Sig = Sigma.000 Ac = Ac.inp Delta = None cix = out.cix out = . gloc = gloc.out sig = sig.inp susc = Susc.out Ed = [-34.0623,-32.8291] U = 6.5 T = 0.005 Q = 8 alpha = 0.4 max_diff = 0.001 max_steps = 40 StartLambda = -20 EndLambda = 2.5 dLambda = 0.1 followPeak = -1 prt = 1 MissDopSt = -100 N_ac = 50 dom_ac = 0.5 acore = 0 pcore = 0 lorentz = 1 SearchLorentz = 4 LorentzMaxRatio = 1 FirstLorentz = 0 LastLorentz = 10000 CmpDiff = -1 renorm_core = 0 renorm = 1 2 6 8 64 0 0 v 3.51438 0.485623 4 9-3.5135519 22 0 0 12.5906 x 25 0.447808 x 26 0.313623 x 27 0.802132 x 28 0.832229 x 29 0.294729 x 31 0.217495 x 32 0.155715 x 33 0.0156144 x 35 0.642531 x 36 0.00644404 x 38 0.517626 x 39 0.953989 x 40 0.85771 x 41 0.997671 x 42 0.144942 x 43 0.351346 x 44 1.97633 x 45 0.251729 x 46 1.98387 x 25 6.47359 x 26 5.45503 x 27 3.86156 x 28 3.28921 x 29 2.29464 x 30 3.02102 x 31 1.2759 x 32 2.18277 x 33 5.20956 x 34 0.149041 x 35 0.125014 x 36 9.1756 x 37 0.0501053 x 38 0.0031361 x 39 1.60487 x 40 8.96592 x 41 5.19172 x 42 0.0825895 x 43 0.387889 x 44 6.35612 x 45 0.489797 x 46 1 v 2.76649 1.23351 4 11-3.6789119 21 0 0 0.931326 x 25 12.1785 x 26 0.054133 x 27 2.96114 x 28 2.06085 x 31 1.34123 x 32 1.64215 x 33 1.80043 x 34 0.299988 x 35 0.00593254 x 36 2.0615 x 37 0.000695926 x 38 0.0734542 x 40 2.42834 x 41 1.15403 x 42 0.00184649 x 43 0.703699 x 44 3.96006 x 45 1.90901 x 46 1.22755 x 25 0.157219 x 26 5.74978 x 27 0.134463 x 28 0.521918 x 29 5.70394 x 31 1.44735 x 32 2.03806 x 33 0.217645 x 34 0.829617 x 35 5.86162 x 36 1.11991 x 37 0.394629 x 38 2.81098 x 39 3.6522 x 40 1.62125 x 41 3.84573 x 42 0.544387 x 43 0.554243 x 44 14.9509 x 45 21.0477 x 46 2 v 2.362 1.638 4 13-3.6292615 19 0 0 1.33192 x 26 12.9546 x 27 0.528811 x 31 4.84104 x 32 5.50384 x 33 2.52432 x 34 1.74508 x 35 0.0651301 x 37 0.191357 x 38 0.179248 x 40 0.418669 x 41 0.080479 x 42 0.01064 x 44 4.5308 x 45 12.3877 x 46 0.0712671 x 25 0.959134 x 26 0.027304 x 27 0.327708 x 28 5.71604 x 31 0.353789 x 32 4.67452 x 33 0.55312 x 34 0.807611 x 35 0.365608 x 36 0.784115 x 37 0.550564 x 38 1.31536 x 40 2.69399 x 41 0.786791 x 42 0.0670414 x 43 6.06146 x 44 25.3253 x 45 31.265 x 46 3 v 3.69885 0.301145 4 5-2.344815 17 0 0 5.61605 x 25 0.0575646 x 26 0.140014 x 27 2.90035 x 28 0.0435283 x 29 0.268762 x 30 0.00510996 x 32 5.6198e-05 x 35 0.327927 x 36 0.0284557 x 39 0.0370349 x 40 0.196821 x 43 0.0241325 x 44 0.750044 x 45 1.10981 x 46 0.331153 x 25 1.67436 x 26 0.126478 x 27 0.0149902 x 28 0.0982295 x 29 0.00220957 x 31 3.53589 x 32 3.46935 x 35 0.00136048 x 36 3.2045 x 38 0.0317827 x 39 1.40254 x 40 0.420704 x 42 1.44403 x 43 0.310171 x 44 12.8893 x 45 9.53709 x 46 4 v 2.8836 1.1164 4 3-2.8273511 12 0 0 0.555759 x 25 0.464035 x 26 1.85987 x 28 2.10106 x 29 0.0533406 x 32 0.00278841 x 36 0.0194387 x 39 0.0578915 x 43 0.120533 x 44 1.46659 x 45 2.64788 x 46 0.00360991 x 25 0.259537 x 26 0.394887 x 27 0.768557 x 28 2.12778 x 32 0.576169 x 35 1.07884 x 36 0.00293248 x 40 0.74265 x 43 1.79979 x 44 7.54258 x 45 5.35343 x 46 5 v 3.16585 0.834152 4 9-2.5201219 22 0 0 0.246409 x 25 0.772102 x 26 0.177809 x 27 6.18307 x 28 2.25089 x 29 1.87149 x 31 0.884089 x 32 0.060745 x 33 0.252376 x 35 1.56946 x 36 0.584507 x 38 0.473571 x 39 0.489619 x 40 0.830067 x 41 2.35294 x 42 1.1637 x 43 0.386741 x 44 3.43984 x 45 1.51778 x 46 0.00139984 x 25 0.0206507 x 26 0.368911 x 27 0.0541932 x 28 0.337349 x 29 0.149141 x 30 0.0612349 x 31 1.74388 x 32 3.00202 x 33 4.8512 x 34 0.164808 x 35 0.099884 x 36 0.599232 x 37 0.108015 x 38 1.3402 x 39 0.577457 x 40 0.0240592 x 41 0.507496 x 42 3.52056 x 43 1.54772 x 44 26.0069 x 45 19.4061 x 46 6 v 2.79486 1.20514 4 7-2.6828218 20 0 0 0.0533496 x 25 1.43736 x 26 1.86047 x 27 0.201655 x 28 3.71944 x 29 1.5623 x 30 0.553903 x 31 1.97247 x 32 0.251834 x 35 0.000854599 x 36 1.01897 x 38 0.0296237 x 39 1.15434 x 40 0.392653 x 42 0.0189251 x 43 0.00561152 x 44 2.65492 x 45 5.54718 x 46 0.0914791 x 25 0.0363441 x 26 0.283065 x 27 0.515178 x 28 0.00689132 x 29 0.328808 x 30 0.996122 x 31 0.0623165 x 32 1.92771 x 33 2.93677 x 35 0.448653 x 36 2.80587 x 38 0.94436 x 39 1.18017 x 40 0.0273707 x 41 0.0433414 x 42 0.61778 x 43 0.0771186 x 44 17.479 x 45 16.7555 x 46 7 v 2.91716 1.08284 4 5-2.4783115 17 0 0 0.954086 x 25 2.01429 x 26 0.25646 x 27 0.465247 x 28 1.45162 x 29 1.54058 x 30 0.203157 x 32 0.0498209 x 35 0.368963 x 36 0.170273 x 39 0.00511808 x 40 0.00841261 x 43 0.00443734 x 44 4.18466 x 45 3.73702 x 46 0.0887512 x 25 0.792904 x 26 2.48 x 27 0.322324 x 28 0.585066 x 29 1.53051 x 31 0.0697493 x 32 0.17511 x 35 1.53538 x 36 0.204071 x 38 0.594951 x 39 0.136835 x 40 0.52987 x 42 0.191602 x 43 0.294749 x 44 14.1663 x 45 10.8875 x 46 8 v 2.62399 1.37601 4 5-2.6746415 17 0 0 0.0403626 x 25 0.0361018 x 26 0.399763 x 27 0.835537 x 28 1.52713 x 29 1.92985 x 30 2.4049 x 32 2.93645 x 35 0.000962526 x 36 0.0102101 x 39 0.477796 x 40 0.0696272 x 43 0.011681 x 44 4.71576 x 45 1.48387 x 46 0.0282546 x 25 0.0297076 x 26 0.00833681 x 27 0.0988172 x 28 0.134999 x 29 0.24515 x 31 0.0942537 x 32 2.7549 x 35 0.149418 x 36 2.8603 x 38 0.58757 x 39 0.128089 x 40 0.339684 x 42 0.000160009 x 43 0.00359842 x 44 14.6873 x 45 10.9694 x 46 9 v 2.90608 1.09392 4 7-2.4095918 20 0 0 1.76681 x 25 3.50879 x 26 0.340733 x 27 2.08411 x 28 0.149726 x 29 0.430112 x 30 0.0106054 x 31 0.0097599 x 32 0.437827 x 35 0.0188808 x 36 0.323482 x 38 0.24422 x 39 0.202586 x 40 0.0200315 x 42 2.20996 x 43 0.0582356 x 44 6.79233 x 45 3.04918 x 46 0.290953 x 25 0.0734606 x 26 1.50178 x 27 0.259047 x 28 0.0531763 x 29 0.0868188 x 30 2.05473 x 31 1.06555 x 32 1.21834 x 33 1.56083 x 35 0.129102 x 36 0.753349 x 38 0.673695 x 39 1.95217 x 40 0.230828 x 41 0.267559 x 42 1.47085 x 43 0.21514 x 44 22.4357 x 45 12.0494 x 46 10 v 2.50148 1.49852 4 11-2.5335119 20 0 0 0.037491 x 25 0.223369 x 26 0.785679 x 27 0.718894 x 28 0.521243 x 31 5.17961 x 32 1.68083 x 33 4.44756 x 34 4.97623 x 35 0.344127 x 36 0.0441986 x 37 0.971676 x 38 0.0683563 x 40 0.318949 x 41 0.00972353 x 42 4.06061 x 43 0.709838 x 44 9.74087 x 45 3.64436 x 46 0.0142029 x 25 0.00148048 x 26 0.00623738 x 27 0.169689 x 28 0.105623 x 29 0.361372 x 31 0.0348676 x 32 0.254977 x 33 3.41332 x 34 1.59922 x 35 0.0188001 x 36 2.53011 x 37 0.419799 x 38 0.00605167 x 39 0.5194 x 40 0.0384377 x 41 0.213182 x 42 0.000365107 x 44 35.9836 x 45 25.8254 x 46 11 v 2.14985 1.85015 4 9-2.7539819 22 0 0 0.0571619 x 25 0.824732 x 26 3.23109 x 27 0.563634 x 28 0.136127 x 29 1.29591 x 31 3.36791 x 32 0.0410699 x 33 0.0014302 x 35 3.02461 x 36 3.49579 x 38 0.384402 x 39 0.182361 x 40 0.146133 x 41 0.665717 x 42 0.402195 x 43 0.312759 x 44 7.35203 x 45 9.16616 x 46 0.0311817 x 25 0.149962 x 26 0.0177131 x 27 0.0150041 x 28 0.0134488 x 29 0.0105272 x 30 1.00507 x 31 0.11307 x 32 0.0515414 x 33 0.0219649 x 34 1.25527 x 35 0.0019152 x 36 0.441147 x 37 4.12562 x 38 0.180604 x 39 0.218074 x 40 0.219311 x 41 0.842692 x 42 0.0359635 x 43 1.09582 x 44 18.5029 x 45 26.9997 x 46 12 v 2.10198 1.89802 4 9-2.4893519 22 0 0 0.16254 x 25 1.42276 x 26 2.01581 x 27 0.0359629 x 28 0.490852 x 29 0.106659 x 31 0.627445 x 32 0.458994 x 33 0.363734 x 35 2.94576 x 36 0.552595 x 38 0.745211 x 39 0.206929 x 40 0.59936 x 41 0.900401 x 42 1.48135 x 43 0.467749 x 44 12.1208 x 45 9.37725 x 46 0.0677958 x 25 0.0221384 x 26 0.17849 x 27 0.160258 x 28 0.0547835 x 29 0.105899 x 30 0.777432 x 31 0.249361 x 32 1.68422 x 33 0.243581 x 34 0.899133 x 35 0.0125978 x 36 0.591946 x 37 0.15073 x 38 0.027281 x 39 0.0407081 x 40 1.79927 x 41 1.56537 x 42 0.0243754 x 43 0.051331 x 44 19.3798 x 45 26.8311 x 46 13 v 2.09 1.91 4 5-2.458715 17 0 0 0.0505241 x 25 0.0399978 x 26 0.247136 x 27 0.00143085 x 28 0.000556201 x 29 0.0405058 x 30 0.118464 x 32 0.132269 x 35 4.71975 x 36 0.434058 x 39 0.0143528 x 40 0.0644408 x 43 1.14899 x 44 5.52874 x 45 7.00871 x 46 0.0108049 x 25 0.0685792 x 26 0.0175397 x 27 0.0108684 x 28 0.0123411 x 29 0.144113 x 31 0.136043 x 32 0.0149375 x 35 0.0414004 x 36 0.256573 x 38 0.0686439 x 39 0.00643849 x 40 0.0136992 x 42 0.0593487 x 43 2.24348 x 44 11.2947 x 45 16.0504 x 46 14 v 2.0472 1.9528 4 7-2.468718 20 0 0 0.104671 x 25 0.169638 x 26 0.406026 x 27 0.221992 x 28 0.0522911 x 29 0.297807 x 30 0.0131187 x 31 0.0366012 x 32 0.0511088 x 35 0.0960416 x 36 0.007185 x 38 3.58557 x 39 2.65437 x 40 1.4364 x 42 0.181274 x 43 1.39926 x 44 7.31776 x 45 9.63838 x 46 0.0292683 x 25 0.0265331 x 26 0.105674 x 27 0.0350964 x 28 0.100393 x 29 0.106402 x 30 0.770556 x 31 0.129693 x 32 0.296395 x 33 0.0213941 x 35 0.0477443 x 36 0.211792 x 38 0.0319305 x 39 0.576096 x 40 0.282542 x 41 0.829658 x 42 0.0163334 x 43 0.00721824 x 44 14.3899 x 45 24.3157 x 46 15 v 1.80208 2.19792 4 2-2.6482219 21 0 0 0.00210026 x 25 0.0284305 x 26 0.220203 x 27 0.000841817 x 28 0.684131 x 31 0.00687916 x 32 0.33087 x 33 0.0132226 x 34 0.658372 x 35 0.00196372 x 36 0.063858 x 37 1.20521 x 38 0.0230729 x 40 0.0538795 x 41 0.0481108 x 42 0.115239 x 43 0.358855 x 44 2.59547 x 45 1.98512 x 46 0.00226897 x 25 0.00491077 x 26 0.0158628 x 27 0.00173417 x 28 0.00110869 x 29 0.018086 x 31 0.00714654 x 32 0.236772 x 33 0.000529115 x 34 0.000570608 x 35 0.00996372 x 36 0.00506796 x 37 0.774715 x 38 0.00273822 x 39 0.0230871 x 40 0.0556605 x 41 0.00106062 x 42 0.000241996 x 43 2.39324e-05 x 44 4.12772 x 45 6.31487 x 46 16 v 3.34471 0.655291 4 1-1.23888 6 5 0 0 1.32216 x 25 0.401545 x 28 0.0606779 x 36 0.0747799 x 43 0.249954 x 45 0.54617 x 46 0.293925 x 26 0.425191 x 32 0.0172266 x 44 0.807269 x 45 5.8011 x 46 17 v 2.01093 1.98907 4 1-2.10074 6 5 0 0 0.102851 x 25 0.000460019 x 28 0.186253 x 36 0.313107 x 43 2.13483 x 45 1.25157 x 46 0.0230805 x 26 0.0106835 x 32 0.188837 x 44 1.55277 x 45 4.23555 x 46 18 v 2.68675 1.31325 4 3-1.4776711 12 0 0 0.753772 x 25 1.73291 x 26 1.11992 x 28 0.804618 x 29 0.106162 x 32 0.0418724 x 36 0.0587695 x 39 0.629555 x 43 0.0153438 x 44 0.558499 x 45 4.11833 x 46 0.0134675 x 25 0.106325 x 26 0.702546 x 27 0.0498522 x 28 0.252682 x 32 0.581158 x 35 0.439566 x 36 0.250148 x 40 0.0025376 x 43 0.0735503 x 44 5.94735 x 45 11.641 x 46 19 v 2.08259 1.91741 4 5-1.8978115 17 0 0 0.0359005 x 25 0.00131126 x 26 0.0333311 x 27 0.0999661 x 28 0.00796162 x 29 0.0308361 x 30 0.00152916 x 32 0.00185117 x 35 0.864509 x 36 0.84297 x 39 0.0225427 x 40 0.569518 x 43 0.216445 x 44 9.30778 x 45 7.55054 x 46 0.0013374 x 25 0.0316972 x 26 0.0334729 x 27 0.00802625 x 28 0.00403617 x 29 0.0766522 x 31 0.0196088 x 32 0.00104353 x 35 0.23176 x 36 0.00042502 x 38 0.118519 x 39 0.00119591 x 40 0.000120443 x 42 0.0947347 x 43 0.877117 x 44 9.39196 x 45 19.5212 x 46 20 v 2.17372 1.82628 4 5-1.632315 17 0 0 0.13266 x 25 0.897412 x 26 1.85485 x 27 0.136775 x 28 0.21317 x 29 0.640872 x 30 1.23553 x 32 0.0089354 x 35 0.0139196 x 36 0.365761 x 39 0.000576528 x 40 1.20191 x 43 0.294458 x 44 5.03088 x 45 7.10363 x 46 0.00175598 x 25 0.000870253 x 26 0.267107 x 27 0.0561583 x 28 0.0399062 x 29 1.0769 x 31 0.0240555 x 32 0.72719 x 35 0.0132863 x 36 0.331521 x 38 0.139669 x 39 0.0116225 x 40 0.405585 x 42 0.0231276 x 43 0.167549 x 44 7.81329 x 45 19.769 x 46 21 v 1.84585 2.15415 4 7-1.7147218 20 0 0 0.026804 x 25 0.124667 x 26 0.633229 x 27 0.132743 x 28 0.245625 x 29 0.0442645 x 30 1.3281 x 31 0.00424013 x 32 0.395069 x 35 0.444424 x 36 0.154437 x 38 0.00434909 x 39 0.211173 x 40 0.34377 x 42 0.161068 x 43 1.6716 x 44 8.47186 x 45 14.6816 x 46 2.64366e-05 x 25 0.000184314 x 26 0.0113732 x 27 0.0312078 x 28 0.00357009 x 29 0.00167971 x 30 0.27601 x 31 0.0952586 x 32 1.13925 x 33 0.0227966 x 35 4.15042e-05 x 36 0.900152 x 38 0.0298974 x 39 0.0360379 x 40 0.0639865 x 41 0.000429727 x 42 0.0367302 x 43 0.00241645 x 44 11.0717 x 45 27.1981 x 46 22 v 1.05725 2.94275 4 1-2.2784811 12 0 0 0.00287576 x 25 0.00184195 x 26 0.00530513 x 28 4.93579e-05 x 29 0.000208352 x 32 0.00737087 x 36 0.0005775 x 39 0.00545637 x 43 0.00374409 x 44 1.33301 x 45 3.58231 x 46 4.54915e-05 x 25 0.00114554 x 26 0.000195821 x 27 0.000157164 x 28 0.00363129 x 32 0.00215636 x 35 9.7309e-05 x 36 7.79213e-05 x 40 0.0029528 x 43 0.000785736 x 44 1.73663 x 45 3.30936 x 46 23 v 1.17776 2.82224 4 5-2.145915 17 0 0 0.0172315 x 25 0.0178284 x 26 0.0491642 x 27 0.016036 x 28 0.000187162 x 29 0.0165642 x 30 0.0441027 x 32 0.0170021 x 35 0.0041434 x 36 0.00779786 x 39 0.673323 x 40 0.131167 x 43 0.00364047 x 44 8.89403 x 45 14.2189 x 46 0.00146899 x 25 0.00650951 x 26 0.0008376 x 27 2.55244e-05 x 28 0.00494035 x 29 0.0393969 x 31 0.0019435 x 32 0.0565798 x 35 0.014658 x 36 0.00591677 x 38 0.00658497 x 39 0.0301818 x 40 0.0746591 x 42 0.00317544 x 43 0.013621 x 44 6.08858 x 45 19.5397 x 46 24 v 1.57856 2.42144 4 856-1.1706422 22 0 0 0.0783223 x 25 0.766069 x 26 5.17756 x 27 1.16983 x 28 0.481448 x 29 0.0764017 x 30 25.5684 x 31 3.05929 x 32 30.2644 x 33 44.7187 x 34 16.2931 x 35 3.02135 x 36 45.6113 x 37 23.8702 x 38 4.15392 x 39 25.2465 x 40 39.069 x 41 29.9362 x 42 7.0016 x 43 14.0396 x 44 814.178 x 45 2650.96 x 46 0.0659419 x 25 0.285841 x 26 1.09513 x 27 0.186393 x 28 0.124356 x 29 0.0372053 x 30 1.28489 x 31 0.9995 x 32 11.1543 x 33 11.9845 x 34 2.50584 x 35 0.657984 x 36 16.9066 x 37 9.50841 x 38 0.32452 x 39 3.45736 x 40 9.25501 x 41 5.78221 x 42 0.753262 x 43 1.6892 x 44 660.782 x 45 4036.4 x 46 25 v 4.27365 0.726348 5 6-4.80310 10 24 23 3.56552 x 47 1.0497 x 48 0.00564456 x 49 0.107571 x 50 0.0963554 x 51 0.0519573 x 52 0.273842 x 54 0.377092 x 55 4.65378 x 57 0.176361 x 58 2.84149 x 48 4.47014 x 49 3.11524 x 50 1.67489 x 51 0.798567 x 52 0.737904 x 53 0.0886372 x 55 10.0814 x 56 19.5144 x 57 0.31878 x 58 12.5906 x 0 0.931326 x 1 5.61605 x 3 0.555759 x 4 0.246409 x 5 0.0533496 x 6 0.954086 x 7 0.0403626 x 8 1.76681 x 9 0.037491 x 10 0.0571619 x 11 0.16254 x 12 0.0505241 x 13 0.104671 x 14 0.00210026 x 15 1.32216 x 16 0.102851 x 17 0.753772 x 18 0.0359005 x 19 0.13266 x 20 0.026804 x 21 0.00287576 x 22 0.0172315 x 23 0.0783223 x 24 1.98387 x 0 1.22755 x 1 0.0712671 x 2 0.331153 x 3 0.00360991 x 4 0.00139984 x 5 0.0914791 x 6 0.0887512 x 7 0.0282546 x 8 0.290953 x 9 0.0142029 x 10 0.0311817 x 11 0.0677958 x 12 0.0108049 x 13 0.0292683 x 14 0.00226897 x 15 0.0134675 x 18 0.0013374 x 19 0.00175598 x 20 2.64366e-05 x 21 4.54915e-05 x 22 0.00146899 x 23 0.0659419 x 24 26 v 3.56245 1.43755 5 8-5.0536310 12 23 25 5.22039 x 48 0.817313 x 49 0.288035 x 50 0.753845 x 51 0.530986 x 52 0.299753 x 53 0.333834 x 55 2.12007 x 56 8.08938 x 57 1.04636 x 58 0.65552 x 47 0.246747 x 48 1.34831 x 49 4.36955 x 50 3.67864 x 51 1.6767 x 52 0.345743 x 53 1.55393 x 54 0.886576 x 55 0.97755 x 56 23.2495 x 57 13.5102 x 58 0.447808 x 0 12.1785 x 1 1.33192 x 2 0.0575646 x 3 0.464035 x 4 0.772102 x 5 1.43736 x 6 2.01429 x 7 0.0361018 x 8 3.50879 x 9 0.223369 x 10 0.824732 x 11 1.42276 x 12 0.0399978 x 13 0.169638 x 14 0.0284305 x 15 1.73291 x 18 0.00131126 x 19 0.897412 x 20 0.124667 x 21 0.00184195 x 22 0.0178284 x 23 0.766069 x 24 6.47359 x 0 0.157219 x 1 0.959134 x 2 1.67436 x 3 0.259537 x 4 0.0206507 x 5 0.0363441 x 6 0.792904 x 7 0.0297076 x 8 0.0734606 x 9 0.00148048 x 10 0.149962 x 11 0.0221384 x 12 0.0685792 x 13 0.0265331 x 14 0.00491077 x 15 0.293925 x 16 0.0230805 x 17 0.106325 x 18 0.0316972 x 19 0.000870253 x 20 0.000184314 x 21 0.00114554 x 22 0.00650951 x 23 0.285841 x 24 27 v 3.11519 1.88481 5 10-5.1197 8 10 20 23 7.1952 x 49 0.261662 x 50 1.60828 x 51 2.01981 x 52 0.780688 x 53 0.202861 x 56 8.91727 x 57 7.86176 x 58 0.832512 x 48 0.261597 x 49 1.58874 x 50 4.86077 x 51 3.29002 x 52 0.772456 x 53 2.1388 x 55 0.00688934 x 56 24.651 x 57 22.7482 x 58 0.313623 x 0 0.054133 x 1 12.9546 x 2 0.140014 x 3 0.177809 x 5 1.86047 x 6 0.25646 x 7 0.399763 x 8 0.340733 x 9 0.785679 x 10 3.23109 x 11 2.01581 x 12 0.247136 x 13 0.406026 x 14 0.220203 x 15 0.0333311 x 19 1.85485 x 20 0.633229 x 21 0.0491642 x 23 5.17756 x 24 5.45503 x 0 5.74978 x 1 0.027304 x 2 0.126478 x 3 0.394887 x 4 0.368911 x 5 0.283065 x 6 2.48 x 7 0.00833681 x 8 1.50178 x 9 0.00623738 x 10 0.0177131 x 11 0.17849 x 12 0.0175397 x 13 0.105674 x 14 0.0158628 x 15 0.702546 x 18 0.0334729 x 19 0.267107 x 20 0.0113732 x 21 0.000195821 x 22 0.0008376 x 23 1.09513 x 24 28 v 3.81975 1.18025 5 6-4.4513510 10 24 23 1.22102 x 47 1.96991 x 48 0.267793 x 49 1.62105 x 50 0.428499 x 51 0.0831911 x 52 0.123555 x 54 0.131609 x 55 5.9081 x 57 1.32655 x 58 0.378273 x 48 1.01621 x 49 1.291 x 50 0.431723 x 51 2.93733 x 52 2.60712 x 53 0.77574 x 55 0.088973 x 56 28.4532 x 57 2.93868 x 58 0.802132 x 0 2.96114 x 1 2.90035 x 3 1.85987 x 4 6.18307 x 5 0.201655 x 6 0.465247 x 7 0.835537 x 8 2.08411 x 9 0.718894 x 10 0.563634 x 11 0.0359629 x 12 0.00143085 x 13 0.221992 x 14 0.000841817 x 15 0.401545 x 16 0.000460019 x 17 1.11992 x 18 0.0999661 x 19 0.136775 x 20 0.132743 x 21 0.00530513 x 22 0.016036 x 23 1.16983 x 24 3.86156 x 0 0.134463 x 1 0.327708 x 2 0.0149902 x 3 0.768557 x 4 0.0541932 x 5 0.515178 x 6 0.322324 x 7 0.0988172 x 8 0.259047 x 9 0.169689 x 10 0.0150041 x 11 0.160258 x 12 0.0108684 x 13 0.0350964 x 14 0.00173417 x 15 0.0498522 x 18 0.00802625 x 19 0.0561583 x 20 0.0312078 x 21 0.000157164 x 22 2.55244e-05 x 23 0.186393 x 24 29 v 3.62714 1.37286 5 4-4.60026 7 6 19 19 1.7243 x 48 0.586311 x 49 1.09708 x 50 0.00585718 x 51 0.00194064 x 55 5.0845 x 57 0.99138 x 58 1.56903 x 49 0.148539 x 50 2.86715 x 51 1.8111 x 52 18.3359 x 57 1.7767 x 58 0.832229 x 0 0.0435283 x 3 2.10106 x 4 2.25089 x 5 3.71944 x 6 1.45162 x 7 1.52713 x 8 0.149726 x 9 0.136127 x 11 0.490852 x 12 0.000556201 x 13 0.0522911 x 14 0.804618 x 18 0.00796162 x 19 0.21317 x 20 0.245625 x 21 4.93579e-05 x 22 0.000187162 x 23 0.481448 x 24 3.28921 x 0 0.521918 x 1 0.0982295 x 3 0.337349 x 5 0.00689132 x 6 0.585066 x 7 0.134999 x 8 0.0531763 x 9 0.105623 x 10 0.0134488 x 11 0.0547835 x 12 0.0123411 x 13 0.100393 x 14 0.00110869 x 15 0.00403617 x 19 0.0399062 x 20 0.00357009 x 21 0.00494035 x 23 0.124356 x 24 30 v 3.43943 1.56057 5 2-4.71808 4 4 12 9 1.43457 x 49 0.161992 x 50 2.83049 x 57 0.694064 x 58 2.24947 x 50 1.19607 x 51 8.42921 x 57 1.00406 x 58 0.268762 x 3 1.5623 x 6 1.54058 x 7 1.92985 x 8 0.430112 x 9 0.0405058 x 13 0.297807 x 14 0.0308361 x 19 0.640872 x 20 0.0442645 x 21 0.0165642 x 23 0.0764017 x 24 2.29464 x 0 0.149141 x 5 0.328808 x 6 0.0868188 x 9 0.0105272 x 11 0.105899 x 12 0.106402 x 14 0.00167971 x 21 0.0372053 x 24 31 v 2.90318 2.09682 5 12-5.03731 7 8 13 20 9.23085 x 50 0.122579 x 51 4.6601 x 52 2.75153 x 53 0.264646 x 56 5.98007 x 57 14.1515 x 58 0.850376 x 49 0.145609 x 50 2.36833 x 51 4.7875 x 52 1.57367 x 53 0.532413 x 56 25.4395 x 57 35.1399 x 58 0.294729 x 0 2.06085 x 1 0.528811 x 2 1.87149 x 5 0.553903 x 6 0.0106054 x 9 0.521243 x 10 1.29591 x 11 0.106659 x 12 0.0131187 x 14 0.684131 x 15 1.3281 x 21 25.5684 x 24 3.02102 x 0 5.70394 x 1 5.71604 x 2 0.00220957 x 3 0.0612349 x 5 0.996122 x 6 1.53051 x 7 0.24515 x 8 2.05473 x 9 0.361372 x 10 1.00507 x 11 0.777432 x 12 0.144113 x 13 0.770556 x 14 0.018086 x 15 0.0766522 x 19 1.0769 x 20 0.27601 x 21 0.0393969 x 23 1.28489 x 24 32 v 3.21508 1.78492 5 8-4.6554110 12 23 25 1.50539 x 48 3.81664 x 49 0.111204 x 50 2.90676 x 51 0.121703 x 52 1.62486 x 53 0.0403585 x 55 0.545069 x 56 8.46172 x 57 3.14531 x 58 0.108848 x 47 0.0901101 x 48 0.215782 x 49 1.50252 x 50 0.460282 x 51 2.5035 x 52 3.08594 x 53 0.0161912 x 54 0.182016 x 55 0.395396 x 56 21.716 x 57 19.4435 x 58 0.217495 x 0 1.34123 x 1 4.84104 x 2 0.00510996 x 3 0.0533406 x 4 0.884089 x 5 1.97247 x 6 0.203157 x 7 2.4049 x 8 0.0097599 x 9 5.17961 x 10 3.36791 x 11 0.627445 x 12 0.118464 x 13 0.0366012 x 14 0.00687916 x 15 0.106162 x 18 0.00152916 x 19 1.23553 x 20 0.00424013 x 21 0.000208352 x 22 0.0441027 x 23 3.05929 x 24 1.2759 x 0 1.44735 x 1 0.353789 x 2 3.53589 x 3 2.12778 x 4 1.74388 x 5 0.0623165 x 6 0.0697493 x 7 0.0942537 x 8 1.06555 x 9 0.0348676 x 10 0.11307 x 11 0.249361 x 12 0.136043 x 13 0.129693 x 14 0.00714654 x 15 0.425191 x 16 0.0106835 x 17 0.252682 x 18 0.0196088 x 19 0.0240555 x 20 0.0952586 x 21 0.00363129 x 22 0.0019435 x 23 0.9995 x 24 33 v 2.86705 2.13295 5 14-4.8526 6 7 9 13 10.1348 x 51 3.43327 x 52 8.31183 x 53 0.167051 x 56 3.77323 x 57 18.0406 x 58 0.659058 x 50 0.0211656 x 51 3.49232 x 52 3.03787 x 53 0.728292 x 56 23.7572 x 57 50.4421 x 58 0.155715 x 0 1.64215 x 1 5.50384 x 2 0.060745 x 5 1.68083 x 10 0.0410699 x 11 0.458994 x 12 0.33087 x 15 30.2644 x 24 2.18277 x 0 2.03806 x 1 4.67452 x 2 3.00202 x 5 1.92771 x 6 1.21834 x 9 0.254977 x 10 0.0515414 x 11 1.68422 x 12 0.296395 x 14 0.236772 x 15 1.13925 x 21 11.1543 x 24 34 v 3.34402 1.65598 5 16-4.33286 5 6 5 9 6.24857 x 52 16.5572 x 53 3.70421 x 56 3.83354 x 57 12.1517 x 58 0.233776 x 51 0.0251152 x 52 2.98213 x 53 1.80669 x 56 21.9686 x 57 74.4876 x 58 1.80043 x 1 2.52432 x 2 4.44756 x 10 0.0132226 x 15 44.7187 x 24 5.20956 x 0 0.217645 x 1 0.55312 x 2 4.8512 x 5 3.41332 x 10 0.0219649 x 11 0.243581 x 12 0.000529115 x 15 11.9845 x 24 35 v 2.88883 2.11117 5 10-4.63542 8 10 20 23 1.24246 x 49 5.39507 x 50 3.05557 x 51 0.796829 x 52 4.46496 x 53 0.202174 x 56 4.12125 x 57 11.833 x 58 0.0818193 x 48 0.151194 x 49 0.0687906 x 50 1.84767 x 51 0.161555 x 52 4.33091 x 53 0.0227867 x 55 0.854454 x 56 18.3358 x 57 33.0327 x 58 0.0156144 x 0 0.299988 x 1 1.74508 x 2 5.6198e-05 x 3 0.252376 x 5 0.251834 x 6 0.0498209 x 7 2.93645 x 8 0.437827 x 9 4.97623 x 10 0.0014302 x 11 0.363734 x 12 0.132269 x 13 0.0511088 x 14 0.658372 x 15 0.00185117 x 19 0.0089354 x 20 0.395069 x 21 0.0170021 x 23 16.2931 x 24 0.149041 x 0 0.829617 x 1 0.807611 x 2 3.46935 x 3 0.576169 x 4 0.164808 x 5 2.93677 x 6 0.17511 x 7 2.7549 x 8 1.56083 x 9 1.59922 x 10 1.25527 x 11 0.899133 x 12 0.0149375 x 13 0.0213941 x 14 0.000570608 x 15 0.581158 x 18 0.00104353 x 19 0.72719 x 20 0.0227966 x 21 0.00215636 x 22 0.0565798 x 23 2.50584 x 24 36 v 3.11919 1.88081 5 6-4.2992210 10 24 23 3.25653e-05 x 47 0.00269425 x 48 0.261313 x 49 0.558023 x 50 0.0291292 x 51 0.324887 x 52 2.95365 x 54 0.194076 x 55 10.0541 x 57 2.90687 x 58 0.0579428 x 48 0.00429321 x 49 0.115747 x 50 0.498114 x 51 0.928584 x 52 0.074477 x 53 2.38628 x 55 0.328784 x 56 21.686 x 57 10.6347 x 58 0.642531 x 0 0.00593254 x 1 0.327927 x 3 0.00278841 x 4 1.56946 x 5 0.000854599 x 6 0.368963 x 7 0.000962526 x 8 0.0188808 x 9 0.344127 x 10 3.02461 x 11 2.94576 x 12 4.71975 x 13 0.0960416 x 14 0.00196372 x 15 0.0606779 x 16 0.186253 x 17 0.0418724 x 18 0.864509 x 19 0.0139196 x 20 0.444424 x 21 0.00737087 x 22 0.0041434 x 23 3.02135 x 24 0.125014 x 0 5.86162 x 1 0.365608 x 2 0.00136048 x 3 1.07884 x 4 0.099884 x 5 0.448653 x 6 1.53538 x 7 0.149418 x 8 0.129102 x 9 0.0188001 x 10 0.0019152 x 11 0.0125978 x 12 0.0414004 x 13 0.0477443 x 14 0.00996372 x 15 0.439566 x 18 0.23176 x 19 0.0132863 x 20 4.15042e-05 x 21 9.7309e-05 x 22 0.014658 x 23 0.657984 x 24 37 v 2.99038 2.00962 5 16-4.28728 5 6 5 9 2.61224 x 52 3.05635 x 53 14.6927 x 56 7.67439 x 57 20.1179 x 58 0.138247 x 51 0.00192941 x 52 1.24975 x 53 0.567753 x 56 23.604 x 57 70.284 x 58 2.0615 x 1 0.0651301 x 2 0.0441986 x 10 0.063858 x 15 45.6113 x 24 9.1756 x 0 1.11991 x 1 0.784115 x 2 0.599232 x 5 2.53011 x 10 0.441147 x 11 0.591946 x 12 0.00506796 x 15 16.9066 x 24 38 v 2.69856 2.30144 5 12-4.52503 7 8 13 20 0.417362 x 50 4.2497 x 51 9.54129 x 52 5.61803 x 53 0.17227 x 56 3.12788 x 57 16.4903 x 58 0.0178005 x 49 0.120855 x 50 0.00105054 x 51 1.37901 x 52 3.11554 x 53 0.625701 x 56 17.0609 x 57 46.0613 x 58 0.00644404 x 0 0.000695926 x 1 0.191357 x 2 0.584507 x 5 1.01897 x 6 0.323482 x 9 0.971676 x 10 3.49579 x 11 0.552595 x 12 0.007185 x 14 1.20521 x 15 0.154437 x 21 23.8702 x 24 0.0501053 x 0 0.394629 x 1 0.550564 x 2 3.2045 x 3 0.108015 x 5 2.80587 x 6 0.204071 x 7 2.8603 x 8 0.753349 x 9 0.419799 x 10 4.12562 x 11 0.15073 x 12 0.256573 x 13 0.211792 x 14 0.774715 x 15 0.00042502 x 19 0.331521 x 20 0.900152 x 21 0.00591677 x 23 9.50841 x 24 39 v 3.0192 1.9808 5 4-4.18797 7 6 19 19 0.00136218 x 48 0.0310896 x 49 0.0980401 x 50 0.017527 x 51 1.72865 x 55 8.31212 x 57 1.73431 x 58 0.0196555 x 49 0.0288282 x 50 0.327871 x 51 0.0310896 x 52 19.9533 x 57 3.71603 x 58 0.517626 x 0 0.0284557 x 3 0.0194387 x 4 0.473571 x 5 0.0296237 x 6 0.170273 x 7 0.0102101 x 8 0.24422 x 9 0.384402 x 11 0.745211 x 12 0.434058 x 13 3.58557 x 14 0.0587695 x 18 0.84297 x 19 0.365761 x 20 0.00434909 x 21 0.0005775 x 22 0.00779786 x 23 4.15392 x 24 0.0031361 x 0 2.81098 x 1 0.0317827 x 3 1.3402 x 5 0.94436 x 6 0.594951 x 7 0.58757 x 8 0.673695 x 9 0.00605167 x 10 0.180604 x 11 0.027281 x 12 0.0686439 x 13 0.0319305 x 14 0.00273822 x 15 0.118519 x 19 0.139669 x 20 0.0298974 x 21 0.00658497 x 23 0.32452 x 24 40 v 3.28768 1.71232 5 10-3.84127 8 10 20 23 0.111034 x 49 0.0290825 x 50 0.0162021 x 51 0.00883115 x 52 0.00838845 x 53 4.68174 x 56 17.3823 x 57 4.88534 x 58 0.0308229 x 48 0.00599455 x 49 0.00631103 x 50 0.00146444 x 51 0.00704589 x 52 0.0305179 x 53 0.00185537 x 55 0.0262394 x 56 29.2032 x 57 33.5629 x 58 0.953989 x 0 0.0734542 x 1 0.179248 x 2 0.0370349 x 3 0.489619 x 5 1.15434 x 6 0.00511808 x 7 0.477796 x 8 0.202586 x 9 0.0683563 x 10 0.182361 x 11 0.206929 x 12 0.0143528 x 13 2.65437 x 14 0.0230729 x 15 0.0225427 x 19 0.000576528 x 20 0.211173 x 21 0.673323 x 23 25.2465 x 24 1.60487 x 0 3.6522 x 1 1.31536 x 2 1.40254 x 3 0.00293248 x 4 0.577457 x 5 1.18017 x 6 0.136835 x 7 0.128089 x 8 1.95217 x 9 0.5194 x 10 0.218074 x 11 0.0407081 x 12 0.00643849 x 13 0.576096 x 14 0.0230871 x 15 0.250148 x 18 0.00119591 x 19 0.0116225 x 20 0.0360379 x 21 7.79213e-05 x 22 0.0301818 x 23 3.45736 x 24 41 v 3.19444 1.80556 5 14-3.90722 6 7 9 13 0.62702 x 51 0.0788386 x 52 0.0207391 x 53 7.47899 x 56 16.8632 x 57 14.2088 x 58 0.0714886 x 50 0.0207536 x 51 0.137794 x 52 0.12052 x 53 0.0961546 x 56 29.2576 x 57 57.0174 x 58 0.85771 x 0 2.42834 x 1 0.418669 x 2 0.830067 x 5 0.318949 x 10 0.146133 x 11 0.59936 x 12 0.0538795 x 15 39.069 x 24 8.96592 x 0 1.62125 x 1 2.69399 x 2 0.0240592 x 5 0.0273707 x 6 0.230828 x 9 0.0384377 x 10 0.219311 x 11 1.79927 x 12 0.282542 x 14 0.0556605 x 15 0.0639865 x 21 9.25501 x 24 42 v 3.19485 1.80515 5 12-3.90255 7 8 13 20 0.368903 x 50 0.173558 x 51 0.204309 x 52 0.0721297 x 53 4.8204 x 56 18.0491 x 57 9.97304 x 58 0.0615739 x 49 0.00719841 x 50 0.0289739 x 51 6.24486e-05 x 52 0.22235 x 53 0.0402579 x 56 25.1639 x 57 48.8135 x 58 0.997671 x 0 1.15403 x 1 0.080479 x 2 2.35294 x 5 0.392653 x 6 0.0200315 x 9 0.00972353 x 10 0.665717 x 11 0.900401 x 12 1.4364 x 14 0.0481108 x 15 0.34377 x 21 29.9362 x 24 5.19172 x 0 3.84573 x 1 0.786791 x 2 0.420704 x 3 0.507496 x 5 0.0433414 x 6 0.52987 x 7 0.339684 x 8 0.267559 x 9 0.213182 x 10 0.842692 x 11 1.56537 x 12 0.0136992 x 13 0.829658 x 14 0.00106062 x 15 0.000120443 x 19 0.405585 x 20 0.000429727 x 21 0.0746591 x 23 5.78221 x 24 43 v 3.37757 1.62243 5 6-3.6507910 10 24 22 0.280393 x 47 0.978443 x 48 1.33681 x 49 0.636131 x 50 0.00861711 x 51 0.844405 x 52 0.0511462 x 54 0.570753 x 55 7.94421 x 57 3.08357 x 58 0.0425116 x 48 0.137058 x 49 0.496716 x 50 0.177269 x 51 0.231786 x 52 3.30083 x 53 0.00221132 x 55 0.0893623 x 56 16.0205 x 57 17.7669 x 58 0.144942 x 0 0.00184649 x 1 0.196821 x 3 0.0578915 x 4 1.1637 x 5 0.0189251 x 6 0.00841261 x 7 0.0696272 x 8 2.20996 x 9 4.06061 x 10 0.402195 x 11 1.48135 x 12 0.0644408 x 13 0.181274 x 14 0.115239 x 15 0.0747799 x 16 0.313107 x 17 0.629555 x 18 0.569518 x 19 1.20191 x 20 0.161068 x 21 0.00545637 x 22 0.131167 x 23 7.0016 x 24 0.0825895 x 0 0.544387 x 1 0.0670414 x 2 1.44403 x 3 0.74265 x 4 3.52056 x 5 0.61778 x 6 0.191602 x 7 0.000160009 x 8 1.47085 x 9 0.0359635 x 11 0.0243754 x 12 0.0593487 x 13 0.0163334 x 14 0.000241996 x 15 0.0025376 x 18 0.0947347 x 19 0.0231276 x 20 0.0367302 x 21 0.0029528 x 22 0.00317544 x 23 0.753262 x 24 44 v 2.78993 2.21007 5 8-4.1301310 12 23 25 0.00551596 x 48 0.0352458 x 49 0.000118899 x 50 0.133731 x 51 0.117812 x 52 0.00788222 x 53 4.17524 x 55 0.780053 x 56 16.2934 x 57 4.13131 x 58 0.000252577 x 47 0.00219908 x 48 0.0213931 x 49 0.00121601 x 50 0.00476599 x 51 0.364526 x 52 0.0578497 x 53 0.246092 x 54 0.00764123 x 55 0.128519 x 56 19.7516 x 57 25.7331 x 58 0.351346 x 0 0.703699 x 1 0.01064 x 2 0.0241325 x 3 0.120533 x 4 0.386741 x 5 0.00561152 x 6 0.00443734 x 7 0.011681 x 8 0.0582356 x 9 0.709838 x 10 0.312759 x 11 0.467749 x 12 1.14899 x 13 1.39926 x 14 0.358855 x 15 0.0153438 x 18 0.216445 x 19 0.294458 x 20 1.6716 x 21 0.00374409 x 22 0.00364047 x 23 14.0396 x 24 0.387889 x 0 0.554243 x 1 6.06146 x 2 0.310171 x 3 1.79979 x 4 1.54772 x 5 0.0771186 x 6 0.294749 x 7 0.00359842 x 8 0.21514 x 9 0.000365107 x 10 1.09582 x 11 0.051331 x 12 2.24348 x 13 0.00721824 x 14 2.39324e-05 x 15 0.0172266 x 16 0.188837 x 17 0.0735503 x 18 0.877117 x 19 0.167549 x 20 0.00241645 x 21 0.000785736 x 22 0.013621 x 23 1.6892 x 24 45 v 2.44549 2.55451 5 380-3.0183712 12 25 25 0.133316 x 47 0.615224 x 48 1.24198 x 49 2.03905 x 50 2.78707 x 51 3.09606 x 52 1.16286 x 53 0.661136 x 54 2.1519 x 55 11.6893 x 56 505.643 x 57 819.487 x 58 0.0142646 x 47 0.0816488 x 48 0.207269 x 49 0.273528 x 50 0.620058 x 51 1.45108 x 52 3.67001 x 53 0.00117191 x 54 0.412467 x 55 2.48718 x 56 330.584 x 57 1729.48 x 58 1.97633 x 0 3.96006 x 1 4.5308 x 2 0.750044 x 3 1.46659 x 4 3.43984 x 5 2.65492 x 6 4.18466 x 7 4.71576 x 8 6.79233 x 9 9.74087 x 10 7.35203 x 11 12.1208 x 12 5.52874 x 13 7.31776 x 14 2.59547 x 15 0.249954 x 16 2.13483 x 17 0.558499 x 18 9.30778 x 19 5.03088 x 20 8.47186 x 21 1.33301 x 22 8.89403 x 23 814.178 x 24 6.35612 x 0 14.9509 x 1 25.3253 x 2 12.8893 x 3 7.54258 x 4 26.0069 x 5 17.479 x 6 14.1663 x 7 14.6873 x 8 22.4357 x 9 35.9836 x 10 18.5029 x 11 19.3798 x 12 11.2947 x 13 14.3899 x 14 4.12772 x 15 0.807269 x 16 1.55277 x 17 5.94735 x 18 9.39196 x 19 7.81329 x 20 11.0717 x 21 1.73663 x 22 6.08858 x 23 660.782 x 24 46 v 1.93218 3.06782 5 1438-1.8472812 12 25 25 0.00619635 x 47 0.216861 x 48 1.15851 x 49 2.71322 x 50 3.42385 x 51 1.77354 x 52 0.877725 x 53 0.0708614 x 54 1.2439 x 55 4.66844 x 56 578.894 x 57 5254.45 x 58 0.0146122 x 47 0.0239251 x 48 0.0998799 x 49 0.604244 x 50 1.9607 x 51 3.43338 x 52 1.06819 x 53 0.0484019 x 54 0.145454 x 55 1.94705 x 56 297.957 x 57 6785.14 x 58 0.251729 x 0 1.90901 x 1 12.3877 x 2 1.10981 x 3 2.64788 x 4 1.51778 x 5 5.54718 x 6 3.73702 x 7 1.48387 x 8 3.04918 x 9 3.64436 x 10 9.16616 x 11 9.37725 x 12 7.00871 x 13 9.63838 x 14 1.98512 x 15 0.54617 x 16 1.25157 x 17 4.11833 x 18 7.55054 x 19 7.10363 x 20 14.6816 x 21 3.58231 x 22 14.2189 x 23 2650.96 x 24 0.489797 x 0 21.0477 x 1 31.265 x 2 9.53709 x 3 5.35343 x 4 19.4061 x 5 16.7555 x 6 10.8875 x 7 10.9694 x 8 12.0494 x 9 25.8254 x 10 26.9997 x 11 26.8311 x 12 16.0504 x 13 24.3157 x 14 6.31487 x 15 5.8011 x 16 4.23555 x 17 11.641 x 18 19.5212 x 19 19.769 x 20 27.1981 x 21 3.30936 x 22 19.5397 x 23 4036.4 x 24 47 v 5.20648 0.79352 6 1-6.53691 3 4 6 5 0.430373 x 61 0.344462 x 62 0.018675 x 63 1.35031 x 59 3.76584 x 60 2.06807 x 62 0.0222418 x 63 3.56552 x 25 1.22102 x 28 3.25653e-05 x 36 0.280393 x 43 0.133316 x 45 0.00619635 x 46 0.65552 x 26 0.108848 x 32 0.000252577 x 44 0.0142646 x 45 0.0146122 x 46 48 v 4.42995 1.57005 6 3-6.94361 5 5 11 12 0.361403 x 59 1.76816 x 60 0.582414 x 61 1.37359 x 62 0.624441 x 63 3.50771 x 59 0.0326628 x 60 2.09158 x 61 7.78909 x 62 5.86861 x 63 1.0497 x 25 5.22039 x 26 1.96991 x 28 1.7243 x 29 1.50539 x 32 0.00269425 x 36 0.00136218 x 39 0.978443 x 43 0.00551596 x 44 0.615224 x 45 0.216861 x 46 2.84149 x 25 0.246747 x 26 0.832512 x 27 0.378273 x 28 0.0901101 x 32 0.0818193 x 35 0.0579428 x 36 0.0308229 x 40 0.0425116 x 43 0.00219908 x 44 0.0816488 x 45 0.0239251 x 46 49 v 3.90842 2.09158 6 5-7.14069 5 5 15 17 1.46165 x 59 1.18146 x 60 0.0789133 x 61 1.99524 x 62 5.74027 x 63 4.65861 x 59 0.0848229 x 60 1.24386 x 61 7.76913 x 62 15.7852 x 63 0.00564456 x 25 0.817313 x 26 7.1952 x 27 0.267793 x 28 0.586311 x 29 1.43457 x 30 3.81664 x 32 1.24246 x 35 0.261313 x 36 0.0310896 x 39 0.111034 x 40 1.33681 x 43 0.0352458 x 44 1.24198 x 45 1.15851 x 46 4.47014 x 25 1.34831 x 26 0.261597 x 27 1.01621 x 28 1.56903 x 29 0.850376 x 31 0.215782 x 32 0.151194 x 35 0.00429321 x 36 0.0178005 x 38 0.0196555 x 39 0.00599455 x 40 0.0615739 x 42 0.137058 x 43 0.0213931 x 44 0.207269 x 45 0.0998799 x 46 50 v 3.59068 2.40932 6 7-7.19638 5 5 18 20 3.30692 x 59 0.986706 x 60 0.0168908 x 61 1.37007 x 62 11.184 x 63 4.80767 x 59 1.36465 x 60 0.0830054 x 61 6.12478 x 62 26.7538 x 63 0.107571 x 25 0.288035 x 26 0.261662 x 27 1.62105 x 28 1.09708 x 29 0.161992 x 30 9.23085 x 31 0.111204 x 32 5.39507 x 35 0.558023 x 36 0.417362 x 38 0.0980401 x 39 0.0290825 x 40 0.368903 x 42 0.636131 x 43 0.000118899 x 44 2.03905 x 45 2.71322 x 46 3.11524 x 25 4.36955 x 26 1.58874 x 27 1.291 x 28 0.148539 x 29 2.24947 x 30 0.145609 x 31 1.50252 x 32 0.659058 x 33 0.0687906 x 35 0.115747 x 36 0.120855 x 38 0.0288282 x 39 0.00631103 x 40 0.0714886 x 41 0.00719841 x 42 0.496716 x 43 0.00121601 x 44 0.273528 x 45 0.604244 x 46 51 v 3.39772 2.60228 6 9-7.17564 5 5 19 22 5.74039 x 59 0.425648 x 60 0.0733363 x 61 1.21396 x 62 15.9664 x 63 4.27123 x 59 1.00839 x 60 0.285544 x 61 7.66261 x 62 35.3507 x 63 0.0963554 x 25 0.753845 x 26 1.60828 x 27 0.428499 x 28 0.00585718 x 29 0.122579 x 31 2.90676 x 32 10.1348 x 33 3.05557 x 35 0.0291292 x 36 4.2497 x 38 0.017527 x 39 0.0162021 x 40 0.62702 x 41 0.173558 x 42 0.00861711 x 43 0.133731 x 44 2.78707 x 45 3.42385 x 46 1.67489 x 25 3.67864 x 26 4.86077 x 27 0.431723 x 28 2.86715 x 29 1.19607 x 30 2.36833 x 31 0.460282 x 32 0.0211656 x 33 0.233776 x 34 1.84767 x 35 0.498114 x 36 0.138247 x 37 0.00105054 x 38 0.327871 x 39 0.00146444 x 40 0.0207536 x 41 0.0289739 x 42 0.177269 x 43 0.00476599 x 44 0.620058 x 45 1.9607 x 46 52 v 3.32265 2.67735 6 11-7.08697 5 5 19 21 8.59873 x 59 0.246794 x 60 0.0101852 x 61 1.04931 x 62 19.5449 x 63 3.20114 x 59 0.756472 x 60 1.36537 x 61 7.08912 x 62 46.1358 x 63 0.0519573 x 25 0.530986 x 26 2.01981 x 27 0.0831911 x 28 4.6601 x 31 0.121703 x 32 3.43327 x 33 6.24857 x 34 0.796829 x 35 0.324887 x 36 2.61224 x 37 9.54129 x 38 0.00883115 x 40 0.0788386 x 41 0.204309 x 42 0.844405 x 43 0.117812 x 44 3.09606 x 45 1.77354 x 46 0.798567 x 25 1.6767 x 26 3.29002 x 27 2.93733 x 28 1.8111 x 29 4.7875 x 31 2.5035 x 32 3.49232 x 33 0.0251152 x 34 0.161555 x 35 0.928584 x 36 0.00192941 x 37 1.37901 x 38 0.0310896 x 39 0.00704589 x 40 0.137794 x 41 6.24486e-05 x 42 0.231786 x 43 0.364526 x 44 1.45108 x 45 3.43338 x 46 53 v 3.50888 2.49112 6 13-6.82946 4 5 15 19 11.319 x 59 0.880958 x 60 0.257672 x 62 19.9259 x 63 1.68458 x 59 0.161207 x 60 1.57919 x 61 10.3311 x 62 57.858 x 63 0.299753 x 26 0.780688 x 27 2.75153 x 31 1.62486 x 32 8.31183 x 33 16.5572 x 34 4.46496 x 35 3.05635 x 37 5.61803 x 38 0.00838845 x 40 0.0207391 x 41 0.0721297 x 42 0.00788222 x 44 1.16286 x 45 0.877725 x 46 0.737904 x 25 0.345743 x 26 0.772456 x 27 2.60712 x 28 1.57367 x 31 3.08594 x 32 3.03787 x 33 2.98213 x 34 4.33091 x 35 0.074477 x 36 1.24975 x 37 3.11554 x 38 0.0305179 x 40 0.12052 x 41 0.22235 x 42 3.30083 x 43 0.0578497 x 44 3.67001 x 45 1.06819 x 46 54 v 4.13419 1.86581 6 1-6.26118 3 4 6 5 1.01445 x 61 0.595322 x 62 0.256028 x 63 0.163862 x 59 1.60237 x 60 4.12795 x 62 0.240004 x 63 0.273842 x 25 0.123555 x 28 2.95365 x 36 0.0511462 x 43 0.661136 x 45 0.0708614 x 46 1.55393 x 26 0.0161912 x 32 0.246092 x 44 0.00117191 x 45 0.0484019 x 46 55 v 3.64981 2.35019 6 3-6.2271 5 5 11 12 0.0140318 x 59 0.270242 x 60 1.78352 x 61 3.31482 x 62 1.66788 x 63 0.176242 x 59 1.36399 x 60 0.611518 x 61 7.19368 x 62 7.60383 x 63 0.377092 x 25 0.333834 x 26 0.131609 x 28 0.00194064 x 29 0.0403585 x 32 0.194076 x 36 1.72865 x 39 0.570753 x 43 4.17524 x 44 2.1519 x 45 1.2439 x 46 0.0886372 x 25 0.886576 x 26 2.1388 x 27 0.77574 x 28 0.182016 x 32 0.0227867 x 35 2.38628 x 36 0.00185537 x 40 0.00221132 x 43 0.00764123 x 44 0.412467 x 45 0.145454 x 46 56 v 4.32233 1.67767 6 13-5.47989 4 5 15 19 0.388731 x 59 6.84778 x 60 4.50473 x 62 10.0679 x 63 0.0789952 x 59 0.0223112 x 60 0.138501 x 61 11.3012 x 62 70.6484 x 63 2.12007 x 26 0.202861 x 27 0.264646 x 31 0.545069 x 32 0.167051 x 33 3.70421 x 34 0.202174 x 35 14.6927 x 37 0.17227 x 38 4.68174 x 40 7.47899 x 41 4.8204 x 42 0.780053 x 44 11.6893 x 45 4.66844 x 46 10.0814 x 25 0.97755 x 26 0.00688934 x 27 0.088973 x 28 0.532413 x 31 0.395396 x 32 0.728292 x 33 1.80669 x 34 0.854454 x 35 0.328784 x 36 0.567753 x 37 0.625701 x 38 0.0262394 x 40 0.0961546 x 41 0.0402579 x 42 0.0893623 x 43 0.128519 x 44 2.48718 x 45 1.94705 x 46 57 v 3.24325 2.75675 6 386-4.85206 5 5 22 22 0.53183 x 59 26.1718 x 60 20.6836 x 61 178.648 x 62 838.057 x 63 0.304832 x 59 5.08135 x 60 8.5291 x 61 154.124 x 62 1855.84 x 63 4.65378 x 25 8.08938 x 26 8.91727 x 27 5.9081 x 28 5.0845 x 29 2.83049 x 30 5.98007 x 31 8.46172 x 32 3.77323 x 33 3.83354 x 34 4.12125 x 35 10.0541 x 36 7.67439 x 37 3.12788 x 38 8.31212 x 39 17.3823 x 40 16.8632 x 41 18.0491 x 42 7.94421 x 43 16.2934 x 44 505.643 x 45 578.894 x 46 19.5144 x 25 23.2495 x 26 24.651 x 27 28.4532 x 28 18.3359 x 29 8.42921 x 30 25.4395 x 31 21.716 x 32 23.7572 x 33 21.9686 x 34 18.3358 x 35 21.686 x 36 23.604 x 37 17.0609 x 38 19.9533 x 39 29.2032 x 40 29.2576 x 41 25.1639 x 42 16.0205 x 43 19.7516 x 44 330.584 x 45 297.957 x 46 58 v 2.4394 3.5606 6 2551-3.16784 5 5 22 22 0.0277127 x 59 1.09776 x 60 1.07876 x 61 168.975 x 62 8911.87 x 63 0.0426729 x 59 0.877156 x 60 0.318951 x 61 82.7688 x 62 11240.8 x 63 0.176361 x 25 1.04636 x 26 7.86176 x 27 1.32655 x 28 0.99138 x 29 0.694064 x 30 14.1515 x 31 3.14531 x 32 18.0406 x 33 12.1517 x 34 11.833 x 35 2.90687 x 36 20.1179 x 37 16.4903 x 38 1.73431 x 39 4.88534 x 40 14.2088 x 41 9.97304 x 42 3.08357 x 43 4.13131 x 44 819.487 x 45 5254.45 x 46 0.31878 x 25 13.5102 x 26 22.7482 x 27 2.93868 x 28 1.7767 x 29 1.00406 x 30 35.1399 x 31 19.4435 x 32 50.4421 x 33 74.4876 x 34 33.0327 x 35 10.6347 x 36 70.284 x 37 46.0613 x 38 3.71603 x 39 33.5629 x 40 57.0174 x 41 48.8135 x 42 17.7669 x 43 25.7331 x 44 1729.48 x 45 6785.14 x 46 59 v 3.96888 3.03112 7 8-10.0608 0 0 10 12 0.361403 x 48 1.46165 x 49 3.30692 x 50 5.74039 x 51 8.59873 x 52 11.319 x 53 0.0140318 x 55 0.388731 x 56 0.53183 x 57 0.0277127 x 58 1.35031 x 47 3.50771 x 48 4.65861 x 49 4.80767 x 50 4.27123 x 51 3.20114 x 52 1.68458 x 53 0.163862 x 54 0.176242 x 55 0.0789952 x 56 0.304832 x 57 0.0426729 x 58 60 v 4.98473 2.01527 7 8-7.49259 0 0 10 12 1.76816 x 48 1.18146 x 49 0.986706 x 50 0.425648 x 51 0.246794 x 52 0.880958 x 53 0.270242 x 55 6.84778 x 56 26.1718 x 57 1.09776 x 58 3.76584 x 47 0.0326628 x 48 0.0848229 x 49 1.36465 x 50 1.00839 x 51 0.756472 x 52 0.161207 x 53 1.60237 x 54 1.36399 x 55 0.0223112 x 56 5.08135 x 57 0.877156 x 58 61 v 4.29213 2.70787 7 6-7.83226 0 0 10 10 0.430373 x 47 0.582414 x 48 0.0789133 x 49 0.0168908 x 50 0.0733363 x 51 0.0101852 x 52 1.01445 x 54 1.78352 x 55 20.6836 x 57 1.07876 x 58 2.09158 x 48 1.24386 x 49 0.0830054 x 50 0.285544 x 51 1.36537 x 52 1.57919 x 53 0.611518 x 55 0.138501 x 56 8.5291 x 57 0.318951 x 58 62 v 3.78797 3.21203 7 96-6.79313 0 0 12 12 0.344462 x 47 1.37359 x 48 1.99524 x 49 1.37007 x 50 1.21396 x 51 1.04931 x 52 0.257672 x 53 0.595322 x 54 3.31482 x 55 4.50473 x 56 178.648 x 57 168.975 x 58 2.06807 x 47 7.78909 x 48 7.76913 x 49 6.12478 x 50 7.66261 x 51 7.08912 x 52 10.3311 x 53 4.12795 x 54 7.19368 x 55 11.3012 x 56 154.124 x 57 82.7688 x 58 63 v 2.9677 4.0323 7 3314-4.76537 0 0 12 12 0.018675 x 47 0.624441 x 48 5.74027 x 49 11.184 x 50 15.9664 x 51 19.5449 x 52 19.9259 x 53 0.256028 x 54 1.66788 x 55 10.0679 x 56 838.057 x 57 8911.87 x 58 0.0222418 x 47 5.86861 x 48 15.7852 x 49 26.7538 x 50 35.3507 x 51 46.1358 x 52 57.858 x 53 0.240004 x 54 7.60383 x 55 70.6484 x 56 1855.84 x 57 11240.8 x 58 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 = -34.0623 Ed1 = -32.8291 T = 0.005 N0 = 6 N1 = 8 valence state0 = 3.514380.485623 with Energy0 = -100.164 valence state1 = 2.766491.23351 with Energy1 = -99.407 valence state2 = 2.3621.638 with Energy2 = -98.8585 valence state3 = 3.698850.301145 with Energy3 = -99.2226 valence state4 = 2.88361.1164 with Energy4 = -98.6999 valence state5 = 3.165850.834152 with Energy5 = -98.7408 valence state6 = 2.794861.20514 with Energy6 = -98.4459 valence state7 = 2.917161.08284 with Energy7 = -98.3922 valence state8 = 2.623991.37601 with Energy8 = -98.227 valence state9 = 2.906081.09392 with Energy9 = -98.3098 valence state10 = 2.501481.49852 with Energy10 = -97.9348 valence state11 = 2.149851.85015 with Energy11 = -97.7216 valence state12 = 2.101981.89802 with Energy12 = -97.3979 valence state13 = 2.091.91 with Energy13 = -97.3525 valence state14 = 2.04721.9528 with Energy14 = -97.3097 valence state15 = 1.802082.19792 with Energy15 = -97.1869 valence state16 = 3.344710.655291 with Energy16 = -97.6801 valence state17 = 2.010931.98907 with Energy17 = -96.897 valence state18 = 2.686751.31325 with Energy18 = -97.1074 valence state19 = 2.082591.91741 with Energy19 = -96.7825 valence state20 = 2.173721.82628 with Energy20 = -96.6293 valence state21 = 1.845852.15415 with Energy21 = -96.3074 valence state22 = 1.057252.94275 with Energy22 = -95.8986 valence state23 = 1.177762.82224 with Energy23 = -95.9147 valence state24 = 1.578562.42144 with Energy24 = -95.4337 valence state25 = 4.273650.726348 with Energy25 = -109.219 valence state26 = 3.562451.43755 with Energy26 = -108.592 valence state27 = 3.115191.88481 with Energy27 = -108.107 valence state28 = 3.819751.18025 with Energy28 = -108.307 valence state29 = 3.627141.37286 with Energy29 = -108.219 valence state30 = 3.439431.56057 with Energy30 = -108.105 valence state31 = 2.903182.09682 with Energy31 = -107.763 valence state32 = 3.215081.78492 with Energy32 = -107.766 valence state33 = 2.867052.13295 with Energy33 = -107.534 valence state34 = 3.344021.65598 with Energy34 = -107.602 valence state35 = 2.888832.11117 with Energy35 = -107.343 valence state36 = 3.119191.88081 with Energy36 = -107.291 valence state37 = 2.990382.00962 with Energy37 = -107.121 valence state38 = 2.698562.30144 with Energy38 = -106.998 valence state39 = 3.01921.9808 with Energy39 = -107.057 valence state40 = 3.287681.71232 with Energy40 = -107.041 valence state41 = 3.194441.80556 with Energy41 = -106.992 valence state42 = 3.194851.80515 with Energy42 = -106.988 valence state43 = 3.377571.62243 with Energy43 = -106.962 valence state44 = 2.789932.21007 with Energy44 = -106.716 valence state45 = 2.445492.55451 with Energy45 = -105.18 valence state46 = 1.932183.06782 with Energy46 = -103.376 valence state47 = 5.206480.79352 with Energy47 = -112.432 valence state48 = 4.429951.57005 with Energy48 = -111.881 valence state49 = 3.908422.09158 with Energy49 = -111.435 valence state50 = 3.590682.40932 with Energy50 = -111.099 valence state51 = 3.397722.60228 with Energy51 = -110.84 valence state52 = 3.322652.67735 with Energy52 = -110.659 valence state53 = 3.508882.49112 with Energy53 = -110.631 valence state54 = 4.134191.86581 with Energy54 = -110.834 valence state55 = 3.649812.35019 with Energy55 = -110.203 valence state56 = 4.322331.67767 with Energy56 = -110.285 valence state57 = 3.243252.75675 with Energy57 = -108.326 valence state58 = 2.43943.5606 with Energy58 = -105.651 valence state59 = 3.968883.03112 with Energy59 = -108.259 valence state60 = 4.984732.01527 with Energy60 = -106.944 valence state61 = 4.292132.70787 with Energy61 = -106.429 valence state62 = 3.787973.21203 with Energy62 = -104.768 valence state63 = 2.96774.0323 with Energy63 = -101.729 ***************************************** Sigma.000: Number of entries: 447 Sigma.000: Number of columns: 129 Sigma.000: Peak-position 0 1.) DeterminSpectralFunctions ; lambda = -113.335265460116 -0.9029607070152394 Found lorentz at 47 -0.0103174 lm= -0.0104351 0.000881758 -6.40158 lp= -0.0103572 0.000903118 -0.820106 r- 1 Found lorentz at 48 0.566196 lm= 0.566151 0.00237457 -3.17448e-18 lp= 0.566173 0.00237531 -0.868412 r- 0.0260927 Found lorentz at 49 1.01997 lm= 1.0198 0.0034627 -2.0582e-18 lp= 1.01989 0.00347025 -0.845526 r- 0.136894 Found lorentz at 50 1.35281 lm= 1.35252 0.00543553 -1.28757e-18 lp= 1.35266 0.00544858 -0.838015 r- 0.216875 Found lorentz at 51 1.60463 lm= 1.60373 0.0108775 -6.84318e-19 lp= 1.60418 0.0109425 -0.86645 r- 0.42169 Found lorentz at 52 1.78253 lm= 1.78073 0.0212298 -4.01339e-19 lp= 1.78162 0.0213637 -0.927218 r- 0.76941 Found lorentz at 53 1.81287 lm= 1.81171 0.0254976 -3.58488e-19 lp= 1.81229 0.0255434 -0.957291 r- 0.88989 Found lorentz at 54 1.5364 lm= 1.53622 0.00620832 -1.11799e-18 lp= 1.53631 0.00621283 -0.83355 r- 0.2485 Found lorentz at 55 2.1765 lm= 2.1756 0.0160628 -4.53106e-19 lp= 2.17605 0.0161063 -0.85477 r- 0.628579 Found lorentz at 56 2.13657 lm= 2.13485 0.0202356 -3.43889e-19 lp= 2.13571 0.0203644 -0.837988 r- 0.811527 Q = 8.029012359282056 n0=0.0002868389345299204 n1=6.277824517272987e-05 n2=5.95824975861856e-06 n3=0.000108214427798125 n4=1.854070575746495e-05 n5=2.795293741267511e-05 n6=6.760090114994899e-06 n7=2.106157599167446e-05 n8=4.412736565155012e-06 n9=4.291096767549599e-05 n10=6.302697849974092e-06 n11=4.733079027891954e-06 n12=5.915678457392638e-06 n13=1.068212847548186e-06 n14=2.80783877020736e-06 n15=1.643888125760257e-07 n16=1.931261315166388e-05 n17=1.427883712679318e-06 n18=1.518828957095326e-05 n19=1.080043512034256e-06 n20=3.698099657038271e-06 n21=9.851848061778458e-07 n22=5.862057796626729e-08 n23=3.567551833786451e-07 n24=1.205990316760406e-05 n25=0.05855331322585637 n26=0.006917637235154357 n27=2.005627803780841e-05 n28=0.01316859565739102 n29=1.362243590595214e-05 n30=4.571401091023722e-06 n31=1.213659845917221e-05 n32=0.0008891425559000962 n33=7.710594680759803e-06 n34=8.186034243264778e-06 n35=9.219140694617851e-06 n36=4.967310152470288e-06 n37=9.447926665991706e-06 n38=5.458996360824382e-06 n39=1.473755007512397e-06 n40=3.969304611387469e-06 n41=5.703268604519333e-06 n42=4.342379519966124e-06 n43=0.001962233835920276 n44=4.064701439106782e-06 n45=0.0006928335615107448 n46=8.698914690565817e-05 n47=0.8656284483392112 n48=0.0018147842776238 n49=0.00118326668702803 n50=0.0009323635662392117 n51=0.0005591553525920144 n52=0.0004597043235664225 n53=0.0004534565976688412 n54=0.0001265451772360189 n55=0.0001468686861017309 n56=0.001369398850075992 n57=0.002829229765989655 n58=0.0002274913942410684 n59=0.0107002921340723 n60=0.02042031212635394 n61=0.001919297390770233 n62=0.00802618051710499 n63=0.0001569413101300066 Q is here equal to 8.029012359282056 1.) nd: 5.957516171814555 Norm of Spectral functions:  0: 0.9814  1: 1.0001  2: 0.9932  3: 0.9976  4: 0.9929  5: 0.9862  6: 0.9894  7: 0.9681  8: 0.9392  9: 0.9315 10: 1.0247 11: 0.9361 12: 0.8867 13: 0.7446 14: 0.7185 15: 0.7227 16: 1.1552 17: 0.7822 18: 1.1986 19: 0.5800 20: 0.6120 21: 0.7160 22: 2.6112 23: 2.1864 24: 0.6163 25: 0.9997 26: 1.0011 27: 0.9987 28: 0.9989 29: 0.9984 30: 1.0011 31: 1.0024 32: 0.9997 33: 1.0163 34: 0.9612 35: 0.9972 36: 1.0055 37: 1.0105 38: 1.0011 39: 1.0186 40: 1.0115 41: 0.9993 42: 1.0031 43: 1.0032 44: 1.0068 45: 1.0073 46: 0.9969 47: 0.9987 48: 1.0010 49: 0.9997 50: 1.0057 51: 1.0109 52: 1.0027 53: 0.9995 54: 0.9988 55: 1.0037 56: 0.9980 57: 1.0311 58: 0.9930 59: 1.0033 60: 1.0064 61: 1.0074 62: 1.0018 63: 1.0045  0: 5.0670  1: 0.8905 1.) SelfConsistentStep 1.) Difference between steps: 0.2556 2.) DeterminSpectralFunctions ; lambda = -113.3364450673906 -0.9041403142897622 Found lorentz at 47 -0.0103305 lm= -0.0103821 0.000586637 -6.59767 lp= -0.0103476 0.000592779 -0.839097 r- 0.640805 Found lorentz at 48 0.565661 lm= 0.565639 0.00177365 -4.28568e-18 lp= 0.56565 0.00177389 -0.87194 r- 0.0194063 Found lorentz at 49 1.02051 lm= 1.02042 0.00275086 -2.66609e-18 lp= 1.02046 0.00275382 -0.857048 r- 0.107138 Found lorentz at 50 1.35408 lm= 1.35393 0.00422199 -1.70107e-18 lp= 1.354 0.00422711 -0.848194 r- 0.16618 Found lorentz at 51 1.60626 lm= 1.60579 0.00837031 -8.90293e-19 lp= 1.60603 0.008393 -0.864923 r- 0.323709 Found lorentz at 52 1.78307 lm= 1.78211 0.0156602 -5.21386e-19 lp= 1.78259 0.0157108 -0.905689 r- 0.57876 Found lorentz at 53 1.8123 lm= 1.81164 0.0180822 -4.68802e-19 lp= 1.81197 0.018103 -0.921461 r- 0.655082 Found lorentz at 54 1.53729 lm= 1.53719 0.00498132 -1.42379e-18 lp= 1.53724 0.00498326 -0.842396 r- 0.197208 Found lorentz at 55 2.17858 lm= 2.17804 0.0127379 -5.73431e-19 lp= 2.17831 0.0127577 -0.855599 r- 0.497247 Found lorentz at 56 2.14043 lm= 2.13918 0.0168935 -4.32765e-19 lp= 2.1398 0.0169739 -0.857947 r- 0.660375 Q = 8.000000000001823 n0=0.0002915040061137476 n1=6.381978879450498e-05 n2=6.052170175126799e-06 n3=0.0001101524016481468 n4=1.887086599347843e-05 n5=2.845263900134964e-05 n6=6.873652260908555e-06 n7=2.14495441716703e-05 n8=4.492335843304224e-06 n9=4.370728936324171e-05 n10=6.417746290981356e-06 n11=4.821140839717465e-06 n12=6.027210865656113e-06 n13=1.088528579677935e-06 n14=2.862062924989218e-06 n15=1.674083910707671e-07 n16=1.969484977373471e-05 n17=1.457102213143561e-06 n18=1.549212528475662e-05 n19=1.101335646429593e-06 n20=3.771945700668829e-06 n21=1.004856168975731e-06 n22=5.982958295367884e-08 n23=3.641065731615881e-07 n24=1.229853439956174e-05 n25=0.05371458435748074 n26=0.006656334037866412 n27=1.992142830231558e-05 n28=0.0125357171852945 n29=1.351171286695764e-05 n30=4.54617337981911e-06 n31=1.209420536889133e-05 n32=0.0008626714285876163 n33=7.700179914382609e-06 n34=8.178296786079399e-06 n35=9.204016640383502e-06 n36=4.961511869727055e-06 n37=9.46267685211396e-06 n38=5.463434643730374e-06 n39=1.477337566970974e-06 n40=3.978625248983335e-06 n41=5.72272490268446e-06 n42=4.357493276661359e-06 n43=0.001901467111455759 n44=4.037206089236207e-06 n45=0.000679094548939567 n46=8.639398585369009e-05 n47=0.8712760948667235 n48=0.001723843489894828 n49=0.001169778039301393 n50=0.0009229573554415336 n51=0.0005526458142661047 n52=0.0004535605090054402 n53=0.0004464468668427354 n54=0.0001241482376475921 n55=0.0001460253137956769 n56=0.001374012438693738 n57=0.002856119191860119 n58=0.0002299171530649833 n59=0.01071395019192582 n60=0.02053757876283621 n61=0.001972571600334721 n62=0.008117715282712787 n63=0.000159751729864596 Q is here equal to 8.000000000001823 2.) nd: 5.963606680935284 Norm of Spectral functions:  0: 0.9786  1: 1.0008  2: 0.9940  3: 0.9972  4: 0.9925  5: 0.9861  6: 0.9917  7: 0.9721  8: 0.9455  9: 0.9373 10: 1.0179 11: 0.9520 12: 0.8838 13: 0.7589 14: 0.7403 15: 0.7585 16: 1.1338 17: 0.7794 18: 1.2351 19: 0.5987 20: 0.6559 21: 0.7019 22: 2.6108 23: 2.3423 24: 0.6906 25: 1.0001 26: 1.0008 27: 0.9997 28: 0.9994 29: 0.9992 30: 1.0003 31: 1.0007 32: 1.0007 33: 0.9972 34: 1.0047 35: 0.9977 36: 1.0063 37: 1.0023 38: 1.0012 39: 1.0128 40: 1.0054 41: 1.0011 42: 1.0020 43: 1.0029 44: 1.0036 45: 1.0016 46: 0.9994 47: 0.9977 48: 1.0003 49: 1.0036 50: 1.0101 51: 1.0023 52: 1.0046 53: 1.0003 54: 0.9998 55: 1.0022 56: 1.0025 57: 1.0492 58: 0.9826 59: 1.0014 60: 1.0043 61: 1.0034 62: 1.0004 63: 1.0048  0: 5.0729  1: 0.8907 2.) SelfConsistentStep 2.) Difference between steps: 0.155 3.) DeterminSpectralFunctions ; lambda = -113.3369328027704 -0.9046280496696539 Found lorentz at 47 -0.010369 lm= -0.0103906 0.000380508 -6.76486 lp= -0.0103761 0.000382167 -0.852021 r- 0.406665 Found lorentz at 48 0.565159 lm= 0.565148 0.00132449 -5.76687e-18 lp= 0.565153 0.00132457 -0.874003 r- 0.0144562 Found lorentz at 49 1.02069 lm= 1.02064 0.0021455 -3.47472e-18 lp= 1.02066 0.00214663 -0.863749 r- 0.082854 Found lorentz at 50 1.35496 lm= 1.35487 0.00330709 -2.2094e-18 lp= 1.35492 0.00330908 -0.85516 r- 0.129007 Found lorentz at 51 1.60795 lm= 1.60771 0.00647893 -1.15115e-18 lp= 1.60783 0.00648703 -0.864382 r- 0.25025 Found lorentz at 52 1.7829 lm= 1.78236 0.0117304 -6.76981e-19 lp= 1.78263 0.0117517 -0.892293 r- 0.439235 Found lorentz at 53 1.81017 lm= 1.80979 0.0131326 -6.16368e-19 lp= 1.80998 0.0131422 -0.900164 r- 0.48676 Found lorentz at 54 1.53775 lm= 1.53769 0.00406267 -1.76869e-18 lp= 1.53772 0.00406358 -0.847814 r- 0.159777 Found lorentz at 55 2.17992 lm= 2.17957 0.0106762 -6.87074e-19 lp= 2.17975 0.0106865 -0.857055 r- 0.415742 Found lorentz at 56 2.14232 lm= 2.14143 0.0146863 -5.01184e-19 lp= 2.14187 0.0147342 -0.859934 r- 0.571669 Q = 8.000000000006283 n0=0.0002808286385266718 n1=6.195328807227591e-05 n2=5.923920213668173e-06 n3=0.0001063281156607949 n4=1.834759833724732e-05 n5=2.781284642218819e-05 n6=6.707212039183648e-06 n7=2.07869191969537e-05 n8=4.387540295581864e-06 n9=4.237845527771237e-05 n10=6.296419244624074e-06 n11=4.716445712467328e-06 n12=5.874385936548868e-06 n13=1.056308042196003e-06 n14=2.781116157698002e-06 n15=1.639550426826214e-07 n16=1.903207325263442e-05 n17=1.410717036597239e-06 n18=1.505260879182382e-05 n19=1.075507185190735e-06 n20=3.68410167128857e-06 n21=9.826428104562609e-07 n22=5.832684847976563e-08 n23=3.549948108794616e-07 n24=1.211455815717623e-05 n25=0.05106487764482451 n26=0.006491450936083888 n27=1.946288105622862e-05 n28=0.0121562903475379 n29=1.307833784082719e-05 n30=4.462733908855536e-06 n31=1.188524395478238e-05 n32=0.0008455520589160084 n33=7.573846734119865e-06 n34=8.062013438633871e-06 n35=9.051673599627198e-06 n36=4.881053040728237e-06 n37=9.388403549578901e-06 n38=5.382473957043883e-06 n39=1.466026197579987e-06 n40=3.953504736658534e-06 n41=5.690907296882221e-06 n42=4.332544069660918e-06 n43=0.001863152644939794 n44=3.993742919094589e-06 n45=0.0006700268489093562 n46=8.584873461266464e-05 n47=0.8749602451270226 n48=0.001558552693966677 n49=0.001091740032691974 n50=0.0008702672924824144 n51=0.0005255854535693667 n52=0.0004346294742496688 n53=0.0004287655352553148 n54=0.000118164400788884 n55=0.0001400230544783915 n56=0.001300307207823044 n57=0.002756214960957904 n58=0.0002266437335775405 n59=0.01071570833563832 n60=0.02060097227417535 n61=0.002004812283521647 n62=0.008166845176483207 n63=0.0001605496664504838 Q is here equal to 8.000000000006283 3.) nd: 5.967058805744659 Norm of Spectral functions:  0: 0.9771  1: 1.0010  2: 0.9947  3: 0.9971  4: 0.9932  5: 0.9871  6: 0.9923  7: 0.9743  8: 0.9520  9: 0.9415 10: 1.0090 11: 0.9683 12: 0.8787 13: 0.7705 14: 0.7600 15: 0.7927 16: 1.1148 17: 0.7731 18: 1.2684 19: 0.6147 20: 0.6991 21: 0.6875 22: 2.5215 23: 2.4161 24: 0.7711 25: 1.0002 26: 1.0006 27: 1.0002 28: 0.9998 29: 0.9998 30: 1.0005 31: 0.9998 32: 1.0008 33: 0.9977 34: 1.0045 35: 0.9985 36: 1.0045 37: 1.0008 38: 1.0004 39: 1.0069 40: 1.0025 41: 1.0005 42: 1.0009 43: 1.0018 44: 1.0022 45: 1.0006 46: 0.9995 47: 0.9995 48: 0.9999 49: 1.0045 50: 1.0125 51: 0.9951 52: 1.0049 53: 0.9993 54: 1.0008 55: 1.0005 56: 1.0036 57: 1.0577 58: 0.9738 59: 1.0009 60: 1.0032 61: 1.0020 62: 1.0000 63: 1.0047  0: 5.0769  1: 0.8902 3.) SelfConsistentStep 3.) Difference between steps: 0.09473 4.) DeterminSpectralFunctions ; lambda = -113.3372616665793 -0.9049569134785003 Found lorentz at 47 -0.0104008 lm= -0.0104098 0.000244511 -6.88253 lp= -0.0104038 0.000244949 -0.860608 r- 0.257997 Found lorentz at 48 0.564765 lm= 0.564759 0.00100218 -7.64195e-18 lp= 0.564762 0.00100221 -0.875152 r- 0.0109235 Found lorentz at 49 1.02075 lm= 1.02072 0.00168268 -4.47108e-18 lp= 1.02073 0.00168312 -0.867536 r- 0.0646752 Found lorentz at 50 1.35555 lm= 1.3555 0.00265665 -2.78138e-18 lp= 1.35552 0.00265746 -0.85979 r- 0.103037 Found lorentz at 51 1.60898 lm= 1.60885 0.00511236 -1.45988e-18 lp= 1.60892 0.0051154 -0.864278 r- 0.197324 Found lorentz at 52 1.78293 lm= 1.7826 0.00904016 -8.6252e-19 lp= 1.78277 0.00905012 -0.883719 r- 0.341472 Found lorentz at 53 1.80907 lm= 1.80871 0.00981159 -7.96223e-19 lp= 1.80889 0.00982343 -0.884629 r- 0.37028 Found lorentz at 54 1.53814 lm= 1.5381 0.00341423 -2.12117e-18 lp= 1.53812 0.00341471 -0.851095 r- 0.133744 Found lorentz at 55 2.18084 lm= 2.18058 0.00942973 -7.80954e-19 lp= 2.18071 0.00943589 -0.858549 r- 0.366419 Found lorentz at 56 2.14346 lm= 2.14273 0.0134948 -5.50008e-19 lp= 2.14309 0.0135288 -0.863078 r- 0.522881 Q = 8.000000000004656 n0=0.0002675231328317528 n1=5.954214186452865e-05 n2=5.749140787459404e-06 n3=0.0001014836320715842 n4=1.765933644973297e-05 n5=2.693359523126763e-05 n6=6.484490023882643e-06 n7=1.99291792083485e-05 n8=4.244619309323701e-06 n9=4.065302867135916e-05 n10=6.123300370802123e-06 n11=4.571009237725562e-06 n12=5.668994141606229e-06 n13=1.014207659742539e-06 n14=2.674131026679855e-06 n15=1.591328070925627e-07 n16=1.817942798645375e-05 n17=1.350336283650023e-06 n18=1.446896712342956e-05 n19=1.040058116271567e-06 n20=3.562878891152994e-06 n21=9.515936368194561e-07 n22=5.628126265029547e-08 n23=3.425922509476609e-07 n24=1.183286177982375e-05 n25=0.04964973119478321 n26=0.006401220662688431 n27=1.85127810424069e-05 n28=0.01195202123715525 n29=1.228709283882106e-05 n30=4.269072049060227e-06 n31=1.140891201775787e-05 n32=0.0008360572452970939 n33=7.295965318035816e-06 n34=7.780203081759732e-06 n35=8.688271646690778e-06 n36=4.699847996457245e-06 n37=9.08600818092848e-06 n38=5.194539930151935e-06 n39=1.423705241067292e-06 n40=3.833247085878463e-06 n41=5.520503846525142e-06 n42=4.203378449170484e-06 n43=0.001843081346132161 n44=3.907027279037392e-06 n45=0.0006650712469617203 n46=8.516384149824329e-05 n47=0.8771566890371434 n48=0.001400371153007995 n49=0.001007982248546848 n50=0.0008138627159248479 n51=0.0004973678195279097 n52=0.0004153293554346028 n53=0.0004111277465846792 n54=0.0001122271612317162 n55=0.0001335787548148109 n56=0.001216145858744213 n57=0.002636331362777876 n58=0.0002222922109663808 n59=0.01073593537794551 n60=0.02068046883578285 n61=0.002028385473538799 n62=0.008210130147520494 n63=0.0001591193409628393 Q is here equal to 8.000000000004656 4.) nd: 5.96902918570718 Norm of Spectral functions:  0: 0.9762  1: 1.0011  2: 0.9952  3: 0.9972  4: 0.9938  5: 0.9879  6: 0.9923  7: 0.9754  8: 0.9566  9: 0.9440 10: 1.0028 11: 0.9793 12: 0.8748 13: 0.7785 14: 0.7740 15: 0.8173 16: 1.1024 17: 0.7685 18: 1.2877 19: 0.6262 20: 0.7316 21: 0.6780 22: 2.4134 23: 2.4168 24: 0.8375 25: 1.0003 26: 1.0005 27: 1.0003 28: 1.0000 29: 1.0001 30: 1.0006 31: 0.9996 32: 1.0007 33: 0.9990 34: 1.0022 35: 0.9991 36: 1.0026 37: 1.0009 38: 1.0003 39: 1.0027 40: 1.0010 41: 1.0006 42: 1.0007 43: 1.0013 44: 1.0019 45: 1.0001 46: 0.9994 47: 1.0021 48: 0.9997 49: 1.0041 50: 1.0132 51: 0.9934 52: 1.0041 53: 0.9979 54: 1.0014 55: 0.9996 56: 1.0039 57: 1.0581 58: 0.9685 59: 1.0008 60: 1.0028 61: 1.0015 62: 0.9998 63: 1.0047  0: 5.0794  1: 0.8896 4.) SelfConsistentStep 4.) Difference between steps: 0.05897 5.) DeterminSpectralFunctions ; lambda = -113.3375539588301 -0.9052492057293051 Found lorentz at 47 -0.0104147 lm= -0.0104184 0.000157234 -6.94892 lp= -0.0104159 0.00015735 -0.86621 r- 0.164646 Found lorentz at 48 0.564498 lm= 0.564494 0.000777386 -9.86569e-18 lp= 0.564496 0.000777398 -0.875763 r- 0.00846726 Found lorentz at 49 1.02078 lm= 1.02076 0.00134842 -5.60731e-18 lp= 1.02077 0.0013486 -0.869623 r- 0.0516949 Found lorentz at 50 1.35593 lm= 1.3559 0.00221104 -3.36606e-18 lp= 1.35592 0.0022114 -0.862799 r- 0.085439 Found lorentz at 51 1.60959 lm= 1.60951 0.00416711 -1.79212e-18 lp= 1.60955 0.00416835 -0.864357 r- 0.160763 Found lorentz at 52 1.78304 lm= 1.78283 0.00722792 -1.066e-18 lp= 1.78294 0.00723314 -0.87823 r- 0.274591 Found lorentz at 53 1.8086 lm= 1.80837 0.00768308 -1.00426e-18 lp= 1.80849 0.00768881 -0.878864 r- 0.291681 Found lorentz at 54 1.53851 lm= 1.53848 0.00297206 -2.44816e-18 lp= 1.53849 0.00297236 -0.853059 r- 0.116148 Found lorentz at 55 2.18146 lm= 2.18126 0.00869165 -8.5004e-19 lp= 2.18136 0.00869583 -0.859844 r- 0.337155 Found lorentz at 56 2.14409 lm= 2.14345 0.0128949 -5.80206e-19 lp= 2.14377 0.0129226 -0.866294 r- 0.497541 Q = 7.999999999995035 n0=0.000255760156891855 n1=5.738199684435936e-05 n2=5.58870637269946e-06 n3=9.718130805596293e-05 n4=1.703967464053441e-05 n5=2.613023319095889e-05 n6=6.282137345970176e-06 n7=1.916155543046426e-05 n8=4.114133454443205e-06 n9=3.910821746746207e-05 n10=5.963360583397545e-06 n11=4.43756238695078e-06 n12=5.482863378162286e-06 n13=9.763867350513776e-07 n14=2.57776056715793e-06 n15=1.546765587131052e-07 n16=1.741934516341474e-05 n17=1.296345513402194e-06 n18=1.394304625853174e-05 n19=1.007788328016045e-06 n20=3.452214347818207e-06 n21=9.230870978972365e-07 n22=5.442503142592291e-08 n23=3.313364393803619e-07 n24=1.156568191815519e-05 n25=0.04886992478477494 n26=0.006351065994879002 n27=1.727496248790165e-05 n28=0.01183991206465729 n29=1.13107581310554e-05 n30=4.006440862854059e-06 n31=1.076959953366891e-05 n32=0.0008305472788260546 n33=6.929922984263288e-06 n34=7.397077071319552e-06 n35=8.197093424541847e-06 n36=4.459321485232614e-06 n37=8.628644501518268e-06 n38=4.944329828786718e-06 n39=1.360621886320349e-06 n40=3.647240616312673e-06 n41=5.254515060700885e-06 n42=4.002573046966739e-06 n43=0.001832536951712326 n44=3.790143499910999e-06 n45=0.0006620786047108721 n46=8.430654477413738e-05 n47=0.8785023960006589 n48=0.001272179610958012 n49=0.0009370503840006836 n50=0.0007661788475562767 n51=0.0004738160235228707 n52=0.0003993774121811503 n53=0.0003967010184460024 n54=0.0001073777966215093 n55=0.0001281508764385448 n56=0.001143508431773527 n57=0.002531438537964974 n58=0.0002183709103606187 n59=0.01075901636573283 n60=0.02075066671548657 n61=0.002044618807106731 n62=0.008243271754301677 n63=0.0001562010381309878 Q is here equal to 7.999999999995035 5.) nd: 5.970186761211998 Norm of Spectral functions:  0: 0.9756  1: 1.0012  2: 0.9953  3: 0.9971  4: 0.9941  5: 0.9882  6: 0.9923  7: 0.9759  8: 0.9586  9: 0.9451 10: 0.9999 11: 0.9846 12: 0.8730 13: 0.7829 14: 0.7815 15: 0.8307 16: 1.0964 17: 0.7665 18: 1.2958 19: 0.6328 20: 0.7506 21: 0.6734 22: 2.3385 23: 2.3960 24: 0.8801 25: 1.0003 26: 1.0004 27: 1.0004 28: 1.0001 29: 1.0003 30: 1.0007 31: 0.9996 32: 1.0006 33: 0.9996 34: 1.0013 35: 0.9994 36: 1.0011 37: 1.0011 38: 1.0004 39: 0.9996 40: 0.9994 41: 1.0008 42: 1.0002 43: 1.0011 44: 1.0020 45: 0.9999 46: 0.9994 47: 1.0028 48: 0.9996 49: 1.0034 50: 1.0127 51: 0.9940 52: 1.0027 53: 0.9985 54: 1.0015 55: 0.9994 56: 1.0038 57: 1.0544 58: 0.9664 59: 1.0008 60: 1.0026 61: 1.0012 62: 0.9998 63: 1.0046  0: 5.0811  1: 0.8891 5.) SelfConsistentStep 5.) Difference between steps: 0.037 6.) DeterminSpectralFunctions ; lambda = -113.337799343963 -0.9054945908621761 Found lorentz at 47 -0.0104181 lm= -0.0104196 0.000101894 -6.98354 lp= -0.0104186 0.000101926 -0.869819 r- 0.106205 Found lorentz at 48 0.564328 lm= 0.564326 0.000623849 -1.23027e-17 lp= 0.564327 0.000623855 -0.876079 r- 0.00679243 Found lorentz at 49 1.02081 lm= 1.0208 0.00111519 -6.79818e-18 lp= 1.0208 0.00111527 -0.870748 r- 0.0426947 Found lorentz at 50 1.35617 lm= 1.35615 0.00191317 -3.90796e-18 lp= 1.35616 0.00191334 -0.864728 r- 0.0737569 Found lorentz at 51 1.60994 lm= 1.6099 0.00353092 -2.11611e-18 lp= 1.60992 0.00353148 -0.864494 r- 0.136174 Found lorentz at 52 1.78314 lm= 1.783 0.00602253 -1.26959e-18 lp= 1.78307 0.00602561 -0.874743 r- 0.229648 Found lorentz at 53 1.80837 lm= 1.80822 0.00627833 -1.21932e-18 lp= 1.80829 0.0062815 -0.875262 r- 0.239258 Found lorentz at 54 1.53884 lm= 1.53882 0.00267727 -2.72529e-18 lp= 1.53883 0.00267747 -0.854233 r- 0.104481 Found lorentz at 55 2.18188 lm= 2.18171 0.00826102 -8.96648e-19 lp= 2.18179 0.00826417 -0.860887 r- 0.320021 Found lorentz at 56 2.14442 lm= 2.14383 0.0126179 -5.9697e-19 lp= 2.14412 0.0126423 -0.869102 r- 0.48515 Q = 7.999999999996344 n0=0.0002465756249286759 n1=5.568246711895281e-05 n2=5.460017618256158e-06 n3=9.381540513124228e-05 n4=1.655113382101547e-05 n5=2.549193541001915e-05 n6=6.1213197730052e-06 n7=1.855827340556644e-05 n8=4.010226133277152e-06 n9=3.789454266119364e-05 n10=5.835467318384444e-06 n11=4.33106486733906e-06 n12=5.33552781813886e-06 n13=9.465479275224082e-07 n14=2.501730248922464e-06 n15=1.51079159465051e-07 n16=1.682385370123584e-05 n17=1.253994446603142e-06 n18=1.352858508411408e-05 n19=9.822216619201639e-07 n20=3.36431618838951e-06 n21=9.003274674050438e-07 n22=5.295634919965929e-08 n23=3.224276702079207e-07 n24=1.134659362294934e-05 n25=0.04842872384708308 n26=0.006322594783056028 n27=1.598338426035123e-05 n28=0.01177687812382106 n29=1.032075285271234e-05 n30=3.727026283735305e-06 n31=1.009305103763813e-05 n32=0.0008271961627622337 n33=6.546680743200712e-06 n34=6.989840242533987e-06 n35=7.676490631754741e-06 n36=4.206696653001412e-06 n37=8.120319245258286e-06 n38=4.68138712615227e-06 n39=1.290948881017555e-06 n40=3.438739624664607e-06 n41=4.955582288891949e-06 n42=3.777258454924938e-06 n43=0.001826960304503293 n44=3.665057373533825e-06 n45=0.000660082765793934 n46=8.339292166710409e-05 n47=0.8793433946620675 n48=0.001176161589852105 n49=0.000882686716464061 n50=0.0007297001800282874 n51=0.0004559616690662009 n52=0.000387373269622923 n53=0.0003859297008407417 n54=0.0001037515842478636 n55=0.000124021974794119 n56=0.001087369268757084 n57=0.002449993168367146 n58=0.0002152768779702011 n59=0.01077955258914104 n60=0.02080471185497817 n61=0.002055346490488258 n62=0.008266922836855289 n63=0.0001527058025397223 Q is here equal to 7.999999999996344 6.) nd: 5.970882262170548 Norm of Spectral functions:  0: 0.9750  1: 1.0013  2: 0.9953  3: 0.9970  4: 0.9940  5: 0.9880  6: 0.9924  7: 0.9761  8: 0.9588  9: 0.9454 10: 0.9995 11: 0.9856 12: 0.8731 13: 0.7846 14: 0.7840 15: 0.8350 16: 1.0951 17: 0.7667 18: 1.2968 19: 0.6356 20: 0.7577 21: 0.6723 22: 2.3038 23: 2.3803 24: 0.8998 25: 1.0003 26: 1.0004 27: 1.0004 28: 1.0002 29: 1.0004 30: 1.0007 31: 0.9995 32: 1.0005 33: 1.0000 34: 1.0009 35: 0.9997 36: 1.0001 37: 1.0014 38: 1.0005 39: 0.9975 40: 0.9980 41: 1.0008 42: 0.9996 43: 1.0010 44: 1.0023 45: 0.9998 46: 0.9994 47: 1.0024 48: 0.9996 49: 1.0028 50: 1.0116 51: 0.9950 52: 1.0010 53: 0.9992 54: 1.0012 55: 0.9994 56: 1.0037 57: 1.0502 58: 0.9659 59: 1.0008 60: 1.0025 61: 1.0011 62: 0.9997 63: 1.0045  0: 5.0821  1: 0.8887 6.) SelfConsistentStep 6.) Difference between steps: 0.02324 7.) DeterminSpectralFunctions ; lambda = -113.3379755756869 -0.9056708225860888 Found lorentz at 47 -0.0104179 lm= -0.0104186 6.70499e-05 -7.00219 lp= -0.0104181 6.70589e-05 -0.872131 r- 0.0696885 Found lorentz at 48 0.564222 lm= 0.564221 0.000520583 -1.47488e-17 lp= 0.564221 0.000520586 -0.876244 r- 0.00566699 Found lorentz at 49 1.02083 lm= 1.02082 0.000956074 -7.94078e-18 lp= 1.02083 0.000956114 -0.871345 r- 0.0365766 Found lorentz at 50 1.35632 lm= 1.3563 0.0017172 -4.36657e-18 lp= 1.35631 0.00171729 -0.865959 r- 0.0661047 Found lorentz at 51 1.61014 lm= 1.61011 0.00311004 -2.40349e-18 lp= 1.61012 0.00311032 -0.864634 r- 0.119912 Found lorentz at 52 1.78319 lm= 1.78308 0.00522897 -1.45519e-18 lp= 1.78314 0.00523101 -0.872548 r- 0.199859 Found lorentz at 53 1.80823 lm= 1.80812 0.00535774 -1.42178e-18 lp= 1.80817 0.00535975 -0.873017 r- 0.204666 Found lorentz at 54 1.53913 lm= 1.53911 0.00248339 -2.94299e-18 lp= 1.53912 0.00248355 -0.854942 r- 0.0968328 Found lorentz at 55 2.18216 lm= 2.182 0.00801097 -9.2645e-19 lp= 2.18208 0.00801354 -0.861694 r- 0.31002 Found lorentz at 56 2.14457 lm= 2.144 0.0125026 -6.05688e-19 lp= 2.14428 0.0125255 -0.871348 r- 0.479411 Q = 7.999999999998489 n0=0.0002398425936294864 n1=5.443009817429004e-05 n2=5.363382131798425e-06 n3=9.134550483427046e-05 n4=1.619076165585926e-05 n5=2.501881043487954e-05 n6=6.001707625956496e-06 n7=1.811408020991238e-05 n8=3.932868277400735e-06 n9=3.700161175138981e-05 n10=5.740190244806167e-06 n11=4.251701824155256e-06 n12=5.22647530608618e-06 n13=9.244722308468686e-07 n14=2.445570837031274e-06 n15=1.483554904471713e-07 n16=1.6386618847307e-05 n17=1.22288257555216e-06 n18=1.322309413645323e-05 n19=9.633096230238893e-07 n20=3.299132814032618e-06 n21=8.833502612180385e-07 n22=5.187012267258364e-08 n23=3.158355785910152e-07 n24=1.117847190445512e-05 n25=0.04817411614288304 n26=0.006306093288561482 n27=1.479412757518371e-05 n28=0.01174058297130965 n29=9.425183725856561e-06 n30=3.466864280636524e-06 n31=9.464879194534407e-06 n32=0.0008250696368769896 n33=6.193312825732484e-06 n34=6.610974118243719e-06 n35=7.192988246763603e-06 n36=3.973511074339185e-06 n37=7.635620683577462e-06 n38=4.438549364978131e-06 n39=1.224804224812477e-06 n40=3.239100919412594e-06 n41=4.669000048454031e-06 n42=3.561459049808657e-06 n43=0.00182396747910876 n44=3.547842676742262e-06 n45=0.0006586355865934599 n46=8.252745867422404e-05 n47=0.8798753635147959 n48=0.001107453058631059 n49=0.0008432378884058959 n50=0.0007032835490116629 n51=0.0004431324982292113 n52=0.0003788071105438008 n53=0.0003782967902911794 n54=0.0001011718166855817 n55=0.0001210505242920658 n56=0.001046443602135425 n57=0.002390553937978938 n58=0.0002129873222833385 n59=0.01079591801181923 n60=0.02084364761454283 n61=0.002062254745059605 n62=0.008283190451291422 n63=0.000149274031464283 Q is here equal to 7.999999999998489 7.) nd: 5.971306848571118 Norm of Spectral functions:  0: 0.9745  1: 1.0014  2: 0.9952  3: 0.9969  4: 0.9936  5: 0.9876  6: 0.9927  7: 0.9761  8: 0.9578  9: 0.9452 10: 1.0008 11: 0.9839 12: 0.8743 13: 0.7847 14: 0.7835 15: 0.8335 16: 1.0965 17: 0.7682 18: 1.2938 19: 0.6361 20: 0.7573 21: 0.6736 22: 2.2976 23: 2.3736 24: 0.9031 25: 1.0003 26: 1.0003 27: 1.0004 28: 1.0002 29: 1.0005 30: 1.0007 31: 0.9995 32: 1.0004 33: 1.0002 34: 1.0007 35: 0.9998 36: 0.9993 37: 1.0015 38: 1.0005 39: 0.9962 40: 0.9969 41: 1.0007 42: 0.9991 43: 1.0010 44: 1.0026 45: 0.9998 46: 0.9996 47: 1.0018 48: 0.9995 49: 1.0023 50: 1.0104 51: 0.9959 52: 0.9994 53: 1.0000 54: 1.0008 55: 0.9995 56: 1.0036 57: 1.0467 58: 0.9661 59: 1.0009 60: 1.0025 61: 1.0010 62: 0.9997 63: 1.0045  0: 5.0828  1: 0.8885 7.) SelfConsistentStep 7.) Difference between steps: 0.01451 8.) DeterminSpectralFunctions ; lambda = -113.3380802021093 -0.9057754490085017 Found lorentz at 47 -0.010417 lm= -0.0104173 4.52252e-05 -7.01284 lp= -0.0104171 4.52279e-05 -0.873609 r- 0.0469217 Found lorentz at 48 0.564156 lm= 0.564155 0.00045193 -1.69928e-17 lp= 0.564156 0.000451931 -0.876334 r- 0.00491912 Found lorentz at 49 1.02084 lm= 1.02084 0.000849231 -8.94652e-18 lp= 1.02084 0.000849254 -0.871662 r- 0.0324766 Found lorentz at 50 1.35639 lm= 1.35638 0.00158958 -4.72583e-18 lp= 1.35639 0.00158964 -0.866746 r- 0.061135 Found lorentz at 51 1.61023 lm= 1.61021 0.00283472 -2.63782e-18 lp= 1.61022 0.00283488 -0.86476 r- 0.109276 Found lorentz at 52 1.78321 lm= 1.78312 0.00471063 -1.61042e-18 lp= 1.78316 0.00471214 -0.871182 r- 0.180313 Found lorentz at 53 1.80812 lm= 1.80803 0.0047585 -1.5959e-18 lp= 1.80808 0.00475993 -0.871627 r- 0.182048 Found lorentz at 54 1.53937 lm= 1.53935 0.00235682 -3.10427e-18 lp= 1.53936 0.00235695 -0.855383 r- 0.0918493 Found lorentz at 55 2.18235 lm= 2.18221 0.00786478 -9.45062e-19 lp= 2.18228 0.00786702 -0.862306 r- 0.304132 Found lorentz at 56 2.14463 lm= 2.14407 0.0124605 -6.10161e-19 lp= 2.14435 0.0124824 -0.873044 r- 0.476827 Q = 7.999999999991712 n0=0.0002350895455482863 n1=5.354247690835811e-05 n2=5.293507742728941e-06 n3=8.9601061054802e-05 n4=1.593518739723557e-05 n5=2.468211096676368e-05 n6=5.916108803285826e-06 n7=1.779942873515689e-05 n8=3.877476178515565e-06 n9=3.636977602746279e-05 n10=5.672056899971594e-06 n11=4.194859867293593e-06 n12=5.148874904820221e-06 n13=9.087406041068453e-07 n14=2.405661152340227e-06 n15=1.463652285507582e-07 n16=1.607773560577009e-05 n17=1.20089948891047e-06 n18=1.300665329498007e-05 n19=9.498697893379168e-07 n20=3.252693475307032e-06 n21=8.711705554960662e-07 n22=5.109765728977482e-08 n23=3.111447624781791e-07 n24=1.105391457712735e-05 n25=0.04802553251574965 n26=0.006296376793377368 n27=1.378271144013026e-05 n28=0.01171932896622732 n29=8.672739180440787e-06 n30=3.244039060480804e-06 n31=8.927687953719521e-06 n32=0.0008236769289539306 n33=5.892648827070058e-06 n34=6.286661790702973e-06 n35=6.779565115165584e-06 n36=3.775066607371059e-06 n37=7.214053122221149e-06 n38=4.231773154842465e-06 n39=1.16748906630391e-06 n40=3.065070146173561e-06 n41=4.418971890708414e-06 n42=3.373315413069941e-06 n43=0.001822324303173271 n44=3.446889491804479e-06 n45=0.0006575255943630906 n46=8.177074204723727e-05 n47=0.8802131953012488 n48=0.001059727719180477 n49=0.0008155798462438178 n50=0.0006848036108279547 n51=0.0004342229950381134 n52=0.0003728994981203256 n53=0.0003730680850579038 n54=9.939412538138009e-05 n55=0.0001189848822558396 n56=0.001017664024793046 n57=0.002348776277666127 n58=0.0002113526663450409 n59=0.01080824390706565 n60=0.02087083974383921 n61=0.002066648148198815 n62=0.008294178088790623 n63=0.0001462481365683334 Q is here equal to 7.999999999991712 8.) nd: 5.971568626663856 Norm of Spectral functions:  0: 0.9740  1: 1.0015  2: 0.9951  3: 0.9968  4: 0.9932  5: 0.9870  6: 0.9931  7: 0.9762  8: 0.9564  9: 0.9449 10: 1.0028 11: 0.9810 12: 0.8761 13: 0.7840 14: 0.7815 15: 0.8294 16: 1.0990 17: 0.7703 18: 1.2889 19: 0.6353 20: 0.7531 21: 0.6759 22: 2.3056 23: 2.3719 24: 0.8980 25: 1.0003 26: 1.0003 27: 1.0004 28: 1.0002 29: 1.0005 30: 1.0007 31: 0.9995 32: 1.0003 33: 1.0003 34: 1.0006 35: 0.9999 36: 0.9989 37: 1.0016 38: 1.0006 39: 0.9953 40: 0.9961 41: 1.0006 42: 0.9987 43: 1.0009 44: 1.0029 45: 0.9997 46: 0.9997 47: 1.0013 48: 0.9995 49: 1.0019 50: 1.0093 51: 0.9965 52: 0.9981 53: 1.0007 54: 1.0005 55: 0.9997 56: 1.0036 57: 1.0444 58: 0.9663 59: 1.0009 60: 1.0024 61: 1.0009 62: 0.9996 63: 1.0045  0: 5.0833  1: 0.8883 8.) SelfConsistentStep 8.) Difference between steps: 0.008984 9.) DeterminSpectralFunctions ; lambda = -113.3381268973073 -0.9058221442065104 Found lorentz at 47 -0.0104161 lm= -0.0104163 3.16103e-05 -7.01921 lp= -0.0104162 3.16113e-05 -0.874554 r- 0.0327595 Found lorentz at 48 0.564115 lm= 0.564114 0.0004067 -1.8885e-17 lp= 0.564114 0.000406702 -0.876389 r- 0.00442653 Found lorentz at 49 1.02085 lm= 1.02084 0.000778326 -9.76548e-18 lp= 1.02084 0.00077834 -0.871833 r- 0.0297589 Found lorentz at 50 1.35643 lm= 1.35642 0.00150704 -4.99057e-18 lp= 1.35643 0.00150708 -0.867254 r- 0.057926 Found lorentz at 51 1.61027 lm= 1.61025 0.002656 -2.81607e-18 lp= 1.61026 0.00265611 -0.864865 r- 0.102372 Found lorentz at 52 1.7832 lm= 1.78312 0.00437421 -1.73105e-18 lp= 1.78316 0.00437542 -0.870343 r- 0.167588 Found lorentz at 53 1.80804 lm= 1.80796 0.00437081 -1.73416e-18 lp= 1.808 0.00437193 -0.870773 r- 0.167371 Found lorentz at 54 1.53957 lm= 1.53955 0.0022745 -3.21878e-18 lp= 1.53956 0.00227462 -0.855667 r- 0.0886113 Found lorentz at 55 2.18248 lm= 2.18235 0.00777793 -9.56666e-19 lp= 2.18241 0.00777996 -0.862766 r- 0.300604 Found lorentz at 56 2.14464 lm= 2.14409 0.0124474 -6.1256e-19 lp= 2.14437 0.0124689 -0.874276 r- 0.475633 Q = 7.999999999997833 n0=0.0002318179566727203 n1=5.292941915066988e-05 n2=5.244179884959148e-06 n3=8.840004485859765e-05 n4=1.57585839223628e-05 n5=2.444879342581158e-05 n6=5.856359939685081e-06 n7=1.75821831543305e-05 n8=3.838795257522198e-06 n9=3.593411472950145e-05 n10=5.624591276966614e-06 n11=4.155174906197137e-06 n12=5.095057483832279e-06 n13=8.97799218580611e-07 n14=2.378007845088859e-06 n15=1.449418941130476e-07 n16=1.58650690938063e-05 n17=1.185762991616943e-06 n18=1.28572669116914e-05 n19=9.405638509930801e-07 n20=3.220459834576202e-06 n21=8.626469757379946e-07 n22=5.056205642013846e-08 n23=3.078899153548706e-07 n24=1.0963476026158e-05 n25=0.04793850069890102 n26=0.006290595011136465 n27=1.296833191172716e-05 n28=0.01170677398840747 n29=8.072234803670656e-06 n30=3.063757123706725e-06 n31=8.493494833422989e-06 n32=0.0008227457483025988 n33=5.650607720581989e-06 n34=6.024418592467611e-06 n35=6.445483866454664e-06 n36=3.615322638313153e-06 n37=6.86923643851862e-06 n38=4.065256448015467e-06 n39=1.120763665443039e-06 n40=2.922528246855611e-06 n41=4.214054157039325e-06 n42=3.219200095685226e-06 n43=0.001821393705708428 n44=3.364831992500006e-06 n45=0.0006566521360931196 n46=8.114571302104373e-05 n47=0.8804273553301381 n48=0.001027267707599246 n49=0.0007966442795903447 n50=0.0006721818234628253 n51=0.0004281812623089659 n52=0.0003689223784598063 n53=0.0003695718260103613 n54=9.819633542947298e-05 n55=0.0001175829053207103 n56=0.0009979176701335709 n57=0.0023201491426411 n58=0.0002102107410620748 n59=0.0108172410575745 n60=0.02088957920958283 n61=0.002069433447238634 n62=0.008301533068104966 n63=0.0001437555899606778 Q is here equal to 7.999999999997833 9.) nd: 5.971730906445803 Norm of Spectral functions:  0: 0.9736  1: 1.0016  2: 0.9949  3: 0.9966  4: 0.9928  5: 0.9865  6: 0.9934  7: 0.9762  8: 0.9549  9: 0.9446 10: 1.0049 11: 0.9780 12: 0.8779 13: 0.7833 14: 0.7793 15: 0.8249 16: 1.1016 17: 0.7724 18: 1.2838 19: 0.6343 20: 0.7482 21: 0.6785 22: 2.3176 23: 2.3716 24: 0.8903 25: 1.0003 26: 1.0003 27: 1.0004 28: 1.0003 29: 1.0005 30: 1.0007 31: 0.9995 32: 1.0003 33: 1.0003 34: 1.0005 35: 0.9999 36: 0.9985 37: 1.0017 38: 1.0006 39: 0.9948 40: 0.9955 41: 1.0006 42: 0.9984 43: 1.0009 44: 1.0031 45: 0.9997 46: 0.9998 47: 1.0009 48: 0.9995 49: 1.0017 50: 1.0085 51: 0.9969 52: 0.9972 53: 1.0014 54: 1.0003 55: 0.9998 56: 1.0036 57: 1.0430 58: 0.9663 59: 1.0010 60: 1.0024 61: 1.0009 62: 0.9996 63: 1.0044  0: 5.0836  1: 0.8882 9.) SelfConsistentStep 9.) Difference between steps: 0.005521 10.) DeterminSpectralFunctions ; lambda = -113.3381347306215 -0.9058299775206677 Found lorentz at 47 -0.0104155 lm= -0.0104156 2.3144e-05 -7.02311 lp= -0.0104155 2.31443e-05 -0.875159 r- 0.0239684 Found lorentz at 48 0.564089 lm= 0.564088 0.000377124 -2.03679e-17 lp= 0.564088 0.000377125 -0.876427 r- 0.00410444 Found lorentz at 49 1.02085 lm= 1.02084 0.000731701 -1.03901e-17 lp= 1.02085 0.000731711 -0.871928 r- 0.027973 Found lorentz at 50 1.35645 lm= 1.35644 0.00145392 -5.17689e-18 lp= 1.35645 0.00145395 -0.867585 r- 0.0558625 Found lorentz at 51 1.61028 lm= 1.61027 0.00254064 -2.94456e-18 lp= 1.61028 0.00254072 -0.864951 r- 0.0979149 Found lorentz at 52 1.78318 lm= 1.78311 0.00415705 -1.81942e-18 lp= 1.78314 0.0041581 -0.869837 r- 0.159356 Found lorentz at 53 1.80797 lm= 1.8079 0.00412142 -1.83697e-18 lp= 1.80794 0.00412238 -0.870255 r- 0.15791 Found lorentz at 54 1.53972 lm= 1.53971 0.00222106 -3.29769e-18 lp= 1.53971 0.00222117 -0.855856 r- 0.0865099 Found lorentz at 55 2.18258 lm= 2.18245 0.00772521 -9.63977e-19 lp= 2.18251 0.00772712 -0.863108 r- 0.298443 Found lorentz at 56 2.14465 lm= 2.1441 0.0124441 -6.13969e-19 lp= 2.14437 0.0124652 -0.875149 r- 0.475016 Q = 7.999999999993761 n0=0.0002296071645891694 n1=5.251380912740984e-05 n2=5.209922922461052e-06 n3=8.758837368218767e-05 n4=1.563880635986964e-05 n5=2.429014058748774e-05 n6=5.815376017841765e-06 n7=1.743493887813677e-05 n8=3.81225327892118e-06 n9=3.56392830586655e-05 n10=5.592111251765737e-06 n11=4.127956993352551e-06 n12=5.058406515141318e-06 n13=8.903183938163183e-07 n14=2.35918860904846e-06 n15=1.439381804602314e-07 n16=1.572136103427086e-05 n17=1.175533644075186e-06 n18=1.275608872166994e-05 n19=9.342363592172533e-07 n20=3.198493469380875e-06 n21=8.567831811840512e-07 n22=5.019718005355034e-08 n23=3.056706133735791e-07 n24=1.089861415902059e-05 n25=0.04788754153649733 n26=0.006287125406888586 n27=1.233825486933957e-05 n28=0.01169932363191462 n29=7.610745681876724e-06 n30=2.923785974870968e-06 n31=8.156674334085034e-06 n32=0.0008221151007879882 n33=5.463495487866707e-06 n34=5.820981957143307e-06 n35=6.186381976685036e-06 n36=3.491821552517467e-06 n37=6.599343528318091e-06 n38=3.936514758005049e-06 n39=1.08429628593535e-06 n40=2.810852565771375e-06 n41=4.053430241511003e-06 n42=3.098449254817535e-06 n43=0.001820846596201752 n44=3.300883062259916e-06 n45=0.000655964477057058 n46=8.065106960316146e-05 n47=0.8805625623548194 n48=0.001005537307755854 n49=0.0007839071510517525 n50=0.0006637134261357855 n51=0.0004241569933101552 n52=0.0003662935676888368 n53=0.0003672770968670416 n54=9.740293679796041e-05 n55=0.0001166482561359415 n56=0.0009846127828576272 n57=0.002300895000182498 n58=0.0002094241772089889 n59=0.0108236847868941 n60=0.02090240023729431 n61=0.002071200165249352 n62=0.008306424146370414 n63=0.0001417969160903811 Q is here equal to 7.999999999993761 10.) nd: 5.9718318245878 Norm of Spectral functions:  0: 0.9733  1: 1.0017  2: 0.9948  3: 0.9965  4: 0.9924  5: 0.9861  6: 0.9937  7: 0.9762  8: 0.9537  9: 0.9443 10: 1.0066 11: 0.9755 12: 0.8794 13: 0.7826 14: 0.7775 15: 0.8210 16: 1.1038 17: 0.7742 18: 1.2794 19: 0.6333 20: 0.7439 21: 0.6806 22: 2.3283 23: 2.3713 24: 0.8834 25: 1.0003 26: 1.0003 27: 1.0004 28: 1.0003 29: 1.0006 30: 1.0007 31: 0.9995 32: 1.0002 33: 1.0003 34: 1.0005 35: 1.0000 36: 0.9983 37: 1.0018 38: 1.0006 39: 0.9944 40: 0.9951 41: 1.0007 42: 0.9983 43: 1.0009 44: 1.0032 45: 0.9997 46: 0.9998 47: 1.0007 48: 0.9995 49: 1.0015 50: 1.0079 51: 0.9971 52: 0.9966 53: 1.0020 54: 1.0003 55: 0.9998 56: 1.0036 57: 1.0420 58: 0.9663 59: 1.0010 60: 1.0024 61: 1.0009 62: 0.9996 63: 1.0044  0: 5.0837  1: 0.8881 10.) SelfConsistentStep 10.) Difference between steps: 0.003462 11.) DeterminSpectralFunctions ; lambda = -113.3381206384422 -0.9058158853414255 Found lorentz at 47 -0.0104151 lm= -0.0104151 1.78927e-05 -7.02553 lp= -0.0104151 1.78929e-05 -0.875548 r- 0.0185217 Found lorentz at 48 0.564072 lm= 0.564072 0.000357904 -2.14631e-17 lp= 0.564072 0.000357905 -0.876456 r- 0.00389513 Found lorentz at 49 1.02085 lm= 1.02085 0.000701272 -1.08423e-17 lp= 1.02085 0.000701281 -0.871984 r- 0.026808 Found lorentz at 50 1.35646 lm= 1.35645 0.00141987 -5.30375e-18 lp= 1.35646 0.0014199 -0.867803 r- 0.0545401 Found lorentz at 51 1.61029 lm= 1.61027 0.00246651 -3.03356e-18 lp= 1.61028 0.00246658 -0.86502 r- 0.0950496 Found lorentz at 52 1.78316 lm= 1.7831 0.0040176 -1.88132e-18 lp= 1.78313 0.00401856 -0.869538 r- 0.15406 Found lorentz at 53 1.80792 lm= 1.80786 0.0039619 -1.90963e-18 lp= 1.80789 0.00396276 -0.869948 r- 0.151848 Found lorentz at 54 1.53985 lm= 1.53983 0.00218641 -3.35098e-18 lp= 1.53984 0.00218652 -0.855986 r- 0.0851473 Found lorentz at 55 2.18265 lm= 2.18253 0.00769249 -9.68658e-19 lp= 2.18259 0.00769432 -0.863361 r- 0.297089 Found lorentz at 56 2.14465 lm= 2.14411 0.012443 -6.1489e-19 lp= 2.14438 0.012464 -0.875757 r- 0.474636 Q = 7.999999999993469 n0=0.0002281342998384385 n1=5.223602531179865e-05 n2=5.186411302769715e-06 n3=8.704762008137849e-05 n4=1.55587143335033e-05 n5=2.418377547625745e-05 n6=5.787623011619123e-06 n7=1.733653979211359e-05 n8=3.794274813631116e-06 n9=3.544258949846666e-05 n10=5.570169595177749e-06 n11=4.109531761138242e-06 n12=5.03378224295938e-06 n13=8.852680456875618e-07 n14=2.346553442579391e-06 n15=1.432371856810902e-07 n16=1.562564161147643e-05 n17=1.168718785136637e-06 n18=1.268854205822932e-05 n19=9.299911684603789e-07 n20=3.183726544270438e-06 n21=8.527989611860534e-07 n22=4.995180026458877e-08 n23=3.041765819659152e-07 n24=1.085246835088947e-05 n25=0.04785767332268367 n26=0.006285018448550652 n27=1.186536823417706e-05 n28=0.01169486449629388 n29=7.266185729258486e-06 n30=2.818450920017075e-06 n31=7.90343547426769e-06 n32=0.0008216842812639903 n33=5.323261193950787e-06 n34=5.668079543420906e-06 n35=5.991613579672175e-06 n36=3.399223701240657e-06 n37=6.394987637019671e-06 n38=3.840031134256062e-06 n39=1.056750949751456e-06 n40=2.726228238540519e-06 n41=3.931669219232342e-06 n42=3.006945107858087e-06 n43=0.001820511555872677 n44=3.252616440589416e-06 n45=0.0006554316081631496 n46=8.027262481847153e-05 n47=0.8806477050359726 n48=0.0009911702028392074 n49=0.0007754565246240128 n50=0.0006581104058718397 n51=0.0004215143638482416 n52=0.0003645814495801232 n53=0.0003657937222964683 n54=9.688454980685232e-05 n55=0.0001160339084471334 n56=0.0009757736050471506 n57=0.002288130411436914 n58=0.0002088874572825999 n59=0.01082823732413019 n60=0.02091109077394844 n61=0.002072318179483373 n62=0.008309648158475709 n63=0.0001403103105643954 Q is here equal to 7.999999999993469 11.) nd: 5.971894798698663 Norm of Spectral functions:  0: 0.9731  1: 1.0017  2: 0.9947  3: 0.9964  4: 0.9922  5: 0.9858  6: 0.9939  7: 0.9762  8: 0.9528  9: 0.9441 10: 1.0079 11: 0.9737 12: 0.8805 13: 0.7820 14: 0.7761 15: 0.8183 16: 1.1054 17: 0.7754 18: 1.2764 19: 0.6326 20: 0.7408 21: 0.6821 22: 2.3359 23: 2.3709 24: 0.8784 25: 1.0003 26: 1.0003 27: 1.0004 28: 1.0003 29: 1.0006 30: 1.0007 31: 0.9995 32: 1.0002 33: 1.0004 34: 1.0004 35: 1.0000 36: 0.9982 37: 1.0018 38: 1.0007 39: 0.9942 40: 0.9949 41: 1.0007 42: 0.9983 43: 1.0009 44: 1.0033 45: 0.9997 46: 0.9999 47: 1.0005 48: 0.9995 49: 1.0014 50: 1.0075 51: 0.9973 52: 0.9962 53: 1.0024 54: 1.0003 55: 0.9999 56: 1.0036 57: 1.0412 58: 0.9662 59: 1.0010 60: 1.0024 61: 1.0008 62: 0.9996 63: 1.0044  0: 5.0839  1: 0.8880 11.) SelfConsistentStep 11.) Difference between steps: 0.002296 12.) DeterminSpectralFunctions ; lambda = -113.3380965095962 -0.9057917564954181 Found lorentz at 47 -0.0104148 lm= -0.0104148 1.46425e-05 -7.02704 lp= -0.0104148 1.46426e-05 -0.875798 r- 0.0151529 Found lorentz at 48 0.564063 lm= 0.564062 0.000345481 -2.22361e-17 lp= 0.564063 0.000345482 -0.87648 r- 0.00375982 Found lorentz at 49 1.02085 lm= 1.02085 0.000681538 -1.11572e-17 lp= 1.02085 0.000681545 -0.872018 r- 0.0260525 Found lorentz at 50 1.35647 lm= 1.35646 0.00139811 -5.38812e-18 lp= 1.35646 0.00139813 -0.867949 r- 0.0536951 Found lorentz at 51 1.61029 lm= 1.61027 0.00241904 -3.09349e-18 lp= 1.61028 0.0024191 -0.865075 r- 0.0932142 Found lorentz at 52 1.78315 lm= 1.78309 0.00392851 -1.92325e-18 lp= 1.78312 0.0039294 -0.869366 r- 0.150671 Found lorentz at 53 1.8079 lm= 1.80784 0.00386042 -1.95905e-18 lp= 1.80787 0.00386122 -0.869769 r- 0.147987 Found lorentz at 54 1.53994 lm= 1.53993 0.00216396 -3.38647e-18 lp= 1.53993 0.00216406 -0.856078 r- 0.0842639 Found lorentz at 55 2.18272 lm= 2.18259 0.00767172 -9.71707e-19 lp= 2.18265 0.0076735 -0.863547 r- 0.29622 Found lorentz at 56 2.14466 lm= 2.14411 0.0124417 -6.15547e-19 lp= 2.14439 0.0124626 -0.876176 r- 0.474356 Q = 8.000000000006134 n0=0.0002271639984648463 n1=5.205239399170263e-05 n2=5.170412942397362e-06 n3=8.669139250733223e-05 n4=1.550574292841492e-05 n5=2.411322690258662e-05 n6=5.769009251930262e-06 n7=1.727150174273102e-05 n8=3.782213877621032e-06 n9=3.531282256529566e-05 n10=5.555484414239708e-06 n11=4.097179124632014e-06 n12=5.017407148231219e-06 n13=8.818910223752972e-07 n14=2.33815756780419e-06 n15=1.427509866954036e-07 n16=1.556260642599392e-05 n17=1.164229245293365e-06 n18=1.264395076422049e-05 n19=9.271712983731514e-07 n20=3.1739008427051e-06 n21=8.501164406411057e-07 n22=4.97883620040583e-08 n23=3.031802772286623e-07 n24=1.081982444409237e-05 n25=0.04784001036402356 n26=0.006283712063053982 n27=1.151885838838518e-05 n28=0.01169213613103749 n29=7.014731726490985e-06 n30=2.741096532197876e-06 n31=7.717673993935071e-06 n32=0.0008213878935355746 n33=5.22070880917647e-06 n34=5.555994853741729e-06 n35=5.848764754457104e-06 n36=3.33144903363824e-06 n37=6.244219619298894e-06 n38=3.769484032974257e-06 n39=1.03646823760981e-06 n40=2.663747257186482e-06 n41=3.841746278354719e-06 n42=2.939385270936243e-06 n43=0.001820297887731504 n44=3.217092436246747e-06 n45=0.0006550287336367466 n46=7.999101769017781e-05 n47=0.8807014470886825 n48=0.0009817664551593707 n49=0.0007699112767599369 n50=0.0006544445700364299 n51=0.0004197990679195915 n52=0.0003634799864532853 n53=0.0003648471246447401 n54=9.65496251337801e-05 n55=0.0001156346701092041 n56=0.0009699668659184369 n57=0.002279764021849207 n58=0.0002085234720841933 n59=0.01083141738058539 n60=0.02091688825587745 n61=0.002073018040837597 n62=0.008311744421181296 n63=0.0001392118112947937 Q is here equal to 8.000000000006134 12.) nd: 5.971934333690764 Norm of Spectral functions:  0: 0.9730  1: 1.0017  2: 0.9947  3: 0.9964  4: 0.9920  5: 0.9856  6: 0.9940  7: 0.9762  8: 0.9522  9: 0.9440 10: 1.0087 11: 0.9726 12: 0.8811 13: 0.7816 14: 0.7752 15: 0.8165 16: 1.1064 17: 0.7761 18: 1.2745 19: 0.6321 20: 0.7388 21: 0.6830 22: 2.3405 23: 2.3704 24: 0.8755 25: 1.0003 26: 1.0003 27: 1.0003 28: 1.0003 29: 1.0006 30: 1.0007 31: 0.9995 32: 1.0002 33: 1.0004 34: 1.0004 35: 1.0000 36: 0.9981 37: 1.0018 38: 1.0007 39: 0.9941 40: 0.9947 41: 1.0008 42: 0.9983 43: 1.0009 44: 1.0034 45: 0.9997 46: 0.9999 47: 1.0004 48: 0.9995 49: 1.0013 50: 1.0072 51: 0.9974 52: 0.9960 53: 1.0027 54: 1.0003 55: 0.9999 56: 1.0036 57: 1.0405 58: 0.9661 59: 1.0010 60: 1.0024 61: 1.0008 62: 0.9996 63: 1.0044  0: 5.0839  1: 0.8880 12.) SelfConsistentStep 12.) Difference between steps: 0.001562 13.) DeterminSpectralFunctions ; lambda = -113.3380693445165 -0.9057645914157462 Found lorentz at 47 -0.0104146 lm= -0.0104146 1.26346e-05 -7.02799 lp= -0.0104146 1.26347e-05 -0.87596 r- 0.0130726 Found lorentz at 48 0.564057 lm= 0.564057 0.000337488 -2.27637e-17 lp= 0.564057 0.000337488 -0.876498 r- 0.00367276 Found lorentz at 49 1.02085 lm= 1.02085 0.000668806 -1.13702e-17 lp= 1.02085 0.000668812 -0.872041 r- 0.0255651 Found lorentz at 50 1.35647 lm= 1.35647 0.00138424 -5.44335e-18 lp= 1.35647 0.00138426 -0.868048 r- 0.0531564 Found lorentz at 51 1.61029 lm= 1.61028 0.00238874 -3.13305e-18 lp= 1.61028 0.00238879 -0.865117 r- 0.0920417 Found lorentz at 52 1.78315 lm= 1.78309 0.00387185 -1.95099e-18 lp= 1.78312 0.00387271 -0.869272 r- 0.148513 Found lorentz at 53 1.80788 lm= 1.80782 0.00379621 -1.99174e-18 lp= 1.80785 0.00379697 -0.869669 r- 0.145542 Found lorentz at 54 1.54002 lm= 1.54 0.00214822 -3.40802e-18 lp= 1.54001 0.00214835 -0.855676 r- 0.0836917 Found lorentz at 55 2.18277 lm= 2.18264 0.00765822 -9.73733e-19 lp= 2.1827 0.00765996 -0.863683 r- 0.295651 Found lorentz at 56 2.14467 lm= 2.14413 0.0124398 -6.1605e-19 lp= 2.1444 0.0124606 -0.876462 r- 0.474124 Q = 7.999999999998109 n0=0.0002265302717994938 n1=5.193200149710034e-05 n2=5.159592642707068e-06 n3=8.645874146724468e-05 n4=1.547099229302437e-05 n5=2.406679362056647e-05 n6=5.756610423650498e-06 n7=1.72288694243987e-05 n8=3.774177667349732e-06 n9=3.52279286141821e-05 n10=5.545718730093784e-06 n11=4.08895435310942e-06 n12=5.006599221659317e-06 n13=8.796486860391036e-07 n14=2.332620996626678e-06 n15=1.424154562209949e-07 n16=1.552145569978352e-05 n17=1.16129678056222e-06 n18=1.261476091819769e-05 n19=9.25311589797518e-07 n20=3.16741150175066e-06 n21=8.483218609506451e-07 n22=4.968025208433975e-08 n23=3.025203880217215e-07 n24=1.079683311472695e-05 n25=0.04782933012153043 n26=0.006282875621764005 n27=1.126982508143818e-05 n28=0.01169039603084549 n29=6.834587024821913e-06 n30=2.685398001418444e-06 n31=7.584102139702988e-06 n32=0.0008211826863218529 n33=5.147194938203053e-06 n34=5.475481195671616e-06 n35=5.746061124987377e-06 n36=3.282797972468357e-06 n37=6.135287082275743e-06 n38=3.718925272533099e-06 n39=1.021834952694572e-06 n40=2.618566726947607e-06 n41=3.77671340447715e-06 n42=2.890535147220572e-06 n43=0.001820156590225049 n44=3.19147356347427e-06 n45=0.0006547326555230035 n46=7.978632720211584e-05 n47=0.8807356839474673 n48=0.0009756611551247502 n49=0.000766304475064696 n50=0.0006520676187699315 n51=0.0004186962205017295 n52=0.0003627786140088328 n53=0.0003642497047538788 n54=9.633516461705747e-05 n55=0.0001153775318062437 n56=0.0009661859604917292 n57=0.002274328338179515 n58=0.0002082775125852462 n59=0.0108336174575145 n60=0.02092066345747926 n61=0.002073446052731239 n62=0.008313081202525458 n63=0.0001384172403389413 Q is here equal to 7.999999999998109 13.) nd: 5.97195940753555 Norm of Spectral functions:  0: 0.9729  1: 1.0018  2: 0.9946  3: 0.9964  4: 0.9919  5: 0.9855  6: 0.9941  7: 0.9762  8: 0.9519  9: 0.9439 10: 1.0091 11: 0.9720 12: 0.8814 13: 0.7813 14: 0.7746 15: 0.8154 16: 1.1070 17: 0.7765 18: 1.2735 19: 0.6318 20: 0.7377 21: 0.6835 22: 2.3427 23: 2.3700 24: 0.8742 25: 1.0003 26: 1.0003 27: 1.0003 28: 1.0003 29: 1.0006 30: 1.0007 31: 0.9995 32: 1.0002 33: 1.0004 34: 1.0004 35: 1.0000 36: 0.9981 37: 1.0018 38: 1.0007 39: 0.9940 40: 0.9946 41: 1.0008 42: 0.9983 43: 1.0009 44: 1.0034 45: 0.9997 46: 0.9999 47: 1.0004 48: 0.9995 49: 1.0013 50: 1.0071 51: 0.9975 52: 0.9958 53: 1.0029 54: 1.0000 55: 1.0000 56: 1.0036 57: 1.0399 58: 0.9661 59: 1.0010 60: 1.0024 61: 1.0008 62: 0.9996 63: 1.0044  0: 5.0840  1: 0.8880 13.) SelfConsistentStep 13.) Difference between steps: 0.001103 14.) DeterminSpectralFunctions ; lambda = -113.3380426615619 -0.9057379084611057 Found lorentz at 47 -0.0104145 lm= -0.0104145 1.13961e-05 -7.02859 lp= -0.0104145 1.13961e-05 -0.876064 r- 0.0117897 Found lorentz at 48 0.564054 lm= 0.564054 0.000332364 -2.31154e-17 lp= 0.564054 0.000332365 -0.876514 r- 0.00361694 Found lorentz at 49 1.02085 lm= 1.02085 0.000660625 -1.15114e-17 lp= 1.02085 0.000660631 -0.872058 r- 0.0252519 Found lorentz at 50 1.35648 lm= 1.35647 0.00137541 -5.47914e-18 lp= 1.35647 0.00137543 -0.868116 r- 0.0528133 Found lorentz at 51 1.61029 lm= 1.61028 0.00236943 -3.15883e-18 lp= 1.61028 0.00236948 -0.865149 r- 0.0912942 Found lorentz at 52 1.78315 lm= 1.78309 0.00383596 -1.96903e-18 lp= 1.78312 0.0038368 -0.869223 r- 0.147144 Found lorentz at 53 1.80787 lm= 1.80782 0.00375576 -2.01295e-18 lp= 1.80784 0.00375651 -0.869615 r- 0.143999 Found lorentz at 54 1.54007 lm= 1.54006 0.00213882 -3.42327e-18 lp= 1.54007 0.00213895 -0.855711 r- 0.0833221 Found lorentz at 55 2.18281 lm= 2.18268 0.00764918 -9.75112e-19 lp= 2.18274 0.0076509 -0.863783 r- 0.295267 Found lorentz at 56 2.14469 lm= 2.14414 0.0124372 -6.16454e-19 lp= 2.14441 0.0124579 -0.876656 r- 0.473918 Q = 8.000000000007194 n0=0.0002261188758456783 n1=5.185350642910422e-05 n2=5.152302027597099e-06 n3=8.630771097366281e-05 n4=1.54483148177353e-05 n5=2.403637392834569e-05 n6=5.748386374269445e-06 n7=1.720108120967885e-05 n8=3.768844666181181e-06 n9=3.51727083022233e-05 n10=5.53924898997754e-06 n11=4.083500905783305e-06 n12=4.999500660553154e-06 n13=8.781666547512527e-07 n14=2.328988031589132e-06 n15=1.421847358417694e-07 n16=1.549475476854627e-05 n17=1.159392749651428e-06 n18=1.259576092575105e-05 n19=9.240906832052374e-07 n20=3.163146128116538e-06 n21=8.471259208365633e-07 n22=4.960905535124716e-08 n23=3.020852322506096e-07 n24=1.078069950126049e-05 n25=0.04782262107757793 n26=0.00628231384409844 n27=1.109368550177443e-05 n28=0.0116892204854862 n29=6.707485645917708e-06 n30=2.645936330745849e-06 n31=7.489626015287416e-06 n32=0.0008210398380316145 n33=5.095361850704121e-06 n34=5.418608439075601e-06 n35=5.673424062059219e-06 n36=3.248426177326929e-06 n37=6.057920247921406e-06 n38=3.683288955116523e-06 n39=1.01145207565828e-06 n40=2.586448646723833e-06 n41=3.730481507054377e-06 n42=2.855812338266219e-06 n43=0.001820060413406614 n44=3.173304569061484e-06 n45=0.0006545212513904773 n46=7.964049615721596e-05 n47=0.880757873779574 n48=0.0009717225514707772 n49=0.0007639745148581358 n50=0.000650537065414971 n51=0.0004179924765715698 n52=0.000362335722878323 n53=0.0003638761614647137 n54=9.619874237633593e-05 n55=0.0001152129747390855 n56=0.0009637405265210065 n57=0.002270818506703819 n58=0.000208111528554365 n59=0.01083512800912817 n60=0.0209230315628354 n61=0.002073696682401964 n62=0.008313911728569554 n63=0.0001378524379086675 Q is here equal to 8.000000000007194 14.) nd: 5.971975539033297 Norm of Spectral functions:  0: 0.9728  1: 1.0018  2: 0.9946  3: 0.9963  4: 0.9919  5: 0.9854  6: 0.9941  7: 0.9762  8: 0.9517  9: 0.9438 10: 1.0093 11: 0.9717 12: 0.8815 13: 0.7812 14: 0.7743 15: 0.8149 16: 1.1073 17: 0.7766 18: 1.2731 19: 0.6316 20: 0.7371 21: 0.6837 22: 2.3434 23: 2.3698 24: 0.8738 25: 1.0003 26: 1.0003 27: 1.0003 28: 1.0003 29: 1.0006 30: 1.0007 31: 0.9995 32: 1.0002 33: 1.0004 34: 1.0004 35: 1.0000 36: 0.9980 37: 1.0018 38: 1.0007 39: 0.9940 40: 0.9945 41: 1.0009 42: 0.9983 43: 1.0009 44: 1.0035 45: 0.9997 46: 0.9999 47: 1.0003 48: 0.9995 49: 1.0012 50: 1.0069 51: 0.9975 52: 0.9957 53: 1.0030 54: 1.0000 55: 1.0000 56: 1.0036 57: 1.0394 58: 0.9660 59: 1.0010 60: 1.0024 61: 1.0008 62: 0.9996 63: 1.0044  0: 5.0840  1: 0.8880 14.) SelfConsistentStep 14.) Difference between steps: 0.0007996 Missing doping : 0 : 0.051358 1 : 0.0119275