Sig = Sigma.000 Ac = Ac.inp Delta = None cix = out.cix out = . gloc = gloc.out sig = sig.inp susc = Susc.out Ed = [-23.3347,-22.1854] 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 = -23.3347 Ed1 = -22.1854 T = 0.01 N0 = 6 N1 = 8 valence state0 = 2.763610.23639 with Energy0 = -52.877 valence state1 = 1.92221.0778 with Energy1 = -52.011 valence state2 = 1.32511.6749 with Energy2 = -51.2903 valence state3 = 2.659330.340671 with Energy3 = -51.6482 valence state4 = 2.123290.876706 with Energy4 = -51.227 valence state5 = 2.058930.941069 with Energy5 = -51.0569 valence state6 = 1.899891.10011 with Energy6 = -50.8543 valence state7 = 2.317520.682476 with Energy7 = -50.8615 valence state8 = 1.747251.25275 with Energy8 = -50.4118 valence state9 = 1.149121.85088 with Energy9 = -49.7856 valence state10 = 1.494681.50532 with Energy10 = -49.8865 valence state11 = 1.224561.77544 with Energy11 = -49.7155 valence state12 = 1.088141.91186 with Energy12 = -48.7527 valence state13 = 3.351060.64894 with Energy13 = -57.9577 valence state14 = 2.696411.30359 with Energy14 = -57.3189 valence state15 = 2.233841.76616 with Energy15 = -56.7815 valence state16 = 1.973612.02639 with Energy16 = -56.363 valence state17 = 3.412220.587781 with Energy17 = -56.7333 valence state18 = 2.824271.17573 with Energy18 = -56.4339 valence state19 = 1.847422.15258 with Energy19 = -56.0308 valence state20 = 3.171420.828576 with Energy20 = -56.4035 valence state21 = 2.657751.34225 with Energy21 = -56.1392 valence state22 = 2.50251.4975 with Energy22 = -55.9435 valence state23 = 2.923831.07617 with Energy23 = -56.0654 valence state24 = 2.382071.61793 with Energy24 = -55.781 valence state25 = 2.88341.1166 with Energy25 = -55.9677 valence state26 = 2.359081.64092 with Energy26 = -55.6346 valence state27 = 2.333971.66603 with Energy27 = -55.6151 valence state28 = 2.097481.90252 with Energy28 = -55.5069 valence state29 = 1.66212.3379 with Energy29 = -53.6205 valence state30 = 1.493732.50627 with Energy30 = -52.1022 valence state31 = 3.951531.04847 with Energy31 = -56.5252 valence state32 = 3.404431.59557 with Energy32 = -56.0477 valence state33 = 2.97872.0213 with Energy33 = -55.6189 valence state34 = 3.428161.57184 with Energy34 = -55.5673 valence state35 = 3.287451.71255 with Energy35 = -55.5054 valence state36 = 2.687152.31285 with Energy36 = -55.2587 valence state37 = 3.580231.41977 with Energy37 = -55.5964 valence state38 = 2.509672.49033 with Energy38 = -54.963 valence state39 = 3.064171.93583 with Energy39 = -55.1714 valence state40 = 2.533822.46618 with Energy40 = -54.7803 valence state41 = 2.663612.33639 with Energy41 = -54.7573 valence state42 = 3.336971.66303 with Energy42 = -54.7265 valence state43 = 3.447771.55223 with Energy43 = -54.612 valence state44 = 3.103311.89669 with Energy44 = -54.4436 valence state45 = 3.216061.78394 with Energy45 = -54.2955 valence state46 = 3.228861.77114 with Energy46 = -54.2852 valence state47 = 3.281751.71825 with Energy47 = -54.3045 valence state48 = 2.833822.16618 with Energy48 = -54.1019 valence state49 = 2.326732.67327 with Energy49 = -52.2301 valence state50 = 1.975823.02418 with Energy50 = -50.3776 ***************************************** Sigma.000: Number of entries: 447 Sigma.000: Number of columns: 103 Sigma.000: Peak-position 0 1.) DeterminSpectralFunctions ; lambda = -59.47955514098379 -1.521875104792784 Found lorentz at 13 0.00140977 lm= 0.00140977 9.24531e-08 -0.721058 lp= 0.00140977 9.24531e-08 -0.830224 r- 0.0007373 Found lorentz at 14 0.679897 lm= 0.679897 4.16403e-06 -1.66865e-15 lp= 0.679897 4.16403e-06 -0.833565 r- 4.14679e-05 Found lorentz at 15 1.24469 lm= 1.24469 1.33883e-05 -5.22128e-16 lp= 1.24469 1.33883e-05 -0.836086 r- 0.000533768 Found lorentz at 16 1.69405 lm= 1.69405 0.000139409 -5.07066e-17 lp= 1.69405 0.000139409 -0.840772 r- 0.00552704 Found lorentz at 17 1.25162 lm= 1.25162 2.59761e-05 -2.62307e-16 lp= 1.25162 2.59761e-05 -0.825453 r- 0.00104897 Found lorentz at 18 1.49969 lm= 1.49968 0.000320747 -2.08175e-17 lp= 1.49969 0.000320748 -0.81714 r- 0.0130842 Found lorentz at 19 2.05557 lm= 2.05557 0.00012238 -5.85171e-17 lp= 2.05557 0.00012238 -0.846245 r- 0.0048205 Found lorentz at 20 1.61605 lm= 1.61604 0.000441109 -1.58408e-17 lp= 1.61604 0.00044111 -0.835916 r- 0.0175899 Found lorentz at 21 1.84097 lm= 1.84097 0.000374334 -1.814e-17 lp= 1.84097 0.000374335 -0.824041 r- 0.0151422 Found lorentz at 22 2.0376 lm= 2.0376 0.000271476 -2.50826e-17 lp= 2.0376 0.000271476 -0.825185 r- 0.0109663 Found lorentz at 23 1.83108 lm= 1.83108 0.00104853 -6.20742e-18 lp= 1.83108 0.00104853 -0.806764 r- 0.0433225 Found lorentz at 24 2.24163 lm= 2.24163 0.00076225 -9.25605e-18 lp= 2.24163 0.000762251 -0.839966 r- 0.0302493 Found lorentz at 25 1.95989 lm= 1.95988 0.00084462 -7.8413e-18 lp= 1.95988 0.000844621 -0.813814 r- 0.0345952 Found lorentz at 26 2.40192 lm= 2.40192 0.00112128 -6.31122e-18 lp= 2.40192 0.00112128 -0.84123 r- 0.0444304 Found lorentz at 27 2.36218 lm= 2.36218 0.000251648 -2.7058e-17 lp= 2.36218 0.000251648 -0.825171 r- 0.0101655 Found lorentz at 28 2.46237 lm= 2.46237 0.00044514 -1.51756e-17 lp= 2.46237 0.00044514 -0.821904 r- 0.0180532 Q = 8.0000000000003 n0=0.003388215803219163 n1=0.000410307973939251 n2=1.800752851190193e-05 n3=0.0003924926129947961 n4=9.214115537777471e-06 n5=0.0002788004177802319 n6=1.590538696381367e-05 n7=0.0005513329300061193 n8=0.0001224629928955201 n9=2.079563522622957e-05 n10=3.453060949081051e-06 n11=1.052409876765782e-05 n12=5.29337016905647e-06 n13=0.8119183438675047 n14=0.00029637185585127 n15=0.0001252075148944512 n16=4.913409242240242e-05 n17=0.0001171606572946979 n18=5.317516834723041e-05 n19=2.380553095364477e-05 n20=8.8709551547615e-05 n21=6.426940364620845e-05 n22=3.120354394960027e-05 n23=9.279009838849554e-05 n24=6.91840689398246e-05 n25=8.758886262465912e-05 n26=9.942702860404724e-05 n27=2.0928665649504e-05 n28=3.295696600441128e-05 n29=0.0003823383105571215 n30=6.690891383468828e-05 n31=0.04178012104999691 n32=0.02041606045253797 n33=0.01291832779431716 n34=0.009006799164279782 n35=0.005391800046693321 n36=0.004668716033500073 n37=0.008858507675284909 n38=0.001455404730091368 n39=0.0022648445369433 n40=0.00119269596389779 n41=0.0002326902910925646 n42=0.002976821442213458 n43=0.02308723879640934 n44=0.00150879538015588 n45=0.004822278348212596 n46=0.01106463573317567 n47=0.01649914678605902 n48=0.001479149169823099 n49=0.01093584964280569 n50=0.0005938069345350718 Q is here equal to 8.0000000000003 1.) nd: 4.175926884045065 Norm of Spectral functions:  0: 0.9990  1: 1.0013  2: 0.9996  3: 0.9999  4: 1.0012  5: 1.0003  6: 1.0007  7: 1.0014  8: 1.0020  9: 0.9965 10: 0.9966 11: 0.9960 12: 1.0077 13: 1.0000 14: 1.0001 15: 0.9997 16: 0.9993 17: 1.0001 18: 1.0012 19: 0.9999 20: 1.0006 21: 0.9952 22: 1.0007 23: 1.0020 24: 1.0001 25: 1.0013 26: 1.0016 27: 1.0003 28: 1.0015 29: 3.7262 30: 1.0978 31: 1.0010 32: 1.0008 33: 1.0044 34: 1.0042 35: 1.0082 36: 1.0254 37: 1.0038 38: 0.8979 39: 1.0544 40: 1.1213 41: 1.0384 42: 0.9987 43: 1.0079 44: 1.0002 45: 1.0000 46: 1.0002 47: 0.9993 48: 1.0003 49: 1.0064 50: 1.0010  0: 3.3488  1: 0.8271 1.) SelfConsistentStep 1.) Difference between steps: 0.8023 2.) DeterminSpectralFunctions ; lambda = -59.52784245029114 -1.570162414100132 Found lorentz at 13 0.00130968 lm= 0.00130968 1.02073e-07 -0.719821 lp= 0.00130968 1.02073e-07 -0.820546 r- 0.000914497 Found lorentz at 14 0.680381 lm= 0.680381 4.58268e-06 -1.48064e-15 lp= 0.680381 4.58268e-06 -0.82373 r- 4.61819e-05 Found lorentz at 15 1.24847 lm= 1.24847 1.37732e-05 -4.96174e-16 lp= 1.24847 1.37732e-05 -0.826675 r- 0.000555366 Found lorentz at 16 1.69367 lm= 1.69367 0.000126943 -5.43469e-17 lp= 1.69367 0.000126943 -0.8306 r- 0.00509443 Found lorentz at 17 1.24595 lm= 1.24595 2.68752e-05 -2.46315e-16 lp= 1.24595 2.68752e-05 -0.81362 r- 0.00110105 Found lorentz at 18 1.49259 lm= 1.49259 0.000269944 -2.39898e-17 lp= 1.49259 0.000269945 -0.804733 r- 0.0111816 Found lorentz at 19 2.04789 lm= 2.04789 0.000120096 -5.82222e-17 lp= 2.04789 0.000120096 -0.836196 r- 0.00478738 Found lorentz at 20 1.61525 lm= 1.61525 0.000387375 -1.75948e-17 lp= 1.61525 0.000387375 -0.825579 r- 0.0156406 Found lorentz at 21 1.83773 lm= 1.83773 0.000360725 -1.83556e-17 lp= 1.83773 0.000360725 -0.813715 r- 0.0147769 Found lorentz at 22 2.02881 lm= 2.02881 0.000279473 -2.36289e-17 lp= 2.02881 0.000279474 -0.812629 r- 0.0114638 Found lorentz at 23 1.82376 lm= 1.82376 0.000973997 -6.45195e-18 lp= 1.82376 0.000974001 -0.792731 r- 0.0409556 Found lorentz at 24 2.24464 lm= 2.24464 0.000744596 -9.27671e-18 lp= 2.24464 0.000744597 -0.831109 r- 0.0298636 Found lorentz at 25 1.9534 lm= 1.9534 0.000835781 -7.66783e-18 lp= 1.9534 0.000835782 -0.80054 r- 0.0348008 Found lorentz at 26 2.40579 lm= 2.40579 0.00110124 -6.29097e-18 lp= 2.40579 0.00110124 -0.832337 r- 0.0441022 Found lorentz at 27 2.34885 lm= 2.34885 0.000244453 -2.70608e-17 lp= 2.34885 0.000244453 -0.813332 r- 0.0100186 Found lorentz at 28 2.45742 lm= 2.45742 0.000465201 -1.40797e-17 lp= 2.45742 0.000465201 -0.809314 r- 0.0191603 Q = 7.999999999998484 n0=0.003632441685026478 n1=0.0004554149617253634 n2=1.988638877210492e-05 n3=0.0004204116255795028 n4=1.053622857207444e-05 n5=0.0003088105222193083 n6=1.714795358530692e-05 n7=0.0006378412010057721 n8=0.0001388520304268755 n9=2.362662313219996e-05 n10=3.816128835233281e-06 n11=1.180834672898127e-05 n12=5.754031651164396e-06 n13=0.8105475946773746 n14=0.0003050715632443823 n15=0.0001275825301447213 n16=4.986015425009622e-05 n17=0.0001209562628136634 n18=5.44076303213484e-05 n19=2.417772611028357e-05 n20=8.956488264046854e-05 n21=6.593517011361877e-05 n22=3.203854076535247e-05 n23=9.505686809120038e-05 n24=6.962518048073889e-05 n25=8.99608733226581e-05 n26=0.0001000997407526409 n27=2.136376541760914e-05 n28=3.379968971130114e-05 n29=0.0003889305513604533 n30=6.789366084771385e-05 n31=0.04193481651993089 n32=0.02049328402171497 n33=0.01297041161821849 n34=0.009021548116324937 n35=0.005402710062781883 n36=0.004688350172184059 n37=0.008869896182061465 n38=0.001462270530844769 n39=0.002268132724656799 n40=0.001196362967440517 n41=0.0002333924560054438 n42=0.002997165594074461 n43=0.02331956943888631 n44=0.001518771469046197 n45=0.004844244332315747 n46=0.01110550443078068 n47=0.01661459816776912 n48=0.001490210448335746 n49=0.01100342795771009 n50=0.0005950655938940979 Q is here equal to 7.999999999998484 2.) nd: 4.176343385077716 Norm of Spectral functions:  0: 1.0007  1: 0.9979  2: 1.0007  3: 0.9985  4: 1.0026  5: 1.0050  6: 1.0065  7: 1.0012  8: 0.9930  9: 1.0001 10: 0.9876 11: 0.9980 12: 1.0068 13: 1.0000 14: 1.0001 15: 0.9998 16: 0.9991 17: 0.9995 18: 0.9997 19: 1.0015 20: 1.0004 21: 1.0037 22: 0.9997 23: 1.0000 24: 1.0004 25: 1.0021 26: 1.0025 27: 1.0042 28: 1.0007 29: 0.9090 30: 0.6803 31: 1.0003 32: 1.0005 33: 0.9994 34: 1.0041 35: 1.0050 36: 1.0141 37: 1.0012 38: 0.9268 39: 1.0176 40: 1.0058 41: 1.0164 42: 1.0000 43: 1.0052 44: 1.0004 45: 1.0017 46: 1.0000 47: 0.9989 48: 1.0000 49: 1.0163 50: 0.9969  0: 3.3484  1: 0.8280 2.) SelfConsistentStep 2.) Difference between steps: 0.2417 3.) DeterminSpectralFunctions ; lambda = -59.55481990342504 -1.597139867234034 Found lorentz at 13 0.00123119 lm= 0.00123119 1.13818e-07 -0.720595 lp= 0.00123119 1.13818e-07 -0.815006 r- 0.00113993 Found lorentz at 14 0.679524 lm= 0.679524 5.23897e-06 -1.2766e-15 lp= 0.679524 5.23897e-06 -0.817805 r- 5.31782e-05 Found lorentz at 15 1.24918 lm= 1.24918 1.95851e-05 -3.43836e-16 lp= 1.24918 1.95851e-05 -0.820614 r- 0.000795549 Found lorentz at 16 1.6957 lm= 1.6957 0.000163445 -4.16217e-17 lp= 1.6957 0.000163445 -0.824793 r- 0.00660548 Found lorentz at 17 1.24231 lm= 1.24231 3.52687e-05 -1.84411e-16 lp= 1.24231 3.52687e-05 -0.80647 r- 0.00145774 Found lorentz at 18 1.48724 lm= 1.48724 0.00039811 -1.59864e-17 lp= 1.48724 0.000398112 -0.79777 r- 0.0166344 Found lorentz at 19 2.05397 lm= 2.05397 0.000147443 -4.66999e-17 lp= 2.05397 0.000147443 -0.829793 r- 0.00592288 Found lorentz at 20 1.61449 lm= 1.61449 0.000519237 -1.29381e-17 lp= 1.61449 0.000519238 -0.819632 r- 0.0211167 Found lorentz at 21 1.8338 lm= 1.8338 0.000429058 -1.51586e-17 lp= 1.8338 0.000429058 -0.806469 r- 0.017734 Found lorentz at 22 2.0233 lm= 2.0233 0.00033481 -1.93626e-17 lp= 2.0233 0.00033481 -0.805157 r- 0.0138611 Found lorentz at 23 1.81645 lm= 1.81644 0.00113521 -5.42064e-18 lp= 1.81645 0.00113522 -0.784449 r- 0.0482384 Found lorentz at 24 2.23947 lm= 2.23947 0.000931712 -7.2948e-18 lp= 2.23947 0.000931714 -0.824419 r- 0.0376715 Found lorentz at 25 1.94621 lm= 1.94621 0.000944983 -6.63792e-18 lp= 1.94621 0.000944985 -0.792006 r- 0.0397718 Found lorentz at 26 2.40252 lm= 2.40252 0.00128441 -5.30777e-18 lp= 2.40252 0.00128441 -0.825673 r- 0.0518531 Found lorentz at 27 2.34579 lm= 2.34579 0.000338938 -1.91772e-17 lp= 2.34579 0.000338938 -0.80622 r- 0.0140135 Found lorentz at 28 2.45145 lm= 2.45145 0.000582242 -1.10194e-17 lp= 2.45145 0.000582242 -0.800996 r- 0.0242299 Q = 7.99999999999697 n0=0.00353073636965844 n1=0.0004373889769117111 n2=1.911377147045214e-05 n3=0.0004087177771366532 n4=1.001823321035121e-05 n5=0.0002970502412641719 n6=1.663598304581054e-05 n7=0.0006052007932947161 n8=0.0001325652757586875 n9=2.253805344495024e-05 n10=3.673738079091943e-06 n11=1.130736892184559e-05 n12=5.577322491401588e-06 n13=0.811337380004566 n14=0.0003168621621521925 n15=0.0001319613952432124 n16=5.141514176480968e-05 n17=0.000125627905536656 n18=5.635092904921649e-05 n19=2.488172836794184e-05 n20=9.224959418004829e-05 n21=6.823250586172516e-05 n22=3.310709131147714e-05 n23=9.840467590998131e-05 n24=7.16158489200714e-05 n25=9.315598887716701e-05 n26=0.0001028465126203644 n27=2.203669199685823e-05 n28=3.494618296721247e-05 n29=0.0004014110124167043 n30=7.000504671369233e-05 n31=0.04186509665387531 n32=0.020442009730141 n33=0.01292912921146601 n34=0.008998939268741965 n35=0.005388159329222333 n36=0.004671189478978688 n37=0.008848910326581251 n38=0.001456243182864121 n39=0.002261542801901431 n40=0.001191816083358469 n41=0.0002325308887548352 n42=0.002982431212079583 n43=0.02317877078737934 n44=0.001511027242399726 n45=0.004821639737987337 n46=0.0110563391399489 n47=0.0165250147879493 n48=0.001481755061002932 n49=0.01093259755101657 n50=0.0005918432012074234 Q is here equal to 7.99999999999697 3.) nd: 4.175866461772168 Norm of Spectral functions:  0: 1.0004  1: 1.0007  2: 0.9990  3: 1.0006  4: 1.0012  5: 0.9994  6: 0.9992  7: 1.0014  8: 0.9969  9: 0.9963 10: 0.9905 11: 0.9957 12: 1.0077 13: 1.0001 14: 1.0000 15: 0.9998 16: 0.9994 17: 0.9984 18: 0.9981 19: 0.9993 20: 1.0002 21: 1.0017 22: 0.9980 23: 0.9978 24: 0.9995 25: 1.0005 26: 1.0017 27: 1.0021 28: 0.9999 29: 0.5245 30: 0.5897 31: 0.9998 32: 1.0002 33: 0.9953 34: 1.0047 35: 1.0037 36: 1.0079 37: 0.9994 38: 1.0068 39: 1.0000 40: 1.0406 41: 1.0324 42: 1.0018 43: 0.9987 44: 0.9994 45: 1.0001 46: 0.9995 47: 0.9988 48: 1.0003 49: 1.0022 50: 0.9973  0: 3.3486  1: 0.8273 3.) SelfConsistentStep 3.) Difference between steps: 0.2117 4.) DeterminSpectralFunctions ; lambda = -59.56617957494045 -1.608499538749442 Found lorentz at 13 0.00119827 lm= 0.00119827 1.20654e-07 -0.720812 lp= 0.00119827 1.20654e-07 -0.812572 r- 0.00121201 Found lorentz at 14 0.679024 lm= 0.679024 5.58003e-06 -1.19096e-15 lp= 0.679024 5.58003e-06 -0.815204 r- 5.68208e-05 Found lorentz at 15 1.2467 lm= 1.2467 2.16555e-05 -3.08679e-16 lp= 1.2467 2.16555e-05 -0.817593 r- 0.000882896 Found lorentz at 16 1.69087 lm= 1.69087 0.000172303 -3.91574e-17 lp= 1.69087 0.000172303 -0.821397 r- 0.00699228 Found lorentz at 17 1.24221 lm= 1.24221 3.9521e-05 -1.63383e-16 lp= 1.24221 3.9521e-05 -0.803558 r- 0.00163942 Found lorentz at 18 1.48721 lm= 1.4872 0.000441061 -1.43296e-17 lp= 1.4872 0.000441063 -0.795001 r- 0.0184932 Found lorentz at 19 2.04946 lm= 2.04946 0.000151072 -4.53545e-17 lp= 2.04946 0.000151072 -0.827756 r- 0.0060836 Found lorentz at 20 1.61327 lm= 1.61326 0.00055731 -1.19738e-17 lp= 1.61326 0.000557311 -0.816891 r- 0.0227411 Found lorentz at 21 1.83147 lm= 1.83147 0.000448878 -1.43731e-17 lp= 1.83147 0.000448879 -0.803231 r- 0.0186281 Found lorentz at 22 2.02155 lm= 2.02155 0.000356584 -1.80402e-17 lp= 2.02155 0.000356584 -0.802051 r- 0.0148197 Found lorentz at 23 1.81483 lm= 1.81483 0.00117987 -5.16997e-18 lp= 1.81483 0.00117987 -0.781019 r- 0.0503561 Found lorentz at 24 2.24023 lm= 2.24023 0.0009668 -6.98803e-18 lp= 2.24023 0.000966802 -0.821952 r- 0.0392076 Found lorentz at 25 1.94426 lm= 1.94426 0.000970154 -6.40784e-18 lp= 1.94426 0.000970156 -0.788455 r- 0.0410151 Found lorentz at 26 2.4031 lm= 2.40309 0.00132651 -5.10837e-18 lp= 2.40309 0.00132652 -0.823185 r- 0.0537148 Found lorentz at 27 2.3429 lm= 2.3429 0.000358962 -1.79574e-17 lp= 2.3429 0.000358962 -0.802872 r- 0.0149033 Found lorentz at 28 2.45061 lm= 2.45061 0.000616787 -1.03189e-17 lp= 2.45061 0.000616788 -0.797784 r- 0.0257709 Q = 7.999999999999817 n0=0.003442463564592713 n1=0.0004214825315422121 n2=1.843262871689497e-05 n3=0.0003982802848732987 n4=9.564564544065506e-06 n5=0.0002864953463634829 n6=1.617731224420596e-05 n7=0.0005762057181321332 n8=0.0001269437582580826 n9=2.156311287868209e-05 n10=3.544859873241585e-06 n11=1.085909731424804e-05 n12=5.429624851101944e-06 n13=0.8117108166519439 n14=0.0003239044767011515 n15=0.0001343868835439819 n16=5.225294386981824e-05 n17=0.0001283675360700196 n18=5.739783662846053e-05 n19=2.526897384967705e-05 n20=9.356598266690339e-05 n21=6.953738159213951e-05 n22=3.371961008668257e-05 n23=0.000100246033404076 n24=7.249575600477845e-05 n25=9.495903105584691e-05 n26=0.0001040970539978459 n27=2.239889258804302e-05 n28=3.557764558000464e-05 n29=0.0004072957352862527 n30=7.092435212151683e-05 n31=0.0418863816970091 n32=0.02043672619139669 n33=0.01291767947690456 n34=0.008997120461366323 n35=0.005386097545863031 n36=0.004664996423025332 n37=0.008848449947032528 n38=0.001453678365291991 n39=0.002260319773020661 n40=0.001190110513835857 n41=0.0002322459817601746 n42=0.002974768446756616 n43=0.02309329848945472 n44=0.001506878485968135 n45=0.004810718276702528 n46=0.01103390200416332 n47=0.01647523401987052 n48=0.001476875783631984 n49=0.01088950203997259 n50=0.000590360895797522 Q is here equal to 7.999999999999817 4.) nd: 4.175787902414639 Norm of Spectral functions:  0: 1.0004  1: 1.0004  2: 0.9995  3: 1.0012  4: 0.9983  5: 0.9988  6: 0.9986  7: 0.9984  8: 1.0001  9: 0.9967 10: 0.9984 11: 0.9988 12: 0.9928 13: 1.0000 14: 1.0000 15: 0.9995 16: 0.9965 17: 0.9981 18: 0.9980 19: 1.0047 20: 1.0000 21: 1.0012 22: 0.9959 23: 0.9971 24: 0.9995 25: 1.0001 26: 1.0019 27: 1.0014 28: 0.9997 29: 0.4862 30: 0.5924 31: 0.9997 32: 0.9999 33: 0.9921 34: 1.0051 35: 1.0028 36: 1.0009 37: 0.9983 38: 1.0473 39: 0.9923 40: 1.0357 41: 1.0367 42: 1.0022 43: 0.9963 44: 0.9993 45: 0.9983 46: 0.9990 47: 0.9984 48: 1.0005 49: 0.9955 50: 0.9987  0: 3.3488  1: 0.8270 4.) SelfConsistentStep 4.) Difference between steps: 0.1422 5.) DeterminSpectralFunctions ; lambda = -59.57006372416559 -1.612383687974578 Found lorentz at 13 0.00118641 lm= 0.00118641 1.24206e-07 -0.72085 lp= 0.00118641 1.24206e-07 -0.811651 r- 0.00124911 Found lorentz at 14 0.678968 lm= 0.678968 5.71971e-06 -1.15923e-15 lp= 0.678968 5.71971e-06 -0.814276 r- 5.83096e-05 Found lorentz at 15 1.24422 lm= 1.24422 2.14754e-05 -3.10303e-16 lp= 1.24422 2.14754e-05 -0.816326 r- 0.000876913 Found lorentz at 16 1.68639 lm= 1.68639 0.00016774 -4.02077e-17 lp= 1.68639 0.00016774 -0.821246 r- 0.00680837 Found lorentz at 17 1.24324 lm= 1.24324 4.093e-05 -1.57407e-16 lp= 1.24324 4.093e-05 -0.802663 r- 0.00169976 Found lorentz at 18 1.48878 lm= 1.48878 0.000434369 -1.4519e-17 lp= 1.48878 0.00043437 -0.794143 r- 0.0182323 Found lorentz at 19 2.04561 lm= 2.04561 0.000145097 -4.70483e-17 lp= 2.04561 0.000145097 -0.826231 r- 0.00585378 Found lorentz at 20 1.6129 lm= 1.6129 0.000543967 -1.22378e-17 lp= 1.6129 0.000543968 -0.815902 r- 0.0222236 Found lorentz at 21 1.83034 lm= 1.83034 0.00044234 -1.45423e-17 lp= 1.83034 0.00044234 -0.802039 r- 0.018384 Found lorentz at 22 2.02163 lm= 2.02163 0.000358512 -1.78999e-17 lp= 2.02163 0.000358512 -0.801081 r- 0.0149178 Found lorentz at 23 1.81544 lm= 1.81544 0.00115894 -5.24815e-18 lp= 1.81544 0.00115895 -0.779893 r- 0.0495345 Found lorentz at 24 2.24306 lm= 2.24306 0.00093156 -7.24491e-18 lp= 2.24306 0.000931562 -0.821528 r- 0.0377979 Found lorentz at 25 1.94459 lm= 1.94459 0.000950912 -6.5186e-18 lp= 1.94459 0.000950914 -0.787314 r- 0.0402599 Found lorentz at 26 2.40503 lm= 2.40503 0.00129429 -5.22942e-18 lp= 2.40503 0.00129429 -0.822703 r- 0.0524407 Found lorentz at 27 2.34233 lm= 2.34233 0.000345143 -1.86261e-17 lp= 2.34233 0.000345143 -0.801789 r- 0.0143489 Found lorentz at 28 2.45186 lm= 2.45185 0.000610193 -1.04103e-17 lp= 2.45186 0.000610194 -0.797012 r- 0.0255201 Q = 8.000000000001151 n0=0.003390190747956106 n1=0.0004120859620816684 n2=1.803336860655686e-05 n3=0.0003921393120541195 n4=9.299385550065203e-06 n5=0.0002802661753410374 n6=1.590787922717951e-05 n7=0.0005591561664163373 n8=0.0001236307933759635 n9=2.098943721372172e-05 n10=3.469289253062402e-06 n11=1.059539262322404e-05 n12=5.350710025958484e-06 n13=0.8117678873252141 n14=0.0003278146036773456 n15=0.0001355383789801188 n16=5.261418078292458e-05 n17=0.0001298771418682527 n18=5.789115577845792e-05 n19=2.543898786737116e-05 n20=9.402081472505758e-05 n21=7.021124142820192e-05 n22=3.404221314127761e-05 n23=0.0001011512923391852 n24=7.27094066456476e-05 n25=9.58904659596275e-05 n26=0.0001044416716637984 n27=2.256221992485553e-05 n28=3.588950788085306e-05 n29=0.0004092648229515248 n30=7.114629946002897e-05 n31=0.04194721752409013 n32=0.02045501364221157 n33=0.01292343743388574 n34=0.009004988671869133 n35=0.005390114457135926 n36=0.004665569130288125 n37=0.008857121578492323 n38=0.001453442129936586 n39=0.002261747698155268 n40=0.001190165053572533 n41=0.0002322946277340722 n42=0.002972636307393492 n43=0.02305974416233202 n44=0.001505599373109706 n45=0.004808046723216057 n46=0.01102945106659143 n47=0.01645815002778924 n48=0.001475071231356494 n49=0.01087066846944037 n50=0.0005900143413862815 Q is here equal to 8.000000000001151 5.) nd: 4.175909379030263 Norm of Spectral functions:  0: 1.0010  1: 1.0003  2: 1.0022  3: 1.0000  4: 1.0029  5: 1.0018  6: 1.0004  7: 1.0002  8: 0.9987  9: 1.0014 10: 1.0003 11: 1.0012 12: 0.9939 13: 1.0000 14: 0.9999 15: 0.9992 16: 1.0015 17: 0.9985 18: 0.9985 19: 1.0012 20: 0.9999 21: 1.0010 22: 0.9960 23: 0.9975 24: 1.0000 25: 1.0001 26: 1.0024 27: 1.0013 28: 0.9998 29: 0.4935 30: 0.5918 31: 0.9997 32: 0.9997 33: 0.9900 34: 1.0054 35: 1.0022 36: 0.9959 37: 0.9975 38: 1.0532 39: 0.9897 40: 1.0227 41: 1.0334 42: 1.0023 43: 0.9982 44: 0.9993 45: 0.9977 46: 0.9986 47: 0.9982 48: 1.0006 49: 1.0035 50: 0.9990  0: 3.3489  1: 0.8270 5.) SelfConsistentStep 5.) Difference between steps: 0.09401 6.) DeterminSpectralFunctions ; lambda = -59.57173250791931 -1.614052471728307 Found lorentz at 13 0.00118241 lm= 0.00118241 1.26028e-07 -0.720836 lp= 0.00118241 1.26028e-07 -0.811311 r- 0.00126796 Found lorentz at 14 0.678817 lm= 0.678817 5.76081e-06 -1.1501e-15 lp= 0.678817 5.76081e-06 -0.813971 r- 5.87506e-05 Found lorentz at 15 1.24252 lm= 1.24252 2.07616e-05 -3.20606e-16 lp= 1.24252 2.07616e-05 -0.81586 r- 0.000848248 Found lorentz at 16 1.68423 lm= 1.68423 0.000159683 -4.21773e-17 lp= 1.68423 0.000159683 -0.820671 r- 0.00648588 Found lorentz at 17 1.24333 lm= 1.24333 4.0744e-05 -1.58019e-16 lp= 1.24333 4.0744e-05 -0.802393 r- 0.0016926 Found lorentz at 18 1.48906 lm= 1.48906 0.00041016 -1.53639e-17 lp= 1.48906 0.000410161 -0.793831 r- 0.0172229 Found lorentz at 19 2.04477 lm= 2.04477 0.000138128 -4.93768e-17 lp= 2.04477 0.000138128 -0.825853 r- 0.00557518 Found lorentz at 20 1.61241 lm= 1.6124 0.000514985 -1.29157e-17 lp= 1.6124 0.000514986 -0.815563 r- 0.0210483 Found lorentz at 21 1.82942 lm= 1.82942 0.000427629 -1.50272e-17 lp= 1.82942 0.00042763 -0.801628 r- 0.0177817 Found lorentz at 22 2.02155 lm= 2.02155 0.000352747 -1.81812e-17 lp= 2.02155 0.000352748 -0.800836 r- 0.0146825 Found lorentz at 23 1.81531 lm= 1.81531 0.00111573 -5.44585e-18 lp= 1.81531 0.00111573 -0.779495 r- 0.0477118 Found lorentz at 24 2.24357 lm= 2.24357 0.000878788 -7.67949e-18 lp= 2.24357 0.000878789 -0.821502 r- 0.0356578 Found lorentz at 25 1.94415 lm= 1.94415 0.000917431 -6.74999e-18 lp= 1.94415 0.000917433 -0.786935 r- 0.038861 Found lorentz at 26 2.40563 lm= 2.40563 0.00124114 -5.45352e-18 lp= 2.40563 0.00124114 -0.822715 r- 0.0502865 Found lorentz at 27 2.34256 lm= 2.34256 0.000324634 -1.97942e-17 lp= 2.34256 0.000324634 -0.801616 r- 0.0134992 Found lorentz at 28 2.45254 lm= 2.45254 0.000591343 -1.07411e-17 lp= 2.45254 0.000591343 -0.796973 r- 0.0247329 Q = 7.999999999998755 n0=0.003360476679981514 n1=0.0004067634353253435 n2=1.780765527755912e-05 n3=0.0003886235304165656 n4=9.150306408791428e-06 n5=0.0002767183643465543 n6=1.575404964761859e-05 n7=0.0005495347441710828 n8=0.0001217526051182776 n9=2.066440858707916e-05 n10=3.426279856037304e-06 n11=1.044602043656197e-05 n12=5.309614944406638e-06 n13=0.8117598900142156 n14=0.0003300582573978375 n15=0.0001360641213896634 n16=5.274370561693986e-05 n17=0.000130758685237497 n18=5.813243643354754e-05 n19=2.55008079182307e-05 n20=9.411266855074117e-05 n21=7.056885138870976e-05 n22=3.421930544158126e-05 n23=0.0001016163500355689 n24=7.267969715931651e-05 n25=9.640048990403989e-05 n26=0.0001044331448671504 n27=2.263228895822696e-05 n28=3.604778383402812e-05 n29=0.0004096123116295451 n30=7.109345899020568e-05 n31=0.04199455934576384 n32=0.0204709638725078 n33=0.01292994190755113 n34=0.009011725103620419 n35=0.005393721332287718 n36=0.004666994664671957 n37=0.008864321253281614 n38=0.001453632737051507 n39=0.002263107371026527 n40=0.001190446294400059 n41=0.00023238438434606 n42=0.002972001487317169 n43=0.02304467438875427 n44=0.001505147845096942 n45=0.004807420812139694 n46=0.01102899711788809 n47=0.016451305132602 n48=0.001474294398307821 n49=0.01086138037800932 n50=0.0005899880998902707 Q is here equal to 7.999999999998755 6.) nd: 4.176020580231997 Norm of Spectral functions:  0: 1.0004  1: 1.0001  2: 1.0006  3: 0.9999  4: 1.0007  5: 1.0014  6: 1.0015  7: 1.0016  8: 0.9991  9: 0.9995 10: 0.9993 11: 0.9996 12: 0.9981 13: 1.0000 14: 0.9999 15: 0.9988 16: 1.0011 17: 0.9985 18: 0.9986 19: 1.0010 20: 0.9998 21: 1.0008 22: 0.9959 23: 0.9975 24: 1.0000 25: 1.0000 26: 1.0026 27: 1.0012 28: 0.9999 29: 0.5009 30: 0.5875 31: 0.9997 32: 0.9996 33: 0.9888 34: 1.0054 35: 1.0018 36: 0.9930 37: 0.9970 38: 1.0515 39: 0.9889 40: 1.0135 41: 1.0292 42: 1.0023 43: 0.9991 44: 0.9994 45: 0.9978 46: 0.9985 47: 0.9981 48: 1.0007 49: 1.0092 50: 0.9989  0: 3.3490  1: 0.8271 6.) SelfConsistentStep 6.) Difference between steps: 0.0619 7.) DeterminSpectralFunctions ; lambda = -59.57239693310179 -1.614716896910778 Found lorentz at 13 0.00118166 lm= 0.00118166 1.26966e-07 -0.72081 lp= 0.00118166 1.26966e-07 -0.811221 r- 0.00127755 Found lorentz at 14 0.678656 lm= 0.678656 5.76214e-06 -1.1497e-15 lp= 0.678656 5.76214e-06 -0.813926 r- 5.87674e-05 Found lorentz at 15 1.24159 lm= 1.24159 2.00921e-05 -3.31218e-16 lp= 1.24159 2.00921e-05 -0.815773 r- 0.000820984 Found lorentz at 16 1.68365 lm= 1.68365 0.000152244 -4.42306e-17 lp= 1.68365 0.000152244 -0.820599 r- 0.00618425 Found lorentz at 17 1.24296 lm= 1.24296 4.00533e-05 -1.60732e-16 lp= 1.24296 4.00533e-05 -0.802362 r- 0.00166398 Found lorentz at 18 1.48864 lm= 1.48864 0.000384917 -1.63674e-17 lp= 1.48864 0.000384918 -0.793734 r- 0.0161649 Found lorentz at 19 2.0455 lm= 2.0455 0.000132265 -5.15836e-17 lp= 2.0455 0.000132265 -0.825998 r- 0.0053376 Found lorentz at 20 1.61198 lm= 1.61198 0.00048643 -1.36721e-17 lp= 1.61198 0.000486431 -0.815508 r- 0.0198826 Found lorentz at 21 1.82878 lm= 1.82878 0.000412976 -1.55577e-17 lp= 1.82878 0.000412976 -0.801558 r- 0.0171739 Found lorentz at 22 2.0214 lm= 2.0214 0.000345498 -1.85646e-17 lp= 2.0214 0.000345498 -0.800876 r- 0.01438 Found lorentz at 23 1.81478 lm= 1.81478 0.00107263 -5.66309e-18 lp= 1.81478 0.00107263 -0.779386 r- 0.0458752 Found lorentz at 24 2.24287 lm= 2.24287 0.000830564 -8.12685e-18 lp= 2.24287 0.000830565 -0.821576 r- 0.033698 Found lorentz at 25 1.94338 lm= 1.94338 0.000885054 -6.99555e-18 lp= 1.94338 0.000885055 -0.786858 r- 0.0374933 Found lorentz at 26 2.40549 lm= 2.40549 0.00119085 -5.68593e-18 lp= 2.40549 0.00119085 -0.822868 r- 0.0482399 Found lorentz at 27 2.34311 lm= 2.34311 0.000306413 -2.0981e-17 lp= 2.34311 0.000306413 -0.801801 r- 0.0127385 Found lorentz at 28 2.45279 lm= 2.45279 0.000572273 -1.11044e-17 lp= 2.45279 0.000572274 -0.797166 r- 0.0239295 Q = 8.000000000001871 n0=0.003343591755662032 n1=0.0004037239354524751 n2=1.767835718672365e-05 n3=0.0003865809828226158 n4=9.065995759481161e-06 n5=0.0002746761150583755 n6=1.566493833647605e-05 n7=0.0005440673810174322 n8=0.0001206781505596381 n9=2.047815306558178e-05 n10=3.401381555763301e-06 n11=1.036033146035519e-05 n12=5.287481991115162e-06 n13=0.8117352821157696 n14=0.0003313877731938929 n15=0.0001362955491808412 n16=5.277381289799674e-05 n17=0.0001312930486509612 n18=5.825442890895616e-05 n19=2.551595849000678e-05 n20=9.407259273359095e-05 n21=7.076420055543149e-05 n22=3.431987854415335e-05 n23=0.0001018649938157226 n24=7.25801860285081e-05 n25=9.669206982820146e-05 n26=0.0001043149333700343 n27=2.266029252752925e-05 n28=3.613045199790265e-05 n29=0.0004093846900026014 n30=7.096114506656296e-05 n31=0.04202804560436671 n32=0.02048285762133695 n33=0.01293524527201913 n34=0.009016672145083431 n35=0.005396428615579704 n36=0.0046683182065716 n37=0.008869537571933867 n38=0.001453895637802678 n39=0.002264149029402736 n40=0.001190728427049771 n41=0.0002324662157440869 n42=0.002971926627140526 n43=0.02303815423714565 n44=0.001505023564771724 n45=0.004807494221144202 n46=0.01102970980532183 n47=0.01644880574727909 n48=0.00147397074790778 n49=0.01085671725283564 n50=0.0005900503680724053 Q is here equal to 8.000000000001871 7.) nd: 4.176104941958582 Norm of Spectral functions:  0: 0.9999  1: 1.0002  2: 1.0001  3: 1.0000  4: 1.0006  5: 1.0006  6: 1.0013  7: 1.0007  8: 1.0007  9: 0.9987 10: 0.9991 11: 0.9993 12: 0.9991 13: 1.0000 14: 0.9999 15: 0.9984 16: 1.0009 17: 0.9984 18: 0.9986 19: 1.0011 20: 0.9996 21: 1.0006 22: 0.9956 23: 0.9972 24: 0.9999 25: 0.9999 26: 1.0025 27: 1.0013 28: 0.9999 29: 0.5056 30: 0.5849 31: 0.9997 32: 0.9996 33: 0.9881 34: 1.0055 35: 1.0015 36: 0.9913 37: 0.9967 38: 1.0494 39: 0.9888 40: 1.0081 41: 1.0262 42: 1.0023 43: 0.9993 44: 0.9994 45: 0.9980 46: 0.9985 47: 0.9981 48: 1.0007 49: 1.0112 50: 0.9986  0: 3.3490  1: 0.8271 7.) SelfConsistentStep 7.) Difference between steps: 0.04051 8.) DeterminSpectralFunctions ; lambda = -59.57252892405749 -1.614848887866479 Found lorentz at 13 0.00118221 lm= 0.00118221 1.27457e-07 -0.720781 lp= 0.00118221 1.27457e-07 -0.811234 r- 0.00128246 Found lorentz at 14 0.67859 lm= 0.67859 5.75172e-06 -1.15196e-15 lp= 0.67859 5.75172e-06 -0.813987 r- 5.86567e-05 Found lorentz at 15 1.24123 lm= 1.24123 1.95973e-05 -3.39644e-16 lp= 1.24123 1.95973e-05 -0.81585 r- 0.000800691 Found lorentz at 16 1.68387 lm= 1.68387 0.000146416 -4.60066e-17 lp= 1.68387 0.000146416 -0.820739 r- 0.00594653 Found lorentz at 17 1.24264 lm= 1.24264 3.93878e-05 -1.63476e-16 lp= 1.24264 3.93878e-05 -0.802432 r- 0.00163618 Found lorentz at 18 1.48821 lm= 1.48821 0.000364421 -1.72884e-17 lp= 1.48821 0.000364422 -0.793744 r- 0.0153039 Found lorentz at 19 2.0468 lm= 2.0468 0.000127838 -5.34116e-17 lp= 2.0468 0.000127838 -0.826319 r- 0.00515693 Found lorentz at 20 1.61181 lm= 1.61181 0.000463446 -1.43526e-17 lp= 1.61181 0.000463447 -0.815579 r- 0.0189414 Found lorentz at 21 1.82849 lm= 1.82849 0.00040109 -1.60219e-17 lp= 1.82849 0.00040109 -0.801637 r- 0.016678 Found lorentz at 22 2.02144 lm= 2.02144 0.00033919 -1.8917e-17 lp= 2.02144 0.00033919 -0.801028 r- 0.0141148 Found lorentz at 23 1.81435 lm= 1.81435 0.00103756 -5.8549e-18 lp= 1.81435 0.00103756 -0.779411 r- 0.0443737 Found lorentz at 24 2.24213 lm= 2.24213 0.000793121 -8.51312e-18 lp= 2.24213 0.000793122 -0.821702 r- 0.0321739 Found lorentz at 25 1.94282 lm= 1.94282 0.000859087 -7.20811e-18 lp= 1.94282 0.000859088 -0.786919 r- 0.0363904 Found lorentz at 26 2.40531 lm= 2.40531 0.00115081 -5.88663e-18 lp= 2.40531 0.00115081 -0.823066 r- 0.0466065 Found lorentz at 27 2.34387 lm= 2.34387 0.000292488 -2.19965e-17 lp= 2.34387 0.000292488 -0.802104 r- 0.012155 Found lorentz at 28 2.453 lm= 2.453 0.00055683 -1.14196e-17 lp= 2.453 0.000556831 -0.797422 r- 0.0232763 Q = 8.000000000001048 n0=0.003334021162300168 n1=0.0004019864087929962 n2=1.760415472415159e-05 n3=0.000385394070867846 n4=9.01813276033888e-06 n5=0.0002734980462828194 n6=1.561330283648327e-05 n7=0.0005409476621642607 n8=0.0001200614700880302 n9=2.037102688660625e-05 n10=3.386929680741821e-06 n11=1.031101970062638e-05 n12=5.275375312985486e-06 n13=0.8117064247458204 n14=0.0003321959230961952 n15=0.0001363918685019711 n16=5.276649140442525e-05 n17=0.0001316230805370827 n18=5.831701251874279e-05 n19=2.551349285208099e-05 n20=9.39972414275625e-05 n21=7.087342059718085e-05 n22=3.437813069375713e-05 n23=0.0001020013915403079 n24=7.247492783764452e-05 n25=9.686266444337976e-05 n26=0.0001041821901179316 n27=2.266972995002375e-05 n28=3.61745289930321e-05 n29=0.0004090129984978674 n30=7.08264084032745e-05 n31=0.04205188696412433 n32=0.02049167368047396 n33=0.01293942490354742 n34=0.009020289012552817 n35=0.005398441283694499 n36=0.004669450117886132 n37=0.008873313085594543 n38=0.001454157387347047 n39=0.002264932814846175 n40=0.00119097648452302 n41=0.0002325344474875777 n42=0.002972095814062702 n43=0.02303598943053145 n44=0.001505051188914539 n45=0.004807848985230769 n46=0.0110308197528485 n47=0.01644841699707972 n48=0.001473874389667429 n49=0.01085451786665049 n50=0.0005901303833057593 Q is here equal to 8.000000000001048 8.) nd: 4.176168336227971 Norm of Spectral functions:  0: 0.9998  1: 1.0003  2: 1.0000  3: 1.0000  4: 1.0005  5: 1.0002  6: 1.0010  7: 1.0003  8: 1.0016  9: 0.9983 10: 0.9988 11: 0.9989 12: 0.9986 13: 1.0000 14: 0.9999 15: 0.9981 16: 1.0009 17: 0.9983 18: 0.9984 19: 1.0012 20: 0.9996 21: 1.0006 22: 0.9957 23: 0.9970 24: 0.9998 25: 0.9997 26: 1.0023 27: 1.0013 28: 0.9999 29: 0.5114 30: 0.5848 31: 0.9997 32: 0.9996 33: 0.9877 34: 1.0055 35: 1.0013 36: 0.9903 37: 0.9966 38: 1.0479 39: 0.9888 40: 1.0050 41: 1.0243 42: 1.0022 43: 0.9993 44: 0.9995 45: 0.9982 46: 0.9984 47: 0.9981 48: 1.0006 49: 1.0106 50: 0.9984  0: 3.3490  1: 0.8271 8.) SelfConsistentStep 8.) Difference between steps: 0.02591 9.) DeterminSpectralFunctions ; lambda = -59.57237735403942 -1.614697317848417 Found lorentz at 13 0.00118321 lm= 0.00118321 1.27724e-07 -0.720753 lp= 0.00118321 1.27724e-07 -0.811283 r- 0.00128507 Found lorentz at 14 0.678676 lm= 0.678676 5.74179e-06 -1.15423e-15 lp= 0.678676 5.74179e-06 -0.814087 r- 5.85483e-05 Found lorentz at 15 1.24129 lm= 1.24129 1.92816e-05 -3.45322e-16 lp= 1.24129 1.92816e-05 -0.815987 r- 0.000787659 Found lorentz at 16 1.68445 lm= 1.68445 0.000142213 -4.73898e-17 lp= 1.68445 0.000142213 -0.820943 r- 0.00577439 Found lorentz at 17 1.2426 lm= 1.2426 3.89308e-05 -1.65443e-16 lp= 1.2426 3.89308e-05 -0.802547 r- 0.00161697 Found lorentz at 18 1.4881 lm= 1.4881 0.0003497 -1.80194e-17 lp= 1.4881 0.000349701 -0.793815 r- 0.0146844 Found lorentz at 19 2.04814 lm= 2.04814 0.000124688 -5.48063e-17 lp= 2.04814 0.000124688 -0.82666 r- 0.00502777 Found lorentz at 20 1.61196 lm= 1.61196 0.000446755 -1.48935e-17 lp= 1.61196 0.000446756 -0.815706 r- 0.0182564 Found lorentz at 21 1.82857 lm= 1.82857 0.000392397 -1.63824e-17 lp= 1.82857 0.000392397 -0.801775 r- 0.0163137 Found lorentz at 22 2.02174 lm= 2.02174 0.000334494 -1.91917e-17 lp= 2.02174 0.000334494 -0.801218 r- 0.0139161 Found lorentz at 23 1.81427 lm= 1.81427 0.00101184 -6.0051e-18 lp= 1.81427 0.00101184 -0.779501 r- 0.0432688 Found lorentz at 24 2.2419 lm= 2.2419 0.000766483 -8.81261e-18 lp= 2.2419 0.000766484 -0.821871 r- 0.0310869 Found lorentz at 25 1.94272 lm= 1.94272 0.00084028 -7.37184e-18 lp= 1.94272 0.000840281 -0.787047 r- 0.035588 Found lorentz at 26 2.4054 lm= 2.4054 0.00112166 -6.04276e-18 lp= 2.4054 0.00112166 -0.823281 r- 0.0454142 Found lorentz at 27 2.34479 lm= 2.34479 0.000282643 -2.27807e-17 lp= 2.34479 0.000282643 -0.802422 r- 0.0117413 Found lorentz at 28 2.45337 lm= 2.45337 0.000545624 -1.16618e-17 lp= 2.45337 0.000545625 -0.797681 r- 0.0228004 Q = 7.999999999999998 n0=0.003328875784400367 n1=0.0004010403813061431 n2=1.756369900226299e-05 n3=0.0003847428317758203 n4=8.992189185161695e-06 n5=0.0002728519622638427 n6=1.558502395300357e-05 n7=0.0005392451799726844 n8=0.0001197238074837388 n9=2.031225931952957e-05 n10=3.378977615467915e-06 n11=1.028399754151454e-05 n12=5.269246161824445e-06 n13=0.8116761171456714 n14=0.0003326966387275456 n15=0.0001364278574070677 n16=5.274883672731258e-05 n17=0.0001318282567268882 n18=5.834885178460373e-05 n19=2.55061491159687e-05 n20=9.392335329501246e-05 n21=7.093563402000431e-05 n22=3.441224723336024e-05 n23=0.0001020770811443818 n24=7.238444386659999e-05 n25=9.696310786804765e-05 n26=0.0001040674740509033 n27=2.267139893942672e-05 n28=3.619834838278329e-05 n29=0.0004086611813327703 n30=7.071517204064469e-05 n31=0.04206945133723179 n32=0.02049843135380622 n33=0.01294281078169908 n34=0.009023024507681042 n35=0.005399990933149156 n36=0.004670435022352949 n37=0.008876135947038805 n38=0.001454407708662993 n39=0.00226553978173604 n40=0.001191195163453855 n41=0.0002325914608872639 n42=0.002972393779100456 n43=0.02303632329403201 n44=0.001505163297528361 n45=0.004808343922645855 n46=0.01103210827603718 n47=0.0164492172879414 n48=0.001473908942189626 n49=0.0108537685964842 n50=0.0005902100880255278 Q is here equal to 7.999999999999998 9.) nd: 4.176217586141703 Norm of Spectral functions:  0: 0.9997  1: 1.0004  2: 0.9999  3: 1.0001  4: 1.0004  5: 1.0001  6: 1.0008  7: 1.0002  8: 1.0018  9: 0.9982 10: 0.9988 11: 0.9987 12: 0.9985 13: 1.0000 14: 0.9999 15: 0.9981 16: 1.0010 17: 0.9983 18: 0.9984 19: 1.0016 20: 0.9996 21: 1.0005 22: 0.9963 23: 0.9969 24: 0.9997 25: 0.9997 26: 1.0023 27: 1.0015 28: 0.9999 29: 0.5207 30: 0.5869 31: 0.9997 32: 0.9996 33: 0.9875 34: 1.0055 35: 1.0013 36: 0.9898 37: 0.9965 38: 1.0472 39: 0.9888 40: 1.0035 41: 1.0234 42: 1.0022 43: 0.9993 44: 0.9995 45: 0.9982 46: 0.9984 47: 0.9981 48: 1.0006 49: 1.0093 50: 0.9981  0: 3.3491  1: 0.8272 9.) SelfConsistentStep 9.) Difference between steps: 0.0152 10.) DeterminSpectralFunctions ; lambda = -59.57213059323899 -1.614450557047981 Found lorentz at 13 0.00118422 lm= 0.00118422 1.27883e-07 -0.720726 lp= 0.00118422 1.27883e-07 -0.811334 r- 0.00128659 Found lorentz at 14 0.678855 lm= 0.678855 5.73562e-06 -1.15575e-15 lp= 0.678855 5.73562e-06 -0.814185 r- 5.84783e-05 Found lorentz at 15 1.24154 lm= 1.24154 1.90993e-05 -3.48736e-16 lp= 1.24154 1.90994e-05 -0.816127 r- 0.000780081 Found lorentz at 16 1.68508 lm= 1.68508 0.000139345 -4.8388e-17 lp= 1.68508 0.000139345 -0.821134 r- 0.0056566 Found lorentz at 17 1.24278 lm= 1.24278 3.86695e-05 -1.66609e-16 lp= 1.24278 3.86695e-05 -0.802664 r- 0.00160588 Found lorentz at 18 1.48824 lm= 1.48824 0.00033987 -1.85448e-17 lp= 1.48824 0.000339871 -0.793904 r- 0.01427 Found lorentz at 19 2.04929 lm= 2.04929 0.00012254 -5.58058e-17 lp= 2.04929 0.00012254 -0.826947 r- 0.00493944 Found lorentz at 20 1.6123 lm= 1.6123 0.000435402 -1.52868e-17 lp= 1.6123 0.000435402 -0.815839 r- 0.0177896 Found lorentz at 21 1.82884 lm= 1.82884 0.000386444 -1.66406e-17 lp= 1.82884 0.000386444 -0.801914 r- 0.0160634 Found lorentz at 22 2.02219 lm= 2.02219 0.000331291 -1.93858e-17 lp= 2.02219 0.000331292 -0.801395 r- 0.0137798 Found lorentz at 23 1.81445 lm= 1.81444 0.000994192 -6.11336e-18 lp= 1.81445 0.000994194 -0.779607 r- 0.0425084 Found lorentz at 24 2.24209 lm= 2.24209 0.000748535 -9.02778e-18 lp= 2.24209 0.000748536 -0.822047 r- 0.0303525 Found lorentz at 25 1.94294 lm= 1.94294 0.000827507 -7.4883e-18 lp= 1.94294 0.000827508 -0.787187 r- 0.0350407 Found lorentz at 26 2.40572 lm= 2.40572 0.00110163 -6.15552e-18 lp= 2.40572 0.00110163 -0.823477 r- 0.0445928 Found lorentz at 27 2.34571 lm= 2.34571 0.000276022 -2.33432e-17 lp= 2.34571 0.000276022 -0.802698 r- 0.0114623 Found lorentz at 28 2.45385 lm= 2.45385 0.000538026 -1.18331e-17 lp= 2.45385 0.000538027 -0.797907 r- 0.0224766 Q = 7.99999999999919 n0=0.003326628323932409 n1=0.0004006163495377886 n2=1.75456928386159e-05 n3=0.000384452939021713 n4=8.980625879222818e-06 n5=0.0002725606477075753 n6=1.557243601318907e-05 n7=0.0005384747225412063 n8=0.0001195709154285642 n9=2.028558882360976e-05 n10=3.375401016385307e-06 n11=1.027180935917237e-05 n12=5.267187522753878e-06 n13=0.8116467998934316 n14=0.0003330177805474169 n15=0.0001364414232793204 n16=5.273262019498238e-05 n17=0.0001319590525915299 n18=5.83661108733991e-05 n19=2.549937226328341e-05 n20=9.386521245027033e-05 n21=7.09731674535026e-05 n22=3.443312754613157e-05 n23=0.0001021216812355094 n24=7.231553394325562e-05 n25=9.702457088249206e-05 n26=0.0001039810684313501 n27=2.267073370633505e-05 n28=3.621210726664952e-05 n29=0.0004083884819176138 n30=7.063334928673681e-05 n31=0.04208229156074531 n32=0.0205035681951064 n33=0.01294551843175556 n34=0.009025068961225579 n35=0.005401172614521347 n36=0.004671271346026917 n37=0.008878216762644263 n38=0.001454634920430138 n39=0.00226600264204399 n40=0.001191382079445996 n41=0.0002326380057758401 n42=0.002972743506832058 n43=0.02303805419476451 n44=0.001505315695369022 n45=0.004808878604425935 n46=0.01103339892625122 n47=0.01645063035996727 n48=0.001474015636838261 n49=0.01085387584967308 n50=0.0005902837792337151 Q is here equal to 7.99999999999919 10.) nd: 4.176255359433454 Norm of Spectral functions:  0: 0.9997  1: 1.0005  2: 0.9999  3: 1.0001  4: 1.0003  5: 1.0000  6: 1.0007  7: 1.0001  8: 1.0019  9: 0.9982 10: 0.9988 11: 0.9986 12: 0.9985 13: 1.0000 14: 0.9999 15: 0.9984 16: 1.0010 17: 0.9983 18: 0.9985 19: 1.0030 20: 0.9996 21: 1.0005 22: 0.9969 23: 0.9970 24: 0.9998 25: 0.9997 26: 1.0024 27: 1.0017 28: 1.0000 29: 0.5322 30: 0.5901 31: 0.9997 32: 0.9996 33: 0.9874 34: 1.0055 35: 1.0012 36: 0.9896 37: 0.9965 38: 1.0470 39: 0.9888 40: 1.0029 41: 1.0232 42: 1.0022 43: 0.9993 44: 0.9995 45: 0.9982 46: 0.9984 47: 0.9981 48: 1.0006 49: 1.0084 50: 0.9979  0: 3.3491  1: 0.8272 10.) SelfConsistentStep 10.) Difference between steps: 0.007487 11.) DeterminSpectralFunctions ; lambda = -59.57191489718993 -1.614234860998927 Found lorentz at 13 0.00118501 lm= 0.00118501 1.27995e-07 -0.720703 lp= 0.00118501 1.27995e-07 -0.811372 r- 0.00128766 Found lorentz at 14 0.679035 lm= 0.679035 5.73293e-06 -1.15651e-15 lp= 0.679035 5.73293e-06 -0.81426 r- 5.84454e-05 Found lorentz at 15 1.24182 lm= 1.24182 1.90016e-05 -3.50623e-16 lp= 1.24182 1.90016e-05 -0.816235 r- 0.000775986 Found lorentz at 16 1.6856 lm= 1.6856 0.000137493 -4.90569e-17 lp= 1.6856 0.000137493 -0.821278 r- 0.00558045 Found lorentz at 17 1.24299 lm= 1.24299 3.85369e-05 -1.67221e-16 lp= 1.24299 3.85369e-05 -0.802756 r- 0.00160019 Found lorentz at 18 1.48845 lm= 1.48845 0.000333682 -1.88923e-17 lp= 1.48845 0.000333683 -0.79398 r- 0.0140089 Found lorentz at 19 2.05013 lm= 2.05013 0.000120938 -5.63836e-17 lp= 2.05013 0.000120938 -0.825767 r- 0.00488184 Found lorentz at 20 1.61265 lm= 1.61265 0.00042812 -1.55509e-17 lp= 1.61265 0.000428121 -0.815945 r- 0.0174898 Found lorentz at 21 1.82912 lm= 1.82912 0.000382598 -1.68124e-17 lp= 1.82912 0.000382598 -0.802023 r- 0.0159014 Found lorentz at 22 2.02259 lm= 2.02259 0.00032925 -1.95125e-17 lp= 2.02259 0.00032925 -0.801529 r- 0.0136926 Found lorentz at 23 1.81469 lm= 1.81468 0.000982763 -6.18583e-18 lp= 1.81469 0.000982765 -0.779694 r- 0.042015 Found lorentz at 24 2.24241 lm= 2.24241 0.000736983 -9.17249e-18 lp= 2.24241 0.000736984 -0.822191 r- 0.0298789 Found lorentz at 25 1.94324 lm= 1.94324 0.000819277 -7.56568e-18 lp= 1.94324 0.000819278 -0.787299 r- 0.0346873 Found lorentz at 26 2.40606 lm= 2.40606 0.00108859 -6.23158e-18 lp= 2.40606 0.00108859 -0.823628 r- 0.0440566 Found lorentz at 27 2.34644 lm= 2.34644 0.000271766 -2.37207e-17 lp= 2.34644 0.000271766 -0.802899 r- 0.0112827 Found lorentz at 28 2.45429 lm= 2.45429 0.000533161 -1.19461e-17 lp= 2.45429 0.000533161 -0.798074 r- 0.0222687 Q = 7.999999999998472 n0=0.003326247001069422 n1=0.0004005325183916726 n2=1.754246883209732e-05 n3=0.0003843997802842579 n4=8.978467068314388e-06 n5=0.0002725018480298644 n6=1.557014913081131e-05 n7=0.0005383123226445122 n8=0.0001195389515683562 n9=2.027997006669219e-05 n10=3.374713305450901e-06 n11=1.026936604960098e-05 n12=5.267880709077388e-06 n13=0.8116213912441034 n14=0.0003332384004957565 n15=0.0001364524269302726 n16=5.272270569162854e-05 n17=0.0001320481463104746 n18=5.837836189178758e-05 n19=2.54953399254101e-05 n20=9.382786213774515e-05 n21=7.09991817250367e-05 n22=3.444743087203794e-05 n23=0.0001021529390757129 n24=7.226981829922204e-05 n25=9.706668546024753e-05 n26=0.0001039247884345916 n27=2.267052019196076e-05 n28=3.622169688495147e-05 n29=0.0004082112281609853 n30=7.057953687972972e-05 n31=0.04209108248406585 n32=0.02050721860969196 n33=0.01294753156116345 n34=0.009026486129393945 n35=0.005402008249357578 n36=0.004671926204745719 n37=0.008879636621680941 n38=0.001454823879572236 n39=0.002266329082242421 n40=0.00119153234500337 n41=0.0002326734268123378 n42=0.002973076779417434 n43=0.02304032715044102 n44=0.001505470169564593 n45=0.004809361507455677 n46=0.0110345154712125 n47=0.0164521865013492 n48=0.001474147072941326 n49=0.01085440555864347 n50=0.0005903474446237813 Q is here equal to 7.999999999998472 11.) nd: 4.176282270812228 Norm of Spectral functions:  0: 0.9997  1: 1.0005  2: 0.9999  3: 1.0001  4: 1.0003  5: 1.0000  6: 1.0008  7: 1.0001  8: 1.0020  9: 0.9981 10: 0.9987 11: 0.9985 12: 0.9984 13: 1.0000 14: 0.9999 15: 0.9985 16: 1.0011 17: 0.9984 18: 0.9986 19: 0.9956 20: 0.9997 21: 1.0006 22: 0.9973 23: 0.9971 24: 0.9998 25: 0.9998 26: 1.0025 27: 1.0019 28: 1.0000 29: 0.5429 30: 0.5933 31: 0.9997 32: 0.9996 33: 0.9873 34: 1.0055 35: 1.0012 36: 0.9895 37: 0.9964 38: 1.0471 39: 0.9887 40: 1.0029 41: 1.0234 42: 1.0022 43: 0.9993 44: 0.9995 45: 0.9983 46: 0.9984 47: 0.9981 48: 1.0006 49: 1.0083 50: 0.9979  0: 3.3491  1: 0.8272 11.) SelfConsistentStep 11.) Difference between steps: 0.005559 12.) DeterminSpectralFunctions ; lambda = -59.57178546601951 -1.614105429828498 Found lorentz at 13 0.00118552 lm= 0.00118552 1.28088e-07 -0.720685 lp= 0.00118552 1.28088e-07 -0.811394 r- 0.00128856 Found lorentz at 14 0.679157 lm= 0.679157 5.73258e-06 -1.15671e-15 lp= 0.679157 5.73258e-06 -0.814306 r- 5.84386e-05 Found lorentz at 15 1.24199 lm= 1.24199 1.89526e-05 -3.51586e-16 lp= 1.24199 1.89526e-05 -0.8163 r- 0.000773921 Found lorentz at 16 1.68592 lm= 1.68592 0.000136383 -4.94664e-17 lp= 1.68592 0.000136383 -0.821364 r- 0.00553483 Found lorentz at 17 1.24314 lm= 1.24314 3.84751e-05 -1.67512e-16 lp= 1.24314 3.84751e-05 -0.80281 r- 0.00159752 Found lorentz at 18 1.4886 lm= 1.4886 0.000330055 -1.91021e-17 lp= 1.4886 0.000330056 -0.794026 r- 0.0138558 Found lorentz at 19 2.05064 lm= 2.05064 0.000120084 -5.68018e-17 lp= 2.05064 0.000120084 -0.825891 r- 0.00484662 Found lorentz at 20 1.61288 lm= 1.61288 0.000423782 -1.57125e-17 lp= 1.61288 0.000423783 -0.816009 r- 0.0173112 Found lorentz at 21 1.82931 lm= 1.82931 0.000380286 -1.69174e-17 lp= 1.82931 0.000380286 -0.802088 r- 0.015804 Found lorentz at 22 2.02285 lm= 2.02285 0.000328046 -1.9588e-17 lp= 2.02285 0.000328046 -0.801609 r- 0.0136412 Found lorentz at 23 1.81486 lm= 1.81485 0.000975862 -6.23042e-18 lp= 1.81485 0.000975864 -0.779746 r- 0.0417172 Found lorentz at 24 2.24264 lm= 2.24264 0.000729939 -9.26305e-18 lp= 2.24264 0.00072994 -0.822282 r- 0.02959 Found lorentz at 25 1.94344 lm= 1.94344 0.000814282 -7.61341e-18 lp= 1.94344 0.000814283 -0.787368 r- 0.0344728 Found lorentz at 26 2.4063 lm= 2.4063 0.00108062 -6.27897e-18 lp= 2.4063 0.00108062 -0.823722 r- 0.0437292 Found lorentz at 27 2.34689 lm= 2.34689 0.000269181 -2.39556e-17 lp= 2.34689 0.000269181 -0.80302 r- 0.0111737 Found lorentz at 28 2.45458 lm= 2.45458 0.000530247 -1.20149e-17 lp= 2.45458 0.000530247 -0.798176 r- 0.0221441 Q = 7.999999999998374 n0=0.003326822677964586 n1=0.0004006291947420097 n2=1.754647086863436e-05 n3=0.0003844772093651683 n4=8.981096482110757e-06 n5=0.0002725727349471153 n6=1.557358736414918e-05 n7=0.0005384899513039757 n8=0.0001195746757405531 n9=2.028616790529526e-05 n10=3.375646620946999e-06 n11=1.027230903453198e-05 n12=5.270033934463213e-06 n13=0.8116023045146362 n14=0.0003334041838969985 n15=0.0001364694441299511 n16=5.272018832730596e-05 n17=0.000132114760419371 n18=5.839038590317935e-05 n19=2.549453509516589e-05 n20=9.38108581283372e-05 n21=7.102063103292387e-05 n22=3.445879685438442e-05 n23=0.0001021801087547769 n24=7.224538496542881e-05 n25=9.71003467994524e-05 n26=0.000103895672982985 n27=2.267186845234748e-05 n28=3.6230116368018e-05 n29=0.0004081232855425763 n30=7.054929261122257e-05 n31=0.04209643022444488 n32=0.02050952349508755 n33=0.01294885645846414 n34=0.00902734642433249 n35=0.005402526256091791 n36=0.004672370378386251 n37=0.008880482435046416 n38=0.001454941890485451 n39=0.002266530642184217 n40=0.001191598641272569 n41=0.0002326975191034781 n42=0.002973344135569782 n43=0.023042426173959 n44=0.001505598533901727 n45=0.004809730105498444 n46=0.01103534000840459 n47=0.01645351086128978 n48=0.001474267328295165 n49=0.01085502489600637 n50=0.0005903974610017091 Q is here equal to 7.999999999998374 12.) nd: 4.176299072112552 Norm of Spectral functions:  0: 0.9997  1: 1.0005  2: 0.9998  3: 1.0001  4: 1.0003  5: 1.0000  6: 1.0008  7: 1.0001  8: 1.0020  9: 0.9981 10: 0.9987 11: 0.9985 12: 0.9983 13: 1.0000 14: 0.9999 15: 0.9986 16: 1.0012 17: 0.9985 18: 0.9986 19: 0.9969 20: 0.9997 21: 1.0006 22: 0.9975 23: 0.9972 24: 0.9998 25: 0.9998 26: 1.0026 27: 1.0021 28: 1.0001 29: 0.5505 30: 0.5957 31: 0.9997 32: 0.9996 33: 0.9872 34: 1.0055 35: 1.0011 36: 0.9894 37: 0.9964 38: 1.0472 39: 0.9887 40: 1.0027 41: 1.0237 42: 1.0022 43: 0.9993 44: 0.9995 45: 0.9983 46: 0.9985 47: 0.9981 48: 1.0006 49: 1.0086 50: 0.9979  0: 3.3491  1: 0.8272 12.) SelfConsistentStep 12.) Difference between steps: 0.004832 13.) DeterminSpectralFunctions ; lambda = -59.57174016536113 -1.614060129170127 Found lorentz at 13 0.00118578 lm= 0.00118578 1.28172e-07 -0.720674 lp= 0.00118578 1.28172e-07 -0.811402 r- 0.00128939 Found lorentz at 14 0.67921 lm= 0.67921 5.73358e-06 -1.15657e-15 lp= 0.67921 5.73358e-06 -0.814326 r- 5.84474e-05 Found lorentz at 15 1.24207 lm= 1.24207 1.89327e-05 -3.51981e-16 lp= 1.24207 1.89327e-05 -0.81633 r- 0.00077308 Found lorentz at 16 1.68609 lm= 1.68609 0.000135795 -4.9686e-17 lp= 1.68609 0.000135795 -0.821407 r- 0.00551066 Found lorentz at 17 1.24318 lm= 1.24318 3.84473e-05 -1.67642e-16 lp= 1.24318 3.84473e-05 -0.802831 r- 0.00159632 Found lorentz at 18 1.48865 lm= 1.48865 0.000328123 -1.92154e-17 lp= 1.48865 0.000328124 -0.794043 r- 0.0137744 Found lorentz at 19 2.05095 lm= 2.05095 0.000119612 -5.70353e-17 lp= 2.05095 0.000119612 -0.825962 r- 0.0048272 Found lorentz at 20 1.61298 lm= 1.61298 0.000421465 -1.58001e-17 lp= 1.61298 0.000421465 -0.816039 r- 0.0172159 Found lorentz at 21 1.82937 lm= 1.82937 0.000379023 -1.69749e-17 lp= 1.82937 0.000379023 -0.802115 r- 0.015751 Found lorentz at 22 2.02294 lm= 2.02294 0.000327407 -1.96279e-17 lp= 2.02294 0.000327407 -0.801643 r- 0.013614 Found lorentz at 23 1.81491 lm= 1.81491 0.000972049 -6.25518e-18 lp= 1.81491 0.000972052 -0.779767 r- 0.0415531 Found lorentz at 24 2.24271 lm= 2.24271 0.000725918 -9.31524e-18 lp= 2.24271 0.000725919 -0.822321 r- 0.0294256 Found lorentz at 25 1.9435 lm= 1.9435 0.000811463 -7.64039e-18 lp= 1.9435 0.000811464 -0.787395 r- 0.0343523 Found lorentz at 26 2.4064 lm= 2.40639 0.00107613 -6.30583e-18 lp= 2.40639 0.00107613 -0.823766 r- 0.0435452 Found lorentz at 27 2.34712 lm= 2.34712 0.00026774 -2.40882e-17 lp= 2.34712 0.00026774 -0.80308 r- 0.0111131 Found lorentz at 28 2.45471 lm= 2.45471 0.000528646 -1.20527e-17 lp= 2.45471 0.000528646 -0.798225 r- 0.0220759 Q = 8.000000000000222 n0=0.003327744991663429 n1=0.0004007939963625371 n2=1.755370843124286e-05 n3=0.0003845985059198794 n4=8.985725000764848e-06 n5=0.0002726886697239503 n6=1.557897574494937e-05 n7=0.0005387870802592218 n8=0.0001196342034957676 n9=2.029654830428308e-05 n10=3.377146131428138e-06 n11=1.027719779570196e-05 n12=5.272608788295652e-06 n13=0.8115898333793552 n14=0.0003335365997804231 n15=0.000136492668416928 n16=5.272333322433769e-05 n17=0.000132168115620583 n18=5.840333297695366e-05 n19=2.549603258098118e-05 n20=9.380937803246833e-05 n21=7.104002184890132e-05 n22=3.446870728871721e-05 n23=0.0001022061072214016 n24=7.223731788529292e-05 n25=9.712980011305425e-05 n26=0.0001038870951795023 n27=2.267460955431376e-05 n28=3.623829987640356e-05 n29=0.0004081038725848503 n30=7.053658979752097e-05 n31=0.04209915790356268 n32=0.02051074958195914 n33=0.01294959472308563 n34=0.009027772850516095 n35=0.005402790472748171 n36=0.004672632098005829 n37=0.008880890599017269 n38=0.001455017012171965 n39=0.002266632862546737 n40=0.001191640857620099 n41=0.0002327118976687505 n42=0.002973524060769621 n43=0.02304403109338036 n44=0.00150568708898613 n45=0.004809964018711385 n46=0.01103584677289623 n47=0.01645445263657812 n48=0.001474355909731884 n49=0.01085553950394107 n50=0.0005904334371437556 Q is here equal to 8.000000000000222 13.) nd: 4.17630783602342 Norm of Spectral functions:  0: 0.9997  1: 1.0004  2: 0.9998  3: 1.0000  4: 1.0003  5: 1.0000  6: 1.0009  7: 1.0001  8: 1.0021  9: 0.9980 10: 0.9986 11: 0.9985 12: 0.9983 13: 1.0000 14: 0.9999 15: 0.9986 16: 1.0012 17: 0.9985 18: 0.9986 19: 0.9977 20: 0.9997 21: 1.0006 22: 0.9976 23: 0.9972 24: 0.9998 25: 0.9998 26: 1.0026 27: 1.0022 28: 1.0001 29: 0.5542 30: 0.5970 31: 0.9997 32: 0.9996 33: 0.9872 34: 1.0055 35: 1.0011 36: 0.9894 37: 0.9964 38: 1.0474 39: 0.9886 40: 1.0028 41: 1.0240 42: 1.0022 43: 0.9993 44: 0.9995 45: 0.9983 46: 0.9985 47: 0.9981 48: 1.0006 49: 1.0090 50: 0.9979  0: 3.3491  1: 0.8272 13.) SelfConsistentStep 13.) Difference between steps: 0.003516 14.) DeterminSpectralFunctions ; lambda = -59.57175140711416 -1.614071370923156 Found lorentz at 13 0.00118585 lm= 0.00118585 1.28247e-07 -0.720668 lp= 0.00118585 1.28247e-07 -0.811401 r- 0.00129015 Found lorentz at 14 0.67921 lm= 0.67921 5.73522e-06 -1.15624e-15 lp= 0.67921 5.73522e-06 -0.814329 r- 5.84639e-05 Found lorentz at 15 1.24206 lm= 1.24206 1.8928e-05 -3.52073e-16 lp= 1.24206 1.8928e-05 -0.816334 r- 0.000772884 Found lorentz at 16 1.68613 lm= 1.68613 0.000135537 -4.97817e-17 lp= 1.68613 0.000135537 -0.821419 r- 0.00550013 Found lorentz at 17 1.24314 lm= 1.24314 3.84375e-05 -1.67684e-16 lp= 1.24314 3.84375e-05 -0.80283 r- 0.00159592 Found lorentz at 18 1.48861 lm= 1.48861 0.000327268 -1.92656e-17 lp= 1.48861 0.000327269 -0.794041 r- 0.0137385 Found lorentz at 19 2.05109 lm= 2.05109 0.000119383 -5.71488e-17 lp= 2.05109 0.000119383 -0.82599 r- 0.00481777 Found lorentz at 20 1.61298 lm= 1.61298 0.000420434 -1.5839e-17 lp= 1.61298 0.000420435 -0.816044 r- 0.0171737 Found lorentz at 21 1.82935 lm= 1.82935 0.000378437 -1.70012e-17 lp= 1.82935 0.000378437 -0.802116 r- 0.0157266 Found lorentz at 22 2.02292 lm= 2.02292 0.000327131 -1.96447e-17 lp= 2.02292 0.000327131 -0.801647 r- 0.0136025 Found lorentz at 23 1.81488 lm= 1.81488 0.000970235 -6.26685e-18 lp= 1.81488 0.000970238 -0.779765 r- 0.0414757 Found lorentz at 24 2.24264 lm= 2.24264 0.000723849 -9.34194e-18 lp= 2.24264 0.00072385 -0.822324 r- 0.0293417 Found lorentz at 25 1.94346 lm= 1.94346 0.000810047 -7.65375e-18 lp= 1.94346 0.000810048 -0.787395 r- 0.0342923 Found lorentz at 26 2.40638 lm= 2.40638 0.00107391 -6.31903e-18 lp= 2.40638 0.00107391 -0.823776 r- 0.0434547 Found lorentz at 27 2.34716 lm= 2.34716 0.00026703 -2.41533e-17 lp= 2.34716 0.00026703 -0.803098 r- 0.0110833 Found lorentz at 28 2.45472 lm= 2.45472 0.000527886 -1.20705e-17 lp= 2.45472 0.000527886 -0.798238 r- 0.0220438 Q = 8.00000000000008 n0=0.003328556352380045 n1=0.0004009430601196079 n2=1.756037801530772e-05 n3=0.0003847062744526612 n4=8.989965486385261e-06 n5=0.000272793058837628 n6=1.558379157534432e-05 n7=0.0005390558265208424 n8=0.0001196880877529278 n9=2.030597349484913e-05 n10=3.378500733996151e-06 n11=1.028163367108956e-05 n12=5.274822580926062e-06 n13=0.8115833289671089 n14=0.0003336441474375588 n15=0.0001365191170044416 n16=5.27299642814901e-05 n17=0.0001322115307114659 n18=5.841642476199547e-05 n19=2.549899775364261e-05 n20=9.38176037011114e-05 n21=7.105749723263948e-05 n22=3.447738753438742e-05 n23=0.0001022304837166051 n24=7.223970696006273e-05 n25=9.715569708717901e-05 n26=0.0001038914647657494 n27=2.26781592928009e-05 n28=3.624606570561828e-05 n29=0.0004081271407409318 n30=7.053506056877411e-05 n31=0.04210013869522491 n32=0.02051121899588136 n33=0.01294989796417773 n34=0.009027906725829463 n35=0.005402879563300596 n36=0.004672748844092994 n37=0.008881010552463009 n38=0.001455053168036866 n39=0.002266666756506961 n40=0.001191658902262958 n41=0.0002327188402905504 n42=0.002973618710850047 n43=0.02304498694931517 n44=0.001505734720432444 n45=0.004810075255756853 n46=0.01103607592605517 n47=0.01645496879563461 n48=0.0014744066145458 n49=0.01085585463797071 n50=0.0005904562393850656 Q is here equal to 8.00000000000008 14.) nd: 4.176310959132391 Norm of Spectral functions:  0: 0.9997  1: 1.0004  2: 0.9998  3: 1.0000  4: 1.0003  5: 1.0000  6: 1.0010  7: 1.0001  8: 1.0021  9: 0.9980 10: 0.9986 11: 0.9985 12: 0.9982 13: 1.0000 14: 0.9999 15: 0.9986 16: 1.0012 17: 0.9985 18: 0.9986 19: 0.9979 20: 0.9997 21: 1.0006 22: 0.9976 23: 0.9972 24: 0.9998 25: 0.9998 26: 1.0026 27: 1.0022 28: 1.0001 29: 0.5548 30: 0.5974 31: 0.9997 32: 0.9996 33: 0.9872 34: 1.0055 35: 1.0011 36: 0.9894 37: 0.9964 38: 1.0475 39: 0.9886 40: 1.0030 41: 1.0243 42: 1.0022 43: 0.9993 44: 0.9995 45: 0.9983 46: 0.9985 47: 0.9981 48: 1.0006 49: 1.0094 50: 0.9980  0: 3.3491  1: 0.8272 14.) SelfConsistentStep 14.) Difference between steps: 0.002123 15.) DeterminSpectralFunctions ; lambda = -59.57178726419289 -1.614107228001885 Found lorentz at 13 0.00118583 lm= 0.00118583 1.28311e-07 -0.720665 lp= 0.00118583 1.28311e-07 -0.811397 r- 0.00129079 Found lorentz at 14 0.679184 lm= 0.679184 5.73697e-06 -1.15588e-15 lp= 0.679184 5.73697e-06 -0.814323 r- 5.84821e-05 Found lorentz at 15 1.24201 lm= 1.24201 1.89307e-05 -3.52016e-16 lp= 1.24201 1.89307e-05 -0.816327 r- 0.000773002 Found lorentz at 16 1.68611 lm= 1.68611 0.000135464 -4.98079e-17 lp= 1.68611 0.000135465 -0.821413 r- 0.00549721 Found lorentz at 17 1.24306 lm= 1.24306 3.84369e-05 -1.67682e-16 lp= 1.24306 3.84369e-05 -0.802818 r- 0.00159592 Found lorentz at 18 1.48853 lm= 1.48853 0.000327016 -1.92798e-17 lp= 1.48853 0.000327017 -0.794031 r- 0.0137282 Found lorentz at 19 2.05113 lm= 2.05113 0.000119291 -5.71932e-17 lp= 2.05113 0.000119291 -0.825994 r- 0.00481405 Found lorentz at 20 1.61292 lm= 1.61292 0.000420125 -1.58504e-17 lp= 1.61292 0.000420125 -0.816037 r- 0.0171612 Found lorentz at 21 1.82927 lm= 1.82927 0.000378236 -1.70098e-17 lp= 1.82927 0.000378236 -0.802105 r- 0.0157185 Found lorentz at 22 2.02284 lm= 2.02284 0.000327057 -1.96485e-17 lp= 2.02284 0.000327057 -0.801635 r- 0.0135996 Found lorentz at 23 1.8148 lm= 1.8148 0.000969568 -6.27098e-18 lp= 1.8148 0.00096957 -0.779754 r- 0.0414477 Found lorentz at 24 2.24251 lm= 2.24251 0.000722926 -9.35353e-18 lp= 2.24251 0.000722926 -0.822309 r- 0.0293047 Found lorentz at 25 1.94336 lm= 1.94336 0.000809445 -7.65917e-18 lp= 1.94336 0.000809446 -0.787381 r- 0.0342675 Found lorentz at 26 2.4063 lm= 2.4063 0.001073 -6.32425e-18 lp= 2.4063 0.001073 -0.823767 r- 0.0434184 Found lorentz at 27 2.34712 lm= 2.34712 0.000266741 -2.41791e-17 lp= 2.34712 0.000266741 -0.803092 r- 0.0110714 Found lorentz at 28 2.45467 lm= 2.45467 0.000527607 -1.20766e-17 lp= 2.45467 0.000527608 -0.798231 r- 0.0220324 Q = 7.999999999999664 n0=0.003329060723444384 n1=0.0004010389667227632 n2=1.756474694901987e-05 n3=0.00038477551044903 n4=8.99273238184383e-06 n5=0.0002728607246009677 n6=1.55869209425708e-05 n7=0.0005392298357201703 n8=0.0001197231143003381 n9=2.03121282540981e-05 n10=3.379391492209557e-06 n11=1.028453602995287e-05 n12=5.276334788119142e-06 n13=0.8115811615809736 n14=0.0003337285024125594 n15=0.0001365443496922595 n16=5.273758568324485e-05 n17=0.0001322455965935181 n18=5.842819358183989e-05 n19=2.550237585595208e-05 n20=9.382960263378552e-05 n21=7.107220247303344e-05 n22=3.448456120112145e-05 n23=0.00010225146456645 n24=7.224684850519361e-05 n25=9.717712271310741e-05 n26=0.0001039015342524476 n27=2.268173156969994e-05 n28=3.625280637634821e-05 n29=0.0004081681995500071 n30=7.053902394422755e-05 n31=0.04210016937261095 n32=0.02051125356034434 n33=0.01294993685510668 n34=0.009027882720560673 n35=0.005402871346136973 n36=0.004672771516445498 n37=0.008880979711338799 n38=0.001455061412642469 n39=0.002266662904779125 n40=0.00119165899150412 n41=0.0002327210309364681 n42=0.002973648802783513 n43=0.02304536933819513 n44=0.00150575044969079 n45=0.004810099003021357 n46=0.01103611355772254 n47=0.01645513979208299 n48=0.001474425411229699 n49=0.0108559764434942 n50=0.0005904688307198888 Q is here equal to 7.999999999999664 15.) nd: 4.176310875385272 Norm of Spectral functions:  0: 0.9997  1: 1.0004  2: 0.9998  3: 1.0000  4: 1.0003  5: 1.0000  6: 1.0011  7: 1.0001  8: 1.0021  9: 0.9979 10: 0.9986 11: 0.9985 12: 0.9982 13: 1.0000 14: 0.9999 15: 0.9986 16: 1.0012 17: 0.9984 18: 0.9986 19: 0.9979 20: 0.9997 21: 1.0006 22: 0.9975 23: 0.9972 24: 0.9998 25: 0.9998 26: 1.0026 27: 1.0022 28: 1.0001 29: 0.5538 30: 0.5972 31: 0.9997 32: 0.9996 33: 0.9872 34: 1.0055 35: 1.0011 36: 0.9894 37: 0.9964 38: 1.0476 39: 0.9886 40: 1.0031 41: 1.0245 42: 1.0023 43: 0.9993 44: 0.9995 45: 0.9983 46: 0.9985 47: 0.9981 48: 1.0006 49: 1.0096 50: 0.9980  0: 3.3491  1: 0.8272 15.) SelfConsistentStep 15.) Difference between steps: 0.00105 16.) DeterminSpectralFunctions ; lambda = -59.57182479784841 -1.614144761657407 Found lorentz at 13 0.00118578 lm= 0.00118578 1.2836e-07 -0.720666 lp= 0.00118578 1.2836e-07 -0.811393 r- 0.00129129 Found lorentz at 14 0.679151 lm= 0.679151 5.73851e-06 -1.15554e-15 lp= 0.679151 5.73851e-06 -0.814316 r- 5.84984e-05 Found lorentz at 15 1.24196 lm= 1.24196 1.89361e-05 -3.51905e-16 lp= 1.24196 1.89361e-05 -0.816316 r- 0.000773235 Found lorentz at 16 1.68606 lm= 1.68606 0.000135474 -4.98031e-17 lp= 1.68606 0.000135474 -0.821403 r- 0.00549767 Found lorentz at 17 1.24298 lm= 1.24298 3.84402e-05 -1.67662e-16 lp= 1.24298 3.84402e-05 -0.802805 r- 0.00159608 Found lorentz at 18 1.48845 lm= 1.48845 0.000327036 -1.92781e-17 lp= 1.48845 0.000327037 -0.794019 r- 0.0137292 Found lorentz at 19 2.05111 lm= 2.05111 0.000119267 -5.72043e-17 lp= 2.05111 0.000119267 -0.825988 r- 0.00481309 Found lorentz at 20 1.61285 lm= 1.61285 0.00042014 -1.58494e-17 lp= 1.61285 0.000420141 -0.816026 r- 0.0171621 Found lorentz at 21 1.8292 lm= 1.8292 0.000378214 -1.70102e-17 lp= 1.8292 0.000378214 -0.802091 r- 0.0157178 Found lorentz at 22 2.02275 lm= 2.02275 0.000327074 -1.96467e-17 lp= 2.02275 0.000327074 -0.80162 r- 0.0136006 Found lorentz at 23 1.81473 lm= 1.81472 0.000969441 -6.2716e-18 lp= 1.81473 0.000969443 -0.779741 r- 0.041443 Found lorentz at 24 2.24238 lm= 2.24238 0.000722582 -9.35754e-18 lp= 2.24238 0.000722583 -0.82229 r- 0.0292915 Found lorentz at 25 1.94326 lm= 1.94326 0.000809248 -7.66073e-18 lp= 1.94326 0.000809249 -0.787366 r- 0.0342598 Found lorentz at 26 2.40622 lm= 2.40622 0.00107273 -6.32561e-18 lp= 2.40622 0.00107273 -0.823754 r- 0.0434084 Found lorentz at 27 2.34704 lm= 2.34704 0.00026666 -2.41857e-17 lp= 2.34704 0.00026666 -0.803078 r- 0.0110682 Found lorentz at 28 2.4546 lm= 2.4546 0.000527556 -1.20775e-17 lp= 2.4546 0.000527557 -0.79822 r- 0.0220306 Q = 8.000000000000673 n0=0.003329260620235091 n1=0.0004010803068928669 n2=1.756671684977743e-05 n3=0.0003848058125343676 n4=8.993967036177475e-06 n5=0.0002728906876174744 n6=1.558833290455562e-05 n7=0.0005393060483772623 n8=0.0001197386554546447 n9=2.031489042921538e-05 n10=3.379803316929788e-06 n11=1.028585017135838e-05 n12=5.27715957547135e-06 n13=0.811581473759223 n14=0.0003337903509375334 n15=0.0001365649527447488 n16=5.274430704651998e-05 n17=0.0001322705681294786 n18=5.843752192831933e-05 n19=2.550534227104197e-05 n20=9.384099546854338e-05 n21=7.108344360493197e-05 n22=3.448999331745766e-05 n23=0.000102267684051873 n24=7.225456029242218e-05 n25=9.719331387361321e-05 n26=0.0001039120202426004 n27=2.268472313016037e-05 n28=3.625804908062924e-05 n29=0.0004082089459123763 n30=7.054437514897271e-05 n31=0.04209983261987356 n32=0.02051110500253138 n33=0.0129498552463113 n34=0.009027801244234421 n35=0.005402825434458164 n36=0.004672747679778059 n37=0.008880897567120632 n38=0.001455054844407817 n39=0.002266644696207615 n40=0.001191650328080414 n41=0.0002327208275775995 n42=0.002973641103564756 n43=0.02304537223557962 n44=0.001505747060731463 n45=0.004810075379792352 n46=0.0110360516661918 n47=0.01645509886328838 n48=0.001474423862676815 n49=0.01085596569448057 n50=0.0005904748853140041 Q is here equal to 8.000000000000673 16.) nd: 4.176309497390806 Norm of Spectral functions:  0: 0.9997  1: 1.0004  2: 0.9998  3: 1.0000  4: 1.0003  5: 1.0000  6: 1.0011  7: 1.0001  8: 1.0021  9: 0.9979 10: 0.9986 11: 0.9985 12: 0.9982 13: 1.0000 14: 0.9999 15: 0.9986 16: 1.0012 17: 0.9984 18: 0.9986 19: 0.9979 20: 0.9997 21: 1.0006 22: 0.9974 23: 0.9972 24: 0.9998 25: 0.9998 26: 1.0026 27: 1.0021 28: 1.0001 29: 0.5523 30: 0.5969 31: 0.9997 32: 0.9996 33: 0.9872 34: 1.0055 35: 1.0011 36: 0.9894 37: 0.9964 38: 1.0477 39: 0.9886 40: 1.0031 41: 1.0245 42: 1.0023 43: 0.9994 44: 0.9995 45: 0.9983 46: 0.9985 47: 0.9981 48: 1.0006 49: 1.0097 50: 0.9980  0: 3.3491  1: 0.8272 16.) SelfConsistentStep 16.) Difference between steps: 0.0003914 Missing doping : 0 : 0.113806 1 : 0.031525