 -0.813567 r- 0.0492855 Found lorentz at 27 2.37342 lm= 2.37342 0.000349342 -1.79989e-17 lp= 2.37342 0.000349343 -0.792955 r- 0.0146853 Found lorentz at 28 2.47364 lm= 2.47364 0.000651015 -9.45638e-18 lp= 2.47364 0.000651016 -0.784618 r- 0.0276574 Q = 8.00000000000011 n0=0.003256524091179336 n1=0.0004019814822505978 n2=1.75648620039356e-05 n3=0.0003807302497373792 n4=9.223910747316628e-06 n5=0.0002758731916326484 n6=1.550228709660682e-05 n7=0.0005611219299274973 n8=0.0001229725757987644 n9=2.090546153525004e-05 n10=3.425737866921009e-06 n11=1.049992496671357e-05 n12=5.31032787897071e-06 n13=0.8045861524142037 n14=0.0003396464567801976 n15=0.0001379193330259498 n16=5.296199176502774e-05 n17=0.0001353533996623511 n18=5.942918474184587e-05 n19=2.559723002401424e-05 n20=9.451429878376609e-05 n21=7.221233785808404e-05 n22=3.495588265109582e-05 n23=0.0001040861084288282 n24=7.249015618180701e-05 n25=9.899318516517454e-05 n26=0.0001042366516008495 n27=2.291711195676436e-05 n28=3.677710507964723e-05 n29=0.0004141927412603791 n30=7.159054287126412e-05 n31=0.04416951413866377 n32=0.02144048122118399 n33=0.01344953798548475 n34=0.009374734588249474 n35=0.005612878972696786 n36=0.004830298445153773 n37=0.009227569149794159 n38=0.001500587956212504 n39=0.002341028984684363 n40=0.001227219088206549 n41=0.0002395274042075797 n42=0.003064097758772976 n43=0.02394804781177312 n44=0.001544625767345308 n45=0.004947984965489939 n46=0.0113656010110109 n47=0.01700470366469401 n48=0.001513666532045844 n49=0.0110561701792809 n50=0.0005960622103862763 Q is here equal to 8.00000000000011 7.) nd: 4.183372701802714 Norm of Spectral functions:  0: 1.0005  1: 1.0010  2: 0.9992  3: 1.0008  4: 0.9998  5: 0.9999  6: 0.9999  7: 0.9990  8: 0.9987  9: 0.9941 10: 0.9964 11: 0.9952 12: 1.0083 13: 1.0000 14: 1.0006 15: 1.0012 16: 0.9988 17: 0.9995 18: 1.0005 19: 0.9996 20: 1.0014 21: 0.9993 22: 1.0057 23: 0.9987 24: 0.9981 25: 1.0016 26: 1.0007 27: 1.0015 28: 0.9968 29: 1.2156 30: 0.7197 31: 0.9995 32: 0.9997 33: 1.0011 34: 1.0012 35: 1.0039 36: 1.0050 37: 0.9997 38: 0.9948 39: 1.0173 40: 1.0228 41: 0.9684 42: 1.0061 43: 1.0076 44: 1.0007 45: 0.9954 46: 0.9977 47: 0.9979 48: 0.9999 49: 1.0011 50: 0.9985  0: 3.3498  1: 0.8336 7.) SelfConsistentStep 7.) Difference between steps: 0.03345 8.) DeterminSpectralFunctions ; lambda = -60.61130752541654 -1.642236039498734 Found lorentz at 13 0.0011745 lm= 0.0011745 1.27514e-07 -0.714472 lp= 0.0011745 1.27514e-07 -0.803512 r- 0.00129537 Found lorentz at 14 0.692747 lm= 0.692747 5.92236e-06 -1.0979e-15 lp= 0.692747 5.92236e-06 -0.80636 r- 6.09682e-05 Found lorentz at 15 1.26908 lm= 1.26908 1.85144e-05 -3.53554e-16 lp= 1.26908 1.85144e-05 -0.809064 r- 0.000762793 Found lorentz at 16 1.72356 lm= 1.72356 0.00015337 -4.29989e-17 lp= 1.72356 0.00015337 -0.812081 r- 0.00629536 Found lorentz at 17 1.24786 lm= 1.24786 3.43508e-05 -1.83634e-16 lp= 1.24786 3.43508e-05 -0.794227 r- 0.00144169 Found lorentz at 18 1.49709 lm= 1.49709 0.000320499 -1.91805e-17 lp= 1.49709 0.0003205 -0.784051 r- 0.0136258 Found lorentz at 19 2.08571 lm= 2.08571 0.000129489 -5.16001e-17 lp= 2.08571 0.000129489 -0.817415 r- 0.00528045 Found lorentz at 20 1.62145 lm= 1.62145 0.000451554 -1.44628e-17 lp= 1.62145 0.000451555 -0.808132 r- 0.0186255 Found lorentz at 21 1.84954 lm= 1.84954 0.000399109 -1.57082e-17 lp= 1.84954 0.000399109 -0.791788 r- 0.016802 Found lorentz at 22 2.04847 lm= 2.04847 0.000353547 -1.78212e-17 lp= 2.04847 0.000353548 -0.793766 r- 0.0148468 Found lorentz at 23 1.81889 lm= 1.81889 0.000997902 -5.90905e-18 lp= 1.81889 0.000997905 -0.767898 r- 0.0433176 Found lorentz at 24 2.2662 lm= 2.2662 0.000819728 -8.06241e-18 lp= 2.2662 0.00081973 -0.812958 r- 0.033611 Found lorentz at 25 1.9523 lm= 1.9523 0.000839936 -7.17376e-18 lp= 1.9523 0.000839937 -0.776242 r- 0.0360685 Found lorentz at 26 2.4279 lm= 2.4279 0.00116465 -5.68791e-18 lp= 2.4279 0.00116465 -0.813906 r- 0.047698 Found lorentz at 27 2.37204 lm= 2.37204 0.000329619 -1.90755e-17 lp= 2.37204 0.000329619 -0.792946 r- 0.0138563 Found lorentz at 28 2.474 lm= 2.474 0.000631094 -9.76407e-18 lp= 2.474 0.000631095 -0.784988 r- 0.0267985 Q = 8.000000000000187 n0=0.003245826803550226 n1=0.0003999720608682866 n2=1.748276153557646e-05 n3=0.0003796044001780176 n4=9.163609303440044e-06 n5=0.0002745835611849129 n6=1.545157032652266e-05 n7=0.0005571877287600548 n8=0.0001222455441556677 n9=2.078079646387348e-05 n10=3.410717253446313e-06 n11=1.044390055018965e-05 n12=5.293665905096106e-06 n13=0.8046298732534697 n14=0.0003388113934326938 n15=0.0001375014624999305 n16=5.280016245058212e-05 n17=0.000135057339548515 n18=5.926649026373777e-05 n19=2.552871233977998e-05 n20=9.420025185509005e-05 n21=7.20441008771615e-05 n22=3.489015155613423e-05 n23=0.0001038165781889231 n24=7.223563605296316e-05 n25=9.875777701128365e-05 n26=0.0001038924647701706 n27=2.286204531704041e-05 n28=3.668979128822197e-05 n29=0.0004128472188868924 n30=7.134056679350318e-05 n31=0.04417023717940793 n32=0.02144142878295692 n33=0.01344939783779981 n34=0.009375613950321448 n35=0.005613406367122517 n36=0.004830039198122814 n37=0.009228581736515303 n38=0.001500437868103085 n39=0.002341196388057749 n40=0.001227194266708378 n41=0.0002395223511776111 n42=0.003063126887086619 n43=0.02393839686323068 n44=0.00154410174705824 n45=0.004947089551408599 n46=0.01136442072225999 n47=0.01700016228848765 n48=0.001513136694366054 n49=0.01105261521324838 n50=0.0005960315899224448 Q is here equal to 8.000000000000187 8.) nd: 4.183374690363327 Norm of Spectral functions:  0: 1.0004  1: 1.0017  2: 0.9990  3: 1.0011  4: 0.9994  5: 0.9997  6: 0.9998  7: 0.9991  8: 0.9991  9: 0.9947 10: 0.9975 11: 0.9957 12: 1.0096 13: 1.0000 14: 1.0006 15: 1.0016 16: 0.9989 17: 0.9994 18: 1.0005 19: 0.9994 20: 1.0014 21: 0.9994 22: 1.0041 23: 0.9988 24: 0.9983 25: 1.0016 26: 1.0007 27: 1.0012 28: 0.9971 29: 1.3110 30: 0.7239 31: 0.9995 32: 0.9998 33: 1.0011 34: 1.0013 35: 1.0040 36: 1.0050 37: 0.9997 38: 0.9904 39: 1.0174 40: 1.0243 41: 0.9707 42: 1.0062 43: 1.0076 44: 1.0007 45: 0.9955 46: 0.9977 47: 0.9980 48: 1.0000 49: 1.0017 50: 0.9986  0: 3.3498  1: 0.8335 8.) SelfConsistentStep 8.) Difference between steps: 0.007042 9.) DeterminSpectralFunctions ; lambda = -60.61099158755218 -1.641920101634369 Found lorentz at 13 0.00117634 lm= 0.00117634 1.26818e-07 -0.71444 lp= 0.00117634 1.26818e-07 -0.803624 r- 0.00128812 Found lorentz at 14 0.693003 lm= 0.693003 5.87233e-06 -1.10775e-15 lp= 0.693003 5.87233e-06 -0.806539 r- 6.04397e-05 Found lorentz at 15 1.26981 lm= 1.26981 1.7956e-05 -3.64814e-16 lp= 1.26981 1.7956e-05 -0.809358 r- 0.000739517 Found lorentz at 16 1.72372 lm= 1.72372 0.000148147 -4.45379e-17 lp= 1.72372 0.000148147 -0.812289 r- 0.00607939 Found lorentz at 17 1.24751 lm= 1.24751 3.35169e-05 -1.88265e-16 lp= 1.24751 3.35169e-05 -0.794358 r- 0.00140646 Found lorentz at 18 1.49702 lm= 1.49702 0.000299431 -2.05349e-17 lp= 1.49702 0.000299432 -0.784143 r- 0.0127286 Found lorentz at 19 2.08478 lm= 2.08478 0.000125194 -5.33731e-17 lp= 2.08478 0.000125194 -0.817436 r- 0.00510517 Found lorentz at 20 1.62152 lm= 1.62152 0.000430839 -1.5164e-17 lp= 1.62152 0.00043084 -0.808285 r- 0.0177677 Found lorentz at 21 1.84962 lm= 1.84962 0.000389202 -1.61166e-17 lp= 1.84962 0.000389202 -0.791998 r- 0.0163806 Found lorentz at 22 2.04785 lm= 2.04785 0.000345733 -1.82279e-17 lp= 2.04785 0.000345733 -0.79385 r- 0.0145171 Found lorentz at 23 1.81899 lm= 1.81899 0.000972335 -6.06758e-18 lp= 1.81899 0.000972337 -0.768098 r- 0.0421968 Found lorentz at 24 2.26636 lm= 2.26635 0.00078777 -8.39458e-18 lp= 2.26636 0.000787771 -0.813204 r- 0.0322908 Found lorentz at 25 1.95244 lm= 1.95244 0.000821675 -7.33777e-18 lp= 1.95244 0.000821677 -0.776484 r- 0.0352734 Found lorentz at 26 2.42816 lm= 2.42816 0.00113352 -5.84813e-18 lp= 2.42816 0.00113352 -0.814185 r- 0.0464071 Found lorentz at 27 2.37107 lm= 2.37107 0.000314328 -2.0005e-17 lp= 2.37107 0.000314328 -0.792978 r- 0.013213 Found lorentz at 28 2.47423 lm= 2.47423 0.000615182 -1.00242e-17 lp= 2.47423 0.000615183 -0.785287 r- 0.0261129 Q = 8.000000000001432 n0=0.00324696330380815 n1=0.0004000986365764217 n2=1.74878720578047e-05 n3=0.00037973171102704 n4=9.166278382260435e-06 n5=0.0002746746053290873 n6=1.545674320746413e-05 n7=0.0005573717780624919 n8=0.0001222852603104802 n9=2.078740740062973e-05 n10=3.411826748280367e-06 n11=1.044717526069222e-05 n12=5.295350049726844e-06 n13=0.8045920621692889 n14=0.0003381616924228296 n15=0.0001371694958373416 n16=5.267038466568186e-05 n17=0.0001348298214096546 n18=5.913851050135092e-05 n19=2.547333026008096e-05 n20=9.394796568703206e-05 n21=7.191276087843874e-05 n22=3.48392262638603e-05 n23=0.0001036060492676747 n24=7.2030843258039e-05 n25=9.857513465755174e-05 n26=0.0001036155953717273 n27=2.281821354357704e-05 n28=3.662159611290136e-05 n29=0.0004117706240903595 n30=7.113935969445585e-05 n31=0.04417920915659822 n32=0.02144670518931135 n33=0.01345258893905548 n34=0.009377715414483435 n35=0.005614736904372006 n36=0.004831125288274666 n37=0.009230624476054137 n38=0.001500768680760524 n39=0.002341703624360648 n40=0.001227466468489685 n41=0.0002395731689499214 n42=0.003063627560878565 n43=0.02394370864261078 n44=0.001544325342186382 n45=0.004948011195546799 n46=0.01136672467260052 n47=0.0170037348804318 n48=0.001513399467893079 n49=0.01105456246886702 n50=0.0005961277368431165 Q is here equal to 8.000000000001432 9.) nd: 4.183413261330348 Norm of Spectral functions:  0: 1.0004  1: 1.0017  2: 0.9990  3: 1.0011  4: 0.9994  5: 0.9997  6: 0.9998  7: 0.9991  8: 0.9991  9: 0.9947 10: 0.9975 11: 0.9957 12: 1.0096 13: 1.0000 14: 1.0006 15: 1.0044 16: 0.9989 17: 0.9994 18: 1.0005 19: 0.9993 20: 1.0014 21: 0.9994 22: 1.0032 23: 0.9988 24: 0.9984 25: 1.0016 26: 1.0008 27: 1.0010 28: 0.9973 29: 1.3937 30: 0.7277 31: 0.9995 32: 0.9997 33: 1.0010 34: 1.0013 35: 1.0040 36: 1.0049 37: 0.9997 38: 0.9908 39: 1.0173 40: 1.0249 41: 0.9706 42: 1.0062 43: 1.0076 44: 1.0007 45: 0.9955 46: 0.9977 47: 0.9980 48: 1.0000 49: 1.0017 50: 0.9986  0: 3.3498  1: 0.8336 9.) SelfConsistentStep 9.) Difference between steps: 0.01697 10.) DeterminSpectralFunctions ; lambda = -60.61084088635693 -1.641769400439124 Found lorentz at 13 0.00117788 lm= 0.00117788 1.26406e-07 -0.714383 lp= 0.00117788 1.26406e-07 -0.803685 r- 0.00128384 Found lorentz at 14 0.693158 lm= 0.693158 5.84212e-06 -1.11375e-15 lp= 0.693158 5.84212e-06 -0.80664 r- 6.01212e-05 Found lorentz at 15 1.27023 lm= 1.27023 1.75851e-05 -3.71162e-16 lp= 1.27023 1.75851e-05 -0.807893 r- 0.000725553 Found lorentz at 16 1.72378 lm= 1.72378 0.000144982 -4.55225e-17 lp= 1.72378 0.000144982 -0.812401 r- 0.00594871 Found lorentz at 17 1.24731 lm= 1.24731 3.30165e-05 -1.91153e-16 lp= 1.24731 3.30165e-05 -0.794431 r- 0.00138533 Found lorentz at 18 1.49698 lm= 1.49698 0.000286752 -2.14454e-17 lp= 1.49698 0.000286753 -0.784191 r- 0.0121889 Found lorentz at 19 2.08414 lm= 2.08414 0.000122594 -5.4504e-17 lp= 2.08414 0.000122594 -0.817427 r- 0.00499919 Found lorentz at 20 1.62154 lm= 1.62154 0.000418345 -1.562e-17 lp= 1.62154 0.000418346 -0.808367 r- 0.0172507 Found lorentz at 21 1.84967 lm= 1.84967 0.000383227 -1.63728e-17 lp= 1.84967 0.000383227 -0.792116 r- 0.0161267 Found lorentz at 22 2.04749 lm= 2.04749 0.000341031 -1.84812e-17 lp= 2.04749 0.000341031 -0.793894 r- 0.0143189 Found lorentz at 23 1.81906 lm= 1.81905 0.000956916 -6.16713e-18 lp= 1.81905 0.000956918 -0.768209 r- 0.0415216 Found lorentz at 24 2.26646 lm= 2.26645 0.000768491 -8.60819e-18 lp= 2.26645 0.000768492 -0.813347 r- 0.0314951 Found lorentz at 25 1.95253 lm= 1.95253 0.000810662 -7.44009e-18 lp= 1.95253 0.000810663 -0.776621 r- 0.0347944 Found lorentz at 26 2.42833 lm= 2.42833 0.00111477 -5.94887e-18 lp= 2.42833 0.00111477 -0.814347 r- 0.0456303 Found lorentz at 27 2.37045 lm= 2.37045 0.000305114 -2.06094e-17 lp= 2.37045 0.000305114 -0.792983 r- 0.0128256 Found lorentz at 28 2.47437 lm= 2.47437 0.00060561 -1.01871e-17 lp= 2.47437 0.000605611 -0.785458 r- 0.025701 Q = 8.000000000001629 n0=0.003254034622875656 n1=0.0004013118743980833 n2=1.753748015679346e-05 n3=0.0003804825078216438 n4=9.200977209370137e-06 n5=0.0002754636594337149 n6=1.548981971766369e-05 n7=0.0005596545953222984 n8=0.0001227150948692264 n9=2.086072717952731e-05 n10=3.42107823390443e-06 n11=1.048062599699533e-05 n12=5.30634117934214e-06 n13=0.8045278796829033 n14=0.0003378046389373298 n15=0.0001369848223466613 n16=5.25981624205035e-05 n17=0.0001347058942617313 n18=5.906759974653e-05 n19=2.54428767997814e-05 n20=9.380675253198661e-05 n21=7.184113017086796e-05 n22=3.481210436921374e-05 n23=0.0001034900380080947 n24=7.191534116353807e-05 n25=9.847516191868756e-05 n26=0.000103460268352983 n27=2.279420939303118e-05 n28=3.658419198897214e-05 n29=0.0004111649887853809 n30=7.102537394497209e-05 n31=0.04418801939721132 n32=0.02145218820981894 n33=0.01345635172513117 n34=0.009379581843235955 n35=0.005615967965052199 n36=0.00483249358178418 n37=0.009232350806956011 n38=0.001501224153109504 n39=0.002342187569919347 n40=0.001227787282719791 n41=0.000239633019405728 n42=0.003064635872579558 n43=0.02395472764250014 n44=0.001544811678116463 n45=0.004949468952992713 n46=0.01136988878594144 n47=0.01701010660439968 n48=0.001513957033138959 n49=0.01105855327717118 n50=0.0005962519563778107 Q is here equal to 8.000000000001629 10.) nd: 4.183454227953167 Norm of Spectral functions:  0: 1.0004  1: 1.0014  2: 0.9990  3: 1.0010  4: 0.9996  5: 0.9998  6: 0.9998  7: 0.9990  8: 0.9989  9: 0.9945 10: 0.9970 11: 0.9955 12: 1.0099 13: 1.0000 14: 1.0006 15: 0.9948 16: 0.9989 17: 0.9994 18: 1.0004 19: 0.9992 20: 1.0014 21: 0.9994 22: 1.0029 23: 0.9988 24: 0.9984 25: 1.0017 26: 1.0008 27: 1.0009 28: 0.9974 29: 1.4480 30: 0.7304 31: 0.9995 32: 0.9997 33: 1.0010 34: 1.0013 35: 1.0040 36: 1.0048 37: 0.9997 38: 0.9936 39: 1.0172 40: 1.0249 41: 0.9694 42: 1.0062 43: 1.0077 44: 1.0007 45: 0.9955 46: 0.9978 47: 0.9980 48: 0.9999 49: 1.0014 50: 0.9985  0: 3.3498  1: 0.8336 10.) SelfConsistentStep 10.) Difference between steps: 0.0179 11.) DeterminSpectralFunctions ; lambda = -60.6108550992343 -1.641783613316491 Found lorentz at 13 0.00117872 lm= 0.00117872 1.26246e-07 -0.714334 lp= 0.00117872 1.26246e-07 -0.803696 r- 0.00128219 Found lorentz at 14 0.693234 lm= 0.693234 5.83029e-06 -1.11609e-15 lp= 0.693234 5.83029e-06 -0.806668 r- 5.99974e-05 Found lorentz at 15 1.27037 lm= 1.27037 1.74375e-05 -3.74348e-16 lp= 1.27037 1.74375e-05 -0.807942 r- 0.000719422 Found lorentz at 16 1.72369 lm= 1.72369 0.000143753 -4.59131e-17 lp= 1.72369 0.000143753 -0.812412 r- 0.00589818 Found lorentz at 17 1.24727 lm= 1.24727 3.28116e-05 -1.92356e-16 lp= 1.24727 3.28116e-05 -0.79445 r- 0.0013767 Found lorentz at 18 1.497 lm= 1.497 0.000281631 -2.18357e-17 lp= 1.497 0.000281632 -0.784197 r- 0.0119712 Found lorentz at 19 2.08361 lm= 2.08361 0.000121472 -5.49984e-17 lp= 2.08361 0.000121472 -0.817361 r- 0.00495384 Found lorentz at 20 1.6215 lm= 1.6215 0.000413563 -1.58011e-17 lp= 1.6215 0.000413563 -0.808378 r- 0.0170532 Found lorentz at 21 1.8497 lm= 1.8497 0.000380974 -1.64709e-17 lp= 1.8497 0.000380974 -0.792149 r- 0.0160313 Found lorentz at 22 2.04738 lm= 2.04738 0.000339225 -1.85799e-17 lp= 2.04738 0.000339225 -0.793899 r- 0.014243 Found lorentz at 23 1.8191 lm= 1.8191 0.000951239 -6.20443e-18 lp= 1.8191 0.000951242 -0.768239 r- 0.0412737 Found lorentz at 24 2.26652 lm= 2.26651 0.000760648 -8.69781e-18 lp= 2.26652 0.000760649 -0.813387 r- 0.0311721 Found lorentz at 25 1.95259 lm= 1.95258 0.000806521 -7.47905e-18 lp= 1.95258 0.000806522 -0.776661 r- 0.0346149 Found lorentz at 26 2.4284 lm= 2.4284 0.00110765 -5.98781e-18 lp= 2.4284 0.00110765 -0.814395 r- 0.0453363 Found lorentz at 27 2.3701 lm= 2.3701 0.000301297 -2.08687e-17 lp= 2.3701 0.000301297 -0.792948 r- 0.0126657 Found lorentz at 28 2.47444 lm= 2.47444 0.000601858 -1.0252e-17 lp= 2.47444 0.000601859 -0.785512 r- 0.02554 Q = 7.999999999999877 n0=0.003262061803307237 n1=0.0004027370814295714 n2=1.759537342458604e-05 n3=0.0003813683081987717 n4=9.243459318479054e-06 n5=0.0002764094055374284 n6=1.552907200953135e-05 n7=0.0005624305916934899 n8=0.0001232336997897312 n9=2.095001432369178e-05 n10=3.432238907690324e-06 n11=1.052076831252403e-05 n12=5.319533955501696e-06 n13=0.8044715147580591 n14=0.0003377067435708901 n15=0.000136934235670326 n16=5.257894568181365e-05 n17=0.0001346722521356341 n18=5.904795841192561e-05 n19=2.543553732404352e-05 n20=9.376797511635474e-05 n21=7.182266669051668e-05 n22=3.480600954619326e-05 n23=0.0001034582921398457 n24=7.188252143806041e-05 n25=9.844830461740152e-05 n26=0.000103417394321251 n27=2.278826417008707e-05 n28=3.657422989206622e-05 n29=0.0004109915044815029 n30=7.099193976610079e-05 n31=0.04419330780209651 n32=0.02145570139545968 n33=0.01345872936511725 n34=0.009380680877918103 n35=0.005616744235439937 n36=0.004833481946957949 n37=0.00923327076330337 n38=0.00150157038539387 n39=0.002342452572024996 n40=0.001228027082426185 n41=0.0002396767089965847 n42=0.003065574123783274 n43=0.02396547517281023 n44=0.001545272591926586 n45=0.004950721648195964 n46=0.01137248387138555 n47=0.01701594160699229 n48=0.001514466992335845 n49=0.01106239634545205 n50=0.0005963536287419469 Q is here equal to 7.999999999999877 11.) nd: 4.183481497766548 Norm of Spectral functions:  0: 1.0005  1: 1.0010  2: 0.9992  3: 1.0008  4: 0.9998  5: 0.9999  6: 0.9999  7: 0.9990  8: 0.9987  9: 0.9942 10: 0.9964 11: 0.9952 12: 1.0073 13: 1.0000 14: 1.0006 15: 0.9966 16: 0.9989 17: 0.9994 18: 1.0004 19: 0.9991 20: 1.0014 21: 0.9994 22: 1.0028 23: 0.9988 24: 0.9985 25: 1.0017 26: 1.0008 27: 1.0008 28: 0.9975 29: 1.4680 30: 0.7315 31: 0.9995 32: 0.9997 33: 1.0010 34: 1.0013 35: 1.0040 36: 1.0047 37: 0.9997 38: 0.9964 39: 1.0171 40: 1.0246 41: 0.9681 42: 1.0062 43: 1.0077 44: 1.0007 45: 0.9954 46: 0.9978 47: 0.9979 48: 0.9999 49: 1.0010 50: 0.9985  0: 3.3498  1: 0.8337 11.) SelfConsistentStep 11.) Difference between steps: 0.01359 12.) DeterminSpectralFunctions ; lambda = -60.61095339869052 -1.64188191277271 Found lorentz at 13 0.00117894 lm= 0.00117894 1.26251e-07 -0.714302 lp= 0.00117894 1.26251e-07 -0.803678 r- 0.00128227 Found lorentz at 14 0.693266 lm= 0.693266 5.83093e-06 -1.11592e-15 lp= 0.693266 5.83093e-06 -0.806652 r- 6.00052e-05 Found lorentz at 15 1.27036 lm= 1.27036 1.74168e-05 -3.74771e-16 lp= 1.27036 1.74168e-05 -0.807918 r- 0.000718588 Found lorentz at 16 1.72356 lm= 1.72356 0.000143838 -4.58809e-17 lp= 1.72356 0.000143838 -0.812368 r- 0.005902 Found lorentz at 17 1.24734 lm= 1.24734 3.28053e-05 -1.92387e-16 lp= 1.24734 3.28053e-05 -0.794437 r- 0.00137646 Found lorentz at 18 1.49707 lm= 1.49707 0.000281616 -2.1836e-17 lp= 1.49707 0.000281617 -0.78418 r- 0.0119708 Found lorentz at 19 2.08324 lm= 2.08324 0.000121352 -5.50406e-17 lp= 2.08324 0.000121352 -0.81727 r- 0.00494949 Found lorentz at 20 1.62146 lm= 1.62146 0.000413994 -1.57835e-17 lp= 1.62146 0.000413995 -0.808349 r- 0.0170716 Found lorentz at 21 1.84975 lm= 1.84975 0.000381248 -1.64584e-17 lp= 1.84975 0.000381248 -0.792131 r- 0.0160431 Found lorentz at 22 2.04746 lm= 2.04746 0.000339413 -1.85689e-17 lp= 2.04746 0.000339413 -0.793885 r- 0.0142511 Found lorentz at 23 1.81917 lm= 1.81917 0.000952146 -6.19826e-18 lp= 1.81917 0.000952149 -0.768223 r- 0.0413139 Found lorentz at 24 2.2666 lm= 2.2666 0.000760571 -8.69829e-18 lp= 2.2666 0.000760572 -0.813368 r- 0.0311696 Found lorentz at 25 1.95266 lm= 1.95266 0.000807053 -7.47379e-18 lp= 1.95266 0.000807054 -0.776644 r- 0.0346385 Found lorentz at 26 2.42847 lm= 2.42847 0.00110841 -5.9834e-18 lp= 2.42847 0.00110841 -0.814376 r- 0.0453686 Found lorentz at 27 2.36997 lm= 2.36997 0.00030114 -2.08768e-17 lp= 2.36997 0.00030114 -0.792896 r- 0.0126599 Found lorentz at 28 2.47451 lm= 2.4745 0.000602058 -1.02481e-17 lp= 2.4745 0.000602059 -0.785493 r- 0.0255491 Q = 8.000000000001323 n0=0.0032683451194002 n1=0.0004038631840912914 n2=1.764124385023491e-05 n3=0.0003820524926423881 n4=9.276924080772882e-06 n5=0.0002771500982338213 n6=1.55594920583457e-05 n7=0.0005646228339003182 n8=0.0001236424116814544 n9=2.102022801838564e-05 n10=3.440957654159175e-06 n11=1.055239857030833e-05 n12=5.329874559768373e-06 n13=0.804435998194116 n14=0.0003377720310371211 n15=0.0001369687343613517 n16=5.259336564230113e-05 n17=0.0001346952102270932 n18=5.906102337393185e-05 n19=2.544279309420263e-05 n20=9.379513015961405e-05 n21=7.183773705987199e-05 n22=3.481304811292714e-05 n23=0.000103479635445888 n24=7.190311212894338e-05 n25=9.846690192920685e-05 n26=0.0001034468929928566 n27=2.279379572974678e-05 n28=3.658157167185296e-05 n29=0.0004110982055569228 n30=7.101157754649055e-05 n31=0.04419490872226452 n32=0.021457293188742 n33=0.01345998512546052 n34=0.009381026538241714 n35=0.005617041911311844 n36=0.004834026271973138 n37=0.00923349201252803 n38=0.001501773248555939 n39=0.002342548257106072 n40=0.001228152654069535 n41=0.0002396994258096487 n42=0.003066168561102682 n43=0.02397273375420813 n44=0.001545565214245241 n45=0.004951473822083166 n46=0.01137396855317536 n47=0.01701971706868897 n48=0.001514806146425804 n49=0.01106495166084369 n50=0.0005964116442361975 Q is here equal to 8.000000000001323 12.) nd: 4.183493246522333 Norm of Spectral functions:  0: 1.0006  1: 1.0005  2: 0.9993  3: 1.0006  4: 0.9998  5: 0.9999  6: 0.9999  7: 0.9990  8: 0.9986  9: 0.9939 10: 0.9961 11: 0.9950 12: 1.0042 13: 1.0000 14: 1.0006 15: 0.9965 16: 0.9988 17: 0.9994 18: 1.0005 19: 0.9991 20: 1.0013 21: 0.9994 22: 1.0028 23: 0.9988 24: 0.9985 25: 1.0017 26: 1.0008 27: 1.0008 28: 0.9975 29: 1.4723 30: 0.7319 31: 0.9995 32: 0.9997 33: 1.0010 34: 1.0013 35: 1.0039 36: 1.0047 37: 0.9997 38: 0.9986 39: 1.0170 40: 1.0242 41: 0.9671 42: 1.0062 43: 1.0077 44: 1.0008 45: 0.9954 46: 0.9979 47: 0.9979 48: 0.9998 49: 1.0006 50: 0.9984  0: 3.3498  1: 0.8337 12.) SelfConsistentStep 12.) Difference between steps: 0.009744 13.) DeterminSpectralFunctions ; lambda = -60.61106611743804 -1.641994631520234 Found lorentz at 13 0.00117881 lm= 0.00117881 1.26333e-07 -0.714286 lp= 0.00117881 1.26333e-07 -0.80365 r- 0.00128315 Found lorentz at 14 0.693274 lm= 0.693274 5.83753e-06 -1.11457e-15 lp= 0.693274 5.83753e-06 -0.806618 r- 6.00757e-05 Found lorentz at 15 1.27028 lm= 1.27028 1.74618e-05 -3.73755e-16 lp= 1.27028 1.74618e-05 -0.807863 r- 0.000720492 Found lorentz at 16 1.72345 lm= 1.72345 0.00014457 -4.56414e-17 lp= 1.72345 0.00014457 -0.812304 r- 0.00593251 Found lorentz at 17 1.24747 lm= 1.24747 3.2898e-05 -1.91833e-16 lp= 1.24747 3.2898e-05 -0.794413 r- 0.00138039 Found lorentz at 18 1.49717 lm= 1.49717 0.000284171 -2.16384e-17 lp= 1.49717 0.000284172 -0.784158 r- 0.0120797 Found lorentz at 19 2.08303 lm= 2.08303 0.00012175 -5.48492e-17 lp= 2.08303 0.00012175 -0.817184 r- 0.00496624 Found lorentz at 20 1.62142 lm= 1.62142 0.00041698 -1.56688e-17 lp= 1.62142 0.000416981 -0.808307 r- 0.0171957 Found lorentz at 21 1.84981 lm= 1.84981 0.000382744 -1.63925e-17 lp= 1.84981 0.000382744 -0.792094 r- 0.0161068 Found lorentz at 22 2.04764 lm= 2.04764 0.000340568 -1.85051e-17 lp= 2.04764 0.000340568 -0.793868 r- 0.0143 Found lorentz at 23 1.81925 lm= 1.81925 0.000956218 -6.17133e-18 lp= 1.81925 0.00095622 -0.76819 r- 0.0414924 Found lorentz at 24 2.26672 lm= 2.26672 0.00076442 -8.65361e-18 lp= 2.26672 0.000764422 -0.813327 r- 0.031329 Found lorentz at 25 1.95275 lm= 1.95275 0.000809853 -7.44722e-18 lp= 1.95275 0.000809855 -0.776606 r- 0.0347604 Found lorentz at 26 2.42854 lm= 2.42854 0.00111305 -5.95782e-18 lp= 2.42854 0.00111305 -0.81433 r- 0.0455609 Found lorentz at 27 2.36999 lm= 2.36999 0.000302848 -2.07565e-17 lp= 2.36999 0.000302848 -0.792846 r- 0.0127325 Found lorentz at 28 2.47457 lm= 2.47457 0.000604215 -1.02103e-17 lp= 2.47457 0.000604216 -0.785445 r- 0.0256422 Q = 7.999999999998421 n0=0.003272361440059054 n1=0.0004045906670144264 n2=1.76709289816898e-05 n3=0.0003824915901093774 n4=9.298670226622402e-06 n5=0.0002776290919202566 n6=1.557907362247089e-05 n7=0.0005660471031463239 n8=0.0001239075707472928 n9=2.106581964982743e-05 n10=3.44660679242301e-06 n11=1.057291870022217e-05 n12=5.336724082980664e-06 n13=0.8044182163312219 n14=0.0003379043679176962 n15=0.0001370389888569506 n16=5.262179569981742e-05 n17=0.0001347407365331549 n18=5.908759462721815e-05 n19=2.5455905212594e-05 n20=9.385002016248494e-05 n21=7.186627745669331e-05 n22=3.482506283100787e-05 n23=0.0001035226870678457 n24=7.194631582342279e-05 n25=9.850378429133983e-05 n26=0.0001035067970452545 n27=2.280390147969864e-05 n28=3.659591802504227e-05 n29=0.0004113223071103084 n30=7.105362357168795e-05 n31=0.04419442597446169 n32=0.02145761873765431 n33=0.01346037768229751 n34=0.009380954526645304 n35=0.005617058791224138 n36=0.004834232505568796 n37=0.009233343100082158 n38=0.001501860414201952 n39=0.002342539518966725 n40=0.001228197507168444 n41=0.0002397074190659347 n42=0.003066467266746867 n43=0.023976758311765 n44=0.001545712489830124 n45=0.004951823104414368 n46=0.01137460997615441 n47=0.017021688544895 n48=0.001514985324577799 n49=0.01106633868882909 n50=0.0005964394954634264 Q is here equal to 7.999999999998421 13.) nd: 4.183495141174962 Norm of Spectral functions:  0: 1.0006  1: 1.0002  2: 0.9994  3: 1.0005  4: 0.9998  5: 1.0000  6: 1.0000  7: 0.9990  8: 0.9985  9: 0.9937 10: 0.9959 11: 0.9948 12: 1.0024 13: 1.0000 14: 1.0007 15: 0.9957 16: 0.9988 17: 0.9994 18: 1.0005 19: 0.9990 20: 1.0013 21: 0.9994 22: 1.0030 23: 0.9988 24: 0.9985 25: 1.0017 26: 1.0008 27: 1.0008 28: 0.9975 29: 1.4724 30: 0.7324 31: 0.9995 32: 0.9997 33: 1.0010 34: 1.0013 35: 1.0039 36: 1.0046 37: 0.9997 38: 1.0000 39: 1.0170 40: 1.0239 41: 0.9664 42: 1.0061 43: 1.0076 44: 1.0008 45: 0.9954 46: 0.9979 47: 0.9978 48: 0.9998 49: 1.0003 50: 0.9984  0: 3.3498  1: 0.8337 13.) SelfConsistentStep 13.) Difference between steps: 0.006523 14.) DeterminSpectralFunctions ; lambda = -60.61116028566955 -1.64208879975174 Found lorentz at 13 0.00117858 lm= 0.00117858 1.26433e-07 -0.714279 lp= 0.00117858 1.26433e-07 -0.803623 r- 0.0012842 Found lorentz at 14 0.693271 lm= 0.693271 5.84549e-06 -1.11295e-15 lp= 0.693271 5.84549e-06 -0.806583 r- 6.01603e-05 Found lorentz at 15 1.27018 lm= 1.27018 1.75267e-05 -3.72317e-16 lp= 1.27018 1.75267e-05 -0.807805 r- 0.000723223 Found lorentz at 16 1.72335 lm= 1.72335 0.000145454 -4.53572e-17 lp= 1.72335 0.000145454 -0.812244 r- 0.00596924 Found lorentz at 17 1.2476 lm= 1.2476 3.30168e-05 -1.91131e-16 lp= 1.2476 3.30168e-05 -0.794389 r- 0.00138542 Found lorentz at 18 1.49726 lm= 1.49726 0.000287404 -2.13939e-17 lp= 1.49726 0.000287405 -0.784138 r- 0.0122175 Found lorentz at 19 2.0829 lm= 2.0829 0.000122299 -5.45936e-17 lp= 2.0829 0.000122299 -0.817113 r- 0.00498906 Found lorentz at 20 1.6214 lm= 1.6214 0.000420559 -1.55339e-17 lp= 1.6214 0.00042056 -0.808267 r- 0.0173441 Found lorentz at 21 1.84986 lm= 1.84986 0.000384509 -1.63156e-17 lp= 1.84986 0.00038451 -0.792054 r- 0.016182 Found lorentz at 22 2.04783 lm= 2.04783 0.00034194 -1.84301e-17 lp= 2.04783 0.00034194 -0.793852 r- 0.0143579 Found lorentz at 23 1.81933 lm= 1.81933 0.000960958 -6.14034e-18 lp= 1.81933 0.00096096 -0.768156 r- 0.0416999 Found lorentz at 24 2.26683 lm= 2.26683 0.00076932 -8.5976e-18 lp= 2.26683 0.000769321 -0.813284 r- 0.0315315 Found lorentz at 25 1.95283 lm= 1.95283 0.000813152 -7.41625e-18 lp= 1.95283 0.000813153 -0.776566 r- 0.0349038 Found lorentz at 26 2.4286 lm= 2.4286 0.00111857 -5.92769e-18 lp= 2.4286 0.00111857 -0.814282 r- 0.0457897 Found lorentz at 27 2.37006 lm= 2.37006 0.000305071 -2.06031e-17 lp= 2.37006 0.000305071 -0.792805 r- 0.0128267 Found lorentz at 28 2.47462 lm= 2.47462 0.000606848 -1.01647e-17 lp= 2.47462 0.000606849 -0.785393 r- 0.0257556 Q = 7.999999999999874 n0=0.003274702584970167 n1=0.0004050207288344999 n2=1.768854243341443e-05 n3=0.0003827535611801178 n4=9.311700641173491e-06 n5=0.0002779151523116128 n6=1.559078451639831e-05 n7=0.0005668975816564812 n8=0.0001240659329607949 n9=2.109315068961614e-05 n10=3.450006468710549e-06 n11=1.05851917387948e-05 n12=5.341076241558533e-06 n13=0.8044105358003801 n14=0.0003380409356527982 n15=0.000137112066963729 n16=5.265124561122723e-05 n17=0.0001347873213257131 n18=5.911514506137521e-05 n19=2.546923835688008e-05 n20=9.390718982712164e-05 n21=7.189540055591609e-05 n22=3.483702498156938e-05 n23=0.0001035671561742051 n24=7.199169376443676e-05 n25=9.854163789047464e-05 n26=0.0001035693055072088 n27=2.281417708051238e-05 n28=3.661065101575632e-05 n29=0.0004115575143049774 n30=7.109803806945825e-05 n31=0.04419328359180921 n32=0.0214574039023643 n33=0.01346034501479686 n34=0.009380749490526733 n35=0.005616973755787198 n36=0.004834268693897282 n37=0.009233091610645512 n38=0.001501886001448188 n39=0.002342492718818129 n40=0.001228204019387012 n41=0.000239708608679591 n42=0.003066597132867469 n43=0.02397878510724261 n44=0.00154577693808672 n45=0.004951954379809235 n46=0.01137481673259678 n47=0.01702259943028366 n48=0.001515068034912856 n49=0.01106702288864892 n50=0.0005964544102247336 Q is here equal to 7.999999999999874 14.) nd: 4.18349306646819 Norm of Spectral functions:  0: 1.0006  1: 1.0000  2: 0.9994  3: 1.0005  4: 0.9998  5: 1.0000  6: 1.0000  7: 0.9990  8: 0.9985  9: 0.9936 10: 0.9958 11: 0.9947 12: 1.0015 13: 1.0000 14: 1.0007 15: 0.9939 16: 0.9988 17: 0.9994 18: 1.0005 19: 0.9990 20: 1.0013 21: 0.9994 22: 1.0032 23: 0.9989 24: 0.9985 25: 1.0017 26: 1.0008 27: 1.0008 28: 0.9976 29: 1.4700 30: 0.7326 31: 0.9995 32: 0.9997 33: 1.0010 34: 1.0013 35: 1.0039 36: 1.0046 37: 0.9997 38: 1.0008 39: 1.0170 40: 1.0237 41: 0.9661 42: 1.0061 43: 1.0076 44: 1.0008 45: 0.9954 46: 0.9979 47: 0.9978 48: 0.9998 49: 1.0002 50: 0.9983  0: 3.3498  1: 0.8337 14.) SelfConsistentStep 14.) Difference between steps: 0.004056 15.) DeterminSpectralFunctions ; lambda = -60.61122882671218 -1.64215734079437 Found lorentz at 13 0.00117833 lm= 0.00117833 1.26521e-07 -0.714277 lp= 0.00117833 1.26521e-07 -0.803601 r- 0.00128513 Found lorentz at 14 0.693266 lm= 0.693266 5.85257e-06 -1.11153e-15 lp= 0.693266 5.85257e-06 -0.806554 r- 6.02353e-05 Found lorentz at 15 1.2701 lm= 1.2701 1.7588e-05 -3.70973e-16 lp= 1.2701 1.7588e-05 -0.807756 r- 0.000725799 Found lorentz at 16 1.72328 lm= 1.72328 0.000146245 -4.51064e-17 lp= 1.72328 0.000146245 -0.812195 r- 0.00600206 Found lorentz at 17 1.2477 lm= 1.2477 3.31249e-05 -1.90498e-16 lp= 1.2477 3.31249e-05 -0.79437 r- 0.00138998 Found lorentz at 18 1.49734 lm= 1.49734 0.000290349 -2.1176e-17 lp= 1.49734 0.00029035 -0.784122 r- 0.0123429 Found lorentz at 19 2.08282 lm= 2.08282 0.00012281 -5.43592e-17 lp= 2.08282 0.00012281 -0.817059 r- 0.00501025 Found lorentz at 20 1.62138 lm= 1.62138 0.000423756 -1.54155e-17 lp= 1.62138 0.000423756 -0.808234 r- 0.0174766 Found lorentz at 21 1.8499 lm= 1.8499 0.000386079 -1.62479e-17 lp= 1.8499 0.000386079 -0.792021 r- 0.0162487 Found lorentz at 22 2.04799 lm= 2.04799 0.000343163 -1.83638e-17 lp= 2.04799 0.000343163 -0.793838 r- 0.0144094 Found lorentz at 23 1.81939 lm= 1.81938 0.000965148 -6.11324e-18 lp= 1.81939 0.00096515 -0.768127 r- 0.0418833 Found lorentz at 24 2.26691 lm= 2.26691 0.0007738 -8.54706e-18 lp= 2.26691 0.000773801 -0.813248 r- 0.0317165 Found lorentz at 25 1.9529 lm= 1.9529 0.000816079 -7.38901e-18 lp= 1.9529 0.00081608 -0.776532 r- 0.035031 Found lorentz at 26 2.42865 lm= 2.42865 0.0011235 -5.90107e-18 lp= 2.42865 0.0011235 -0.814241 r- 0.0459939 Found lorentz at 27 2.37013 lm= 2.37013 0.000307116 -2.04643e-17 lp= 2.37013 0.000307116 -0.792774 r- 0.0129132 Found lorentz at 28 2.47465 lm= 2.47465 0.000609216 -1.0124e-17 lp= 2.47465 0.000609217 -0.785349 r- 0.0258576 Q = 8.000000000001171 n0=0.00327584179602689 n1=0.0004052363326672104 n2=1.769740020212489e-05 n3=0.0003828912053958824 n4=9.318517867266229e-06 n5=0.0002780639960495399 n6=1.559695182341204e-05 n7=0.000567337520093742 n8=0.0001241479016692044 n9=2.110747391590932e-05 n10=3.451811087382611e-06 n11=1.059155597666448e-05 n12=5.343625199883509e-06 n13=0.8044087943007624 n14=0.0003381547979314419 n15=0.0001371734717050865 n16=5.267600257813827e-05 n17=0.0001348259875336813 n18=5.913825111510336e-05 n19=2.548037095284906e-05 n20=9.395538793712266e-05 n21=7.191964194761391e-05 n22=3.484688738532029e-05 n23=0.0001036043233260936 n24=7.203013901793608e-05 n25=9.857312479941185e-05 n26=0.0001036220909764568 n27=2.282275399568908e-05 n28=3.662295037937907e-05 n29=0.0004117568930306601 n30=7.113592098462922e-05 n31=0.0441920656244592 n32=0.02145696769838165 n33=0.01346007952120443 n34=0.009380528694237373 n35=0.005616863653147651 n36=0.004834214830441775 n37=0.009232842069163742 n38=0.001501876778404659 n39=0.002342433936598267 n40=0.001228192581233285 n41=0.0002397066105666723 n42=0.003066629296240192 n43=0.02397957277367945 n44=0.001545793599710765 n45=0.00495196586788463 n46=0.01137479862213685 n47=0.01702287673239425 n48=0.001515090507960952 n49=0.01106727832091275 n50=0.0005964628969073388 Q is here equal to 8.000000000001171 15.) nd: 4.183489614527691 Norm of Spectral functions:  0: 1.0006  1: 0.9999  2: 0.9995  3: 1.0004  4: 0.9998  5: 1.0000  6: 1.0000  7: 0.9990  8: 0.9985  9: 0.9936 10: 0.9958 11: 0.9946 12: 1.0012 13: 1.0000 14: 1.0007 15: 0.9897 16: 0.9988 17: 0.9994 18: 1.0005 19: 0.9989 20: 1.0013 21: 0.9994 22: 1.0034 23: 0.9989 24: 0.9986 25: 1.0018 26: 1.0008 27: 1.0009 28: 0.9976 29: 1.4662 30: 0.7327 31: 0.9995 32: 0.9997 33: 1.0010 34: 1.0013 35: 1.0039 36: 1.0046 37: 0.9997 38: 1.0011 39: 1.0170 40: 1.0237 41: 0.9659 42: 1.0061 43: 1.0076 44: 1.0008 45: 0.9954 46: 0.9979 47: 0.9978 48: 0.9998 49: 1.0001 50: 0.9983  0: 3.3498  1: 0.8337 15.) SelfConsistentStep 15.) Difference between steps: 0.002272 16.) DeterminSpectralFunctions ; lambda = -60.61127366699072 -1.642202181072911 Found lorentz at 13 0.00117812 lm= 0.00117812 1.26586e-07 -0.714279 lp= 0.00117812 1.26586e-07 -0.803586 r- 0.00128582 Found lorentz at 14 0.693262 lm= 0.693262 5.8579e-06 -1.11046e-15 lp= 0.693262 5.8579e-06 -0.806533 r- 6.02916e-05 Found lorentz at 15 1.27004 lm= 1.27004 1.76358e-05 -3.69937e-16 lp= 1.27004 1.76358e-05 -0.807721 r- 0.000727801 Found lorentz at 16 1.72322 lm= 1.72322 0.000146844 -4.49187e-17 lp= 1.72322 0.000146844 -0.81216 r- 0.00602688 Found lorentz at 17 1.24778 lm= 1.24778 3.3207e-05 -1.90021e-16 lp= 1.24778 3.3207e-05 -0.794356 r- 0.00139345 Found lorentz at 18 1.49739 lm= 1.49739 0.000292598 -2.10127e-17 lp= 1.49739 0.000292599 -0.784111 r- 0.0124387 Found lorentz at 19 2.08277 lm= 2.08277 0.000123202 -5.4181e-17 lp= 2.08277 0.000123202 -0.817021 r- 0.00502649 Found lorentz at 20 1.62136 lm= 1.62136 0.000426174 -1.53272e-17 lp= 1.62136 0.000426174 -0.808211 r- 0.0175769 Found lorentz at 21 1.84993 lm= 1.84993 0.000387267 -1.61971e-17 lp= 1.84993 0.000387267 -0.791997 r- 0.0162992 Found lorentz at 22 2.0481 lm= 2.0481 0.000344092 -1.83138e-17 lp= 2.0481 0.000344092 -0.793828 r- 0.0144486 Found lorentz at 23 1.81943 lm= 1.81943 0.000968305 -6.09298e-18 lp= 1.81943 0.000968307 -0.768107 r- 0.0420214 Found lorentz at 24 2.26697 lm= 2.26697 0.000777233 -8.50873e-18 lp= 2.26697 0.000777234 -0.813221 r- 0.0318583 Found lorentz at 25 1.95294 lm= 1.95294 0.00081829 -7.36858e-18 lp= 1.95294 0.000818292 -0.776508 r- 0.035127 Found lorentz at 26 2.42867 lm= 2.42867 0.00112724 -5.88107e-18 lp= 2.42867 0.00112724 -0.814209 r- 0.0461486 Found lorentz at 27 2.37018 lm= 2.37018 0.000308686 -2.0359e-17 lp= 2.37018 0.000308686 -0.792751 r- 0.0129795 Found lorentz at 28 2.47467 lm= 2.47467 0.000611016 -1.00933e-17 lp= 2.47467 0.000611017 -0.785316 r- 0.0259351 Q = 8.000000000001032 n0=0.003276103024352012 n1=0.0004052964953913293 n2=1.769979754721953e-05 n3=0.0003829438636586539 n4=9.321046857601037e-06 n5=0.0002781173772974943 n6=1.559932084714175e-05 n7=0.0005674911941460204 n8=0.0001241763158688698 n9=2.111280842526779e-05 n10=3.452516729922823e-06 n11=1.059374538768026e-05 n12=5.344870009280464e-06 n13=0.8044107707692317 n14=0.0003382375241007093 n15=0.0001372184055028901 n16=5.269417318539451e-05 n17=0.000134854075246884 n18=5.915518602207535e-05 n19=2.54885376693359e-05 n20=9.399088964339481e-05 n21=7.193733431256201e-05 n22=3.485408121161382e-05 n23=0.0001036314334284554 n24=7.205857502893656e-05 n25=9.859597154797503e-05 n26=0.0001036610356363837 n27=2.282905973800543e-05 n28=3.663193946238793e-05 n29=0.0004119048476029252 n30=7.116428859165906e-05 n31=0.0441909891767897 n32=0.02145641744329722 n33=0.01345961399970888 n34=0.009380336575442037 n35=0.005616759901984308 n36=0.004834100099725278 n37=0.009232626623382593 n38=0.00150184307899477 n39=0.00234236775889072 n40=0.001228172681105656 n41=0.0002397029016135264 n42=0.003066604911236713 n43=0.02397959881173522 n44=0.001545783007963994 n45=0.004951910113699968 n46=0.01137466545115848 n47=0.01702276722931576 n48=0.001515071506961283 n49=0.01106727096662619 n50=0.0005964672566856985 Q is here equal to 8.000000000001032 16.) nd: 4.1834858171198 Norm of Spectral functions:  0: 1.0006  1: 0.9999  2: 0.9995  3: 1.0004  4: 0.9998  5: 1.0000  6: 1.0000  7: 0.9990  8: 0.9985  9: 0.9936 10: 0.9958 11: 0.9946 12: 1.0011 13: 1.0000 14: 1.0007 15: 0.9813 16: 0.9987 17: 0.9994 18: 1.0005 19: 0.9989 20: 1.0013 21: 0.9994 22: 1.0035 23: 0.9989 24: 0.9986 25: 1.0018 26: 1.0008 27: 1.0009 28: 0.9976 29: 1.4624 30: 0.7327 31: 0.9995 32: 0.9997 33: 1.0010 34: 1.0013 35: 1.0039 36: 1.0046 37: 0.9997 38: 1.0009 39: 1.0170 40: 1.0238 41: 0.9659 42: 1.0061 43: 1.0075 44: 1.0008 45: 0.9954 46: 0.9979 47: 0.9978 48: 0.9998 49: 1.0000 50: 0.9983  0: 3.3498  1: 0.8337 16.) SelfConsistentStep 16.) Difference between steps: 0.001283 17.) DeterminSpectralFunctions ; lambda = -60.61129871202478 -1.642227226106968 Found lorentz at 13 0.00117795 lm= 0.00117795 1.26626e-07 -0.714282 lp= 0.00117795 1.26626e-07 -0.803577 r- 0.00128624 Found lorentz at 14 0.693262 lm= 0.693262 5.86129e-06 -1.10978e-15 lp= 0.693262 5.86129e-06 -0.806521 r- 6.03274e-05 Found lorentz at 15 1.27001 lm= 1.27001 1.76671e-05 -3.69263e-16 lp= 1.27001 1.76671e-05 -0.8077 r- 0.00072911 Found lorentz at 16 1.72319 lm= 1.72319 0.000147222 -4.48011e-17 lp= 1.72319 0.000147222 -0.812138 r- 0.00604255 Found lorentz at 17 1.24782 lm= 1.24782 3.32587e-05 -1.89721e-16 lp= 1.24782 3.32587e-05 -0.794347 r- 0.00139564 Found lorentz at 18 1.49743 lm= 1.49743 0.000294022 -2.09106e-17 lp= 1.49743 0.000294023 -0.784104 r- 0.0124993 Found lorentz at 19 2.08272 lm= 2.08272 0.000123448 -5.40697e-17 lp= 2.08272 0.000123448 -0.816995 r- 0.00503667 Found lorentz at 20 1.62136 lm= 1.62136 0.000427703 -1.52718e-17 lp= 1.62136 0.000427704 -0.808196 r- 0.0176403 Found lorentz at 21 1.84994 lm= 1.84994 0.000388027 -1.61648e-17 lp= 1.84994 0.000388027 -0.791982 r- 0.0163315 Found lorentz at 22 2.04816 lm= 2.04816 0.000344696 -1.82813e-17 lp= 2.04816 0.000344697 -0.793821 r- 0.0144742 Found lorentz at 23 1.81945 lm= 1.81945 0.000970309 -6.0802e-18 lp= 1.81945 0.000970311 -0.768095 r- 0.042109 Found lorentz at 24 2.26701 lm= 2.26701 0.000779424 -8.48444e-18 lp= 2.26701 0.000779425 -0.813203 r- 0.0319488 Found lorentz at 25 1.95297 lm= 1.95297 0.000819699 -7.35564e-18 lp= 1.95297 0.0008197 -0.776493 r- 0.0351881 Found lorentz at 26 2.42869 lm= 2.42869 0.0011296 -5.86844e-18 lp= 2.42869 0.00112961 -0.814188 r- 0.0462467 Found lorentz at 27 2.37021 lm= 2.37021 0.000309683 -2.02926e-17 lp= 2.37021 0.000309683 -0.792736 r- 0.0130217 Found lorentz at 28 2.47468 lm= 2.47468 0.000612163 -1.00739e-17 lp= 2.47468 0.000612164 -0.785295 r- 0.0259845 Q = 7.999999999999349 n0=0.003275727331006703 n1=0.0004052475468969023 n2=1.769748552191552e-05 n3=0.0003829456804033746 n4=9.320967881210223e-06 n5=0.0002781109829986934 n6=1.559941222762167e-05 n7=0.0005674649328969329 n8=0.00012417054250874 n9=2.111265442487085e-05 n10=3.452558957010435e-06 n11=1.059321660199358e-05 n12=5.345269121727842e-06 n13=0.804414984309619 n14=0.0003382890522828232 n15=0.0001372465081379678 n16=5.270562789101662e-05 n17=0.000134871795121533 n18=5.916593749611274e-05 n19=2.549374096886761e-05 n20=9.401348720746401e-05 n21=7.194855016900415e-05 n22=3.485871559638372e-05 n23=0.0001036484663212522 n24=7.207678291119099e-05 n25=9.861019511661183e-05 n26=0.0001036858932874798 n27=2.283312514692424e-05 n28=3.663763318355516e-05 n29=0.0004120008501060136 n30=7.118306243885694e-05 n31=0.04419016108042433 n32=0.02145577361920206 n33=0.01345889663013545 n34=0.009380195502215532 n35=0.005616679835083104 n36=0.004833930927919338 n37=0.009232453700125268 n38=0.001501787693185792 n39=0.002342289305432827 n40=0.001228149974860712 n41=0.0002396982032949203 n42=0.00306655495430649 n43=0.02397923810598054 n44=0.001545761026717294 n45=0.0049518234997795 n46=0.01137449322844232 n47=0.01702244993314655 n48=0.00151502208235162 n49=0.01106712911706199 n50=0.0005964692658844542 Q is here equal to 7.999999999999349 17.) nd: 4.183482169104102 Norm of Spectral functions:  0: 1.0006  1: 0.9999  2: 0.9995  3: 1.0004  4: 0.9997  5: 0.9999  6: 1.0000  7: 0.9989  8: 0.9985  9: 0.9936 10: 0.9958 11: 0.9947 12: 1.0011 13: 1.0000 14: 1.0007 15: 0.9937 16: 0.9987 17: 0.9994 18: 1.0006 19: 0.9989 20: 1.0013 21: 0.9994 22: 1.0036 23: 0.9989 24: 0.9986 25: 1.0018 26: 1.0008 27: 1.0009 28: 0.9976 29: 1.4596 30: 0.7326 31: 0.9995 32: 0.9997 33: 1.0010 34: 1.0013 35: 1.0039 36: 1.0046 37: 0.9997 38: 1.0004 39: 1.0170 40: 1.0240 41: 0.9661 42: 1.0061 43: 1.0076 44: 1.0008 45: 0.9954 46: 0.9979 47: 0.9978 48: 0.9998 49: 1.0000 50: 0.9983  0: 3.3498  1: 0.8337 17.) SelfConsistentStep 17.) Difference between steps: 0.001064 18.) DeterminSpectralFunctions ; lambda = -60.61130761551858 -1.642236129600768 Found lorentz at 13 0.00117788 lm= 0.00117788 1.26644e-07 -0.714284 lp= 0.00117788 1.26644e-07 -0.803573 r- 0.00128643 Found lorentz at 14 0.69327 lm= 0.69327 5.8629e-06 -1.10947e-15 lp= 0.69327 5.8629e-06 -0.806516 r- 6.03444e-05 Found lorentz at 15 1.27002 lm= 1.27002 1.76826e-05 -3.68933e-16 lp= 1.27002 1.76826e-05 -0.807694 r- 0.000729758 Found lorentz at 16 1.72319 lm= 1.72319 0.000147385 -4.47507e-17 lp= 1.72319 0.000147385 -0.812131 r- 0.0060493 Found lorentz at 17 1.24784 lm= 1.24784 3.32808e-05 -1.89593e-16 lp= 1.24784 3.32808e-05 -0.794342 r- 0.00139658 Found lorentz at 18 1.49744 lm= 1.49744 0.00029463 -2.08672e-17 lp= 1.49744 0.000294631 -0.784101 r- 0.0125252 Found lorentz at 19 2.08269 lm= 2.08269 0.000123545 -5.40253e-17 lp= 2.08269 0.000123545 -0.81698 r- 0.00504073 Found lorentz at 20 1.62136 lm= 1.62135 0.000428367 -1.52479e-17 lp= 1.62135 0.000428367 -0.808189 r- 0.0176678 Found lorentz at 21 1.84996 lm= 1.84996 0.000388376 -1.615e-17 lp= 1.84996 0.000388376 -0.791976 r- 0.0163463 Found lorentz at 22 2.04819 lm= 2.04819 0.000344998 -1.82651e-17 lp= 2.04819 0.000344998 -0.793816 r- 0.0144869 Found lorentz at 23 1.81947 lm= 1.81947 0.000971201 -6.07453e-18 lp= 1.81947 0.000971203 -0.768089 r- 0.0421481 Found lorentz at 24 2.26703 lm= 2.26703 0.000780379 -8.47386e-18 lp= 2.26703 0.00078038 -0.813194 r- 0.0319883 Found lorentz at 25 1.953 lm= 1.953 0.000820335 -7.34982e-18 lp= 1.953 0.000820336 -0.776488 r- 0.0352157 Found lorentz at 26 2.4287 lm= 2.4287 0.00113063 -5.86293e-18 lp= 2.4287 0.00113064 -0.814177 r- 0.0462896 Found lorentz at 27 2.37021 lm= 2.37021 0.000310109 -2.02642e-17 lp= 2.37021 0.000310109 -0.792725 r- 0.0130398 Found lorentz at 28 2.47469 lm= 2.47469 0.000612673 -1.00653e-17 lp= 2.47469 0.000612674 -0.785286 r- 0.0260064 Q = 7.999999999998449 n0=0.003275646662652817 n1=0.0004052289875053981 n2=1.769703681621215e-05 n3=0.0003829248242229656 n4=9.319907596929864e-06 n5=0.0002780902553777379 n6=1.559848280233751e-05 n7=0.0005674007271276528 n8=0.0001241595701578659 n9=2.111048301063759e-05 n10=3.452299274848423e-06 n11=1.059246471081952e-05 n12=5.345252634795852e-06 n13=0.8044165971661048 n14=0.0003383129681244711 n15=0.0001372593353347625 n16=5.27110138903896e-05 n17=0.0001348806736477333 n18=5.917127755408772e-05 n19=2.54963312390873e-05 n20=9.402456101552029e-05 n21=7.195415460160599e-05 n22=3.486122378783107e-05 n23=0.0001036566294515344 n24=7.208586633643018e-05 n25=9.861682392895773e-05 n26=0.0001036981955749173 n27=2.283526483861577e-05 n28=3.664045260224654e-05 n29=0.0004120516810685277 n30=7.119363601003639e-05 n31=0.04418973447731057 n32=0.02145569306175705 n33=0.01345898239019324 n34=0.009380118290174912 n35=0.005616634268292336 n36=0.004833922644462874 n37=0.009232394356817801 n38=0.001501785912378023 n39=0.002342290369832617 n40=0.001228139889155142 n41=0.0002396971651686687 n42=0.003066514857081626 n43=0.02397884931973658 n44=0.00154574008142652 n45=0.004951773709207435 n46=0.01137438003829439 n47=0.0170222534551351 n48=0.00151501351670947 n49=0.01106699674665138 n50=0.0005964712412119474 Q is here equal to 7.999999999998449 18.) nd: 4.183480818837108 Norm of Spectral functions:  0: 1.0006  1: 0.9999  2: 0.9995  3: 1.0004  4: 0.9997  5: 0.9999  6: 1.0000  7: 0.9989  8: 0.9985  9: 0.9936 10: 0.9958 11: 0.9947 12: 1.0011 13: 1.0000 14: 1.0007 15: 0.9852 16: 0.9987 17: 0.9994 18: 1.0006 19: 0.9989 20: 1.0013 21: 0.9994 22: 1.0036 23: 0.9989 24: 0.9986 25: 1.0018 26: 1.0008 27: 1.0009 28: 0.9976 29: 1.4581 30: 0.7325 31: 0.9995 32: 0.9997 33: 1.0010 34: 1.0013 35: 1.0039 36: 1.0046 37: 0.9997 38: 1.0005 39: 1.0170 40: 1.0240 41: 0.9661 42: 1.0061 43: 1.0076 44: 1.0008 45: 0.9954 46: 0.9979 47: 0.9978 48: 0.9998 49: 1.0001 50: 0.9983  0: 3.3498  1: 0.8337 18.) SelfConsistentStep 18.) Difference between steps: 0.0009819 Missing doping : 0 : -0.0622202 1 : -0.0169076