Sig = Sigma.000 Ac = Ac.inp Delta = None cix = out.cix out = . gloc = gloc.out sig = sig.inp susc = Susc.out Ed = [-41.9598,-40.5235] U = 7.5 T = 0.01 Q = 8 alpha = 0.4 max_diff = 0.001 max_steps = 40 StartLambda = -20 EndLambda = 1 dLambda = 0.1 followPeak = -1 prt = 1 MissDopSt = -100 N_ac = 50 dom_ac = 0.5 acore = 0 pcore = 0 lorentz = 1 SearchLorentz = 5 LorentzMaxRatio = 1 FirstLorentz = 0 LastLorentz = 10000 CmpDiff = -1 renorm_core = 0 renorm = 1 2 6 8 116 0 0 v 4.27917 0.720828 5 6-5.7577441 47 0 0 3.58383 x 10 1.04549 x 11 0.00580751 x 12 0.106856 x 13 0.0963835 x 14 0.0526684 x 15 0.270507 x 17 0.372814 x 18 0.198309 x 20 0.468907 x 21 0.635051 x 22 0.547763 x 23 0.673043 x 24 0.0819813 x 26 0.101648 x 27 0.00141419 x 28 0.294419 x 29 0.00809107 x 30 0.0108905 x 31 0.0498166 x 33 0.00337611 x 34 0.0929058 x 35 0.0660262 x 36 0.0325723 x 37 0.221005 x 38 0.0126361 x 40 0.252936 x 41 0.0228762 x 42 0.0649957 x 44 0.224892 x 45 0.0267571 x 46 0.0215677 x 48 0.017299 x 49 0.0218001 x 50 0.132758 x 51 5.42771e-05 x 52 0.00468026 x 53 0.0188181 x 55 0.0155817 x 56 0.291665 x 57 0.173804 x 58 2.84295 x 11 4.46231 x 12 3.11519 x 13 1.68594 x 14 0.811945 x 15 0.76591 x 16 0.0880523 x 18 10.0685 x 19 0.155167 x 20 0.613127 x 21 2.1822 x 22 3.47854 x 23 3.10614 x 24 0.459055 x 25 0.355956 x 26 1.27187 x 27 0.135556 x 28 3.2764 x 29 0.129164 x 30 0.0607555 x 31 0.520415 x 32 0.206124 x 33 0.07794 x 34 0.25894 x 35 0.0188767 x 36 0.00160878 x 37 0.0410172 x 38 0.13873 x 39 0.12449 x 40 0.203736 x 41 0.0732115 x 42 0.1104 x 43 0.157296 x 44 0.683703 x 45 0.521511 x 46 0.0458332 x 47 0.146718 x 48 0.0935289 x 49 0.00256535 x 50 0.115336 x 51 0.0226279 x 52 0.00939762 x 53 0.00338427 x 54 0.0109629 x 55 0.166716 x 56 0.54154 x 57 0.313194 x 58 1 v 3.5651 1.4349 5 8-6.0615447 49 0 0 5.23576 x 11 0.814052 x 12 0.288873 x 13 0.754716 x 14 0.536089 x 15 0.308519 x 16 0.330376 x 18 2.11669 x 19 0.503921 x 20 0.0165099 x 21 0.282101 x 22 1.3535 x 23 0.981441 x 24 0.0063675 x 25 0.356145 x 26 0.336062 x 27 0.102917 x 28 0.542148 x 29 0.0124753 x 30 0.231518 x 31 0.816783 x 32 0.112032 x 33 0.000155424 x 34 0.268978 x 35 0.112277 x 36 0.0406605 x 37 0.0472867 x 38 0.379931 x 39 0.000285056 x 40 0.0254481 x 41 0.0656019 x 42 0.132378 x 43 0.0254877 x 44 0.270073 x 45 0.381719 x 46 0.000107442 x 47 0.00799083 x 48 0.00168096 x 49 0.0196716 x 50 0.00510866 x 51 0.109271 x 52 0.00193516 x 53 7.72393e-05 x 54 0.0432855 x 55 0.209853 x 56 0.278987 x 57 1.01147 x 58 0.64834 x 10 0.244323 x 11 1.34743 x 12 4.3566 x 13 3.67414 x 14 1.68291 x 15 0.347495 x 16 1.56002 x 17 0.888722 x 18 0.981109 x 19 0.141086 x 20 1.42306 x 21 2.10624 x 22 0.150788 x 23 0.655371 x 24 2.34872 x 25 0.000289731 x 26 0.000281327 x 27 0.106404 x 28 0.440011 x 29 0.000328348 x 30 1.41638 x 31 1.9075 x 32 0.00102244 x 33 0.0215724 x 34 4.75184 x 35 0.296959 x 36 0.559023 x 37 1.02858 x 38 1.25452 x 39 0.248918 x 40 0.910875 x 41 0.0553387 x 42 0.0884162 x 43 0.23702 x 44 0.305671 x 45 0.0675448 x 46 0.352639 x 47 0.340017 x 48 0.0738992 x 49 0.104911 x 50 0.257928 x 51 0.156862 x 52 0.0130903 x 53 0.000305992 x 54 0.19721 x 55 0.0808419 x 56 1.22461 x 57 13.463 x 58 2 v 3.82213 1.17787 5 6-5.339141 47 0 0 1.21469 x 10 1.98345 x 11 0.264961 x 12 1.62215 x 13 0.431594 x 14 0.0815867 x 15 0.12331 x 17 0.132475 x 18 0.0773555 x 20 0.0310019 x 21 1.17257 x 22 0.131853 x 23 0.660754 x 24 0.0470351 x 26 0.717675 x 27 0.0327975 x 28 1.07599 x 29 0.0660729 x 30 0.0223856 x 31 0.0550494 x 33 0.257775 x 34 0.000143535 x 35 0.00259842 x 36 0.141061 x 37 0.00269893 x 38 0.000916803 x 40 0.0548798 x 41 0.154373 x 42 0.251491 x 44 0.000204655 x 45 0.478172 x 46 0.00925773 x 48 0.118731 x 49 0.00310089 x 50 0.00814071 x 51 0.00344509 x 52 0.00478614 x 53 0.000703177 x 55 0.0976483 x 56 0.221842 x 57 1.31026 x 58 0.374143 x 11 1.02287 x 12 1.29205 x 13 0.425384 x 14 2.92268 x 15 2.62965 x 16 0.783245 x 18 0.0817472 x 19 0.417292 x 20 1.87491 x 21 1.08745 x 22 0.250723 x 23 0.0840891 x 24 4.83738 x 25 0.247633 x 26 2.92284 x 27 0.676039 x 28 0.183409 x 29 2.06252 x 30 0.573341 x 31 0.00637713 x 32 3.6736 x 33 0.133478 x 34 0.202454 x 35 0.432428 x 36 0.0976457 x 37 1.84598 x 38 1.01848 x 39 0.338525 x 40 1.1322 x 41 0.106588 x 42 0.615266 x 43 0.00598804 x 44 0.0160212 x 45 0.0237217 x 46 0.726251 x 47 0.0258631 x 48 0.00429424 x 49 0.478524 x 50 0.457975 x 51 0.255895 x 52 0.000194267 x 53 0.0071631 x 54 0.28484 x 55 0.0706757 x 56 1.36287 x 57 2.8598 x 58 3 v 3.21733 1.78267 5 8-5.584147 48 0 0 1.4983 x 11 3.82482 x 12 0.112401 x 13 2.91492 x 14 0.120539 x 15 1.64046 x 16 0.0403669 x 18 0.537718 x 19 0.122888 x 20 0.0611044 x 21 0.000240505 x 22 0.0087524 x 23 0.47988 x 24 1.9563 x 25 0.0233139 x 26 0.0231459 x 27 0.000332068 x 28 0.144058 x 29 0.000262835 x 30 0.252624 x 31 0.0408756 x 32 1.43718 x 33 0.00137965 x 34 0.394867 x 35 0.00271476 x 36 0.317178 x 37 0.00808235 x 38 0.942475 x 39 0.0665933 x 40 0.0760393 x 41 0.000709467 x 42 0.173715 x 43 0.19931 x 44 0.140825 x 45 0.0398782 x 46 0.738695 x 47 0.233422 x 48 0.212606 x 49 0.00154693 x 50 0.00151216 x 51 0.00739858 x 52 0.00403556 x 53 0.0292073 x 54 0.00273572 x 55 0.00318685 x 56 0.270352 x 57 3.15202 x 58 0.107467 x 10 0.0897065 x 11 0.213611 x 12 1.50401 x 13 0.46147 x 14 2.48798 x 15 3.07 x 16 0.0161682 x 17 0.183578 x 18 0.405418 x 19 0.202433 x 20 0.740834 x 21 0.205219 x 22 0.879789 x 23 0.348426 x 24 0.687866 x 25 0.339543 x 26 0.118146 x 27 0.18703 x 28 1.40489 x 29 0.172193 x 30 0.84974 x 31 0.741529 x 32 1.64542 x 33 1.60123 x 34 0.0989542 x 35 0.00549204 x 36 0.260641 x 37 0.000376062 x 38 0.736094 x 39 2.24128 x 40 0.851161 x 41 1.41157 x 42 0.13305 x 43 1.79318 x 44 1.1749 x 45 0.02099 x 46 0.693517 x 47 0.0742164 x 48 0.272273 x 49 0.141921 x 50 0.0025465 x 51 0.281414 x 52 0.0259093 x 53 0.00947566 x 54 0.169855 x 55 1.26754 x 57 19.4081 x 58 4 v 3.37722 1.62278 5 6-4.3813141 47 0 0 0.278805 x 10 0.978343 x 11 1.34093 x 12 0.63867 x 13 0.00872101 x 14 0.849973 x 15 0.0539136 x 17 0.563962 x 18 1.05389 x 20 0.0421048 x 21 0.223489 x 22 0.541966 x 23 0.144743 x 24 0.0061012 x 26 0.203978 x 27 0.0154534 x 28 0.0294101 x 29 0.404457 x 30 0.012223 x 31 1.30235 x 33 0.834622 x 34 0.0480416 x 35 0.0424836 x 36 0.00409703 x 37 0.383679 x 38 0.106551 x 40 0.110293 x 41 0.0905133 x 42 0.0199525 x 44 0.000497857 x 45 0.717575 x 46 0.13594 x 48 0.0109353 x 49 0.455093 x 50 0.0238676 x 51 0.186394 x 52 0.0379346 x 53 0.0494223 x 55 0.000241167 x 56 0.764412 x 57 3.02054 x 58 0.0424457 x 11 0.136527 x 12 0.496778 x 13 0.177023 x 14 0.232081 x 15 3.29672 x 16 0.00244638 x 18 0.0963566 x 19 1.57809 x 20 0.261425 x 21 0.513149 x 22 0.259914 x 23 0.0226126 x 24 0.048734 x 25 0.210541 x 26 0.334195 x 27 0.020706 x 28 0.76024 x 29 0.049933 x 30 0.103959 x 31 0.70608 x 32 0.0067552 x 33 0.238601 x 34 0.208407 x 35 0.788174 x 36 0.00140483 x 37 0.262043 x 38 0.0334062 x 39 0.00101074 x 40 0.0123482 x 41 0.493735 x 42 3.0827 x 43 0.145602 x 44 0.158004 x 45 1.04159 x 46 0.0144979 x 47 0.735816 x 48 0.406997 x 49 0.603904 x 50 0.00345088 x 51 0.113651 x 52 0.000509015 x 53 0.0187639 x 54 0.129822 x 55 0.177188 x 56 2.48678 x 57 17.748 x 58 5 v 2.47947 2.52053 5 6-4.7611840 47 0 0 0.0090927 x 10 0.0266729 x 11 0.0303625 x 12 0.00148126 x 13 2.76581e-05 x 14 0.0015789 x 15 0.0152005 x 17 0.361708 x 18 0.426314 x 20 0.635083 x 21 0.00549336 x 22 0.0376162 x 23 0.523051 x 24 0.165541 x 26 0.282078 x 27 0.957939 x 28 0.219134 x 29 0.370111 x 30 0.00210452 x 31 0.280565 x 33 0.100837 x 34 0.218386 x 35 0.628274 x 36 0.925558 x 37 0.656103 x 38 0.00231975 x 41 0.975345 x 42 1.90163 x 44 0.00238641 x 45 0.535802 x 46 0.260581 x 48 0.621333 x 49 0.234462 x 50 0.839229 x 51 0.00722268 x 52 0.221758 x 53 0.00460692 x 55 1.09138 x 56 0.51394 x 57 7.03076 x 58 0.00193231 x 11 0.0175195 x 12 0.000950869 x 13 0.0113439 x 14 0.0292721 x 15 0.10855 x 16 0.00346077 x 18 0.00373221 x 19 0.37126 x 20 0.218707 x 21 0.215769 x 22 0.061449 x 23 0.0425965 x 24 0.13181 x 25 1.95116 x 26 0.386482 x 27 0.00737358 x 28 0.0645703 x 29 0.119397 x 30 0.418365 x 31 0.0766313 x 32 0.0196057 x 33 0.0124884 x 34 0.528509 x 35 0.0312413 x 36 0.583284 x 37 0.665285 x 38 0.053845 x 39 0.0629717 x 40 1.32089 x 41 0.113077 x 42 0.146469 x 43 0.114612 x 44 0.414102 x 45 0.124704 x 46 0.0039042 x 47 1.22528 x 48 0.12234 x 49 0.270508 x 50 1.545 x 51 0.376268 x 52 0.0645523 x 53 0.0273282 x 54 1.09851 x 55 0.0961897 x 56 1.40017 x 57 18.2132 x 58 6 v 2.65432 2.34568 5 8-4.3003547 49 0 0 0.0799258 x 11 0.438099 x 12 1.23109 x 13 2.22061 x 14 2.01563 x 15 0.601938 x 16 0.00997236 x 18 0.00596077 x 19 0.748419 x 20 0.0154484 x 21 0.00917357 x 22 0.487471 x 23 0.179125 x 24 0.132532 x 25 1.68562 x 26 1.25588 x 27 0.121714 x 28 0.202903 x 29 0.087258 x 30 0.00576075 x 31 1.03424 x 32 0.566366 x 33 0.176041 x 34 0.153873 x 35 0.0159587 x 36 0.0338202 x 37 0.0413298 x 38 0.00154475 x 39 0.33971 x 40 0.371579 x 41 0.0359453 x 42 1.02014 x 43 0.0338784 x 44 0.00294318 x 45 0.00490881 x 46 0.146644 x 47 0.0483539 x 48 0.370545 x 49 0.0192783 x 50 0.0258199 x 51 0.0783256 x 52 0.0173369 x 53 0.0401888 x 54 0.0493674 x 55 0.000152514 x 56 0.697021 x 57 9.90543 x 58 0.0086869 x 10 0.0164858 x 11 0.00430016 x 12 0.0119691 x 13 0.315344 x 14 1.12767 x 15 1.13081 x 16 4.86134e-05 x 17 0.00577118 x 18 0.0897159 x 19 0.00561558 x 20 0.0469682 x 21 0.106062 x 22 0.0874388 x 23 0.269884 x 24 0.0845148 x 25 0.64639 x 26 0.345971 x 27 0.0181184 x 28 0.433266 x 29 0.416061 x 30 0.418526 x 31 0.073861 x 32 0.282482 x 33 0.338495 x 34 0.205215 x 35 0.0683647 x 36 0.0157295 x 37 0.0149216 x 38 0.00219423 x 39 0.179639 x 40 0.0795195 x 41 0.143055 x 42 0.00133079 x 43 0.537859 x 44 0.447381 x 45 1.12803 x 46 0.000479311 x 47 0.153097 x 48 0.389723 x 49 0.024641 x 50 0.303116 x 51 0.313091 x 52 0.134449 x 53 0.0351212 x 54 0.364303 x 55 0.019342 x 56 1.78861 x 57 32.6007 x 58 7 v 2.77399 2.22601 5 6-4.0938941 47 0 0 0.106284 x 10 0.400372 x 11 0.504186 x 12 0.288539 x 13 0.000189794 x 14 0.326047 x 15 0.382221 x 17 1.12736 x 18 0.891503 x 20 0.00100721 x 21 0.0379481 x 22 0.52224 x 23 0.0546513 x 24 0.0346228 x 26 0.582346 x 27 0.374468 x 28 1.20892 x 29 0.944281 x 30 0.00292775 x 31 0.104955 x 33 1.18281 x 34 0.92631 x 35 0.122112 x 36 0.195639 x 37 0.163357 x 38 0.0378837 x 40 0.0186766 x 41 0.00359672 x 42 0.0499225 x 44 0.138943 x 45 0.00885858 x 46 0.334491 x 48 0.00569762 x 49 0.235699 x 50 0.117456 x 51 0.241834 x 52 0.0248467 x 53 0.00661576 x 55 0.0305343 x 56 1.07601 x 57 6.53961 x 58 0.0354701 x 11 0.125678 x 12 0.148573 x 13 0.0970773 x 14 0.0693893 x 15 1.48377 x 16 0.00251168 x 18 0.329366 x 19 0.155683 x 20 0.0391117 x 21 0.0600127 x 22 0.00502441 x 23 0.11794 x 24 0.846539 x 25 0.0675289 x 26 0.0442765 x 27 0.0192031 x 28 0.0221332 x 29 0.0658696 x 30 0.255805 x 31 0.589608 x 32 0.643239 x 33 0.237335 x 34 0.0295592 x 35 0.463823 x 36 0.771122 x 37 0.539587 x 38 0.000719763 x 39 0.397736 x 40 0.00178294 x 41 0.0977978 x 42 0.340997 x 43 0.107336 x 44 0.000236601 x 45 6.4626e-05 x 46 0.342109 x 47 0.430548 x 48 0.00191535 x 49 0.239656 x 50 0.322846 x 51 0.084053 x 52 0.0751882 x 53 0.0150435 x 54 0.0535949 x 55 0.00627153 x 56 2.39991 x 57 22.4608 x 58 8 v 1.84233 3.15767 5 6-4.0279241 47 0 0 0.0109499 x 10 0.0342791 x 11 0.0566541 x 12 0.0424129 x 13 0.00146189 x 14 0.031137 x 15 0.0511996 x 17 0.255325 x 18 0.506237 x 20 0.07347 x 21 0.226599 x 22 0.168821 x 23 0.399613 x 24 0.220734 x 26 0.176682 x 27 0.435673 x 28 0.343465 x 29 1.65191 x 30 0.056768 x 31 0.0993144 x 33 0.302842 x 34 0.014713 x 35 0.246586 x 36 1.1731 x 37 0.53762 x 38 1.38022 x 40 0.262519 x 41 0.060078 x 42 0.163079 x 44 0.0266368 x 45 0.257281 x 46 0.257489 x 48 0.00140878 x 49 0.106749 x 50 0.0553346 x 51 0.0726798 x 52 0.0011789 x 53 0.322845 x 55 0.0055649 x 56 2.00433 x 57 12.851 x 58 0.00464828 x 11 0.0121063 x 12 0.0286263 x 13 0.0205617 x 14 0.00417777 x 15 0.184866 x 16 0.00223508 x 18 0.030725 x 19 0.0194576 x 20 0.0613682 x 21 0.0245148 x 22 0.0959688 x 23 0.00406619 x 24 0.201472 x 25 0.148971 x 26 0.00219226 x 27 0.0105804 x 28 0.044817 x 29 0.0510652 x 30 0.18369 x 31 0.246037 x 32 0.0316217 x 33 0.000125257 x 34 0.000759356 x 35 0.0018887 x 36 0.596222 x 37 0.0701783 x 38 0.000590028 x 39 0.00067171 x 40 0.196268 x 41 0.0597118 x 42 0.847555 x 43 0.000176521 x 44 0.000393293 x 45 0.0199441 x 46 0.0917726 x 47 0.0603958 x 48 0.0200278 x 49 0.208781 x 50 0.465781 x 51 0.0495436 x 52 0.037778 x 53 0.017403 x 54 0.326331 x 55 0.00235107 x 56 0.6377 x 57 23.9278 x 58 9 v 2.1128 2.8872 5 1942-2.7014849 49 0 0 0.0114729 x 10 2.02094 x 11 12.2785 x 12 20.8265 x 13 24.1879 x 14 32.5934 x 15 43.2055 x 16 3.23396 x 17 7.75155 x 18 53.5007 x 19 12.2599 x 20 19.838 x 21 25.9961 x 22 38.3791 x 23 30.3213 x 24 41.9293 x 25 20.9584 x 26 30.5038 x 27 16.7181 x 28 39.4498 x 29 19.9362 x 30 30.312 x 31 41.5893 x 32 32.9429 x 33 27.0148 x 34 36.106 x 35 8.71313 x 36 23.4184 x 37 14.8644 x 38 42.2904 x 39 30.4091 x 40 22.2648 x 41 15.918 x 42 36.1079 x 43 20.8817 x 44 28.6978 x 45 32.6374 x 46 43.4609 x 47 32.0947 x 48 27.5999 x 49 16.6959 x 50 25.0441 x 51 21.7454 x 52 9.75003 x 53 6.05003 x 54 15.844 x 55 33.3849 x 56 199.581 x 57 6177.59 x 58 0.0203546 x 10 1.04414 x 11 3.0987 x 12 5.88533 x 13 16.5139 x 14 20.0219 x 15 19.2245 x 16 0.29343 x 17 5.09388 x 18 9.75127 x 19 10.1648 x 20 3.53754 x 21 6.91017 x 22 18.5505 x 23 14.9306 x 24 24.3286 x 25 14.452 x 26 14.3898 x 27 10.0579 x 28 15.8593 x 29 15.452 x 30 18.8097 x 31 29.6501 x 32 22.5391 x 33 21.4636 x 34 21.4904 x 35 5.9405 x 36 24.8308 x 37 8.60627 x 38 31.1464 x 39 30.0502 x 40 13.8514 x 41 10.1187 x 42 35.1992 x 43 15.3091 x 44 21.2939 x 45 27.9631 x 46 31.3823 x 47 29.4039 x 48 23.6545 x 49 16.1311 x 50 24.2723 x 51 23.8943 x 52 13.5703 x 53 5.74647 x 54 17.022 x 55 30.541 x 56 213.189 x 57 8932.36 x 58 10 v 5.21513 0.784871 6 1-7.83512 7 12 7 4 0.426872 x 61 0.112031 x 71 0.16542 x 72 0.00081487 x 83 0.0523929 x 89 0.00996152 x 95 0.017369 x 96 1.35447 x 59 3.79809 x 60 0.804936 x 62 0.503896 x 69 0.338617 x 70 0.239356 x 79 0.025764 x 81 0.0664582 x 86 0.0240466 x 91 0.0125677 x 92 0.0251051 x 95 0.021801 x 96 3.58383 x 0 1.21469 x 2 0.278805 x 4 0.0090927 x 5 0.106284 x 7 0.0109499 x 8 0.0114729 x 9 0.64834 x 1 0.107467 x 3 0.0086869 x 6 0.0203546 x 9 11 v 4.43454 1.56546 6 3-8.3274617 23 10 10 0.364135 x 59 1.77462 x 60 0.577248 x 61 0.0284027 x 62 0.510902 x 69 0.295311 x 70 0.000522715 x 71 0.0476112 x 72 0.353034 x 79 0.00827008 x 81 0.022299 x 83 0.0046392 x 86 0.0184959 x 89 0.012895 x 91 0.0630064 x 92 0.018114 x 95 0.596745 x 96 3.50879 x 59 0.0364992 x 60 2.10807 x 61 4.48303 x 62 3.89405 x 63 0.373828 x 68 0.0245815 x 69 0.00026749 x 70 1.14495 x 71 1.37288 x 72 0.997446 x 74 0.0862405 x 77 0.037021 x 79 0.0924774 x 81 0.00314122 x 83 0.128395 x 86 0.0675346 x 88 0.421514 x 89 0.00892708 x 90 0.0129629 x 91 0.0206697 x 92 0.106368 x 95 0.373778 x 96 1.04549 x 0 5.23576 x 1 1.98345 x 2 1.4983 x 3 0.978343 x 4 0.0266729 x 5 0.0799258 x 6 0.400372 x 7 0.0342791 x 8 2.02094 x 9 2.84295 x 0 0.244323 x 1 0.374143 x 2 0.0897065 x 3 0.0424457 x 4 0.00193231 x 5 0.0164858 x 6 0.0354701 x 7 0.00464828 x 8 1.04414 x 9 12 v 3.91173 2.08827 6 5-8.5653223 27 10 10 1.46885 x 59 1.17221 x 60 0.0771124 x 61 0.882378 x 62 2.15561 x 63 0.82124 x 68 0.375411 x 69 0.00107482 x 70 0.299655 x 71 0.145482 x 72 1.35947 x 74 0.062272 x 77 0.00507888 x 79 0.190373 x 81 0.042638 x 83 0.0576899 x 86 0.0767585 x 88 0.00193944 x 89 0.0642798 x 90 0.00456182 x 91 0.0156524 x 92 0.0887807 x 95 1.07251 x 96 4.65286 x 59 0.0862007 x 60 1.24145 x 61 1.63863 x 62 3.19246 x 63 3.2661 x 65 1.84039 x 68 0.795157 x 69 2.04952 x 70 0.00277217 x 71 1.55814 x 72 1.20579 x 73 0.00393907 x 74 0.0317925 x 77 0.360137 x 78 0.810328 x 79 0.0187017 x 81 0.182658 x 83 0.00026482 x 86 0.0825401 x 88 0.630534 x 89 0.0178204 x 90 0.000413131 x 91 0.138392 x 92 0.0257316 x 93 0.231503 x 95 5.49386 x 96 0.00580751 x 0 0.814052 x 1 0.264961 x 2 3.82482 x 3 1.34093 x 4 0.0303625 x 5 0.438099 x 6 0.504186 x 7 0.0566541 x 8 12.2785 x 9 4.46231 x 0 1.34743 x 1 1.02287 x 2 0.213611 x 3 0.136527 x 4 0.0175195 x 5 0.00430016 x 6 0.125678 x 7 0.0121063 x 8 3.0987 x 9 13 v 3.5942 2.4058 6 7-8.6319427 31 10 10 3.31768 x 59 0.977611 x 60 0.0171288 x 61 0.131491 x 62 0.00760036 x 63 2.56578 x 65 3.01963 x 68 0.00535114 x 69 0.545133 x 70 0.302648 x 71 0.071341 x 72 2.47504 x 73 0.417583 x 74 0.081617 x 77 0.544818 x 78 0.251323 x 79 0.0037727 x 81 0.00784497 x 83 0.00239011 x 86 0.0722974 x 88 3.71454e-05 x 89 0.0455506 x 90 0.0395399 x 91 0.000177219 x 92 0.0722094 x 93 0.140878 x 95 1.72356 x 96 4.79517 x 59 1.36632 x 60 0.0808703 x 61 0.00629008 x 62 0.738144 x 63 5.16634 x 65 3.34828 x 66 2.06262 x 68 0.605602 x 69 1.09758 x 70 0.730429 x 71 0.106192 x 72 0.427452 x 73 2.7135 x 74 0.191682 x 76 0.617896 x 77 0.0995975 x 78 0.208684 x 79 0.983023 x 80 1.46854 x 81 0.0865654 x 82 0.860355 x 83 0.454406 x 86 0.119141 x 88 0.276805 x 89 0.13089 x 90 0.0587962 x 91 0.665256 x 92 0.000905531 x 93 0.6337 x 95 9.05751 x 96 0.106856 x 0 0.288873 x 1 1.62215 x 2 0.112401 x 3 0.63867 x 4 0.00148126 x 5 1.23109 x 6 0.288539 x 7 0.0424129 x 8 20.8265 x 9 3.11519 x 0 4.3566 x 1 1.29205 x 2 1.50401 x 3 0.496778 x 4 0.000950869 x 5 0.0119691 x 6 0.148573 x 7 0.0286263 x 8 5.88533 x 9 14 v 3.4019 2.5981 6 9-8.6063331 35 10 10 5.75159 x 59 0.421258 x 60 0.0726016 x 61 0.121989 x 62 0.390319 x 63 0.166486 x 65 4.22525 x 66 0.982609 x 68 0.427698 x 69 0.0672932 x 70 0.0300985 x 71 0.0893834 x 72 4.04906 x 73 0.354502 x 74 0.649485 x 76 0.501998 x 77 0.0182993 x 78 0.0067453 x 79 2.49676 x 80 0.315489 x 81 0.161295 x 82 0.0355307 x 83 0.095152 x 86 0.139803 x 88 0.00279343 x 89 0.000150779 x 90 0.0141228 x 91 0.0141183 x 92 0.00917634 x 93 0.505818 x 95 1.26533 x 96 4.25643 x 59 1.00382 x 60 0.288542 x 61 0.512115 x 62 0.983294 x 63 1.35063 x 65 6.3841 x 66 3.29093 x 67 0.811202 x 68 0.0464294 x 69 0.392722 x 70 0.559265 x 71 0.884617 x 72 4.56217 x 73 0.000209546 x 74 0.41758 x 76 1.81613 x 77 0.635991 x 78 1.13837 x 79 0.0096472 x 80 0.845646 x 81 0.0647424 x 82 0.234375 x 83 0.0645267 x 84 0.311761 x 85 0.511141 x 86 0.853593 x 88 0.354172 x 89 0.00106162 x 90 1.0777 x 91 0.859702 x 92 0.119468 x 93 0.112844 x 94 0.768546 x 95 13.0926 x 96 0.0963835 x 0 0.754716 x 1 0.431594 x 2 2.91492 x 3 0.00872101 x 4 2.76581e-05 x 5 2.22061 x 6 0.000189794 x 7 0.00146189 x 8 24.1879 x 9 1.68594 x 0 3.67414 x 1 0.425384 x 2 0.46147 x 3 0.177023 x 4 0.0113439 x 5 0.315344 x 6 0.0970773 x 7 0.0205617 x 8 16.5139 x 9 15 v 3.32811 2.67189 6 11-8.4985733 37 10 10 8.60637 x 59 0.246079 x 60 0.00960894 x 61 0.0264991 x 62 0.0514938 x 63 0.19523 x 65 0.181492 x 66 7.20641 x 67 0.420906 x 68 0.649503 x 69 0.00140513 x 70 0.130249 x 71 0.00224693 x 72 0.574947 x 73 0.611895 x 74 3.1956 x 76 0.00786388 x 77 0.500787 x 78 0.134858 x 79 1.61004 x 80 0.0046641 x 82 0.242569 x 84 1.39822 x 85 0.00167575 x 86 0.0589186 x 88 0.0022982 x 89 0.00931816 x 90 0.073226 x 91 0.0227324 x 92 0.0350618 x 93 0.593834 x 94 0.22624 x 95 2.3576 x 96 3.1875 x 59 0.754138 x 60 1.36916 x 61 0.0767934 x 62 0.109508 x 63 2.21277 x 64 0.698584 x 65 1.05525 x 66 8.65274 x 67 1.71316 x 68 1.1733 x 69 0.00573051 x 70 0.0114649 x 71 0.261459 x 72 1.53068 x 73 1.82803 x 74 0.00569829 x 75 2.34549 x 76 0.0538829 x 77 0.123428 x 78 0.328995 x 79 4.45709 x 80 0.970535 x 81 0.352276 x 82 0.0897059 x 83 0.00891049 x 84 0.0138466 x 85 9.15418e-05 x 87 0.00271646 x 88 0.681568 x 89 0.0116134 x 90 2.82559 x 91 0.496886 x 92 0.10694 x 93 0.00245253 x 94 2.22909 x 95 18.8608 x 96 0.0526684 x 0 0.536089 x 1 0.0815867 x 2 0.120539 x 3 0.849973 x 4 0.0015789 x 5 2.01563 x 6 0.326047 x 7 0.031137 x 8 32.5934 x 9 0.811945 x 0 1.68291 x 1 2.92268 x 2 2.48798 x 3 0.232081 x 4 0.0292721 x 5 1.12767 x 6 0.0693893 x 7 0.00417777 x 8 20.0219 x 9 16 v 3.51976 2.48024 6 13-8.1837933 38 4 10 11.3054 x 59 0.899493 x 60 0.0151722 x 62 0.00129878 x 63 9.26245 x 64 0.00372918 x 65 0.14963 x 66 0.114434 x 67 0.00986258 x 68 0.0677556 x 69 0.0173067 x 70 0.0586319 x 73 0.149196 x 74 0.091784 x 75 1.05736 x 76 0.0531347 x 77 0.524685 x 78 0.0366525 x 79 0.0232038 x 80 0.0619582 x 81 0.555663 x 82 0.726011 x 84 2.7811 x 85 0.00187226 x 86 0.000633452 x 87 0.0784015 x 88 0.0456398 x 90 0.0537911 x 91 0.00184161 x 92 0.000314836 x 93 1.08619 x 94 1.34803 x 95 1.65939 x 96 1.67393 x 59 0.162769 x 60 1.58442 x 61 0.0681612 x 62 0.549083 x 63 13.4718 x 64 0.118215 x 65 1.04049 x 66 0.123537 x 67 0.903255 x 68 3.17043 x 69 0.0922215 x 70 2.04991 x 71 0.852995 x 72 0.253171 x 73 2.20242 x 74 0.0507317 x 75 5.29892 x 76 0.656849 x 77 4.66366 x 78 0.79283 x 79 0.419589 x 80 1.82496 x 81 1.65669 x 82 0.0712017 x 83 2.35241 x 84 6.3218 x 85 0.00955598 x 86 0.00356376 x 87 0.807041 x 88 0.272856 x 89 0.192805 x 90 0.835723 x 91 0.185436 x 92 0.000274831 x 93 1.68138 x 94 4.6087 x 95 10.7317 x 96 0.308519 x 1 1.64046 x 3 0.601938 x 6 43.2055 x 9 0.76591 x 0 0.347495 x 1 2.62965 x 2 3.07 x 3 3.29672 x 4 0.10855 x 5 1.13081 x 6 1.48377 x 7 0.184866 x 8 19.2245 x 9 17 v 4.13032 1.86968 6 1-7.51754 7 12 7 4 1.02129 x 61 0.34073 x 71 0.0118519 x 72 0.0467425 x 83 0.206567 x 89 0.038058 x 95 0.204439 x 96 0.164725 x 59 1.59062 x 60 0.375386 x 62 0.283668 x 69 1.08943 x 70 1.3836 x 79 0.05134 x 81 0.150711 x 86 0.00939222 x 91 0.783454 x 92 0.00979722 x 95 0.238192 x 96 0.270507 x 0 0.12331 x 2 0.0539136 x 4 0.0152005 x 5 0.382221 x 7 0.0511996 x 8 3.23396 x 9 1.56002 x 1 0.0161682 x 3 4.86134e-05 x 6 0.29343 x 9 18 v 3.64866 2.35134 6 3-7.4737317 23 10 10 0.0141338 x 59 0.271804 x 60 1.7891 x 61 0.168828 x 62 0.830879 x 69 0.299678 x 70 0.124109 x 71 0.19123 x 72 1.00525 x 79 0.0528916 x 81 0.0160712 x 83 0.0347121 x 86 0.0143117 x 89 0.070504 x 91 0.448345 x 92 0.0707811 x 95 1.65132 x 96 0.176852 x 59 1.34679 x 60 0.609716 x 61 0.622094 x 62 0.0556828 x 63 1.41486 x 68 0.0227694 x 69 2.0817 x 70 0.0288687 x 71 0.61319 x 72 0.0834964 x 74 1.23412 x 77 0.513005 x 79 0.21946 x 81 0.151146 x 83 1.48298 x 86 0.43937 x 88 0.774984 x 89 0.477063 x 90 0.200599 x 91 0.00632735 x 92 0.670223 x 95 3.72054 x 96 0.372814 x 0 0.330376 x 1 0.132475 x 2 0.0403669 x 3 0.563962 x 4 0.361708 x 5 0.00997236 x 6 1.12736 x 7 0.255325 x 8 7.75155 x 9 0.0880523 x 0 0.888722 x 1 0.783245 x 2 0.183578 x 3 0.00244638 x 4 0.00346077 x 5 0.00577118 x 6 0.00251168 x 7 0.00223508 x 8 5.09388 x 9 19 v 4.3201 1.6799 6 13-6.5782233 37 4 10 0.402319 x 59 6.88871 x 60 2.52218 x 62 0.00895787 x 63 1.8621 x 64 0.203014 x 65 0.16302 x 66 0.0053678 x 67 0.0398393 x 68 0.15696 x 69 1.20229 x 70 0.0035169 x 73 0.197132 x 74 0.0183413 x 75 0.52588 x 76 0.0338654 x 77 0.464506 x 78 0.0464442 x 79 0.25698 x 80 0.0168405 x 81 0.164103 x 82 1.27428 x 84 0.227695 x 85 0.487635 x 86 0.125714 x 87 0.00498582 x 88 0.144738 x 90 0.00620311 x 91 6.8666e-05 x 92 1.92228e-05 x 93 0.0130927 x 94 0.763203 x 95 3.60803 x 96 0.0814104 x 59 0.0235841 x 60 0.137 x 61 4.54872 x 62 3.87966 x 63 2.12002 x 64 3.7961 x 65 2.57764 x 66 2.48305 x 67 1.27391 x 68 0.907171 x 70 1.07496 x 71 1.77144 x 72 0.0388065 x 73 0.300522 x 74 20.5401 x 75 1.27012 x 76 0.0542401 x 77 1.63136 x 78 0.613536 x 79 3.71012 x 80 0.25462 x 81 2.50245 x 82 0.318378 x 83 2.55517 x 84 0.0571262 x 85 0.554364 x 86 0.0948276 x 87 0.389275 x 88 0.462747 x 89 0.571577 x 90 0.495883 x 91 0.0273236 x 92 0.264899 x 93 1.19804 x 94 2.49154 x 95 17.0888 x 96 2.11669 x 1 0.537718 x 3 0.00596077 x 6 53.5007 x 9 10.0685 x 0 0.981109 x 1 0.0817472 x 2 0.405418 x 3 0.0963566 x 4 0.00373221 x 5 0.0897159 x 6 0.329366 x 7 0.030725 x 8 9.75127 x 9 20 v 3.35778 2.64222 6 5-7.2655223 27 10 10 0.023367 x 59 0.0329597 x 60 1.82914 x 61 0.00354491 x 62 1.07045 x 63 0.0948896 x 68 1.29029 x 69 0.031618 x 70 0.0264394 x 71 0.0119612 x 72 0.388432 x 74 1.58952 x 77 0.0214913 x 79 0.506304 x 81 0.10096 x 83 0.210428 x 86 0.247994 x 88 0.06305 x 89 0.29274 x 90 0.0519786 x 91 0.0444321 x 92 0.10021 x 95 5.17865 x 96 0.0768676 x 59 0.504996 x 60 1.0421 x 61 0.290807 x 62 0.109575 x 63 0.122504 x 65 1.68532 x 68 0.00607944 x 69 0.523561 x 70 0.144785 x 71 0.443511 x 72 0.535768 x 73 0.35393 x 74 2.39415 x 77 0.414853 x 78 0.00262171 x 79 0.581107 x 81 0.0518966 x 83 1.81215 x 86 0.140522 x 88 0.0383984 x 89 1.76505 x 90 0.904022 x 91 0.72209 x 92 0.365948 x 93 1.23477 x 95 10.5212 x 96 0.198309 x 0 0.503921 x 1 0.0773555 x 2 0.122888 x 3 1.05389 x 4 0.426314 x 5 0.748419 x 6 0.891503 x 7 0.506237 x 8 12.2599 x 9 0.155167 x 0 0.141086 x 1 0.417292 x 2 0.202433 x 3 1.57809 x 4 0.37126 x 5 0.00561558 x 6 0.155683 x 7 0.0194576 x 8 10.1648 x 9 21 v 4.23654 1.76346 6 5-6.2890123 27 10 10 0.000195586 x 59 1.7483 x 60 0.22484 x 61 2.41933 x 62 0.114504 x 63 0.111817 x 68 0.143591 x 69 0.273407 x 70 0.00293736 x 71 1.26261 x 72 0.0428076 x 74 0.0419413 x 77 0.033735 x 79 0.0146721 x 81 0.0248784 x 83 0.00457779 x 86 0.0054794 x 88 0.00443425 x 89 2.96504e-05 x 90 0.00201242 x 91 0.0614211 x 92 0.329705 x 95 1.94988 x 96 0.00143062 x 59 0.218027 x 60 0.395159 x 61 0.157868 x 62 1.12289 x 63 0.016647 x 65 0.329366 x 68 2.84699 x 69 0.0453128 x 70 2.04742 x 71 0.266461 x 72 0.4626 x 73 0.0252515 x 74 0.462153 x 77 1.32016 x 78 0.468215 x 79 0.227137 x 81 0.00104362 x 83 1.0078 x 86 0.00205106 x 88 0.114193 x 89 0.0532458 x 90 0.306302 x 91 1.1832 x 92 0.204859 x 93 2.8308 x 95 15.0659 x 96 0.468907 x 0 0.0165099 x 1 0.0310019 x 2 0.0611044 x 3 0.0421048 x 4 0.635083 x 5 0.0154484 x 6 0.00100721 x 7 0.07347 x 8 19.838 x 9 0.613127 x 0 1.42306 x 1 1.87491 x 2 0.740834 x 3 0.261425 x 4 0.218707 x 5 0.0469682 x 6 0.0391117 x 7 0.0613682 x 8 3.53754 x 9 22 v 4.08412 1.91588 6 7-6.3479827 31 10 10 0.000283401 x 59 2.42395 x 60 0.784832 x 61 0.449889 x 62 1.38805 x 63 0.177433 x 65 0.92365 x 68 0.177887 x 69 1.3006 x 70 0.0194134 x 71 0.381864 x 72 0.0872845 x 73 0.106003 x 74 0.120088 x 77 0.114543 x 78 0.000147274 x 79 0.572516 x 81 0.00372053 x 83 0.163686 x 86 0.0100013 x 88 0.317055 x 89 0.000310706 x 90 0.00123039 x 91 0.169781 x 92 0.0414426 x 93 0.197184 x 95 3.47799 x 96 0.00767176 x 59 0.288413 x 60 1.16348 x 61 0.466294 x 62 0.956582 x 63 1.41841 x 65 0.0137592 x 66 0.277297 x 68 1.17762 x 69 0.365923 x 70 0.289438 x 71 0.156337 x 72 0.442019 x 73 2.63219 x 74 1.5169 x 76 0.744303 x 77 0.46651 x 78 0.206648 x 79 0.680482 x 80 1.53568 x 81 3.16823 x 82 0.0379518 x 83 0.293798 x 86 0.222311 x 88 0.164157 x 89 0.634372 x 90 0.0155682 x 91 0.0289819 x 92 0.000261758 x 93 1.092 x 95 22.1248 x 96 0.635051 x 0 0.282101 x 1 1.17257 x 2 0.000240505 x 3 0.223489 x 4 0.00549336 x 5 0.00917357 x 6 0.0379481 x 7 0.226599 x 8 25.9961 x 9 2.1822 x 0 2.10624 x 1 1.08745 x 2 0.205219 x 3 0.513149 x 4 0.215769 x 5 0.106062 x 6 0.0600127 x 7 0.0245148 x 8 6.91017 x 9 23 v 3.83449 2.16551 6 11-6.5618933 38 10 10 0.075669 x 59 3.95828 x 60 3.76161 x 61 0.319728 x 63 0.478637 x 65 1.17845 x 66 0.830383 x 67 0.114903 x 68 0.0388248 x 69 0.13202 x 70 0.70166 x 71 0.182749 x 72 0.092043 x 73 0.0749264 x 74 0.0453219 x 76 0.867084 x 77 0.670066 x 78 0.287678 x 79 1.61726 x 80 0.334241 x 81 0.22473 x 82 0.0010667 x 83 0.719159 x 84 0.195748 x 85 0.13926 x 86 0.0112241 x 88 0.00775365 x 89 0.12731 x 90 0.0143476 x 91 0.139462 x 93 0.388099 x 94 0.85143 x 95 5.239 x 96 0.0501782 x 59 0.226064 x 60 1.12122 x 61 0.774692 x 62 0.729316 x 63 0.136179 x 64 1.12675 x 65 2.29128 x 66 4.6293 x 67 0.00773907 x 68 0.000971733 x 69 0.635763 x 70 0.190955 x 71 0.143982 x 72 0.165428 x 73 0.0770479 x 74 3.93851 x 75 0.490073 x 76 0.175292 x 77 0.00338365 x 78 0.0854467 x 79 3.05428 x 80 1.26469 x 81 0.00522071 x 82 0.289036 x 83 6.12173 x 84 0.717423 x 85 0.766848 x 86 0.0815868 x 87 1.41707e-05 x 88 0.0719298 x 89 2.42154 x 90 0.161054 x 91 0.159181 x 92 0.00455557 x 93 0.245414 x 94 2.88849 x 95 28.9261 x 96 0.547763 x 0 1.3535 x 1 0.131853 x 2 0.0087524 x 3 0.541966 x 4 0.0376162 x 5 0.487471 x 6 0.52224 x 7 0.168821 x 8 38.3791 x 9 3.47854 x 0 0.150788 x 1 0.250723 x 2 0.879789 x 3 0.259914 x 4 0.061449 x 5 0.0874388 x 6 0.00502441 x 7 0.0959688 x 8 18.5505 x 9 24 v 3.8242 2.1758 6 9-6.5122931 34 10 10 0.009382 x 59 3.20181 x 60 1.776 x 61 0.116728 x 62 0.698551 x 63 1.43588 x 65 0.235804 x 66 0.171768 x 68 0.170189 x 69 0.528022 x 70 0.0471574 x 71 0.00877965 x 72 0.818082 x 73 0.0367137 x 74 0.0390295 x 76 1.57455 x 77 0.20445 x 78 0.0177455 x 79 0.39119 x 80 0.111251 x 81 0.128477 x 82 0.0176495 x 83 0.545675 x 86 0.0265688 x 88 0.0386043 x 89 0.672825 x 90 0.00323068 x 91 7.28689e-05 x 92 0.00837905 x 93 0.403713 x 95 6.14351 x 96 0.020876 x 59 0.32111 x 60 1.37929 x 61 0.710715 x 62 0.738922 x 63 1.43142 x 65 2.66963 x 66 0.0387857 x 67 0.0361704 x 68 0.18389 x 69 0.553707 x 70 0.650684 x 72 0.880702 x 73 1.09047 x 74 0.867634 x 76 3.90477e-05 x 77 2.5101 x 78 0.0529987 x 79 0.202203 x 80 0.0550976 x 81 4.09844 x 82 0.00116037 x 83 4.5598 x 84 0.0795187 x 85 0.451123 x 86 0.0745193 x 88 0.972016 x 89 0.306732 x 90 0.0547605 x 91 0.0133305 x 92 0.213231 x 93 0.810972 x 94 2.48009 x 95 23.9071 x 96 0.673043 x 0 0.981441 x 1 0.660754 x 2 0.47988 x 3 0.144743 x 4 0.523051 x 5 0.179125 x 6 0.0546513 x 7 0.399613 x 8 30.3213 x 9 3.10614 x 0 0.655371 x 1 0.0840891 x 2 0.348426 x 3 0.0226126 x 4 0.0425965 x 5 0.269884 x 6 0.11794 x 7 0.00406619 x 8 14.9306 x 9 25 v 3.38652 2.61348 6 13-6.9378333 38 4 10 0.284931 x 59 3.39701 x 60 5.44678 x 62 0.000548991 x 63 1.92481 x 64 0.839512 x 65 0.979735 x 66 0.402263 x 67 0.172603 x 68 0.331988 x 69 0.0146381 x 70 0.134324 x 73 0.326496 x 74 4.01567 x 75 0.160338 x 76 0.0108465 x 77 0.505932 x 78 0.00234593 x 79 1.3234 x 80 0.113485 x 81 0.892039 x 82 0.0245241 x 84 0.650892 x 85 0.915362 x 86 0.12105 x 87 0.128309 x 88 0.19947 x 90 0.0257871 x 91 0.133197 x 92 0.094498 x 93 0.619418 x 94 1.41052 x 95 8.3719 x 96 0.0649326 x 59 0.590743 x 60 0.305036 x 61 0.240181 x 62 0.730412 x 63 4.01614 x 64 0.235484 x 65 0.0672216 x 66 1.74793 x 67 0.555858 x 68 0.044948 x 69 3.84644 x 70 0.506922 x 71 0.00745825 x 72 0.403941 x 73 0.013886 x 74 0.399991 x 75 0.358253 x 76 3.69785 x 77 0.991739 x 78 0.572841 x 79 0.401234 x 80 0.00649719 x 81 1.61 x 82 0.074889 x 83 1.67746 x 84 2.41325 x 85 0.140049 x 86 5.09203 x 87 0.067052 x 88 1.09376 x 89 0.0583296 x 90 0.0402409 x 91 0.848693 x 92 0.314397 x 93 0.0461427 x 94 7.97947 x 95 28.7623 x 96 0.0063675 x 1 1.9563 x 3 0.132532 x 6 41.9293 x 9 0.459055 x 0 2.34872 x 1 4.83738 x 2 0.687866 x 3 0.048734 x 4 0.13181 x 5 0.0845148 x 6 0.846539 x 7 0.201472 x 8 24.3286 x 9 26 v 3.36852 2.63148 6 7-6.8192926 31 10 10 0.0193974 x 59 0.168619 x 60 0.632001 x 61 0.0143135 x 62 0.50978 x 63 1.62426 x 65 0.387743 x 68 1.65153 x 69 0.194166 x 71 0.0226892 x 72 0.12103 x 73 0.973784 x 74 0.319276 x 77 0.767971 x 78 0.0630755 x 79 0.0008572 x 81 0.003504 x 83 0.0148995 x 86 0.00179697 x 88 0.043455 x 89 0.337606 x 90 0.235019 x 91 0.118327 x 92 0.287096 x 93 0.224298 x 95 9.68348 x 96 0.021072 x 59 0.00398738 x 60 0.712479 x 61 0.000629093 x 62 0.109004 x 63 0.0688857 x 65 0.921884 x 66 2.01276 x 68 0.0276335 x 69 0.00742771 x 70 0.00332268 x 71 0.510609 x 72 0.65899 x 73 0.0222606 x 74 0.336619 x 76 1.06766 x 77 0.501851 x 78 0.332618 x 79 0.086408 x 80 0.035041 x 81 0.0257998 x 82 0.0147765 x 83 0.053031 x 86 0.00975034 x 88 1.1986 x 89 1.42047 x 90 0.199479 x 91 0.0211436 x 92 0.840283 x 93 2.07985 x 95 24.2748 x 96 0.0819813 x 0 0.356145 x 1 0.0470351 x 2 0.0233139 x 3 0.0061012 x 4 0.165541 x 5 1.68562 x 6 0.0346228 x 7 0.220734 x 8 20.9584 x 9 0.355956 x 0 0.000289731 x 1 0.247633 x 2 0.339543 x 3 0.210541 x 4 1.95116 x 5 0.64639 x 6 0.0675289 x 7 0.148971 x 8 14.452 x 9 27 v 3.79817 2.20183 6 9-6.1522231 34 10 10 0.0126414 x 59 2.34559 x 60 0.380279 x 61 0.0730821 x 62 0.0393079 x 63 1.41712 x 65 1.28954 x 66 0.100719 x 68 1.05013 x 69 0.0586875 x 70 0.0497311 x 71 0.0514442 x 72 0.514443 x 73 0.701786 x 74 0.120049 x 76 0.0561156 x 77 1.30708 x 78 0.120003 x 79 0.0736166 x 80 0.197163 x 81 0.0268801 x 82 0.0111132 x 83 0.020522 x 86 0.010717 x 88 0.0233133 x 89 0.0514524 x 90 0.101982 x 91 0.0634966 x 92 0.0227577 x 93 0.739846 x 95 8.78549 x 96 0.00384363 x 59 0.213584 x 60 0.0749602 x 61 0.537052 x 62 0.525647 x 63 0.00061456 x 65 0.556099 x 66 2.75378 x 67 0.417439 x 68 0.216736 x 69 0.218918 x 70 0.400602 x 71 0.0036012 x 72 2.843 x 73 0.369194 x 74 2.19213 x 76 0.648181 x 78 0.116315 x 79 0.459018 x 80 0.634826 x 81 0.246434 x 82 0.0170126 x 83 0.00300425 x 84 0.950759 x 85 8.5032e-05 x 86 0.04174 x 88 0.0926096 x 89 0.111512 x 90 0.129708 x 91 0.613744 x 92 1.43486 x 93 0.211455 x 94 2.14412 x 95 33.0004 x 96 0.101648 x 0 0.336062 x 1 0.717675 x 2 0.0231459 x 3 0.203978 x 4 0.282078 x 5 1.25588 x 6 0.582346 x 7 0.176682 x 8 30.5038 x 9 1.27187 x 0 0.000281327 x 1 2.92284 x 2 0.118146 x 3 0.334195 x 4 0.386482 x 5 0.345971 x 6 0.0442765 x 7 0.00219226 x 8 14.3898 x 9 28 v 3.75217 2.24783 6 5-6.0903923 27 10 10 0.00136201 x 59 0.470883 x 60 0.244001 x 61 0.25238 x 62 1.34432 x 63 0.0734717 x 68 0.0762332 x 69 0.562042 x 70 0.210229 x 71 0.358775 x 72 0.433637 x 74 0.0317981 x 77 0.0245339 x 79 0.0137686 x 81 0.105534 x 83 0.197865 x 86 0.0238038 x 88 0.0145407 x 89 0.015662 x 90 0.272723 x 91 1.42477 x 92 0.679329 x 95 4.40733 x 96 0.000707241 x 59 0.568889 x 60 0.0351912 x 61 0.0454677 x 62 0.209096 x 63 0.701775 x 65 1.78958 x 68 0.926804 x 69 0.0445505 x 70 0.241834 x 71 0.00882182 x 72 1.40401 x 73 0.321069 x 74 0.717533 x 77 0.000887516 x 78 0.0111643 x 79 0.029074 x 81 0.0354157 x 83 0.249202 x 86 0.325192 x 88 0.0783301 x 89 0.733722 x 90 0.258062 x 91 0.912914 x 92 0.125381 x 93 1.67571 x 95 17.3103 x 96 0.00141419 x 0 0.102917 x 1 0.0327975 x 2 0.000332068 x 3 0.0154534 x 4 0.957939 x 5 0.121714 x 6 0.374468 x 7 0.435673 x 8 16.7181 x 9 0.135556 x 0 0.106404 x 1 0.676039 x 2 0.18703 x 3 0.020706 x 4 0.00737358 x 5 0.0181184 x 6 0.0192031 x 7 0.0105804 x 8 10.0579 x 9 29 v 3.9555 2.0445 6 11-5.8417635 38 10 10 0.0113042 x 59 3.13211 x 60 2.66816 x 61 0.809496 x 62 0.129834 x 63 0.583072 x 65 1.10994 x 66 0.176883 x 67 0.0753203 x 68 0.26473 x 69 0.331884 x 70 0.067215 x 71 0.756974 x 72 0.426698 x 73 1.01149 x 74 0.747463 x 76 0.224848 x 77 1.23384 x 78 0.0548382 x 79 0.0223741 x 80 5.44806e-05 x 81 0.518026 x 82 0.0159151 x 83 0.0179575 x 84 0.177824 x 85 0.0231797 x 86 0.156636 x 88 0.0415815 x 89 0.262835 x 90 0.115035 x 91 0.086366 x 92 0.000459808 x 93 9.69695e-05 x 94 0.658823 x 95 6.57582 x 96 0.00196085 x 59 0.0700323 x 60 0.00156702 x 61 1.18384 x 62 1.17773 x 63 3.20325 x 64 0.71825 x 65 0.0245309 x 66 1.15595 x 67 0.17581 x 68 0.339645 x 69 0.0338241 x 70 0.306669 x 71 1.42846 x 72 1.20242 x 73 0.00852661 x 74 1.15791 x 75 0.459701 x 76 0.401582 x 77 0.00315483 x 78 0.14706 x 79 2.28277 x 80 0.102373 x 81 0.608978 x 82 0.105065 x 83 0.931004 x 84 1.19085 x 85 0.102409 x 86 0.728639 x 87 0.240939 x 88 0.592442 x 89 0.0207359 x 90 0.280079 x 91 0.55381 x 92 0.00691329 x 93 0.88478 x 94 3.01033 x 95 40.6658 x 96 0.294419 x 0 0.542148 x 1 1.07599 x 2 0.144058 x 3 0.0294101 x 4 0.219134 x 5 0.202903 x 6 1.20892 x 7 0.343465 x 8 39.4498 x 9 3.2764 x 0 0.440011 x 1 0.183409 x 2 1.40489 x 3 0.76024 x 4 0.0645703 x 5 0.433266 x 6 0.0221332 x 7 0.044817 x 8 15.8593 x 9 30 v 3.35446 2.64554 6 7-6.4653127 30 10 10 0.000355647 x 59 1.10478 x 60 1.25075 x 61 0.790299 x 62 0.96535 x 63 0.3162 x 65 0.122596 x 68 0.0262935 x 69 0.00233455 x 70 1.09993 x 71 0.555555 x 72 0.0316722 x 73 0.152859 x 74 0.180423 x 77 0.0429917 x 78 0.000453529 x 79 0.3933 x 81 0.0851987 x 83 0.00406009 x 86 0.105011 x 88 0.755883 x 89 0.0751393 x 90 0.0471726 x 91 1.06028 x 92 0.0469338 x 93 1.26158 x 95 8.04111 x 96 0.193109 x 60 0.217032 x 61 0.424393 x 62 0.153793 x 63 0.0977902 x 65 0.588111 x 66 0.0116103 x 68 0.00497972 x 69 0.0383834 x 70 1.8075 x 71 0.00829403 x 72 0.145949 x 73 0.816767 x 74 0.93841 x 76 0.0710168 x 77 2.24794 x 78 0.0390515 x 79 0.176028 x 80 0.320132 x 81 0.189157 x 82 0.0829824 x 83 0.170579 x 86 0.248667 x 88 0.802914 x 89 0.117426 x 90 0.737974 x 91 0.582072 x 92 0.00496337 x 93 3.39763 x 95 22.8463 x 96 0.00809107 x 0 0.0124753 x 1 0.0660729 x 2 0.000262835 x 3 0.404457 x 4 0.370111 x 5 0.087258 x 6 0.944281 x 7 1.65191 x 8 19.9362 x 9 0.129164 x 0 0.000328348 x 1 2.06252 x 2 0.172193 x 3 0.049933 x 4 0.119397 x 5 0.416061 x 6 0.0658696 x 7 0.0510652 x 8 15.452 x 9 31 v 3.43437 2.56563 6 9-6.2620231 34 10 10 0.000263098 x 59 0.0335609 x 60 0.196629 x 61 5.0617 x 62 0.00220221 x 63 0.274316 x 65 0.200223 x 66 0.0917268 x 68 0.155734 x 69 0.0785489 x 70 0.530725 x 71 0.0359633 x 72 0.16447 x 73 0.178806 x 74 0.0349912 x 76 0.311425 x 77 0.811883 x 78 0.0157941 x 79 0.12047 x 80 2.03022 x 81 0.698608 x 82 0.000523874 x 83 0.0265526 x 86 0.000155797 x 88 0.0500123 x 89 0.00655823 x 90 0.119289 x 91 0.0991592 x 92 0.266616 x 93 0.855503 x 95 10.6377 x 96 0.210889 x 60 0.276719 x 61 0.287342 x 62 0.779451 x 63 0.159924 x 65 0.0145543 x 66 0.188987 x 67 0.979072 x 68 0.0666899 x 69 1.12022 x 70 0.0371028 x 71 0.234786 x 72 0.3787 x 73 0.00468235 x 74 0.154448 x 76 0.00692698 x 77 0.0300452 x 78 0.216774 x 79 0.890767 x 80 0.0335911 x 81 0.375808 x 82 0.0611036 x 83 0.269017 x 84 1.46524 x 85 0.491288 x 86 0.0109084 x 88 0.00178973 x 89 1.10307 x 90 1.36619 x 91 0.0420282 x 92 0.639681 x 93 1.75825 x 94 4.20766 x 95 31.0451 x 96 0.0108905 x 0 0.231518 x 1 0.0223856 x 2 0.252624 x 3 0.012223 x 4 0.00210452 x 5 0.00576075 x 6 0.00292775 x 7 0.056768 x 8 30.312 x 9 0.0607555 x 0 1.41638 x 1 0.573341 x 2 0.84974 x 3 0.103959 x 4 0.418365 x 5 0.418526 x 6 0.255805 x 7 0.18369 x 8 18.8097 x 9 32 v 3.34472 2.65528 6 13-6.3387333 36 4 10 0.045796 x 59 0.474788 x 60 0.000586549 x 62 2.04541 x 63 0.0252295 x 64 0.179541 x 65 0.748759 x 66 3.80783 x 67 2.31738 x 68 4.12179 x 69 0.469291 x 70 0.44839 x 73 0.0713499 x 74 0.65528 x 75 0.0753619 x 76 0.111582 x 77 0.00333529 x 78 1.09687 x 79 1.36018 x 80 0.0755489 x 81 0.472098 x 82 1.49017 x 84 0.0187819 x 85 0.0613196 x 86 0.558809 x 87 0.132113 x 88 0.133495 x 90 0.163993 x 91 0.030723 x 92 0.000178091 x 93 1.22301 x 94 1.08679 x 95 11.0124 x 96 0.0147669 x 59 0.00776936 x 60 0.0787944 x 62 0.0139829 x 63 0.11372 x 64 0.459131 x 65 1.5119 x 66 2.7533 x 67 0.536688 x 68 1.06799 x 69 0.00146489 x 70 0.429467 x 71 0.00996134 x 72 0.00172966 x 73 0.318207 x 74 0.0566175 x 75 0.499684 x 76 0.232853 x 77 0.563272 x 78 1.15406 x 80 0.344152 x 81 0.907639 x 82 0.51827 x 83 2.41282 x 84 0.154872 x 85 1.41779 x 86 0.00915507 x 87 0.0320864 x 88 0.68208 x 89 0.0142866 x 90 0.593226 x 91 0.450526 x 92 0.433886 x 93 0.0642198 x 94 4.61368 x 95 47.0067 x 96 0.816783 x 1 0.0408756 x 3 1.03424 x 6 41.5893 x 9 0.520415 x 0 1.9075 x 1 0.00637713 x 2 0.741529 x 3 0.70608 x 4 0.0766313 x 5 0.073861 x 6 0.589608 x 7 0.246037 x 8 29.6501 x 9 33 v 3.35915 2.64085 6 11-6.2945735 38 10 10 0.00975727 x 59 1.13504 x 60 0.00405892 x 61 0.00140714 x 62 2.73865 x 63 1.19951 x 65 2.70336 x 66 0.0811615 x 67 0.190774 x 68 1.84728 x 69 0.0355489 x 70 0.753828 x 71 0.797924 x 72 0.814 x 73 0.764402 x 74 0.00181524 x 76 0.191177 x 77 0.442367 x 78 0.0477009 x 79 0.160502 x 80 0.625709 x 81 0.12515 x 82 0.0497017 x 83 1.01706 x 84 0.0869368 x 85 0.0230117 x 86 0.0149813 x 88 0.00987681 x 89 0.00172782 x 90 0.0369514 x 91 0.222234 x 92 0.225411 x 93 0.364473 x 94 0.550393 x 95 11.775 x 96 0.012077 x 59 0.0274661 x 60 0.0552707 x 61 0.209252 x 62 0.00382544 x 63 0.119417 x 64 1.44563 x 65 2.03466 x 66 0.08617 x 67 0.724978 x 68 0.557365 x 69 0.00779633 x 70 0.346751 x 71 0.286711 x 72 0.122064 x 73 0.425253 x 74 0.0485491 x 75 0.223558 x 76 0.208252 x 77 2.18368 x 78 0.705303 x 79 0.0526946 x 80 0.0628381 x 81 1.97228 x 82 0.255344 x 83 0.210398 x 84 1.72434 x 85 0.360475 x 86 1.02486 x 87 0.144094 x 88 0.142032 x 89 0.159298 x 90 0.0449931 x 91 0.0923585 x 92 0.163042 x 93 0.669732 x 94 2.71685 x 95 39.3205 x 96 0.0498166 x 0 0.112032 x 1 0.0550494 x 2 1.43718 x 3 1.30235 x 4 0.280565 x 5 0.566366 x 6 0.104955 x 7 0.0993144 x 8 32.9429 x 9 0.206124 x 0 0.00102244 x 1 3.6736 x 2 1.64542 x 3 0.0067552 x 4 0.0196057 x 5 0.282482 x 6 0.643239 x 7 0.0316217 x 8 22.5391 x 9 34 v 3.31942 2.68058 6 9-6.3337930 33 10 10 0.00106938 x 59 0.403377 x 60 0.0669545 x 61 0.139644 x 62 4.73657 x 63 1.27176 x 65 0.000557969 x 66 0.109482 x 68 1.0302 x 69 0.0177642 x 70 1.03012 x 71 0.174428 x 72 0.0704891 x 73 2.00716 x 74 0.00305398 x 76 0.0938048 x 77 0.237296 x 78 0.0262625 x 79 0.0905205 x 80 1.02511 x 81 0.13382 x 82 0.0217149 x 83 0.25789 x 86 0.109185 x 89 0.0935484 x 90 0.29288 x 91 0.0104165 x 92 0.0771001 x 93 2.0446 x 95 8.54808 x 96 0.00543848 x 59 0.0206496 x 61 0.0813145 x 62 1.31899 x 65 0.0128942 x 66 5.84736e-05 x 67 0.722691 x 68 0.827697 x 69 0.00197445 x 70 1.03539 x 71 0.264904 x 72 0.0272003 x 73 0.668045 x 74 0.0187356 x 76 0.38704 x 77 0.00274666 x 78 0.692205 x 79 0.0490054 x 80 1.06754 x 81 0.270434 x 82 0.117698 x 83 0.102987 x 84 1.07631 x 85 0.000947132 x 86 0.0537397 x 88 0.264879 x 89 0.00340028 x 90 0.00851337 x 91 0.022172 x 92 0.0597617 x 93 2.66913 x 94 7.82417 x 95 28.1955 x 96 0.00337611 x 0 0.000155424 x 1 0.257775 x 2 0.00137965 x 3 0.834622 x 4 0.100837 x 5 0.176041 x 6 1.18281 x 7 0.302842 x 8 27.0148 x 9 0.07794 x 0 0.0215724 x 1 0.133478 x 2 1.60123 x 3 0.238601 x 4 0.0124884 x 5 0.338495 x 6 0.237335 x 7 0.000125257 x 8 21.4636 x 9 35 v 3.47495 2.52505 6 11-6.115935 38 10 10 0.000219334 x 59 0.581155 x 60 0.675294 x 61 4.43087 x 62 0.049032 x 63 0.705609 x 65 0.0791191 x 66 0.409209 x 67 0.215783 x 68 0.327027 x 69 0.144464 x 70 0.0554861 x 71 1.55603 x 72 0.829449 x 73 0.091724 x 74 1.6232 x 76 0.483732 x 77 0.027092 x 78 0.124939 x 79 0.172967 x 80 0.293312 x 81 0.14472 x 82 0.0719576 x 83 1.09018 x 84 0.0070276 x 85 0.12743 x 86 0.0411007 x 88 0.00970673 x 89 0.555068 x 90 0.172093 x 91 0.0520974 x 92 0.0867867 x 93 0.240608 x 94 0.46075 x 95 11.8399 x 96 0.000159874 x 59 0.598577 x 60 0.0675231 x 61 0.0466158 x 62 0.626609 x 63 0.955555 x 64 0.125103 x 65 0.0783095 x 66 0.00937605 x 67 0.254171 x 68 0.449304 x 69 2.29729 x 70 0.103101 x 71 0.1881 x 72 1.50468 x 73 0.0893597 x 74 1.36696 x 75 0.1189 x 76 0.820242 x 77 0.0638942 x 78 0.0228621 x 79 2.05499 x 80 0.136322 x 81 0.0594557 x 82 0.341492 x 83 0.042129 x 84 0.000386122 x 85 0.145448 x 86 1.68275 x 87 0.0612238 x 88 0.304406 x 89 0.014496 x 90 0.363647 x 91 1.15236 x 92 0.0248333 x 93 1.1146 x 94 3.7724 x 95 39.1663 x 96 0.0929058 x 0 0.268978 x 1 0.000143535 x 2 0.394867 x 3 0.0480416 x 4 0.218386 x 5 0.153873 x 6 0.92631 x 7 0.014713 x 8 36.106 x 9 0.25894 x 0 4.75184 x 1 0.202454 x 2 0.0989542 x 3 0.208407 x 4 0.528509 x 5 0.205215 x 6 0.0295592 x 7 0.000759356 x 8 21.4904 x 9 36 v 3.3174 2.6826 6 3-6.2646817 23 10 10 3.2934e-05 x 59 0.028528 x 60 0.0705147 x 61 1.1732 x 62 0.0701506 x 69 0.246616 x 70 0.247026 x 71 0.47008 x 72 0.125491 x 79 0.0465124 x 81 0.0036694 x 83 0.154668 x 86 0.00925958 x 89 0.142145 x 91 0.726689 x 92 0.573475 x 95 3.95968 x 96 2.71092e-05 x 59 0.0272513 x 60 0.0674005 x 61 0.0292815 x 62 0.0951519 x 63 0.279647 x 68 1.21464 x 69 0.296785 x 70 1.73015 x 71 0.0706734 x 72 0.242483 x 74 0.0316657 x 77 0.40505 x 79 0.0446802 x 81 0.000815298 x 83 0.64546 x 86 0.00578489 x 88 0.0120512 x 89 0.0269827 x 90 0.299597 x 91 0.604242 x 92 0.247139 x 95 9.57515 x 96 0.0660262 x 0 0.112277 x 1 0.00259842 x 2 0.00271476 x 3 0.0424836 x 4 0.628274 x 5 0.0159587 x 6 0.122112 x 7 0.246586 x 8 8.71313 x 9 0.0188767 x 0 0.296959 x 1 0.432428 x 2 0.00549204 x 3 0.788174 x 4 0.0312413 x 5 0.0683647 x 6 0.463823 x 7 0.0018887 x 8 5.9405 x 9 37 v 2.92024 3.07976 6 9-6.5318231 35 10 10 0.00017735 x 59 0.266484 x 60 0.707459 x 61 0.721612 x 62 0.0129806 x 63 0.0680501 x 65 0.00639209 x 66 0.163481 x 68 0.723701 x 69 0.328458 x 70 1.04562 x 71 1.36933 x 72 0.18614 x 73 0.00345082 x 74 0.919278 x 76 0.742896 x 77 0.0225853 x 78 0.246333 x 79 0.509701 x 80 1.03937 x 81 0.0319859 x 82 0.0306683 x 83 0.0105608 x 86 0.080978 x 88 0.166975 x 89 0.585705 x 90 0.175405 x 91 0.0513558 x 92 0.112968 x 93 2.39646 x 95 14.991 x 96 0.00082649 x 59 0.289478 x 60 0.0350464 x 61 0.00501628 x 62 0.100757 x 63 0.0653111 x 65 0.0568389 x 66 0.150863 x 67 0.0203831 x 68 0.0917786 x 69 0.257209 x 70 0.367914 x 71 0.0107154 x 72 0.699557 x 73 0.2888 x 74 0.159425 x 76 0.217713 x 77 0.0143684 x 78 0.915887 x 79 0.401132 x 80 0.0583835 x 81 0.657639 x 82 0.0159021 x 83 0.0535793 x 84 0.229029 x 85 0.0777797 x 86 0.513018 x 88 0.0404341 x 89 0.0028181 x 90 0.0277717 x 91 0.0255596 x 92 0.00270533 x 93 0.340045 x 94 5.12922 x 95 32.9588 x 96 0.0325723 x 0 0.0406605 x 1 0.141061 x 2 0.317178 x 3 0.00409703 x 4 0.925558 x 5 0.0338202 x 6 0.195639 x 7 1.1731 x 8 23.4184 x 9 0.00160878 x 0 0.559023 x 1 0.0976457 x 2 0.260641 x 3 0.00140483 x 4 0.583284 x 5 0.0157295 x 6 0.771122 x 7 0.596222 x 8 24.8308 x 9 38 v 3.38513 2.61487 6 5-5.9693823 27 10 10 0.00028124 x 59 0.0198414 x 60 0.344721 x 61 0.256301 x 62 0.31513 x 63 0.519203 x 68 0.371829 x 69 0.000682009 x 70 0.497028 x 71 0.821331 x 72 0.324507 x 74 0.203852 x 77 0.100137 x 79 0.0246042 x 81 0.0792117 x 83 0.0913021 x 86 0.0106199 x 88 0.00776432 x 89 0.948315 x 90 0.0584932 x 91 0.379497 x 92 0.114332 x 95 7.58528 x 96 0.00249437 x 59 0.00128844 x 60 0.287645 x 61 0.0012158 x 62 0.177656 x 63 0.184673 x 65 0.0353367 x 68 0.534836 x 69 0.608948 x 70 0.339268 x 71 0.113191 x 72 0.874768 x 73 0.424997 x 74 0.0431079 x 77 0.242624 x 78 0.196458 x 79 0.389086 x 81 0.242435 x 83 1.51029 x 86 0.108901 x 88 0.257311 x 89 0.853517 x 90 0.000188778 x 91 1.05358 x 92 0.0236482 x 93 1.45636 x 95 16.9616 x 96 0.221005 x 0 0.0472867 x 1 0.00269893 x 2 0.00808235 x 3 0.383679 x 4 0.656103 x 5 0.0413298 x 6 0.163357 x 7 0.53762 x 8 14.8644 x 9 0.0410172 x 0 1.02858 x 1 1.84598 x 2 0.000376062 x 3 0.262043 x 4 0.665285 x 5 0.0149216 x 6 0.539587 x 7 0.0701783 x 8 8.60627 x 9 39 v 3.35497 2.64503 6 13-5.9169133 38 4 10 0.000224989 x 59 0.01209 x 60 0.581296 x 62 5.14696 x 63 0.168201 x 64 1.04543 x 65 1.1113 x 66 0.14734 x 67 0.490652 x 68 0.797975 x 69 0.817946 x 70 0.176561 x 73 0.282531 x 74 1.14466 x 75 0.0129107 x 76 0.082062 x 77 2.03795 x 78 0.0540839 x 79 0.307442 x 80 1.64962 x 81 0.142925 x 82 0.0157428 x 84 0.973861 x 85 0.00268754 x 86 0.0116268 x 87 0.0358569 x 88 0.0359713 x 90 0.00568009 x 91 0.00819886 x 92 0.231955 x 93 0.409074 x 94 0.90302 x 95 15.5412 x 96 4.30585e-05 x 59 0.117336 x 60 0.00400983 x 61 0.391757 x 62 0.166645 x 63 0.110736 x 64 1.44415 x 65 0.0506083 x 66 0.498208 x 67 0.168678 x 68 0.00306 x 69 0.13287 x 70 0.00853777 x 71 0.214317 x 72 0.0798498 x 73 0.268637 x 74 0.416988 x 75 0.10243 x 76 0.0935318 x 77 0.083461 x 78 1.89094 x 79 0.168569 x 80 0.577098 x 81 0.00865888 x 82 0.0579805 x 83 1.36258 x 84 0.00519087 x 85 0.783971 x 86 0.0820581 x 87 0.00012479 x 88 0.620516 x 89 0.00288595 x 90 0.4227 x 91 1.05199 x 92 0.0013399 x 93 0.58362 x 94 3.28451 x 95 54.3534 x 96 0.379931 x 1 0.942475 x 3 0.00154475 x 6 42.2904 x 9 0.13873 x 0 1.25452 x 1 1.01848 x 2 0.736094 x 3 0.0334062 x 4 0.053845 x 5 0.00219423 x 6 0.000719763 x 7 0.000590028 x 8 31.1464 x 9 40 v 2.94129 3.05871 6 11-6.3300135 38 9 10 0.00265684 x 59 0.0124772 x 60 0.000287113 x 61 1.52157 x 62 2.95167 x 63 1.65506 x 65 0.0349183 x 66 0.00407923 x 67 1.48836 x 68 1.08703 x 69 0.14386 x 70 0.482885 x 71 0.352678 x 72 0.305623 x 73 0.333443 x 74 0.561292 x 76 0.808322 x 77 0.549709 x 78 0.155985 x 79 0.25625 x 80 0.645613 x 81 0.242911 x 82 0.0304341 x 83 0.372403 x 84 0.856713 x 85 0.0420251 x 86 0.673421 x 88 0.185099 x 89 0.0378288 x 90 0.416612 x 91 0.352999 x 92 0.0691206 x 93 2.60026 x 94 2.08673 x 95 12.3251 x 96 0.00276049 x 59 0.0652796 x 60 0.00245772 x 61 0.374449 x 62 0.0130412 x 63 0.000287898 x 64 0.53605 x 65 0.115634 x 66 0.00693321 x 67 0.0517873 x 68 0.184956 x 69 0.363109 x 70 0.472015 x 71 0.0268785 x 72 4.88164e-05 x 73 0.0684254 x 74 0.426404 x 75 0.354214 x 76 0.0950439 x 77 0.115646 x 78 0.687092 x 79 7.98501e-05 x 80 0.0923742 x 81 0.183034 x 82 0.117208 x 83 0.0623298 x 84 0.39881 x 85 0.0515547 x 86 0.145288 x 87 0.290292 x 88 0.000721603 x 89 0.0375445 x 90 1.95395 x 91 0.000771439 x 92 0.022309 x 93 0.0239864 x 94 4.85931 x 95 42.1516 x 96 0.0126361 x 0 0.000285056 x 1 0.000916803 x 2 0.0665933 x 3 0.106551 x 4 0.33971 x 6 0.0378837 x 7 1.38022 x 8 30.4091 x 9 0.12449 x 0 0.248918 x 1 0.338525 x 2 2.24128 x 3 0.00101074 x 4 0.0629717 x 5 0.179639 x 6 0.397736 x 7 0.00067171 x 8 30.0502 x 9 41 v 3.34851 2.65149 6 7-5.8720427 31 10 10 0.00196481 x 59 0.0590952 x 60 0.847956 x 61 0.0727928 x 62 0.212744 x 63 0.104274 x 65 0.698621 x 68 0.267351 x 69 0.219457 x 70 0.836857 x 71 1.02709 x 72 0.0993408 x 73 0.383659 x 74 0.0855863 x 77 0.957553 x 78 0.343959 x 79 0.127041 x 81 0.0923615 x 83 0.309144 x 86 0.00584351 x 88 0.0452382 x 89 3.99293e-05 x 90 0.0256801 x 91 0.034888 x 92 0.378651 x 93 0.111501 x 95 11.2115 x 96 0.00232188 x 59 0.00440626 x 60 0.336931 x 61 0.0154303 x 62 0.125474 x 63 0.373203 x 65 0.120425 x 66 0.127756 x 68 0.175601 x 69 0.355307 x 70 0.010172 x 71 0.224689 x 72 0.392318 x 73 1.38623 x 74 1.20597 x 76 0.8058 x 77 0.0126942 x 78 0.982182 x 79 0.203069 x 80 0.0143703 x 81 0.621626 x 82 7.51157e-05 x 83 0.0448557 x 86 0.0731998 x 88 0.00128746 x 89 0.460864 x 90 0.454718 x 91 0.0643133 x 92 0.0486574 x 93 1.42661 x 95 27.3687 x 96 0.252936 x 0 0.0254481 x 1 0.0548798 x 2 0.0760393 x 3 0.110293 x 4 0.00231975 x 5 0.371579 x 6 0.0186766 x 7 0.262519 x 8 22.2648 x 9 0.203736 x 0 0.910875 x 1 1.1322 x 2 0.851161 x 3 0.0123482 x 4 1.32089 x 5 0.0795195 x 6 0.00178294 x 7 0.196268 x 8 13.8514 x 9 42 v 3.46541 2.53459 6 5-5.7046523 27 10 10 0.000242214 x 59 0.000322321 x 60 0.0786519 x 61 0.582873 x 62 0.0524436 x 63 0.611769 x 68 1.09669 x 69 0.00860086 x 70 0.0464468 x 71 0.164686 x 72 1.18179 x 74 0.034274 x 77 0.28654 x 79 0.172095 x 81 0.00157428 x 83 0.017836 x 86 0.0130881 x 88 0.031259 x 89 0.0712413 x 90 0.072075 x 91 0.18889 x 92 0.257011 x 95 7.7024 x 96 0.00167931 x 59 0.101121 x 60 0.0181996 x 61 0.00828631 x 62 0.020492 x 63 0.000614058 x 65 0.787724 x 68 0.235486 x 69 0.146816 x 70 0.0392374 x 71 0.413146 x 72 1.50452 x 73 0.00133224 x 74 0.211658 x 77 0.0359772 x 78 0.512641 x 79 0.636891 x 81 0.0552064 x 83 0.0428196 x 86 0.00212174 x 88 0.0140198 x 89 0.645272 x 90 0.0603259 x 91 0.00304459 x 92 0.0414476 x 93 2.7507 x 95 19.0361 x 96 0.0228762 x 0 0.0656019 x 1 0.154373 x 2 0.000709467 x 3 0.0905133 x 4 0.975345 x 5 0.0359453 x 6 0.00359672 x 7 0.060078 x 8 15.918 x 9 0.0732115 x 0 0.0553387 x 1 0.106588 x 2 1.41157 x 3 0.493735 x 4 0.113077 x 5 0.143055 x 6 0.0977978 x 7 0.0597118 x 8 10.1187 x 9 43 v 2.87956 3.12044 6 13-6.2757133 38 4 10 0.0243251 x 59 0.197326 x 60 0.259594 x 62 0.0105176 x 63 0.149509 x 64 0.525039 x 65 1.35172 x 66 0.590873 x 67 0.405479 x 68 0.188878 x 69 2.46169 x 70 0.283366 x 73 1.29297 x 74 0.123157 x 75 3.64128e-05 x 76 0.790477 x 77 2.00308 x 78 1.58024 x 79 0.0056089 x 80 0.00502817 x 81 3.16607 x 82 1.58278 x 84 0.596183 x 85 0.396356 x 86 1.56577 x 87 0.0025025 x 88 0.582294 x 90 0.0291491 x 91 0.409983 x 92 0.0135637 x 93 0.212352 x 94 3.52098 x 95 16.2385 x 96 0.00711192 x 59 0.0257098 x 60 0.0259292 x 61 0.0289445 x 62 0.0428304 x 63 0.306198 x 64 0.241275 x 65 0.310869 x 66 0.0903201 x 67 0.00527174 x 68 0.00929497 x 69 0.0179303 x 70 0.0097119 x 71 0.0854693 x 72 0.0553342 x 73 0.135557 x 74 1.01117 x 75 0.12518 x 76 0.574605 x 77 1.55356 x 78 0.00947855 x 79 0.455879 x 80 0.326307 x 81 0.216603 x 82 0.101224 x 83 0.542285 x 84 0.772261 x 85 0.794346 x 86 1.69387 x 87 0.721292 x 88 0.184715 x 89 0.32922 x 90 0.977254 x 91 0.733093 x 92 0.00961158 x 93 0.00666248 x 94 1.53956 x 95 49.3579 x 96 0.132378 x 1 0.173715 x 3 1.02014 x 6 36.1079 x 9 0.1104 x 0 0.0884162 x 1 0.615266 x 2 0.13305 x 3 3.0827 x 4 0.146469 x 5 0.00133079 x 6 0.340997 x 7 0.847555 x 8 35.1992 x 9 44 v 3.37023 2.62977 6 7-5.6362927 29 10 10 0.00115266 x 59 0.0711218 x 60 0.31145 x 61 0.15736 x 62 0.680976 x 63 0.503759 x 65 0.0154051 x 68 1.58558 x 69 0.028877 x 70 0.107851 x 71 1.09833 x 72 0.514185 x 73 7.40145e-05 x 74 0.0200961 x 77 1.08622 x 78 0.0293445 x 79 0.1752 x 81 0.0148182 x 83 0.0476903 x 86 0.135538 x 88 0.00935977 x 89 0.0186506 x 90 0.057531 x 91 0.137282 x 92 0.000489395 x 93 0.474996 x 95 11.1249 x 96 0.00206794 x 59 0.0592544 x 60 0.0588425 x 61 0.0430014 x 62 0.00380678 x 63 0.0880211 x 65 0.0262415 x 66 0.392743 x 68 0.438549 x 69 0.476089 x 70 0.0611093 x 71 0.0700053 x 72 0.00240485 x 73 0.192302 x 74 2.14284 x 76 0.0996158 x 77 0.0557414 x 78 1.04505 x 79 0.324532 x 80 0.206202 x 81 0.00235867 x 82 0.0446609 x 83 0.0137474 x 86 0.0842272 x 88 0.00875499 x 91 0.130626 x 92 0.156462 x 93 2.44301 x 95 28.9191 x 96 0.0649957 x 0 0.0254877 x 1 0.251491 x 2 0.19931 x 3 0.0199525 x 4 1.90163 x 5 0.0338784 x 6 0.0499225 x 7 0.163079 x 8 20.8817 x 9 0.157296 x 0 0.23702 x 1 0.00598804 x 2 1.79318 x 3 0.145602 x 4 0.114612 x 5 0.537859 x 6 0.107336 x 7 0.000176521 x 8 15.3091 x 9 45 v 3.27837 2.72163 6 9-5.7244231 35 10 10 0.00115361 x 59 0.0123743 x 60 0.889447 x 61 0.170331 x 62 0.0763675 x 63 0.58812 x 65 0.342758 x 66 0.746877 x 68 0.243235 x 69 1.08349 x 70 0.00212736 x 71 0.307648 x 72 0.0450513 x 73 0.504152 x 74 0.542747 x 76 0.0146478 x 77 0.0688635 x 78 1.11277 x 79 0.290737 x 80 0.0643859 x 81 0.0348522 x 82 0.0213863 x 83 0.464619 x 86 0.100164 x 88 0.018443 x 89 0.204514 x 90 0.0762686 x 91 0.110604 x 92 0.0483099 x 93 1.74512 x 95 14.5629 x 96 5.32632e-05 x 59 0.0232408 x 60 0.230529 x 61 2.8547e-05 x 62 0.0414555 x 63 0.198028 x 65 0.691551 x 66 0.0565096 x 67 0.171115 x 68 0.0668622 x 69 0.00120603 x 70 0.0203314 x 71 0.00951927 x 72 0.529052 x 73 2.54446 x 74 0.257082 x 76 0.923145 x 77 0.0981651 x 78 0.542373 x 79 0.11502 x 80 0.191637 x 81 0.0260203 x 82 0.27557 x 83 0.942306 x 84 0.762825 x 85 0.330133 x 86 0.442709 x 88 0.0110921 x 89 0.108065 x 90 0.0129793 x 91 0.224536 x 92 0.0287114 x 93 0.524111 x 94 1.14059 x 95 35.9639 x 96 0.224892 x 0 0.270073 x 1 0.000204655 x 2 0.140825 x 3 0.000497857 x 4 0.00238641 x 5 0.00294318 x 6 0.138943 x 7 0.0266368 x 8 28.6978 x 9 0.683703 x 0 0.305671 x 1 0.0160212 x 2 1.1749 x 3 0.158004 x 4 0.414102 x 5 0.447381 x 6 0.000236601 x 7 0.000393293 x 8 21.2939 x 9 46 v 3.18986 2.81014 6 11-5.7919935 38 10 10 0.00164888 x 59 0.00205938 x 60 1.35177 x 61 0.199934 x 62 0.552875 x 63 0.689045 x 65 0.0591812 x 66 0.832143 x 67 0.941338 x 68 0.0169068 x 69 0.248342 x 70 0.774556 x 71 1.49499 x 72 0.203106 x 73 0.300304 x 74 0.818686 x 76 0.376804 x 77 0.106844 x 78 0.850272 x 79 0.000327211 x 80 0.00818763 x 81 3.04892 x 82 0.0339608 x 83 0.421194 x 84 0.322139 x 85 0.185812 x 86 0.136372 x 88 0.0449334 x 89 0.228396 x 90 0.166764 x 91 0.109899 x 92 0.000978133 x 93 0.183751 x 94 2.93129 x 95 13.2675 x 96 5.90089e-05 x 59 6.31171e-05 x 60 0.212143 x 61 0.0233568 x 62 0.0229693 x 63 0.658142 x 64 0.0329306 x 65 0.209332 x 66 0.243744 x 67 0.483857 x 68 0.0666095 x 69 0.177276 x 70 0.00254314 x 71 0.00089347 x 72 0.763074 x 73 0.420389 x 74 0.884652 x 75 0.680346 x 76 0.0728327 x 77 1.09176 x 78 0.16417 x 79 0.189007 x 80 0.0483916 x 81 0.394146 x 82 0.00015392 x 83 0.236587 x 84 0.0407333 x 85 0.203433 x 86 0.321226 x 87 0.096561 x 88 1.20547 x 89 0.160338 x 90 0.0121998 x 91 0.0174662 x 92 0.0568397 x 93 0.0179812 x 94 3.03103 x 95 44.8453 x 96 0.0267571 x 0 0.381719 x 1 0.478172 x 2 0.0398782 x 3 0.717575 x 4 0.535802 x 5 0.00490881 x 6 0.00885858 x 7 0.257281 x 8 32.6374 x 9 0.521511 x 0 0.0675448 x 1 0.0237217 x 2 0.02099 x 3 1.04159 x 4 0.124704 x 5 1.12803 x 6 6.4626e-05 x 7 0.0199441 x 8 27.9631 x 9 47 v 3.41127 2.58873 6 13-5.527732 38 4 10 0.000973702 x 59 0.297616 x 60 0.116585 x 62 0.348418 x 63 0.668125 x 64 0.0440946 x 65 0.0103965 x 66 0.142439 x 67 4.22304 x 68 1.19996 x 69 1.48619 x 70 0.00289439 x 73 0.126852 x 74 3.29587 x 75 4.64695 x 76 0.00125467 x 77 0.940713 x 78 0.772321 x 79 0.246852 x 80 0.105549 x 82 0.231563 x 84 0.0347047 x 85 0.300631 x 86 0.66523 x 87 0.0224446 x 88 0.000444127 x 90 0.175132 x 91 0.466819 x 92 0.0256949 x 93 0.624387 x 94 0.806785 x 95 11.6222 x 96 0.000575171 x 59 0.176821 x 60 0.0325538 x 61 0.0862154 x 62 0.0319278 x 63 0.4781 x 64 0.00262251 x 65 0.0477459 x 66 0.0902589 x 67 0.64732 x 68 0.146126 x 69 0.000106102 x 70 0.064873 x 71 0.0293293 x 72 0.565058 x 73 0.000433595 x 74 0.044837 x 75 1.58923 x 76 0.482356 x 77 0.00737683 x 78 0.00548073 x 79 2.68967 x 80 0.0379108 x 81 0.0154055 x 82 0.0921023 x 83 0.0964258 x 84 0.869229 x 85 1.06658 x 86 0.00417587 x 87 0.0830682 x 88 0.0955158 x 89 0.0647679 x 90 0.0173045 x 91 0.668741 x 92 0.00932992 x 93 1.29245 x 94 5.53143 x 95 53.1825 x 96 0.000107442 x 1 0.738695 x 3 0.146644 x 6 43.4609 x 9 0.0458332 x 0 0.352639 x 1 0.726251 x 2 0.693517 x 3 0.0144979 x 4 0.0039042 x 5 0.000479311 x 6 0.342109 x 7 0.0917726 x 8 31.3823 x 9 48 v 3.03672 2.96328 6 11-5.7573535 38 10 10 0.000182758 x 59 0.0337427 x 60 0.120593 x 61 0.00836941 x 62 0.00108808 x 63 0.0496191 x 65 0.428279 x 66 0.464176 x 67 1.82232 x 68 0.0739652 x 69 0.351316 x 70 1.15165 x 71 0.571819 x 72 0.608577 x 73 0.0150939 x 74 0.019768 x 76 0.455146 x 77 0.0599852 x 78 0.0870383 x 79 0.102045 x 80 1.36894 x 81 1.54475 x 82 0.320796 x 83 1.10937 x 84 0.675174 x 85 0.45557 x 86 0.195005 x 88 1.10892 x 89 0.0241455 x 90 0.0295606 x 91 0.176563 x 92 0.0219631 x 93 0.191138 x 94 1.94361 x 95 17.0056 x 96 0.000896699 x 59 0.0107928 x 60 0.0174996 x 61 0.00354103 x 62 0.177013 x 63 0.0702368 x 64 0.101141 x 65 0.00843379 x 66 0.453258 x 67 0.22602 x 68 0.0669543 x 69 0.0110615 x 70 0.163901 x 71 0.0299863 x 72 0.789138 x 73 0.0725853 x 74 0.054593 x 75 0.966005 x 76 0.0885808 x 77 0.00169773 x 78 6.04872e-05 x 79 0.0482816 x 80 0.024427 x 81 0.157621 x 82 0.00307265 x 83 0.790032 x 84 0.332897 x 85 0.0926395 x 86 0.00620604 x 87 0.632739 x 88 0.114086 x 89 0.578668 x 90 0.393211 x 91 0.0355995 x 92 0.0351316 x 93 0.501976 x 94 4.2686 x 95 44.075 x 96 0.0215677 x 0 0.00799083 x 1 0.00925773 x 2 0.233422 x 3 0.13594 x 4 0.260581 x 5 0.0483539 x 6 0.334491 x 7 0.257489 x 8 32.0947 x 9 0.146718 x 0 0.340017 x 1 0.0258631 x 2 0.0742164 x 3 0.735816 x 4 1.22528 x 5 0.153097 x 6 0.430548 x 7 0.0603958 x 8 29.4039 x 9 49 v 3.2178 2.7822 6 9-5.4744631 35 10 10 0.0027657 x 59 0.16131 x 60 1.12037 x 61 0.0159676 x 62 0.0683135 x 63 0.0278043 x 65 0.486409 x 66 0.0215077 x 68 0.364584 x 69 0.00555263 x 70 0.02457 x 71 0.581803 x 72 0.451527 x 73 0.902084 x 74 0.617693 x 76 0.950659 x 77 0.285256 x 78 0.538368 x 79 1.22799 x 80 1.06486 x 81 3.0043 x 82 0.0582486 x 83 0.164029 x 86 0.000135083 x 88 0.0836767 x 89 0.00445152 x 90 0.150218 x 91 8.71128e-05 x 92 0.0612626 x 93 0.629442 x 95 11.9643 x 96 0.00207918 x 59 0.0392079 x 60 0.221401 x 61 0.0295288 x 62 0.0196693 x 63 0.0317585 x 65 0.000748771 x 66 0.169494 x 67 0.109652 x 68 0.156692 x 69 0.104635 x 70 0.159741 x 71 0.0822325 x 72 0.193856 x 73 0.0291676 x 74 0.391468 x 76 0.194262 x 77 0.253628 x 78 0.137379 x 79 0.72601 x 80 0.166975 x 81 0.0719526 x 82 0.0015982 x 83 1.26932 x 84 1.11613 x 85 0.0640706 x 86 0.302294 x 88 0.506404 x 89 0.0047596 x 90 0.0169768 x 91 0.000274597 x 92 0.0375915 x 93 0.588342 x 94 2.45325 x 95 37.3074 x 96 0.017299 x 0 0.00168096 x 1 0.118731 x 2 0.212606 x 3 0.0109353 x 4 0.621333 x 5 0.370545 x 6 0.00569762 x 7 0.00140878 x 8 27.5999 x 9 0.0935289 x 0 0.0738992 x 1 0.00429424 x 2 0.272273 x 3 0.406997 x 4 0.12234 x 5 0.389723 x 6 0.00191535 x 7 0.0200278 x 8 23.6545 x 9 50 v 2.96556 3.03444 6 6-5.7386226 31 10 10 0.0156423 x 60 0.0103136 x 61 0.181693 x 62 0.149916 x 63 0.30089 x 65 0.0640644 x 68 0.0710414 x 69 0.594435 x 70 0.417371 x 71 0.00154024 x 72 0.172091 x 73 0.139453 x 74 0.00729656 x 77 0.203723 x 78 0.330225 x 79 0.209636 x 81 0.183956 x 83 1.13806 x 86 0.00484882 x 88 0.00151695 x 89 0.124211 x 90 0.171445 x 91 0.0034864 x 92 0.0243764 x 93 1.78925 x 95 11.8961 x 96 0.00015831 x 59 0.00206576 x 60 0.000996343 x 61 0.000442449 x 62 0.00117328 x 63 0.023503 x 65 0.128495 x 66 0.00891749 x 68 0.084374 x 69 0.0610227 x 70 0.0417334 x 71 0.273506 x 72 0.0398474 x 73 0.206793 x 74 0.242901 x 76 0.0966926 x 77 0.564002 x 78 0.0830866 x 79 0.0156917 x 80 0.0720202 x 81 0.0332272 x 82 0.0114808 x 83 0.942403 x 86 0.352939 x 88 0.00716047 x 89 0.133719 x 90 0.121573 x 91 0.0325065 x 92 0.0232673 x 93 2.1536 x 95 24.0339 x 96 0.0218001 x 0 0.0196716 x 1 0.00310089 x 2 0.00154693 x 3 0.455093 x 4 0.234462 x 5 0.0192783 x 6 0.235699 x 7 0.106749 x 8 16.6959 x 9 0.00256535 x 0 0.104911 x 1 0.478524 x 2 0.141921 x 3 0.603904 x 4 0.270508 x 5 0.024641 x 6 0.239656 x 7 0.208781 x 8 16.1311 x 9 51 v 2.91705 3.08295 6 9-5.6280930 34 10 10 0.00075297 x 60 0.108392 x 61 0.0411043 x 62 0.0116082 x 63 0.000791888 x 65 0.183136 x 66 0.0116974 x 68 0.0144585 x 69 0.00469306 x 70 1.39651 x 71 0.559714 x 72 0.168637 x 73 0.0244156 x 74 0.00292152 x 76 0.556811 x 77 0.495934 x 78 0.0336179 x 79 0.0237829 x 80 0.0286259 x 81 0.0183982 x 82 0.213616 x 83 0.285293 x 86 0.320038 x 88 0.0355453 x 89 0.114712 x 90 0.0714224 x 91 0.691246 x 92 0.314055 x 93 2.30204 x 95 19.7124 x 96 0.00117644 x 60 0.0158021 x 61 0.00120363 x 62 0.00189141 x 63 0.00841101 x 65 0.026973 x 66 0.303356 x 67 0.00340736 x 68 0.012623 x 69 0.170786 x 70 0.210071 x 71 0.181419 x 72 0.0381092 x 73 0.0137018 x 74 0.00935787 x 76 0.0471221 x 77 0.0533694 x 78 0.101285 x 79 0.169524 x 80 0.603423 x 81 0.110606 x 82 0.0404763 x 83 0.000104855 x 84 0.282118 x 85 0.118341 x 86 0.139931 x 88 0.232708 x 89 0.894848 x 90 0.142258 x 91 0.0538529 x 92 0.419806 x 93 0.197986 x 94 2.25981 x 95 37.3873 x 96 0.132758 x 0 0.00510866 x 1 0.00814071 x 2 0.00151216 x 3 0.0238676 x 4 0.839229 x 5 0.0258199 x 6 0.117456 x 7 0.0553346 x 8 25.0441 x 9 0.115336 x 0 0.257928 x 1 0.457975 x 2 0.0025465 x 3 0.00345088 x 4 1.545 x 5 0.303116 x 6 0.322846 x 7 0.465781 x 8 24.2723 x 9 52 v 2.80651 3.19349 6 8-5.6840935 38 10 10 0.000278523 x 59 0.0131401 x 60 0.0847986 x 61 0.00712457 x 62 0.000453368 x 63 0.00495377 x 65 0.0324108 x 66 0.0888018 x 67 0.0194285 x 68 0.00041567 x 69 3.12467 x 70 1.86003e-05 x 71 0.257091 x 72 0.0834727 x 73 0.00171408 x 74 0.607408 x 76 1.03167 x 77 0.0572452 x 78 0.286282 x 79 0.727822 x 80 0.0239057 x 81 0.00974948 x 82 0.0221468 x 83 0.7327 x 84 0.0400197 x 85 0.158222 x 86 0.119562 x 88 0.381043 x 89 0.0112945 x 90 0.0881212 x 91 0.0909594 x 92 0.000566342 x 93 0.0212477 x 94 0.895145 x 95 16.5238 x 96 0.000534826 x 59 0.0135598 x 60 0.00215099 x 61 0.0640408 x 62 0.0145769 x 63 0.0474737 x 64 0.000857658 x 65 0.00590855 x 66 0.0869246 x 67 0.000236793 x 68 0.0170571 x 69 0.00541694 x 70 0.0446346 x 71 0.0448094 x 72 0.040373 x 73 0.102713 x 74 0.114745 x 75 0.0485058 x 76 1.09425 x 77 0.000126159 x 78 0.0383681 x 79 0.0682963 x 80 0.0153558 x 81 0.269838 x 82 0.0255141 x 83 0.385613 x 84 0.0147111 x 85 0.878009 x 86 0.903964 x 87 0.00999714 x 88 0.0535745 x 89 0.0419964 x 90 0.875555 x 91 0.277044 x 92 0.0351327 x 93 0.0759704 x 94 0.726156 x 95 32.0079 x 96 5.42771e-05 x 0 0.109271 x 1 0.00344509 x 2 0.00739858 x 3 0.186394 x 4 0.00722268 x 5 0.0783256 x 6 0.241834 x 7 0.0726798 x 8 21.7454 x 9 0.0226279 x 0 0.156862 x 1 0.255895 x 2 0.281414 x 3 0.113651 x 4 0.376268 x 5 0.313091 x 6 0.084053 x 7 0.0495436 x 8 23.8943 x 9 53 v 2.51714 3.48286 6 4-5.9113530 34 10 10 0.012332 x 60 0.000334006 x 61 0.00975145 x 62 0.0396107 x 63 0.0161812 x 65 0.0453716 x 66 0.00299434 x 68 0.00048276 x 69 0.795717 x 70 0.0974571 x 71 0.00030124 x 72 4.23355e-05 x 73 0.0100417 x 74 0.000638569 x 76 0.156198 x 77 0.0181797 x 78 0.62888 x 79 0.0423305 x 80 0.263228 x 81 0.144825 x 82 3.04569e-05 x 83 9.83268e-05 x 86 0.0712868 x 88 0.00197304 x 89 0.333934 x 90 0.409734 x 91 0.13473 x 92 0.0125064 x 93 0.932217 x 95 9.74993 x 96 0.000161135 x 59 0.00202228 x 60 0.000214961 x 61 0.039007 x 62 0.0138741 x 63 0.00256744 x 65 0.00394323 x 66 0.0401199 x 67 0.00229221 x 68 0.0273809 x 69 0.00256039 x 71 0.0252022 x 72 0.000451754 x 73 0.0166083 x 74 0.0169631 x 76 0.195777 x 77 0.0258351 x 78 0.00297432 x 79 0.0320464 x 80 0.0120407 x 81 0.000519218 x 82 0.000146218 x 83 0.0280464 x 84 0.0483502 x 85 0.309668 x 86 0.113948 x 88 0.0429717 x 89 0.0451129 x 90 0.0371003 x 91 0.122823 x 92 0.106062 x 93 0.124186 x 94 0.477387 x 95 16.1501 x 96 0.00468026 x 0 0.00193516 x 1 0.00478614 x 2 0.00403556 x 3 0.0379346 x 4 0.221758 x 5 0.0173369 x 6 0.0248467 x 7 0.0011789 x 8 9.75003 x 9 0.00939762 x 0 0.0130903 x 1 0.000194267 x 2 0.0259093 x 3 0.000509015 x 4 0.0645523 x 5 0.134449 x 6 0.0751882 x 7 0.037778 x 8 13.5703 x 9 54 v 3.05976 2.94024 6 2-5.3042233 37 4 10 1.38813e-05 x 59 0.00218679 x 60 0.0028206 x 62 3.47422e-05 x 63 4.64057e-05 x 64 0.00469695 x 65 0.0272608 x 66 0.0156008 x 67 0.0699375 x 68 0.00331425 x 69 0.0994394 x 70 0.0147609 x 73 0.01466 x 74 0.297781 x 75 0.0182121 x 76 0.00726007 x 77 0.137485 x 78 0.0439722 x 79 0.137637 x 80 0.0319667 x 81 0.120929 x 82 0.0013201 x 84 0.123222 x 85 0.327282 x 86 0.350717 x 87 0.0050495 x 88 0.0222697 x 90 0.123553 x 91 0.423848 x 92 0.328522 x 93 0.0449258 x 94 0.196869 x 95 2.88286 x 96 0.000440143 x 60 0.000309528 x 61 0.00672069 x 62 0.000931202 x 63 0.00251374 x 64 0.00135866 x 65 0.00303329 x 66 0.0430789 x 67 0.00897909 x 68 0.00609225 x 69 0.00614008 x 70 0.000813916 x 71 0.0209087 x 72 0.0101945 x 73 0.000305342 x 74 0.0120169 x 75 0.124726 x 76 0.025592 x 77 0.0155151 x 78 0.000814736 x 79 0.0316999 x 80 0.00441479 x 81 0.0180395 x 82 0.00669146 x 83 0.196009 x 84 0.00398406 x 85 0.0018236 x 86 0.208584 x 87 0.0022976 x 88 0.00907193 x 89 0.0283888 x 90 0.0339276 x 91 0.0511754 x 92 0.0426771 x 93 0.000294289 x 94 0.438401 x 95 8.75153 x 96 7.72393e-05 x 1 0.0292073 x 3 0.0401888 x 6 6.05003 x 9 0.00338427 x 0 0.000305992 x 1 0.0071631 x 2 0.00947566 x 3 0.0187639 x 4 0.0273282 x 5 0.0351212 x 6 0.0150435 x 7 0.017403 x 8 5.74647 x 9 55 v 2.72374 3.27626 6 6-5.639825 30 10 10 0.0313178 x 60 0.00360869 x 61 0.0513494 x 62 0.00145274 x 63 0.030072 x 68 0.000878229 x 69 0.112248 x 70 0.00323657 x 71 0.0701189 x 72 0.0028824 x 73 0.00510655 x 74 0.868133 x 77 0.21048 x 78 0.578384 x 79 0.00256644 x 81 1.61512e-05 x 83 0.0161207 x 86 0.00929025 x 88 0.782909 x 89 0.18434 x 90 0.0114479 x 91 0.20993 x 92 0.186098 x 93 0.829134 x 95 15.4563 x 96 0.000126086 x 59 0.00414008 x 60 0.0194034 x 62 0.0501437 x 63 0.0426028 x 65 0.00276099 x 66 0.001437 x 68 0.0385296 x 69 0.00390814 x 70 0.000131574 x 71 0.0580532 x 72 0.00175897 x 73 0.00115533 x 74 0.00880071 x 76 0.103006 x 77 0.0720976 x 78 0.258399 x 79 0.00680103 x 80 0.000308116 x 81 0.0507634 x 82 0.034516 x 83 0.277495 x 86 0.0153948 x 88 0.0970163 x 89 0.00976875 x 90 0.483083 x 91 0.15591 x 92 0.00619074 x 93 0.982411 x 95 25.5561 x 96 0.0188181 x 0 0.0432855 x 1 0.000703177 x 2 0.00273572 x 3 0.0494223 x 4 0.00460692 x 5 0.0493674 x 6 0.00661576 x 7 0.322845 x 8 15.844 x 9 0.0109629 x 0 0.19721 x 1 0.28484 x 2 0.169855 x 3 0.129822 x 4 1.09851 x 5 0.364303 x 6 0.0535949 x 7 0.326331 x 8 17.022 x 9 56 v 3.16719 2.83281 6 11-5.1092235 37 10 9 7.67731e-05 x 59 0.0584212 x 60 0.00198158 x 61 0.0240583 x 62 0.00781815 x 63 0.303386 x 65 0.0799196 x 66 0.0158811 x 67 0.0583697 x 68 0.954599 x 69 0.000777577 x 70 0.0278388 x 71 0.347786 x 72 0.212521 x 73 0.00031999 x 74 0.00149835 x 76 0.00699614 x 77 2.3189 x 78 1.14437 x 79 0.189229 x 80 0.226596 x 81 0.883925 x 82 0.280498 x 83 0.0163899 x 84 0.122644 x 85 0.0654261 x 86 0.071225 x 88 0.0463364 x 89 1.05664 x 90 0.830721 x 91 0.328743 x 92 0.000453799 x 93 0.0139116 x 94 3.27932 x 95 18.183 x 96 0.00463198 x 60 0.0171523 x 61 0.0140478 x 62 0.0256518 x 63 0.0983338 x 64 0.00314014 x 65 0.259862 x 66 0.022535 x 67 0.00870202 x 68 0.142787 x 69 0.0133141 x 70 0.203087 x 71 0.0336497 x 72 0.011676 x 73 0.0451494 x 74 0.0161426 x 75 0.177254 x 76 0.00177968 x 77 0.195181 x 78 0.000387867 x 79 0.052974 x 80 0.0920244 x 81 0.338654 x 82 0.0338735 x 83 0.576777 x 84 0.0349986 x 85 0.00434329 x 86 0.00367619 x 87 0.598679 x 88 0.191213 x 89 0.0387036 x 90 0.208089 x 91 0.184174 x 92 0.647369 x 93 0.265345 x 94 2.78894 x 95 49.4845 x 96 0.0155817 x 0 0.209853 x 1 0.0976483 x 2 0.00318685 x 3 0.000241167 x 4 1.09138 x 5 0.000152514 x 6 0.0305343 x 7 0.0055649 x 8 33.3849 x 9 0.166716 x 0 0.0808419 x 1 0.0706757 x 2 0.177188 x 4 0.0961897 x 5 0.019342 x 6 0.00627153 x 7 0.00235107 x 8 30.541 x 9 57 v 2.85694 3.14306 6 72-4.7211935 38 10 10 0.00355657 x 59 0.283628 x 60 0.188173 x 61 0.14571 x 62 0.31385 x 63 0.267206 x 65 0.245412 x 66 0.200566 x 67 0.67421 x 68 0.499706 x 69 0.564076 x 70 1.26331 x 71 1.93286 x 72 0.881536 x 73 1.01845 x 74 0.334309 x 76 1.31306 x 77 0.269501 x 78 1.14767 x 79 1.60319 x 80 2.01864 x 81 1.46645 x 82 0.791134 x 83 0.74747 x 84 1.81466 x 85 3.8263 x 86 1.13363 x 88 3.95243 x 89 2.66778 x 90 5.14234 x 91 1.8713 x 92 0.727921 x 93 1.91527 x 94 20.4888 x 95 164.585 x 96 0.00116855 x 59 0.0177602 x 60 0.0304932 x 61 0.0603045 x 62 0.0495645 x 63 0.580814 x 64 0.100132 x 65 0.119715 x 66 0.317836 x 67 0.282238 x 68 0.0299179 x 69 0.20749 x 70 0.102326 x 71 0.146287 x 72 0.80194 x 73 0.207893 x 74 0.0234186 x 75 0.720687 x 76 0.341356 x 77 0.243411 x 78 0.152567 x 79 0.407289 x 80 0.531383 x 81 0.639531 x 82 0.273446 x 83 0.517826 x 84 2.72012 x 85 0.792599 x 86 0.0726673 x 87 0.462769 x 88 0.988745 x 89 0.336463 x 90 0.46342 x 91 1.33965 x 92 0.124922 x 93 1.00548 x 94 17.5959 x 95 316.889 x 96 0.291665 x 0 0.278987 x 1 0.221842 x 2 0.270352 x 3 0.764412 x 4 0.51394 x 5 0.697021 x 6 1.07601 x 7 2.00433 x 8 199.581 x 9 0.54154 x 0 1.22461 x 1 1.36287 x 2 1.26754 x 3 2.48678 x 4 1.40017 x 5 1.78861 x 6 2.39991 x 7 0.6377 x 8 213.189 x 9 58 v 2.43928 3.56072 6 2551-3.8014538 38 10 10 0.0279096 x 59 1.08109 x 60 1.05097 x 61 4.60291 x 62 13.8541 x 63 59.1218 x 64 27.586 x 65 35.8233 x 66 44.2069 x 67 16.5233 x 68 6.70334 x 69 12.5579 x 70 6.77716 x 71 7.64353 x 72 34.2787 x 73 24.1405 x 74 68.1678 x 75 39.1056 x 76 22.7891 x 77 32.0434 x 78 14.2043 x 79 44.5915 x 80 17.1964 x 81 36.4816 x 82 4.33675 x 83 50.3289 x 84 52.2689 x 85 16.8442 x 86 29.8567 x 87 9.31276 x 88 12.0621 x 89 20.2167 x 90 16.5494 x 91 19.6234 x 92 11.0483 x 93 49.1139 x 94 245.383 x 95 7975.85 x 96 0.0428837 x 59 0.862134 x 60 0.31716 x 61 1.27081 x 62 3.83631 x 63 24.1149 x 64 9.25113 x 65 17.1057 x 66 21.7684 x 67 5.09454 x 68 4.81341 x 69 3.08871 x 70 3.12204 x 71 1.84585 x 72 7.00357 x 73 6.50519 x 74 17.6189 x 75 14.4878 x 76 9.96991 x 77 7.50068 x 78 9.67169 x 79 10.7881 x 80 6.29529 x 81 21.2838 x 82 1.44893 x 83 21.4664 x 84 24.518 x 85 7.40628 x 86 24.5844 x 87 4.70469 x 88 6.06165 x 89 10.236 x 90 11.0621 x 91 7.89975 x 92 5.74387 x 93 35.1225 x 94 201.634 x 95 10755 x 96 0.173804 x 0 1.01147 x 1 1.31026 x 2 3.15202 x 3 3.02054 x 4 7.03076 x 5 9.90543 x 6 6.53961 x 7 12.851 x 8 6177.59 x 9 0.313194 x 0 13.463 x 1 2.8598 x 2 19.4081 x 3 17.748 x 4 18.2132 x 5 32.6007 x 6 22.4608 x 7 23.9278 x 8 8932.36 x 9 59 v 3.9746 3.0254 7 8-12.066916 19 43 44 8.96074 x 97 3.93375 x 98 1.71068 x 99 0.810628 x 100 0.273854 x 101 0.0558627 x 102 0.237117 x 104 0.0848281 x 105 0.00349985 x 106 0.0123449 x 107 0.00665289 x 108 0.0155782 x 109 0.000724189 x 111 0.000179701 x 112 5.29618e-05 x 113 0.0959807 x 115 7.75525 x 97 8.03245 x 98 7.21966 x 99 6.45338 x 100 4.92465 x 101 3.04143 x 102 1.047 x 103 0.776579 x 104 0.0264217 x 105 0.00471333 x 106 0.132827 x 107 0.0424648 x 108 0.0961218 x 109 0.0104525 x 110 0.0266976 x 111 0.0236003 x 112 0.00508365 x 113 0.0151987 x 114 0.161828 x 115 0.364135 x 11 1.46885 x 12 3.31768 x 13 5.75159 x 14 8.60637 x 15 11.3054 x 16 0.0141338 x 18 0.402319 x 19 0.023367 x 20 0.000195586 x 21 0.000283401 x 22 0.075669 x 23 0.009382 x 24 0.284931 x 25 0.0193974 x 26 0.0126414 x 27 0.00136201 x 28 0.0113042 x 29 0.000355647 x 30 0.000263098 x 31 0.045796 x 32 0.00975727 x 33 0.00106938 x 34 0.000219334 x 35 3.2934e-05 x 36 0.00017735 x 37 0.00028124 x 38 0.000224989 x 39 0.00265684 x 40 0.00196481 x 41 0.000242214 x 42 0.0243251 x 43 0.00115266 x 44 0.00115361 x 45 0.00164888 x 46 0.000973702 x 47 0.000182758 x 48 0.0027657 x 49 0.000278523 x 52 1.38813e-05 x 54 7.67731e-05 x 56 0.00355657 x 57 0.0279096 x 58 1.35447 x 10 3.50879 x 11 4.65286 x 12 4.79517 x 13 4.25643 x 14 3.1875 x 15 1.67393 x 16 0.164725 x 17 0.176852 x 18 0.0814104 x 19 0.0768676 x 20 0.00143062 x 21 0.00767176 x 22 0.0501782 x 23 0.020876 x 24 0.0649326 x 25 0.021072 x 26 0.00384363 x 27 0.000707241 x 28 0.00196085 x 29 0.0147669 x 32 0.012077 x 33 0.00543848 x 34 0.000159874 x 35 2.71092e-05 x 36 0.00082649 x 37 0.00249437 x 38 4.30585e-05 x 39 0.00276049 x 40 0.00232188 x 41 0.00167931 x 42 0.00711192 x 43 0.00206794 x 44 5.32632e-05 x 45 5.90089e-05 x 46 0.000575171 x 47 0.000896699 x 48 0.00207918 x 49 0.00015831 x 50 0.000534826 x 52 0.000161135 x 53 0.000126086 x 55 0.00116855 x 57 0.0428837 x 58 60 v 4.99217 2.00783 7 8-8.9832116 19 47 48 0.927822 x 97 1.27262 x 98 0.155434 x 99 0.0261734 x 100 0.0685002 x 101 0.00929574 x 102 0.727437 x 104 1.51733 x 105 0.152505 x 106 0.0243193 x 107 0.37539 x 108 0.126486 x 109 0.0550462 x 111 0.0250913 x 112 0.00458001 x 113 2.59405 x 115 6.32409 x 97 0.0617204 x 98 2.82934 x 99 0.229811 x 100 0.80035 x 101 0.422667 x 102 0.12413 x 103 7.60143 x 104 11.2086 x 105 0.0953838 x 106 4.97627 x 107 0.268465 x 108 1.00984 x 109 0.514234 x 110 0.440381 x 111 1.57572 x 112 0.0785258 x 113 0.589753 x 114 8.78564 x 115 1.77462 x 11 1.17221 x 12 0.977611 x 13 0.421258 x 14 0.246079 x 15 0.899493 x 16 0.271804 x 18 6.88871 x 19 0.0329597 x 20 1.7483 x 21 2.42395 x 22 3.95828 x 23 3.20181 x 24 3.39701 x 25 0.168619 x 26 2.34559 x 27 0.470883 x 28 3.13211 x 29 1.10478 x 30 0.0335609 x 31 0.474788 x 32 1.13504 x 33 0.403377 x 34 0.581155 x 35 0.028528 x 36 0.266484 x 37 0.0198414 x 38 0.01209 x 39 0.0124772 x 40 0.0590952 x 41 0.000322321 x 42 0.197326 x 43 0.0711218 x 44 0.0123743 x 45 0.00205938 x 46 0.297616 x 47 0.0337427 x 48 0.16131 x 49 0.0156423 x 50 0.00075297 x 51 0.0131401 x 52 0.012332 x 53 0.00218679 x 54 0.0313178 x 55 0.0584212 x 56 0.283628 x 57 1.08109 x 58 3.79809 x 10 0.0364992 x 11 0.0862007 x 12 1.36632 x 13 1.00382 x 14 0.754138 x 15 0.162769 x 16 1.59062 x 17 1.34679 x 18 0.0235841 x 19 0.504996 x 20 0.218027 x 21 0.288413 x 22 0.226064 x 23 0.32111 x 24 0.590743 x 25 0.00398738 x 26 0.213584 x 27 0.568889 x 28 0.0700323 x 29 0.193109 x 30 0.210889 x 31 0.00776936 x 32 0.0274661 x 33 0.598577 x 35 0.0272513 x 36 0.289478 x 37 0.00128844 x 38 0.117336 x 39 0.0652796 x 40 0.00440626 x 41 0.101121 x 42 0.0257098 x 43 0.0592544 x 44 0.0232408 x 45 6.31171e-05 x 46 0.176821 x 47 0.0107928 x 48 0.0392079 x 49 0.00206576 x 50 0.00117644 x 51 0.0135598 x 52 0.00202228 x 53 0.000440143 x 54 0.00414008 x 55 0.00463198 x 56 0.0177602 x 57 0.862134 x 58 61 v 4.29627 2.70373 7 6-9.3943217 16 41 45 0.220747 x 98 2.34324 x 99 0.62466 x 100 0.661925 x 101 0.164261 x 102 0.0486207 x 103 1.54337 x 104 0.132013 x 106 0.24033 x 107 0.101733 x 108 0.142943 x 109 0.0174867 x 110 0.00709868 x 111 0.13072 x 112 0.035526 x 113 0.0591627 x 114 3.74824 x 115 3.06371 x 97 1.98792 x 98 0.016861 x 99 0.311188 x 100 0.0112425 x 101 0.0173705 x 102 1.53017 x 104 1.04519 x 105 0.733964 x 106 0.0191834 x 107 3.06948 x 108 0.0353864 x 109 0.956519 x 111 0.130841 x 112 0.0276456 x 113 18.8204 x 115 0.426872 x 10 0.577248 x 11 0.0771124 x 12 0.0171288 x 13 0.0726016 x 14 0.00960894 x 15 1.02129 x 17 1.7891 x 18 1.82914 x 20 0.22484 x 21 0.784832 x 22 3.76161 x 23 1.776 x 24 0.632001 x 26 0.380279 x 27 0.244001 x 28 2.66816 x 29 1.25075 x 30 0.196629 x 31 0.00405892 x 33 0.0669545 x 34 0.675294 x 35 0.0705147 x 36 0.707459 x 37 0.344721 x 38 0.000287113 x 40 0.847956 x 41 0.0786519 x 42 0.31145 x 44 0.889447 x 45 1.35177 x 46 0.120593 x 48 1.12037 x 49 0.0103136 x 50 0.108392 x 51 0.0847986 x 52 0.000334006 x 53 0.00360869 x 55 0.00198158 x 56 0.188173 x 57 1.05097 x 58 2.10807 x 11 1.24145 x 12 0.0808703 x 13 0.288542 x 14 1.36916 x 15 1.58442 x 16 0.609716 x 18 0.137 x 19 1.0421 x 20 0.395159 x 21 1.16348 x 22 1.12122 x 23 1.37929 x 24 0.305036 x 25 0.712479 x 26 0.0749602 x 27 0.0351912 x 28 0.00156702 x 29 0.217032 x 30 0.276719 x 31 0.0552707 x 33 0.0206496 x 34 0.0675231 x 35 0.0674005 x 36 0.0350464 x 37 0.287645 x 38 0.00400983 x 39 0.00245772 x 40 0.336931 x 41 0.0181996 x 42 0.0259292 x 43 0.0588425 x 44 0.230529 x 45 0.212143 x 46 0.0325538 x 47 0.0174996 x 48 0.221401 x 49 0.000996343 x 50 0.0158021 x 51 0.00215099 x 52 0.000214961 x 53 0.000309528 x 54 0.0171523 x 56 0.0304932 x 57 0.31716 x 58 62 v 4.35147 2.64853 7 8-9.231516 18 46 49 0.0890832 x 97 0.697837 x 98 0.26092 x 99 0.345214 x 100 0.454363 x 101 0.147749 x 102 1.27059 x 104 2.65156 x 105 0.00286626 x 106 0.436276 x 107 0.696223 x 108 0.150331 x 109 0.148386 x 111 0.358568 x 112 0.000598044 x 113 5.47721 x 115 0.777525 x 97 0.312972 x 98 0.185097 x 99 1.6694 x 100 2.09745 x 101 2.50748 x 102 1.14221 x 103 0.409609 x 104 3.45392 x 105 0.902774 x 106 0.189327 x 107 3.13887 x 108 0.438991 x 109 0.0231524 x 110 0.688851 x 111 0.172117 x 113 0.00842364 x 114 24.6927 x 115 0.0284027 x 11 0.882378 x 12 0.131491 x 13 0.121989 x 14 0.0264991 x 15 0.0151722 x 16 0.168828 x 18 2.52218 x 19 0.00354491 x 20 2.41933 x 21 0.449889 x 22 0.116728 x 24 5.44678 x 25 0.0143135 x 26 0.0730821 x 27 0.25238 x 28 0.809496 x 29 0.790299 x 30 5.0617 x 31 0.000586549 x 32 0.00140714 x 33 0.139644 x 34 4.43087 x 35 1.1732 x 36 0.721612 x 37 0.256301 x 38 0.581296 x 39 1.52157 x 40 0.0727928 x 41 0.582873 x 42 0.259594 x 43 0.15736 x 44 0.170331 x 45 0.199934 x 46 0.116585 x 47 0.00836941 x 48 0.0159676 x 49 0.181693 x 50 0.0411043 x 51 0.00712457 x 52 0.00975145 x 53 0.0028206 x 54 0.0513494 x 55 0.0240583 x 56 0.14571 x 57 4.60291 x 58 0.804936 x 10 4.48303 x 11 1.63863 x 12 0.00629008 x 13 0.512115 x 14 0.0767934 x 15 0.0681612 x 16 0.375386 x 17 0.622094 x 18 4.54872 x 19 0.290807 x 20 0.157868 x 21 0.466294 x 22 0.774692 x 23 0.710715 x 24 0.240181 x 25 0.000629093 x 26 0.537052 x 27 0.0454677 x 28 1.18384 x 29 0.424393 x 30 0.287342 x 31 0.0787944 x 32 0.209252 x 33 0.0813145 x 34 0.0466158 x 35 0.0292815 x 36 0.00501628 x 37 0.0012158 x 38 0.391757 x 39 0.374449 x 40 0.0154303 x 41 0.00828631 x 42 0.0289445 x 43 0.0430014 x 44 2.8547e-05 x 45 0.0233568 x 46 0.0862154 x 47 0.00354103 x 48 0.0295288 x 49 0.000442449 x 50 0.00120363 x 51 0.0640408 x 52 0.039007 x 53 0.00672069 x 54 0.0194034 x 55 0.0140478 x 56 0.0603045 x 57 1.27081 x 58 63 v 4.35774 2.64226 7 10-9.0754713 16 44 46 0.924779 x 97 0.00781694 x 98 1.60542 x 99 0.646265 x 100 0.678797 x 101 0.136669 x 104 2.98598 x 105 0.239061 x 106 0.0292365 x 107 0.163851 x 108 0.0674871 x 109 0.343415 x 112 8.59328 x 115 1.14829 x 97 0.787369 x 98 2.1476 x 99 2.24962 x 100 2.23823 x 101 0.783061 x 102 0.00397629 x 104 0.964001 x 105 0.11946 x 106 0.0552319 x 107 1.78191 x 108 0.00961072 x 109 0.671917 x 111 0.259011 x 112 0.000550075 x 113 40.3566 x 115 2.15561 x 12 0.00760036 x 13 0.390319 x 14 0.0514938 x 15 0.00129878 x 16 0.00895787 x 19 1.07045 x 20 0.114504 x 21 1.38805 x 22 0.319728 x 23 0.698551 x 24 0.000548991 x 25 0.50978 x 26 0.0393079 x 27 1.34432 x 28 0.129834 x 29 0.96535 x 30 0.00220221 x 31 2.04541 x 32 2.73865 x 33 4.73657 x 34 0.049032 x 35 0.0129806 x 37 0.31513 x 38 5.14696 x 39 2.95167 x 40 0.212744 x 41 0.0524436 x 42 0.0105176 x 43 0.680976 x 44 0.0763675 x 45 0.552875 x 46 0.348418 x 47 0.00108808 x 48 0.0683135 x 49 0.149916 x 50 0.0116082 x 51 0.000453368 x 52 0.0396107 x 53 3.47422e-05 x 54 0.00145274 x 55 0.00781815 x 56 0.31385 x 57 13.8541 x 58 3.89405 x 11 3.19246 x 12 0.738144 x 13 0.983294 x 14 0.109508 x 15 0.549083 x 16 0.0556828 x 18 3.87966 x 19 0.109575 x 20 1.12289 x 21 0.956582 x 22 0.729316 x 23 0.738922 x 24 0.730412 x 25 0.109004 x 26 0.525647 x 27 0.209096 x 28 1.17773 x 29 0.153793 x 30 0.779451 x 31 0.0139829 x 32 0.00382544 x 33 0.626609 x 35 0.0951519 x 36 0.100757 x 37 0.177656 x 38 0.166645 x 39 0.0130412 x 40 0.125474 x 41 0.020492 x 42 0.0428304 x 43 0.00380678 x 44 0.0414555 x 45 0.0229693 x 46 0.0319278 x 47 0.177013 x 48 0.0196693 x 49 0.00117328 x 50 0.00189141 x 51 0.0145769 x 52 0.0138741 x 53 0.000931202 x 54 0.0501437 x 55 0.0256518 x 56 0.0495645 x 57 3.83631 x 58 64 v 4.06571 2.93429 7 18-9.24955 3 5 9 20 16.9074 x 97 0.409881 x 105 17.4994 x 115 1.22254 x 97 1.16354 x 98 1.42984 x 105 0.27595 x 106 87.0902 x 115 9.26245 x 16 1.8621 x 19 1.92481 x 25 0.0252295 x 32 0.168201 x 39 0.149509 x 43 0.668125 x 47 4.64057e-05 x 54 59.1218 x 58 2.21277 x 15 13.4718 x 16 2.12002 x 19 0.136179 x 23 4.01614 x 25 3.20325 x 29 0.11372 x 32 0.119417 x 33 0.955555 x 35 0.110736 x 39 0.000287898 x 40 0.306198 x 43 0.658142 x 46 0.4781 x 47 0.0702368 x 48 0.0474737 x 52 0.00251374 x 54 0.0983338 x 56 0.580814 x 57 24.1149 x 58 65 v 3.95184 3.04816 7 12-9.3157910 13 37 44 0.831971 x 97 1.05243 x 98 3.25712 x 99 1.48062 x 100 0.0568315 x 104 1.02673 x 105 0.224876 x 106 0.103609 x 108 0.106812 x 109 16.4364 x 115 0.638 x 97 1.22808 x 98 2.22931 x 99 2.56277 x 100 0.916324 x 101 0.466596 x 104 0.000237584 x 105 0.367817 x 106 0.119029 x 107 0.366414 x 108 0.222179 x 109 0.819019 x 112 49.4853 x 115 2.56578 x 13 0.166486 x 14 0.19523 x 15 0.00372918 x 16 0.203014 x 19 0.177433 x 22 0.478637 x 23 1.43588 x 24 0.839512 x 25 1.62426 x 26 1.41712 x 27 0.583072 x 29 0.3162 x 30 0.274316 x 31 0.179541 x 32 1.19951 x 33 1.27176 x 34 0.705609 x 35 0.0680501 x 37 1.04543 x 39 1.65506 x 40 0.104274 x 41 0.525039 x 43 0.503759 x 44 0.58812 x 45 0.689045 x 46 0.0440946 x 47 0.0496191 x 48 0.0278043 x 49 0.30089 x 50 0.000791888 x 51 0.00495377 x 52 0.0161812 x 53 0.00469695 x 54 0.303386 x 56 0.267206 x 57 27.586 x 58 3.2661 x 12 5.16634 x 13 1.35063 x 14 0.698584 x 15 0.118215 x 16 3.7961 x 19 0.122504 x 20 0.016647 x 21 1.41841 x 22 1.12675 x 23 1.43142 x 24 0.235484 x 25 0.0688857 x 26 0.00061456 x 27 0.701775 x 28 0.71825 x 29 0.0977902 x 30 0.159924 x 31 0.459131 x 32 1.44563 x 33 1.31899 x 34 0.125103 x 35 0.0653111 x 37 0.184673 x 38 1.44415 x 39 0.53605 x 40 0.373203 x 41 0.000614058 x 42 0.241275 x 43 0.0880211 x 44 0.198028 x 45 0.0329306 x 46 0.00262251 x 47 0.101141 x 48 0.0317585 x 49 0.023503 x 50 0.00841101 x 51 0.000857658 x 52 0.00256744 x 53 0.00135866 x 54 0.0426028 x 55 0.00314014 x 56 0.100132 x 57 9.25113 x 58 66 v 3.8224 3.1776 7 14-9.36779 7 10 30 38 2.16898 x 97 3.24994 x 98 4.39114 x 99 0.000388173 x 104 0.973774 x 105 0.0164235 x 106 19.6851 x 115 0.768642 x 97 1.8938 x 98 1.9185 x 99 1.17801 x 100 0.79681 x 104 0.909003 x 105 0.267346 x 106 0.824231 x 108 1.02486 x 109 57.9313 x 115 4.22525 x 14 0.181492 x 15 0.14963 x 16 0.16302 x 19 1.17845 x 23 0.235804 x 24 0.979735 x 25 1.28954 x 27 1.10994 x 29 0.200223 x 31 0.748759 x 32 2.70336 x 33 0.000557969 x 34 0.0791191 x 35 0.00639209 x 37 1.1113 x 39 0.0349183 x 40 1.35172 x 43 0.342758 x 45 0.0591812 x 46 0.0103965 x 47 0.428279 x 48 0.486409 x 49 0.183136 x 51 0.0324108 x 52 0.0453716 x 53 0.0272608 x 54 0.0799196 x 56 0.245412 x 57 35.8233 x 58 3.34828 x 13 6.3841 x 14 1.05525 x 15 1.04049 x 16 2.57764 x 19 0.0137592 x 22 2.29128 x 23 2.66963 x 24 0.0672216 x 25 0.921884 x 26 0.556099 x 27 0.0245309 x 29 0.588111 x 30 0.0145543 x 31 1.5119 x 32 2.03466 x 33 0.0128942 x 34 0.0783095 x 35 0.0568389 x 37 0.0506083 x 39 0.115634 x 40 0.120425 x 41 0.310869 x 43 0.0262415 x 44 0.691551 x 45 0.209332 x 46 0.0477459 x 47 0.00843379 x 48 0.000748771 x 49 0.128495 x 50 0.026973 x 51 0.00590855 x 52 0.00394323 x 53 0.00303329 x 54 0.00276099 x 55 0.259862 x 56 0.119715 x 57 17.1057 x 58 67 v 3.73396 3.26604 7 16-9.43838 5 7 20 30 6.27645 x 97 6.78133 x 98 0.387169 x 105 0.00220878 x 106 22.809 x 115 1.1652 x 97 2.32608 x 98 0.719582 x 99 0.638105 x 104 1.324 x 105 0.0106373 x 106 69.5588 x 115 7.20641 x 15 0.114434 x 16 0.0053678 x 19 0.830383 x 23 0.402263 x 25 0.176883 x 29 3.80783 x 32 0.0811615 x 33 0.409209 x 35 0.14734 x 39 0.00407923 x 40 0.590873 x 43 0.832143 x 46 0.142439 x 47 0.464176 x 48 0.0888018 x 52 0.0156008 x 54 0.0158811 x 56 0.200566 x 57 44.2069 x 58 3.29093 x 14 8.65274 x 15 0.123537 x 16 2.48305 x 19 4.6293 x 23 0.0387857 x 24 1.74793 x 25 2.75378 x 27 1.15595 x 29 0.188987 x 31 2.7533 x 32 0.08617 x 33 5.84736e-05 x 34 0.00937605 x 35 0.150863 x 37 0.498208 x 39 0.00693321 x 40 0.0903201 x 43 0.0565096 x 45 0.243744 x 46 0.0902589 x 47 0.453258 x 48 0.169494 x 49 0.303356 x 51 0.0869246 x 52 0.0401199 x 53 0.0430789 x 54 0.022535 x 56 0.317836 x 57 21.7684 x 58 68 v 4.01714 2.98286 7 10-9.0713413 15 44 47 2.74629 x 97 2.61304 x 98 0.00204586 x 99 0.98993 x 100 0.0591975 x 101 0.313736 x 104 0.568254 x 105 0.197784 x 106 0.0275986 x 107 0.0428464 x 108 0.025973 x 109 0.0252691 x 112 12.216 x 115 3.77015 x 97 0.0532408 x 99 0.661289 x 100 0.343464 x 101 0.2943 x 102 1.56731 x 104 2.04887 x 105 0.111852 x 106 0.831299 x 107 0.361047 x 108 1.01055 x 109 0.0181946 x 111 0.275354 x 112 0.0393821 x 113 38.7843 x 115 0.82124 x 12 3.01963 x 13 0.982609 x 14 0.420906 x 15 0.00986258 x 16 0.0398393 x 19 0.0948896 x 20 0.111817 x 21 0.92365 x 22 0.114903 x 23 0.171768 x 24 0.172603 x 25 0.387743 x 26 0.100719 x 27 0.0734717 x 28 0.0753203 x 29 0.122596 x 30 0.0917268 x 31 2.31738 x 32 0.190774 x 33 0.109482 x 34 0.215783 x 35 0.163481 x 37 0.519203 x 38 0.490652 x 39 1.48836 x 40 0.698621 x 41 0.611769 x 42 0.405479 x 43 0.0154051 x 44 0.746877 x 45 0.941338 x 46 4.22304 x 47 1.82232 x 48 0.0215077 x 49 0.0640644 x 50 0.0116974 x 51 0.0194285 x 52 0.00299434 x 53 0.0699375 x 54 0.030072 x 55 0.0583697 x 56 0.67421 x 57 16.5233 x 58 0.373828 x 11 1.84039 x 12 2.06262 x 13 0.811202 x 14 1.71316 x 15 0.903255 x 16 1.41486 x 18 1.27391 x 19 1.68532 x 20 0.329366 x 21 0.277297 x 22 0.00773907 x 23 0.0361704 x 24 0.555858 x 25 2.01276 x 26 0.417439 x 27 1.78958 x 28 0.17581 x 29 0.0116103 x 30 0.979072 x 31 0.536688 x 32 0.724978 x 33 0.722691 x 34 0.254171 x 35 0.279647 x 36 0.0203831 x 37 0.0353367 x 38 0.168678 x 39 0.0517873 x 40 0.127756 x 41 0.787724 x 42 0.00527174 x 43 0.392743 x 44 0.171115 x 45 0.483857 x 46 0.64732 x 47 0.22602 x 48 0.109652 x 49 0.00891749 x 50 0.00340736 x 51 0.000236793 x 52 0.00229221 x 53 0.00897909 x 54 0.001437 x 55 0.00870202 x 56 0.282238 x 57 5.09454 x 58 69 v 4.00808 2.99192 7 8-8.8228416 19 47 48 0.534959 x 97 0.133128 x 98 2.87618 x 99 1.35372 x 100 0.835434 x 101 0.24783 x 102 0.138305 x 104 1.5251 x 105 0.0827416 x 106 0.00533698 x 107 0.112281 x 108 0.00582466 x 109 0.00656955 x 111 0.0715213 x 112 0.0251192 x 113 7.98088 x 115 1.01479 x 97 2.45044 x 98 0.0481932 x 99 0.137649 x 100 0.0590633 x 101 0.00489515 x 102 0.00123679 x 103 0.0400281 x 104 0.197964 x 105 0.245256 x 106 0.984858 x 107 0.568809 x 108 0.281649 x 109 0.967029 x 110 0.268473 x 111 1.90122 x 112 0.20459 x 113 0.257988 x 114 30.4298 x 115 0.510902 x 11 0.375411 x 12 0.00535114 x 13 0.427698 x 14 0.649503 x 15 0.0677556 x 16 0.830879 x 18 0.15696 x 19 1.29029 x 20 0.143591 x 21 0.177887 x 22 0.0388248 x 23 0.170189 x 24 0.331988 x 25 1.65153 x 26 1.05013 x 27 0.0762332 x 28 0.26473 x 29 0.0262935 x 30 0.155734 x 31 4.12179 x 32 1.84728 x 33 1.0302 x 34 0.327027 x 35 0.0701506 x 36 0.723701 x 37 0.371829 x 38 0.797975 x 39 1.08703 x 40 0.267351 x 41 1.09669 x 42 0.188878 x 43 1.58558 x 44 0.243235 x 45 0.0169068 x 46 1.19996 x 47 0.0739652 x 48 0.364584 x 49 0.0710414 x 50 0.0144585 x 51 0.00041567 x 52 0.00048276 x 53 0.00331425 x 54 0.000878229 x 55 0.954599 x 56 0.499706 x 57 6.70334 x 58 0.503896 x 10 0.0245815 x 11 0.795157 x 12 0.605602 x 13 0.0464294 x 14 1.1733 x 15 3.17043 x 16 0.283668 x 17 0.0227694 x 18 0.00607944 x 20 2.84699 x 21 1.17762 x 22 0.000971733 x 23 0.18389 x 24 0.044948 x 25 0.0276335 x 26 0.216736 x 27 0.926804 x 28 0.339645 x 29 0.00497972 x 30 0.0666899 x 31 1.06799 x 32 0.557365 x 33 0.827697 x 34 0.449304 x 35 1.21464 x 36 0.0917786 x 37 0.534836 x 38 0.00306 x 39 0.184956 x 40 0.175601 x 41 0.235486 x 42 0.00929497 x 43 0.438549 x 44 0.0668622 x 45 0.0666095 x 46 0.146126 x 47 0.0669543 x 48 0.156692 x 49 0.084374 x 50 0.012623 x 51 0.0170571 x 52 0.0273809 x 53 0.00609225 x 54 0.0385296 x 55 0.142787 x 56 0.0299179 x 57 4.81341 x 58 70 v 3.96197 3.03803 7 8-8.6578815 19 46 48 0.00175029 x 97 0.59708 x 98 0.0108974 x 99 0.699048 x 100 0.142869 x 101 0.127684 x 102 1.17217 x 104 0.479778 x 105 0.279268 x 106 0.00661102 x 107 1.34012 x 108 0.101199 x 109 0.246149 x 111 0.00220191 x 113 11.097 x 115 0.00162913 x 97 1.54424 x 98 0.865387 x 99 0.0481987 x 100 0.146601 x 101 0.584996 x 102 0.350472 x 103 0.0932429 x 104 3.6109 x 105 0.0225045 x 106 1.23121 x 107 0.0868112 x 108 2.39101 x 109 0.191844 x 110 0.725322 x 111 0.146615 x 112 0.367116 x 113 0.0275288 x 114 27.2595 x 115 0.295311 x 11 0.00107482 x 12 0.545133 x 13 0.0672932 x 14 0.00140513 x 15 0.0173067 x 16 0.299678 x 18 1.20229 x 19 0.031618 x 20 0.273407 x 21 1.3006 x 22 0.13202 x 23 0.528022 x 24 0.0146381 x 25 0.0586875 x 27 0.562042 x 28 0.331884 x 29 0.00233455 x 30 0.0785489 x 31 0.469291 x 32 0.0355489 x 33 0.0177642 x 34 0.144464 x 35 0.246616 x 36 0.328458 x 37 0.000682009 x 38 0.817946 x 39 0.14386 x 40 0.219457 x 41 0.00860086 x 42 2.46169 x 43 0.028877 x 44 1.08349 x 45 0.248342 x 46 1.48619 x 47 0.351316 x 48 0.00555263 x 49 0.594435 x 50 0.00469306 x 51 3.12467 x 52 0.795717 x 53 0.0994394 x 54 0.112248 x 55 0.000777577 x 56 0.564076 x 57 12.5579 x 58 0.338617 x 10 0.00026749 x 11 2.04952 x 12 1.09758 x 13 0.392722 x 14 0.00573051 x 15 0.0922215 x 16 1.08943 x 17 2.0817 x 18 0.907171 x 19 0.523561 x 20 0.0453128 x 21 0.365923 x 22 0.635763 x 23 0.553707 x 24 3.84644 x 25 0.00742771 x 26 0.218918 x 27 0.0445505 x 28 0.0338241 x 29 0.0383834 x 30 1.12022 x 31 0.00146489 x 32 0.00779633 x 33 0.00197445 x 34 2.29729 x 35 0.296785 x 36 0.257209 x 37 0.608948 x 38 0.13287 x 39 0.363109 x 40 0.355307 x 41 0.146816 x 42 0.0179303 x 43 0.476089 x 44 0.00120603 x 45 0.177276 x 46 0.000106102 x 47 0.0110615 x 48 0.104635 x 49 0.0610227 x 50 0.170786 x 51 0.00541694 x 52 0.00614008 x 54 0.00390814 x 55 0.0133141 x 56 0.20749 x 57 3.08871 x 58 71 v 3.55479 3.44521 7 6-9.076917 16 41 46 0.414494 x 98 0.714228 x 99 0.48259 x 100 0.6323 x 101 1.35989 x 102 0.599825 x 103 0.0505149 x 104 0.221963 x 106 0.0497955 x 107 0.0269975 x 108 0.132941 x 109 0.00113537 x 110 0.0102437 x 111 0.621259 x 112 0.0124402 x 113 0.037831 x 114 9.30254 x 115 0.02401 x 97 2.2115 x 98 0.320396 x 99 0.00382709 x 100 0.126459 x 101 0.0138385 x 102 0.685026 x 104 0.000984081 x 105 0.0127537 x 106 0.348463 x 107 0.509936 x 108 1.05821 x 109 0.216251 x 111 0.771433 x 112 4.13313e-05 x 113 21.0253 x 115 0.112031 x 10 0.000522715 x 11 0.299655 x 12 0.302648 x 13 0.0300985 x 14 0.130249 x 15 0.34073 x 17 0.124109 x 18 0.0264394 x 20 0.00293736 x 21 0.0194134 x 22 0.70166 x 23 0.0471574 x 24 0.194166 x 26 0.0497311 x 27 0.210229 x 28 0.067215 x 29 1.09993 x 30 0.530725 x 31 0.753828 x 33 1.03012 x 34 0.0554861 x 35 0.247026 x 36 1.04562 x 37 0.497028 x 38 0.482885 x 40 0.836857 x 41 0.0464468 x 42 0.107851 x 44 0.00212736 x 45 0.774556 x 46 1.15165 x 48 0.02457 x 49 0.417371 x 50 1.39651 x 51 1.86003e-05 x 52 0.0974571 x 53 0.00323657 x 55 0.0278388 x 56 1.26331 x 57 6.77716 x 58 1.14495 x 11 0.00277217 x 12 0.730429 x 13 0.559265 x 14 0.0114649 x 15 2.04991 x 16 0.0288687 x 18 1.07496 x 19 0.144785 x 20 2.04742 x 21 0.289438 x 22 0.190955 x 23 0.506922 x 25 0.00332268 x 26 0.400602 x 27 0.241834 x 28 0.306669 x 29 1.8075 x 30 0.0371028 x 31 0.429467 x 32 0.346751 x 33 1.03539 x 34 0.103101 x 35 1.73015 x 36 0.367914 x 37 0.339268 x 38 0.00853777 x 39 0.472015 x 40 0.010172 x 41 0.0392374 x 42 0.0097119 x 43 0.0611093 x 44 0.0203314 x 45 0.00254314 x 46 0.064873 x 47 0.163901 x 48 0.159741 x 49 0.0417334 x 50 0.210071 x 51 0.0446346 x 52 0.00256039 x 53 0.000813916 x 54 0.000131574 x 55 0.203087 x 56 0.102326 x 57 3.12204 x 58 72 v 4.32588 2.67412 7 6-8.1941417 16 41 47 0.0229313 x 98 0.620927 x 99 0.285931 x 100 1.05374 x 101 0.0826144 x 102 0.15679 x 103 0.04541 x 104 0.000110676 x 106 1.37857 x 107 0.141799 x 108 0.0143995 x 109 0.171946 x 110 0.0232845 x 111 0.123934 x 112 0.0393004 x 113 0.0476141 x 114 5.83525 x 115 0.0322461 x 97 0.0714604 x 98 1.85523 x 99 1.39094 x 100 0.218481 x 101 0.0588846 x 102 0.0967374 x 104 0.00951363 x 105 0.371169 x 106 0.502792 x 107 0.0956646 x 108 0.30642 x 109 0.00081897 x 111 0.415781 x 112 0.325797 x 113 26.2029 x 115 0.16542 x 10 0.0476112 x 11 0.145482 x 12 0.071341 x 13 0.0893834 x 14 0.00224693 x 15 0.0118519 x 17 0.19123 x 18 0.0119612 x 20 1.26261 x 21 0.381864 x 22 0.182749 x 23 0.00877965 x 24 0.0226892 x 26 0.0514442 x 27 0.358775 x 28 0.756974 x 29 0.555555 x 30 0.0359633 x 31 0.797924 x 33 0.174428 x 34 1.55603 x 35 0.47008 x 36 1.36933 x 37 0.821331 x 38 0.352678 x 40 1.02709 x 41 0.164686 x 42 1.09833 x 44 0.307648 x 45 1.49499 x 46 0.571819 x 48 0.581803 x 49 0.00154024 x 50 0.559714 x 51 0.257091 x 52 0.00030124 x 53 0.0701189 x 55 0.347786 x 56 1.93286 x 57 7.64353 x 58 1.37288 x 11 1.55814 x 12 0.106192 x 13 0.884617 x 14 0.261459 x 15 0.852995 x 16 0.61319 x 18 1.77144 x 19 0.443511 x 20 0.266461 x 21 0.156337 x 22 0.143982 x 23 0.650684 x 24 0.00745825 x 25 0.510609 x 26 0.0036012 x 27 0.00882182 x 28 1.42846 x 29 0.00829403 x 30 0.234786 x 31 0.00996134 x 32 0.286711 x 33 0.264904 x 34 0.1881 x 35 0.0706734 x 36 0.0107154 x 37 0.113191 x 38 0.214317 x 39 0.0268785 x 40 0.224689 x 41 0.413146 x 42 0.0854693 x 43 0.0700053 x 44 0.00951927 x 45 0.00089347 x 46 0.0293293 x 47 0.0299863 x 48 0.0822325 x 49 0.273506 x 50 0.181419 x 51 0.0448094 x 52 0.0252022 x 53 0.0209087 x 54 0.0580532 x 55 0.0336497 x 56 0.146287 x 57 1.84585 x 58 73 v 4.20042 2.79958 7 12-8.187510 13 38 44 5.69562 x 97 1.29981 x 98 0.371038 x 99 0.154819 x 100 0.0213004 x 104 0.533652 x 105 0.0158592 x 106 0.00962363 x 108 0.0260374 x 109 13.4666 x 115 5.48271 x 97 0.261359 x 98 0.000137036 x 99 0.271569 x 100 0.120688 x 101 0.955928 x 104 0.357745 x 105 0.0376329 x 106 0.0172121 x 107 0.0387147 x 108 0.120997 x 109 0.00124137 x 112 54.7382 x 115 2.47504 x 13 4.04906 x 14 0.574947 x 15 0.0586319 x 16 0.0035169 x 19 0.0872845 x 22 0.092043 x 23 0.818082 x 24 0.134324 x 25 0.12103 x 26 0.514443 x 27 0.426698 x 29 0.0316722 x 30 0.16447 x 31 0.44839 x 32 0.814 x 33 0.0704891 x 34 0.829449 x 35 0.18614 x 37 0.176561 x 39 0.305623 x 40 0.0993408 x 41 0.283366 x 43 0.514185 x 44 0.0450513 x 45 0.203106 x 46 0.00289439 x 47 0.608577 x 48 0.451527 x 49 0.172091 x 50 0.168637 x 51 0.0834727 x 52 4.23355e-05 x 53 0.0147609 x 54 0.0028824 x 55 0.212521 x 56 0.881536 x 57 34.2787 x 58 1.20579 x 12 0.427452 x 13 4.56217 x 14 1.53068 x 15 0.253171 x 16 0.0388065 x 19 0.535768 x 20 0.4626 x 21 0.442019 x 22 0.165428 x 23 0.880702 x 24 0.403941 x 25 0.65899 x 26 2.843 x 27 1.40401 x 28 1.20242 x 29 0.145949 x 30 0.3787 x 31 0.00172966 x 32 0.122064 x 33 0.0272003 x 34 1.50468 x 35 0.699557 x 37 0.874768 x 38 0.0798498 x 39 4.88164e-05 x 40 0.392318 x 41 1.50452 x 42 0.0553342 x 43 0.00240485 x 44 0.529052 x 45 0.763074 x 46 0.565058 x 47 0.789138 x 48 0.193856 x 49 0.0398474 x 50 0.0381092 x 51 0.040373 x 52 0.000451754 x 53 0.0101945 x 54 0.00175897 x 55 0.011676 x 56 0.80194 x 57 7.00357 x 58 74 v 4.14581 2.85419 7 10-8.1566713 16 44 47 0.572111 x 97 1.72483 x 98 3.366 x 99 0.0640572 x 100 0.110582 x 101 0.0130764 x 104 0.915248 x 105 0.0244267 x 106 0.0671395 x 107 0.00115438 x 108 0.000438146 x 109 0.129304 x 112 11.553 x 115 1.13758 x 97 4.27485 x 98 0.00535978 x 99 0.0215515 x 100 0.127434 x 101 0.0501508 x 102 0.305999 x 104 0.0697559 x 105 0.000695331 x 106 0.192195 x 107 0.054094 x 108 0.00513404 x 109 0.0119763 x 111 0.933715 x 112 0.0252485 x 113 44.2417 x 115 1.35947 x 12 0.417583 x 13 0.354502 x 14 0.611895 x 15 0.149196 x 16 0.197132 x 19 0.388432 x 20 0.0428076 x 21 0.106003 x 22 0.0749264 x 23 0.0367137 x 24 0.326496 x 25 0.973784 x 26 0.701786 x 27 0.433637 x 28 1.01149 x 29 0.152859 x 30 0.178806 x 31 0.0713499 x 32 0.764402 x 33 2.00716 x 34 0.091724 x 35 0.00345082 x 37 0.324507 x 38 0.282531 x 39 0.333443 x 40 0.383659 x 41 1.18179 x 42 1.29297 x 43 7.40145e-05 x 44 0.504152 x 45 0.300304 x 46 0.126852 x 47 0.0150939 x 48 0.902084 x 49 0.139453 x 50 0.0244156 x 51 0.00171408 x 52 0.0100417 x 53 0.01466 x 54 0.00510655 x 55 0.00031999 x 56 1.01845 x 57 24.1405 x 58 0.997446 x 11 0.00393907 x 12 2.7135 x 13 0.000209546 x 14 1.82803 x 15 2.20242 x 16 0.0834964 x 18 0.300522 x 19 0.35393 x 20 0.0252515 x 21 2.63219 x 22 0.0770479 x 23 1.09047 x 24 0.013886 x 25 0.0222606 x 26 0.369194 x 27 0.321069 x 28 0.00852661 x 29 0.816767 x 30 0.00468235 x 31 0.318207 x 32 0.425253 x 33 0.668045 x 34 0.0893597 x 35 0.242483 x 36 0.2888 x 37 0.424997 x 38 0.268637 x 39 0.0684254 x 40 1.38623 x 41 0.00133224 x 42 0.135557 x 43 0.192302 x 44 2.54446 x 45 0.420389 x 46 0.000433595 x 47 0.0725853 x 48 0.0291676 x 49 0.206793 x 50 0.0137018 x 51 0.102713 x 52 0.0166083 x 53 0.000305342 x 54 0.00115533 x 55 0.0451494 x 56 0.207893 x 57 6.50519 x 58 75 v 4.32281 2.67719 7 18-7.90182 3 5 9 20 0.19807 x 97 14.2586 x 105 15.7325 x 115 0.0419828 x 97 0.019893 x 98 0.155728 x 105 0.240259 x 106 95.3522 x 115 0.091784 x 16 0.0183413 x 19 4.01567 x 25 0.65528 x 32 1.14466 x 39 0.123157 x 43 3.29587 x 47 0.297781 x 54 68.1678 x 58 0.00569829 x 15 0.0507317 x 16 20.5401 x 19 3.93851 x 23 0.399991 x 25 1.15791 x 29 0.0566175 x 32 0.0485491 x 33 1.36696 x 35 0.416988 x 39 0.426404 x 40 1.01117 x 43 0.884652 x 46 0.044837 x 47 0.054593 x 48 0.114745 x 52 0.0120169 x 54 0.0161426 x 56 0.0234186 x 57 17.6189 x 58 76 v 4.03494 2.96506 7 14-8.02829 7 10 30 38 3.62707 x 97 4.77358 x 98 0.527883 x 99 1.53209 x 104 0.852021 x 105 0.00975761 x 106 16.1879 x 115 1.64242 x 97 0.11921 x 98 0.0395777 x 99 0.000910916 x 100 1.29147 x 104 0.631917 x 105 0.0723458 x 106 0.861097 x 108 0.0176614 x 109 65.812 x 115 0.649485 x 14 3.1956 x 15 1.05736 x 16 0.52588 x 19 0.0453219 x 23 0.0390295 x 24 0.160338 x 25 0.120049 x 27 0.747463 x 29 0.0349912 x 31 0.0753619 x 32 0.00181524 x 33 0.00305398 x 34 1.6232 x 35 0.919278 x 37 0.0129107 x 39 0.561292 x 40 3.64128e-05 x 43 0.542747 x 45 0.818686 x 46 4.64695 x 47 0.019768 x 48 0.617693 x 49 0.00292152 x 51 0.607408 x 52 0.000638569 x 53 0.0182121 x 54 0.00149835 x 56 0.334309 x 57 39.1056 x 58 0.191682 x 13 0.41758 x 14 2.34549 x 15 5.29892 x 16 1.27012 x 19 1.5169 x 22 0.490073 x 23 0.867634 x 24 0.358253 x 25 0.336619 x 26 2.19213 x 27 0.459701 x 29 0.93841 x 30 0.154448 x 31 0.499684 x 32 0.223558 x 33 0.0187356 x 34 0.1189 x 35 0.159425 x 37 0.10243 x 39 0.354214 x 40 1.20597 x 41 0.12518 x 43 2.14284 x 44 0.257082 x 45 0.680346 x 46 1.58923 x 47 0.966005 x 48 0.391468 x 49 0.242901 x 50 0.00935787 x 51 0.0485058 x 52 0.0169631 x 53 0.124726 x 54 0.00880071 x 55 0.177254 x 56 0.720687 x 57 14.4878 x 58 77 v 3.82519 3.17481 7 10-8.2030813 16 44 46 0.0802951 x 97 0.642293 x 98 0.511307 x 99 1.41893 x 100 0.0297349 x 101 3.07219 x 104 0.320407 x 105 0.132331 x 106 0.247434 x 107 0.35161 x 108 0.238434 x 109 0.00546757 x 112 14.6973 x 115 0.163234 x 97 0.277869 x 98 0.667705 x 99 0.0118848 x 100 0.270845 x 101 0.157956 x 102 0.156916 x 104 0.200226 x 105 0.0204364 x 106 1.30337 x 107 0.0100136 x 108 1.41891 x 109 0.0555149 x 111 0.0641126 x 112 0.150477 x 113 43.3218 x 115 0.062272 x 12 0.081617 x 13 0.501998 x 14 0.00786388 x 15 0.0531347 x 16 0.0338654 x 19 1.58952 x 20 0.0419413 x 21 0.120088 x 22 0.867084 x 23 1.57455 x 24 0.0108465 x 25 0.319276 x 26 0.0561156 x 27 0.0317981 x 28 0.224848 x 29 0.180423 x 30 0.311425 x 31 0.111582 x 32 0.191177 x 33 0.0938048 x 34 0.483732 x 35 0.742896 x 37 0.203852 x 38 0.082062 x 39 0.808322 x 40 0.0855863 x 41 0.034274 x 42 0.790477 x 43 0.0200961 x 44 0.0146478 x 45 0.376804 x 46 0.00125467 x 47 0.455146 x 48 0.950659 x 49 0.00729656 x 50 0.556811 x 51 1.03167 x 52 0.156198 x 53 0.00726007 x 54 0.868133 x 55 0.00699614 x 56 1.31306 x 57 22.7891 x 58 0.0862405 x 11 0.0317925 x 12 0.617896 x 13 1.81613 x 14 0.0538829 x 15 0.656849 x 16 1.23412 x 18 0.0542401 x 19 2.39415 x 20 0.462153 x 21 0.744303 x 22 0.175292 x 23 3.90477e-05 x 24 3.69785 x 25 1.06766 x 26 0.717533 x 28 0.401582 x 29 0.0710168 x 30 0.00692698 x 31 0.232853 x 32 0.208252 x 33 0.38704 x 34 0.820242 x 35 0.0316657 x 36 0.217713 x 37 0.0431079 x 38 0.0935318 x 39 0.0950439 x 40 0.8058 x 41 0.211658 x 42 0.574605 x 43 0.0996158 x 44 0.923145 x 45 0.0728327 x 46 0.482356 x 47 0.0885808 x 48 0.194262 x 49 0.0966926 x 50 0.0471221 x 51 1.09425 x 52 0.195777 x 53 0.025592 x 54 0.103006 x 55 0.00177968 x 56 0.341356 x 57 9.96991 x 58 78 v 4.35798 2.64202 7 12-7.6200210 13 38 44 0.174317 x 97 1.50249 x 98 3.88686 x 99 0.431395 x 100 2.26165 x 104 0.135255 x 105 0.0557783 x 106 0.0174154 x 108 0.00440784 x 109 11.2341 x 115 0.11596 x 97 1.33055 x 98 0.117445 x 99 0.0741939 x 100 0.00186602 x 101 0.980474 x 104 0.0836633 x 105 0.00056404 x 106 0.365459 x 107 0.545481 x 108 0.424239 x 109 0.339671 x 112 59.9157 x 115 0.544818 x 13 0.0182993 x 14 0.500787 x 15 0.524685 x 16 0.464506 x 19 0.114543 x 22 0.670066 x 23 0.20445 x 24 0.505932 x 25 0.767971 x 26 1.30708 x 27 1.23384 x 29 0.0429917 x 30 0.811883 x 31 0.00333529 x 32 0.442367 x 33 0.237296 x 34 0.027092 x 35 0.0225853 x 37 2.03795 x 39 0.549709 x 40 0.957553 x 41 2.00308 x 43 1.08622 x 44 0.0688635 x 45 0.106844 x 46 0.940713 x 47 0.0599852 x 48 0.285256 x 49 0.203723 x 50 0.495934 x 51 0.0572452 x 52 0.0181797 x 53 0.137485 x 54 0.21048 x 55 2.3189 x 56 0.269501 x 57 32.0434 x 58 0.360137 x 12 0.0995975 x 13 0.635991 x 14 0.123428 x 15 4.66366 x 16 1.63136 x 19 0.414853 x 20 1.32016 x 21 0.46651 x 22 0.00338365 x 23 2.5101 x 24 0.991739 x 25 0.501851 x 26 0.648181 x 27 0.000887516 x 28 0.00315483 x 29 2.24794 x 30 0.0300452 x 31 0.563272 x 32 2.18368 x 33 0.00274666 x 34 0.0638942 x 35 0.0143684 x 37 0.242624 x 38 0.083461 x 39 0.115646 x 40 0.0126942 x 41 0.0359772 x 42 1.55356 x 43 0.0557414 x 44 0.0981651 x 45 1.09176 x 46 0.00737683 x 47 0.00169773 x 48 0.253628 x 49 0.564002 x 50 0.0533694 x 51 0.000126159 x 52 0.0258351 x 53 0.0155151 x 54 0.0720976 x 55 0.195181 x 56 0.243411 x 57 7.50068 x 58 79 v 3.55723 3.44277 7 8-8.4532915 19 47 48 0.00363786 x 97 0.427458 x 98 0.00733054 x 99 1.88091 x 100 0.231395 x 101 0.454395 x 104 0.0210199 x 105 0.115019 x 106 0.59718 x 107 0.387773 x 108 0.00195144 x 109 0.117827 x 111 0.0333597 x 112 0.00364624 x 113 15.2589 x 115 0.0767691 x 97 1.29442 x 98 0.98041 x 99 0.00446842 x 100 0.00671579 x 101 0.00011659 x 102 0.00610124 x 103 2.26483 x 104 0.245595 x 105 0.0775325 x 106 0.160877 x 107 0.241286 x 108 0.040542 x 109 0.0747175 x 110 1.23816 x 111 0.131483 x 112 0.182217 x 113 0.467758 x 114 28.9633 x 115 0.353034 x 11 0.00507888 x 12 0.251323 x 13 0.0067453 x 14 0.134858 x 15 0.0366525 x 16 1.00525 x 18 0.0464442 x 19 0.0214913 x 20 0.033735 x 21 0.000147274 x 22 0.287678 x 23 0.0177455 x 24 0.00234593 x 25 0.0630755 x 26 0.120003 x 27 0.0245339 x 28 0.0548382 x 29 0.000453529 x 30 0.0157941 x 31 1.09687 x 32 0.0477009 x 33 0.0262625 x 34 0.124939 x 35 0.125491 x 36 0.246333 x 37 0.100137 x 38 0.0540839 x 39 0.155985 x 40 0.343959 x 41 0.28654 x 42 1.58024 x 43 0.0293445 x 44 1.11277 x 45 0.850272 x 46 0.772321 x 47 0.0870383 x 48 0.538368 x 49 0.330225 x 50 0.0336179 x 51 0.286282 x 52 0.62888 x 53 0.0439722 x 54 0.578384 x 55 1.14437 x 56 1.14767 x 57 14.2043 x 58 0.239356 x 10 0.037021 x 11 0.810328 x 12 0.208684 x 13 1.13837 x 14 0.328995 x 15 0.79283 x 16 1.3836 x 17 0.513005 x 18 0.613536 x 19 0.00262171 x 20 0.468215 x 21 0.206648 x 22 0.0854467 x 23 0.0529987 x 24 0.572841 x 25 0.332618 x 26 0.116315 x 27 0.0111643 x 28 0.14706 x 29 0.0390515 x 30 0.216774 x 31 0.705303 x 33 0.692205 x 34 0.0228621 x 35 0.40505 x 36 0.915887 x 37 0.196458 x 38 1.89094 x 39 0.687092 x 40 0.982182 x 41 0.512641 x 42 0.00947855 x 43 1.04505 x 44 0.542373 x 45 0.16417 x 46 0.00548073 x 47 6.04872e-05 x 48 0.137379 x 49 0.0830866 x 50 0.101285 x 51 0.0383681 x 52 0.00297432 x 53 0.000814736 x 54 0.258399 x 55 0.000387867 x 56 0.152567 x 57 9.67169 x 58 80 v 4.28444 2.71556 7 14-7.67103 7 10 30 38 4.16779 x 97 0.0736565 x 98 2.97751 x 99 2.75387 x 104 0.108474 x 105 0.000902444 x 106 13.9351 x 115 1.98243 x 97 0.537568 x 98 0.107986 x 99 0.353107 x 100 0.0444201 x 104 0.79934 x 105 0.0410609 x 106 2.14994 x 108 0.111627 x 109 67.8542 x 115 2.49676 x 14 1.61004 x 15 0.0232038 x 16 0.25698 x 19 1.61726 x 23 0.39119 x 24 1.3234 x 25 0.0736166 x 27 0.0223741 x 29 0.12047 x 31 1.36018 x 32 0.160502 x 33 0.0905205 x 34 0.172967 x 35 0.509701 x 37 0.307442 x 39 0.25625 x 40 0.0056089 x 43 0.290737 x 45 0.000327211 x 46 0.246852 x 47 0.102045 x 48 1.22799 x 49 0.0237829 x 51 0.727822 x 52 0.0423305 x 53 0.137637 x 54 0.189229 x 56 1.60319 x 57 44.5915 x 58 0.983023 x 13 0.0096472 x 14 4.45709 x 15 0.419589 x 16 3.71012 x 19 0.680482 x 22 3.05428 x 23 0.202203 x 24 0.401234 x 25 0.086408 x 26 0.459018 x 27 2.28277 x 29 0.176028 x 30 0.890767 x 31 1.15406 x 32 0.0526946 x 33 0.0490054 x 34 2.05499 x 35 0.401132 x 37 0.168569 x 39 7.98501e-05 x 40 0.203069 x 41 0.455879 x 43 0.324532 x 44 0.11502 x 45 0.189007 x 46 2.68967 x 47 0.0482816 x 48 0.72601 x 49 0.0156917 x 50 0.169524 x 51 0.0682963 x 52 0.0320464 x 53 0.0316999 x 54 0.00680103 x 55 0.052974 x 56 0.407289 x 57 10.7881 x 58 81 v 4.1688 2.8312 7 8-7.6402116 18 45 49 0.0173701 x 97 0.0075249 x 98 1.23909 x 99 0.170901 x 100 2.682 x 101 0.175977 x 102 0.180625 x 104 0.00215265 x 105 0.00264098 x 106 1.47846 x 107 1.03603 x 108 0.0152924 x 109 0.129591 x 111 0.00133894 x 112 6.31875e-05 x 113 7.51027 x 115 0.109181 x 97 0.243531 x 98 0.52557 x 99 1.35723 x 100 0.000588861 x 101 0.156935 x 102 0.0283242 x 103 0.00670784 x 104 0.0494207 x 105 0.00441484 x 106 0.049083 x 107 0.442792 x 108 0.155033 x 109 0.501019 x 110 0.139356 x 111 0.122536 x 112 0.326364 x 114 37.1318 x 115 0.00827008 x 11 0.190373 x 12 0.0037727 x 13 0.315489 x 14 0.0619582 x 16 0.0528916 x 18 0.0168405 x 19 0.506304 x 20 0.0146721 x 21 0.572516 x 22 0.334241 x 23 0.111251 x 24 0.113485 x 25 0.0008572 x 26 0.197163 x 27 0.0137686 x 28 5.44806e-05 x 29 0.3933 x 30 2.03022 x 31 0.0755489 x 32 0.625709 x 33 1.02511 x 34 0.293312 x 35 0.0465124 x 36 1.03937 x 37 0.0246042 x 38 1.64962 x 39 0.645613 x 40 0.127041 x 41 0.172095 x 42 0.00502817 x 43 0.1752 x 44 0.0643859 x 45 0.00818763 x 46 1.36894 x 48 1.06486 x 49 0.209636 x 50 0.0286259 x 51 0.0239057 x 52 0.263228 x 53 0.0319667 x 54 0.00256644 x 55 0.226596 x 56 2.01864 x 57 17.1964 x 58 0.025764 x 10 0.0924774 x 11 0.0187017 x 12 1.46854 x 13 0.845646 x 14 0.970535 x 15 1.82496 x 16 0.05134 x 17 0.21946 x 18 0.25462 x 19 0.581107 x 20 0.227137 x 21 1.53568 x 22 1.26469 x 23 0.0550976 x 24 0.00649719 x 25 0.035041 x 26 0.634826 x 27 0.029074 x 28 0.102373 x 29 0.320132 x 30 0.0335911 x 31 0.344152 x 32 0.0628381 x 33 1.06754 x 34 0.136322 x 35 0.0446802 x 36 0.0583835 x 37 0.389086 x 38 0.577098 x 39 0.0923742 x 40 0.0143703 x 41 0.636891 x 42 0.326307 x 43 0.206202 x 44 0.191637 x 45 0.0483916 x 46 0.0379108 x 47 0.024427 x 48 0.166975 x 49 0.0720202 x 50 0.603423 x 51 0.0153558 x 52 0.0120407 x 53 0.00441479 x 54 0.000308116 x 55 0.0920244 x 56 0.531383 x 57 6.29529 x 58 82 v 3.90705 3.09295 7 14-7.80054 7 10 30 38 0.0575766 x 97 0.800391 x 98 2.19405 x 99 0.360222 x 104 1.66176 x 105 0.0837812 x 106 24.1433 x 115 0.0130508 x 97 0.295637 x 98 0.0417088 x 99 0.195242 x 100 0.191541 x 104 0.0737755 x 105 0.000395847 x 106 0.632527 x 108 0.647362 x 109 66.6069 x 115 0.161295 x 14 0.0046641 x 15 0.555663 x 16 0.164103 x 19 0.22473 x 23 0.128477 x 24 0.892039 x 25 0.0268801 x 27 0.518026 x 29 0.698608 x 31 0.472098 x 32 0.12515 x 33 0.13382 x 34 0.14472 x 35 0.0319859 x 37 0.142925 x 39 0.242911 x 40 3.16607 x 43 0.0348522 x 45 3.04892 x 46 0.105549 x 47 1.54475 x 48 3.0043 x 49 0.0183982 x 51 0.00974948 x 52 0.144825 x 53 0.120929 x 54 0.883925 x 56 1.46645 x 57 36.4816 x 58 0.0865654 x 13 0.0647424 x 14 0.352276 x 15 1.65669 x 16 2.50245 x 19 3.16823 x 22 0.00522071 x 23 4.09844 x 24 1.61 x 25 0.0257998 x 26 0.246434 x 27 0.608978 x 29 0.189157 x 30 0.375808 x 31 0.907639 x 32 1.97228 x 33 0.270434 x 34 0.0594557 x 35 0.657639 x 37 0.00865888 x 39 0.183034 x 40 0.621626 x 41 0.216603 x 43 0.00235867 x 44 0.0260203 x 45 0.394146 x 46 0.0154055 x 47 0.157621 x 48 0.0719526 x 49 0.0332272 x 50 0.110606 x 51 0.269838 x 52 0.000519218 x 53 0.0180395 x 54 0.0507634 x 55 0.338654 x 56 0.639531 x 57 21.2838 x 58 83 v 3.60035 3.39965 7 2-8.1215617 16 40 47 0.00773339 x 98 0.000210675 x 99 0.352761 x 100 0.0551918 x 101 0.395947 x 102 0.0272635 x 103 0.0223888 x 104 0.0177681 x 106 0.0138042 x 107 0.00598926 x 108 0.0366076 x 109 0.114397 x 110 0.0222599 x 111 0.0281558 x 112 0.0149491 x 113 0.0545072 x 114 3.62932 x 115 0.00439579 x 97 0.107292 x 98 0.106597 x 99 0.051275 x 100 0.435507 x 101 0.147587 x 102 0.298898 x 104 0.000434026 x 105 0.0201433 x 106 0.0791698 x 107 0.059269 x 108 0.0286032 x 109 0.0515065 x 111 0.0431393 x 112 0.0464712 x 113 7.72029 x 115 0.00081487 x 10 0.022299 x 11 0.042638 x 12 0.00784497 x 13 0.0355307 x 14 0.0467425 x 17 0.0160712 x 18 0.10096 x 20 0.0248784 x 21 0.00372053 x 22 0.0010667 x 23 0.0176495 x 24 0.003504 x 26 0.0111132 x 27 0.105534 x 28 0.0159151 x 29 0.0851987 x 30 0.000523874 x 31 0.0497017 x 33 0.0217149 x 34 0.0719576 x 35 0.0036694 x 36 0.0306683 x 37 0.0792117 x 38 0.0304341 x 40 0.0923615 x 41 0.00157428 x 42 0.0148182 x 44 0.0213863 x 45 0.0339608 x 46 0.320796 x 48 0.0582486 x 49 0.183956 x 50 0.213616 x 51 0.0221468 x 52 3.04569e-05 x 53 1.61512e-05 x 55 0.280498 x 56 0.791134 x 57 4.33675 x 58 0.00314122 x 11 0.182658 x 12 0.860355 x 13 0.234375 x 14 0.0897059 x 15 0.0712017 x 16 0.151146 x 18 0.318378 x 19 0.0518966 x 20 0.00104362 x 21 0.0379518 x 22 0.289036 x 23 0.00116037 x 24 0.074889 x 25 0.0147765 x 26 0.0170126 x 27 0.0354157 x 28 0.105065 x 29 0.0829824 x 30 0.0611036 x 31 0.51827 x 32 0.255344 x 33 0.117698 x 34 0.341492 x 35 0.000815298 x 36 0.0159021 x 37 0.242435 x 38 0.0579805 x 39 0.117208 x 40 7.51157e-05 x 41 0.0552064 x 42 0.101224 x 43 0.0446609 x 44 0.27557 x 45 0.00015392 x 46 0.0921023 x 47 0.00307265 x 48 0.0015982 x 49 0.0114808 x 50 0.0404763 x 51 0.0255141 x 52 0.000146218 x 53 0.00669146 x 54 0.034516 x 55 0.0338735 x 56 0.273446 x 57 1.44893 x 58 84 v 3.88512 3.11488 7 16-7.76121 5 7 20 30 1.06328 x 97 1.42442 x 98 4.81797 x 105 0.839108 x 106 25.6931 x 115 0.211932 x 97 0.0136418 x 98 0.0680337 x 99 0.211764 x 104 0.128152 x 105 0.312841 x 106 77.2153 x 115 0.242569 x 15 0.726011 x 16 1.27428 x 19 0.719159 x 23 0.0245241 x 25 0.0179575 x 29 1.49017 x 32 1.01706 x 33 1.09018 x 35 0.0157428 x 39 0.372403 x 40 1.58278 x 43 0.421194 x 46 0.231563 x 47 1.10937 x 48 0.7327 x 52 0.0013201 x 54 0.0163899 x 56 0.74747 x 57 50.3289 x 58 0.0645267 x 14 0.00891049 x 15 2.35241 x 16 2.55517 x 19 6.12173 x 23 4.5598 x 24 1.67746 x 25 0.00300425 x 27 0.931004 x 29 0.269017 x 31 2.41282 x 32 0.210398 x 33 0.102987 x 34 0.042129 x 35 0.0535793 x 37 1.36258 x 39 0.0623298 x 40 0.542285 x 43 0.942306 x 45 0.236587 x 46 0.0964258 x 47 0.790032 x 48 1.26932 x 49 0.000104855 x 51 0.385613 x 52 0.0280464 x 53 0.196009 x 54 0.576777 x 56 0.517826 x 57 21.4664 x 58 85 v 3.96079 3.03921 7 16-7.60609 5 7 20 30 4.31233 x 97 3.853 x 98 0.405685 x 105 0.602373 x 106 23.4535 x 115 1.11721 x 97 0.000223991 x 98 0.190245 x 99 0.155423 x 104 0.299427 x 105 0.0541538 x 106 77.5556 x 115 1.39822 x 15 2.7811 x 16 0.227695 x 19 0.195748 x 23 0.650892 x 25 0.177824 x 29 0.0187819 x 32 0.0869368 x 33 0.0070276 x 35 0.973861 x 39 0.856713 x 40 0.596183 x 43 0.322139 x 46 0.0347047 x 47 0.675174 x 48 0.0400197 x 52 0.123222 x 54 0.122644 x 56 1.81466 x 57 52.2689 x 58 0.311761 x 14 0.0138466 x 15 6.3218 x 16 0.0571262 x 19 0.717423 x 23 0.0795187 x 24 2.41325 x 25 0.950759 x 27 1.19085 x 29 1.46524 x 31 0.154872 x 32 1.72434 x 33 1.07631 x 34 0.000386122 x 35 0.229029 x 37 0.00519087 x 39 0.39881 x 40 0.772261 x 43 0.762825 x 45 0.0407333 x 46 0.869229 x 47 0.332897 x 48 1.11613 x 49 0.282118 x 51 0.0147111 x 52 0.0483502 x 53 0.00398406 x 54 0.0349986 x 56 2.72012 x 57 24.518 x 58 86 v 3.5907 3.4093 7 8-7.9799215 19 47 48 0.00389094 x 98 0.0742417 x 99 0.000751967 x 100 0.181891 x 101 0.224134 x 102 0.586858 x 104 0.875953 x 105 0.0986761 x 106 0.0487519 x 107 0.727016 x 108 0.828856 x 109 0.0978215 x 111 7.89724e-05 x 112 0.010188 x 113 15.515 x 115 0.000227957 x 97 0.04816 x 98 0.0496098 x 99 0.139768 x 100 0.000128905 x 101 0.191067 x 102 0.208585 x 103 0.297069 x 104 0.0313232 x 105 0.187949 x 106 0.0810257 x 107 0.13895 x 108 0.312597 x 109 0.00390026 x 110 0.0359814 x 111 0.887801 x 112 0.257554 x 113 0.437887 x 114 33.4158 x 115 0.0046392 x 11 0.0576899 x 12 0.00239011 x 13 0.095152 x 14 0.00167575 x 15 0.00187226 x 16 0.0347121 x 18 0.487635 x 19 0.210428 x 20 0.00457779 x 21 0.163686 x 22 0.13926 x 23 0.545675 x 24 0.915362 x 25 0.0148995 x 26 0.020522 x 27 0.197865 x 28 0.0231797 x 29 0.00406009 x 30 0.0265526 x 31 0.0613196 x 32 0.0230117 x 33 0.25789 x 34 0.12743 x 35 0.154668 x 36 0.0105608 x 37 0.0913021 x 38 0.00268754 x 39 0.0420251 x 40 0.309144 x 41 0.017836 x 42 0.396356 x 43 0.0476903 x 44 0.464619 x 45 0.185812 x 46 0.300631 x 47 0.45557 x 48 0.164029 x 49 1.13806 x 50 0.285293 x 51 0.158222 x 52 9.83268e-05 x 53 0.327282 x 54 0.0161207 x 55 0.0654261 x 56 3.8263 x 57 16.8442 x 58 0.0664582 x 10 0.128395 x 11 0.00026482 x 12 0.454406 x 13 0.511141 x 14 0.00955598 x 16 0.150711 x 17 1.48298 x 18 0.554364 x 19 1.81215 x 20 1.0078 x 21 0.293798 x 22 0.766848 x 23 0.451123 x 24 0.140049 x 25 0.053031 x 26 8.5032e-05 x 27 0.249202 x 28 0.102409 x 29 0.170579 x 30 0.491288 x 31 1.41779 x 32 0.360475 x 33 0.000947132 x 34 0.145448 x 35 0.64546 x 36 0.0777797 x 37 1.51029 x 38 0.783971 x 39 0.0515547 x 40 0.0448557 x 41 0.0428196 x 42 0.794346 x 43 0.0137474 x 44 0.330133 x 45 0.203433 x 46 1.06658 x 47 0.0926395 x 48 0.0640706 x 49 0.942403 x 50 0.118341 x 51 0.878009 x 52 0.309668 x 53 0.0018236 x 54 0.277495 x 55 0.00434329 x 56 0.792599 x 57 7.40628 x 58 87 v 3.32563 3.67437 7 10-8.17119 3 5 9 20 0.0220355 x 97 0.677223 x 105 26.0444 x 115 0.00523885 x 97 0.00234255 x 98 0.142773 x 105 0.0980891 x 106 43.0077 x 115 0.000633452 x 16 0.125714 x 19 0.12105 x 25 0.558809 x 32 0.0116268 x 39 1.56577 x 43 0.66523 x 47 0.350717 x 54 29.8567 x 58 9.15418e-05 x 15 0.00356376 x 16 0.0948276 x 19 0.0815868 x 23 5.09203 x 25 0.728639 x 29 0.00915507 x 32 1.02486 x 33 1.68275 x 35 0.0820581 x 39 0.145288 x 40 1.69387 x 43 0.321226 x 46 0.00417587 x 47 0.00620604 x 48 0.903964 x 52 0.208584 x 54 0.00367619 x 56 0.0726673 x 57 24.5844 x 58 88 v 3.4517 3.5483 7 4-8.021813 15 43 47 0.00186893 x 97 0.195943 x 98 0.274535 x 99 1.08299 x 100 0.00512345 x 101 0.293329 x 104 0.00624583 x 105 0.0316971 x 106 0.289845 x 107 0.0205708 x 108 0.0101806 x 109 0.011646 x 112 7.96912 x 115 0.0127198 x 97 0.122177 x 98 0.4362 x 99 0.0736206 x 101 0.0151488 x 102 0.742408 x 104 0.00501904 x 105 0.0458984 x 106 0.000434082 x 107 0.00511189 x 108 0.349931 x 109 0.0968171 x 111 0.0451159 x 112 0.0171474 x 113 15.8389 x 115 0.0767585 x 12 0.0722974 x 13 0.139803 x 14 0.0589186 x 15 0.0784015 x 16 0.00498582 x 19 0.247994 x 20 0.0054794 x 21 0.0100013 x 22 0.0112241 x 23 0.0265688 x 24 0.128309 x 25 0.00179697 x 26 0.010717 x 27 0.0238038 x 28 0.156636 x 29 0.105011 x 30 0.000155797 x 31 0.132113 x 32 0.0149813 x 33 0.0411007 x 35 0.080978 x 37 0.0106199 x 38 0.0358569 x 39 0.673421 x 40 0.00584351 x 41 0.0130881 x 42 0.0025025 x 43 0.135538 x 44 0.100164 x 45 0.136372 x 46 0.0224446 x 47 0.195005 x 48 0.000135083 x 49 0.00484882 x 50 0.320038 x 51 0.119562 x 52 0.0712868 x 53 0.0050495 x 54 0.00929025 x 55 0.071225 x 56 1.13363 x 57 9.31276 x 58 0.0675346 x 11 0.0825401 x 12 0.119141 x 13 0.853593 x 14 0.00271646 x 15 0.807041 x 16 0.43937 x 18 0.389275 x 19 0.140522 x 20 0.00205106 x 21 0.222311 x 22 1.41707e-05 x 23 0.0745193 x 24 0.067052 x 25 0.00975034 x 26 0.04174 x 27 0.325192 x 28 0.240939 x 29 0.248667 x 30 0.0109084 x 31 0.0320864 x 32 0.144094 x 33 0.0537397 x 34 0.0612238 x 35 0.00578489 x 36 0.513018 x 37 0.108901 x 38 0.00012479 x 39 0.290292 x 40 0.0731998 x 41 0.00212174 x 42 0.721292 x 43 0.0842272 x 44 0.442709 x 45 0.096561 x 46 0.0830682 x 47 0.632739 x 48 0.302294 x 49 0.352939 x 50 0.139931 x 51 0.00999714 x 52 0.113948 x 53 0.0022976 x 54 0.0153948 x 55 0.598679 x 56 0.462769 x 57 4.70469 x 58 89 v 3.46037 3.53963 7 6-8.0121616 16 41 46 0.00515895 x 98 0.0395648 x 100 0.0501673 x 101 0.00572022 x 102 1.22996 x 103 0.129126 x 104 0.0545636 x 106 0.688376 x 107 0.0621147 x 108 0.000908281 x 109 0.0892466 x 110 0.115406 x 111 0.0528785 x 112 0.035208 x 113 0.0031628 x 114 12.6761 x 115 0.0107567 x 97 0.104408 x 98 0.127966 x 99 0.180734 x 100 0.391446 x 101 0.796023 x 102 0.768412 x 104 0.286474 x 105 0.031361 x 106 0.0148011 x 107 0.105161 x 108 1.07069 x 109 0.309278 x 111 0.196317 x 112 0.0083274 x 113 22.3598 x 115 0.0523929 x 10 0.0184959 x 11 0.00193944 x 12 3.71454e-05 x 13 0.00279343 x 14 0.0022982 x 15 0.206567 x 17 0.0143117 x 18 0.06305 x 20 0.00443425 x 21 0.317055 x 22 0.00775365 x 23 0.0386043 x 24 0.043455 x 26 0.0233133 x 27 0.0145407 x 28 0.0415815 x 29 0.755883 x 30 0.0500123 x 31 0.00987681 x 33 0.109185 x 34 0.00970673 x 35 0.00925958 x 36 0.166975 x 37 0.00776432 x 38 0.185099 x 40 0.0452382 x 41 0.031259 x 42 0.00935977 x 44 0.018443 x 45 0.0449334 x 46 1.10892 x 48 0.0836767 x 49 0.00151695 x 50 0.0355453 x 51 0.381043 x 52 0.00197304 x 53 0.782909 x 55 0.0463364 x 56 3.95243 x 57 12.0621 x 58 0.421514 x 11 0.630534 x 12 0.276805 x 13 0.354172 x 14 0.681568 x 15 0.272856 x 16 0.774984 x 18 0.462747 x 19 0.0383984 x 20 0.114193 x 21 0.164157 x 22 0.0719298 x 23 0.972016 x 24 1.09376 x 25 1.1986 x 26 0.0926096 x 27 0.0783301 x 28 0.592442 x 29 0.802914 x 30 0.00178973 x 31 0.68208 x 32 0.142032 x 33 0.264879 x 34 0.304406 x 35 0.0120512 x 36 0.0404341 x 37 0.257311 x 38 0.620516 x 39 0.000721603 x 40 0.00128746 x 41 0.0140198 x 42 0.184715 x 43 0.0110921 x 45 1.20547 x 46 0.0955158 x 47 0.114086 x 48 0.506404 x 49 0.00716047 x 50 0.232708 x 51 0.0535745 x 52 0.0429717 x 53 0.00907193 x 54 0.0970163 x 55 0.191213 x 56 0.988745 x 57 6.06165 x 58 90 v 3.82618 3.17382 7 8-7.5151413 16 44 46 0.00796619 x 97 0.0307343 x 98 0.000563358 x 99 0.191011 x 100 0.143292 x 101 1.05528 x 104 0.82842 x 105 0.00215768 x 106 0.0557734 x 107 1.17338 x 108 0.0192906 x 109 0.155702 x 112 13.7267 x 115 0.0392025 x 97 0.108912 x 98 0.015206 x 99 0.0655988 x 100 0.00707135 x 101 0.00935626 x 102 0.145948 x 104 0.332863 x 105 0.152198 x 106 0.0260921 x 107 7.6996e-05 x 108 0.697625 x 109 0.168872 x 111 0.00063609 x 112 0.0718655 x 113 36.7676 x 115 0.0642798 x 12 0.0455506 x 13 0.000150779 x 14 0.00931816 x 15 0.0456398 x 16 0.144738 x 19 0.29274 x 20 2.96504e-05 x 21 0.000310706 x 22 0.12731 x 23 0.672825 x 24 0.19947 x 25 0.337606 x 26 0.0514524 x 27 0.015662 x 28 0.262835 x 29 0.0751393 x 30 0.00655823 x 31 0.133495 x 32 0.00172782 x 33 0.0935484 x 34 0.555068 x 35 0.585705 x 37 0.948315 x 38 0.0359713 x 39 0.0378288 x 40 3.99293e-05 x 41 0.0712413 x 42 0.582294 x 43 0.0186506 x 44 0.204514 x 45 0.228396 x 46 0.000444127 x 47 0.0241455 x 48 0.00445152 x 49 0.124211 x 50 0.114712 x 51 0.0112945 x 52 0.333934 x 53 0.0222697 x 54 0.18434 x 55 1.05664 x 56 2.66778 x 57 20.2167 x 58 0.00892708 x 11 0.0178204 x 12 0.13089 x 13 0.00106162 x 14 0.0116134 x 15 0.192805 x 16 0.477063 x 18 0.571577 x 19 1.76505 x 20 0.0532458 x 21 0.634372 x 22 2.42154 x 23 0.306732 x 24 0.0583296 x 25 1.42047 x 26 0.111512 x 27 0.733722 x 28 0.0207359 x 29 0.117426 x 30 1.10307 x 31 0.0142866 x 32 0.159298 x 33 0.00340028 x 34 0.014496 x 35 0.0269827 x 36 0.0028181 x 37 0.853517 x 38 0.00288595 x 39 0.0375445 x 40 0.460864 x 41 0.645272 x 42 0.32922 x 43 0.108065 x 45 0.160338 x 46 0.0647679 x 47 0.578668 x 48 0.0047596 x 49 0.133719 x 50 0.894848 x 51 0.0419964 x 52 0.0451129 x 53 0.0283888 x 54 0.00976875 x 55 0.0387036 x 56 0.336463 x 57 10.236 x 58 91 v 3.36371 3.63629 7 8-7.9227216 19 47 49 0.00235662 x 97 0.00912534 x 98 0.0499642 x 99 0.403408 x 100 0.337917 x 101 3.24404 x 102 0.000333845 x 104 0.279577 x 105 0.054917 x 106 0.246564 x 107 0.0985651 x 108 0.153504 x 109 0.0355687 x 111 0.00655332 x 112 0.00573918 x 113 16.162 x 115 0.0113308 x 97 5.74759e-05 x 98 0.0377958 x 99 0.0609261 x 100 0.604405 x 101 0.0107155 x 102 0.582586 x 103 0.149562 x 104 0.224862 x 105 0.000180112 x 106 0.853564 x 107 0.383896 x 108 0.0496108 x 109 0.0234056 x 110 0.144063 x 111 0.0480134 x 112 0.000324044 x 113 0.0389247 x 114 31.6852 x 115 0.012895 x 11 0.00456182 x 12 0.0395399 x 13 0.0141228 x 14 0.073226 x 15 0.0537911 x 16 0.070504 x 18 0.00620311 x 19 0.0519786 x 20 0.00201242 x 21 0.00123039 x 22 0.0143476 x 23 0.00323068 x 24 0.0257871 x 25 0.235019 x 26 0.101982 x 27 0.272723 x 28 0.115035 x 29 0.0471726 x 30 0.119289 x 31 0.163993 x 32 0.0369514 x 33 0.29288 x 34 0.172093 x 35 0.142145 x 36 0.175405 x 37 0.0584932 x 38 0.00568009 x 39 0.416612 x 40 0.0256801 x 41 0.072075 x 42 0.0291491 x 43 0.057531 x 44 0.0762686 x 45 0.166764 x 46 0.175132 x 47 0.0295606 x 48 0.150218 x 49 0.171445 x 50 0.0714224 x 51 0.0881212 x 52 0.409734 x 53 0.123553 x 54 0.0114479 x 55 0.830721 x 56 5.14234 x 57 16.5494 x 58 0.0240466 x 10 0.0129629 x 11 0.000413131 x 12 0.0587962 x 13 1.0777 x 14 2.82559 x 15 0.835723 x 16 0.00939222 x 17 0.200599 x 18 0.495883 x 19 0.904022 x 20 0.306302 x 21 0.0155682 x 22 0.161054 x 23 0.0547605 x 24 0.0402409 x 25 0.199479 x 26 0.129708 x 27 0.258062 x 28 0.280079 x 29 0.737974 x 30 1.36619 x 31 0.593226 x 32 0.0449931 x 33 0.00851337 x 34 0.363647 x 35 0.299597 x 36 0.0277717 x 37 0.000188778 x 38 0.4227 x 39 1.95395 x 40 0.454718 x 41 0.0603259 x 42 0.977254 x 43 0.00875499 x 44 0.0129793 x 45 0.0121998 x 46 0.0173045 x 47 0.393211 x 48 0.0169768 x 49 0.121573 x 50 0.142258 x 51 0.875555 x 52 0.0371003 x 53 0.0339276 x 54 0.483083 x 55 0.208089 x 56 0.46342 x 57 11.0621 x 58 92 v 3.83429 3.16571 7 8-7.3707716 19 46 49 0.00025494 x 97 0.0312132 x 98 0.0358605 x 99 0.141675 x 100 0.0209255 x 101 1.10975 x 102 0.0302959 x 104 1.15352 x 105 0.217387 x 106 0.342662 x 107 0.00282948 x 108 0.545575 x 109 0.0274261 x 111 0.0118535 x 112 0.005321 x 113 13.6488 x 115 0.00220677 x 97 0.0843748 x 98 0.0991074 x 99 0.533194 x 100 0.270242 x 101 0.0999853 x 102 0.375802 x 103 0.254074 x 104 0.51166 x 105 0.00467956 x 106 0.00257647 x 107 0.0230913 x 108 0.0357884 x 109 0.615014 x 110 0.466964 x 111 0.44485 x 112 0.0176114 x 113 0.0300393 x 114 34.8028 x 115 0.0630064 x 11 0.0156524 x 12 0.000177219 x 13 0.0141183 x 14 0.0227324 x 15 0.00184161 x 16 0.448345 x 18 6.8666e-05 x 19 0.0444321 x 20 0.0614211 x 21 0.169781 x 22 7.28689e-05 x 24 0.133197 x 25 0.118327 x 26 0.0634966 x 27 1.42477 x 28 0.086366 x 29 1.06028 x 30 0.0991592 x 31 0.030723 x 32 0.222234 x 33 0.0104165 x 34 0.0520974 x 35 0.726689 x 36 0.0513558 x 37 0.379497 x 38 0.00819886 x 39 0.352999 x 40 0.034888 x 41 0.18889 x 42 0.409983 x 43 0.137282 x 44 0.110604 x 45 0.109899 x 46 0.466819 x 47 0.176563 x 48 8.71128e-05 x 49 0.0034864 x 50 0.691246 x 51 0.0909594 x 52 0.13473 x 53 0.423848 x 54 0.20993 x 55 0.328743 x 56 1.8713 x 57 19.6234 x 58 0.0125677 x 10 0.0206697 x 11 0.138392 x 12 0.665256 x 13 0.859702 x 14 0.496886 x 15 0.185436 x 16 0.783454 x 17 0.00632735 x 18 0.0273236 x 19 0.72209 x 20 1.1832 x 21 0.0289819 x 22 0.159181 x 23 0.0133305 x 24 0.848693 x 25 0.0211436 x 26 0.613744 x 27 0.912914 x 28 0.55381 x 29 0.582072 x 30 0.0420282 x 31 0.450526 x 32 0.0923585 x 33 0.022172 x 34 1.15236 x 35 0.604242 x 36 0.0255596 x 37 1.05358 x 38 1.05199 x 39 0.000771439 x 40 0.0643133 x 41 0.00304459 x 42 0.733093 x 43 0.130626 x 44 0.224536 x 45 0.0174662 x 46 0.668741 x 47 0.0355995 x 48 0.000274597 x 49 0.0325065 x 50 0.0538529 x 51 0.277044 x 52 0.122823 x 53 0.0511754 x 54 0.15591 x 55 0.184174 x 56 1.33965 x 57 7.89975 x 58 93 v 3.75543 3.24457 7 4-7.3767310 13 38 44 0.00965961 x 97 0.124398 x 98 0.00308514 x 99 0.0258918 x 100 0.239345 x 104 0.668233 x 105 0.00915809 x 106 0.180945 x 108 0.241518 x 109 7.47598 x 115 0.0116402 x 97 0.107307 x 98 0.0125765 x 99 0.00195647 x 100 0.00635729 x 101 0.0024477 x 104 0.132302 x 105 0.166537 x 106 0.0110423 x 107 0.0955408 x 108 0.0593509 x 109 0.0989695 x 112 18.3156 x 115 0.0722094 x 13 0.00917634 x 14 0.0350618 x 15 0.000314836 x 16 1.92228e-05 x 19 0.0414426 x 22 0.139462 x 23 0.00837905 x 24 0.094498 x 25 0.287096 x 26 0.0227577 x 27 0.000459808 x 29 0.0469338 x 30 0.266616 x 31 0.000178091 x 32 0.225411 x 33 0.0771001 x 34 0.0867867 x 35 0.112968 x 37 0.231955 x 39 0.0691206 x 40 0.378651 x 41 0.0135637 x 43 0.000489395 x 44 0.0483099 x 45 0.000978133 x 46 0.0256949 x 47 0.0219631 x 48 0.0612626 x 49 0.0243764 x 50 0.314055 x 51 0.000566342 x 52 0.0125064 x 53 0.328522 x 54 0.186098 x 55 0.000453799 x 56 0.727921 x 57 11.0483 x 58 0.0257316 x 12 0.000905531 x 13 0.119468 x 14 0.10694 x 15 0.000274831 x 16 0.264899 x 19 0.365948 x 20 0.204859 x 21 0.000261758 x 22 0.00455557 x 23 0.213231 x 24 0.314397 x 25 0.840283 x 26 1.43486 x 27 0.125381 x 28 0.00691329 x 29 0.00496337 x 30 0.639681 x 31 0.433886 x 32 0.163042 x 33 0.0597617 x 34 0.0248333 x 35 0.00270533 x 37 0.0236482 x 38 0.0013399 x 39 0.022309 x 40 0.0486574 x 41 0.0414476 x 42 0.00961158 x 43 0.156462 x 44 0.0287114 x 45 0.0568397 x 46 0.00932992 x 47 0.0351316 x 48 0.0375915 x 49 0.0232673 x 50 0.419806 x 51 0.0351327 x 52 0.106062 x 53 0.0426771 x 54 0.00619074 x 55 0.647369 x 56 0.124922 x 57 5.74387 x 58 94 v 3.7412 3.2588 7 16-7.38979 5 7 20 30 1.5454 x 97 1.48022 x 98 3.64245 x 105 0.0265885 x 106 29.4458 x 115 0.551675 x 97 0.000151756 x 98 0.0829368 x 99 0.0570119 x 104 0.00494521 x 105 0.00585329 x 106 75.1563 x 115 0.593834 x 15 1.08619 x 16 0.0130927 x 19 0.388099 x 23 0.619418 x 25 9.69695e-05 x 29 1.22301 x 32 0.364473 x 33 0.240608 x 35 0.409074 x 39 2.60026 x 40 0.212352 x 43 0.183751 x 46 0.624387 x 47 0.191138 x 48 0.0212477 x 52 0.0449258 x 54 0.0139116 x 56 1.91527 x 57 49.1139 x 58 0.112844 x 14 0.00245253 x 15 1.68138 x 16 1.19804 x 19 0.245414 x 23 0.810972 x 24 0.0461427 x 25 0.211455 x 27 0.88478 x 29 1.75825 x 31 0.0642198 x 32 0.669732 x 33 2.66913 x 34 1.1146 x 35 0.340045 x 37 0.58362 x 39 0.0239864 x 40 0.00666248 x 43 0.524111 x 45 0.0179812 x 46 1.29245 x 47 0.501976 x 48 0.588342 x 49 0.197986 x 51 0.0759704 x 52 0.124186 x 53 0.000294289 x 54 0.265345 x 56 1.00548 x 57 35.1225 x 58 95 v 3.36583 3.63417 7 92-7.35519 19 49 49 0.496396 x 97 2.04998 x 98 2.33179 x 99 1.49284 x 100 1.73552 x 101 0.0580838 x 102 0.44284 x 103 4.43733 x 104 3.88837 x 105 1.70681 x 106 0.851558 x 107 4.02889 x 108 0.180876 x 109 0.00762208 x 110 0.00864347 x 111 1.62132 x 112 0.0679993 x 113 0.0869901 x 114 216.848 x 115 0.334925 x 97 0.799033 x 98 0.333259 x 99 0.733985 x 100 0.411742 x 101 0.680018 x 102 0.0317335 x 103 0.427785 x 104 0.864395 x 105 0.195657 x 106 0.247299 x 107 0.651415 x 108 1.20361 x 109 0.0771034 x 110 0.857789 x 111 1.70763 x 112 0.266977 x 113 0.244218 x 114 391.585 x 115 0.00996152 x 10 0.018114 x 11 0.0887807 x 12 0.140878 x 13 0.505818 x 14 0.22624 x 15 1.34803 x 16 0.038058 x 17 0.0707811 x 18 0.763203 x 19 0.10021 x 20 0.329705 x 21 0.197184 x 22 0.85143 x 23 0.403713 x 24 1.41052 x 25 0.224298 x 26 0.739846 x 27 0.679329 x 28 0.658823 x 29 1.26158 x 30 0.855503 x 31 1.08679 x 32 0.550393 x 33 2.0446 x 34 0.46075 x 35 0.573475 x 36 2.39646 x 37 0.114332 x 38 0.90302 x 39 2.08673 x 40 0.111501 x 41 0.257011 x 42 3.52098 x 43 0.474996 x 44 1.74512 x 45 2.93129 x 46 0.806785 x 47 1.94361 x 48 0.629442 x 49 1.78925 x 50 2.30204 x 51 0.895145 x 52 0.932217 x 53 0.196869 x 54 0.829134 x 55 3.27932 x 56 20.4888 x 57 245.383 x 58 0.0251051 x 10 0.106368 x 11 0.231503 x 12 0.6337 x 13 0.768546 x 14 2.22909 x 15 4.6087 x 16 0.00979722 x 17 0.670223 x 18 2.49154 x 19 1.23477 x 20 2.8308 x 21 1.092 x 22 2.88849 x 23 2.48009 x 24 7.97947 x 25 2.07985 x 26 2.14412 x 27 1.67571 x 28 3.01033 x 29 3.39763 x 30 4.20766 x 31 4.61368 x 32 2.71685 x 33 7.82417 x 34 3.7724 x 35 0.247139 x 36 5.12922 x 37 1.45636 x 38 3.28451 x 39 4.85931 x 40 1.42661 x 41 2.7507 x 42 1.53956 x 43 2.44301 x 44 1.14059 x 45 3.03103 x 46 5.53143 x 47 4.2686 x 48 2.45325 x 49 2.1536 x 50 2.25981 x 51 0.726156 x 52 0.477387 x 53 0.438401 x 54 0.982411 x 55 2.78894 x 56 17.5959 x 57 201.634 x 58 96 v 2.86956 4.13044 7 2976-5.4524319 19 49 49 0.333027 x 97 5.33608 x 98 6.9322 x 99 13.6393 x 100 10.9786 x 101 4.54935 x 102 1.49431 x 103 15.2482 x 104 19.45 x 105 3.30604 x 106 15.8878 x 107 19.7218 x 108 21.6948 x 109 3.96934 x 110 10.1578 x 111 17.6 x 112 3.62373 x 113 3.61612 x 114 9138.61 x 115 0.453887 x 97 6.97182 x 98 4.81258 x 99 5.80914 x 100 3.96491 x 101 1.9975 x 102 0.102183 x 103 9.19924 x 104 4.02438 x 105 1.7243 x 106 4.17911 x 107 7.50949 x 108 16.4766 x 109 0.626946 x 110 5.20032 x 111 7.25822 x 112 1.84821 x 113 1.65052 x 114 11431.9 x 115 0.017369 x 10 0.596745 x 11 1.07251 x 12 1.72356 x 13 1.26533 x 14 2.3576 x 15 1.65939 x 16 0.204439 x 17 1.65132 x 18 3.60803 x 19 5.17865 x 20 1.94988 x 21 3.47799 x 22 5.239 x 23 6.14351 x 24 8.3719 x 25 9.68348 x 26 8.78549 x 27 4.40733 x 28 6.57582 x 29 8.04111 x 30 10.6377 x 31 11.0124 x 32 11.775 x 33 8.54808 x 34 11.8399 x 35 3.95968 x 36 14.991 x 37 7.58528 x 38 15.5412 x 39 12.3251 x 40 11.2115 x 41 7.7024 x 42 16.2385 x 43 11.1249 x 44 14.5629 x 45 13.2675 x 46 11.6222 x 47 17.0056 x 48 11.9643 x 49 11.8961 x 50 19.7124 x 51 16.5238 x 52 9.74993 x 53 2.88286 x 54 15.4563 x 55 18.183 x 56 164.585 x 57 7975.85 x 58 0.021801 x 10 0.373778 x 11 5.49386 x 12 9.05751 x 13 13.0926 x 14 18.8608 x 15 10.7317 x 16 0.238192 x 17 3.72054 x 18 17.0888 x 19 10.5212 x 20 15.0659 x 21 22.1248 x 22 28.9261 x 23 23.9071 x 24 28.7623 x 25 24.2748 x 26 33.0004 x 27 17.3103 x 28 40.6658 x 29 22.8463 x 30 31.0451 x 31 47.0067 x 32 39.3205 x 33 28.1955 x 34 39.1663 x 35 9.57515 x 36 32.9588 x 37 16.9616 x 38 54.3534 x 39 42.1516 x 40 27.3687 x 41 19.0361 x 42 49.3579 x 43 28.9191 x 44 35.9639 x 45 44.8453 x 46 53.1825 x 47 44.075 x 48 37.3074 x 49 24.0339 x 50 37.3873 x 51 32.0079 x 52 16.1501 x 53 8.75153 x 54 25.5561 x 55 49.4845 x 56 316.889 x 57 10755 x 58 97 v 4.82767 3.17233 8 13-12.0927 0 0 32 38 8.96074 x 59 0.927822 x 60 0.0890832 x 62 0.924779 x 63 16.9074 x 64 0.831971 x 65 2.16898 x 66 6.27645 x 67 2.74629 x 68 0.534959 x 69 0.00175029 x 70 5.69562 x 73 0.572111 x 74 0.19807 x 75 3.62707 x 76 0.0802951 x 77 0.174317 x 78 0.00363786 x 79 4.16779 x 80 0.0173701 x 81 0.0575766 x 82 1.06328 x 84 4.31233 x 85 0.0220355 x 87 0.00186893 x 88 0.00796619 x 90 0.00235662 x 91 0.00025494 x 92 0.00965961 x 93 1.5454 x 94 0.496396 x 95 0.333027 x 96 7.75525 x 59 6.32409 x 60 3.06371 x 61 0.777525 x 62 1.14829 x 63 1.22254 x 64 0.638 x 65 0.768642 x 66 1.1652 x 67 3.77015 x 68 1.01479 x 69 0.00162913 x 70 0.02401 x 71 0.0322461 x 72 5.48271 x 73 1.13758 x 74 0.0419828 x 75 1.64242 x 76 0.163234 x 77 0.11596 x 78 0.0767691 x 79 1.98243 x 80 0.109181 x 81 0.0130508 x 82 0.00439579 x 83 0.211932 x 84 1.11721 x 85 0.000227957 x 86 0.00523885 x 87 0.0127198 x 88 0.0107567 x 89 0.0392025 x 90 0.0113308 x 91 0.00220677 x 92 0.0116402 x 93 0.551675 x 94 0.334925 x 95 0.453887 x 96 98 v 4.25473 3.74527 8 11-12.2549 0 0 35 37 3.93375 x 59 1.27262 x 60 0.220747 x 61 0.697837 x 62 0.00781694 x 63 1.05243 x 65 3.24994 x 66 6.78133 x 67 2.61304 x 68 0.133128 x 69 0.59708 x 70 0.414494 x 71 0.0229313 x 72 1.29981 x 73 1.72483 x 74 4.77358 x 76 0.642293 x 77 1.50249 x 78 0.427458 x 79 0.0736565 x 80 0.0075249 x 81 0.800391 x 82 0.00773339 x 83 1.42442 x 84 3.853 x 85 0.00389094 x 86 0.195943 x 88 0.00515895 x 89 0.0307343 x 90 0.00912534 x 91 0.0312132 x 92 0.124398 x 93 1.48022 x 94 2.04998 x 95 5.33608 x 96 8.03245 x 59 0.0617204 x 60 1.98792 x 61 0.312972 x 62 0.787369 x 63 1.16354 x 64 1.22808 x 65 1.8938 x 66 2.32608 x 67 2.45044 x 69 1.54424 x 70 2.2115 x 71 0.0714604 x 72 0.261359 x 73 4.27485 x 74 0.019893 x 75 0.11921 x 76 0.277869 x 77 1.33055 x 78 1.29442 x 79 0.537568 x 80 0.243531 x 81 0.295637 x 82 0.107292 x 83 0.0136418 x 84 0.000223991 x 85 0.04816 x 86 0.00234255 x 87 0.122177 x 88 0.104408 x 89 0.108912 x 90 5.74759e-05 x 91 0.0843748 x 92 0.107307 x 93 0.000151756 x 94 0.799033 x 95 6.97182 x 96 99 v 4.74804 3.25196 8 9-11.7164 0 0 30 35 1.71068 x 59 0.155434 x 60 2.34324 x 61 0.26092 x 62 1.60542 x 63 3.25712 x 65 4.39114 x 66 0.00204586 x 68 2.87618 x 69 0.0108974 x 70 0.714228 x 71 0.620927 x 72 0.371038 x 73 3.366 x 74 0.527883 x 76 0.511307 x 77 3.88686 x 78 0.00733054 x 79 2.97751 x 80 1.23909 x 81 2.19405 x 82 0.000210675 x 83 0.0742417 x 86 0.274535 x 88 0.000563358 x 90 0.0499642 x 91 0.0358605 x 92 0.00308514 x 93 2.33179 x 95 6.9322 x 96 7.21966 x 59 2.82934 x 60 0.016861 x 61 0.185097 x 62 2.1476 x 63 2.22931 x 65 1.9185 x 66 0.719582 x 67 0.0532408 x 68 0.0481932 x 69 0.865387 x 70 0.320396 x 71 1.85523 x 72 0.000137036 x 73 0.00535978 x 74 0.0395777 x 76 0.667705 x 77 0.117445 x 78 0.98041 x 79 0.107986 x 80 0.52557 x 81 0.0417088 x 82 0.106597 x 83 0.0680337 x 84 0.190245 x 85 0.0496098 x 86 0.4362 x 88 0.127966 x 89 0.015206 x 90 0.0377958 x 91 0.0991074 x 92 0.0125765 x 93 0.0829368 x 94 0.333259 x 95 4.81258 x 96 100 v 4.17663 3.82337 8 7-12.0587 0 0 27 30 0.810628 x 59 0.0261734 x 60 0.62466 x 61 0.345214 x 62 0.646265 x 63 1.48062 x 65 0.98993 x 68 1.35372 x 69 0.699048 x 70 0.48259 x 71 0.285931 x 72 0.154819 x 73 0.0640572 x 74 1.41893 x 77 0.431395 x 78 1.88091 x 79 0.170901 x 81 0.352761 x 83 0.000751967 x 86 1.08299 x 88 0.0395648 x 89 0.191011 x 90 0.403408 x 91 0.141675 x 92 0.0258918 x 93 1.49284 x 95 13.6393 x 96 6.45338 x 59 0.229811 x 60 0.311188 x 61 1.6694 x 62 2.24962 x 63 2.56277 x 65 1.17801 x 66 0.661289 x 68 0.137649 x 69 0.0481987 x 70 0.00382709 x 71 1.39094 x 72 0.271569 x 73 0.0215515 x 74 0.000910916 x 76 0.0118848 x 77 0.0741939 x 78 0.00446842 x 79 0.353107 x 80 1.35723 x 81 0.195242 x 82 0.051275 x 83 0.139768 x 86 0.180734 x 89 0.0655988 x 90 0.0609261 x 91 0.533194 x 92 0.00195647 x 93 0.733985 x 95 5.80914 x 96 101 v 4.28472 3.71528 8 5-11.8699 0 0 23 27 0.273854 x 59 0.0685002 x 60 0.661925 x 61 0.454363 x 62 0.678797 x 63 0.0591975 x 68 0.835434 x 69 0.142869 x 70 0.6323 x 71 1.05374 x 72 0.110582 x 74 0.0297349 x 77 0.231395 x 79 2.682 x 81 0.0551918 x 83 0.181891 x 86 0.00512345 x 88 0.0501673 x 89 0.143292 x 90 0.337917 x 91 0.0209255 x 92 1.73552 x 95 10.9786 x 96 4.92465 x 59 0.80035 x 60 0.0112425 x 61 2.09745 x 62 2.23823 x 63 0.916324 x 65 0.343464 x 68 0.0590633 x 69 0.146601 x 70 0.126459 x 71 0.218481 x 72 0.120688 x 73 0.127434 x 74 0.270845 x 77 0.00186602 x 78 0.00671579 x 79 0.000588861 x 81 0.435507 x 83 0.000128905 x 86 0.0736206 x 88 0.391446 x 89 0.00707135 x 90 0.604405 x 91 0.270242 x 92 0.00635729 x 93 0.411742 x 95 3.96491 x 96 102 v 3.98611 4.01389 8 3-12.0615 0 0 16 23 0.0558627 x 59 0.00929574 x 60 0.164261 x 61 0.147749 x 62 0.24783 x 69 0.127684 x 70 1.35989 x 71 0.0826144 x 72 0.175977 x 81 0.395947 x 83 0.224134 x 86 0.00572022 x 89 3.24404 x 91 1.10975 x 92 0.0580838 x 95 4.54935 x 96 3.04143 x 59 0.422667 x 60 0.0173705 x 61 2.50748 x 62 0.783061 x 63 0.2943 x 68 0.00489515 x 69 0.584996 x 70 0.0138385 x 71 0.0588846 x 72 0.0501508 x 74 0.157956 x 77 0.00011659 x 79 0.156935 x 81 0.147587 x 83 0.191067 x 86 0.0151488 x 88 0.796023 x 89 0.00935626 x 90 0.0107155 x 91 0.0999853 x 92 0.680018 x 95 1.9975 x 96 103 v 3.99961 4.00039 8 1-12.0155 0 0 7 12 0.0486207 x 61 0.599825 x 71 0.15679 x 72 0.0272635 x 83 1.22996 x 89 0.44284 x 95 1.49431 x 96 1.047 x 59 0.12413 x 60 1.14221 x 62 0.00123679 x 69 0.350472 x 70 0.00610124 x 79 0.0283242 x 81 0.208585 x 86 0.582586 x 91 0.375802 x 92 0.0317335 x 95 0.102183 x 96 104 v 4.26501 3.73499 8 9-11.1219 0 0 31 35 0.237117 x 59 0.727437 x 60 1.54337 x 61 1.27059 x 62 0.136669 x 63 0.0568315 x 65 0.000388173 x 66 0.313736 x 68 0.138305 x 69 1.17217 x 70 0.0505149 x 71 0.04541 x 72 0.0213004 x 73 0.0130764 x 74 1.53209 x 76 3.07219 x 77 2.26165 x 78 0.454395 x 79 2.75387 x 80 0.180625 x 81 0.360222 x 82 0.0223888 x 83 0.586858 x 86 0.293329 x 88 0.129126 x 89 1.05528 x 90 0.000333845 x 91 0.0302959 x 92 0.239345 x 93 4.43733 x 95 15.2482 x 96 0.776579 x 59 7.60143 x 60 1.53017 x 61 0.409609 x 62 0.00397629 x 63 0.466596 x 65 0.79681 x 66 0.638105 x 67 1.56731 x 68 0.0400281 x 69 0.0932429 x 70 0.685026 x 71 0.0967374 x 72 0.955928 x 73 0.305999 x 74 1.29147 x 76 0.156916 x 77 0.980474 x 78 2.26483 x 79 0.0444201 x 80 0.00670784 x 81 0.191541 x 82 0.298898 x 83 0.211764 x 84 0.155423 x 85 0.297069 x 86 0.742408 x 88 0.768412 x 89 0.145948 x 90 0.149562 x 91 0.254074 x 92 0.0024477 x 93 0.0570119 x 94 0.427785 x 95 9.19924 x 96 105 v 5.23947 2.76053 8 13-9.98996 0 0 33 38 0.0848281 x 59 1.51733 x 60 2.65156 x 62 2.98598 x 63 0.409881 x 64 1.02673 x 65 0.973774 x 66 0.387169 x 67 0.568254 x 68 1.5251 x 69 0.479778 x 70 0.533652 x 73 0.915248 x 74 14.2586 x 75 0.852021 x 76 0.320407 x 77 0.135255 x 78 0.0210199 x 79 0.108474 x 80 0.00215265 x 81 1.66176 x 82 4.81797 x 84 0.405685 x 85 0.875953 x 86 0.677223 x 87 0.00624583 x 88 0.82842 x 90 0.279577 x 91 1.15352 x 92 0.668233 x 93 3.64245 x 94 3.88837 x 95 19.45 x 96 0.0264217 x 59 11.2086 x 60 1.04519 x 61 3.45392 x 62 0.964001 x 63 1.42984 x 64 0.000237584 x 65 0.909003 x 66 1.324 x 67 2.04887 x 68 0.197964 x 69 3.6109 x 70 0.000984081 x 71 0.00951363 x 72 0.357745 x 73 0.0697559 x 74 0.155728 x 75 0.631917 x 76 0.200226 x 77 0.0836633 x 78 0.245595 x 79 0.79934 x 80 0.0494207 x 81 0.0737755 x 82 0.000434026 x 83 0.128152 x 84 0.299427 x 85 0.0313232 x 86 0.142773 x 87 0.00501904 x 88 0.286474 x 89 0.332863 x 90 0.224862 x 91 0.51166 x 92 0.132302 x 93 0.00494521 x 94 0.864395 x 95 4.02438 x 96 106 v 4.48156 3.51844 8 2-10.2971 0 0 35 38 0.00349985 x 59 0.152505 x 60 0.132013 x 61 0.00286626 x 62 0.239061 x 63 0.224876 x 65 0.0164235 x 66 0.00220878 x 67 0.197784 x 68 0.0827416 x 69 0.279268 x 70 0.221963 x 71 0.000110676 x 72 0.0158592 x 73 0.0244267 x 74 0.00975761 x 76 0.132331 x 77 0.0557783 x 78 0.115019 x 79 0.000902444 x 80 0.00264098 x 81 0.0837812 x 82 0.0177681 x 83 0.839108 x 84 0.602373 x 85 0.0986761 x 86 0.0316971 x 88 0.0545636 x 89 0.00215768 x 90 0.054917 x 91 0.217387 x 92 0.00915809 x 93 0.0265885 x 94 1.70681 x 95 3.30604 x 96 0.00471333 x 59 0.0953838 x 60 0.733964 x 61 0.902774 x 62 0.11946 x 63 0.27595 x 64 0.367817 x 65 0.267346 x 66 0.0106373 x 67 0.111852 x 68 0.245256 x 69 0.0225045 x 70 0.0127537 x 71 0.371169 x 72 0.0376329 x 73 0.000695331 x 74 0.240259 x 75 0.0723458 x 76 0.0204364 x 77 0.00056404 x 78 0.0775325 x 79 0.0410609 x 80 0.00441484 x 81 0.000395847 x 82 0.0201433 x 83 0.312841 x 84 0.0541538 x 85 0.187949 x 86 0.0980891 x 87 0.0458984 x 88 0.031361 x 89 0.152198 x 90 0.000180112 x 91 0.00467956 x 92 0.166537 x 93 0.00585329 x 94 0.195657 x 95 1.7243 x 96 107 v 4.60517 3.39483 8 5-10.1063 0 0 23 27 0.0123449 x 59 0.0243193 x 60 0.24033 x 61 0.436276 x 62 0.0292365 x 63 0.0275986 x 68 0.00533698 x 69 0.00661102 x 70 0.0497955 x 71 1.37857 x 72 0.0671395 x 74 0.247434 x 77 0.59718 x 79 1.47846 x 81 0.0138042 x 83 0.0487519 x 86 0.289845 x 88 0.688376 x 89 0.0557734 x 90 0.246564 x 91 0.342662 x 92 0.851558 x 95 15.8878 x 96 0.132827 x 59 4.97627 x 60 0.0191834 x 61 0.189327 x 62 0.0552319 x 63 0.119029 x 65 0.831299 x 68 0.984858 x 69 1.23121 x 70 0.348463 x 71 0.502792 x 72 0.0172121 x 73 0.192195 x 74 1.30337 x 77 0.365459 x 78 0.160877 x 79 0.049083 x 81 0.0791698 x 83 0.0810257 x 86 0.000434082 x 88 0.0148011 x 89 0.0260921 x 90 0.853564 x 91 0.00257647 x 92 0.0110423 x 93 0.247299 x 95 4.17911 x 96 108 v 4.41964 3.58036 8 7-10.2318 0 0 27 31 0.00665289 x 59 0.37539 x 60 0.101733 x 61 0.696223 x 62 0.163851 x 63 0.103609 x 65 0.0428464 x 68 0.112281 x 69 1.34012 x 70 0.0269975 x 71 0.141799 x 72 0.00962363 x 73 0.00115438 x 74 0.35161 x 77 0.0174154 x 78 0.387773 x 79 1.03603 x 81 0.00598926 x 83 0.727016 x 86 0.0205708 x 88 0.0621147 x 89 1.17338 x 90 0.0985651 x 91 0.00282948 x 92 0.180945 x 93 4.02889 x 95 19.7218 x 96 0.0424648 x 59 0.268465 x 60 3.06948 x 61 3.13887 x 62 1.78191 x 63 0.366414 x 65 0.824231 x 66 0.361047 x 68 0.568809 x 69 0.0868112 x 70 0.509936 x 71 0.0956646 x 72 0.0387147 x 73 0.054094 x 74 0.861097 x 76 0.0100136 x 77 0.545481 x 78 0.241286 x 79 2.14994 x 80 0.442792 x 81 0.632527 x 82 0.059269 x 83 0.13895 x 86 0.00511189 x 88 0.105161 x 89 7.6996e-05 x 90 0.383896 x 91 0.0230913 x 92 0.0955408 x 93 0.651415 x 95 7.50949 x 96 109 v 3.55556 4.44444 8 7-10.7976 0 0 27 31 0.0155782 x 59 0.126486 x 60 0.142943 x 61 0.150331 x 62 0.0674871 x 63 0.106812 x 65 0.025973 x 68 0.00582466 x 69 0.101199 x 70 0.132941 x 71 0.0143995 x 72 0.0260374 x 73 0.000438146 x 74 0.238434 x 77 0.00440784 x 78 0.00195144 x 79 0.0152924 x 81 0.0366076 x 83 0.828856 x 86 0.0101806 x 88 0.000908281 x 89 0.0192906 x 90 0.153504 x 91 0.545575 x 92 0.241518 x 93 0.180876 x 95 21.6948 x 96 0.0961218 x 59 1.00984 x 60 0.0353864 x 61 0.438991 x 62 0.00961072 x 63 0.222179 x 65 1.02486 x 66 1.01055 x 68 0.281649 x 69 2.39101 x 70 1.05821 x 71 0.30642 x 72 0.120997 x 73 0.00513404 x 74 0.0176614 x 76 1.41891 x 77 0.424239 x 78 0.040542 x 79 0.111627 x 80 0.155033 x 81 0.647362 x 82 0.0286032 x 83 0.312597 x 86 0.349931 x 88 1.07069 x 89 0.697625 x 90 0.0496108 x 91 0.0357884 x 92 0.0593509 x 93 1.20361 x 95 16.4766 x 96 110 v 4.37118 3.62882 8 1-9.84709 0 0 7 12 0.0174867 x 61 0.00113537 x 71 0.171946 x 72 0.114397 x 83 0.0892466 x 89 0.00762208 x 95 3.96934 x 96 0.0104525 x 59 0.514234 x 60 0.0231524 x 62 0.967029 x 69 0.191844 x 70 0.0747175 x 79 0.501019 x 81 0.00390026 x 86 0.0234056 x 91 0.615014 x 92 0.0771034 x 95 0.626946 x 96 111 v 3.73664 4.26336 8 3-10.2323 0 0 17 23 0.000724189 x 59 0.0550462 x 60 0.00709868 x 61 0.148386 x 62 0.00656955 x 69 0.246149 x 70 0.0102437 x 71 0.0232845 x 72 0.117827 x 79 0.129591 x 81 0.0222599 x 83 0.0978215 x 86 0.115406 x 89 0.0355687 x 91 0.0274261 x 92 0.00864347 x 95 10.1578 x 96 0.0266976 x 59 0.440381 x 60 0.956519 x 61 0.688851 x 62 0.671917 x 63 0.0181946 x 68 0.268473 x 69 0.725322 x 70 0.216251 x 71 0.00081897 x 72 0.0119763 x 74 0.0555149 x 77 1.23816 x 79 0.139356 x 81 0.0515065 x 83 0.0359814 x 86 0.0968171 x 88 0.309278 x 89 0.168872 x 90 0.144063 x 91 0.466964 x 92 0.857789 x 95 5.20032 x 96 112 v 4.27155 3.72845 8 5-9.45243 0 0 22 26 0.000179701 x 59 0.0250913 x 60 0.13072 x 61 0.358568 x 62 0.343415 x 63 0.0252691 x 68 0.0715213 x 69 0.621259 x 71 0.123934 x 72 0.129304 x 74 0.00546757 x 77 0.0333597 x 79 0.00133894 x 81 0.0281558 x 83 7.89724e-05 x 86 0.011646 x 88 0.0528785 x 89 0.155702 x 90 0.00655332 x 91 0.0118535 x 92 1.62132 x 95 17.6 x 96 0.0236003 x 59 1.57572 x 60 0.130841 x 61 0.259011 x 63 0.819019 x 65 0.275354 x 68 1.90122 x 69 0.146615 x 70 0.771433 x 71 0.415781 x 72 0.00124137 x 73 0.933715 x 74 0.0641126 x 77 0.339671 x 78 0.131483 x 79 0.122536 x 81 0.0431393 x 83 0.887801 x 86 0.0451159 x 88 0.196317 x 89 0.00063609 x 90 0.0480134 x 91 0.44485 x 92 0.0989695 x 93 1.70763 x 95 7.25822 x 96 113 v 3.88668 4.11332 8 1-9.41774 0 0 17 22 5.29618e-05 x 59 0.00458001 x 60 0.035526 x 61 0.000598044 x 62 0.0251192 x 69 0.00220191 x 70 0.0124402 x 71 0.0393004 x 72 0.00364624 x 79 6.31875e-05 x 81 0.0149491 x 83 0.010188 x 86 0.035208 x 89 0.00573918 x 91 0.005321 x 92 0.0679993 x 95 3.62373 x 96 0.00508365 x 59 0.0785258 x 60 0.0276456 x 61 0.172117 x 62 0.000550075 x 63 0.0393821 x 68 0.20459 x 69 0.367116 x 70 4.13313e-05 x 71 0.325797 x 72 0.0252485 x 74 0.150477 x 77 0.182217 x 79 0.0464712 x 83 0.257554 x 86 0.0171474 x 88 0.0083274 x 89 0.0718655 x 90 0.000324044 x 91 0.0176114 x 92 0.266977 x 95 1.84821 x 96 114 v 3.90539 4.09461 8 1-9.21355 0 0 7 12 0.0591627 x 61 0.037831 x 71 0.0476141 x 72 0.0545072 x 83 0.0031628 x 89 0.0869901 x 95 3.61612 x 96 0.0151987 x 59 0.589753 x 60 0.00842364 x 62 0.257988 x 69 0.0275288 x 70 0.467758 x 79 0.326364 x 81 0.437887 x 86 0.0389247 x 91 0.0300393 x 92 0.244218 x 95 1.65052 x 96 115 v 3.39243 4.60757 8 2900-7.63471 0 0 38 38 0.0959807 x 59 2.59405 x 60 3.74824 x 61 5.47721 x 62 8.59328 x 63 17.4994 x 64 16.4364 x 65 19.6851 x 66 22.809 x 67 12.216 x 68 7.98088 x 69 11.097 x 70 9.30254 x 71 5.83525 x 72 13.4666 x 73 11.553 x 74 15.7325 x 75 16.1879 x 76 14.6973 x 77 11.2341 x 78 15.2589 x 79 13.9351 x 80 7.51027 x 81 24.1433 x 82 3.62932 x 83 25.6931 x 84 23.4535 x 85 15.515 x 86 26.0444 x 87 7.96912 x 88 12.6761 x 89 13.7267 x 90 16.162 x 91 13.6488 x 92 7.47598 x 93 29.4458 x 94 216.848 x 95 9138.61 x 96 0.161828 x 59 8.78564 x 60 18.8204 x 61 24.6927 x 62 40.3566 x 63 87.0902 x 64 49.4853 x 65 57.9313 x 66 69.5588 x 67 38.7843 x 68 30.4298 x 69 27.2595 x 70 21.0253 x 71 26.2029 x 72 54.7382 x 73 44.2417 x 74 95.3522 x 75 65.812 x 76 43.3218 x 77 59.9157 x 78 28.9633 x 79 67.8542 x 80 37.1318 x 81 66.6069 x 82 7.72029 x 83 77.2153 x 84 77.5556 x 85 33.4158 x 86 43.0077 x 87 15.8389 x 88 22.3598 x 89 36.7676 x 90 31.6852 x 91 34.8028 x 92 18.3156 x 93 75.1563 x 94 391.585 x 95 11431.9 x 96 Ac.inp: Number of entries: 864 Ac.inp: Number of columns: 3 Ac.inp: Peak-position 0 Premaknil na 0 ************* Parameters **************** U = 7.5 Ed0 = -41.9598 Ed1 = -40.5235 T = 0.01 N0 = 6 N1 = 8 valence state0 = 4.279170.720828 with Energy0 = -139.521 valence state1 = 3.56511.4349 with Energy1 = -138.8 valence state2 = 3.822131.17787 with Energy2 = -138.446 valence state3 = 3.217331.78267 with Energy3 = -137.823 valence state4 = 3.377221.62278 with Energy4 = -136.85 valence state5 = 2.479472.52053 with Energy5 = -135.94 valence state6 = 2.654322.34568 with Energy6 = -135.73 valence state7 = 2.773992.22601 with Energy7 = -135.696 valence state8 = 1.842333.15767 with Energy8 = -134.292 valence state9 = 2.11282.8872 with Energy9 = -133.354 valence state10 = 5.215130.784871 with Energy10 = -145.967 valence state11 = 4.434541.56546 with Energy11 = -145.338 valence state12 = 3.911732.08827 with Energy12 = -144.825 valence state13 = 3.59422.4058 with Energy13 = -144.435 valence state14 = 3.40192.5981 with Energy14 = -144.133 valence state15 = 3.328112.67189 with Energy15 = -143.92 valence state16 = 3.519762.48024 with Energy16 = -143.88 valence state17 = 4.130321.86968 with Energy17 = -144.091 valence state18 = 3.648662.35134 with Energy18 = -143.355 valence state19 = 4.32011.6799 with Energy19 = -143.424 valence state20 = 3.357782.64222 with Energy20 = -142.729 valence state21 = 4.236541.76346 with Energy21 = -143.015 valence state22 = 4.084121.91588 with Energy22 = -142.855 valence state23 = 3.834492.16551 with Energy23 = -142.71 valence state24 = 3.82422.1758 with Energy24 = -142.646 valence state25 = 3.386522.61348 with Energy25 = -142.443 valence state26 = 3.368522.63148 with Energy26 = -142.299 valence state27 = 3.798172.20183 with Energy27 = -142.249 valence state28 = 3.752172.24783 with Energy28 = -142.121 valence state29 = 3.95552.0445 with Energy29 = -142.164 valence state30 = 3.354462.64554 with Energy30 = -141.924 valence state31 = 3.434372.56563 with Energy31 = -141.836 valence state32 = 3.344722.65528 with Energy32 = -141.784 valence state33 = 3.359152.64085 with Energy33 = -141.76 valence state34 = 3.319422.68058 with Energy34 = -141.742 valence state35 = 3.474952.52505 with Energy35 = -141.748 valence state36 = 3.31742.6826 with Energy36 = -141.67 valence state37 = 2.920243.07976 with Energy37 = -141.367 valence state38 = 3.385132.61487 with Energy38 = -141.472 valence state39 = 3.354972.64503 with Energy39 = -141.377 valence state40 = 2.941293.05871 with Energy40 = -141.196 valence state41 = 3.348512.65149 with Energy41 = -141.323 valence state42 = 3.465412.53459 with Energy42 = -141.323 valence state43 = 2.879563.12044 with Energy43 = -141.053 valence state44 = 3.370232.62977 with Energy44 = -141.118 valence state45 = 3.278372.72163 with Energy45 = -141.074 valence state46 = 3.189862.81014 with Energy46 = -141.015 valence state47 = 3.411272.58873 with Energy47 = -141.068 valence state48 = 3.036722.96328 with Energy48 = -140.76 valence state49 = 3.21782.7822 with Energy49 = -140.737 valence state50 = 2.965563.03444 with Energy50 = -140.639 valence state51 = 2.917053.08295 with Energy51 = -140.459 valence state52 = 2.806513.19349 with Energy52 = -140.356 valence state53 = 2.517143.48286 with Energy53 = -140.168 valence state54 = 3.059762.94024 with Energy54 = -140.34 valence state55 = 2.723743.27626 with Energy55 = -140.193 valence state56 = 3.167192.83281 with Energy56 = -140.299 valence state57 = 2.856943.14306 with Energy57 = -139.466 valence state58 = 2.439283.56072 with Energy58 = -137.946 valence state59 = 3.97463.0254 with Energy59 = -143.94 valence state60 = 4.992172.00783 with Energy60 = -142.318 valence state61 = 4.296272.70373 with Energy61 = -141.73 valence state62 = 4.351472.64853 with Energy62 = -141.646 valence state63 = 4.357742.64226 with Energy63 = -141.499 valence state64 = 4.065712.93429 with Energy64 = -141.254 valence state65 = 3.951843.04816 with Energy65 = -141.156 valence state66 = 3.82243.1776 with Energy66 = -141.022 valence state67 = 3.733963.26604 with Energy67 = -140.966 valence state68 = 4.017142.98286 with Energy68 = -141.006 valence state69 = 4.008082.99192 with Energy69 = -140.744 valence state70 = 3.961973.03803 with Energy70 = -140.513 valence state71 = 3.554793.44521 with Energy71 = -140.347 valence state72 = 4.325882.67412 with Energy72 = -140.572 valence state73 = 4.200422.79958 with Energy73 = -140.385 valence state74 = 4.145812.85419 with Energy74 = -140.276 valence state75 = 4.322812.67719 with Energy75 = -140.275 valence state76 = 4.034942.96506 with Energy76 = -139.988 valence state77 = 3.825193.17481 with Energy77 = -139.862 valence state78 = 4.357982.64202 with Energy78 = -140.044 valence state79 = 3.557233.44277 with Energy79 = -139.727 valence state80 = 4.284442.71556 with Energy80 = -139.989 valence state81 = 4.16882.8312 with Energy81 = -139.792 valence state82 = 3.907053.09295 with Energy82 = -139.577 valence state83 = 3.600353.39965 with Energy83 = -139.457 valence state84 = 3.885123.11488 with Energy84 = -139.506 valence state85 = 3.960793.03921 with Energy85 = -139.459 valence state86 = 3.59073.4093 with Energy86 = -139.302 valence state87 = 3.325633.67437 with Energy87 = -139.112 valence state88 = 3.45173.5483 with Energy88 = -139.144 valence state89 = 3.460373.53963 with Energy89 = -139.147 valence state90 = 3.826183.17382 with Energy90 = -139.175 valence state91 = 3.363713.63629 with Energy91 = -138.919 valence state92 = 3.834293.16571 with Energy92 = -139.042 valence state93 = 3.755433.24457 with Energy93 = -138.935 valence state94 = 3.74123.2588 with Energy94 = -138.928 valence state95 = 3.365833.63417 with Energy95 = -138.354 valence state96 = 2.869564.13044 with Energy96 = -135.739 valence state97 = 4.827673.17233 with Energy97 = -133.215 valence state98 = 4.254733.74527 with Energy98 = -132.554 valence state99 = 4.748043.25196 with Energy99 = -132.724 valence state100 = 4.176633.82337 with Energy100 = -132.246 valence state101 = 4.284723.71528 with Energy101 = -132.212 valence state102 = 3.986114.01389 with Energy102 = -131.975 valence state103 = 3.999614.00039 with Energy103 = -131.948 valence state104 = 4.265013.73499 with Energy104 = -131.436 valence state105 = 5.239472.76053 with Energy105 = -131.703 valence state106 = 4.481563.51844 with Energy106 = -130.922 valence state107 = 4.605173.39483 with Energy107 = -130.909 valence state108 = 4.419643.58036 with Energy108 = -130.768 valence state109 = 3.555564.44444 with Energy109 = -130.092 valence state110 = 4.371183.62882 with Energy110 = -130.313 valence state111 = 3.736644.26336 with Energy111 = -129.787 valence state112 = 4.271553.72845 with Energy112 = -129.776 valence state113 = 3.886684.11332 with Energy113 = -129.188 valence state114 = 3.905394.09461 with Energy114 = -129.011 valence state115 = 3.392434.60757 with Energy115 = -126.695 ***************************************** Sigma.000: Number of entries: 447 Sigma.000: Number of columns: 233 Sigma.000: Peak-position 0 1.) DeterminSpectralFunctions ; lambda = -147.6668355192447 -1.700217943929118 Found lorentz at 10 0.473797 lm= 0.473797 8.34402e-21 -0.834402 lp= 0.473797 8.34402e-21 -0.834402 r- 1.31954e-22 Found lorentz at 11 1.0668 lm= 1.0668 8.20657e-21 -0.820657 lp= 1.0668 8.20657e-21 -0.820657 r- 3.43453e-21 Found lorentz at 12 1.59652 lm= 1.59652 3.1719e-07 -2.07577e-14 lp= 1.59652 3.1719e-07 -0.811426 r- 1.30301e-05 Found lorentz at 13 1.97479 lm= 1.97479 5.93082e-08 -1.06879e-13 lp= 1.97479 5.93082e-08 -0.796166 r- 2.48307e-06 Found lorentz at 14 2.24978 lm= 2.24978 3.54484e-06 -1.71582e-15 lp= 2.24978 3.54484e-06 -0.779891 r- 0.00015151 Found lorentz at 15 2.42651 lm= 2.42651 1.12381e-05 -5.20257e-16 lp= 2.42651 1.12381e-05 -0.764638 r- 0.00048991 Found lorentz at 16 2.47105 lm= 2.47105 1.32684e-05 -4.35758e-16 lp= 2.47105 1.32684e-05 -0.760383 r- 0.000581656 Found lorentz at 17 2.26518 lm= 2.26518 8.04281e-21 -0.804281 lp= 2.26518 8.04281e-21 -0.804281 r- 6.19681e-21 Found lorentz at 18 3.02613 lm= 3.02613 7.05055e-08 -9.06749e-14 lp= 3.02613 7.05055e-08 -0.799567 r- 2.93932e-06 Found lorentz at 19 2.95 lm= 2.95 2.65262e-20 -0.243867 lp= 2.95 2.65262e-20 -0.804294 r- 1.09936e-18 Found lorentz at 20 3.69237 lm= 3.69234 0.00178531 -3.49163e-18 lp= 3.69235 0.00178576 -0.789676 r- 0.0753848 Found lorentz at 21 3.44801 lm= 3.44801 3.32483e-09 -2.00662e-12 lp= 3.44801 3.32483e-09 -0.816803 r- 1.35685e-07 Found lorentz at 22 3.58962 lm= 3.58962 3.63908e-06 -1.79736e-15 lp= 3.58962 3.63908e-06 -0.808748 r- 0.000149988 Found lorentz at 23 3.66907 lm= 3.66907 0.000128144 -4.8321e-17 lp= 3.66907 0.000128144 -0.786897 r- 0.00542826 Found lorentz at 24 3.76115 lm= 3.76115 8.0193e-05 -7.83581e-17 lp= 3.76115 8.0193e-05 -0.792703 r- 0.00337214 Found lorentz at 25 3.88379 lm= 3.8828 0.0103509 -5.50693e-19 lp= 3.88329 0.0104341 -0.759334 r- 0.459094 Found lorentz at 26 4.21352 lm= 4.21359 0.00631072 -1.06898e-18 lp= 4.21355 0.00631147 -0.821414 r- 0.0541925 Found lorentz at 27 4.19524 lm= 4.19524 0.00164818 -3.96271e-18 lp= 4.19524 0.00164819 -0.808166 r- 0.0101578 Found lorentz at 28 4.2935 lm= 4.29349 0.000472384 -1.3163e-17 lp= 4.2935 0.000472386 -0.788546 r- 0.004225 Found lorentz at 29 4.20864 lm= 4.20864 0.00126251 -4.64016e-18 lp= 4.20864 0.00126251 -0.765392 r- 0.0116334 Found lorentz at 30 4.47047 lm= 4.47046 0.00119204 -5.11867e-18 lp= 4.47047 0.00119207 -0.781145 r- 0.0106514 Found lorentz at 31 4.56972 lm= 4.56971 0.00189034 -3.25262e-18 lp= 4.56972 0.00189035 -0.784131 r- 0.0166462 Found lorentz at 32 4.59941 lm= 4.59941 0.0044965 -1.38952e-18 lp= 4.59941 0.0044965 -0.79044 r- 0.0392795 Found lorentz at 33 4.61985 lm= 4.61984 0.00316421 -1.92712e-18 lp= 4.61985 0.00316425 -0.780892 r- 0.0279796 Found lorentz at 34 4.62828 lm= 4.62827 0.00216542 -2.8359e-18 lp= 4.62828 0.00216544 -0.783643 r- 0.0190804 Found lorentz at 35 4.60769 lm= 4.60768 0.0021198 -2.79427e-18 lp= 4.60769 0.00211984 -0.769641 r- 0.0190186 Found lorentz at 36 4.67863 lm= 4.67862 0.00212884 -2.75934e-18 lp= 4.67862 0.00212888 -0.766442 r- 0.0189675 Found lorentz at 38 4.91187 lm= 4.91186 0.00316265 -1.95548e-18 lp= 4.91186 0.00316272 -0.78643 r- 0.0271498 Found lorentz at 59 3.10142 lm= 3.10314 0.0252241 -3.12897e-19 lp= 3.10228 0.0253272 -0.890996 r- 0.948634 Found lorentz at 60 4.68792 lm= 4.69141 0.114636 -9.65187e-20 lp= 4.68966 0.11473 -1.05249 r- 0.744551 Q = 8.00000290109125 n0=0.00119493888472063 n1=0.0007939336876797403 n2=0.0002973417724991302 n3=0.0001485872688640053 n4=8.341926224453802e-05 n5=4.358576656946761e-06 n6=7.69080484680549e-06 n7=5.532782273371489e-05 n8=5.107945440408902e-06 n9=0.001100335863814664 n10=0.1043752862287502 n11=0.3078578599595475 n12=9.534631311257565e-05 n13=8.498325542904514e-05 n14=7.886318983389973e-05 n15=7.55663872539572e-05 n16=8.072996759303357e-05 n17=0.1005490526805324 n18=1.664967024014307e-05 n19=0.3963424617670514 n20=1.074127142991073e-05 n21=1.992595009903959e-05 n22=2.562329174618108e-05 n23=3.208709424435952e-05 n24=2.717896937436395e-05 n25=2.926899221392108e-05 n26=5.845103344034196e-06 n27=1.370272389249802e-05 n28=6.356761000047225e-06 n29=2.49004989873877e-05 n30=9.943484087742205e-06 n31=1.21040743748189e-05 n32=9.183270769082958e-06 n33=9.861390578428545e-06 n34=7.580277430899921e-06 n35=1.709542827093195e-05 n36=4.264519968019088e-06 n37=5.299499907493975e-06 n38=4.987788854101345e-06 n39=8.98876111292166e-06 n40=6.884411672596392e-06 n41=5.389800480955119e-06 n42=2.795082657132453e-06 n43=3.709790664727374e-06 n44=3.642746892463867e-06 n45=4.900965058179445e-06 n46=5.398707097794425e-06 n47=4.285731525256439e-06 n48=2.438183290989348e-06 n49=3.019417956107849e-06 n50=1.515004320360568e-06 n51=1.940764574648202e-06 n52=1.631265481808047e-06 n53=5.442256633930431e-07 n54=2.033022383297042e-07 n55=9.377039004007425e-07 n56=1.674438929225205e-06 n57=7.771258822571513e-06 n58=0.000105075264645478 n59=0.02355721880522813 n60=0.01624419798037225 n61=0.006344989904440469 n62=0.01102363295407486 n63=0.007059375441455377 n64=0.0006114963026884406 n65=0.0006056138230189146 n66=0.0003903472210564287 n67=0.0003354479756754105 n68=0.0007404100614565795 n69=0.001625791936497347 n70=0.00171606671458923 n71=0.001860897684338739 n72=0.002266424290233841 n73=2.018002198987856e-05 n74=0.001246188303958234 n75=0.002292948117788024 n76=0.0001944961879732522 n77=0.0001072827104421232 n78=0.0002388598183188839 n79=0.001363333087266985 n80=0.0004196209996387501 n81=0.000193778059648059 n82=0.0002529413239416994 n83=7.591605156465982e-05 n84=0.0003677652891962555 n85=2.89452584752158e-05 n86=0.0003650288252112812 n87=1.988496485661994e-05 n88=9.592889187885249e-05 n89=0.0005784631798023008 n90=7.203972746359664e-05 n91=9.210608561422932e-05 n92=0.0004048861373216539 n93=2.294562114599687e-05 n94=9.878603690519715e-05 n95=0.0004006016410304593 n96=0.001581632893695441 n97=0.000223052594964581 n98=0.0001335559436143951 n99=0.0001233372723461271 n100=8.501906245997787e-05 n101=6.976896138685202e-05 n102=4.250506014494497e-05 n103=1.501505566792663e-05 n104=6.929296506626216e-05 n105=0.0001100497541600379 n106=8.542752525007942e-06 n107=3.26139506191622e-05 n108=3.029452216831366e-05 n109=1.165839286616363e-05 n110=3.458029233925092e-06 n111=9.672049461773862e-06 n112=1.291384438767466e-05 n113=1.712524240334763e-06 n114=3.071664715980835e-06 n115=0.000401456743313647 Q is here equal to 8.00000290109125 1.) nd: 6.083999410727433 Norm of Spectral functions:  0: 1.0015  1: 1.0005  2: 0.9991  3: 0.9991  4: 1.0017  5: 1.0047  6: 1.0038  7: 1.0036  8: 0.9986  9: 0.9997 10: 1.0000 11: 0.9993 12: 1.0005 13: 0.9995 14: 0.9999 15: 0.9995 16: 0.9970 17: 0.9993 18: 1.0001 19: 0.9989 20: 1.0113 21: 1.0003 22: 0.9997 23: 1.0116 24: 0.9924 25: 1.0101 26: 1.0150 27: 1.0297 28: 1.0026 29: 0.9825 30: 1.0172 31: 1.0018 32: 1.0052 33: 1.0179 34: 1.0205 35: 1.0126 36: 0.9947 37: 0.8100 38: 1.0189 39: 0.2850 40: 0.3255 41: 2.9987 42: 1.8581 43: 0.3387 44: 0.4763 45: 0.3196 46: 0.3341 47: 1.3118 48: 0.3615 49: 1.5010 50: 0.3975 51: 0.3637 52: 0.4742 53: 1.3815 54: 0.4982 55: 0.4834 56: 0.5439 57: 0.7821 58: 0.9996 59: 0.9994 60: 1.0069 61: 0.9845 62: 1.0020 63: 0.9667 64: 0.4183 65: 0.9607 66: 0.9883 67: 1.0376 68: 0.9836 69: 0.9745 70: 0.9164 71: 0.9908 72: 0.9840 73: 0.9683 74: 1.0249 75: 0.8788 76: 0.9729 77: 1.0016 78: 0.9768 79: 1.0169 80: 0.9892 81: 0.9912 82: 0.9801 83: 0.9918 84: 1.0174 85: 0.9577 86: 0.9896 87: 0.8997 88: 0.9604 89: 1.0359 90: 1.0702 91: 0.9837 92: 0.9183 93: 0.9657 94: 0.8147 95: 1.0652 96: 0.8862 97: 3.2749 98: 0.7400 99: 1.3109 100: 1.0225 101: 1.0240 102: 0.9846 103: 1.0755 104: 0.9812 105: 0.9664 106: 0.8676 107: 1.0876 108: 1.1734 109: 0.7304 110: 1.4113 111: 1.4800 112: 1.5567 113: 2.3179 114: 0.5802 115: 8.1105  0: 4.4192  1: 1.6648 1.) SelfConsistentStep 1.) Difference between steps: 0.7707 2.) DeterminSpectralFunctions ; lambda = -147.6463463891625 -1.679728813846964 Found lorentz at 10 0.442872 lm= 0.442872 8.33222e-21 -0.833222 lp= 0.442872 8.33222e-21 -0.833222 r- 7.64819e-23 Found lorentz at 11 1.04094 lm= 1.04094 8.2048e-21 -0.82048 lp= 1.04094 8.2048e-21 -0.82048 r- 1.83705e-21 Found lorentz at 12 1.57061 lm= 1.57061 6.3442e-08 -1.03149e-13 lp= 1.57061 6.3442e-08 -0.80895 r- 2.61417e-06 Found lorentz at 13 1.94292 lm= 1.94292 1.01385e-08 -6.23156e-13 lp= 1.94292 1.01385e-08 -0.794849 r- 4.25174e-07 Found lorentz at 14 2.21415 lm= 2.21415 1.80687e-06 -3.34924e-15 lp= 2.21415 1.80687e-06 -0.777923 r- 7.74228e-05 Found lorentz at 15 2.4033 lm= 2.4033 5.94086e-06 -9.83598e-16 lp= 2.4033 5.94086e-06 -0.764422 r- 0.000259057 Found lorentz at 16 2.48247 lm= 2.48247 8.50824e-06 -6.8189e-16 lp= 2.48247 8.50824e-06 -0.761688 r- 0.000372342 Found lorentz at 17 2.24264 lm= 2.24264 8.04864e-21 -0.804864 lp= 2.24264 8.04864e-21 -0.804864 r- 3.63936e-21 Found lorentz at 18 3.00469 lm= 3.00469 1.12241e-12 -5.71668e-09 lp= 3.00469 1.12241e-12 -0.801026 r- 4.6707e-11 Found lorentz at 19 2.95 lm= 2.95 2.85585e-20 -0.227983 lp= 2.95 2.85585e-20 -0.8069 r- 1.17976e-18 Found lorentz at 20 3.67104 lm= 3.67102 0.00153706 -4.04767e-18 lp= 3.67103 0.00153739 -0.788888 r- 0.0649644 Found lorentz at 21 3.42691 lm= 3.42691 3.73618e-19 -0.0179055 lp= 3.42691 3.73618e-19 -0.817914 r- 1.52265e-17 Found lorentz at 22 3.57026 lm= 3.57026 1.96413e-06 -3.34301e-15 lp= 3.57026 1.96413e-06 -0.810315 r- 8.07969e-05 Found lorentz at 23 3.65115 lm= 3.65115 6.371e-05 -9.70313e-17 lp= 3.65115 6.371e-05 -0.786248 r- 0.00270101 Found lorentz at 24 3.73808 lm= 3.73808 3.47005e-05 -1.81681e-16 lp= 3.73808 3.47005e-05 -0.794004 r- 0.00145677 Found lorentz at 25 3.88467 lm= 3.88342 0.0106421 -5.2219e-19 lp= 3.88403 0.0107704 -0.751893 r- 0.479132 Found lorentz at 26 4.1943 lm= 4.19427 0.00746177 -9.61827e-19 lp= 4.19428 0.00746189 -0.847178 r- 0.0438703 Found lorentz at 27 4.17689 lm= 4.17688 0.00191522 -3.40826e-18 lp= 4.17688 0.00191524 -0.807941 r- 0.011807 Found lorentz at 28 4.2762 lm= 4.2762 0.000466347 -1.33263e-17 lp= 4.2762 0.000466348 -0.788335 r- 0.00417211 Found lorentz at 29 4.20528 lm= 4.20528 0.0015395 -3.83876e-18 lp= 4.20528 0.0015395 -0.76875 r- 0.0141238 Found lorentz at 30 4.44976 lm= 4.44975 0.00115167 -5.28122e-18 lp= 4.44976 0.0011517 -0.7799 r- 0.0103071 Found lorentz at 31 4.55421 lm= 4.5542 0.00196274 -3.14146e-18 lp= 4.55421 0.00196276 -0.785236 r- 0.0172595 Found lorentz at 32 4.58478 lm= 4.58477 0.00467406 -1.33934e-18 lp= 4.58478 0.00467407 -0.791213 r- 0.0407908 Found lorentz at 33 4.60143 lm= 4.60141 0.00327002 -1.86174e-18 lp= 4.60142 0.00327008 -0.780262 r- 0.0289389 Found lorentz at 34 4.60803 lm= 4.60802 0.00220484 -2.78791e-18 lp= 4.60802 0.00220486 -0.784027 r- 0.0194183 Found lorentz at 35 4.60107 lm= 4.60106 0.00226139 -2.63675e-18 lp= 4.60106 0.00226145 -0.772201 r- 0.0202218 Found lorentz at 36 4.66461 lm= 4.66461 0.00218829 -2.69507e-18 lp= 4.66461 0.00218832 -0.767966 r- 0.0194585 Found lorentz at 38 4.89773 lm= 4.89772 0.00309133 -2.00922e-18 lp= 4.89772 0.00309139 -0.78812 r- 0.0264804 Found lorentz at 60 4.32985 lm= 4.32215 0.0518702 -1.29295e-19 lp= 4.32592 0.052866 -0.830189 r- 0.451599 Found lorentz at 61 4.68327 lm= 4.67949 0.042241 -1.75288e-19 lp= 4.68137 0.0425365 -0.864787 r- 0.336558 Found lorentz at 62 4.79141 lm= 4.78869 0.0514855 -1.37534e-19 lp= 4.79004 0.0516112 -0.842954 r- 0.413623 Found lorentz at 63 4.82112 lm= 4.81956 0.0374834 -1.98439e-19 lp= 4.82034 0.0375407 -0.86339 r- 0.293662 Q = 7.999999770325521 n0=0.001218061515729877 n1=0.0008091155772368191 n2=0.0003038583591839959 n3=0.0001516021203047122 n4=8.529212600264663e-05 n5=3.852173849330452e-06 n6=7.68259293563025e-06 n7=5.62941396505192e-05 n8=5.116350464033836e-06 n9=0.001107520931983193 n10=0.104232030161428 n11=0.3077959923142295 n12=9.827404668107329e-05 n13=8.742861269847369e-05 n14=8.118522719006116e-05 n15=7.766015040797618e-05 n16=8.273108687736991e-05 n17=0.1006224412313065 n18=1.705838615778393e-05 n19=0.3705479155283358 n20=1.096598862558664e-05 n21=0.01121143389085132 n22=2.639094692556533e-05 n23=3.320947645655983e-05 n24=2.807300988156973e-05 n25=3.005084376088736e-05 n26=5.94530628288181e-06 n27=1.405244082460039e-05 n28=6.470797948330111e-06 n29=2.565411861726686e-05 n30=1.01577992691887e-05 n31=1.241342416714045e-05 n32=9.418087108892977e-06 n33=1.002764928913263e-05 n34=7.720937125458429e-06 n35=1.756423379661565e-05 n36=4.343407755331629e-06 n37=5.417182781738209e-06 n38=5.07077166607705e-06 n39=9.177310337634389e-06 n40=7.020899128942808e-06 n41=5.494797223021989e-06 n42=2.833542266930254e-06 n43=3.788802206744629e-06 n44=3.704471373678538e-06 n45=5.023200083512828e-06 n46=5.529104446243274e-06 n47=4.373576742860625e-06 n48=2.481000780313569e-06 n49=3.083228506883553e-06 n50=1.537726552486844e-06 n51=1.977045767403735e-06 n52=1.665348528373683e-06 n53=5.551168789516278e-07 n54=2.086104199015909e-07 n55=9.533127726768052e-07 n56=1.709319664444687e-06 n57=7.939420922064259e-06 n58=0.0001073701137456538 n59=0.02616038662575151 n60=0.01810459932688019 n61=0.007779618472812489 n62=0.01326976863019756 n63=0.008911603179284817 n64=0.0007924991999391022 n65=0.0007453344036590264 n66=0.0004841021121957353 n67=0.0004254594294201131 n68=0.0009178907562293419 n69=0.001977021042889727 n70=0.002064882288823102 n71=0.002263368542738707 n72=0.002812802265622225 n73=1.785346628333524e-05 n74=0.001550160255125149 n75=0.002873056787261179 n76=0.0002396073163263146 n77=0.0001300362972511592 n78=0.0002888394380948806 n79=0.001658692150493923 n80=0.0005177045831306365 n81=0.0002341158897963032 n82=0.0003134703210766538 n83=9.149724015112129e-05 n84=0.000454219639196936 n85=3.555469842047094e-05 n86=0.0004419628815581381 n87=2.458363273240478e-05 n88=0.0001165861442087145 n89=0.0007033157526875755 n90=8.770416488148385e-05 n91=0.0001101122932050844 n92=0.0004893472089604706 n93=2.73505461446289e-05 n94=0.0001209725582531892 n95=0.0004779346513606824 n96=0.001834243371167017 n97=0.0002273658004391161 n98=0.0001358018636644482 n99=0.0001253122532116018 n100=8.619675097921749e-05 n101=7.079892737416301e-05 n102=4.312249841876544e-05 n103=1.523881052957148e-05 n104=7.071198877123772e-05 n105=0.0001126242658751597 n106=8.689463742648755e-06 n107=3.323668897877308e-05 n108=3.080856571535058e-05 n109=1.184014291720292e-05 n110=3.508395678471891e-06 n111=9.826901670166481e-06 n112=1.311398621011042e-05 n113=1.73490339325846e-06 n114=3.126961690640871e-06 n115=0.0004067643723927826 Q is here equal to 7.999999770325521 2.) nd: 6.098619508760172 Norm of Spectral functions:  0: 1.0013  1: 1.0005  2: 0.9994  3: 0.9992  4: 1.0021  5: 1.0049  6: 1.0038  7: 1.0037  8: 0.9988  9: 1.0000 10: 0.9999 11: 0.9996 12: 0.9986 13: 0.9995 14: 0.9996 15: 1.0007 16: 0.9993 17: 0.9998 18: 1.0008 19: 0.9989 20: 0.9872 21: 1.0010 22: 1.0006 23: 0.9991 24: 0.9990 25: 1.0134 26: 1.0145 27: 1.0145 28: 1.0001 29: 0.9820 30: 1.0077 31: 0.9994 32: 1.0032 33: 1.0094 34: 1.0100 35: 1.0106 36: 0.9919 37: 0.4029 38: 1.0100 39: 0.2783 40: 0.3329 41: 0.6389 42: 0.4794 43: 0.3350 44: 0.7159 45: 0.3178 46: 0.3201 47: 1.7992 48: 0.3890 49: 1.9239 50: 0.4220 51: 0.3310 52: 0.4432 53: 2.1716 54: 0.5042 55: 0.5168 56: 0.6253 57: 0.7124 58: 0.9994 59: 1.0010 60: 0.9922 61: 0.9916 62: 0.9840 63: 0.9838 64: 0.8130 65: 0.8345 66: 2.3219 67: 0.6522 68: 1.4968 69: 1.1635 70: 0.9024 71: 1.0873 72: 0.9716 73: 1.0885 74: 1.2308 75: 0.9183 76: 0.6767 77: 0.9652 78: 0.8029 79: 0.9705 80: 0.7493 81: 1.0537 82: 1.0617 83: 0.9882 84: 1.0395 85: 0.8571 86: 0.7797 87: 2.5239 88: 0.9621 89: 0.9515 90: 1.3640 91: 0.9468 92: 0.9662 93: 1.1256 94: 1.1993 95: 1.2008 96: 0.8316 97: 3.0031 98: 0.7193 99: 1.3624 100: 1.0077 101: 1.0174 102: 0.9491 103: 1.0449 104: 0.9752 105: 0.9945 106: 0.8825 107: 1.0631 108: 1.1520 109: 0.7715 110: 1.3271 111: 1.2997 112: 1.3707 113: 2.0264 114: 0.6996 115: 2.0745  0: 4.4166  1: 1.6820 2.) SelfConsistentStep 2.) Difference between steps: 0.4108 3.) DeterminSpectralFunctions ; lambda = -147.7326064799791 -1.765988904663516 Found lorentz at 10 0.483698 lm= 0.483698 8.23788e-21 -0.823788 lp= 0.483698 8.23788e-21 -0.823788 r- 4.89312e-23 Found lorentz at 11 1.06898 lm= 1.06898 8.06924e-21 -0.806924 lp= 1.06898 8.06924e-21 -0.806924 r- 1.24502e-21 Found lorentz at 12 1.58661 lm= 1.58661 8.32523e-08 -7.56491e-14 lp= 1.58661 8.32523e-08 -0.793597 r- 3.49683e-06 Found lorentz at 13 1.90873 lm= 1.90873 5.61149e-11 -1.06485e-10 lp= 1.90873 5.61149e-11 -0.773008 r- 2.41976e-09 Found lorentz at 14 2.13864 lm= 2.13864 7.57444e-07 -7.52338e-15 lp= 2.13864 7.57444e-07 -0.754887 r- 3.34463e-05 Found lorentz at 15 2.4455 lm= 2.4455 0.000124579 -4.37301e-17 lp= 2.4455 0.00012458 -0.738098 r- 0.00562616 Found lorentz at 16 2.47314 lm= 2.47314 0.000125503 -4.30908e-17 lp= 2.47314 0.000125503 -0.735392 r- 0.0056887 Found lorentz at 17 2.26835 lm= 2.26835 7.87326e-21 -0.787326 lp= 2.26835 7.87326e-21 -0.787326 r- 2.23678e-21 Found lorentz at 18 3.00483 lm= 3.00483 6.5631e-13 -9.18922e-09 lp= 3.00483 6.5631e-13 -0.776594 r- 2.81705e-11 Found lorentz at 19 2.95 lm= 2.95 2.53057e-20 -0.241642 lp= 2.95 2.53057e-20 -0.78198 r- 1.0787e-18 Found lorentz at 20 3.65335 lm= 3.65329 0.00233972 -2.43248e-18 lp= 3.65332 0.00234112 -0.75473 r- 0.103415 Found lorentz at 21 3.43308 lm= 3.43308 1.97847e-10 -3.15965e-11 lp= 3.43308 1.97847e-10 -0.790649 r- 8.34111e-09 Found lorentz at 22 3.57448 lm= 3.57448 1.17025e-06 -5.23669e-15 lp= 3.57448 1.17025e-06 -0.782831 r- 4.98299e-05 Found lorentz at 23 3.63684 lm= 3.63684 0.000707655 -8.03545e-18 lp= 3.63684 0.000707708 -0.754118 r- 0.0312826 Found lorentz at 24 3.70338 lm= 3.70338 0.000222395 -2.57651e-17 lp= 3.70338 0.000222412 -0.75701 r- 0.00979365 Found lorentz at 25 3.84414 lm= 3.84338 0.0157763 -3.66999e-19 lp= 3.84376 0.0158079 -0.762002 r- 0.691904 Found lorentz at 26 4.16078 lm= 4.16079 0.00657265 -9.78808e-19 lp= 4.16078 0.00657266 -0.802083 r- 0.0408146 Found lorentz at 27 4.16552 lm= 4.16552 0.00239537 -2.47687e-18 lp= 4.16552 0.00239538 -0.770263 r- 0.0154892 Found lorentz at 28 4.24565 lm= 4.24564 0.000991128 -5.56852e-18 lp= 4.24564 0.000991157 -0.742923 r- 0.00940932 Found lorentz at 29 4.18802 lm= 4.18802 0.00194369 -2.89149e-18 lp= 4.18802 0.00194371 -0.749682 r- 0.0129136 Found lorentz at 30 4.43197 lm= 4.43195 0.00220162 -2.45869e-18 lp= 4.43196 0.00220181 -0.735783 r- 0.0208869 Found lorentz at 31 4.53621 lm= 4.53619 0.00230756 -2.34902e-18 lp= 4.5362 0.00230765 -0.736262 r- 0.0216423 Found lorentz at 32 4.54474 lm= 4.54472 0.00486939 -1.11558e-18 lp= 4.54473 0.00486942 -0.737039 r- 0.0456193 Found lorentz at 33 4.50499 lm= 4.50496 0.00358948 -1.39321e-18 lp= 4.50498 0.00358965 -0.707194 r- 0.0350494 Found lorentz at 34 4.56396 lm= 4.56394 0.0026979 -1.97617e-18 lp= 4.56395 0.00269798 -0.730188 r- 0.0255134 Found lorentz at 35 4.57537 lm= 4.57534 0.00331536 -1.5764e-18 lp= 4.57536 0.00331562 -0.722974 r- 0.0316674 Found lorentz at 36 4.64057 lm= 4.64054 0.0027704 -1.84118e-18 lp= 4.64056 0.00277069 -0.714252 r- 0.0264903 Found lorentz at 38 4.86594 lm= 4.86588 0.00468804 -1.14622e-18 lp= 4.86591 0.00468859 -0.733106 r- 0.0431769 Found lorentz at 60 4.42774 lm= 4.40348 0.0872332 -1.09462e-19 lp= 4.41467 0.0930642 -1.02419 r- 0.646712 Found lorentz at 61 4.84521 lm= 4.84101 0.0551968 -1.35246e-19 lp= 4.8431 0.055477 -0.867144 r- 0.432528 Q = 7.999997146085255 n0=0.001196869819625322 n1=0.0008001868507523022 n2=0.0003036533579662595 n3=0.000150452223345075 n4=8.523524255641867e-05 n5=3.971591957132587e-06 n6=7.551851502265352e-06 n7=5.594010202690968e-05 n8=5.100053391266119e-06 n9=0.001085559477006538 n10=0.1030549857658869 n11=0.3027173659863656 n12=0.0001024847014477552 n13=9.112035812186588e-05 n14=8.546938552459141e-05 n15=8.039600891581839e-05 n16=8.671058194968973e-05 n17=0.09843078310257246 n18=1.796847822848709e-05 n19=0.3927517087107656 n20=1.164920943965666e-05 n21=2.157397318305757e-05 n22=2.758892348096964e-05 n23=3.494309535459886e-05 n24=2.946217881690583e-05 n25=3.182858361433367e-05 n26=6.290805241101771e-06 n27=1.461522235360543e-05 n28=6.851133847518272e-06 n29=2.69515436762728e-05 n30=1.079284698091547e-05 n31=1.325498185429486e-05 n32=9.894446737072442e-06 n33=1.057990665301514e-05 n34=8.314000509683963e-06 n35=1.854714431574872e-05 n36=4.617848291055966e-06 n37=5.747916896645446e-06 n38=5.30170249316726e-06 n39=9.789802727650087e-06 n40=7.530608062253941e-06 n41=5.769185919289835e-06 n42=2.991305262321871e-06 n43=3.994090661804101e-06 n44=3.90975100464048e-06 n45=5.276853543813695e-06 n46=5.877149294475838e-06 n47=4.620755007586725e-06 n48=2.60480872516861e-06 n49=3.289294671016657e-06 n50=1.612095825611454e-06 n51=2.063558161650697e-06 n52=1.75483741103711e-06 n53=5.879579265196416e-07 n54=2.218704054476982e-07 n55=9.884664831663268e-07 n56=1.784403963108292e-06 n57=8.235999922822587e-06 n58=0.0001119524161755778 n59=0.02633360309588037 n60=0.01766114322355703 n61=0.007564085012505091 n62=0.0127684831957438 n63=0.008556042515789149 n64=0.0007269915465447276 n65=0.0006750536084169067 n66=0.0004415424257871655 n67=0.0003907903366492875 n68=0.0008741970310605228 n69=0.00190798300542298 n70=0.001974455822421124 n71=0.002184605524381655 n72=0.002704226180726433 n73=1.421091082529007e-05 n74=0.001495328790686638 n75=0.002640664709751971 n76=0.0002213198545287652 n77=0.0001251778504211239 n78=0.0002666214489120042 n79=0.001599092098795182 n80=0.000478831220030008 n81=0.0002239336575544143 n82=0.0002890738114515381 n83=8.694181362591242e-05 n84=0.0004188616876114051 n85=3.282612324615711e-05 n86=0.0004211453271408999 n87=2.264216896103812e-05 n88=0.0001114615795101887 n89=0.0006805517164522227 n90=8.15242398425739e-05 n91=0.000104592825968305 n92=0.0004731614701069796 n93=2.542863494022204e-05 n94=0.000112184248095777 n95=0.0004521526239439991 n96=0.001757533667506616 n97=0.0002393603181758126 n98=0.0001430658286412055 n99=0.0001323360634951908 n100=9.101174360598325e-05 n101=7.491521189568876e-05 n102=4.563212758193416e-05 n103=1.613974129988585e-05 n104=7.499850666353475e-05 n105=0.0001203302148993486 n106=9.42499451513656e-06 n107=3.515823859871476e-05 n108=3.344629872436805e-05 n109=1.262776799327973e-05 n110=3.711283101014023e-06 n111=1.061394422094687e-05 n112=1.399015522716383e-05 n113=1.869787723628306e-06 n114=3.303255348508602e-06 n115=0.0004424251886899865 Q is here equal to 7.999997146085255 3.) nd: 6.096212665775467 Norm of Spectral functions:  0: 1.0011  1: 1.0004  2: 0.9995  3: 0.9993  4: 1.0028  5: 1.0052  6: 1.0028  7: 1.0028  8: 0.9990  9: 1.0004 10: 1.0005 11: 0.9993 12: 0.9996 13: 0.9987 14: 1.0008 15: 0.9963 16: 0.9949 17: 0.9994 18: 1.0010 19: 0.9987 20: 0.9950 21: 0.9990 22: 1.0010 23: 1.0197 24: 0.9804 25: 1.0007 26: 1.0091 27: 1.0116 28: 0.9922 29: 1.0229 30: 1.0049 31: 0.9930 32: 0.9972 33: 0.9796 34: 1.0008 35: 1.0045 36: 0.9584 37: 0.4648 38: 1.0042 39: 0.5313 40: 3.6878 41: 0.4457 42: 0.3658 43: 1.7368 44: 2.7600 45: 2.4373 46: 1.1210 47: 0.6677 48: 1.1686 49: 0.8818 50: 1.2763 51: 0.6186 52: 0.6053 53: 1.3400 54: 0.5800 55: 0.6628 56: 1.1500 57: 0.9433 58: 1.0017 59: 1.0014 60: 0.9840 61: 0.9946 62: 1.0140 63: 0.9302 64: 0.5442 65: 0.7512 66: 0.5767 67: 0.6698 68: 0.8635 69: 0.9360 70: 1.0652 71: 0.9797 72: 1.0212 73: 0.7907 74: 0.9902 75: 0.8970 76: 1.0598 77: 1.0225 78: 1.1159 79: 1.0577 80: 1.0991 81: 0.9436 82: 0.7215 83: 1.0081 84: 0.8991 85: 1.3601 86: 1.0220 87: 0.7288 88: 1.0369 89: 1.0733 90: 0.7615 91: 1.0322 92: 0.9814 93: 0.8593 94: 0.8366 95: 0.7775 96: 1.0901 97: 1.2671 98: 0.9114 99: 0.9630 100: 0.9530 101: 0.9522 102: 1.1571 103: 1.1462 104: 0.9311 105: 0.9453 106: 0.7506 107: 1.0634 108: 1.3625 109: 0.6141 110: 1.6959 111: 1.7734 112: 1.9563 113: 2.8817 114: 0.4167 115: 2.1639  0: 4.4165  1: 1.6797 3.) SelfConsistentStep 3.) Difference between steps: 0.2141 4.) DeterminSpectralFunctions ; lambda = -147.7243999495565 -1.757782374240975 Found lorentz at 10 0.469287 lm= 0.469287 8.21443e-21 -0.821443 lp= 0.469287 8.21443e-21 -0.821443 r- 2.81118e-23 Found lorentz at 11 1.05415 lm= 1.05415 8.05761e-21 -0.805761 lp= 1.05415 8.05761e-21 -0.805761 r- 7.05958e-22 Found lorentz at 12 1.57721 lm= 1.57721 3.36583e-08 -1.85857e-13 lp= 1.57721 3.36583e-08 -0.790926 r- 1.41852e-06 Found lorentz at 13 1.93143 lm= 1.93143 4.94239e-10 -1.20442e-11 lp= 1.93143 4.94239e-10 -0.771539 r- 2.13529e-08 Found lorentz at 14 2.18415 lm= 2.18415 5.53844e-07 -1.02138e-14 lp= 2.18415 5.53844e-07 -0.752122 r- 2.45458e-05 Found lorentz at 15 2.43337 lm= 2.43336 0.000105873 -5.12727e-17 lp= 2.43336 0.000105873 -0.736778 r- 0.00478993 Found lorentz at 16 2.46119 lm= 2.46119 0.000130473 -4.13313e-17 lp= 2.46119 0.000130473 -0.734345 r- 0.00592243 Found lorentz at 17 2.23494 lm= 2.23494 7.83678e-21 -0.783678 lp= 2.23494 7.83678e-21 -0.783678 r- 1.30019e-21 Found lorentz at 18 2.97528 lm= 2.97528 3.74896e-14 -1.59724e-07 lp= 2.97528 3.74896e-14 -0.773822 r- 1.61491e-12 Found lorentz at 19 2.95 lm= 2.95 2.88859e-20 -0.211191 lp= 2.95 2.88859e-20 -0.781053 r- 1.23278e-18 Found lorentz at 20 3.62789 lm= 3.62784 0.00208919 -2.70953e-18 lp= 3.62786 0.00209021 -0.752641 r- 0.0925854 Found lorentz at 21 3.39845 lm= 3.39845 7.54082e-20 -0.0827311 lp= 3.39845 7.54082e-20 -0.789849 r- 3.18239e-18 Found lorentz at 22 3.54362 lm= 3.54362 5.62121e-07 -1.08403e-14 lp= 3.54362 5.62121e-07 -0.780613 r- 2.40034e-05 Found lorentz at 23 3.63193 lm= 3.63192 0.000538321 -1.03951e-17 lp= 3.63192 0.00053839 -0.748125 r- 0.0239893 Found lorentz at 24 3.70019 lm= 3.70019 0.000115527 -4.91367e-17 lp= 3.70019 0.000115531 -0.753455 r- 0.00511125 Found lorentz at 25 3.84423 lm= 3.84334 0.0214605 -2.90635e-19 lp= 3.84378 0.0214932 -0.790617 r- 0.906571 Found lorentz at 26 4.13835 lm= 4.13838 0.00636152 -1.00596e-18 lp= 4.13836 0.00636161 -0.799974 r- 0.0396084 Found lorentz at 27 4.13856 lm= 4.13856 0.00245903 -2.39659e-18 lp= 4.13856 0.00245904 -0.767679 r- 0.0159544 Found lorentz at 28 4.2189 lm= 4.21889 0.00107194 -5.09006e-18 lp= 4.2189 0.00107198 -0.73868 r- 0.010235 Found lorentz at 29 4.15464 lm= 4.15464 0.00195522 -2.83605e-18 lp= 4.15464 0.00195523 -0.744659 r- 0.0130778 Found lorentz at 30 4.38712 lm= 4.38709 0.00196692 -2.68762e-18 lp= 4.38711 0.00196717 -0.727137 r- 0.0188832 Found lorentz at 31 4.49022 lm= 4.4902 0.00238973 -2.21545e-18 lp= 4.49021 0.00238984 -0.727645 r- 0.0226786 Found lorentz at 32 4.53402 lm= 4.53401 0.00510538 -1.07042e-18 lp= 4.53401 0.00510542 -0.739254 r- 0.0476869 Found lorentz at 33 4.50459 lm= 4.50456 0.0040495 -1.2576e-18 lp= 4.50457 0.00404975 -0.713659 r- 0.0391837 Found lorentz at 34 4.54016 lm= 4.54014 0.00298514 -1.76861e-18 lp= 4.54015 0.00298525 -0.726623 r- 0.0283685 Found lorentz at 35 4.53358 lm= 4.53355 0.0033981 -1.50467e-18 lp= 4.53356 0.00339844 -0.715104 r- 0.0328158 Found lorentz at 36 4.58649 lm= 4.58648 0.00284753 -1.86206e-18 lp= 4.58648 0.00284761 -0.728182 r- 0.0270026 Found lorentz at 38 4.82071 lm= 4.82065 0.00427733 -1.22842e-18 lp= 4.82068 0.00427795 -0.724945 r- 0.0398392 Found lorentz at 39 4.90674 lm= 4.90665 0.00521942 -9.77868e-19 lp= 4.90669 0.00522063 -0.714534 r- 0.0493276 Found lorentz at 60 4.47877 lm= 4.45362 0.0978471 -9.58491e-20 lp= 4.46536 0.103449 -1.00829 r- 0.728133 Found lorentz at 61 4.90449 lm= 4.90074 0.0567115 -1.27777e-19 lp= 4.90261 0.0569293 -0.853595 r- 0.450737 Q = 7.99999815252715 n0=0.001205450119847731 n1=0.0008020903409772389 n2=0.0003031682318080336 n3=0.0001520215065644072 n4=8.583893361624142e-05 n5=3.588267156215053e-06 n6=7.535517403397426e-06 n7=5.610174334185253e-05 n8=5.070909055818563e-06 n9=0.001089518935966602 n10=0.1027649122373281 n11=0.302285717527336 n12=0.000105935166547147 n13=9.332794061388608e-05 n14=8.749729057425336e-05 n15=8.329748618966305e-05 n16=8.999855069540467e-05 n17=0.09797524492749642 n18=1.862362484433774e-05 n19=0.3432715447114275 n20=1.206688137895638e-05 n21=0.05172925336977038 n22=2.8408444152483e-05 n23=3.595258851778421e-05 n24=3.025397773561201e-05 n25=3.274087442868069e-05 n26=6.496400636593327e-06 n27=1.50007115992599e-05 n28=7.071392423174543e-06 n29=2.778275767478211e-05 n30=1.118524544045326e-05 n31=1.3746164384626e-05 n32=1.016639034902907e-05 n33=1.087673442680886e-05 n34=8.629742978241813e-06 n35=1.914281668286013e-05 n36=4.784602477903279e-06 n37=5.950356060003059e-06 n38=5.457929941316175e-06 n39=1.015043410750228e-05 n40=7.81454599399868e-06 n41=5.958706418084752e-06 n42=3.083435778668137e-06 n43=4.104805117256934e-06 n44=4.043341194583273e-06 n45=5.441409123834983e-06 n46=6.085001089025116e-06 n47=4.759373313459116e-06 n48=2.678485074253431e-06 n49=3.414814846433477e-06 n50=1.66029769392098e-06 n51=2.12232441970453e-06 n52=1.809523626818347e-06 n53=6.073965861740921e-07 n54=2.283328377515375e-07 n55=1.015097304779751e-06 n56=1.831947757895704e-06 n57=8.444093839810289e-06 n58=0.000114609855014587 n59=0.02593740493234969 n60=0.01755533005193629 n61=0.007479428325675761 n62=0.01265984219202699 n63=0.008429991549904411 n64=0.0007138329280853384 n65=0.0006641408064225211 n66=0.000435459019114891 n67=0.0003864369213588397 n68=0.0008554162190352272 n69=0.001883983820024606 n70=0.001953383027907497 n71=0.002156373592447252 n72=0.002668025528938557 n73=1.1149439461581e-05 n74=0.001472140171146756 n75=0.002618625612740823 n76=0.0002192722482455374 n77=0.0001220611686792334 n78=0.0002614860480371363 n79=0.001578731708920046 n80=0.0004739817706752862 n81=0.0002200676977581687 n82=0.0002869442619956114 n83=8.585247363517278e-05 n84=0.0004154772476465388 n85=3.250421907821277e-05 n86=0.0004139391076084739 n87=2.244521051094096e-05 n88=0.000110305220539092 n89=0.0006720958359570898 n90=8.077727510396659e-05 n91=0.0001033560461485235 n92=0.0004628585603984523 n93=2.490728973309198e-05 n94=0.0001114862995159649 n95=0.0004434162084903724 n96=0.001731441910174558 n97=0.0002473875231375817 n98=0.000148036160910569 n99=0.0001368164026345387 n100=9.418345764382152e-05 n101=7.752056354477629e-05 n102=4.719240927498887e-05 n103=1.669078010172435e-05 n104=7.719471809039995e-05 n105=0.0001238799507174787 n106=9.76739998069346e-06 n107=3.609735560750201e-05 n108=3.469420078787433e-05 n109=1.299853727291459e-05 n110=3.808397522299781e-06 n111=1.099049992204063e-05 n112=1.440275803298874e-05 n113=1.931788349499605e-06 n114=3.388925526611119e-06 n115=0.0004573316525255718 Q is here equal to 7.99999815252715 4.) nd: 6.095152614404859 Norm of Spectral functions:  0: 1.0010  1: 1.0003  2: 0.9996  3: 0.9995  4: 1.0029  5: 1.0043  6: 1.0015  7: 1.0017  8: 0.9990  9: 1.0000 10: 0.9997 11: 1.0002 12: 0.9987 13: 0.9977 14: 0.9986 15: 1.0005 16: 0.9999 17: 0.9992 18: 1.0010 19: 0.9986 20: 1.0041 21: 1.0012 22: 1.0009 23: 1.0073 24: 0.8574 25: 1.0009 26: 1.0057 27: 1.0064 28: 0.9794 29: 1.0105 30: 0.9893 31: 0.9560 32: 0.9950 33: 0.9782 34: 0.9948 35: 0.9904 36: 1.0068 37: 0.4442 38: 0.9878 39: 1.0319 40: 0.4687 41: 0.4172 42: 0.4270 43: 0.5852 44: 0.4658 45: 0.4660 46: 0.9120 47: 0.4873 48: 0.5068 49: 0.8981 50: 0.6769 51: 1.8707 52: 1.6811 53: 0.7020 54: 2.8373 55: 0.9338 56: 0.6342 57: 1.0778 58: 0.9992 59: 0.9978 60: 0.9668 61: 1.0066 62: 0.9472 63: 1.0328 64: 0.4636 65: 1.1557 66: 1.5548 67: 0.7803 68: 1.1251 69: 0.9952 70: 0.9768 71: 1.0192 72: 0.9621 73: 1.1370 74: 0.9993 75: 0.6354 76: 0.9602 77: 0.9168 78: 0.9146 79: 0.9333 80: 0.9445 81: 1.0608 82: 1.3128 83: 0.9928 84: 0.9042 85: 0.8106 86: 0.9509 87: 0.5364 88: 0.9825 89: 0.9379 90: 1.2455 91: 0.9907 92: 1.0270 93: 0.9409 94: 0.9698 95: 1.2723 96: 0.9753 97: 2.8867 98: 0.9439 99: 1.0582 100: 1.0178 101: 1.0454 102: 0.9684 103: 0.8801 104: 0.8017 105: 1.1242 106: 0.5693 107: 0.8963 108: 1.7406 109: 0.5677 110: 1.5806 111: 1.5311 112: 1.7148 113: 3.3161 114: 0.4105 115: 3.4021  0: 4.4121  1: 1.6831 4.) SelfConsistentStep 4.) Difference between steps: 0.1434 5.) DeterminSpectralFunctions ; lambda = -147.7365606744515 -1.769943099135901 Found lorentz at 10 0.486053 lm= 0.486053 8.20581e-21 -0.820581 lp= 0.486053 8.20581e-21 -0.820581 r- 1.67173e-23 Found lorentz at 11 1.06244 lm= 1.06244 8.03274e-21 -0.803274 lp= 1.06244 8.03274e-21 -0.803274 r- 4.38898e-22 Found lorentz at 12 1.56701 lm= 1.56701 1.24333e-08 -5.02294e-13 lp= 1.56701 1.24333e-08 -0.790265 r- 5.24437e-07 Found lorentz at 13 1.9 lm= 1.9 7.71538e-21 -0.771538 lp= 1.9 7.71538e-21 -0.771538 r- 5.24531e-22 Found lorentz at 14 2.14823 lm= 2.14823 2.82854e-07 -1.98414e-14 lp= 2.14823 2.82854e-07 -0.749147 r- 1.25856e-05 Found lorentz at 15 2.43346 lm= 2.43346 8.80017e-05 -6.13299e-17 lp= 2.43346 8.80019e-05 -0.734653 r- 0.0039929 Found lorentz at 16 2.48578 lm= 2.48578 0.000166225 -3.21935e-17 lp= 2.48578 0.000166225 -0.73153 r- 0.00757431 Found lorentz at 17 2.24868 lm= 2.24868 7.84068e-21 -0.784068 lp= 2.24868 7.84068e-21 -0.784068 r- 7.90808e-22 Found lorentz at 18 2.98006 lm= 2.98006 2.68733e-14 -2.20666e-07 lp= 2.98006 2.68733e-14 -0.770066 r- 1.16325e-12 Found lorentz at 19 2.96936 lm= 2.96936 2.90038e-14 -2.10905e-07 lp= 2.96936 2.90038e-14 -0.782116 r- 1.23612e-12 Found lorentz at 20 3.62103 lm= 3.621 0.00162883 -3.44987e-18 lp= 3.62102 0.00162955 -0.749854 r- 0.0724479 Found lorentz at 21 3.3952 lm= 3.3952 4.12316e-20 -0.150556 lp= 3.3952 4.12316e-20 -0.787889 r- 1.74439e-18 Found lorentz at 22 3.52525 lm= 3.52525 2.87363e-07 -2.09309e-14 lp= 3.52525 2.87363e-07 -0.775549 r- 1.2351e-05 Found lorentz at 23 3.62561 lm= 3.6256 0.000276346 -2.0141e-17 lp= 3.6256 0.000276359 -0.746074 r- 0.0123474 Found lorentz at 24 3.66978 lm= 3.66978 1.41741e-06 -4.03727e-15 lp= 3.66978 1.41741e-06 -0.75647 r- 6.24572e-05 Found lorentz at 26 4.11942 lm= 4.11944 0.00628858 -9.98271e-19 lp= 4.11943 0.00628863 -0.792324 r- 0.0395319 Found lorentz at 27 4.12041 lm= 4.12041 0.00244163 -2.37606e-18 lp= 4.12041 0.00244163 -0.761675 r- 0.0159663 Found lorentz at 28 4.20013 lm= 4.20013 0.00107923 -5.31123e-18 lp= 4.20013 0.00107924 -0.757106 r- 0.00709995 Found lorentz at 29 4.15602 lm= 4.15601 0.00198682 -2.78174e-18 lp= 4.15602 0.00198685 -0.743432 r- 0.0133112 Found lorentz at 30 4.37434 lm= 4.37432 0.00178019 -2.93505e-18 lp= 4.37433 0.00178043 -0.722907 r- 0.0171906 Found lorentz at 31 4.48007 lm= 4.48005 0.00255487 -2.17996e-18 lp= 4.48006 0.00255498 -0.746314 r- 0.0238948 Found lorentz at 32 4.52055 lm= 4.52054 0.00514987 -1.04707e-18 lp= 4.52055 0.0051499 -0.734325 r- 0.0484253 Found lorentz at 33 4.47891 lm= 4.47887 0.00403525 -1.31127e-18 lp= 4.47889 0.00403548 -0.727444 r- 0.0387201 Found lorentz at 34 4.51109 lm= 4.51107 0.00293236 -1.76116e-18 lp= 4.51108 0.00293248 -0.718655 r- 0.028176 Found lorentz at 35 4.53711 lm= 4.53707 0.00359381 -1.42278e-18 lp= 4.53709 0.0035942 -0.715122 r- 0.0347054 Found lorentz at 36 4.58641 lm= 4.5864 0.00300719 -1.75995e-18 lp= 4.5864 0.00300729 -0.727512 r- 0.028543 Found lorentz at 38 4.80659 lm= 4.80654 0.00404843 -1.2812e-18 lp= 4.80656 0.00404897 -0.720267 r- 0.0379515 Found lorentz at 39 4.8938 lm= 4.89373 0.00480198 -1.04489e-18 lp= 4.89377 0.00480277 -0.70843 r- 0.0457696 Found lorentz at 60 4.44258 lm= 4.42122 0.0871671 -1.04917e-19 lp= 4.43126 0.0917044 -0.992073 r- 0.655009 Found lorentz at 61 4.84769 lm= 4.84424 0.0517241 -1.38364e-19 lp= 4.84595 0.0519252 -0.848326 r- 0.413676 Q = 7.998721887296238 n0=0.00118774304746811 n1=0.0008011798324212228 n2=0.0003105674762439532 n3=0.0001527415432460107 n4=8.650986998664813e-05 n5=5.625291307829376e-06 n6=7.564636616139658e-06 n7=5.573531108105997e-05 n8=5.278633100173962e-06 n9=0.001089630820647965 n10=0.1026742306705655 n11=0.301402676995104 n12=0.0001076350835296478 n13=0.3001951967500663 n14=8.916533049802714e-05 n15=8.438773149324392e-05 n16=9.091939125572298e-05 n17=0.09803981696320407 n18=1.887253465067051e-05 n19=8.880876358836751e-05 n20=1.224628847209187e-05 n21=0.09413536563713984 n22=2.881089902515852e-05 n23=3.645270223809207e-05 n24=3.072623096246152e-05 n25=3.307453692797907e-05 n26=6.585619990509467e-06 n27=1.517614656381776e-05 n28=7.164674188937419e-06 n29=2.813478563650658e-05 n30=1.13472542793686e-05 n31=1.395479523981906e-05 n32=1.028750567232005e-05 n33=1.101300233889728e-05 n34=8.773659679931219e-06 n35=1.937632694894872e-05 n36=4.847141749806451e-06 n37=6.034881637741005e-06 n38=5.521555398919445e-06 n39=1.02911135277576e-05 n40=7.932241932229231e-06 n41=6.032291796972563e-06 n42=3.122064775725457e-06 n43=4.146274134067235e-06 n44=4.09430777344893e-06 n45=5.510747056191519e-06 n46=6.175797381428382e-06 n47=4.807195739033163e-06 n48=2.707761654764531e-06 n49=3.466270186573479e-06 n50=1.678299189915922e-06 n51=2.144200936389518e-06 n52=1.827685083968823e-06 n53=6.142787029395746e-07 n54=2.303332598533465e-07 n55=1.023714371609766e-06 n56=1.85008131071982e-06 n57=8.523171294270827e-06 n58=0.0001154853660057379 n59=0.02653111567251911 n60=0.01771633116028798 n61=0.00764855231296933 n62=0.01286325966900679 n63=0.00860830615105453 n64=0.0007003167941586028 n65=0.000643829902287926 n66=0.0004231302302457782 n67=0.0003775070901650572 n68=0.0008700649960268606 n69=0.001957144890549916 n70=0.001975270655102222 n71=0.002211987954067345 n72=0.002728358940926807 n73=1.580568381938854e-05 n74=0.001499514349047731 n75=0.002549415193021052 n76=0.0002132538785129149 n77=0.000129065374146784 n78=0.0002685652191292474 n79=0.001607444116382355 n80=0.0004613403516930739 n81=0.0002247609061978236 n82=0.0002789411579636049 n83=8.597272566321673e-05 n84=0.000403893506956681 n85=3.164374657803062e-05 n86=0.0004253849661091618 n87=2.182131022219595e-05 n88=0.0001104557495683003 n89=0.0006828630954166456 n90=7.936827962992326e-05 n91=0.0001054445306955109 n92=0.0004818535625144389 n93=2.593950691519776e-05 n94=0.0001083502237710297 n95=0.0004621361920224469 n96=0.001786373749425823 n97=0.0002504853839610403 n98=0.0001499427878739137 n99=0.0001385774069735806 n100=9.539790237410016e-05 n101=7.853415035899327e-05 n102=4.779986008951164e-05 n103=1.690699488452224e-05 n104=7.813283692807318e-05 n105=0.0001254263756205505 n106=9.918215001427846e-06 n107=3.64940417470779e-05 n108=3.524723879801066e-05 n109=1.315206458078992e-05 n110=3.848270895549492e-06 n111=1.115407250524354e-05 n112=1.457655600478851e-05 n113=1.958029782707854e-06 n114=3.425187654764832e-06 n115=0.0004633953129154299 Q is here equal to 7.998721887296238 5.) nd: 6.096760952710555 Norm of Spectral functions:  0: 1.0009  1: 1.0002  2: 0.9996  3: 0.9995  4: 1.0026  5: 1.0039  6: 1.0021  7: 1.0020  8: 0.9991  9: 0.9997 10: 0.9990 11: 0.9988 12: 1.0004 13: 0.5728 14: 0.9983 15: 1.0011 16: 0.9988 17: 1.0002 18: 0.9984 19: 1.0004 20: 0.9914 21: 1.0009 22: 0.9991 23: 0.9994 24: 1.0024 25: 1.0065 26: 1.0035 27: 1.0035 28: 1.0250 29: 1.0111 30: 0.9829 31: 1.0360 32: 0.9924 33: 1.0291 34: 0.9848 35: 0.9918 36: 1.0069 37: 0.5732 38: 0.9808 39: 1.0179 40: 0.4233 41: 0.4542 42: 0.6189 43: 0.5655 44: 0.4474 45: 0.4346 46: 0.5740 47: 0.4754 48: 0.4572 49: 1.0540 50: 0.5518 51: 1.1609 52: 1.8822 53: 0.7486 54: 0.9799 55: 0.8816 56: 0.6183 57: 1.0234 58: 0.9994 59: 1.0026 60: 0.9730 61: 0.9931 62: 1.0248 63: 0.9191 64: 0.7149 65: 0.8265 66: 0.6374 67: 0.7491 68: 0.8284 69: 0.9230 70: 1.0669 71: 0.9799 72: 1.0136 73: 0.8200 74: 0.9873 75: 1.1244 76: 1.1186 77: 0.9898 78: 1.1858 79: 1.0648 80: 1.1435 81: 0.9591 82: 0.7052 83: 1.0019 84: 0.9774 85: 1.2995 86: 1.0574 87: 0.8684 88: 1.0215 89: 1.0637 90: 0.7726 91: 1.0241 92: 0.9836 93: 0.8979 94: 0.8682 95: 0.8047 96: 1.0457 97: 2.3343 98: 0.9382 99: 1.0837 100: 1.0288 101: 1.0282 102: 0.8905 103: 0.8053 104: 0.7314 105: 1.3994 106: 0.4911 107: 0.8182 108: 2.0642 109: 0.5015 110: 1.6673 111: 1.6035 112: 1.8794 113: 3.5513 114: 0.3731 115: 1.7569  0: 4.1902  1: 1.9066 5.) SelfConsistentStep 5.) Difference between steps: 0.175 6.) DeterminSpectralFunctions ; lambda = -147.7497176033067 -1.783100027991139 Found lorentz at 10 0.49156 lm= 0.49156 8.19168e-21 -0.819168 lp= 0.49156 8.19168e-21 -0.819168 r- 1.02782e-23 Found lorentz at 11 1.06975 lm= 1.06975 8.01705e-21 -0.801705 lp= 1.06975 8.01705e-21 -0.801705 r- 2.69584e-22 Found lorentz at 12 1.58371 lm= 1.58371 1.60585e-08 -3.8604e-13 lp= 1.58371 1.60585e-08 -0.787352 r- 6.79853e-07 Found lorentz at 13 1.9399 lm= 1.9399 9.82712e-10 -6.00336e-12 lp= 1.9399 9.82712e-10 -0.768087 r- 4.26476e-08 Found lorentz at 14 2.20104 lm= 2.20104 2.11836e-07 -2.62466e-14 lp= 2.20104 2.11836e-07 -0.745653 r- 9.46982e-06 Found lorentz at 15 2.43363 lm= 2.43363 0.000129789 -4.11095e-17 lp= 2.43363 0.00012979 -0.730451 r- 0.00592281 Found lorentz at 16 2.46596 lm= 2.46596 0.000184116 -2.88627e-17 lp= 2.46596 0.000184117 -0.728979 r- 0.00841894 Found lorentz at 17 2.24242 lm= 2.24242 7.80608e-21 -0.780608 lp= 2.24242 7.80608e-21 -0.780608 r- 4.7156e-22 Found lorentz at 18 2.98235 lm= 2.98235 2.75482e-14 -2.13805e-07 lp= 2.98235 2.75482e-14 -0.767459 r- 1.19651e-12 Found lorentz at 19 2.95 lm= 2.95 3.95835e-20 -0.152214 lp= 2.95 3.95835e-20 -0.776219 r- 1.69984e-18 Found lorentz at 20 3.63181 lm= 3.63175 0.00233667 -2.39209e-18 lp= 3.63178 0.00233803 -0.747943 r- 0.104216 Found lorentz at 21 3.39814 lm= 3.39814 2.6777e-20 -0.230463 lp= 3.39814 2.6777e-20 -0.785564 r- 1.13621e-18 Found lorentz at 22 3.53656 lm= 3.53656 1.89894e-07 -3.16229e-14 lp= 3.53656 1.89894e-07 -0.774919 r- 8.16834e-06 Found lorentz at 23 3.63178 lm= 3.63177 0.000450729 -1.22179e-17 lp= 3.63177 0.000450795 -0.742165 r- 0.0202477 Found lorentz at 24 3.69523 lm= 3.69523 3.4662e-05 -1.63361e-16 lp= 3.69523 3.46621e-05 -0.752491 r- 0.00153544 Found lorentz at 26 4.13782 lm= 4.13785 0.00619446 -1.01927e-18 lp= 4.13784 0.00619461 -0.794608 r- 0.0388291 Found lorentz at 27 4.12982 lm= 4.12981 0.00258404 -2.24727e-18 lp= 4.12981 0.00258405 -0.76204 r- 0.0168895 Found lorentz at 28 4.21599 lm= 4.21598 0.00129926 -4.14539e-18 lp= 4.21599 0.00129929 -0.733904 r- 0.0124861 Found lorentz at 29 4.1487 lm= 4.14869 0.00210962 -2.59152e-18 lp= 4.14869 0.00210964 -0.739404 r- 0.0142109 Found lorentz at 30 4.37341 lm= 4.37338 0.0019437 -2.66338e-18 lp= 4.3734 0.001944 -0.719581 r- 0.0188569 Found lorentz at 31 4.4782 lm= 4.47818 0.00274876 -2.00479e-18 lp= 4.47819 0.00274888 -0.742364 r- 0.025845 Found lorentz at 32 4.53501 lm= 4.53499 0.00535396 -1.01255e-18 lp= 4.535 0.005354 -0.73629 r- 0.0502101 Found lorentz at 33 4.50668 lm= 4.50664 0.00444982 -1.13913e-18 lp= 4.50666 0.00445018 -0.712004 r- 0.0431585 Found lorentz at 34 4.52916 lm= 4.52914 0.00330831 -1.56627e-18 lp= 4.52915 0.00330847 -0.719866 r- 0.0317353 Found lorentz at 35 4.52586 lm= 4.52582 0.00373206 -1.34675e-18 lp= 4.52584 0.00373251 -0.709015 r- 0.0363515 Found lorentz at 36 4.57801 lm= 4.57798 0.00314804 -1.65848e-18 lp= 4.578 0.00314816 -0.722582 r- 0.0300839 Found lorentz at 38 4.80915 lm= 4.80909 0.00426307 -1.20902e-18 lp= 4.80912 0.00426375 -0.718005 r- 0.0400909 Found lorentz at 39 4.88846 lm= 4.88839 0.00496395 -1.00389e-18 lp= 4.88843 0.00496478 -0.706006 r- 0.0474761 Found lorentz at 60 4.48181 lm= 4.46032 0.092597 -9.66977e-20 lp= 4.47048 0.0969243 -0.978001 r- 0.701153 Q = 8.000000079471283 n0=0.001096881034175954 n1=0.0008491967240606135 n2=0.0003662340584383872 n3=0.0001700111876859236 n4=0.0001000655951648671 n5=8.695394790158263e-06 n6=1.910822863407622e-05 n7=5.76163817334672e-05 n8=6.036960242162008e-06 n9=0.001025821157091911 n10=0.1024819912969259 n11=0.3007675731504897 n12=0.0001085564737739874 n13=9.534606130345814e-05 n14=8.949311914368197e-05 n15=8.561481350343334e-05 n16=9.258861506577415e-05 n17=0.09759180072897264 n18=1.909099839360052e-05 n19=0.24743739444927 n20=1.240681051277062e-05 n21=0.1440619566434658 n22=2.90407072565599e-05 n23=3.674996819742656e-05 n24=3.090223730633662e-05 n25=3.345909201828907e-05 n26=6.661418833617976e-06 n27=1.530714848566067e-05 n28=7.245732889499786e-06 n29=2.84088403630989e-05 n30=1.151097591893482e-05 n31=1.414247929080257e-05 n32=1.037541731099404e-05 n33=1.113338909030945e-05 n34=8.893055680132701e-06 n35=1.959763669080351e-05 n36=4.920308115538306e-06 n37=6.115841872973025e-06 n38=5.590329665823208e-06 n39=1.04297405239047e-05 n40=8.043209934185567e-06 n41=6.110561273383425e-06 n42=3.161264745880941e-06 n43=4.185762295097366e-06 n44=4.153157511293003e-06 n45=5.563932355775331e-06 n46=6.251887887494579e-06 n47=4.856558180027414e-06 n48=2.73437271016397e-06 n49=3.516739725636827e-06 n50=1.700139094113119e-06 n51=2.170319611004548e-06 n52=1.849368571630893e-06 n53=6.219720224854134e-07 n54=2.323958565595089e-07 n55=1.03639534126291e-06 n56=1.869067648249207e-06 n57=8.604298074621654e-06 n58=0.0001163864298989594 n59=0.03032509032140146 n60=0.01752017866988622 n61=0.007486104107509791 n62=0.01213132637933547 n63=0.008237739955151547 n64=0.0004044114204703316 n65=0.001724070205034604 n66=0.0008056684049517657 n67=0.0002188104962236494 n68=0.001629001479497988 n69=0.002048173719774122 n70=0.00205346581051973 n71=0.002274099043562931 n72=0.00260820824301348 n73=0.0004398515465372896 n74=0.001855378108444277 n75=0.001476895910011442 n76=0.0001484764476942681 n77=0.0002145588254551089 n78=0.0002686690583722368 n79=0.001595897691288151 n80=0.000393700900392146 n81=0.0003873243481162944 n82=0.0001718285952542845 n83=0.0001678114063834032 n84=0.0002344842078207285 n85=1.861127730341015e-05 n86=0.0004345145817600845 n87=1.26959786439031e-05 n88=0.0001129010467730135 n89=0.0006767465308377249 n90=6.952516185193132e-05 n91=9.880678309066419e-05 n92=0.0005498492495683701 n93=2.591560678111871e-05 n94=6.308464020452025e-05 n95=0.0004503700530786977 n96=0.002052729948766964 n97=0.0002541042388378623 n98=0.0001522444175119286 n99=0.0001406115789664347 n100=9.687477709035057e-05 n101=7.974308861708115e-05 n102=4.852788727528417e-05 n103=1.716372057686994e-05 n104=7.905719022300289e-05 n105=0.0001267961505428714 n106=1.006939366152126e-05 n107=3.688530671667338e-05 n108=3.580704283716614e-05 n109=1.331118645638392e-05 n110=3.89371166637217e-06 n111=1.13240342197717e-05 n112=1.476310634039453e-05 n113=1.986763905127107e-06 n114=3.462002983247675e-06 n115=0.0004693862057220586 Q is here equal to 8.000000079471283 6.) nd: 6.100879333047042 Norm of Spectral functions:  0: 1.0007  1: 1.0001  2: 0.9996  3: 0.9995  4: 1.0022  5: 1.0038  6: 1.0025  7: 1.0024  8: 0.9990  9: 0.9996 10: 0.9993 11: 0.9992 12: 0.9992 13: 0.9984 14: 0.9967 15: 1.0009 16: 1.0026 17: 0.9997 18: 0.9986 19: 0.9986 20: 1.0135 21: 1.0012 22: 1.0001 23: 1.0074 24: 1.0030 25: 1.0078 26: 1.0045 27: 1.0049 28: 0.9768 29: 1.0095 30: 0.9813 31: 1.0322 32: 0.9950 33: 0.9785 34: 0.9914 35: 0.9868 36: 1.0047 37: 0.6089 38: 0.9813 39: 1.0144 40: 0.4314 41: 0.5587 42: 0.4609 43: 0.5703 44: 0.4590 45: 0.4390 46: 0.5836 47: 0.5292 48: 0.4667 49: 1.1746 50: 0.5281 51: 0.9403 52: 0.9139 53: 0.9020 54: 3.3245 55: 0.6719 56: 0.6314 57: 0.9472 58: 0.9993 59: 0.9973 60: 0.9652 61: 1.1778 62: 0.9879 63: 0.9292 64: 0.5123 65: 0.8446 66: 0.6775 67: 0.7930 68: 0.9203 69: 1.1028 70: 0.9824 71: 0.9868 72: 1.0401 73: 0.9656 74: 1.0110 75: 0.9836 76: 0.9959 77: 1.0836 78: 1.0184 79: 1.0568 80: 1.0535 81: 0.9341 82: 0.7907 83: 0.9948 84: 1.0079 85: 1.1643 86: 1.0699 87: 0.9255 88: 1.0184 89: 1.0533 90: 0.7705 91: 0.9924 92: 0.9808 93: 0.8653 94: 0.9052 95: 0.8314 96: 1.0536 97: 1.8336 98: 0.9602 99: 1.0686 100: 1.0528 101: 1.0261 102: 0.8199 103: 0.7204 104: 0.6604 105: 1.6774 106: 0.4305 107: 0.7646 108: 2.3724 109: 0.4428 110: 1.8753 111: 1.8485 112: 2.1522 113: 3.6953 114: 0.3240 115: 0.8961  0: 4.4010  1: 1.6998 6.) SelfConsistentStep 6.) Difference between steps: 0.1902 7.) DeterminSpectralFunctions ; lambda = -147.7371839648355 -1.770566389519985 Found lorentz at 10 0.47819 lm= 0.47819 8.20551e-21 -0.820551 lp= 0.47819 8.20551e-21 -0.820551 r- 6.23854e-24 Found lorentz at 11 1.05354 lm= 1.05354 8.03053e-21 -0.803053 lp= 1.05354 8.03053e-21 -0.803053 r- 1.52037e-22 Found lorentz at 12 1.57545 lm= 1.57545 6.59334e-09 -9.41346e-13 lp= 1.57545 6.59334e-09 -0.787821 r- 2.7897e-07 Found lorentz at 13 1.94622 lm= 1.94622 9.53759e-10 -6.22669e-12 lp= 1.94622 9.53759e-10 -0.770634 r- 4.12543e-08 Found lorentz at 14 2.21285 lm= 2.21285 1.34491e-07 -4.16917e-14 lp= 2.21285 1.34491e-07 -0.748808 r- 5.98688e-06 Found lorentz at 15 2.42498 lm= 2.42498 0.000234557 -2.27546e-17 lp= 2.42498 0.000234558 -0.730566 r- 0.0107021 Found lorentz at 16 2.4719 lm= 2.4719 0.000316601 -1.66615e-17 lp= 2.4719 0.000316602 -0.726297 r- 0.0145304 Found lorentz at 17 2.22137 lm= 2.22137 7.81606e-21 -0.781606 lp= 2.22137 7.81606e-21 -0.781606 r- 2.76061e-22 Found lorentz at 18 2.96073 lm= 2.96073 3.61439e-15 -1.63533e-06 lp= 2.96073 3.61439e-15 -0.768812 r- 1.56709e-13 Found lorentz at 19 2.95112 lm= 2.95112 6.02229e-16 -1.00876e-05 lp= 2.95112 6.02229e-16 -0.779425 r- 2.57553e-14 Found lorentz at 20 3.61192 lm= 3.61185 0.00266012 -2.10121e-18 lp= 3.61189 0.0026618 -0.747965 r- 0.118646 Found lorentz at 21 3.3835 lm= 3.3835 9.76188e-21 -0.632767 lp= 3.3835 9.76188e-21 -0.785939 r- 4.14022e-19 Found lorentz at 22 3.52737 lm= 3.52737 1.055e-07 -5.70882e-14 lp= 3.52737 1.055e-07 -0.776066 r- 4.53139e-06 Found lorentz at 23 3.62437 lm= 3.62436 0.000809914 -6.86052e-18 lp= 3.62437 0.000810109 -0.745543 r- 0.0362226 Found lorentz at 24 3.69376 lm= 3.69376 0.000235927 -2.41695e-17 lp= 3.69376 0.000235933 -0.755146 r- 0.0104145 Found lorentz at 26 4.12963 lm= 4.12967 0.00639209 -9.93434e-19 lp= 4.12965 0.00639228 -0.796894 r- 0.0399533 Found lorentz at 27 4.12544 lm= 4.12543 0.00262561 -2.23296e-18 lp= 4.12544 0.00262562 -0.765696 r- 0.0170792 Found lorentz at 28 4.20865 lm= 4.20864 0.00132447 -4.10198e-18 lp= 4.20864 0.0013245 -0.737098 r- 0.0126732 Found lorentz at 29 4.14136 lm= 4.14135 0.00232556 -2.37087e-18 lp= 4.14136 0.00232558 -0.742542 r- 0.0155993 Found lorentz at 30 4.36791 lm= 4.36788 0.0020161 -2.58985e-18 lp= 4.3679 0.0020164 -0.72267 r- 0.0194755 Found lorentz at 31 4.47521 lm= 4.47519 0.00278499 -2.00117e-18 lp= 4.4752 0.0027851 -0.746562 r- 0.0260383 Found lorentz at 32 4.52945 lm= 4.52943 0.00535452 -1.02551e-18 lp= 4.52944 0.00535456 -0.741025 r- 0.0498945 Found lorentz at 33 4.51488 lm= 4.51483 0.00456274 -1.13914e-18 lp= 4.51485 0.00456312 -0.720987 r- 0.0437024 Found lorentz at 34 4.53023 lm= 4.53021 0.00333527 -1.57938e-18 lp= 4.53022 0.00333542 -0.72581 r- 0.0317318 Found lorentz at 35 4.51752 lm= 4.51748 0.00367098 -1.38428e-18 lp= 4.5175 0.00367143 -0.712921 r- 0.0355607 Found lorentz at 36 4.5635 lm= 4.56348 0.00308171 -1.70446e-18 lp= 4.56349 0.00308182 -0.724772 r- 0.0293611 Found lorentz at 38 4.7981 lm= 4.79805 0.00408058 -1.27089e-18 lp= 4.79807 0.00408112 -0.720206 r- 0.0382561 Found lorentz at 39 4.88636 lm= 4.8863 0.00467243 -1.09007e-18 lp= 4.88633 0.00467301 -0.713735 r- 0.0442016 Found lorentz at 60 4.51272 lm= 4.51479 0.104374 -1.03593e-19 lp= 4.51376 0.10441 -1.04008 r- 0.693229 Q = 8.000000000002656 n0=0.001092552756571841 n1=0.0008321324087883444 n2=0.0003631257747814111 n3=0.0001666480136410086 n4=9.636992470523599e-05 n5=1.274105398461164e-05 n6=1.462751640749214e-05 n7=5.616821468236215e-05 n8=6.313105072665238e-06 n9=0.001048232557120913 n10=0.1026562237283909 n11=0.3012763585954645 n12=0.0001123873401287517 n13=0.0001005913828080095 n14=9.454469063235763e-05 n15=9.109568751352496e-05 n16=9.795990923356079e-05 n17=0.09771686857691407 n18=1.997916010343663e-05 n19=0.0001042379801725078 n20=1.27140966815427e-05 n21=0.3955024376387064 n22=2.929918302357324e-05 n23=3.658791751387447e-05 n24=3.093871781851849e-05 n25=3.376870961426162e-05 n26=6.928877571262866e-06 n27=1.561975340614046e-05 n28=7.454875081361803e-06 n29=2.83373214883491e-05 n30=1.170937346282714e-05 n31=1.422858975884326e-05 n32=1.06007296646725e-05 n33=1.158000712215987e-05 n34=9.143172325129146e-06 n35=1.975509678472888e-05 n36=4.997965505463655e-06 n37=6.204821043624474e-06 n38=5.779752021793309e-06 n39=1.061205730082126e-05 n40=8.183948505123608e-06 n41=6.276088760008115e-06 n42=3.285351571142131e-06 n43=4.300559341256451e-06 n44=4.246183827028927e-06 n45=5.674837775413651e-06 n46=6.333468802995496e-06 n47=4.976247558270337e-06 n48=2.837469711512931e-06 n49=3.568265128363884e-06 n50=1.760900880893792e-06 n51=2.212916681797019e-06 n52=1.886699379868121e-06 n53=6.312283575637034e-07 n54=2.302545717089428e-07 n55=1.063555642966956e-06 n56=1.898164177586857e-06 n57=8.768643210805501e-06 n58=0.0001167482258715165 n59=0.02854770246313301 n60=0.01729602708355575 n61=0.007295813140338303 n62=0.01194405154614163 n63=0.007942755083492507 n64=0.0004042819122322433 n65=0.001155435114579501 n66=0.0005704383204244184 n67=0.0002198685298115358 n68=0.00125605561505067 n69=0.002026530202761258 n70=0.001919206635704835 n71=0.002195132939373692 n72=0.002551469191741464 n73=0.0002724577849348247 n74=0.001626678373699406 n75=0.001489888242036896 n76=0.0001393071684847699 n77=0.0001840174978224835 n78=0.0002602026984178249 n79=0.001536198257768732 n80=0.0003433282522150774 n81=0.0003116116524049994 n82=0.0001690125294998624 n83=0.0001264902612074395 n84=0.0002365748573220474 n85=1.875506793818595e-05 n86=0.0004210577685230599 n87=1.278939127627203e-05 n88=0.0001024960636383498 n89=0.0006467762972600238 n90=6.268738073209496e-05 n91=9.793344591433516e-05 n92=0.0005263312136750536 n93=2.604642486950839e-05 n94=6.377624182454153e-05 n95=0.0004602735887294543 n96=0.001941767167390352 n97=0.0002675970973497863 n98=0.0001615404109215606 n99=0.0001480725156076624 n100=0.0001024092965452459 n101=8.338122785625843e-05 n102=5.054758806826252e-05 n103=1.781944180516564e-05 n104=8.013405092043559e-05 n105=0.0001262583148805583 n106=1.011737208079713e-05 n107=3.720655649473366e-05 n108=3.585261204165714e-05 n109=1.358542933633468e-05 n110=3.948396273813633e-06 n111=1.135920543467163e-05 n112=1.498411296971671e-05 n113=1.999452199376059e-06 n114=3.493104976666159e-06 n115=0.0004757283655419904 Q is here equal to 8.000000000002656 7.) nd: 6.096004383182776 Norm of Spectral functions:  0: 1.0008  1: 1.0001  2: 0.9996  3: 0.9994  4: 1.0019  5: 1.0038  6: 1.0030  7: 1.0028  8: 0.9989  9: 0.9995 10: 1.0001 11: 1.0001 12: 0.9985 13: 0.9990 14: 0.9982 15: 0.9979 16: 0.9885 17: 1.0004 18: 0.9995 19: 0.9987 20: 0.9871 21: 0.9999 22: 0.9993 23: 0.9980 24: 1.0060 25: 1.0090 26: 1.0037 27: 1.0043 28: 0.9644 29: 1.0079 30: 0.9777 31: 1.0262 32: 0.9942 33: 0.9840 34: 0.9921 35: 0.9829 36: 1.0010 37: 0.8761 38: 0.9742 39: 1.0122 40: 0.4161 41: 1.1219 42: 0.5526 43: 0.5745 44: 0.4785 45: 0.4187 46: 0.5322 47: 0.5330 48: 0.4473 49: 1.4010 50: 0.4934 51: 0.7667 52: 0.7072 53: 1.0403 54: 3.9346 55: 0.6103 56: 0.6058 57: 0.8999 58: 0.9995 59: 1.0013 60: 0.9839 61: 0.9608 62: 0.9818 63: 0.9217 64: 1.0640 65: 0.9716 66: 0.7540 67: 1.0747 68: 0.9152 69: 1.0859 70: 0.9827 71: 0.9851 72: 0.9850 73: 1.0291 74: 0.9899 75: 1.1344 76: 0.9307 77: 1.0136 78: 0.9958 79: 1.0218 80: 1.0369 81: 0.9649 82: 0.9044 83: 1.0116 84: 1.2154 85: 1.1218 86: 1.0753 87: 1.9259 88: 0.9898 89: 1.0200 90: 0.8863 91: 0.9665 92: 0.9579 93: 1.0052 94: 1.1068 95: 0.9628 96: 0.9876 97: 2.9476 98: 0.9225 99: 1.1302 100: 0.9979 101: 0.9813 102: 0.8762 103: 0.7878 104: 0.6783 105: 1.5919 106: 0.4127 107: 0.7353 108: 2.5335 109: 0.4467 110: 1.7338 111: 1.6384 112: 1.8884 113: 3.7562 114: 0.3490 115: 1.4473  0: 4.3816  1: 1.7145 7.) SelfConsistentStep 7.) Difference between steps: 0.1521 8.) DeterminSpectralFunctions ; lambda = -147.7609645716525 -1.794346996336913 Found lorentz at 10 0.500457 lm= 0.500457 8.19739e-21 -0.819739 lp= 0.500457 8.19739e-21 -0.819739 r- 3.84431e-24 Found lorentz at 11 1.08661 lm= 1.08661 8.03775e-21 -0.803775 lp= 1.08661 8.03775e-21 -0.803775 r- 1.02241e-22 Found lorentz at 12 1.60276 lm= 1.60276 1.01868e-08 -6.08719e-13 lp= 1.60276 1.01868e-08 -0.787457 r- 4.3121e-07 Found lorentz at 13 1.9719 lm= 1.9719 1.49527e-09 -3.96061e-12 lp= 1.9719 1.49527e-09 -0.769557 r- 6.47676e-08 Found lorentz at 14 2.23933 lm= 2.23933 6.68672e-07 -8.34949e-15 lp= 2.23933 6.68672e-07 -0.7472 r- 2.98301e-05 Found lorentz at 15 2.42521 lm= 2.42521 0.000279296 -1.90418e-17 lp= 2.42521 0.000279297 -0.72927 r- 0.0127661 Found lorentz at 16 2.44881 lm= 2.44881 0.000320863 -1.64601e-17 lp= 2.44881 0.000320864 -0.726737 r- 0.0147171 Found lorentz at 17 2.25601 lm= 2.25601 7.83085e-21 -0.783085 lp= 2.25601 7.83085e-21 -0.783085 r- 1.72046e-22 Found lorentz at 18 2.99888 lm= 2.99888 3.9904e-14 -1.49048e-07 lp= 2.99888 3.9904e-14 -0.771207 r- 1.72474e-12 Found lorentz at 19 2.95 lm= 2.95 7.83002e-20 -0.077477 lp= 2.95 7.83002e-20 -0.778875 r- 3.35099e-18 Found lorentz at 20 3.65104 lm= 3.6509 0.00412886 -1.35919e-18 lp= 3.65097 0.0041331 -0.749676 r- 0.183827 Found lorentz at 21 3.41655 lm= 3.41655 1.42389e-20 -0.436247 lp= 3.41655 1.42389e-20 -0.788142 r- 6.02214e-19 Found lorentz at 22 3.56419 lm= 3.56419 8.45567e-08 -7.17552e-14 lp= 3.56419 8.45567e-08 -0.778934 r- 3.61848e-06 Found lorentz at 23 3.64063 lm= 3.64061 0.00110754 -5.00724e-18 lp= 3.64062 0.00110798 -0.744909 r- 0.049586 Found lorentz at 24 3.72448 lm= 3.72447 0.000504168 -1.13159e-17 lp= 3.72448 0.000504243 -0.755402 r- 0.0222515 Found lorentz at 26 4.17134 lm= 4.17138 0.00627228 -1.03157e-18 lp= 4.17136 0.00627246 -0.804397 r- 0.0388387 Found lorentz at 27 4.15527 lm= 4.15526 0.00258887 -2.29392e-18 lp= 4.15527 0.00258887 -0.770627 r- 0.0167325 Found lorentz at 28 4.24529 lm= 4.24529 0.00145314 -3.81908e-18 lp= 4.24529 0.00145318 -0.744973 r- 0.0137574 Found lorentz at 29 4.15942 lm= 4.15942 0.00240296 -2.31673e-18 lp= 4.15942 0.00240298 -0.746129 r- 0.016041 Found lorentz at 30 4.41083 lm= 4.4108 0.0025064 -2.13916e-18 lp= 4.41081 0.00250673 -0.732298 r- 0.0238929 Found lorentz at 31 4.51205 lm= 4.51203 0.00291484 -1.85648e-18 lp= 4.51204 0.00291498 -0.735644 r- 0.0273612 Found lorentz at 32 4.5472 lm= 4.54719 0.00535332 -1.03899e-18 lp= 4.5472 0.00535336 -0.745796 r- 0.0495641 Found lorentz at 33 4.54958 lm= 4.54953 0.00480588 -1.11036e-18 lp= 4.54956 0.00480629 -0.73054 r- 0.0454294 Found lorentz at 34 4.56409 lm= 4.56406 0.00348376 -1.55113e-18 lp= 4.56408 0.00348391 -0.735125 r- 0.0327244 Found lorentz at 35 4.53885 lm= 4.53881 0.00379407 -1.36367e-18 lp= 4.53883 0.00379453 -0.719358 r- 0.0364241 Found lorentz at 36 4.60428 lm= 4.60426 0.00327155 -1.64884e-18 lp= 4.60427 0.00327166 -0.734474 r- 0.0307579 Found lorentz at 38 4.84052 lm= 4.84048 0.00438349 -1.22311e-18 lp= 4.8405 0.00438389 -0.732268 r- 0.0404168 Found lorentz at 39 4.92412 lm= 4.92407 0.00469232 -1.12212e-18 lp= 4.92409 0.00469273 -0.725673 r- 0.0436574 Found lorentz at 60 4.51715 lm= 4.51855 0.103469 -1.0379e-19 lp= 4.51785 0.103485 -1.03641 r- 0.689489 Q = 7.999999999958671 n0=0.001010968545895378 n1=0.0008268123065990891 n2=0.0004019409529158359 n3=0.0001729806316673227 n4=9.804606093128262e-05 n5=2.613813800871802e-05 n6=1.224016900628596e-05 n7=5.401831753886757e-05 n8=7.708056447186675e-06 n9=0.001057583854572008 n10=0.1025532538787531 n11=0.301545574641886 n12=0.0001114682907183711 n13=0.0001006147687838588 n14=9.468000057890632e-05 n15=9.184149069495224e-05 n16=9.903203172672324e-05 n17=0.09790150878828038 n18=1.923893324136445e-05 n19=0.125986191242397 n20=1.261223723561357e-05 n21=0.2726770155380374 n22=2.893815764225691e-05 n23=3.598895937381233e-05 n24=3.046842079656669e-05 n25=3.360907289222619e-05 n26=6.888348766963225e-06 n27=1.554927762541661e-05 n28=7.409715591479321e-06 n29=2.792235286651144e-05 n30=1.162813001401055e-05 n31=1.404810222178002e-05 n32=1.051728111634097e-05 n33=1.158696854555141e-05 n34=9.053151400882499e-06 n35=1.955301317578917e-05 n36=4.962187952667985e-06 n37=6.156252346749213e-06 n38=5.788099163517901e-06 n39=1.048136343008029e-05 n40=8.082719477618259e-06 n41=6.247534156470184e-06 n42=3.281115260837668e-06 n43=4.267403754467078e-06 n44=4.223378321476672e-06 n45=5.603826557144746e-06 n46=6.253608731679292e-06 n47=4.918027401478934e-06 n48=2.821864633976617e-06 n49=3.529017635756174e-06 n50=1.761036983232879e-06 n51=2.209298297635698e-06 n52=1.871030858149023e-06 n53=6.244914196977245e-07 n54=2.251585035510295e-07 n55=1.066226943281938e-06 n56=1.887251832631892e-06 n57=8.732909601396053e-06 n58=0.0001151290764139836 n59=0.02778513258301615 n60=0.01701226802412991 n61=0.007306720382651026 n62=0.01182266804458694 n63=0.007788682189047725 n64=0.0002401623406165809 n65=0.0006847154160936536 n66=0.0003376305310597516 n67=0.0001305884300975257 n68=0.001040587041730569 n69=0.002226961352771859 n70=0.001803297489282574 n71=0.002257501584504962 n72=0.002589259315595077 n73=0.0002075525466555209 n74=0.001500340849522687 n75=0.0008802877653155679 n76=8.282857244354232e-05 n77=0.0001927812546636827 n78=0.0002700856924309241 n79=0.001523132807785657 n80=0.0002037389761164077 n81=0.0002759253771053455 n82=0.0001000664041664629 n83=9.709597167497905e-05 n84=0.0001400762218861301 n85=1.136012012445183e-05 n86=0.0004382735814313987 n87=7.60784038082149e-06 n88=8.865026514541909e-05 n89=0.0006298545689104615 n90=4.464362980506598e-05 n91=0.0001003262012553782 n92=0.0005724139017321013 n93=2.93049137632789e-05 n94=3.787145768475277e-05 n95=0.0005262885073418965 n96=0.002041023588675763 n97=0.0002687888442475732 n98=0.0001625050860929569 n99=0.0001485587070706762 n100=0.0001028455078270832 n101=8.353392558490409e-05 n102=5.06016362477249e-05 n103=1.782289582383251e-05 n104=7.964774544852378e-05 n105=0.000124508797777215 n106=9.984349370354017e-06 n107=3.696154179656416e-05 n108=3.537106586656051e-05 n109=1.349063276377149e-05 n110=3.93602826051385e-06 n111=1.122803782706925e-05 n112=1.489365511402924e-05 n113=1.978981382560904e-06 n114=3.474479924018837e-06 n115=0.0004674096327488967 Q is here equal to 7.999999999958671 8.) nd: 6.092634351809971 Norm of Spectral functions:  0: 1.0008  1: 1.0001  2: 0.9996  3: 0.9994  4: 1.0017  5: 1.0038  6: 1.0032  7: 1.0030  8: 0.9988  9: 0.9995 10: 0.9998 11: 1.0003 12: 0.9982 13: 0.9986 14: 0.9977 15: 0.9982 16: 0.9961 17: 1.0008 18: 1.0004 19: 0.9986 20: 0.9904 21: 1.0003 22: 1.0001 23: 0.9829 24: 1.0137 25: 1.0143 26: 1.0033 27: 1.0090 28: 0.9923 29: 1.0116 30: 0.9977 31: 0.9850 32: 0.9978 33: 0.9971 34: 1.0013 35: 0.9929 36: 1.0131 37: 0.4026 38: 0.9958 39: 1.0127 40: 0.6134 41: 0.3741 42: 0.3599 43: 1.2945 44: 0.4597 45: 0.7607 46: 3.0476 47: 0.4550 48: 0.6574 49: 0.7389 50: 0.7113 51: 2.1787 52: 1.8210 53: 0.6341 54: 1.0347 55: 0.9952 56: 0.5715 57: 1.1484 58: 1.0008 59: 1.0028 60: 0.9873 61: 1.0047 62: 1.0266 63: 1.0082 64: 1.4007 65: 1.0610 66: 1.2321 67: 1.2901 68: 0.9419 69: 1.0042 70: 1.0473 71: 0.9875 72: 1.0132 73: 1.0411 74: 0.9887 75: 0.9526 76: 0.9875 77: 0.9416 78: 0.9526 79: 0.9800 80: 0.9043 81: 1.0183 82: 1.1769 83: 1.0103 84: 0.8955 85: 0.9229 86: 0.9658 87: 0.6810 88: 1.0068 89: 0.9735 90: 1.0246 91: 1.0371 92: 1.0457 93: 1.0475 94: 0.8709 95: 1.0772 96: 0.9382 97: 0.9168 98: 0.9134 99: 1.1239 100: 0.9734 101: 0.9708 102: 0.9594 103: 0.8894 104: 0.9252 105: 1.2517 106: 0.5592 107: 1.1651 108: 1.5754 109: 0.4279 110: 2.6827 111: 2.7167 112: 2.9946 113: 2.5528 114: 0.3049 115: 0.5432  0: 4.3921  1: 1.7006 8.) SelfConsistentStep 8.) Difference between steps: 0.1966 9.) DeterminSpectralFunctions ; lambda = -147.7711975968662 -1.804580021550606 Found lorentz at 10 0.508501 lm= 0.508501 8.19879e-21 -0.819879 lp= 0.508501 8.19879e-21 -0.819879 r- 2.38477e-24 Found lorentz at 11 1.09297 lm= 1.09297 8.01971e-21 -0.801971 lp= 1.09297 8.01971e-21 -0.801971 r- 6.16813e-23 Found lorentz at 12 1.60717 lm= 1.60717 6.87735e-09 -9.01157e-13 lp= 1.60717 6.87735e-09 -0.787247 r- 2.91198e-07 Found lorentz at 13 1.96746 lm= 1.96746 7.94499e-10 -7.42387e-12 lp= 1.96746 7.94499e-10 -0.768001 r- 3.44834e-08 Found lorentz at 14 2.21956 lm= 2.21956 4.9726e-08 -1.12348e-13 lp= 2.21956 4.9726e-08 -0.747435 r- 2.21763e-06 Found lorentz at 15 2.40306 lm= 2.40306 0.000273038 -1.94803e-17 lp= 2.40306 0.000273039 -0.729306 r- 0.0124794 Found lorentz at 16 2.40468 lm= 2.40468 0.000277303 -1.91122e-17 lp= 2.40468 0.000277304 -0.728004 r- 0.012697 Found lorentz at 17 2.27044 lm= 2.27044 7.82671e-21 -0.782671 lp= 2.27044 7.82671e-21 -0.782671 r- 1.04541e-22 Found lorentz at 18 3.02048 lm= 3.02048 7.42433e-10 -8.01701e-12 lp= 3.02048 7.42433e-10 -0.771498 r- 3.20776e-08 Found lorentz at 19 2.95 lm= 2.95 2.44026e-20 -0.248413 lp= 2.95 2.44026e-20 -0.778584 r- 1.04474e-18 Found lorentz at 20 3.67539 lm= 3.67509 0.00560187 -9.91368e-19 lp= 3.67524 0.00561556 -0.746521 r- 0.250919 Found lorentz at 21 3.43836 lm= 3.43836 2.50538e-11 -2.48778e-10 lp= 3.43836 2.50538e-11 -0.789484 r- 1.05781e-09 Found lorentz at 22 3.57885 lm= 3.57885 5.60633e-08 -1.09033e-13 lp= 3.57885 5.60633e-08 -0.781841 r- 2.39023e-06 Found lorentz at 23 3.64932 lm= 3.64928 0.00150397 -3.69709e-18 lp= 3.6493 0.00150474 -0.745949 r- 0.0672506 Found lorentz at 24 3.73475 lm= 3.73473 0.000846385 -6.84608e-18 lp= 3.73474 0.000846794 -0.761474 r- 0.0370733 Found lorentz at 26 4.19524 lm= 4.19529 0.00611933 -1.07057e-18 lp= 4.19527 0.0061196 -0.809417 r- 0.0376574 Found lorentz at 27 4.1646 lm= 4.1646 0.00252822 -2.35809e-18 lp= 4.1646 0.00252822 -0.772125 r- 0.0163088 Found lorentz at 28 4.26656 lm= 4.26655 0.00150278 -3.74548e-18 lp= 4.26655 0.00150281 -0.750254 r- 0.0141272 Found lorentz at 29 4.16738 lm= 4.16737 0.00241193 -2.31524e-18 lp= 4.16737 0.00241195 -0.747278 r- 0.0160761 Found lorentz at 30 4.43391 lm= 4.43388 0.00270595 -2.01262e-18 lp= 4.4339 0.00270627 -0.738035 r- 0.0255942 Found lorentz at 31 4.53675 lm= 4.53673 0.00301819 -1.82673e-18 lp= 4.53674 0.00301833 -0.742549 r- 0.0280677 Found lorentz at 32 4.5589 lm= 4.55889 0.00531362 -1.05356e-18 lp= 4.5589 0.00531365 -0.748217 r- 0.0490373 Found lorentz at 33 4.56629 lm= 4.56625 0.00487161 -1.10761e-18 lp= 4.56627 0.00487202 -0.734608 r- 0.0457957 Found lorentz at 34 4.58632 lm= 4.58629 0.00355059 -1.54952e-18 lp= 4.58631 0.00355074 -0.741756 r- 0.0330539 Found lorentz at 35 4.5671 lm= 4.56705 0.00402426 -1.309e-18 lp= 4.56708 0.00402475 -0.725856 r- 0.0382882 Found lorentz at 36 4.63622 lm= 4.63619 0.00330133 -1.5754e-18 lp= 4.6362 0.0033015 -0.7212 r- 0.0312607 Found lorentz at 38 4.87146 lm= 4.87142 0.00446614 -1.2308e-18 lp= 4.87144 0.00446643 -0.741446 r- 0.0406678 Found lorentz at 60 4.60059 lm= 4.60081 0.104094 -1.04732e-19 lp= 4.6007 0.104094 -1.04413 r- 0.688389 Q = 7.99999980035802 n0=0.001000673009257862 n1=0.0008201664668558306 n2=0.0004049526709522223 n3=0.0001722675637083994 n4=9.752772612059661e-05 n5=2.887303991192073e-05 n6=1.067353519814592e-05 n7=5.336154966340926e-05 n8=7.946578080556815e-06 n9=0.001068178043843517 n10=0.1025690071013586 n11=0.3008673870343529 n12=0.0001099408825805139 n13=9.9775495139861e-05 n14=9.427240816863578e-05 n15=9.179391428314841e-05 n16=9.93022003633077e-05 n17=0.09784957134688946 n18=1.90394020950807e-05 n19=0.4037545159065472 n20=1.254179962743998e-05 n21=2.273349441093767e-05 n22=2.85144783075387e-05 n23=3.507684098004593e-05 n24=2.979603295964877e-05 n25=3.335986374392411e-05 n26=6.825907168934326e-06 n27=1.548493106200201e-05 n28=7.371716855027754e-06 n29=2.736222775277405e-05 n30=1.163456913000363e-05 n31=1.390444346801616e-05 n32=1.037667189286117e-05 n33=1.163234367640363e-05 n34=8.950787959566677e-06 n35=1.930406574146419e-05 n36=4.974901801392169e-06 n37=6.144209998744226e-06 n38=5.853825020624087e-06 n39=1.032507983541333e-05 n40=7.96934342807547e-06 n41=6.242552608718736e-06 n42=3.289956873658357e-06 n43=4.193142992291259e-06 n44=4.231027594919792e-06 n45=5.477788322960006e-06 n46=6.155977166387775e-06 n47=4.804619415447353e-06 n48=2.791766353627711e-06 n49=3.491096103456087e-06 n50=1.773582462948475e-06 n51=2.233974063154737e-06 n52=1.851222333541353e-06 n53=6.188770143479149e-07 n54=2.17926759630991e-07 n55=1.083816010716961e-06 n56=1.888111498237516e-06 n57=8.725290291611692e-06 n58=0.0001129847010953113 n59=0.0260084846537318 n60=0.01657471005901618 n61=0.007059488189239881 n62=0.01147336322020095 n63=0.00748123082917381 n64=0.000220781422448912 n65=0.0004760483633091666 n66=0.0002469316068379125 n67=0.0001210745877558794 n68=0.0008909153216133808 n69=0.00219132076271756 n70=0.001721635090294769 n71=0.002196290866011472 n72=0.002520631720715468 n73=0.0001502398383598453 n74=0.001390659492328296 n75=0.0008191524284851385 n76=7.421731285409903e-05 n77=0.0001807811553914212 n78=0.0002631071399520132 n79=0.001476597664107856 n80=0.0001744548446646017 n81=0.0002461539323104276 n82=9.220480159336479e-05 n83=8.129331915296717e-05 n84=0.0001306208506600924 n85=1.061861890629609e-05 n86=0.000427097237279343 n87=7.101405870157928e-06 n88=8.286363676619263e-05 n89=0.0006078954377188233 n90=4.046648919496454e-05 n91=9.846812083826806e-05 n92=0.0005581553896707164 n93=2.901118556285314e-05 n94=3.537671532551631e-05 n95=0.0005239906979049468 n96=0.001983099737630817 n97=0.0002664719610036757 n98=0.0001612865908578165 n99=0.0001472779300326199 n100=0.000102019983355537 n101=8.291171446463483e-05 n102=5.02439495087563e-05 n103=1.769587316409674e-05 n104=7.879997596472934e-05 n105=0.0001220606285837028 n106=9.838249151692077e-06 n107=3.661586327361727e-05 n108=3.492288541734743e-05 n109=1.331821198783322e-05 n110=3.933436229145715e-06 n111=1.111051581946756e-05 n112=1.479744344199051e-05 n113=1.963874931989168e-06 n114=3.450172032374308e-06 n115=0.0004533277560290367 Q is here equal to 7.99999980035802 9.) nd: 6.088226007992501 Norm of Spectral functions:  0: 1.0008  1: 1.0001  2: 0.9995  3: 0.9993  4: 1.0022  5: 1.0040  6: 1.0031  7: 1.0030  8: 0.9987  9: 0.9994 10: 1.0002 11: 0.9987 12: 0.9985 13: 0.9980 14: 0.9990 15: 1.0004 16: 1.0011 17: 0.9996 18: 0.9995 19: 0.9987 20: 0.9866 21: 0.9996 22: 1.0015 23: 0.9868 24: 0.9703 25: 1.0122 26: 1.0029 27: 1.0103 28: 0.9976 29: 1.0132 30: 1.0053 31: 0.9943 32: 0.9999 33: 1.0020 34: 1.0072 35: 1.0025 36: 0.9645 37: 0.4135 38: 1.0048 39: 0.5154 40: 4.8592 41: 0.3984 42: 0.3870 43: 1.0956 44: 0.8869 45: 1.8479 46: 1.1154 47: 0.5724 48: 3.5259 49: 0.7758 50: 2.8779 51: 0.6402 52: 0.7345 53: 0.8054 54: 0.4058 55: 1.5366 56: 1.0797 57: 1.0478 58: 1.0006 59: 1.0033 60: 1.0116 61: 1.0420 62: 0.9761 63: 0.9665 64: 0.7016 65: 1.1022 66: 0.9587 67: 1.4044 68: 0.9445 69: 1.0119 70: 0.9861 71: 1.0232 72: 0.9907 73: 0.9968 74: 1.0160 75: 1.3765 76: 0.9624 77: 0.9505 78: 0.9465 79: 0.9969 80: 0.9519 81: 1.0006 82: 1.1310 83: 1.0136 84: 1.0422 85: 0.9855 86: 0.9924 87: 0.8861 88: 0.9801 89: 0.9920 90: 1.0139 91: 0.9610 92: 0.9886 93: 1.0726 94: 0.8588 95: 1.0437 96: 0.9298 97: 0.5663 98: 0.9134 99: 1.0747 100: 0.9908 101: 0.9889 102: 0.9804 103: 0.9424 104: 1.0976 105: 1.1039 106: 0.7254 107: 1.5030 108: 1.1935 109: 0.4448 110: 2.5444 111: 2.8582 112: 2.9035 113: 1.9448 114: 0.2983 115: 0.4353  0: 4.4156  1: 1.6726 9.) SelfConsistentStep 9.) Difference between steps: 0.2093 10.) DeterminSpectralFunctions ; lambda = -147.7910188435853 -1.824401268269725 Found lorentz at 10 0.526775 lm= 0.526775 8.17502e-21 -0.817502 lp= 0.526775 8.17502e-21 -0.817502 r- 4.71127e-25 Found lorentz at 11 1.11858 lm= 1.11858 8.05074e-21 -0.805074 lp= 1.11858 8.05074e-21 -0.805074 r- 3.55117e-23 Found lorentz at 12 1.63168 lm= 1.63168 6.58172e-09 -9.43886e-13 lp= 1.63168 6.58172e-09 -0.788187 r- 2.78348e-07 Found lorentz at 13 1.98931 lm= 1.98931 7.78165e-10 -7.65232e-12 lp= 1.98931 7.78165e-10 -0.771672 r- 3.36138e-08 Found lorentz at 14 2.24455 lm= 2.24455 3.58677e-07 -1.56082e-14 lp= 2.24455 3.58677e-07 -0.748218 r- 1.59792e-05 Found lorentz at 15 2.41139 lm= 2.41139 0.000278912 -1.89901e-17 lp= 2.41139 0.000278912 -0.727777 r- 0.0127746 Found lorentz at 16 2.46533 lm= 2.46533 0.00038304 -1.38882e-17 lp= 2.46533 0.000383041 -0.729366 r- 0.0175057 Found lorentz at 17 2.2968 lm= 2.2968 7.83999e-21 -0.783999 lp= 2.2968 7.83999e-21 -0.783999 r- 6.41739e-23 Found lorentz at 18 3.05376 lm= 3.05376 3.37138e-09 -1.77873e-12 lp= 3.05376 3.37138e-09 -0.774389 r- 1.4512e-07 Found lorentz at 19 2.95 lm= 2.95 2.4429e-20 -0.24902 lp= 2.95 2.4429e-20 -0.779956 r- 1.04403e-18 Found lorentz at 20 3.71184 lm= 3.71141 0.00654904 -8.67436e-19 lp= 3.71162 0.00657302 -0.755688 r- 0.290239 Found lorentz at 21 3.4745 lm= 3.4745 9.20492e-10 -6.8351e-12 lp= 3.4745 9.20492e-10 -0.793199 r- 3.86827e-08 Found lorentz at 22 3.6099 lm= 3.6099 3.8912e-08 -1.58249e-13 lp= 3.6099 3.8912e-08 -0.784715 r- 1.65291e-06 Found lorentz at 23 3.66318 lm= 3.66316 0.00121389 -4.60941e-18 lp= 3.66317 0.00121428 -0.748189 r- 0.0541034 Found lorentz at 24 3.76558 lm= 3.76556 0.000970818 -6.02816e-18 lp= 3.76557 0.000971105 -0.765161 r- 0.0423086 Found lorentz at 26 4.23365 lm= 4.23367 0.00641932 -9.84409e-19 lp= 4.23366 0.00641937 -0.79494 r- 0.0569528 Found lorentz at 27 4.19559 lm= 4.19558 0.00266768 -2.27195e-18 lp= 4.19558 0.0026677 -0.778517 r- 0.0170672 Found lorentz at 28 4.30544 lm= 4.30544 0.00154759 -3.72724e-18 lp= 4.30544 0.00154762 -0.759497 r- 0.0143713 Found lorentz at 29 4.21039 lm= 4.21038 0.00251447 -2.12229e-18 lp= 4.21038 0.00251449 -0.730514 r- 0.0242761 Found lorentz at 30 4.47386 lm= 4.47384 0.00284538 -1.96396e-18 lp= 4.47385 0.00284563 -0.747591 r- 0.026568 Found lorentz at 31 4.58006 lm= 4.58004 0.00314607 -1.80699e-18 lp= 4.58005 0.0031462 -0.754005 r- 0.0288123 Found lorentz at 32 4.58646 lm= 4.58645 0.00531682 -1.07281e-18 lp= 4.58645 0.00531685 -0.755246 r- 0.0486102 Found lorentz at 33 4.60966 lm= 4.60961 0.00505401 -1.09952e-18 lp= 4.60964 0.00505441 -0.745495 r- 0.0468162 Found lorentz at 34 4.62535 lm= 4.62532 0.00361233 -1.56519e-18 lp= 4.62533 0.00361246 -0.751949 r- 0.0331727 Found lorentz at 35 4.61186 lm= 4.61182 0.00425108 -1.27912e-18 lp= 4.61184 0.00425155 -0.737463 r- 0.039809 Found lorentz at 36 4.68094 lm= 4.68092 0.00346972 -1.55263e-18 lp= 4.68093 0.00346987 -0.733999 r- 0.032282 Found lorentz at 38 4.91634 lm= 4.91631 0.00453708 -1.25266e-18 lp= 4.91632 0.00453728 -0.753909 r- 0.0406298 Found lorentz at 60 4.67159 lm= 4.67192 0.0963535 -9.58187e-20 lp= 4.67175 0.0963545 -0.960865 r- 0.684776 Q = 8.000000095883429 n0=0.001076076792720444 n1=0.0008051170199453935 n2=0.0003601661820739108 n3=0.0001635142696966941 n4=9.23637272564334e-05 n5=1.853645569133566e-05 n6=9.345336932277459e-06 n7=5.419549908195802e-05 n8=6.756563149372123e-06 n9=0.001081650145962031 n10=0.1022693605342298 n11=0.3020276106765056 n12=0.0001065202130369817 n13=9.679934108292013e-05 n14=9.136553442351434e-05 n15=8.936705131867059e-05 n16=9.584555110968099e-05 n17=0.09801536036060188 n18=1.867703015645124e-05 n19=0.4047381263783753 n20=1.230837292502228e-05 n21=2.240518262573878e-05 n22=2.790132089485479e-05 n23=3.411611272721267e-05 n24=2.899715577055779e-05 n25=3.275461936326259e-05 n26=6.673939266075388e-06 n27=1.526676378751637e-05 n28=7.235445556995857e-06 n29=2.66616783138456e-05 n30=1.148614413842609e-05 n31=1.362555464527588e-05 n32=1.015646420517887e-05 n33=1.150185132989527e-05 n34=8.734459370800364e-06 n35=1.891521088016463e-05 n36=4.922465890229472e-06 n37=6.060461312542642e-06 n38=5.83452850887265e-06 n39=1.007907842598147e-05 n40=7.775364979328375e-06 n41=6.166507918219155e-06 n42=3.249596938288196e-06 n43=4.091060021359901e-06 n44=4.185703131354067e-06 n45=5.323807726961278e-06 n46=6.012371944786028e-06 n47=4.663541089977571e-06 n48=2.734344381864951e-06 n49=3.419270291517809e-06 n50=1.761980320827668e-06 n51=2.23196044662595e-06 n52=1.817844315677622e-06 n53=6.080112607055772e-07 n54=2.111513814367458e-07 n55=1.087351864065956e-06 n56=1.871757048299031e-06 n57=8.648663517852061e-06 n58=0.000110708176608994 n59=0.02465956605452112 n60=0.01640991410139331 n61=0.006787190455222932 n62=0.01127913113654402 n63=0.007311557921174454 n64=0.0003832097596062002 n65=0.0005183308400674531 n66=0.0003023734330322172 n67=0.00021110442211415 n68=0.0008184142201040567 n69=0.001957387663620466 n70=0.001716352573752192 n71=0.002056418433444292 n72=0.002417185824081429 n73=9.005561623998983e-05 n74=0.001328979468619412 n75=0.001440556898820909 n76=0.0001242548209961874 n77=0.000148319089015734 n78=0.0002489546511662517 n79=0.001432117815986342 n80=0.0002766788576953332 n81=0.0002225586515645686 n82=0.0001598914743291246 n83=7.879835101732998e-05 n84=0.0002298479745496983 n85=1.822220733575731e-05 n86=0.0003982699395350303 n87=1.242346437581543e-05 n88=8.845884578725131e-05 n89=0.0005968184143357303 n90=5.350348461060537e-05 n91=9.549353087936554e-05 n92=0.0004911220638658893 n93=2.609562579881446e-05 n94=6.222531365751864e-05 n95=0.0004677881364982982 n96=0.001807429934143112 n97=0.0002586279475242156 n98=0.0001564918633478668 n99=0.0001430231396297198 n100=9.900419956757311e-05 n101=8.065083068383364e-05 n102=4.892233522641317e-05 n103=1.724065103812828e-05 n104=7.712671647936675e-05 n105=0.000118974618928303 n106=9.601545350423925e-06 n107=3.59351299646912e-05 n108=3.414051238763373e-05 n109=1.300643561255177e-05 n110=3.884164535662997e-06 n111=1.088380855872796e-05 n112=1.453797650393088e-05 n113=1.928262932973539e-06 n114=3.393044779735513e-06 n115=0.0004366654089686756 Q is here equal to 8.000000095883429 10.) nd: 6.086187356661035 Norm of Spectral functions:  0: 1.0008  1: 1.0000  2: 0.9994  3: 0.9992  4: 1.0028  5: 1.0040  6: 1.0029  7: 1.0026  8: 0.9987  9: 0.9994 10: 0.9975 11: 1.0005 12: 0.9983 13: 1.0007 14: 0.9990 15: 0.9882 16: 1.0031 17: 0.9993 18: 0.9999 19: 0.9987 20: 0.9907 21: 1.0001 22: 1.0017 23: 1.0151 24: 0.9805 25: 1.0251 26: 0.9978 27: 1.0239 28: 1.0066 29: 0.9769 30: 1.0322 31: 1.0053 32: 1.0046 33: 1.0193 34: 1.0282 35: 1.0245 36: 0.9938 37: 0.9541 38: 1.0259 39: 0.3477 40: 0.4272 41: 3.0156 42: 3.2228 43: 0.4323 44: 0.8337 45: 0.4198 46: 0.4285 47: 3.1020 48: 0.5106 49: 1.4072 50: 0.5236 51: 0.4989 52: 0.5671 53: 1.7189 54: 0.5450 55: 0.5912 56: 0.9083 57: 0.8463 58: 1.0009 59: 0.9970 60: 1.0012 61: 0.9506 62: 1.0197 63: 0.9941 64: 0.7953 65: 0.9629 66: 0.9500 67: 1.0349 68: 0.9934 69: 0.9898 70: 0.9882 71: 1.0022 72: 1.0006 73: 1.0222 74: 0.9982 75: 0.9871 76: 0.9769 77: 1.0131 78: 1.0166 79: 1.0073 80: 0.9909 81: 0.9934 82: 0.9593 83: 0.9903 84: 0.9975 85: 0.9897 86: 1.0042 87: 0.9753 88: 1.0368 89: 1.0180 90: 1.0004 91: 1.0019 92: 0.9933 93: 0.9822 94: 1.0577 95: 1.0026 96: 1.0382 97: 0.4246 98: 0.9627 99: 0.9732 100: 1.0111 101: 1.0062 102: 0.9905 103: 0.9772 104: 1.1603 105: 1.0078 106: 1.1226 107: 1.6074 108: 0.9193 109: 0.4948 110: 1.7409 111: 2.1455 112: 1.9781 113: 1.1900 114: 0.2948 115: 0.2894  0: 4.4162  1: 1.6699 10.) SelfConsistentStep 10.) Difference between steps: 0.2279 11.) DeterminSpectralFunctions ; lambda = -147.7523586460357 -1.785741070720178 Found lorentz at 10 0.502745 lm= 0.502745 8.23816e-21 -0.823816 lp= 0.502745 8.23816e-21 -0.823816 r- 8.38376e-25 Found lorentz at 11 1.09732 lm= 1.09732 8.08826e-21 -0.808826 lp= 1.09732 8.08826e-21 -0.808826 r- 2.20526e-23 Found lorentz at 12 1.61078 lm= 1.61078 2.7299e-09 -2.31735e-12 lp= 1.61078 2.7299e-09 -0.79537 r- 1.14408e-07 Found lorentz at 13 1.97209 lm= 1.97209 3.27959e-10 -1.84398e-11 lp= 1.97209 3.27959e-10 -0.777657 r- 1.40576e-08 Found lorentz at 14 2.23058 lm= 2.23058 2.67736e-08 -2.1329e-13 lp= 2.23058 2.67736e-08 -0.755682 r- 1.18099e-06 Found lorentz at 15 2.40829 lm= 2.40829 0.000283094 -1.94579e-17 lp= 2.40829 0.000283094 -0.742187 r- 0.0127144 Found lorentz at 16 2.4625 lm= 2.4625 0.00037647 -1.45259e-17 lp= 2.4625 0.000376471 -0.739499 r- 0.0169697 Found lorentz at 17 2.28264 lm= 2.28264 7.91626e-21 -0.791626 lp= 2.28264 7.91626e-21 -0.791626 r- 3.80182e-23 Found lorentz at 18 3.03694 lm= 3.03694 6.98326e-10 -8.80585e-12 lp= 3.03694 6.98326e-10 -0.784178 r- 2.9684e-08 Found lorentz at 19 2.95 lm= 2.95 2.5142e-20 -0.247287 lp= 2.95 2.5142e-20 -0.788499 r- 1.06287e-18 Found lorentz at 20 3.69319 lm= 3.69306 0.00432685 -1.36297e-18 lp= 3.69312 0.00433041 -0.768395 r- 0.1879 Found lorentz at 21 3.44974 lm= 3.44974 2.15956e-11 -2.96966e-10 lp= 3.44974 2.15956e-11 -0.800822 r- 8.98894e-10 Found lorentz at 22 3.5899 lm= 3.5899 2.15563e-08 -2.90466e-13 lp= 3.5899 2.15563e-08 -0.791289 r- 9.08067e-07 Found lorentz at 23 3.65765 lm= 3.65764 0.000675232 -8.54833e-18 lp= 3.65764 0.000675312 -0.759808 r- 0.0296274 Found lorentz at 24 3.75052 lm= 3.75052 0.000444833 -1.34216e-17 lp= 3.75052 0.000444862 -0.772719 r- 0.0191907 Found lorentz at 25 3.88531 lm= 3.88351 0.0216457 -2.92334e-19 lp= 3.8844 0.0217777 -0.798939 r- 0.910196 Found lorentz at 26 4.20799 lm= 4.20803 0.00712589 -9.09476e-19 lp= 4.20801 0.00712611 -0.805053 r- 0.0624292 Found lorentz at 27 4.17681 lm= 4.1768 0.0027627 -2.24397e-18 lp= 4.17681 0.00276273 -0.787371 r- 0.0174765 Found lorentz at 28 4.28253 lm= 4.28253 0.00138767 -4.24873e-18 lp= 4.28253 0.00138768 -0.767848 r- 0.0127459 Found lorentz at 29 4.1975 lm= 4.19748 0.00265285 -2.21977e-18 lp= 4.19749 0.00265289 -0.767389 r- 0.0172187 Found lorentz at 30 4.45382 lm= 4.4538 0.00237641 -2.41046e-18 lp= 4.45381 0.00237655 -0.756884 r- 0.0219159 Found lorentz at 31 4.55697 lm= 4.55695 0.0027894 -2.08563e-18 lp= 4.55696 0.00278949 -0.762753 r- 0.0252526 Found lorentz at 32 4.57589 lm= 4.57587 0.00528062 -1.11196e-18 lp= 4.57588 0.00528066 -0.766284 r- 0.0475839 Found lorentz at 33 4.59332 lm= 4.59327 0.00461484 -1.23667e-18 lp= 4.5933 0.00461515 -0.755486 r- 0.0421822 Found lorentz at 34 4.60643 lm= 4.60641 0.00325809 -1.77852e-18 lp= 4.60642 0.0032582 -0.76124 r- 0.0295543 Found lorentz at 35 4.5946 lm= 4.59456 0.00369638 -1.51184e-18 lp= 4.59458 0.00369671 -0.747599 r- 0.0341443 Found lorentz at 36 4.66204 lm= 4.66202 0.00314339 -1.76191e-18 lp= 4.66203 0.0031435 -0.744222 r- 0.0288438 Found lorentz at 38 4.8965 lm= 4.89647 0.00414142 -1.41162e-18 lp= 4.89649 0.00414156 -0.764618 r- 0.0365667 Found lorentz at 60 4.68014 lm= 4.68102 0.0983851 -9.57494e-20 lp= 4.68058 0.0983921 -0.970633 r- 0.692232 Q = 7.99999996447072 n0=0.001131905679868716 n1=0.0008043913302937056 n2=0.000337404152215833 n3=0.000159144385931439 n4=8.938288823906834e-05 n5=1.239987515792009e-05 n6=8.595890514384826e-06 n7=5.49250212206102e-05 n8=6.047191874946637e-06 n9=0.001096584411106149 n10=0.1030592017212116 n11=0.3034339874108871 n12=0.0001053472393564177 n13=9.519849747305675e-05 n14=8.953036673651251e-05 n15=8.719488879672107e-05 n16=9.351522026378763e-05 n17=0.09896854079992201 n18=1.849702937357137e-05 n19=0.4019220483945064 n20=1.214591617672019e-05 n21=2.226485427763324e-05 n22=2.780614707235145e-05 n23=3.406878468778005e-05 n24=2.895402373669807e-05 n25=3.247775192261027e-05 n26=6.572114046154464e-06 n27=1.517299194964097e-05 n28=7.136140563431824e-06 n29=2.661560735791222e-05 n30=1.134443272149984e-05 n31=1.349229371922443e-05 n32=1.00683895505198e-05 n33=1.133285288694946e-05 n34=8.582427525006011e-06 n35=1.878842356909767e-05 n36=4.859900110877049e-06 n37=5.992922526926676e-06 n38=5.761213156508146e-06 n39=9.956157783452566e-06 n40=7.667117250475091e-06 n41=6.097830411826667e-06 n42=3.19846858359778e-06 n43=4.050039397874118e-06 n44=4.135295433040935e-06 n45=5.285919716917523e-06 n46=5.953143797571132e-06 n47=4.616168431108931e-06 n48=2.699257996906118e-06 n49=3.377386980838832e-06 n50=1.738114085717419e-06 n51=2.21235376500915e-06 n52=1.800747202751711e-06 n53=6.019056220671434e-07 n54=2.108810446448498e-07 n55=1.07758871285181e-06 n56=1.859143610727695e-06 n57=8.599505067826519e-06 n58=0.000110573625742761 n59=0.02429491632316796 n60=0.01646950850015256 n61=0.006666202346661237 n62=0.01123475584276702 n63=0.00724223485365129 n64=0.0004802671231639859 n65=0.0005477765455488889 n66=0.0003376522481470551 n67=0.0002653549253422262 n68=0.0007822037212346643 n69=0.001828287632792166 n70=0.001720760906370136 n71=0.001981581977108468 n72=0.002368683156084115 n73=5.610136570976167e-05 n74=0.001298715992325179 n75=0.001815937676874019 n76=0.0001546600219149184 n77=0.0001301433998479869 n78=0.0002429792334203464 n79=0.001409635372590016 n80=0.0003387238561565614 n81=0.0002097138666562282 n82=0.0002006494370934932 n83=7.754122162001693e-05 n84=0.0002895599676112402 n85=2.278709098633897e-05 n86=0.0003831375361029033 n87=1.562472257532268e-05 n88=9.19851206050777e-05 n89=0.0005916089201305669 n90=6.151365124308254e-05 n91=9.415588998730348e-05 n92=0.0004530275306079209 n93=2.461077987373132e-05 n94=7.836523448428282e-05 n95=0.0004374764227293512 n96=0.001710474534591509 n97=0.0002515050902485336 n98=0.0001517094017314137 n99=0.0001389675048370891 n100=9.600126217232723e-05 n101=7.842211012846462e-05 n102=4.761648324069843e-05 n103=1.67942206196614e-05 n104=7.593353843875642e-05 n105=0.0001176800061347937 n106=9.42577447836026e-06 n107=3.545880747439793e-05 n108=3.352284760523647e-05 n109=1.27659295763119e-05 n110=3.823391692191476e-06 n111=1.069188657278233e-05 n112=1.428534840400238e-05 n113=1.892923059818786e-06 n114=3.347438553135547e-06 n115=0.0004278508539569941 Q is here equal to 7.99999996447072 11.) nd: 6.085763923759358 Norm of Spectral functions:  0: 1.0008  1: 1.0000  2: 0.9994  3: 0.9992  4: 1.0027  5: 1.0042  6: 1.0030  7: 1.0028  8: 0.9987  9: 0.9995 10: 1.0000 11: 0.9992 12: 0.9993 13: 0.9992 14: 0.9974 15: 1.0066 16: 1.0018 17: 1.0005 18: 1.0012 19: 0.9988 20: 1.0111 21: 1.0006 22: 0.9998 23: 1.0018 24: 1.0044 25: 1.0062 26: 1.0007 27: 1.0154 28: 1.0014 29: 1.0322 30: 1.0116 31: 0.9997 32: 1.0024 33: 1.0099 34: 1.0132 35: 1.0118 36: 0.9887 37: 0.4605 38: 1.0117 39: 0.3359 40: 0.4901 41: 0.5931 42: 0.5247 43: 0.4167 44: 2.8923 45: 0.4258 46: 0.4060 47: 1.9977 48: 0.6892 49: 1.3202 50: 0.6928 51: 0.4136 52: 0.4767 53: 1.5818 54: 0.4049 55: 0.8387 56: 2.1362 57: 0.7953 58: 1.0003 59: 0.9968 60: 1.0008 61: 0.9682 62: 1.0062 63: 0.9867 64: 0.7973 65: 1.0120 66: 0.9701 67: 1.0578 68: 0.9828 69: 1.0030 70: 0.9818 71: 0.9872 72: 0.9951 73: 0.9854 74: 1.0046 75: 1.0572 76: 0.9822 77: 0.9794 78: 0.9734 79: 1.0047 80: 0.9874 81: 1.0027 82: 1.0139 83: 1.0083 84: 0.9943 85: 0.9753 86: 0.9916 87: 0.9435 88: 0.9880 89: 1.0204 90: 1.0404 91: 0.9819 92: 0.9715 93: 0.9912 94: 0.8892 95: 1.0288 96: 0.9399 97: 0.6761 98: 0.8215 99: 1.1323 100: 1.0219 101: 1.0162 102: 1.0127 103: 1.0571 104: 1.0501 105: 0.9719 106: 1.1076 107: 1.3101 108: 0.9535 109: 0.5734 110: 1.5663 111: 2.0026 112: 1.9364 113: 1.4813 114: 0.3534 115: 0.5346  0: 4.4173  1: 1.6685 11.) SelfConsistentStep 11.) Difference between steps: 0.1115 12.) DeterminSpectralFunctions ; lambda = -147.7288375362587 -1.762219960943156 Found lorentz at 10 0.488686 lm= 0.488686 8.25602e-21 -0.825602 lp= 0.488686 8.25602e-21 -0.825602 r- 4.73506e-25 Found lorentz at 11 1.0871 lm= 1.0871 8.13581e-21 -0.813581 lp= 1.0871 8.13581e-21 -0.813581 r- 1.32702e-23 Found lorentz at 12 1.60242 lm= 1.60242 1.32675e-09 -4.81164e-12 lp= 1.60242 1.32675e-09 -0.79899 r- 5.53512e-08 Found lorentz at 13 1.96507 lm= 1.96507 1.62824e-10 -3.75606e-11 lp= 1.96507 1.62824e-10 -0.782033 r- 6.94019e-09 Found lorentz at 14 2.22853 lm= 2.22853 1.14091e-08 -5.13167e-13 lp= 2.22853 1.14091e-08 -0.765166 r- 4.97023e-07 Found lorentz at 15 2.41174 lm= 2.41174 0.00028207 -1.9685e-17 lp= 2.41174 0.00028207 -0.745154 r- 0.012618 Found lorentz at 16 2.46704 lm= 2.46703 0.000372816 -1.49766e-17 lp= 2.46704 0.000372817 -0.747231 r- 0.0166311 Found lorentz at 17 2.27658 lm= 2.27658 7.95403e-21 -0.795403 lp= 2.27658 7.95403e-21 -0.795403 r- 2.26967e-23 Found lorentz at 18 3.03404 lm= 3.03404 3.76429e-10 -1.65568e-11 lp= 3.03404 3.76429e-10 -0.789459 r- 1.58939e-08 Found lorentz at 19 2.95 lm= 2.95 2.56923e-20 -0.245374 lp= 2.95 2.56923e-20 -0.793991 r- 1.07861e-18 Found lorentz at 20 3.69419 lm= 3.69411 0.00354065 -1.70644e-18 lp= 3.69415 0.00354233 -0.777561 r- 0.151877 Found lorentz at 21 3.44815 lm= 3.44815 1.19878e-11 -5.41597e-10 lp= 3.44815 1.19878e-11 -0.805765 r- 4.95919e-10 Found lorentz at 22 3.5889 lm= 3.5889 1.2964e-08 -4.89733e-13 lp= 3.5889 1.2964e-08 -0.7968 r- 5.42337e-07 Found lorentz at 23 3.66226 lm= 3.66225 0.0004428 -1.33566e-17 lp= 3.66225 0.00044282 -0.769071 r- 0.0191931 Found lorentz at 24 3.75227 lm= 3.75227 0.000278382 -2.18296e-17 lp= 3.75227 0.000278389 -0.779562 r- 0.0119037 Found lorentz at 25 3.88946 lm= 3.88776 0.0171632 -3.47329e-19 lp= 3.8886 0.0173094 -0.776795 r- 0.744585 Found lorentz at 26 4.20958 lm= 4.20963 0.00748293 -8.85559e-19 lp= 4.20961 0.00748322 -0.81406 r- 0.0648325 Found lorentz at 27 4.18262 lm= 4.1826 0.00282786 -2.23442e-18 lp= 4.18261 0.00282791 -0.794908 r- 0.0177192 Found lorentz at 28 4.28597 lm= 4.28596 0.00133653 -4.50061e-18 lp= 4.28597 0.00133655 -0.775584 r- 0.0121538 Found lorentz at 29 4.20549 lm= 4.20548 0.00261591 -2.16685e-18 lp= 4.20548 0.00261592 -0.752883 r- 0.024505 Found lorentz at 30 4.45896 lm= 4.45894 0.00221269 -2.64584e-18 lp= 4.45895 0.00221279 -0.765167 r- 0.0201847 Found lorentz at 31 4.56282 lm= 4.5628 0.00267736 -2.22155e-18 lp= 4.56281 0.00267744 -0.771243 r- 0.0239714 Found lorentz at 32 4.58592 lm= 4.5859 0.00530701 -1.1326e-18 lp= 4.58591 0.00530705 -0.775292 r- 0.0472661 Found lorentz at 33 4.60113 lm= 4.60109 0.00448121 -1.30293e-18 lp= 4.60111 0.00448148 -0.764148 r- 0.040496 Found lorentz at 34 4.61203 lm= 4.61201 0.00312235 -1.89693e-18 lp= 4.61202 0.00312244 -0.769618 r- 0.0280145 Found lorentz at 35 4.60344 lm= 4.60341 0.00352439 -1.6248e-18 lp= 4.60343 0.00352466 -0.756774 r- 0.0321604 Found lorentz at 36 4.6695 lm= 4.66948 0.00305282 -1.86039e-18 lp= 4.66949 0.00305292 -0.753637 r- 0.0276627 Found lorentz at 38 4.90434 lm= 4.90432 0.00401626 -1.49285e-18 lp= 4.90433 0.00401637 -0.774333 r- 0.0350164 Found lorentz at 60 4.67985 lm= 4.68058 0.0985726 -9.5385e-20 lp= 4.68022 0.0985774 -0.96969 r- 0.694205 Q = 7.999999906063558 n0=0.001164915199990549 n1=0.0008033190778772032 n2=0.0003224392980156622 n3=0.0001561762949642037 n4=8.76406257601656e-05 n5=8.658046678687199e-06 n6=8.146560726286225e-06 n7=5.543264347849362e-05 n8=5.621051615659774e-06 n9=0.001103764455191975 n10=0.1032833003881734 n11=0.3052165276257979 n12=0.0001045088487909252 n13=9.396348545094963e-05 n14=8.802427346065879e-05 n15=8.536488648149515e-05 n16=9.155403708650368e-05 n17=0.0994406453631862 n18=1.83084516287038e-05 n19=0.3988142847504621 n20=1.195581265937301e-05 n21=2.206479683543042e-05 n22=2.775765836876259e-05 n23=3.423911823643747e-05 n24=2.904713709803896e-05 n25=3.221333955499794e-05 n26=6.458318375114133e-06 n27=1.505505851371901e-05 n28=7.019565483422868e-06 n29=2.666154575752349e-05 n30=1.115613973341234e-05 n31=1.334179607271379e-05 n32=9.989471532398316e-06 n33=1.110683930423959e-05 n34=8.420370224575649e-06 n35=1.866091660487996e-05 n36=4.771252669982942e-06 n37=5.903715773091054e-06 n38=5.644463715988623e-06 n39=9.830641576718751e-06 n40=7.555062601314621e-06 n41=6.003371068533187e-06 n42=3.129892793058303e-06 n43=4.012802090199588e-06 n44=4.062921215892491e-06 n45=5.262453575338108e-06 n46=5.899055944943588e-06 n47=4.582722494439164e-06 n48=2.660562188021939e-06 n49=3.332407438689317e-06 n50=1.702047543893993e-06 n51=2.175271031167094e-06 n52=1.780372893942535e-06 n53=5.943198085154786e-07 n54=2.11640208740285e-07 n55=1.057350534172352e-06 n56=1.838452286802288e-06 n57=8.517448619243589e-06 n58=0.0001106038957444888 n59=0.02436528372684666 n60=0.01660533479291403 n61=0.006676122128785812 n62=0.0113165907657895 n63=0.007292249033003805 n64=0.0005401436826232869 n65=0.0005674893288791504 n66=0.0003599152296119963 n67=0.0002985127748084789 n68=0.0007677612219091789 n69=0.001771512166330906 n70=0.001739883119173048 n71=0.001957470153139106 n72=0.00236597357559726 n73=3.624695470399452e-05 n74=0.001294943573879264 n75=0.002044360492980152 n76=0.0001731357364656318 n77=0.000120524927989162 n78=0.0002402410950075864 n79=0.001412036463920502 n80=0.0003766489248611507 n81=0.0002040342627687596 n82=0.0002254733195531367 n83=7.752689807649448e-05 n84=0.0003258897082903473 n85=2.556114097587345e-05 n86=0.0003773761785484949 n87=1.757223141646074e-05 n88=9.491114545807774e-05 n89=0.0005951994485194435 n90=6.649982528268373e-05 n91=9.400435512494519e-05 n92=0.0004355825355649988 n93=2.379780123693341e-05 n94=8.815319834531747e-05 n95=0.0004219559008857085 n96=0.001662488976448863 n97=0.0002463219379886244 n98=0.000148062413119717 n99=0.0001358943433873508 n100=9.367929724564243e-05 n101=7.66960155000339e-05 n102=4.660376118736684e-05 n103=1.644858220468216e-05 n104=7.513968641583735e-05 n105=0.0001172476487358575 n106=9.293880662196277e-06 n107=3.514361745717585e-05 n108=3.303847923557405e-05 n109=1.258893579378879e-05 n110=3.76883874311655e-06 n111=1.053741231324322e-05 n112=1.407476456616587e-05 n113=1.862429881771501e-06 n114=3.315135001464845e-06 n115=0.0004230006518540315 Q is here equal to 7.999999906063558 12.) nd: 6.086347729204003 Norm of Spectral functions:  0: 1.0008  1: 1.0001  2: 0.9996  3: 0.9992  4: 1.0027  5: 1.0045  6: 1.0033  7: 1.0032  8: 0.9987  9: 0.9996 10: 0.9992 11: 1.0005 12: 0.9987 13: 0.9987 14: 1.0012 15: 0.9915 16: 1.0050 17: 1.0001 18: 1.0009 19: 0.9989 20: 1.0124 21: 1.0004 22: 0.9997 23: 1.0057 24: 1.0044 25: 1.0089 26: 1.0033 27: 1.0193 28: 1.0020 29: 0.9767 30: 1.0130 31: 1.0009 32: 1.0036 33: 1.0123 34: 1.0156 35: 1.0154 36: 0.9918 37: 0.5206 38: 1.0142 39: 0.3121 40: 0.3928 41: 1.0775 42: 0.7361 43: 0.3770 44: 0.9937 45: 0.3655 46: 0.3647 47: 3.8723 48: 0.4584 49: 1.6838 50: 0.4851 51: 0.3790 52: 0.4742 53: 2.5119 54: 0.5051 55: 0.6091 56: 0.8705 57: 0.7275 58: 1.0000 59: 0.9972 60: 1.0009 61: 0.9705 62: 1.0054 63: 0.9864 64: 0.8437 65: 1.0083 66: 0.9676 67: 1.0579 68: 0.9852 69: 0.9988 70: 0.9819 71: 0.9898 72: 0.9965 73: 0.9847 74: 1.0033 75: 1.0560 76: 0.9818 77: 0.9781 78: 0.9755 79: 1.0042 80: 0.9868 81: 1.0051 82: 1.0161 83: 1.0076 84: 0.9939 85: 0.9739 86: 0.9906 87: 0.9488 88: 0.9860 89: 1.0198 90: 1.0385 91: 0.9799 92: 0.9724 93: 0.9905 94: 0.8883 95: 1.0212 96: 0.9376 97: 0.9394 98: 0.7476 99: 1.2487 100: 1.0288 101: 1.0234 102: 1.0164 103: 1.1172 104: 0.9996 105: 0.9614 106: 1.0701 107: 1.1874 108: 0.9841 109: 0.6363 110: 1.4734 111: 1.8653 112: 1.8523 113: 1.6939 114: 0.4093 115: 0.9649  0: 4.4177  1: 1.6686 12.) SelfConsistentStep 12.) Difference between steps: 0.09404 13.) DeterminSpectralFunctions ; lambda = -147.7159750957556 -1.749357520440043 Found lorentz at 10 0.480567 lm= 0.480567 8.28039e-21 -0.828039 lp= 0.480567 8.28039e-21 -0.828039 r- 2.93138e-25 Found lorentz at 11 1.08114 lm= 1.08114 8.15097e-21 -0.815097 lp= 1.08114 8.15097e-21 -0.815097 r- 7.81939e-24 Found lorentz at 12 1.59773 lm= 1.59773 7.04606e-10 -9.15628e-12 lp= 1.59773 7.04606e-10 -0.803216 r- 2.9241e-08 Found lorentz at 13 1.96123 lm= 1.96123 8.64385e-11 -7.11808e-11 lp= 1.96123 8.64385e-11 -0.784395 r- 3.67325e-09 Found lorentz at 14 2.22762 lm= 2.22762 6.84802e-09 -8.61908e-13 lp= 2.22762 6.84802e-09 -0.768268 r- 2.97119e-07 Found lorentz at 15 2.41353 lm= 2.41353 0.000285343 -1.96663e-17 lp= 2.41353 0.000285343 -0.749109 r- 0.012697 Found lorentz at 16 2.46561 lm= 2.46561 0.000366767 -1.53736e-17 lp= 2.46561 0.000366768 -0.750902 r- 0.0162812 Found lorentz at 17 2.2733 lm= 2.2733 7.97543e-21 -0.797543 lp= 2.2733 7.97543e-21 -0.797543 r- 1.35809e-23 Found lorentz at 18 3.03291 lm= 3.03291 2.16055e-10 -2.90706e-11 lp= 3.03291 2.16055e-10 -0.792518 r- 9.08727e-09 Found lorentz at 19 2.95 lm= 2.95 2.60539e-20 -0.243868 lp= 2.95 2.60539e-20 -0.797102 r- 1.08953e-18 Found lorentz at 20 3.69564 lm= 3.69558 0.00310176 -1.97538e-18 lp= 3.69561 0.00310273 -0.782937 r- 0.13211 Found lorentz at 21 3.44827 lm= 3.44827 7.26629e-12 -9.00103e-10 lp= 3.44827 7.26629e-12 -0.808728 r- 2.99494e-10 Found lorentz at 22 3.58919 lm= 3.58919 7.82106e-09 -8.18478e-13 lp= 3.58919 7.82106e-09 -0.800086 r- 3.25843e-07 Found lorentz at 23 3.66591 lm= 3.66591 0.000283202 -2.11743e-17 lp= 3.66591 0.000283207 -0.774386 r- 0.0121906 Found lorentz at 24 3.75425 lm= 3.75425 0.0001741 -3.52679e-17 lp= 3.75425 0.000174102 -0.783596 r- 0.00740611 Found lorentz at 25 3.89104 lm= 3.88937 0.0148895 -3.87947e-19 lp= 3.89019 0.0150529 -0.765986 r- 0.657119 Found lorentz at 26 4.21186 lm= 4.21192 0.00772215 -8.69442e-19 lp= 4.21189 0.00772255 -0.819418 r- 0.0664688 Found lorentz at 27 4.18735 lm= 4.18733 0.00289838 -2.20565e-18 lp= 4.18734 0.00289844 -0.799562 r- 0.0180555 Found lorentz at 28 4.28922 lm= 4.28922 0.00131043 -4.64605e-18 lp= 4.28922 0.00131044 -0.780282 r- 0.0118447 Found lorentz at 29 4.2102 lm= 4.2102 0.00265478 -2.1685e-18 lp= 4.2102 0.0026548 -0.758745 r- 0.024677 Found lorentz at 30 4.4631 lm= 4.46308 0.00211732 -2.80133e-18 lp= 4.46309 0.0021174 -0.770171 r- 0.0191891 Found lorentz at 31 4.5676 lm= 4.56758 0.00261795 -2.30273e-18 lp= 4.56759 0.00261802 -0.776445 r- 0.0232824 Found lorentz at 32 4.59325 lm= 4.59324 0.00533425 -1.14307e-18 lp= 4.59324 0.0053343 -0.780866 r- 0.0471696 Found lorentz at 33 4.60698 lm= 4.60695 0.0044123 -1.34167e-18 lp= 4.60696 0.00441255 -0.769436 r- 0.0395991 Found lorentz at 34 4.61687 lm= 4.61686 0.00305298 -1.96615e-18 lp= 4.61686 0.00305306 -0.774781 r- 0.0272095 Found lorentz at 35 4.60958 lm= 4.60955 0.00342537 -1.69625e-18 lp= 4.60956 0.00342561 -0.762291 r- 0.0310303 Found lorentz at 36 4.67509 lm= 4.67507 0.00300498 -1.91899e-18 lp= 4.67508 0.00300507 -0.759392 r- 0.0270228 Found lorentz at 38 4.91031 lm= 4.91029 0.00394605 -1.54293e-18 lp= 4.9103 0.00394614 -0.7803 r- 0.034141 Found lorentz at 60 4.66284 lm= 4.66342 0.098001 -9.49339e-20 lp= 4.66313 0.098004 -0.964574 r- 0.693825 Q = 8.000000027106287 n0=0.001185015037105804 n1=0.00080460117087139 n2=0.0003147438558250594 n3=0.0001546699300376563 n4=8.678394969747898e-05 n5=6.376174632933907e-06 n6=7.886338794810974e-06 n7=5.584141387649225e-05 n8=5.373097107559806e-06 n9=0.001106029849063189 n10=0.1035887403216184 n11=0.3057847422210667 n12=0.0001042722934726848 n13=9.333438589971703e-05 n14=8.721572592496251e-05 n15=8.430296957833158e-05 n16=9.048625255711131e-05 n17=0.09970805824503361 n18=1.820162293980443e-05 n19=0.3963686895150679 n20=1.183142470590582e-05 n21=2.194166289578326e-05 n22=2.779994057491724e-05 n23=3.454265090161089e-05 n24=2.924426123986574e-05 n25=3.20827999546249e-05 n26=6.382529312329702e-06 n27=1.498195869696554e-05 n28=6.940861124048945e-06 n29=2.681070855387344e-05 n30=1.102207306230471e-05 n31=1.32608570600853e-05 n32=9.95322474955066e-06 n33=1.092723218936113e-05 n34=8.316601216647443e-06 n35=1.861273528407304e-05 n36=4.705646713709233e-06 n37=5.843078799857396e-06 n38=5.545697785715265e-06 n39=9.761485485393073e-06 n40=7.491113631378211e-06 n41=5.933453688212259e-06 n42=3.076864472197161e-06 n43=3.993799181565328e-06 n44=4.008678533394129e-06 n45=5.264275171924049e-06 n46=5.876274873465096e-06 n47=4.572454496934351e-06 n48=2.634769348295466e-06 n49=3.307127467759875e-06 n50=1.67237857655697e-06 n51=2.143849028163076e-06 n52=1.767691170547996e-06 n53=5.896506842169422e-07 n54=2.132364633608278e-07 n55=1.039290582821928e-06 n56=1.823056408809959e-06 n57=8.456102920559592e-06 n58=0.0001109298582714909 n59=0.02465449215145187 n60=0.0167968952783269 n61=0.006773397505090253 n62=0.0114983799781872 n63=0.007431656231045054 n64=0.000581961226702412 n65=0.0005839299504985656 n66=0.0003762767604323732 n67=0.0003210563387211718 n68=0.0007701203007765377 n69=0.001758521246753673 n70=0.001770920995791489 n71=0.001967666619386853 n72=0.002396211460861045 n73=2.456181325813482e-05 n74=0.001311480376230176 n75=0.002198859013046213 n76=0.0001856384445271734 n77=0.0001162887427465281 n78=0.0002402202309550378 n79=0.001430451825055969 n80=0.0004025247390034845 n81=0.0002030349073268889 n82=0.0002421009827431403 n83=7.83174598298461e-05 n84=0.0003501446960394539 n85=2.741823909403264e-05 n86=0.0003781914185340376 n87=1.887853508903686e-05 n88=9.772231899560087e-05 n89=0.000604979029874876 n90=7.00000933234805e-05 n91=9.476546446594236e-05 n92=0.0004304418479925011 n93=2.345695358686277e-05 n94=9.466153984229041e-05 n95=0.0004162558733969253 n96=0.001645957834497951 n97=0.0002436502761531731 n98=0.0001460393096493318 n99=0.0001342235646686429 n100=9.23825293675493e-05 n101=7.575232254338546e-05 n102=4.605278982128696e-05 n103=1.626226763432837e-05 n104=7.484400529980841e-05 n105=0.0001175238920817054 n106=9.234497769611765e-06 n107=3.503284944934618e-05 n108=3.28109009021354e-05 n109=1.250348486279108e-05 n110=3.736077226551501e-06 n111=1.046169436035767e-05 n112=1.395729697210504e-05 n113=1.845400460394582e-06 n114=3.301830369284882e-06 n115=0.0004218808614777188 Q is here equal to 8.000000027106287 13.) nd: 6.087623509308608 Norm of Spectral functions:  0: 1.0008  1: 1.0002  2: 0.9996  3: 0.9992  4: 1.0028  5: 1.0049  6: 1.0034  7: 1.0033  8: 0.9988  9: 0.9999 10: 1.0004 11: 1.0002 12: 1.0007 13: 0.9984 14: 1.0011 15: 0.9952 16: 1.0035 17: 0.9998 18: 1.0008 19: 0.9989 20: 1.0128 21: 1.0004 22: 0.9997 23: 1.0088 24: 1.0046 25: 1.0088 26: 1.0061 27: 1.0240 28: 1.0026 29: 0.9822 30: 1.0144 31: 1.0018 32: 1.0046 33: 1.0148 34: 1.0188 35: 1.0188 36: 0.9936 37: 0.6219 38: 1.0170 39: 0.3018 40: 0.3581 41: 2.7919 42: 1.2408 43: 0.3643 44: 0.6267 45: 0.3432 46: 0.3508 47: 1.6808 48: 0.3932 49: 1.5530 50: 0.4159 51: 0.3688 52: 0.5015 53: 1.9752 54: 0.7761 55: 0.5201 56: 0.5901 57: 0.7263 58: 1.0000 59: 1.0002 60: 0.9999 61: 0.9417 62: 1.0285 63: 0.9919 64: 0.6584 65: 0.9527 66: 0.9493 67: 1.0879 68: 0.9996 69: 0.9781 70: 1.0016 71: 0.9897 72: 1.0132 73: 1.0087 74: 1.0034 75: 0.9502 76: 1.0246 77: 1.0145 78: 1.0296 79: 1.0112 80: 1.0135 81: 0.9915 82: 0.9604 83: 0.9870 84: 1.0159 85: 0.9865 86: 1.0026 87: 0.9768 88: 1.0339 89: 1.0296 90: 1.0052 91: 0.9990 92: 0.9914 93: 0.9789 94: 1.0414 95: 1.0161 96: 1.0161 97: 1.1009 98: 0.7086 99: 1.3331 100: 1.0331 101: 1.0289 102: 1.0063 103: 1.1511 104: 0.9859 105: 0.9553 106: 1.0619 107: 1.1409 108: 0.9877 109: 0.6713 110: 1.4122 111: 1.7705 112: 1.7748 113: 1.7527 114: 0.4450 115: 1.4146  0: 4.4180  1: 1.6696 13.) SelfConsistentStep 13.) Difference between steps: 0.108 14.) DeterminSpectralFunctions ; lambda = -147.7033166327504 -1.736699057434805 Found lorentz at 10 0.469403 lm= 0.469403 8.28043e-21 -0.828043 lp= 0.469403 8.28043e-21 -0.828043 r- 1.70042e-25 Found lorentz at 11 1.06897 lm= 1.06897 8.15039e-21 -0.815039 lp= 1.06897 8.15039e-21 -0.815039 r- 4.51685e-24 Found lorentz at 12 1.58518 lm= 1.58518 2.90611e-10 -2.21994e-11 lp= 1.58518 2.90611e-10 -0.803206 r- 1.20605e-08 Found lorentz at 13 1.95044 lm= 1.95044 3.41923e-11 -1.81363e-10 lp= 1.95044 3.41923e-11 -0.787478 r- 1.44733e-09 Found lorentz at 14 2.21446 lm= 2.21446 3.88957e-09 -1.51754e-12 lp= 2.21446 3.88957e-09 -0.768283 r- 1.68756e-07 Found lorentz at 15 2.4011 lm= 2.4011 0.000277699 -2.04439e-17 lp= 2.4011 0.000277699 -0.753476 r- 0.0122853 Found lorentz at 16 2.46943 lm= 2.46943 0.000379998 -1.49376e-17 lp= 2.46943 0.000379999 -0.75341 r- 0.0168124 Found lorentz at 17 2.26335 lm= 2.26335 7.97932e-21 -0.797932 lp= 2.26335 7.97932e-21 -0.797932 r- 8.081e-24 Found lorentz at 18 3.01963 lm= 3.01963 5.45108e-11 -1.15292e-10 lp= 3.01963 5.45108e-11 -0.792759 r- 2.29203e-09 Found lorentz at 19 2.95 lm= 2.95 2.63088e-20 -0.242779 lp= 2.95 2.63088e-20 -0.799201 r- 1.0973e-18 Found lorentz at 20 3.68056 lm= 3.68051 0.00266362 -2.30524e-18 lp= 3.68054 0.00266429 -0.78374 r- 0.113323 Found lorentz at 21 3.43108 lm= 3.43108 2.57265e-13 -2.54062e-08 lp= 3.43108 2.57265e-13 -0.808463 r- 1.06072e-11 Found lorentz at 22 3.57423 lm= 3.57423 4.3473e-09 -1.48267e-12 lp= 3.57423 4.3473e-09 -0.802845 r- 1.80496e-07 Found lorentz at 23 3.65464 lm= 3.65464 0.000140997 -4.25704e-17 lp= 3.65464 0.000140998 -0.77475 r- 0.00606641 Found lorentz at 24 3.74023 lm= 3.74023 7.80962e-05 -7.86766e-17 lp= 3.74023 7.80964e-05 -0.78386 r- 0.00332102 Found lorentz at 25 3.88258 lm= 3.88079 0.013512 -4.28277e-19 lp= 3.88167 0.0137184 -0.769028 r- 0.597233 Found lorentz at 26 4.19304 lm= 4.19299 0.00817588 -8.62942e-19 lp= 4.19302 0.00817615 -0.839979 r- 0.0484817 Found lorentz at 27 4.16842 lm= 4.16841 0.00288018 -2.22055e-18 lp= 4.16842 0.00288025 -0.799739 r- 0.0179382 Found lorentz at 28 4.27103 lm= 4.27102 0.00125769 -4.84148e-18 lp= 4.27102 0.0012577 -0.780329 r- 0.0113673 Found lorentz at 29 4.19805 lm= 4.19804 0.00275919 -2.21779e-18 lp= 4.19804 0.00275925 -0.782274 r- 0.0175683 Found lorentz at 30 4.44473 lm= 4.44472 0.0019683 -3.01445e-18 lp= 4.44473 0.00196837 -0.770302 r- 0.0178354 Found lorentz at 31 4.54684 lm= 4.54683 0.0024755 -2.43254e-18 lp= 4.54683 0.00247557 -0.776015 r- 0.0220277 Found lorentz at 32 4.57578 lm= 4.57576 0.00528637 -1.15479e-18 lp= 4.57577 0.00528643 -0.781327 r- 0.0467187 Found lorentz at 33 4.59021 lm= 4.59017 0.00425509 -1.39319e-18 lp= 4.59019 0.00425533 -0.769975 r- 0.0381614 Found lorentz at 34 4.59954 lm= 4.59952 0.00293352 -2.04797e-18 lp= 4.59953 0.00293361 -0.775113 r- 0.0261337 Found lorentz at 35 4.59159 lm= 4.59156 0.00322519 -1.80296e-18 lp= 4.59157 0.00322541 -0.762592 r- 0.0292053 Found lorentz at 36 4.65692 lm= 4.65691 0.00287882 -2.00378e-18 lp= 4.65691 0.00287891 -0.759524 r- 0.0258838 Found lorentz at 38 4.89164 lm= 4.89163 0.00381844 -1.59632e-18 lp= 4.89163 0.00381852 -0.780746 r- 0.033018 Found lorentz at 60 4.63222 lm= 4.63271 0.0973047 -9.44029e-20 lp= 4.63247 0.0973068 -0.958443 r- 0.693294 Q = 8.000000004059855 n0=0.001200518784717866 n1=0.0008077763595000974 n2=0.0003112450434293332 n3=0.0001538867486319953 n4=8.651573195872962e-05 n5=5.031122989544316e-06 n6=7.742789345743143e-06 n7=5.615208584345976e-05 n8=5.236229214101018e-06 n9=0.001105991270154835 n10=0.1035905320712174 n11=0.3057638493355893 n12=0.000104958410752137 n13=9.354087317586939e-05 n14=8.735344741378904e-05 n15=8.425304736491244e-05 n16=9.021101661082228e-05 n17=0.09975678233310825 n18=1.824966410597836e-05 n19=0.3946004600562691 n20=1.182918016283824e-05 n21=2.201788400347145e-05 n22=2.801913728237647e-05 n23=3.502552736740005e-05 n24=2.960052017541725e-05 n25=3.218249831049889e-05 n26=6.375011777706418e-06 n27=1.502036216920058e-05 n28=6.933624616650235e-06 n29=2.711501615034744e-05 n30=1.100285438971003e-05 n31=1.331123814688409e-05 n32=9.996049623899268e-06 n33=1.085898272905015e-05 n34=8.310490373002734e-06 n35=1.871562963435239e-05 n36=4.690507090758954e-06 n37=5.840904597547784e-06 n38=5.502188954941181e-06 n39=9.791050062343028e-06 n40=7.50836014301465e-06 n41=5.920683092637571e-06 n42=3.057606235734422e-06 n43=4.006873613602192e-06 n44=3.995618083869725e-06 n45=5.306085694921632e-06 n46=5.905298728055974e-06 n47=4.599188065945519e-06 n48=2.633164059220609e-06 n49=3.315100856095577e-06 n50=1.659845409009146e-06 n51=2.131635315431518e-06 n52=1.770518526917139e-06 n53=5.90449311273673e-07 n54=2.160726720376653e-07 n55=1.030613824486783e-06 n56=1.821669080339268e-06 n57=8.453893808339952e-06 n58=0.0001118090780815254 n59=0.02504618236543489 n60=0.01703433052508195 n61=0.006922787162464599 n62=0.0117455509590227 n63=0.007626519959603323 n64=0.0006151949016286111 n65=0.0006005730640564484 n66=0.0003904942788783417 n67=0.0003385780349505088 n68=0.0007811967593052587 n69=0.001772104018030488 n70=0.001809764405959331 n71=0.001998728166844402 n72=0.002447907712935527 n73=1.76177207857683e-05 n74=0.001340359850955335 n75=0.002316225547801911 n76=0.0001949584032773782 n77=0.0001152052986023758 n78=0.0002425390845823672 n79=0.001459397580441819 n80=0.0004222463716473814 n81=0.0002049249819199459 n82=0.0002547523182594355 n83=7.966614536802025e-05 n84=0.0003684779716164439 n85=2.882143776636898e-05 n86=0.0003830452933860738 n87=1.986769960923337e-05 n88=0.0001005573599223597 n89=0.0006183450456592062 n90=7.282971674571762e-05 n91=9.621067408837009e-05 n92=0.0004325294147499443 n93=2.346103846095146e-05 n94=9.950078126860796e-05 n95=0.0004168882919642469 n96=0.001649365416865838 n97=0.000243394066202999 n98=0.0001456237879464065 n99=0.0001339628665050709 n100=9.212046702552778e-05 n101=7.561596280681281e-05 n102=4.598228907584587e-05 n103=1.624285457340623e-05 n104=7.508221003222695e-05 n105=0.0001184949356236461 n106=9.259776724305969e-06 n107=3.514799093642042e-05 n108=3.289154615410834e-05 n109=1.252019780686858e-05 n110=3.730995746995043e-06 n111=1.048061463028489e-05 n112=1.395297971078164e-05 n113=1.845230199279748e-06 n114=3.309718806537868e-06 n115=0.0004244789159365422 Q is here equal to 8.000000004059855 14.) nd: 6.089335884407043 Norm of Spectral functions:  0: 1.0008  1: 1.0002  2: 0.9997  3: 0.9993  4: 1.0029  5: 1.0051  6: 1.0034  7: 1.0035  8: 0.9989  9: 1.0001 10: 0.9998 11: 0.9995 12: 0.9998 13: 1.0003 14: 0.9997 15: 1.0012 16: 1.0116 17: 0.9991 18: 0.9996 19: 0.9989 20: 0.9933 21: 0.9992 22: 1.0010 23: 0.9992 24: 0.9987 25: 1.0165 26: 1.0163 27: 1.0141 28: 0.9995 29: 1.0310 30: 1.0067 31: 0.9976 32: 1.0019 33: 1.0077 34: 1.0094 35: 1.0092 36: 0.9881 37: 0.3798 38: 1.0086 39: 0.3067 40: 0.4360 41: 0.4955 42: 0.4135 43: 0.3664 44: 3.4164 45: 0.3663 46: 0.3450 47: 3.2135 48: 0.5528 49: 1.7100 50: 0.5965 51: 0.3399 52: 0.4159 53: 1.7749 54: 0.3941 55: 0.8727 56: 1.4875 57: 0.6668 58: 0.9994 59: 1.0011 60: 0.9998 61: 1.0637 62: 0.9958 63: 0.9945 64: 1.0166 65: 1.1028 66: 1.1007 67: 0.8495 68: 0.9801 69: 1.0431 70: 1.0101 71: 1.0049 72: 0.9927 73: 0.9815 74: 1.0005 75: 1.0385 76: 0.9777 77: 0.9601 78: 0.9530 79: 0.9941 80: 0.9753 81: 0.9969 82: 1.1141 83: 1.0136 84: 0.9337 85: 0.9864 86: 0.9829 87: 0.8473 88: 0.9837 89: 0.9711 90: 1.0025 91: 0.9658 92: 1.0326 93: 1.0383 94: 0.8711 95: 1.0075 96: 0.9645 97: 1.4530 98: 0.6991 99: 1.4091 100: 1.0245 101: 1.0250 102: 0.9811 103: 1.1269 104: 0.9850 105: 0.9753 106: 1.0580 107: 1.1378 108: 0.9822 109: 0.6699 110: 1.4269 111: 1.7720 112: 1.7888 113: 1.8474 114: 0.4649 115: 2.0034  0: 4.4179  1: 1.6715 14.) SelfConsistentStep 14.) Difference between steps: 0.1263 15.) DeterminSpectralFunctions ; lambda = -147.7158916223055 -1.749274046989967 Found lorentz at 10 0.47485 lm= 0.47485 8.27087e-21 -0.827087 lp= 0.47485 8.27087e-21 -0.827087 r- 1.03735e-25 Found lorentz at 11 1.0723 lm= 1.0723 8.13578e-21 -0.813578 lp= 1.0723 8.13578e-21 -0.813578 r- 2.73877e-24 Found lorentz at 12 1.58687 lm= 1.58687 1.84595e-10 -3.47871e-11 lp= 1.58687 1.84595e-10 -0.801345 r- 7.67857e-09 Found lorentz at 13 1.94697 lm= 1.94697 1.70427e-11 -3.61361e-10 lp= 1.94697 1.70427e-11 -0.784766 r- 7.23897e-10 Found lorentz at 14 2.21683 lm= 2.21683 2.35081e-09 -2.49667e-12 lp= 2.21683 2.35081e-09 -0.766107 r- 1.02284e-07 Found lorentz at 15 2.42082 lm= 2.42082 0.000316945 -1.77195e-17 lp= 2.42082 0.000316946 -0.749408 r- 0.0140976 Found lorentz at 16 2.45098 lm= 2.45098 0.00036086 -1.5508e-17 lp= 2.45098 0.000360861 -0.748079 r- 0.0160794 Found lorentz at 17 2.26195 lm= 2.26195 7.95533e-21 -0.795533 lp= 2.26195 7.95533e-21 -0.795533 r- 4.84292e-24 Found lorentz at 18 3.02158 lm= 3.02158 3.91984e-11 -1.5931e-10 lp= 3.02158 3.91984e-11 -0.790234 r- 1.65345e-09 Found lorentz at 19 2.95 lm= 2.95 2.61766e-20 -0.242414 lp= 2.95 2.61766e-20 -0.796591 r- 1.09536e-18 Found lorentz at 20 3.68374 lm= 3.68369 0.00278287 -2.18967e-18 lp= 3.68372 0.00278357 -0.780753 r- 0.11885 Found lorentz at 21 3.43741 lm= 3.43741 1.0592e-12 -6.14562e-09 lp= 3.43741 1.0592e-12 -0.806812 r- 4.37608e-11 Found lorentz at 22 3.57492 lm= 3.57492 2.61074e-09 -2.4514e-12 lp= 3.57492 2.61074e-09 -0.799998 r- 1.08781e-07 Found lorentz at 23 3.66413 lm= 3.66413 0.000179947 -3.31196e-17 lp= 3.66413 0.000179951 -0.772008 r- 0.00776987 Found lorentz at 24 3.7391 lm= 3.7391 4.52985e-05 -1.33943e-16 lp= 3.7391 4.52985e-05 -0.778936 r- 0.00193848 Found lorentz at 25 3.88369 lm= 3.88138 0.0154177 -3.92376e-19 lp= 3.88251 0.0157184 -0.788644 r- 0.668097 Found lorentz at 26 4.19663 lm= 4.19658 0.00831334 -8.42652e-19 lp= 4.19661 0.00831362 -0.836994 r- 0.0494727 Found lorentz at 27 4.17873 lm= 4.17872 0.00304494 -2.09458e-18 lp= 4.17872 0.00304502 -0.798631 r- 0.0189907 Found lorentz at 28 4.27565 lm= 4.27565 0.00131925 -4.58584e-18 lp= 4.27565 0.00131926 -0.777813 r- 0.0119622 Found lorentz at 29 4.19831 lm= 4.1983 0.00286115 -2.11971e-18 lp= 4.19831 0.00286122 -0.778782 r- 0.0182992 Found lorentz at 30 4.44951 lm= 4.4495 0.00205556 -2.86444e-18 lp= 4.4495 0.00205564 -0.767355 r- 0.0186977 Found lorentz at 31 4.55552 lm= 4.55551 0.00257493 -2.32806e-18 lp= 4.55551 0.002575 -0.774263 r- 0.0229643 Found lorentz at 32 4.59078 lm= 4.59076 0.00537586 -1.13517e-18 lp= 4.59077 0.00537591 -0.78119 r- 0.0475179 Found lorentz at 33 4.58913 lm= 4.58909 0.00431004 -1.36055e-18 lp= 4.58911 0.0043103 -0.765802 r- 0.038865 Found lorentz at 34 4.60344 lm= 4.60342 0.00301096 -1.97934e-18 lp= 4.60343 0.00301104 -0.772007 r- 0.0269315 Found lorentz at 35 4.59879 lm= 4.59876 0.00337738 -1.71133e-18 lp= 4.59878 0.00337763 -0.760291 r- 0.0306762 Found lorentz at 36 4.6611 lm= 4.66108 0.0029532 -1.93911e-18 lp= 4.66109 0.00295329 -0.756757 r- 0.0266496 Found lorentz at 38 4.89633 lm= 4.89631 0.00388644 -1.55562e-18 lp= 4.89632 0.00388653 -0.777562 r- 0.0337436 Found lorentz at 60 4.60095 lm= 4.59898 0.103741 -1.02429e-19 lp= 4.59997 0.103774 -1.03106 r- 0.695027 Q = 8.000000004106452 n0=0.001206306567551048 n1=0.0008072105468881467 n2=0.000308519198635818 n3=0.0001537116553659867 n4=8.629024147468632e-05 n5=4.226214385725247e-06 n6=7.64774411149553e-06 n7=5.627479267682457e-05 n8=5.142451990623508e-06 n9=0.001102472892809515 n10=0.1034715440382708 n11=0.3052167608368731 n12=0.0001054488200834104 n13=9.378296709238724e-05 n14=8.747120242629196e-05 n15=8.402204677911627e-05 n16=9.057399627443193e-05 n17=0.09945696773969553 n18=1.829781056430089e-05 n19=0.3940079761057065 n20=1.184302258501436e-05 n21=2.204489516016018e-05 n22=2.817976332954007e-05 n23=3.536603331290248e-05 n24=2.987015388214629e-05 n25=3.229001421956356e-05 n26=6.375237980449721e-06 n27=1.502512210213987e-05 n28=6.934613123538601e-06 n29=2.73517899046738e-05 n30=1.100019807021054e-05 n31=1.336329631860996e-05 n32=1.001930412501342e-05 n33=1.081400624415346e-05 n34=8.326899137047187e-06 n35=1.879492768605877e-05 n36=4.685778896103406e-06 n37=5.843916773330692e-06 n38=5.468691834685254e-06 n39=9.82830946283702e-06 n40=7.536106172567673e-06 n41=5.912106610893428e-06 n42=3.044678242611617e-06 n43=4.01688711971601e-06 n44=3.987736880613836e-06 n45=5.337924240503526e-06 n46=5.93535540275586e-06 n47=4.620749340096908e-06 n48=2.631683265301343e-06 n49=3.327058731135504e-06 n50=1.650220925895325e-06 n51=2.12071746005317e-06 n52=1.772589424068623e-06 n53=5.91391450974452e-07 n54=2.18185097924395e-07 n55=1.022605306266492e-06 n56=1.819064068798527e-06 n57=8.441298286423833e-06 n58=0.0001123509086190456 n59=0.02530633585479301 n60=0.0171923135143971 n61=0.007074033125430713 n62=0.01198809957736245 n63=0.00784293792951244 n64=0.0006432185930674162 n65=0.0006160856016666025 n66=0.000402708144054362 n67=0.0003527287633304096 n68=0.0007980569142759456 n69=0.001797417491760932 n70=0.001848309681627864 n71=0.002037053930752422 n72=0.002506595629355526 n73=1.344516456452123e-05 n74=0.001374458394687289 n75=0.002410221307162221 n76=0.0002025521015690188 n77=0.0001158697907041507 n78=0.0002459884812209178 n79=0.001491543946500604 n80=0.0004382120884469445 n81=0.0002081620888211616 n82=0.0002647639700186341 n83=8.123995438733016e-05 n84=0.0003829817086600192 n85=2.994081429501842e-05 n86=0.0003898388517379751 n87=2.065743272929832e-05 n88=0.0001033662445957088 n89=0.0006330465741482629 n90=7.51693010744141e-05 n91=9.785887694909312e-05 n92=0.0004385626850079158 n93=2.363875573215805e-05 n94=0.0001033129036953374 n95=0.0004209520200362242 n96=0.001663964173391326 n97=0.0002443280370623942 n98=0.0001460222138064681 n99=0.0001344293391966209 n100=9.240482450149969e-05 n101=7.590069345648542e-05 n102=4.616220493978848e-05 n103=1.631028839064724e-05 n104=7.55556429583049e-05 n105=0.0001197168276822543 n106=9.334455733810235e-06 n107=3.535950374444977e-05 n108=3.315315549511402e-05 n109=1.259056307655111e-05 n110=3.740979746151717e-06 n111=1.055494314554419e-05 n112=1.401272318445506e-05 n113=1.855385611491722e-06 n114=3.327523402700741e-06 n115=0.0004291872028927496 Q is here equal to 8.000000004106452 15.) nd: 6.090905733091688 Norm of Spectral functions:  0: 1.0008  1: 1.0002  2: 0.9997  3: 0.9993  4: 1.0030  5: 1.0054  6: 1.0034  7: 1.0035  8: 0.9990  9: 1.0002 10: 1.0001 11: 0.9997 12: 1.0000 13: 1.0000 14: 1.0001 15: 0.9988 16: 0.9988 17: 0.9990 18: 0.9998 19: 0.9989 20: 0.9978 21: 0.9996 22: 1.0011 23: 1.0060 24: 0.9982 25: 1.0188 26: 1.0106 27: 1.0185 28: 1.0003 29: 1.0280 30: 1.0083 31: 0.9994 32: 1.0046 33: 1.0076 34: 1.0110 35: 1.0126 36: 0.9896 37: 0.4318 38: 1.0102 39: 0.3069 40: 0.4034 41: 0.5905 42: 0.5268 43: 0.3650 44: 1.7919 45: 0.3648 46: 0.3513 47: 4.7807 48: 0.4519 49: 1.7191 50: 0.4980 51: 0.3516 52: 0.4450 53: 2.5315 54: 0.4936 55: 0.6654 56: 1.0411 57: 0.6982 58: 1.0000 59: 1.0035 60: 1.0081 61: 0.9961 62: 0.9906 63: 1.0346 64: 1.5308 65: 0.9240 66: 0.9626 67: 0.7628 68: 1.0806 69: 0.9470 70: 0.9973 71: 0.9945 72: 1.0012 73: 1.0314 74: 0.9918 75: 0.6759 76: 1.0658 77: 1.0378 78: 1.0395 79: 0.9878 80: 1.0635 81: 1.0154 82: 0.8687 83: 0.9868 84: 0.9873 85: 1.0438 86: 0.9923 87: 1.0330 88: 1.0278 89: 1.0134 90: 0.9851 91: 1.0774 92: 1.0101 93: 0.9012 94: 1.1479 95: 0.9253 96: 1.0930 97: 1.1240 98: 0.7110 99: 1.3242 100: 1.0405 101: 1.0374 102: 0.9855 103: 1.1212 104: 0.9987 105: 0.9711 106: 1.0729 107: 1.1780 108: 0.9738 109: 0.6390 110: 1.4852 111: 1.8601 112: 1.8682 113: 1.8225 114: 0.4399 115: 1.3282  0: 4.4176  1: 1.6733 15.) SelfConsistentStep 15.) Difference between steps: 0.08403 16.) DeterminSpectralFunctions ; lambda = -147.7303447836899 -1.763727208374348 Found lorentz at 10 0.484532 lm= 0.484532 8.26236e-21 -0.826236 lp= 0.484532 8.26236e-21 -0.826236 r- 6.40646e-26 Found lorentz at 11 1.07648 lm= 1.07648 8.1176e-21 -0.81176 lp= 1.07648 8.1176e-21 -0.81176 r- 1.66487e-24 Found lorentz at 12 1.58743 lm= 1.58743 1.12562e-10 -5.6715e-11 lp= 1.58743 1.12562e-10 -0.798998 r- 4.69598e-09 Found lorentz at 13 1.94917 lm= 1.94917 1.1487e-11 -5.33058e-10 lp= 1.94917 1.1487e-11 -0.78251 r- 4.89321e-10 Found lorentz at 14 2.21869 lm= 2.21869 1.41705e-09 -4.11536e-12 lp= 2.21869 1.41705e-09 -0.763655 r- 6.1854e-08 Found lorentz at 15 2.423 lm= 2.423 0.00030835 -1.80847e-17 lp= 2.423 0.000308351 -0.746756 r- 0.013764 Found lorentz at 16 2.38246 lm= 2.38246 0.000254663 -2.16757e-17 lp= 2.38246 0.000254663 -0.742968 r- 0.0114255 Found lorentz at 17 2.26793 lm= 2.26793 7.93665e-21 -0.793665 lp= 2.26793 7.93665e-21 -0.793665 r- 2.92037e-24 Found lorentz at 18 3.01659 lm= 3.01659 1.33212e-11 -4.64374e-10 lp= 3.01659 1.33212e-11 -0.786514 r- 5.64569e-10 Found lorentz at 19 2.96846 lm= 2.96846 1.02071e-16 -6.20458e-05 lp= 2.96846 1.02071e-16 -0.795807 r- 4.27537e-15 Found lorentz at 20 3.66931 lm= 3.66927 0.00266563 -2.27825e-18 lp= 3.66929 0.00266611 -0.779392 r- 0.114031 Found lorentz at 21 3.43 lm= 3.43 1.01208e-20 -0.637057 lp= 3.43 1.01208e-20 -0.802964 r- 4.20142e-19 Found lorentz at 22 3.56616 lm= 3.56616 1.47067e-09 -4.30619e-12 lp= 3.56616 1.47067e-09 -0.795799 r- 6.16012e-08 Found lorentz at 23 3.66906 lm= 3.66906 0.000169391 -3.48694e-17 lp= 3.66906 0.000169394 -0.768552 r- 0.00734694 Found lorentz at 24 3.733 lm= 3.733 2.29369e-05 -2.61395e-16 lp= 3.733 2.29369e-05 -0.774313 r- 0.000987411 Found lorentz at 25 3.85868 lm= 3.85674 0.0133763 -4.23541e-19 lp= 3.85769 0.0136214 -0.76256 r- 0.598568 Found lorentz at 26 4.17845 lm= 4.1784 0.00818271 -8.43369e-19 lp= 4.17843 0.00818294 -0.830742 r- 0.0490615 Found lorentz at 27 4.16692 lm= 4.1669 0.00297903 -2.11652e-18 lp= 4.16691 0.00297911 -0.794067 r- 0.0186864 Found lorentz at 28 4.25613 lm= 4.25612 0.00127667 -4.65232e-18 lp= 4.25613 0.00127668 -0.770683 r- 0.0116832 Found lorentz at 29 4.16722 lm= 4.16721 0.00269302 -2.19822e-18 lp= 4.16721 0.00269309 -0.769419 r- 0.0174335 Found lorentz at 30 4.43162 lm= 4.4316 0.00200297 -2.88806e-18 lp= 4.43161 0.00200305 -0.760594 r- 0.0183813 Found lorentz at 31 4.53533 lm= 4.53531 0.00253848 -2.31858e-18 lp= 4.53532 0.00253856 -0.767198 r- 0.0228478 Found lorentz at 32 4.58229 lm= 4.58227 0.00537984 -1.12213e-18 lp= 4.58228 0.0053799 -0.776982 r- 0.0478108 Found lorentz at 33 4.57095 lm= 4.57091 0.00425637 -1.35348e-18 lp= 4.57093 0.00425666 -0.759043 r- 0.0387232 Found lorentz at 34 4.58586 lm= 4.58584 0.0030037 -1.94719e-18 lp= 4.58585 0.0030038 -0.76479 r- 0.0271202 Found lorentz at 35 4.57384 lm= 4.57381 0.00326923 -1.72971e-18 lp= 4.57382 0.00326951 -0.752031 r- 0.0300205 Found lorentz at 36 4.64396 lm= 4.64394 0.0029402 -1.91268e-18 lp= 4.64395 0.0029403 -0.749928 r- 0.026774 Found lorentz at 38 4.87419 lm= 4.87417 0.0038675 -1.53166e-18 lp= 4.87418 0.00386759 -0.76967 r- 0.0339236 Found lorentz at 60 4.61995 lm= 4.61932 0.104347 -1.02794e-19 lp= 4.61963 0.104351 -1.0357 r- 0.695707 Q = 7.999987702216631 n0=0.001205740768057743 n1=0.0008048589751398469 n2=0.0003062747007788835 n3=0.0001531226173423817 n4=8.591183724360252e-05 n5=3.722761515513838e-06 n6=7.571382334794257e-06 n7=5.624079466174392e-05 n8=5.075378812309876e-06 n9=0.001098730754731885 n10=0.1033653656478343 n11=0.3045359949927346 n12=0.0001061267533373118 n13=9.406493087293063e-05 n14=8.777941830162817e-05 n15=8.426917309036549e-05 n16=9.192244121039947e-05 n17=0.09922366462213182 n18=1.841520623996964e-05 n19=0.0001875610645858412 n20=1.193430814654243e-05 n21=0.3952796890855458 n22=2.840625927621457e-05 n23=3.57253691393726e-05 n24=3.016394928170326e-05 n25=3.255674472350595e-05 n26=6.42048491771259e-06 n27=1.509341726308316e-05 n28=6.98247299050887e-06 n29=2.768671063458834e-05 n30=1.107387496846913e-05 n31=1.350335885457154e-05 n32=1.009013746598356e-05 n33=1.084471189864815e-05 n34=8.409784754895453e-06 n35=1.897457387287283e-05 n36=4.715786962315189e-06 n37=5.88697059368375e-06 n38=5.476795340213181e-06 n39=9.935142834609384e-06 n40=7.621827295391425e-06 n41=5.945176129519533e-06 n42=3.057550587752092e-06 n43=4.048420789793536e-06 n44=4.011628756438037e-06 n45=5.394825483333382e-06 n46=5.998573023392801e-06 n47=4.6687512546613e-06 n48=2.6480838331132e-06 n49=3.361005080550236e-06 n50=1.654248948366176e-06 n51=2.12567619738373e-06 n52=1.786658971896954e-06 n53=5.965261675159947e-07 n54=2.2120092590078e-07 n55=1.022818138594516e-06 n56=1.827355732389419e-06 n57=8.47610811570535e-06 n58=0.0001133453440348274 n59=0.02514769725898092 n60=0.017118486027134 n61=0.007042326380715114 n62=0.01193953557731444 n63=0.007812616188365774 n64=0.000644890698495871 n65=0.0006125923195972257 n66=0.0004017453032770558 n67=0.0003537219126629505 n68=0.0007926989354021748 n69=0.001782400106183275 n70=0.001842562210325103 n71=0.002025507661440361 n72=0.002494899818953871 n73=1.063799857938696e-05 n74=0.001368694379540127 n75=0.002419522439886914 n76=0.0002033756512802981 n77=0.000114135270597612 n78=0.0002433544859078929 n79=0.001486209437341192 n80=0.0004395691003613092 n81=0.000206508840934622 n82=0.0002657386427110731 n83=8.082055451312058e-05 n84=0.0003844772137626546 n85=3.005378480658087e-05 n86=0.000387279966713841 n87=2.074252812914063e-05 n88=0.0001032703459037358 n89=0.0006314172388099206 n90=7.523696989601731e-05 n91=9.728243932551411e-05 n92=0.0004348491355559294 n93=2.332416006929184e-05 n94=0.0001037709994383648 n95=0.0004162655085069165 n96=0.001649261686538802 n97=0.0002459354770992169 n98=0.0001468827039011052 n99=0.0001353098541289253 n100=9.302004867867703e-05 n101=7.645298733732027e-05 n102=4.650291613807886e-05 n103=1.643373224965007e-05 n104=7.617813654731951e-05 n105=0.0001210875049088514 n106=9.450061313738852e-06 n107=3.563387100227867e-05 n108=3.356815813681549e-05 n109=1.270260596114123e-05 n110=3.762114617428957e-06 n111=1.067531990385904e-05 n112=1.412257925173206e-05 n113=1.874383610164668e-06 n114=3.35137913209516e-06 n115=0.0004357810482332802 Q is here equal to 7.999987702216631 16.) nd: 6.090517678971644 Norm of Spectral functions:  0: 1.0008  1: 1.0002  2: 0.9997  3: 0.9993  4: 1.0031  5: 1.0055  6: 1.0032  7: 1.0034  8: 0.9990  9: 1.0003 10: 1.0006 11: 0.9999 12: 1.0000 13: 1.0003 14: 1.0003 15: 0.9994 16: 0.9950 17: 0.9994 18: 0.9993 19: 1.0003 20: 1.0023 21: 0.9934 22: 1.0003 23: 1.0351 24: 0.9961 25: 1.0123 26: 1.0161 27: 1.0138 28: 0.9969 29: 1.0145 30: 1.0033 31: 0.9950 32: 1.0034 33: 1.0028 34: 1.0060 35: 1.0040 36: 0.9791 37: 0.3504 38: 1.0046 39: 0.3774 40: 1.4076 41: 0.3464 42: 0.3384 43: 0.4496 44: 1.0511 45: 0.6869 46: 0.4214 47: 0.5482 48: 1.9177 49: 0.9535 50: 2.2924 51: 0.4173 52: 0.4590 53: 0.6868 54: 0.3484 55: 2.4870 56: 1.9792 57: 0.9329 58: 1.0002 59: 1.0043 60: 1.0108 61: 1.0494 62: 0.9747 63: 0.9817 64: 1.0656 65: 0.9196 66: 0.8248 67: 1.0547 68: 1.0392 69: 0.9609 70: 0.9840 71: 0.9926 72: 1.0038 73: 1.0328 74: 1.0046 75: 0.7786 76: 1.0610 77: 1.0739 78: 1.0688 79: 0.9901 80: 1.0625 81: 0.9977 82: 0.8692 83: 0.9864 84: 1.1163 85: 1.0367 86: 1.0157 87: 1.3204 88: 1.0183 89: 1.0335 90: 0.9622 91: 1.0368 92: 0.9791 93: 0.9566 94: 1.2145 95: 0.9371 96: 1.0573 97: 0.7741 98: 0.7540 99: 1.2299 100: 1.0452 101: 1.0422 102: 0.9774 103: 1.0425 104: 1.0454 105: 0.9699 106: 1.1227 107: 1.2836 108: 0.9360 109: 0.5935 110: 1.5364 111: 1.9809 112: 1.9524 113: 1.6571 114: 0.3971 115: 0.7424  0: 4.3845  1: 1.7060 16.) SelfConsistentStep 16.) Difference between steps: 0.1029 17.) DeterminSpectralFunctions ; lambda = -147.7374343668588 -1.770816791543211 Found lorentz at 10 0.488951 lm= 0.488951 8.24359e-21 -0.824359 lp= 0.488951 8.24359e-21 -0.824359 r- 3.68632e-26 Found lorentz at 11 1.08122 lm= 1.08122 8.11359e-21 -0.811359 lp= 1.08122 8.11359e-21 -0.811359 r- 1.01363e-24 Found lorentz at 12 1.59269 lm= 1.59269 7.94095e-11 -8.03267e-11 lp= 1.59269 7.94095e-11 -0.798668 r- 3.31425e-09 Found lorentz at 13 1.95742 lm= 1.95742 9.79145e-12 -6.2545e-10 lp= 1.95742 9.79145e-12 -0.782564 r- 4.17067e-10 Found lorentz at 14 2.2251 lm= 2.2251 8.72985e-10 -6.67752e-12 lp= 2.2251 8.72985e-10 -0.763503 r- 3.81131e-08 Found lorentz at 15 2.41053 lm= 2.41053 0.000276234 -2.00353e-17 lp= 2.41053 0.000276234 -0.743939 r- 0.0123771 Found lorentz at 16 2.38593 lm= 2.38593 0.000248834 -2.21464e-17 lp= 2.38593 0.000248834 -0.742347 r- 0.0111733 Found lorentz at 17 2.27015 lm= 2.27015 7.92702e-21 -0.792702 lp= 2.27015 7.92702e-21 -0.792702 r- 1.75547e-24 Found lorentz at 18 3.01366 lm= 3.01366 4.42828e-12 -1.39042e-09 lp= 3.01366 4.42828e-12 -0.784676 r- 1.88115e-10 Found lorentz at 19 2.97977 lm= 2.97977 9.88104e-17 -6.41637e-05 lp= 2.97977 9.88104e-17 -0.796244 r- 4.13652e-15 Found lorentz at 20 3.66285 lm= 3.66281 0.00254219 -2.37272e-18 lp= 3.66283 0.00254263 -0.776749 r- 0.109119 Found lorentz at 21 3.43 lm= 3.43 1.00384e-20 -0.640312 lp= 3.43 1.00384e-20 -0.801731 r- 4.17365e-19 Found lorentz at 22 3.56619 lm= 3.56619 8.81096e-10 -7.16342e-12 lp= 3.56619 8.81096e-10 -0.79446 r- 3.69684e-08 Found lorentz at 23 3.66111 lm= 3.66111 7.96135e-05 -7.36672e-17 lp= 3.66111 7.96141e-05 -0.76583 r- 0.00346527 Found lorentz at 24 3.73136 lm= 3.73136 1.30831e-05 -4.56988e-16 lp= 3.73136 1.30831e-05 -0.773229 r- 0.000564004 Found lorentz at 25 3.85258 lm= 3.85068 0.0124377 -4.51769e-19 lp= 3.85161 0.0126915 -0.760549 r- 0.559519 Found lorentz at 26 4.17512 lm= 4.17507 0.0082152 -8.36308e-19 lp= 4.1751 0.00821544 -0.828898 r- 0.0493659 Found lorentz at 27 4.16047 lm= 4.16045 0.00292914 -2.13908e-18 lp= 4.16046 0.00292922 -0.791575 r- 0.0184313 Found lorentz at 28 4.25354 lm= 4.25353 0.00125623 -4.70234e-18 lp= 4.25354 0.00125624 -0.76859 r- 0.0115275 Found lorentz at 29 4.16181 lm= 4.16179 0.00265248 -2.2186e-18 lp= 4.1618 0.00265255 -0.767137 r- 0.0172221 Found lorentz at 30 4.42773 lm= 4.42772 0.00197582 -2.90976e-18 lp= 4.42773 0.00197591 -0.758256 r- 0.0181882 Found lorentz at 31 4.53059 lm= 4.53058 0.00253919 -2.30439e-18 lp= 4.53058 0.00253927 -0.764953 r- 0.0229213 Found lorentz at 32 4.56998 lm= 4.56996 0.00533541 -1.11959e-18 lp= 4.56997 0.00533548 -0.772891 r- 0.0476669 Found lorentz at 33 4.57061 lm= 4.57057 0.0042811 -1.34185e-18 lp= 4.57059 0.0042814 -0.757969 r- 0.0390035 Found lorentz at 34 4.58296 lm= 4.58294 0.00301992 -1.92651e-18 lp= 4.58295 0.00302002 -0.76277 r- 0.0273389 Found lorentz at 35 4.56513 lm= 4.5651 0.00320644 -1.7499e-18 lp= 4.56511 0.00320671 -0.749109 r- 0.0295588 Found lorentz at 36 4.64168 lm= 4.64166 0.00295741 -1.89117e-18 lp= 4.64167 0.00295751 -0.747879 r- 0.0270045 Found lorentz at 38 4.86874 lm= 4.86872 0.00387669 -1.51621e-18 lp= 4.86873 0.00387679 -0.766688 r- 0.0341364 Found lorentz at 60 4.65584 lm= 4.65528 0.0964381 -9.51853e-20 lp= 4.65556 0.096441 -0.958117 r- 0.68736 Q = 8.00009718490494 n0=0.001084778008027808 n1=0.0008160225246233702 n2=0.0003704483817810369 n3=0.0001662307056594073 n4=9.252096652767269e-05 n5=2.096940371416234e-05 n6=8.059996934204762e-06 n7=5.452857308625977e-05 n8=7.013713585740925e-06 n9=0.001091418499113659 n10=0.1031294669109367 n11=0.3043813968260221 n12=0.0001062474781642765 n13=9.393490748435754e-05 n14=8.771030594876281e-05 n15=8.443060805712138e-05 n16=9.188361031070334e-05 n17=0.09910200449927362 n18=1.845566130371542e-05 n19=0.0001914516264362316 n20=1.196494534994767e-05 n21=0.3991814946973946 n22=2.848726790505776e-05 n23=3.594310116213113e-05 n24=3.030035832274525e-05 n25=3.264502317720678e-05 n26=6.43112465563678e-06 n27=1.510639666383813e-05 n28=6.992129353183266e-06 n29=2.782446862781996e-05 n30=1.108992115488912e-05 n31=1.355695018871303e-05 n32=1.012228980129223e-05 n33=1.083279864679621e-05 n34=8.439965559762848e-06 n35=1.904600552424521e-05 n36=4.721475076969268e-06 n37=5.89842649945902e-06 n38=5.467113222822821e-06 n39=9.976720616193306e-06 n40=7.655717498065827e-06 n41=5.95078216296194e-06 n42=3.056836363500003e-06 n43=4.060172687061205e-06 n44=4.015406232123365e-06 n45=5.418855312591908e-06 n46=6.024670876880276e-06 n47=4.68747432419365e-06 n48=2.652057752689927e-06 n49=3.374024272725899e-06 n50=1.652117028194576e-06 n51=2.122842297305575e-06 n52=1.79146894261498e-06 n53=5.981329426769663e-07 n54=2.226873697299085e-07 n55=1.019998333445194e-06 n56=1.827645401817929e-06 n57=8.476693777208141e-06 n58=0.0001136896564279887 n59=0.02473093651340151 n60=0.01664277520770292 n61=0.007004863305264983 n62=0.01162025566102636 n63=0.007566195703302483 n64=0.0003788914494193658 n65=0.0003632866530956514 n66=0.0002371338988610465 n67=0.0002086455289650049 n68=0.0007479386104244856 n69=0.002039065990868488 n70=0.001735516478293684 n71=0.002123961171450869 n72=0.002517506604801747 n73=4.820109736609117e-05 n74=0.001326365065865357 n75=0.001424474081794083 n76=0.0001200637757622068 n77=0.0001472981579233883 n78=0.0002520142196534141 n79=0.001474231470198091 n80=0.0002592493887373609 n81=0.000210138033700353 n82=0.0001568745974477249 n83=6.928935823715017e-05 n84=0.0002269624357239189 n85=1.796185653097176e-05 n86=0.0004095392955403728 n87=1.227598356670289e-05 n88=8.829721859012767e-05 n89=0.000613702041340551 n90=5.159623583042454e-05 n91=9.807609367540856e-05 n92=0.0005062329127797706 n93=2.670444306421902e-05 n94=6.135901060450009e-05 n95=0.0004850430313182744 n96=0.001818845772182392 n97=0.0002463111875655365 n98=0.0001470720582014272 n99=0.0001355374295655233 n100=9.317593177665486e-05 n101=7.661554174555916e-05 n102=4.660568838954702e-05 n103=1.647287571758885e-05 n104=7.641658702981248e-05 n105=0.000121729704526372 n106=9.503598302756721e-06 n107=3.573514497294377e-05 n108=3.376011395440448e-05 n109=1.274672162955526e-05 n110=3.767261963683781e-06 n111=1.07291773224502e-05 n112=1.416162490750703e-05 n113=1.882368061588612e-06 n114=3.359576868027481e-06 n115=0.0004390374272898689 Q is here equal to 8.00009718490494 17.) nd: 6.087159017620837 Norm of Spectral functions:  0: 1.0006  1: 1.0001  2: 0.9996  3: 0.9992  4: 1.0032  5: 1.0056  6: 1.0037  7: 1.0035  8: 0.9989  9: 1.0001 10: 0.9993 11: 1.0002 12: 1.0004 13: 1.0010 14: 1.0011 15: 0.9846 16: 0.9975 17: 0.9996 18: 0.9990 19: 1.0012 20: 1.0094 21: 0.9970 22: 1.0003 23: 1.0017 24: 0.9955 25: 1.0196 26: 1.0153 27: 1.0122 28: 0.9964 29: 1.0130 30: 1.0023 31: 0.9938 32: 1.0016 33: 1.0027 34: 1.0053 35: 1.0015 36: 0.9762 37: 0.3428 38: 1.0035 39: 0.4174 40: 4.1113 41: 0.3313 42: 0.3286 43: 0.5886 44: 0.6832 45: 1.3163 46: 0.4957 47: 0.4578 48: 5.1441 49: 0.7811 50: 4.2687 51: 0.5017 52: 0.5614 53: 0.5857 54: 0.3328 55: 2.0285 56: 1.1155 57: 1.1037 58: 1.0004 59: 0.9966 60: 1.0021 61: 1.0352 62: 1.0084 63: 0.9951 64: 0.8834 65: 1.0912 66: 1.0777 67: 0.8747 68: 0.9861 69: 1.0297 70: 1.0132 71: 1.0057 72: 0.9939 73: 0.9812 74: 0.9977 75: 1.0748 76: 0.9672 77: 0.9575 78: 0.9491 79: 0.9937 80: 0.9677 81: 0.9950 82: 1.1342 83: 1.0124 84: 0.9593 85: 0.9839 86: 0.9907 87: 0.8291 88: 0.9695 89: 0.9826 90: 1.0093 91: 0.9608 92: 1.0143 93: 1.0571 94: 0.8570 95: 1.0311 96: 0.9388 97: 0.7045 98: 0.7754 99: 1.1931 100: 1.0487 101: 1.0450 102: 0.9712 103: 1.0170 104: 1.0808 105: 0.9636 106: 1.1460 107: 1.3672 108: 0.9142 109: 0.5675 110: 1.5914 111: 2.0569 112: 2.0116 113: 1.6041 114: 0.3794 115: 0.6083  0: 4.3838  1: 1.7034 17.) SelfConsistentStep 17.) Difference between steps: 0.1006 18.) DeterminSpectralFunctions ; lambda = -147.7238043974755 -1.757186822159923 Found lorentz at 10 0.47821 lm= 0.47821 8.26363e-21 -0.826363 lp= 0.47821 8.26363e-21 -0.826363 r- 2.26346e-26 Found lorentz at 11 1.07195 lm= 1.07195 8.12051e-21 -0.812051 lp= 1.07195 8.12051e-21 -0.812051 r- 5.90923e-25 Found lorentz at 12 1.58465 lm= 1.58465 3.6765e-11 -1.73863e-10 lp= 1.58465 3.6765e-11 -0.799504 r- 1.53283e-09 Found lorentz at 13 1.94579 lm= 1.94579 3.42413e-12 -1.79059e-09 lp= 1.94579 3.42413e-12 -0.783021 r- 1.45766e-10 Found lorentz at 14 2.21836 lm= 2.21836 5.10123e-10 -1.14635e-11 lp= 2.21836 5.10123e-10 -0.764709 r- 2.2236e-08 Found lorentz at 15 2.42136 lm= 2.42136 0.000309694 -1.80562e-17 lp= 2.42136 0.000309695 -0.747792 r- 0.0138049 Found lorentz at 16 2.40764 lm= 2.40764 0.00028975 -1.93092e-17 lp= 2.40764 0.000289751 -0.747988 r- 0.0129124 Found lorentz at 17 2.25967 lm= 2.25967 7.9544e-21 -0.79544 lp= 2.25967 7.9544e-21 -0.79544 r- 1.04401e-24 Found lorentz at 18 3.01162 lm= 3.01162 1.18168e-12 -5.23231e-09 lp= 3.01162 1.18168e-12 -0.786313 r- 5.00935e-11 Found lorentz at 19 2.95849 lm= 2.95849 1.68938e-17 -0.000374256 lp= 2.95849 1.68938e-17 -0.795149 r- 7.08204e-16 Found lorentz at 20 3.66804 lm= 3.66801 0.00249797 -2.43457e-18 lp= 3.66803 0.00249834 -0.779921 r- 0.106782 Found lorentz at 21 3.43 lm= 3.43 1.00863e-20 -0.63977 lp= 3.43 1.00863e-20 -0.803301 r- 4.18537e-19 Found lorentz at 22 3.56428 lm= 3.56428 5.2259e-10 -1.21154e-11 lp= 3.56428 5.2259e-10 -0.795699 r- 2.18923e-08 Found lorentz at 23 3.66083 lm= 3.66083 6.09205e-05 -9.67888e-17 lp= 3.66083 6.09208e-05 -0.767884 r- 0.00264453 Found lorentz at 24 3.72775 lm= 3.72775 7.18953e-06 -8.44354e-16 lp= 3.72775 7.18953e-06 -0.779135 r- 0.000307586 Found lorentz at 25 3.86244 lm= 3.86073 0.0124574 -4.42352e-19 lp= 3.86157 0.0126625 -0.751076 r- 0.564634 Found lorentz at 26 4.18074 lm= 4.18068 0.00827561 -8.35247e-19 lp= 4.18071 0.00827589 -0.831415 r- 0.0495787 Found lorentz at 27 4.16853 lm= 4.16851 0.00300694 -2.09905e-18 lp= 4.16852 0.00300702 -0.794478 r- 0.0188517 Found lorentz at 28 4.25998 lm= 4.25998 0.00129568 -4.5948e-18 lp= 4.25998 0.00129569 -0.771585 r- 0.0118433 Found lorentz at 29 4.17474 lm= 4.17472 0.00275789 -2.15698e-18 lp= 4.17473 0.00275796 -0.771293 r- 0.0178101 Found lorentz at 30 4.43454 lm= 4.43452 0.00201081 -2.88174e-18 lp= 4.43453 0.00201089 -0.761248 r- 0.0184375 Found lorentz at 31 4.53947 lm= 4.53945 0.00256954 -2.29564e-18 lp= 4.53946 0.00256962 -0.768049 r- 0.0231017 Found lorentz at 32 4.58051 lm= 4.58049 0.00537938 -1.12e-18 lp= 4.5805 0.00537944 -0.776211 r- 0.0478542 Found lorentz at 33 4.57341 lm= 4.57337 0.00425473 -1.35556e-18 lp= 4.57339 0.004255 -0.759478 r- 0.038686 Found lorentz at 34 4.58733 lm= 4.58731 0.00301208 -1.94321e-18 lp= 4.58732 0.00301217 -0.765072 r- 0.0271858 Found lorentz at 35 4.57858 lm= 4.57855 0.00328727 -1.72523e-18 lp= 4.57856 0.00328753 -0.753123 r- 0.0301421 Found lorentz at 36 4.64719 lm= 4.64717 0.00295977 -1.90271e-18 lp= 4.64718 0.00295986 -0.750455 r- 0.0269332 Found lorentz at 38 4.8781 lm= 4.87808 0.0039015 -1.5195e-18 lp= 4.87809 0.0039016 -0.769971 r- 0.0342084 Found lorentz at 60 4.66332 lm= 4.6624 0.0971459 -9.60595e-20 lp= 4.66286 0.0971536 -0.966066 r- 0.686751 Q = 8.000007391497858 n0=0.001017112917378254 n1=0.0008270275333974374 n2=0.0004113350474967012 n3=0.0001758270274834635 n4=9.731101108462195e-05 n5=3.176385810251967e-05 n6=8.395722591859681e-06 n7=5.385200423789293e-05 n8=8.259719216119501e-06 n9=0.001093936239517792 n10=0.1033805201498513 n11=0.304644387004375 n12=0.0001055965421105865 n13=9.365323775611771e-05 n14=8.739126547689033e-05 n15=8.410098791405569e-05 n16=9.135962962113233e-05 n17=0.09944540567376416 n18=1.849338047876648e-05 n19=0.0006933822578450401 n20=1.202076502351561e-05 n21=0.3995127705841007 n22=2.831126360477629e-05 n23=3.530968691373183e-05 n24=2.987512511545281e-05 n25=3.261361001856587e-05 n26=6.451532116710331e-06 n27=1.513194413097552e-05 n28=7.025949671535088e-06 n29=2.744349194320871e-05 n30=1.119180430401847e-05 n31=1.354939637724773e-05 n32=1.00820331034133e-05 n33=1.099270834784654e-05 n34=8.459760852719305e-06 n35=1.897422563111665e-05 n36=4.782030068751601e-06 n37=5.937998372805603e-06 n38=5.583851449050063e-06 n39=9.953877091466528e-06 n40=7.642556110859625e-06 n41=6.006860249199566e-06 n42=3.09990254620767e-06 n43=4.038110293848725e-06 n44=4.062451203047938e-06 n45=5.35762121683016e-06 n46=5.994034688702924e-06 n47=4.636328347060354e-06 n48=2.656328514317909e-06 n49=3.371103453243574e-06 n50=1.681824029224355e-06 n51=2.163412045467584e-06 n52=1.792360759783196e-06 n53=5.98959765666161e-07 n54=2.182386589389607e-07 n55=1.04457208407197e-06 n56=1.842533861209703e-06 n57=8.532890500304464e-06 n58=0.0001125318451622317 n59=0.02461877427632855 n60=0.01642776884027892 n61=0.006994272344398792 n62=0.01146403243945971 n63=0.007435493678627493 n64=0.0002252329307492457 n65=0.0002186846734620693 n66=0.0001415655537972041 n67=0.000124512083599227 n68=0.0007235191118156058 n69=0.002194454681726767 n70=0.001675604622281367 n71=0.00218759679897323 n72=0.002534310831716283 n73=7.05473891885025e-05 n74=0.001301921782919163 n75=0.0008464782873847435 n76=7.169566316051061e-05 n77=0.0001671897753235539 n78=0.0002584265836747063 n79=0.0014685536157997 n80=0.0001544049069631024 n81=0.0002126528099214458 n82=9.348028736790332e-05 n83=6.262042822570401e-05 n84=0.0001352162181993884 n85=1.092285640756989e-05 n86=0.000423619445168221 n87=7.343485776344006e-06 n88=7.961927032250372e-05 n89=0.0006036601194568291 n90=3.783696112843129e-05 n91=9.885047870408216e-05 n92=0.0005489898568762011 n93=2.882577268698418e-05 n94=3.663170294645545e-05 n95=0.0005273612918580594 n96=0.001924310393442174 n97=0.0002445216413443383 n98=0.0001462860360290116 n99=0.0001348154979989284 n100=9.273543764811265e-05 n101=7.629661548750211e-05 n102=4.642620574226361e-05 n103=1.641151333208998e-05 n104=7.592431189993726e-05 n105=0.0001200833846100178 n106=9.453914614690767e-06 n107=3.5547205477045e-05 n108=3.363404543951553e-05 n109=1.268007508125698e-05 n110=3.779847484008732e-06 n111=1.070208844949362e-05 n112=1.416151277958794e-05 n113=1.88380268873064e-06 n114=3.347249958586004e-06 n115=0.0004314825823896358 Q is here equal to 8.000007391497858 18.) nd: 6.085432507106515 Norm of Spectral functions:  0: 1.0004  1: 1.0000  2: 0.9995  3: 0.9992  4: 1.0035  5: 1.0056  6: 1.0041  7: 1.0031  8: 0.9987  9: 1.0000 10: 1.0003 11: 0.9997 12: 0.9998 13: 0.9999 14: 1.0003 15: 0.9989 16: 1.0052 17: 1.0010 18: 0.9988 19: 0.9995 20: 1.0081 21: 0.9983 22: 1.0002 23: 1.0013 24: 1.0025 25: 1.0042 26: 1.0177 27: 1.0145 28: 0.9976 29: 1.0174 30: 1.0040 31: 0.9960 32: 1.0031 33: 1.0033 34: 1.0063 35: 1.0053 36: 0.9819 37: 0.3592 38: 1.0055 39: 0.3522 40: 0.8730 41: 0.3617 42: 0.3582 43: 0.4328 44: 1.8668 45: 0.5533 46: 0.4094 47: 0.6763 48: 1.2050 49: 0.9940 50: 1.2290 51: 0.3874 52: 0.4444 53: 0.8772 54: 0.3532 55: 1.7142 56: 3.3573 57: 0.8389 58: 1.0004 59: 0.9968 60: 1.0023 61: 0.9627 62: 1.0235 63: 1.0159 64: 1.3830 65: 1.0057 66: 1.1219 67: 0.8485 68: 1.0246 69: 0.9960 70: 1.0174 71: 1.0081 72: 1.0094 73: 1.0192 74: 0.9908 75: 0.8160 76: 1.0382 77: 0.9909 78: 1.0047 79: 0.9990 80: 1.0252 81: 0.9997 82: 0.9753 83: 0.9971 84: 0.9544 85: 0.9880 86: 0.9897 87: 1.1128 88: 0.9944 89: 0.9737 90: 0.9787 91: 0.9797 92: 1.0551 93: 0.9623 94: 1.0224 95: 0.9633 96: 1.0591 97: 0.9605 98: 0.7419 99: 1.2471 100: 1.0516 101: 1.0486 102: 0.9719 103: 1.0367 104: 1.0583 105: 0.9674 106: 1.0355 107: 1.3343 108: 0.9980 109: 0.5769 110: 1.7388 111: 2.1025 112: 2.1309 113: 2.0115 114: 0.4110 115: 1.0844  0: 4.3838  1: 1.7016 18.) SelfConsistentStep 18.) Difference between steps: 0.08357 19.) DeterminSpectralFunctions ; lambda = -147.7288803355224 -1.762262760206852 Found lorentz at 10 0.484432 lm= 0.484432 8.26953e-21 -0.826953 lp= 0.484432 8.26953e-21 -0.826953 r- 1.38339e-26 Found lorentz at 11 1.07768 lm= 1.07768 8.12806e-21 -0.812806 lp= 1.07768 8.12806e-21 -0.812806 r- 3.60951e-25 Found lorentz at 12 1.58824 lm= 1.58824 2.50123e-11 -2.5603e-10 lp= 1.58824 2.50123e-11 -0.800242 r- 1.04186e-09 Found lorentz at 13 1.94671 lm= 1.94671 2.17319e-12 -2.82554e-09 lp= 1.94671 2.17319e-12 -0.783609 r- 9.24436e-11 Found lorentz at 14 2.21557 lm= 2.21557 3.02594e-10 -1.93402e-11 lp= 2.21557 3.02594e-10 -0.764999 r- 1.3185e-08 Found lorentz at 15 2.42693 lm= 2.42693 0.000325957 -1.72355e-17 lp= 2.42693 0.000325958 -0.749537 r- 0.014496 Found lorentz at 16 2.38036 lm= 2.38036 0.000259719 -2.1365e-17 lp= 2.38036 0.000259719 -0.744911 r- 0.0116219 Found lorentz at 17 2.26668 lm= 2.26668 7.9453e-21 -0.79453 lp= 2.26668 7.9453e-21 -0.79453 r- 6.3014e-25 Found lorentz at 18 3.01881 lm= 3.01881 3.85472e-12 -1.61125e-09 lp= 3.01881 3.85472e-12 -0.788093 r- 1.6304e-10 Found lorentz at 19 2.96531 lm= 2.96531 1.82927e-17 -0.000346682 lp= 2.96531 1.82927e-17 -0.796351 r- 7.65688e-16 Found lorentz at 20 3.67376 lm= 3.67372 0.00246273 -2.45679e-18 lp= 3.67374 0.00246322 -0.777954 r- 0.105549 Found lorentz at 21 3.43 lm= 3.43 1.00997e-20 -0.639955 lp= 3.43 1.00997e-20 -0.803948 r- 4.18753e-19 Found lorentz at 22 3.56649 lm= 3.56649 3.18836e-10 -1.99208e-11 lp= 3.56649 3.18836e-10 -0.79696 r- 1.33355e-08 Found lorentz at 23 3.66921 lm= 3.66921 4.82494e-05 -1.23184e-16 lp= 3.66921 4.82495e-05 -0.770945 r- 0.00208616 Found lorentz at 24 3.73048 lm= 3.73048 4.60126e-06 -1.30957e-15 lp= 3.73048 4.60126e-06 -0.776252 r- 0.000197585 Found lorentz at 25 3.85401 lm= 3.85273 0.0102635 -5.24835e-19 lp= 3.85336 0.0104019 -0.74102 r- 0.469726 Found lorentz at 26 4.17936 lm= 4.1793 0.00826471 -8.38966e-19 lp= 4.17933 0.00826502 -0.832718 r- 0.0494362 Found lorentz at 27 4.16705 lm= 4.16703 0.00299597 -2.11265e-18 lp= 4.16704 0.00299606 -0.795594 r- 0.0187567 Found lorentz at 28 4.2585 lm= 4.2585 0.00128746 -4.63957e-18 lp= 4.2585 0.00128747 -0.772871 r- 0.0117486 Found lorentz at 29 4.16706 lm= 4.16705 0.0027059 -2.19753e-18 lp= 4.16705 0.00270597 -0.771137 r- 0.0174779 Found lorentz at 30 4.43404 lm= 4.43402 0.00197569 -2.94577e-18 lp= 4.43403 0.00197577 -0.762906 r- 0.018076 Found lorentz at 31 4.53798 lm= 4.53797 0.00252387 -2.34423e-18 lp= 4.53797 0.00252394 -0.769206 r- 0.0226569 Found lorentz at 32 4.58268 lm= 4.58266 0.00537672 -1.1262e-18 lp= 4.58267 0.00537678 -0.778161 r- 0.0477106 Found lorentz at 33 4.56751 lm= 4.56748 0.00414385 -1.39271e-18 lp= 4.5675 0.0041441 -0.759715 r- 0.0376659 Found lorentz at 34 4.58858 lm= 4.58856 0.00297389 -1.97668e-18 lp= 4.58857 0.00297398 -0.766725 r- 0.0267832 Found lorentz at 35 4.57408 lm= 4.57405 0.00317467 -1.78983e-18 lp= 4.57406 0.0031749 -0.753838 r- 0.0290818 Found lorentz at 36 4.64433 lm= 4.64431 0.00290093 -1.9474e-18 lp= 4.64432 0.00290103 -0.751633 r- 0.0263565 Found lorentz at 38 4.87706 lm= 4.87704 0.00385636 -1.54526e-18 lp= 4.87705 0.00385645 -0.771962 r- 0.0337253 Found lorentz at 60 4.65944 lm= 4.65847 0.0967948 -9.60046e-20 lp= 4.65896 0.0968033 -0.96405 r- 0.685708 Q = 7.999991380906159 n0=0.0009744326105166406 n1=0.0008312079263012547 n2=0.0004344662003047088 n3=0.0001803013404559477 n4=9.947889464161857e-05 n5=3.810087212011119e-05 n6=8.577517412422553e-06 n7=5.312911944205674e-05 n8=8.952032734290515e-06 n9=0.001093251982247823 n10=0.1034525881679286 n11=0.3049267904600864 n12=0.0001042559284466605 n13=9.293767650412032e-05 n14=8.683662988226522e-05 n15=8.376094344660464e-05 n16=9.143721461468889e-05 n17=0.09933167460491026 n18=1.847578026073564e-05 n19=0.0006454928031797159 n20=1.206829877728376e-05 n21=0.3998641265257702 n22=2.803640849291538e-05 n23=3.442254955836914e-05 n24=2.927319310194165e-05 n25=3.259313300303686e-05 n26=6.474881603395585e-06 n27=1.517566976671606e-05 n28=7.065487292903658e-06 n29=2.69847925489431e-05 n30=1.131226817738901e-05 n31=1.353053733083636e-05 n32=1.003199355775556e-05 n33=1.119950845985526e-05 n34=8.47013612674313e-06 n35=1.889497654419671e-05 n36=4.854099817521053e-06 n37=5.986871086796942e-06 n38=5.733146475198251e-06 n39=9.923652193505002e-06 n40=7.622593681010257e-06 n41=6.081196954436116e-06 n42=3.155859725134677e-06 n43=4.015274837525772e-06 n44=4.124785488473216e-06 n45=5.283900266934359e-06 n46=5.95294783278305e-06 n47=4.578099450505863e-06 n48=2.664663678610651e-06 n49=3.366447471998332e-06 n50=1.721476723646763e-06 n51=2.21801050919321e-06 n52=1.796353575155726e-06 n53=6.005695130319301e-07 n54=2.129288315824171e-07 n55=1.078176724489353e-06 n56=1.863882180948746e-06 n57=8.622458152392085e-06 n58=0.000111403131817797 n59=0.02460703399720231 n60=0.01634645149604864 n61=0.007048580930329615 n62=0.01145021990085572 n63=0.007430138193951434 n64=0.0001366958764585477 n65=0.0001345290177919246 n66=8.60435832102724e-05 n67=7.573164720828403e-05 n68=0.0007159090417605395 n69=0.00230683380163199 n70=0.001653322713173466 n71=0.002242231539891901 n72=0.002568783485377045 n73=8.452263205204917e-05 n74=0.001300985730334139 n75=0.0005111333126600261 n76=4.358556961068983e-05 n77=0.0001805893989856511 n78=0.0002646757924057795 n79=0.001479076320403388 n80=9.352859365846386e-05 n81=0.0002160190008227781 n82=5.659984780617247e-05 n83=5.919904312858966e-05 n84=8.18071524828945e-05 n85=6.82814656198529e-06 n86=0.000435660680698864 n87=4.47976474289979e-06 n88=7.511283989912628e-05 n89=0.0006030094564564685 n90=2.998741799664549e-05 n91=0.0001000594440829746 n92=0.0005799778679276201 n93=3.035275638400586e-05 n94=2.221996055107753e-05 n95=0.0005571505401238514 n96=0.002002443108029982 n97=0.0002421673305099589 n98=0.0001451933510839989 n99=0.0001337568090536574 n100=9.209373954423461e-05 n101=7.58056142964856e-05 n102=4.614438358808706e-05 n103=1.63120752345846e-05 n104=7.51880970437044e-05 n105=0.0001177595404930267 n106=9.363439340764827e-06 n107=3.52605355168934e-05 n108=3.3373935188326e-05 n109=1.257532077886117e-05 n110=3.790063364876234e-06 n111=1.063962814595414e-05 n112=1.413600947664658e-05 n113=1.880846729931525e-06 n114=3.327869001249847e-06 n115=0.0004210522163732727 Q is here equal to 7.999991380906159 19.) nd: 6.084879252716053 Norm of Spectral functions:  0: 1.0005  1: 1.0000  2: 0.9995  3: 0.9991  4: 1.0033  5: 1.0056  6: 1.0041  7: 1.0035  8: 0.9987  9: 1.0000 10: 1.0006 11: 1.0000 12: 1.0001 13: 1.0000 14: 1.0000 15: 1.0004 16: 0.9875 17: 0.9993 18: 0.9995 19: 1.0001 20: 0.9851 21: 0.9988 22: 1.0004 23: 1.0156 24: 0.9957 25: 1.0137 26: 1.0181 27: 1.0141 28: 0.9975 29: 1.0145 30: 1.0039 31: 0.9958 32: 1.0033 33: 1.0017 34: 1.0065 35: 1.0039 36: 0.9797 37: 0.3509 38: 1.0052 39: 0.3617 40: 0.9268 41: 0.3525 42: 0.3463 43: 0.4525 44: 1.3420 45: 0.5869 46: 0.4010 47: 0.5954 48: 1.2886 49: 1.0172 50: 1.6730 51: 0.3878 52: 0.4411 53: 0.7295 54: 0.3396 55: 2.3533 56: 2.5943 57: 0.8855 58: 1.0002 59: 0.9962 60: 1.0026 61: 0.9823 62: 1.0205 63: 1.0138 64: 1.7046 65: 1.0357 66: 1.1621 67: 0.8060 68: 1.0272 69: 1.0068 70: 1.0195 71: 1.0086 72: 1.0040 73: 1.0117 74: 0.9897 75: 0.8046 76: 1.0402 77: 0.9772 78: 0.9776 79: 0.9950 80: 1.0212 81: 1.0000 82: 1.0151 83: 1.0027 84: 0.9434 85: 0.9859 86: 0.9873 87: 1.0419 88: 0.9837 89: 0.9728 90: 0.9904 91: 0.9764 92: 1.0571 93: 0.9842 94: 0.9747 95: 0.9722 96: 1.0222 97: 0.7575 98: 0.7486 99: 1.2414 100: 1.0441 101: 1.0409 102: 0.9778 103: 1.0607 104: 1.0421 105: 0.9696 106: 1.1390 107: 1.2516 108: 0.9228 109: 0.5995 110: 1.4952 111: 1.9337 112: 1.9032 113: 1.6208 114: 0.3998 115: 0.7472  0: 4.3837  1: 1.7011 19.) SelfConsistentStep 19.) Difference between steps: 0.04535 20.) DeterminSpectralFunctions ; lambda = -147.7277654164916 -1.761147841176097 Found lorentz at 10 0.484144 lm= 0.484144 8.27208e-21 -0.827208 lp= 0.484144 8.27208e-21 -0.827208 r- 8.29331e-27 Found lorentz at 11 1.07737 lm= 1.07737 8.1315e-21 -0.81315 lp= 1.07737 8.1315e-21 -0.81315 r- 2.16368e-25 Found lorentz at 12 1.58715 lm= 1.58715 1.44776e-11 -4.42694e-10 lp= 1.58715 1.44776e-11 -0.800571 r- 6.02802e-10 Found lorentz at 13 1.94272 lm= 1.94272 1.00028e-12 -6.13928e-09 lp= 1.94272 1.00028e-12 -0.783644 r- 4.25481e-11 Found lorentz at 14 2.21071 lm= 2.21071 1.778e-10 -3.29153e-11 lp= 2.21071 1.778e-10 -0.765006 r- 7.74721e-09 Found lorentz at 15 2.42798 lm= 2.42798 0.000332293 -1.69497e-17 lp= 2.42798 0.000332294 -0.750486 r- 0.0147591 Found lorentz at 16 2.33166 lm= 2.33166 0.000223009 -2.49886e-17 lp= 2.33166 0.000223009 -0.746505 r- 0.00995793 Found lorentz at 17 2.26633 lm= 2.26633 7.94961e-21 -0.794961 lp= 2.26633 7.94961e-21 -0.794961 r- 3.77971e-25 Found lorentz at 18 3.02027 lm= 3.02027 2.70035e-12 -2.30473e-09 lp= 3.02027 2.70035e-12 -0.788896 r- 1.14098e-10 Found lorentz at 19 2.96157 lm= 2.96157 8.29144e-18 -0.000764132 lp= 2.96157 8.29144e-18 -0.795974 r- 3.47224e-16 Found lorentz at 20 3.67627 lm= 3.67623 0.0024368 -2.49185e-18 lp= 3.67625 0.00243725 -0.779342 r- 0.104249 Found lorentz at 21 3.43 lm= 3.43 1.01153e-20 -0.639694 lp= 3.43 1.01153e-20 -0.804407 r- 4.19162e-19 Found lorentz at 22 3.56639 lm= 3.56639 1.91301e-10 -3.32452e-11 lp= 3.56639 1.91301e-10 -0.797486 r- 7.99599e-09 Found lorentz at 23 3.67389 lm= 3.67389 6.51091e-05 -9.0527e-17 lp= 3.67389 6.51139e-05 -0.767773 r- 0.00282702 Found lorentz at 24 3.72991 lm= 3.72991 2.73037e-06 -2.23487e-15 lp= 3.72991 2.73037e-06 -0.781155 r- 0.00011651 Found lorentz at 25 3.83948 lm= 3.83884 0.00834342 -6.25067e-19 lp= 3.83916 0.00838671 -0.724841 r- 0.386254 Found lorentz at 26 4.17915 lm= 4.17909 0.00825723 -8.41072e-19 lp= 4.17912 0.00825756 -0.833386 r- 0.049352 Found lorentz at 27 4.16807 lm= 4.16805 0.00300329 -2.11192e-18 lp= 4.16806 0.00300338 -0.796427 r- 0.0187828 Found lorentz at 28 4.25846 lm= 4.25846 0.00129239 -4.63114e-18 lp= 4.25846 0.0012924 -0.773646 r- 0.0117818 Found lorentz at 29 4.15576 lm= 4.15575 0.00263722 -2.24396e-18 lp= 4.15575 0.00263729 -0.769288 r- 0.0170752 Found lorentz at 30 4.43483 lm= 4.43482 0.00197223 -2.95821e-18 lp= 4.43482 0.0019723 -0.763842 r- 0.0180221 Found lorentz at 31 4.53911 lm= 4.53909 0.00251656 -2.35646e-18 lp= 4.5391 0.00251663 -0.770092 r- 0.0225653 Found lorentz at 32 4.58646 lm= 4.58644 0.00539152 -1.12725e-18 lp= 4.58645 0.00539158 -0.779594 r- 0.047754 Found lorentz at 33 4.56386 lm= 4.56383 0.00408667 -1.41111e-18 lp= 4.56385 0.0040869 -0.759422 r- 0.0371603 Found lorentz at 34 4.58995 lm= 4.58994 0.00296412 -1.98783e-18 lp= 4.58995 0.0029642 -0.76762 r- 0.026664 Found lorentz at 35 4.57158 lm= 4.57155 0.00312363 -1.81912e-18 lp= 4.57156 0.00312385 -0.753845 r- 0.0286139 Found lorentz at 36 4.64403 lm= 4.64402 0.00288219 -1.96392e-18 lp= 4.64402 0.00288228 -0.752374 r- 0.0261604 Found lorentz at 38 4.87824 lm= 4.87822 0.0038448 -1.55457e-18 lp= 4.87823 0.00384489 -0.773123 r- 0.0335738 Found lorentz at 60 4.67224 lm= 4.67112 0.0972201 -9.61219e-20 lp= 4.67168 0.0972315 -0.966775 r- 0.686805 Q = 8.00002904536349 n0=0.0009485525733579147 n1=0.0008338461794459978 n2=0.0004484407512323747 n3=0.0001828928263982706 n4=0.0001008183368237442 n5=4.189339124458535e-05 n6=8.689045877277008e-06 n7=5.270483319460346e-05 n8=9.373696350200817e-06 n9=0.001093452005107754 n10=0.1034827904176285 n11=0.3050537184278112 n12=0.0001033393706157177 n13=9.252822434439447e-05 n14=8.652116787448944e-05 n15=8.366027923479002e-05 n16=9.206568973877894e-05 n17=0.09938514122525367 n18=1.851354903949215e-05 n19=0.001321272162911824 n20=1.214366517512405e-05 n21=0.3997833253882688 n22=2.783507025873099e-05 n23=3.368026510818737e-05 n24=2.877794966358885e-05 n25=3.265510120952297e-05 n26=6.510688202332458e-06 n27=1.523228997082671e-05 n28=7.11691635298849e-06 n29=2.661468258594377e-05 n30=1.144610111846837e-05 n31=1.354048407470433e-05 n32=1.00016297323577e-05 n33=1.140640068231376e-05 n34=8.502831516930746e-06 n35=1.88512232031498e-05 n36=4.930269198073672e-06 n37=6.043057209244309e-06 n38=5.877698866300182e-06 n39=9.914959758562177e-06 n40=7.621384643313603e-06 n41=6.157952313736351e-06 n42=3.212680068204371e-06 n43=4.000029713178463e-06 n44=4.188642673934166e-06 n45=5.223531972763449e-06 n46=5.927240368193528e-06 n47=4.532991752204896e-06 n48=2.676439431580608e-06 n49=3.369595220798112e-06 n50=1.760002381580609e-06 n51=2.27043409362846e-06 n52=1.802449578744317e-06 n53=6.031380146941292e-07 n54=2.084428615886952e-07 n55=1.109731321652986e-06 n56=1.885877780817693e-06 n57=8.710349943781939e-06 n58=0.000110469313973914 n59=0.02451162117994815 n60=0.01623703776312715 n61=0.007029200169845151 n62=0.01136647014051588 n63=0.007362444336331098 n64=8.244042124151886e-05 n65=8.313167471632125e-05 n66=5.215068310438627e-05 n67=4.591977411813059e-05 n68=0.0007051299259699025 n69=0.00235713262201046 n70=0.001628622526195714 n71=0.002258740018952826 n72=0.002568892658083766 n73=9.220978652114067e-05 n74=0.001289560643399466 n75=0.0003065564071432532 n76=2.644849930717707e-05 n77=0.0001872671601702677 n78=0.0002665027837339041 n79=0.00147413258856728 n80=5.639639134574552e-05 n81=0.0002164250874152264 n82=3.410243654291692e-05 n83=5.669602879953114e-05 n84=4.923868887575149e-05 n85=4.328749430735635e-06 n86=0.0004397360708455798 n87=2.732102220803416e-06 n88=7.184219065360555e-05 n89=0.0005982611695790577 n90=2.506765444935889e-05 n91=0.0001001438016671739 n92=0.0005940601643415024 n93=3.10630127063784e-05 n94=1.343888846604291e-05 n95=0.0005712430355056931 n96=0.002037912489229606 n97=0.0002406109422952829 n98=0.0001445473696976602 n99=0.0001331267585636683 n100=9.173918430028014e-05 n101=7.554797135574057e-05 n102=4.600237557797142e-05 n103=1.626239655650321e-05 n104=7.469581621094955e-05 n105=0.0001159340981309763 n106=9.311236552958607e-06 n107=3.507948896908867e-05 n108=3.324346915808009e-05 n109=1.251324918571509e-05 n110=3.808949723738358e-06 n111=1.061488889351588e-05 n112=1.415088830992563e-05 n113=1.88396214326015e-06 n114=3.317571292985021e-06 n115=0.0004129586042541549 Q is here equal to 8.00002904536349 20.) nd: 6.08406433452839 Norm of Spectral functions:  0: 1.0004  1: 1.0000  2: 0.9995  3: 0.9992  4: 1.0033  5: 1.0057  6: 1.0043  7: 1.0039  8: 0.9986  9: 1.0000 10: 1.0006 11: 1.0000 12: 1.0000 13: 0.9996 14: 0.9994 15: 1.0007 16: 0.9993 17: 0.9993 18: 0.9997 19: 0.9998 20: 0.9881 21: 0.9990 22: 1.0004 23: 0.9820 24: 1.0075 25: 1.0031 26: 1.0185 27: 1.0145 28: 0.9975 29: 1.0114 30: 1.0041 31: 0.9961 32: 1.0039 33: 1.0008 34: 1.0068 35: 1.0031 36: 0.9795 37: 0.3534 38: 1.0055 39: 0.3582 40: 0.7988 41: 0.3574 42: 0.3498 43: 0.4513 44: 1.5047 45: 0.5530 46: 0.3986 47: 0.5586 48: 1.0329 49: 1.0893 50: 1.4135 51: 0.3745 52: 0.4312 53: 0.7609 54: 0.3439 55: 2.1708 56: 2.8900 57: 0.8800 58: 1.0000 59: 0.9963 60: 1.0029 61: 0.9446 62: 1.0273 63: 1.0083 64: 1.0355 65: 0.9737 66: 1.0673 67: 0.9180 68: 1.0083 69: 0.9895 70: 1.0049 71: 1.0034 72: 1.0143 73: 1.0205 74: 0.9948 75: 0.8665 76: 1.0245 77: 1.0137 78: 1.0237 79: 1.0022 80: 1.0185 81: 0.9976 82: 0.9450 83: 0.9939 84: 0.9747 85: 0.9938 86: 0.9970 87: 1.1226 88: 1.0155 89: 0.9827 90: 0.9783 91: 0.9974 92: 1.0380 93: 0.9662 94: 1.0994 95: 0.9641 96: 1.0574 97: 0.6663 98: 0.7440 99: 1.2504 100: 1.0421 101: 1.0388 102: 0.9786 103: 1.0724 104: 1.0347 105: 0.9723 106: 1.1464 107: 1.2258 108: 0.9169 109: 0.6076 110: 1.4555 111: 1.8914 112: 1.8597 113: 1.5898 114: 0.4023 115: 0.7523  0: 4.3837  1: 1.7003 20.) SelfConsistentStep 20.) Difference between steps: 0.05227 21.) DeterminSpectralFunctions ; lambda = -147.7296723747452 -1.763054799429682 Found lorentz at 10 0.487727 lm= 0.487727 8.26186e-21 -0.826186 lp= 0.487727 8.26186e-21 -0.826186 r- 4.75157e-27 Found lorentz at 11 1.08159 lm= 1.08159 8.13888e-21 -0.813888 lp= 1.08159 8.13888e-21 -0.813888 r- 1.31514e-25 Found lorentz at 12 1.59165 lm= 1.59165 1.00225e-11 -6.41e-10 lp= 1.59165 1.00225e-11 -0.801526 r- 4.1681e-10 Found lorentz at 13 1.94863 lm= 1.94863 8.71426e-13 -7.07024e-09 lp= 1.94863 8.71426e-13 -0.784932 r- 3.70064e-11 Found lorentz at 14 2.21317 lm= 2.21317 1.07963e-10 -5.43482e-11 lp= 2.21317 1.07963e-10 -0.766001 r- 4.69811e-09 Found lorentz at 15 2.43062 lm= 2.43062 0.000338021 -1.67185e-17 lp= 2.43062 0.000338022 -0.751747 r- 0.0149883 Found lorentz at 16 2.36695 lm= 2.36695 0.000251593 -2.22594e-17 lp= 2.36695 0.000251593 -0.748353 r- 0.0112065 Found lorentz at 17 2.27237 lm= 2.27237 7.96164e-21 -0.796164 lp= 2.27237 7.96164e-21 -0.796164 r- 2.27932e-25 Found lorentz at 18 3.025 lm= 3.025 2.36924e-12 -2.63637e-09 lp= 3.025 2.36924e-12 -0.790328 r- 9.99265e-11 Found lorentz at 19 2.96977 lm= 2.96977 8.52415e-18 -0.000746808 lp= 2.96977 8.52415e-18 -0.797866 r- 3.56123e-16 Found lorentz at 20 3.67901 lm= 3.67898 0.0023958 -2.54636e-18 lp= 3.679 0.0023962 -0.781154 r- 0.102255 Found lorentz at 21 3.43 lm= 3.43 1.01236e-20 -0.64018 lp= 3.43 1.01236e-20 -0.805043 r- 4.19175e-19 Found lorentz at 22 3.56982 lm= 3.56982 1.17649e-10 -5.42445e-11 lp= 3.56982 1.17649e-10 -0.798861 r- 4.90901e-09 Found lorentz at 23 3.67536 lm= 3.67536 5.81096e-05 -1.01827e-16 lp= 3.67536 5.81125e-05 -0.769258 r- 0.00251816 Found lorentz at 24 3.73377 lm= 3.73377 1.8339e-06 -3.30672e-15 lp= 3.73377 1.8339e-06 -0.778728 r- 7.84996e-05 Found lorentz at 25 3.8504 lm= 3.84946 0.00867054 -6.09864e-19 lp= 3.84993 0.00875932 -0.7325 r- 0.399775 Found lorentz at 26 4.17997 lm= 4.17991 0.0082325 -8.46494e-19 lp= 4.17994 0.00823285 -0.834817 r- 0.04912 Found lorentz at 27 4.16647 lm= 4.16646 0.00296637 -2.14219e-18 lp= 4.16646 0.00296645 -0.797168 r- 0.0185347 Found lorentz at 28 4.25905 lm= 4.25904 0.00128157 -4.68698e-18 lp= 4.25904 0.00128158 -0.775033 r- 0.0116623 Found lorentz at 29 4.16422 lm= 4.16421 0.00266555 -2.23791e-18 lp= 4.16422 0.00266562 -0.772366 r- 0.0171898 Found lorentz at 30 4.43516 lm= 4.43515 0.00194511 -3.01121e-18 lp= 4.43515 0.00194518 -0.765338 r- 0.0177396 Found lorentz at 31 4.53735 lm= 4.53734 0.00247839 -2.39853e-18 lp= 4.53735 0.00247845 -0.77102 r- 0.0221962 Found lorentz at 32 4.58457 lm= 4.58455 0.00536998 -1.13401e-18 lp= 4.58456 0.00537004 -0.780364 r- 0.0475162 Found lorentz at 33 4.56484 lm= 4.5648 0.00405374 -1.42864e-18 lp= 4.56482 0.00405397 -0.761038 r- 0.0367825 Found lorentz at 34 4.59059 lm= 4.59057 0.00293341 -2.01648e-18 lp= 4.59058 0.00293349 -0.769116 r- 0.0263364 Found lorentz at 35 4.57227 lm= 4.57224 0.00308141 -1.85247e-18 lp= 4.57225 0.00308161 -0.755562 r- 0.0281628 Found lorentz at 36 4.64349 lm= 4.64348 0.00284846 -1.99397e-18 lp= 4.64349 0.00284855 -0.753658 r- 0.0258102 Found lorentz at 38 4.87827 lm= 4.87825 0.0038155 -1.57338e-18 lp= 4.87826 0.00381558 -0.774817 r- 0.033245 Found lorentz at 60 4.68581 lm= 4.68459 0.0976057 -9.60485e-20 lp= 4.6852 0.0976191 -0.968334 r- 0.688437 Q = 8.00003017846732 n0=0.0009328888607399311 n1=0.0008351185874974988 n2=0.0004565638321117726 n3=0.000184380003520636 n4=0.0001015586719367319 n5=4.414216879893752e-05 n6=8.754498815631417e-06 n7=5.242938888767945e-05 n8=9.619892993233711e-06 n9=0.001093717056232735 n10=0.1033536851997327 n11=0.305329917087499 n12=0.0001023479953481522 n13=9.194221302731613e-05 n14=8.608220422070824e-05 n15=8.347615657321971e-05 n16=9.132331047170842e-05 n17=0.09953537611426891 n18=1.851187178260858e-05 n19=0.001290855888817058 n20=1.218668087355116e-05 n21=0.4001169586004917 n22=2.763356151695832e-05 n23=3.305709577841313e-05 n24=2.833803301086504e-05 n25=3.260119845899219e-05 n26=6.531194404351075e-06 n27=1.526888561592848e-05 n28=7.149045700138024e-06 n29=2.6252733458039e-05 n30=1.153970612537882e-05 n31=1.353330883153926e-05 n32=9.971190237445469e-06 n33=1.155864372741391e-05 n34=8.516058734770678e-06 n35=1.879379902158101e-05 n36=4.9848237077135e-06 n37=6.082023360366983e-06 n38=5.988900963201499e-06 n39=9.896657662618893e-06 n40=7.611064701912974e-06 n41=6.214403853168234e-06 n42=3.255020226780798e-06 n43=3.984753075225343e-06 n44=4.235690576952115e-06 n45=5.170526096337478e-06 n46=5.898827734273959e-06 n47=4.492030751561587e-06 n48=2.683937712671206e-06 n49=3.368327190444628e-06 n50=1.789801378069045e-06 n51=2.311442361611723e-06 n52=1.806332445359507e-06 n53=6.047459402810763e-07 n54=2.047498530714476e-07 n55=1.134838211358097e-06 n56=1.902547491291877e-06 n57=8.778037966884156e-06 n58=0.0001096987004019115 n59=0.02438380466879471 n60=0.0161490926717866 n61=0.007011646695406009 n62=0.0113102583148054 n63=0.007318371038356766 n64=5.064398990364647e-05 n65=5.296212420189118e-05 n66=3.225206832624465e-05 n67=2.842543356963271e-05 n68=0.0006982428030865354 n69=0.002385659484798078 n70=0.001613395781739796 n71=0.002267515347148262 n72=0.002568069993090734 n73=9.66636754099295e-05 n74=0.001282323792554804 n75=0.0001865057213660971 n76=1.639130216173044e-05 n77=0.0001911515028544081 n78=0.0002675975375605319 n79=0.001470767862860738 n80=3.459332989401792e-05 n81=0.0002165971271206282 n82=2.089546879369891e-05 n83=5.520912190115831e-05 n84=3.01159137096644e-05 n85=2.862020947210422e-06 n86=0.0004420175868595851 n87=1.706176252775286e-06 n88=6.990187231398828e-05 n89=0.0005952862596957695 n90=2.217578047876245e-05 n91=0.0001001796968497492 n92=0.0006022463431152288 n93=3.148483510807429e-05 n94=8.28205851591899e-06 n95=0.0005795363104876724 n96=0.002059069748380919 n97=0.0002389542863977818 n98=0.0001438399092185502 n99=0.0001324337506727583 n100=9.132706595683295e-05 n101=7.5233512168285e-05 n102=4.582280288585735e-05 n103=1.619902123628177e-05 n104=7.419725936162912e-05 n105=0.0001142960621817244 n106=9.251432548171162e-06 n107=3.488729517572928e-05 n108=3.307492263951222e-05 n109=1.244448457082232e-05 n110=3.818750687820252e-06 n111=1.057596171948299e-05 n112=1.414096881225479e-05 n113=1.883140800768809e-06 n114=3.305049500311176e-06 n115=0.0004057339403319582 Q is here equal to 8.00003017846732 21.) nd: 6.083457567732406 Norm of Spectral functions:  0: 1.0004  1: 1.0000  2: 0.9996  3: 0.9992  4: 1.0033  5: 1.0057  6: 1.0044  7: 1.0041  8: 0.9987  9: 1.0000 10: 0.9992 11: 1.0002 12: 1.0003 13: 1.0002 14: 0.9996 15: 1.0014 16: 1.0002 17: 0.9997 18: 1.0001 19: 1.0005 20: 0.9925 21: 0.9991 22: 1.0007 23: 0.9888 24: 0.9985 25: 1.0098 26: 1.0192 27: 1.0140 28: 0.9977 29: 1.0136 30: 1.0041 31: 0.9958 32: 1.0034 33: 1.0010 34: 1.0069 35: 1.0032 36: 0.9791 37: 0.3469 38: 1.0054 39: 0.3582 40: 0.8563 41: 0.3532 42: 0.3430 43: 0.4501 44: 1.3524 45: 0.5521 46: 0.3793 47: 0.5920 48: 1.1040 49: 1.1170 50: 1.7534 51: 0.3768 52: 0.4296 53: 0.6760 54: 0.3314 55: 2.6852 56: 2.5073 57: 0.8874 58: 0.9998 59: 0.9978 60: 1.0029 61: 0.9400 62: 1.0229 63: 0.9944 64: 0.7541 65: 0.9592 66: 0.9968 67: 1.0345 68: 0.9866 69: 0.9880 70: 0.9908 71: 0.9946 72: 1.0144 73: 1.0078 74: 1.0001 75: 0.9618 76: 0.9951 77: 1.0232 78: 1.0382 79: 1.0067 80: 0.9998 81: 0.9939 82: 0.9471 83: 0.9879 84: 1.0019 85: 1.0068 86: 1.0029 87: 1.0347 88: 1.0324 89: 1.0015 90: 0.9852 91: 1.0015 92: 1.0071 93: 0.9715 94: 1.0685 95: 0.9926 96: 1.0497 97: 0.6749 98: 0.7455 99: 1.2532 100: 1.0377 101: 1.0347 102: 0.9799 103: 1.0846 104: 1.0254 105: 0.9762 106: 1.1773 107: 1.1809 108: 0.8930 109: 0.6256 110: 1.3444 111: 1.7691 112: 1.7250 113: 1.4324 114: 0.3999 115: 0.6482  0: 4.3836  1: 1.6999 21.) SelfConsistentStep 21.) Difference between steps: 0.04697 22.) DeterminSpectralFunctions ; lambda = -147.7280927673054 -1.761475191989859 Found lorentz at 10 0.488921 lm= 0.488921 8.2681e-21 -0.82681 lp= 0.488921 8.2681e-21 -0.82681 r- 2.8661e-27 Found lorentz at 11 1.08453 lm= 1.08453 8.14887e-21 -0.814887 lp= 1.08453 8.14887e-21 -0.814887 r- 7.96198e-26 Found lorentz at 12 1.59579 lm= 1.59579 6.75516e-12 -9.54195e-10 lp= 1.59579 6.75516e-12 -0.802853 r- 2.80464e-10 Found lorentz at 13 1.95552 lm= 1.95552 7.13268e-13 -8.6788e-09 lp= 1.95552 7.13268e-13 -0.786785 r- 3.02187e-11 Found lorentz at 14 2.21755 lm= 2.21755 6.61475e-11 -8.91036e-11 lp= 2.21755 6.61475e-11 -0.767723 r- 2.87202e-09 Found lorentz at 15 2.42812 lm= 2.42812 0.000332918 -1.70225e-17 lp= 2.42812 0.000332919 -0.752802 r- 0.0147413 Found lorentz at 16 2.41449 lm= 2.41449 0.000307758 -1.8217e-17 lp= 2.41449 0.000307758 -0.748762 r- 0.0137008 Found lorentz at 17 2.2769 lm= 2.2769 7.9755e-21 -0.79755 lp= 2.2769 7.9755e-21 -0.79755 r- 1.37275e-25 Found lorentz at 18 3.02815 lm= 3.02815 1.72398e-12 -3.63795e-09 lp= 3.02815 1.72398e-12 -0.791944 r- 7.25631e-11 Found lorentz at 19 2.97181 lm= 2.97181 5.65124e-18 -0.0011308 lp= 2.97181 5.65124e-18 -0.7994 r- 2.35645e-16 Found lorentz at 20 3.68101 lm= 3.68098 0.00232098 -2.64288e-18 lp= 3.68099 0.00232133 -0.783286 r- 0.09879 Found lorentz at 21 3.43 lm= 3.43 1.01696e-20 -0.638893 lp= 3.43 1.01696e-20 -0.806056 r- 4.20549e-19 Found lorentz at 22 3.5731 lm= 3.5731 7.22815e-11 -8.86665e-11 lp= 3.5731 7.22815e-11 -0.800559 r- 3.00963e-09 Found lorentz at 23 3.67178 lm= 3.67178 1.93558e-05 -3.06615e-16 lp= 3.67178 1.93562e-05 -0.770387 r- 0.000837516 Found lorentz at 24 3.73738 lm= 3.73738 1.2175e-06 -5.01117e-15 lp= 3.73738 1.2175e-06 -0.781095 r- 5.1957e-05 Found lorentz at 25 3.86513 lm= 3.8642 0.00949532 -5.59993e-19 lp= 3.86466 0.00957576 -0.733615 r- 0.436152 Found lorentz at 26 4.1818 lm= 4.18174 0.00817576 -8.56024e-19 lp= 4.18177 0.00817613 -0.836606 r- 0.0486773 Found lorentz at 27 4.16488 lm= 4.16487 0.00289957 -2.19657e-18 lp= 4.16488 0.00289965 -0.798084 r- 0.0180965 Found lorentz at 28 4.26139 lm= 4.26139 0.00126292 -4.78113e-18 lp= 4.26139 0.00126292 -0.77706 r- 0.0114625 Found lorentz at 29 4.17638 lm= 4.17637 0.00269107 -2.24024e-18 lp= 4.17638 0.00269114 -0.776458 r- 0.017263 Found lorentz at 30 4.43629 lm= 4.43628 0.00191438 -3.07553e-18 lp= 4.43628 0.00191445 -0.767334 r- 0.0174139 Found lorentz at 31 4.53708 lm= 4.53707 0.00244748 -2.43854e-18 lp= 4.53708 0.00244754 -0.772561 r- 0.0218757 Found lorentz at 32 4.58017 lm= 4.58015 0.00533513 -1.14242e-18 lp= 4.58016 0.00533518 -0.780707 r- 0.0471871 Found lorentz at 33 4.56958 lm= 4.56955 0.00404554 -1.4417e-18 lp= 4.56957 0.00404575 -0.763735 r- 0.0365783 Found lorentz at 34 4.59175 lm= 4.59174 0.00290164 -2.04904e-18 lp= 4.59175 0.00290172 -0.771089 r- 0.0259845 Found lorentz at 35 4.57637 lm= 4.57634 0.00306108 -1.87794e-18 lp= 4.57636 0.00306127 -0.758225 r- 0.0278787 Found lorentz at 36 4.64509 lm= 4.64507 0.00282714 -2.0195e-18 lp= 4.64508 0.00282723 -0.755623 r- 0.0255503 Found lorentz at 38 4.87971 lm= 4.87969 0.00379722 -1.58977e-18 lp= 4.8797 0.00379731 -0.776975 r- 0.0329939 Found lorentz at 60 4.69597 lm= 4.69464 0.0979828 -9.60672e-20 lp= 4.69531 0.0979986 -0.970314 r- 0.689707 Q = 8.000003160992746 n0=0.0009233090859627321 n1=0.0008362300648542595 n2=0.0004616845608029013 n3=0.0001853268289518585 n4=0.0001020523815187844 n5=4.552690755675322e-05 n6=8.796967310480644e-06 n7=5.22948197805521e-05 n8=9.777199340737278e-06 n9=0.001094565742384416 n10=0.1034311084456607 n11=0.3057048918563241 n12=0.000101530373041459 n13=9.140604027084407e-05 n14=8.56525099506064e-05 n15=8.333503264429082e-05 n16=9.03869233225026e-05 n17=0.09970899309426449 n18=1.850477716720739e-05 n19=0.00191317438785881 n20=1.221359116120532e-05 n21=0.3993243696101852 n22=2.747245386528705e-05 n23=3.259508303689328e-05 n24=2.799784059991345e-05 n25=3.253072978451682e-05 n26=6.543392105512311e-06 n27=1.529261682476523e-05 n28=7.168801051105068e-06 n29=2.596007877581127e-05 n30=1.16041792405212e-05 n31=1.352121156539126e-05 n32=9.947985932459258e-06 n33=1.16660128009227e-05 n34=8.521320847340238e-06 n35=1.87394802722162e-05 n36=5.022916322671062e-06 n37=6.108593113088054e-06 n38=6.070493743930251e-06 n39=9.878154996647198e-06 n40=7.59892696503112e-06 n41=6.254262377569152e-06 n42=3.285378505211252e-06 n43=3.971862360991176e-06 n44=4.26884461922854e-06 n45=5.128485264070212e-06 n46=5.875080001038888e-06 n47=4.459203955171581e-06 n48=2.688900116631317e-06 n49=3.365562836765425e-06 n50=1.811679238735898e-06 n51=2.341673335492453e-06 n52=1.808553055952304e-06 n53=6.057106890434785e-07 n54=2.019288448932956e-07 n55=1.153453958255235e-06 n56=1.914652056877006e-06 n57=8.826977165559694e-06 n58=0.0001091034942225247 n59=0.02432405392791036 n60=0.01608127990451133 n61=0.006986493499979655 n62=0.01125427173798955 n63=0.007273491677121954 n64=3.164440380621935e-05 n65=3.489728050215257e-05 n66=2.034089919258377e-05 n67=1.79598660465211e-05 n68=0.0006925486975511256 n69=0.002397158830972932 n70=0.001600829930815256 n71=0.0022677298325979 n72=0.002561114188332892 n73=9.916852471887806e-05 n74=0.001274691499881107 n75=0.0001146382881075103 n76=1.037258806358686e-05 n77=0.0001930812741697404 n78=0.0002678004284627422 n79=0.001465266332031035 n80=2.154537345757838e-05 n81=0.0002162041786858454 n82=1.298477797393252e-05 n83=5.419021498355689e-05 n84=1.866387926574393e-05 n85=1.982274116892175e-06 n86=0.0004424722580909209 n87=1.091560899562766e-06 n88=6.857235467952324e-05 n89=0.0005921321347100726 n90=2.040589189533383e-05 n91=0.0001000117127100182 n92=0.0006058550794363321 n93=3.168710011122458e-05 n94=5.193380521762556e-06 n95=0.0005834659423995249 n96=0.002068596210701855 n97=0.0002374360945514185 n98=0.0001431541431237529 n99=0.0001317765612110973 n100=9.091876253787528e-05 n101=7.491974698330947e-05 n102=4.564179767124645e-05 n103=1.613567859144178e-05 n104=7.376798242585269e-05 n105=0.0001129938877762748 n106=9.199911901749378e-06 n107=3.471868816794073e-05 n108=3.292381242835562e-05 n109=1.238399142270927e-05 n110=3.823418596756202e-06 n111=1.053873867709654e-05 n112=1.412340368769503e-05 n113=1.881184199767592e-06 n114=3.293264974576386e-06 n115=0.0004000438189032968 Q is here equal to 8.000003160992746 22.) nd: 6.082993673154598 Norm of Spectral functions:  0: 1.0004  1: 1.0000  2: 0.9996  3: 0.9992  4: 1.0033  5: 1.0058  6: 1.0046  7: 1.0043  8: 0.9987  9: 1.0000 10: 0.9993 11: 1.0004 12: 1.0006 13: 1.0008 14: 1.0001 15: 1.0006 16: 0.9962 17: 1.0001 18: 1.0004 19: 1.0006 20: 0.9953 21: 0.9991 22: 1.0009 23: 0.9772 24: 0.9991 25: 0.9991 26: 1.0204 27: 1.0135 28: 0.9981 29: 1.0179 30: 1.0044 31: 0.9958 32: 1.0025 33: 1.0020 34: 1.0070 35: 1.0043 36: 0.9809 37: 0.3417 38: 1.0057 39: 0.3499 40: 0.7946 41: 0.3560 42: 0.3413 43: 0.4293 44: 1.5396 45: 0.5094 46: 0.3632 47: 0.7250 48: 1.1131 49: 1.1791 50: 1.9047 51: 0.3744 52: 0.4217 53: 0.6470 54: 0.3254 55: 2.8796 56: 2.5189 57: 0.8560 58: 0.9996 59: 0.9985 60: 1.0029 61: 0.9552 62: 1.0123 63: 0.9850 64: 0.6661 65: 0.9682 66: 0.9529 67: 1.1065 68: 0.9807 69: 0.9916 70: 0.9818 71: 0.9869 72: 1.0071 73: 0.9923 74: 1.0030 75: 1.0722 76: 0.9754 77: 1.0119 78: 1.0278 79: 1.0074 80: 0.9859 81: 0.9941 82: 0.9740 83: 0.9879 84: 1.0080 85: 1.0059 86: 1.0003 87: 0.9221 88: 1.0334 89: 1.0207 90: 1.0063 91: 0.9930 92: 0.9784 93: 0.9816 94: 0.9582 95: 1.0291 96: 1.0145 97: 0.7459 98: 0.7412 99: 1.2696 100: 1.0344 101: 1.0320 102: 0.9792 103: 1.0947 104: 1.0156 105: 0.9806 106: 1.1780 107: 1.1507 108: 0.8894 109: 0.6428 110: 1.2933 111: 1.6971 112: 1.6527 113: 1.3767 114: 0.4047 115: 0.6397  0: 4.3837  1: 1.6993 22.) SelfConsistentStep 22.) Difference between steps: 0.03742 23.) DeterminSpectralFunctions ; lambda = -147.7204897621215 -1.75387218680595 Found lorentz at 10 0.484874 lm= 0.484874 8.28875e-21 -0.828875 lp= 0.484874 8.28875e-21 -0.828875 r- 1.7952e-27 Found lorentz at 11 1.08279 lm= 1.08279 8.15851e-21 -0.815851 lp= 1.08279 8.15851e-21 -0.815851 r- 4.75189e-26 Found lorentz at 12 1.59574 lm= 1.59574 4.05399e-12 -1.59498e-09 lp= 1.59574 4.05399e-12 -0.804117 r- 1.68051e-10 Found lorentz at 13 1.95813 lm= 1.95813 4.72132e-13 -1.31686e-08 lp= 1.95813 4.72132e-13 -0.788499 r- 1.99591e-11 Found lorentz at 14 2.22009 lm= 2.22009 4.02108e-11 -1.47281e-10 lp= 2.22009 4.02108e-11 -0.769565 r- 1.74171e-09 Found lorentz at 15 2.42108 lm= 2.42108 0.000319514 -1.77697e-17 lp= 2.42108 0.000319514 -0.753504 r- 0.0141346 Found lorentz at 16 2.44951 lm= 2.44951 0.000363282 -1.55513e-17 lp= 2.44951 0.000363282 -0.751633 r- 0.0161108 Found lorentz at 17 2.27629 lm= 2.27629 7.98788e-21 -0.798788 lp= 2.27629 7.98788e-21 -0.798788 r- 8.23229e-26 Found lorentz at 18 3.02758 lm= 3.02758 1.00384e-12 -6.27187e-09 lp= 3.02758 1.00384e-12 -0.793469 r- 4.21708e-11 Found lorentz at 19 2.96331 lm= 2.96331 2.07063e-18 -0.0030905 lp= 2.96331 2.07063e-18 -0.799954 r- 8.62811e-17 Found lorentz at 20 3.68156 lm= 3.68153 0.0022468 -2.74531e-18 lp= 3.68154 0.0022471 -0.785452 r- 0.0953671 Found lorentz at 21 3.43 lm= 3.43 1.03084e-20 -0.632641 lp= 3.43 1.03084e-20 -0.807559 r- 4.25496e-19 Found lorentz at 22 3.57466 lm= 3.57466 4.39052e-11 -1.46636e-10 lp= 3.57466 4.39052e-11 -0.802377 r- 1.82396e-09 Found lorentz at 23 3.66484 lm= 3.66484 5.52067e-06 -1.09608e-15 lp= 3.66484 5.52067e-06 -0.777886 r- 0.000236567 Found lorentz at 24 3.73966 lm= 3.73966 7.75937e-07 -7.91206e-15 lp= 3.73966 7.75937e-07 -0.783534 r- 3.30101e-05 Found lorentz at 25 3.87583 lm= 3.87493 0.0098848 -5.41702e-19 lp= 3.87538 0.00995626 -0.735534 r- 0.452138 Found lorentz at 26 4.18436 lm= 4.1843 0.00813869 -8.64256e-19 lp= 4.18433 0.00813909 -0.838714 r- 0.048335 Found lorentz at 27 4.16495 lm= 4.16494 0.00284702 -2.24538e-18 lp= 4.16495 0.0028471 -0.799556 r- 0.0177358 Found lorentz at 28 4.26485 lm= 4.26485 0.00124624 -4.87673e-18 lp= 4.26485 0.00124625 -0.779592 r- 0.0112744 Found lorentz at 29 4.18694 lm= 4.18692 0.00270707 -2.24966e-18 lp= 4.18693 0.00270713 -0.780397 r- 0.0172779 Found lorentz at 30 4.43859 lm= 4.43857 0.00188839 -3.13804e-18 lp= 4.43858 0.00188845 -0.769813 r- 0.0171221 Found lorentz at 31 4.53988 lm= 4.53987 0.00243366 -2.46798e-18 lp= 4.53987 0.00243372 -0.775012 r- 0.0216833 Found lorentz at 32 4.57688 lm= 4.57686 0.00530621 -1.15102e-18 lp= 4.57687 0.00530626 -0.781515 r- 0.0468827 Found lorentz at 33 4.57704 lm= 4.57701 0.00405855 -1.45008e-18 lp= 4.57703 0.00405875 -0.76718 r- 0.036531 Found lorentz at 34 4.59419 lm= 4.59418 0.00287719 -2.08004e-18 lp= 4.59418 0.00287726 -0.77362 r- 0.0256812 Found lorentz at 35 4.58294 lm= 4.58291 0.00305893 -1.89558e-18 lp= 4.58292 0.00305911 -0.761507 r- 0.0277389 Found lorentz at 36 4.64933 lm= 4.64931 0.00282269 -2.03777e-18 lp= 4.64932 0.00282277 -0.758436 r- 0.0254155 Found lorentz at 38 4.88323 lm= 4.88321 0.00378957 -1.60414e-18 lp= 4.88322 0.00378965 -0.779692 r- 0.0328126 Found lorentz at 60 4.69513 lm= 4.69381 0.0978851 -9.58568e-20 lp= 4.69447 0.0979005 -0.968765 r- 0.690118 Q = 7.999997931365646 n0=0.0009188394227038773 n1=0.0008380205786954251 n2=0.0004652496760625399 n3=0.0001861150950516115 n4=0.0001024445822118 n5=4.640580150302451e-05 n6=8.829732824214197e-06 n7=5.228399364410126e-05 n8=9.87853863791413e-06 n9=0.001096024392554598 n10=0.103688873744907 n11=0.3060662220037543 n12=0.0001010427745361283 n13=9.110958621447518e-05 n14=8.538906185035709e-05 n15=8.334140727669383e-05 n16=8.975270999012021e-05 n17=0.09986379749470585 n18=1.850775256557103e-05 n19=0.005096604401821369 n20=1.223186811226489e-05 n21=0.3954214829302194 n22=2.736049831607998e-05 n23=3.227720141980279e-05 n24=2.775471463992763e-05 n25=3.248279819553551e-05 n26=6.550065164716318e-06 n27=1.530959135694849e-05 n28=7.180396773027892e-06 n29=2.574341932700355e-05 n30=1.164674872396457e-05 n31=1.35055274144655e-05 n32=9.931211589799679e-06 n33=1.173939649654351e-05 n34=8.520349461204784e-06 n35=1.869318614438189e-05 n36=5.04766046198903e-06 n37=6.125134237545465e-06 n38=6.128396235952965e-06 n39=9.859726353676658e-06 n40=7.584874382766519e-06 n41=6.280735422783831e-06 n42=3.305877009189739e-06 n43=3.961607822408883e-06 n44=4.290412516217486e-06 n45=5.095805132069357e-06 n46=5.855878231316802e-06 n47=4.434447013398407e-06 n48=2.691707114041667e-06 n49=3.361568307079226e-06 n50=1.826870161598681e-06 n51=2.362678704353036e-06 n52=1.809255412217705e-06 n53=6.060317196633645e-07 n54=1.998228220964515e-07 n55=1.166547579655878e-06 n56=1.922801462105499e-06 n57=8.860020158245448e-06 n58=0.0001086492830143509 n59=0.02440182538244916 n60=0.01607894531178699 n61=0.006983526317293519 n62=0.01123864927068129 n63=0.007257781340650148 n64=2.076490584007785e-05 n65=2.453517377470354e-05 n66=1.350403524410202e-05 n67=1.195863983455119e-05 n68=0.0006903189854417605 n69=0.002406976554290539 n70=0.001595512734186443 n71=0.002270241258110381 n72=0.002560022385507368 n73=0.000100770509978897 n74=0.001271615960219432 n75=7.338688574615342e-05 n76=6.917771393361593e-06 n77=0.0001943930341530574 n78=0.0002682490794411946 n79=0.001463521218970728 n80=1.405521972591438e-05 n81=0.0002161950331420897 n82=8.441095259226686e-06 n83=5.364316967594167e-05 n84=1.208582800878001e-05 n85=1.475988107611592e-06 n86=0.0004431846595821786 n87=7.385628505811327e-07 n88=6.786086403816899e-05 n89=0.0005908125794453772 n90=1.940440338464657e-05 n91=0.0001000103355698196 n92=0.0006084677890691584 n93=3.18358831880998e-05 n94=3.418353684994699e-06 n95=0.0005862462286354006 n96=0.002075313860396909 n97=0.0002363676111802317 n98=0.0001426722570139033 n99=0.0001313024525187037 n100=9.062250997112329e-05 n101=7.468731074918964e-05 n102=4.550659739053147e-05 n103=1.608828039756149e-05 n104=7.343873106451987e-05 n105=0.0001120218610217672 n106=9.15717255566757e-06 n107=3.458616645055786e-05 n108=3.27934268381601e-05 n109=1.233475363804959e-05 n110=3.825210747147254e-06 n111=1.050511778876681e-05 n112=1.410364442923141e-05 n113=1.8785190100051e-06 n114=3.283556122349705e-06 n115=0.0003956484162126289 Q is here equal to 7.999997931365646 23.) nd: 6.08292416198507 Norm of Spectral functions:  0: 1.0003  1: 1.0000  2: 0.9996  3: 0.9993  4: 1.0032  5: 1.0059  6: 1.0048  7: 1.0046  8: 0.9987  9: 1.0000 10: 1.0006 11: 1.0003 12: 1.0006 13: 1.0010 14: 1.0004 15: 0.9987 16: 0.9982 17: 1.0000 18: 1.0003 19: 1.0000 20: 0.9960 21: 0.9991 22: 1.0010 23: 1.0020 24: 0.9995 25: 1.0020 26: 1.0217 27: 1.0135 28: 0.9986 29: 1.0253 30: 1.0049 31: 0.9964 32: 1.0018 33: 1.0037 34: 1.0075 35: 1.0060 36: 0.9843 37: 0.3423 38: 1.0064 39: 0.3316 40: 0.6040 41: 0.3751 42: 0.3499 43: 0.3932 44: 2.9162 45: 0.4324 46: 0.3494 47: 1.1030 48: 0.8777 49: 1.3643 50: 1.3523 51: 0.3539 52: 0.4047 53: 0.7294 54: 0.3296 55: 2.6893 56: 3.7186 57: 0.7620 58: 0.9993 59: 0.9974 60: 1.0030 61: 0.9619 62: 1.0084 63: 0.9837 64: 0.6564 65: 0.9739 66: 0.9459 67: 1.1100 68: 0.9820 69: 0.9942 70: 0.9815 71: 0.9856 72: 1.0037 73: 0.9889 74: 1.0033 75: 1.1042 76: 0.9735 77: 1.0038 78: 1.0165 79: 1.0065 80: 0.9844 81: 0.9954 82: 0.9861 83: 0.9901 84: 1.0076 85: 0.9952 86: 0.9973 87: 0.8995 88: 1.0260 89: 1.0254 90: 1.0163 91: 0.9881 92: 0.9722 93: 0.9847 94: 0.9183 95: 1.0372 96: 0.9931 97: 0.9041 98: 0.7252 99: 1.3127 100: 1.0324 101: 1.0312 102: 0.9750 103: 1.1030 104: 1.0041 105: 0.9853 106: 1.1441 107: 1.1376 108: 0.9107 109: 0.6574 110: 1.3134 111: 1.6986 112: 1.6665 113: 1.4552 114: 0.4215 115: 0.7930  0: 4.3843  1: 1.6986 23.) SelfConsistentStep 23.) Difference between steps: 0.03317 24.) DeterminSpectralFunctions ; lambda = -147.7124399244358 -1.745822349120232 Found lorentz at 10 0.479244 lm= 0.479244 8.29115e-21 -0.829115 lp= 0.479244 8.29115e-21 -0.829115 r- 1.05931e-27 Found lorentz at 11 1.07896 lm= 1.07896 8.16363e-21 -0.816363 lp= 1.07896 8.16363e-21 -0.816363 r- 2.81792e-26 Found lorentz at 12 1.59335 lm= 1.59335 2.28187e-12 -2.83834e-09 lp= 1.59335 2.28187e-12 -0.804781 r- 9.45132e-11 Found lorentz at 13 1.95748 lm= 1.95748 2.77145e-13 -2.24837e-08 lp= 1.95748 2.77145e-13 -0.789383 r- 1.1703e-11 Found lorentz at 14 2.22021 lm= 2.22021 2.41693e-11 -2.45662e-10 lp= 2.22021 2.41693e-11 -0.77055 r- 1.04554e-09 Found lorentz at 15 2.41496 lm= 2.41496 0.00031028 -1.8305e-17 lp= 2.41496 0.000310281 -0.753639 r- 0.0137237 Found lorentz at 16 2.46992 lm= 2.46992 0.00040073 -1.42494e-17 lp= 2.46992 0.000400731 -0.755657 r- 0.017677 Found lorentz at 17 2.27329 lm= 2.27329 7.99508e-21 -0.799508 lp= 2.27329 7.99508e-21 -0.799508 r- 4.92707e-26 Found lorentz at 18 3.02559 lm= 3.02559 5.34746e-13 -1.18025e-08 lp= 3.02559 5.34746e-13 -0.794439 r- 2.24371e-11 Found lorentz at 19 2.95432 lm= 2.95432 4.03799e-19 -0.0158537 lp= 2.95432 4.03799e-19 -0.800108 r- 1.68227e-17 Found lorentz at 20 3.68145 lm= 3.68142 0.0022311 -2.77425e-18 lp= 3.68144 0.00223139 -0.786816 r- 0.0945362 Found lorentz at 21 3.43 lm= 3.43 1.09349e-20 -0.598236 lp= 3.43 1.09349e-20 -0.808803 r- 4.5066e-19 Found lorentz at 22 3.57515 lm= 3.57515 2.64709e-11 -2.44024e-10 lp= 3.57515 2.64709e-11 -0.803713 r- 1.09786e-09 Found lorentz at 23 3.65941 lm= 3.65941 2.72787e-06 -2.22212e-15 lp= 3.65941 2.72787e-06 -0.778566 r- 0.00011679 Found lorentz at 24 3.7408 lm= 3.7408 4.79608e-07 -1.28554e-14 lp= 3.7408 4.79608e-07 -0.78521 r- 2.03601e-05 Found lorentz at 25 3.88203 lm= 3.88069 0.0104934 -5.29066e-19 lp= 3.88135 0.0106432 -0.752706 r- 0.473265 Found lorentz at 26 4.18691 lm= 4.18684 0.00817243 -8.6438e-19 lp= 4.18688 0.00817284 -0.840511 r- 0.0484317 Found lorentz at 27 4.16615 lm= 4.16613 0.00284283 -2.25649e-18 lp= 4.16614 0.00284291 -0.800942 r- 0.017679 Found lorentz at 28 4.26774 lm= 4.26774 0.00123937 -4.92831e-18 lp= 4.26774 0.00123938 -0.781542 r- 0.0111843 Found lorentz at 29 4.19434 lm= 4.19432 0.00273661 -2.24173e-18 lp= 4.19433 0.00273668 -0.78326 r- 0.0174027 Found lorentz at 30 4.44095 lm= 4.44094 0.00187908 -3.16956e-18 lp= 4.44095 0.00187914 -0.771759 r- 0.0169947 Found lorentz at 31 4.54323 lm= 4.54322 0.00243296 -2.48217e-18 lp= 4.54322 0.00243301 -0.777124 r- 0.0216181 Found lorentz at 32 4.57588 lm= 4.57587 0.00529256 -1.15713e-18 lp= 4.57587 0.00529261 -0.782575 r- 0.0466988 Found lorentz at 33 4.58334 lm= 4.58331 0.00408241 -1.45194e-18 lp= 4.58333 0.0040826 -0.769923 r- 0.0366148 Found lorentz at 34 4.5967 lm= 4.59669 0.00286858 -2.09749e-18 lp= 4.5967 0.00286865 -0.775695 r- 0.0255358 Found lorentz at 35 4.58847 lm= 4.58844 0.00307046 -1.90114e-18 lp= 4.58846 0.00307064 -0.764059 r- 0.0277504 Found lorentz at 36 4.65333 lm= 4.65331 0.00282787 -2.0465e-18 lp= 4.65332 0.00282795 -0.760754 r- 0.0253845 Found lorentz at 38 4.88681 lm= 4.88679 0.00378889 -1.61352e-18 lp= 4.8868 0.00378898 -0.781897 r- 0.0327142 Found lorentz at 60 4.68134 lm= 4.68022 0.097449 -9.54161e-20 lp= 4.68078 0.0974602 -0.964351 r- 0.690151 Q = 8.000001199065288 n0=0.0009192838466466743 n1=0.0008404255564480673 n2=0.0004675658747897412 n3=0.000187080272935418 n4=0.0001026810882810967 n5=4.696411998593984e-05 n6=8.8555669065562e-06 n7=5.233676887876663e-05 n8=9.922378881506273e-06 n9=0.001097264396073043 n10=0.1037187685131787 n11=0.3062581668638184 n12=0.0001008720821002476 n13=9.108017016858504e-05 n14=8.535897520772396e-05 n15=8.349610166026395e-05 n16=8.951838938409571e-05 n17=0.09995365480874027 n18=1.852692900368683e-05 n19=0.025836167573946 n20=1.225105810602052e-05 n21=0.3739197075439168 n22=2.72995898789926e-05 n23=3.2075830140013e-05 n24=2.760219104486706e-05 n25=3.247439027529434e-05 n26=6.557046685093436e-06 n27=1.532958798013773e-05 n28=7.191590834750335e-06 n29=2.560521146780816e-05 n30=1.168084355580106e-05 n31=1.34980532521664e-05 n32=9.923426398548085e-06 n33=1.179547244277742e-05 n34=8.52132809440425e-06 n35=1.866844022028648e-05 n36=5.066112620267496e-06 n37=6.138394719609556e-06 n38=6.1711559525191e-06 n39=9.848811591772687e-06 n40=7.576081374110349e-06 n41=6.300974769119959e-06 n42=3.321007151986817e-06 n43=3.955880077234757e-06 n44=4.306335679213629e-06 n45=5.074081621600905e-06 n46=5.843859429542532e-06 n47=4.418983014135816e-06 n48=2.694298407434513e-06 n49=3.359502102880467e-06 n50=1.837873173080901e-06 n51=2.377821481788956e-06 n52=1.810101112158944e-06 n53=6.06307146830718e-07 n54=1.983937694345968e-07 n55=1.175984583147845e-06 n56=1.92893402569048e-06 n57=8.885281317346063e-06 n58=0.0001083594910713742 n59=0.02460896618634197 n60=0.01615463327207788 n61=0.007021092562904297 n62=0.01128617593377748 n63=0.007292274337975007 n64=1.633481704432478e-05 n65=2.029481658324678e-05 n66=1.069870928707437e-05 n67=9.508569035149622e-06 n68=0.0006933018221370383 n69=0.002424079113279388 n70=0.001600902113727635 n71=0.002281321669789606 n72=0.002573009248614758 n73=0.0001019107784082968 n74=0.001276830693599122 n75=5.650618233816993e-05 n76=5.505237669172707e-06 n77=0.0001957667427575388 n78=0.0002695850105435144 n79=0.001469957424248058 n80=1.09889842960984e-05 n81=0.0002171794137502101 n82=6.580221312811794e-06 n83=5.365561716895658e-05 n84=9.390910920006891e-06 n85=1.268565533802618e-06 n86=0.0004453420936505054 n87=5.941845599302156e-07 n88=6.787919282438311e-05 n89=0.0005928766483192923 n90=1.906799749137709e-05 n91=0.000100408753763938 n92=0.0006121448875795121 n93=3.201628815317251e-05 n94=2.690569058643908e-06 n95=0.0005895788738760415 n96=0.00208425601891755 n97=0.0002359967695554054 n98=0.0001425628403105486 n99=0.0001311578941379592 n100=9.054861814342029e-05 n101=7.462452067978676e-05 n102=4.54705262427481e-05 n103=1.607504163515808e-05 n104=7.326584754731099e-05 n105=0.0001114130316145674 n106=9.130274543327692e-06 n107=3.451711109700939e-05 n108=3.271232589566681e-05 n109=1.230692334594207e-05 n110=3.828670003366295e-06 n111=1.048519183289662e-05 n112=1.40965196591799e-05 n113=1.877187833973875e-06 n114=3.278932970121291e-06 n115=0.0003926497621157263 Q is here equal to 8.000001199065288 24.) nd: 6.083354190571818 Norm of Spectral functions:  0: 1.0004  1: 1.0001  2: 0.9996  3: 0.9993  4: 1.0032  5: 1.0060  6: 1.0049  7: 1.0048  8: 0.9987  9: 1.0000 10: 1.0003 11: 1.0001 12: 1.0004 13: 1.0009 14: 1.0004 15: 0.9963 16: 1.0019 17: 0.9998 18: 1.0001 19: 0.9993 20: 0.9959 21: 0.9991 22: 1.0011 23: 1.0007 24: 0.9997 25: 1.0166 26: 1.0220 27: 1.0138 28: 0.9991 29: 1.0362 30: 1.0054 31: 0.9971 32: 1.0016 33: 1.0053 34: 1.0081 35: 1.0076 36: 0.9867 37: 0.3477 38: 1.0072 39: 0.3172 40: 0.4953 41: 0.4073 42: 0.3653 43: 0.3699 44: 5.9279 45: 0.3862 46: 0.3400 47: 1.9541 48: 0.6841 49: 1.6013 50: 0.9265 51: 0.3359 52: 0.3960 53: 0.9156 54: 0.3413 55: 1.9200 56: 3.9678 57: 0.6886 58: 0.9992 59: 0.9979 60: 1.0032 61: 0.9411 62: 1.0183 63: 0.9897 64: 0.6553 65: 0.9572 66: 0.9710 67: 1.0869 68: 0.9820 69: 0.9884 70: 0.9851 71: 0.9874 72: 1.0116 73: 1.0009 74: 1.0037 75: 1.0327 76: 0.9866 77: 1.0177 78: 1.0349 79: 1.0091 80: 0.9938 81: 0.9927 82: 0.9593 83: 0.9865 84: 1.0127 85: 0.9949 86: 1.0022 87: 0.9530 88: 1.0304 89: 1.0143 90: 0.9984 91: 0.9960 92: 0.9869 93: 0.9788 94: 0.9886 95: 1.0242 96: 1.0181 97: 1.1001 98: 0.7085 99: 1.3594 100: 1.0308 101: 1.0311 102: 0.9693 103: 1.1080 104: 0.9947 105: 0.9887 106: 1.1106 107: 1.1298 108: 0.9344 109: 0.6696 110: 1.3430 111: 1.7055 112: 1.6891 113: 1.5595 114: 0.4406 115: 1.0571  0: 4.3860  1: 1.6973 24.) SelfConsistentStep 24.) Difference between steps: 0.0428 25.) DeterminSpectralFunctions ; lambda = -147.7131738585715 -1.746556283255956 Found lorentz at 10 0.479144 lm= 0.479144 8.28881e-21 -0.828881 lp= 0.479144 8.28881e-21 -0.828881 r- 6.35397e-28 Found lorentz at 11 1.07918 lm= 1.07918 8.16135e-21 -0.816135 lp= 1.07918 8.16135e-21 -0.816135 r- 1.69188e-26 Found lorentz at 12 1.5938 lm= 1.5938 1.38585e-12 -4.67005e-09 lp= 1.5938 1.38585e-12 -0.804488 r- 5.74217e-11 Found lorentz at 13 1.95844 lm= 1.95844 1.71894e-13 -3.62195e-08 lp= 1.95844 1.71894e-13 -0.789044 r- 7.26169e-12 Found lorentz at 14 2.21941 lm= 2.21941 1.44395e-11 -4.1042e-10 lp= 2.21941 1.44395e-11 -0.769821 r- 6.2523e-10 Found lorentz at 15 2.4131 lm= 2.4131 0.000312116 -1.81486e-17 lp= 2.4131 0.000312117 -0.752629 r- 0.0138234 Found lorentz at 16 2.48273 lm= 2.48273 0.000427167 -1.32613e-17 lp= 2.48273 0.000427169 -0.752649 r- 0.0189185 Found lorentz at 17 2.2747 lm= 2.2747 7.99537e-21 -0.799537 lp= 2.2747 7.99537e-21 -0.799537 r- 2.95972e-26 Found lorentz at 18 3.02671 lm= 3.02671 3.43895e-13 -1.83527e-08 lp= 3.02671 3.43895e-13 -0.794443 r- 1.44292e-11 Found lorentz at 19 2.9564 lm= 2.9564 3.58823e-19 -0.0178518 lp= 2.9564 3.58823e-19 -0.800353 r- 1.49444e-17 Found lorentz at 20 3.68221 lm= 3.68218 0.0023194 -2.66662e-18 lp= 3.6822 0.00231973 -0.786525 r- 0.0983155 Found lorentz at 21 3.43 lm= 3.43 1.10475e-20 -0.592055 lp= 3.43 1.10475e-20 -0.808746 r- 4.55333e-19 Found lorentz at 22 3.57655 lm= 3.57655 1.60283e-11 -4.03186e-10 lp= 3.57655 1.60283e-11 -0.80389 r- 6.64614e-10 Found lorentz at 23 3.65879 lm= 3.65879 1.59424e-06 -3.79107e-15 lp= 3.65879 1.59424e-06 -0.777425 r- 6.83558e-05 Found lorentz at 24 3.74182 lm= 3.74182 2.94707e-07 -2.09166e-14 lp= 3.74182 2.94707e-07 -0.785128 r- 1.25121e-05 Found lorentz at 25 3.88621 lm= 3.88457 0.0118438 -4.76707e-19 lp= 3.88538 0.0120419 -0.760396 r- 0.530424 Found lorentz at 26 4.18813 lm= 4.18807 0.00826618 -8.55221e-19 lp= 4.1881 0.00826658 -0.840827 r- 0.0489687 Found lorentz at 27 4.16574 lm= 4.16572 0.00288678 -2.22153e-18 lp= 4.16573 0.00288686 -0.800833 r- 0.0179548 Found lorentz at 28 4.26842 lm= 4.26842 0.00125203 -4.87974e-18 lp= 4.26842 0.00125204 -0.781642 r- 0.0112971 Found lorentz at 29 4.19819 lm= 4.19817 0.00279836 -2.19693e-18 lp= 4.19818 0.00279843 -0.784093 r- 0.0177764 Found lorentz at 30 4.44122 lm= 4.44121 0.00189034 -3.15091e-18 lp= 4.44122 0.0018904 -0.771786 r- 0.0170959 Found lorentz at 31 4.54317 lm= 4.54316 0.00243478 -2.48026e-18 lp= 4.54317 0.00243484 -0.777117 r- 0.0216346 Found lorentz at 32 4.57484 lm= 4.57482 0.00528872 -1.15779e-18 lp= 4.57483 0.00528877 -0.782516 r- 0.0466685 Found lorentz at 33 4.5845 lm= 4.58447 0.00410616 -1.44473e-18 lp= 4.58449 0.00410636 -0.77024 r- 0.0368127 Found lorentz at 34 4.59713 lm= 4.59711 0.00287822 -2.09152e-18 lp= 4.59712 0.00287829 -0.775892 r- 0.0256152 Found lorentz at 35 4.58955 lm= 4.58953 0.0030919 -1.88919e-18 lp= 4.58954 0.00309208 -0.764307 r- 0.0279351 Found lorentz at 36 4.65386 lm= 4.65384 0.00283432 -2.04252e-18 lp= 4.65385 0.00283441 -0.760881 r- 0.0254382 Found lorentz at 38 4.88752 lm= 4.8875 0.0037922 -1.6131e-18 lp= 4.88751 0.00379228 -0.782138 r- 0.0327327 Found lorentz at 60 4.66309 lm= 4.66228 0.0970576 -9.50292e-20 lp= 4.66269 0.0970634 -0.960422 r- 0.690142 Q = 8.000002255772943 n0=0.0009268976227093758 n1=0.0008415161182733893 n2=0.0004658506919484404 n3=0.0001879568008685082 n4=0.0001024313239895804 n5=4.657437460208245e-05 n6=8.848855733943589e-06 n7=5.246223559129296e-05 n8=9.832970977029694e-06 n9=0.001097455172526103 n10=0.1036894178421212 n11=0.3061727372057905 n12=0.0001008586040754828 n13=9.118591247987749e-05 n14=8.550899410908877e-05 n15=8.373435447673259e-05 n16=8.955090269149635e-05 n17=0.09995732839062199 n18=1.855377148968306e-05 n19=0.0290825841302246 n20=1.227602809260857e-05 n21=0.370056583621115 n22=2.728017510431117e-05 n23=3.196421413854857e-05 n24=2.752676803362507e-05 n25=3.249838176868391e-05 n26=6.569422552606536e-06 n27=1.53582532179697e-05 n28=7.207844480733285e-06 n29=2.554193601183908e-05 n30=1.171694258997168e-05 n31=1.350960468120113e-05 n32=9.927563541142574e-06 n33=1.184609238781947e-05 n34=8.532653947532749e-06 n35=1.867353304516491e-05 n36=5.084046977380164e-06 n37=6.154739872698046e-06 n38=6.204983559977693e-06 n39=9.85358981841083e-06 n40=7.580510512419683e-06 n41=6.321396905949306e-06 n42=3.334983704591399e-06 n43=3.955858516563597e-06 n44=4.322593540665943e-06 n45=5.065788218173727e-06 n46=5.842205263485893e-06 n47=4.413658580387915e-06 n48=2.698671897393647e-06 n49=3.362743968931488e-06 n50=1.846926106791616e-06 n51=2.3902768208587e-06 n52=1.812706628733678e-06 n53=6.072117109830623e-07 n54=1.976348832508361e-07 n55=1.183431949941873e-06 n56=1.934983995765314e-06 n57=8.91014006345922e-06 n58=0.0001082605907337174 n59=0.02481051783668734 n60=0.01625265308349024 n61=0.007077607285090397 n62=0.01137402083669828 n63=0.007366455418835007 n64=2.698385184888966e-05 n65=3.02237767945375e-05 n66=1.72736630779087e-05 n67=1.535300144945952e-05 n68=0.000701335586549531 n69=0.002433404483600585 n70=0.00161630068505371 n71=0.002292365659283847 n72=0.002593349585891119 n73=0.0001011222505650028 n74=0.001288882864413819 n75=9.658722488079664e-05 n76=8.867397539458167e-06 n77=0.0001957289513618036 n78=0.0002710086137637278 n79=0.001481443785017846 n80=1.825720037336656e-05 n81=0.0002185378837136771 n82=1.098530843167861e-05 n83=5.44893342819439e-05 n84=1.576756947564356e-05 n85=1.758203564412864e-06 n86=0.0004473502482931705 n87=9.368065274989397e-07 n88=6.899091695793726e-05 n89=0.0005976096623059616 n90=2.014358326198084e-05 n91=0.000100964166226165 n92=0.0006133762089607268 n93=3.206389579482746e-05 n94=4.409478084678642e-06 n95=0.000590270592596553 n96=0.002087335747660978 n97=0.0002363177144482157 n98=0.0001428479401641012 n99=0.000131369252445758 n100=9.072219731741224e-05 n101=7.475604971461644e-05 n102=4.554914357058286e-05 n103=1.610139707153056e-05 n104=7.327174967529082e-05 n105=0.0001111708041704331 n106=9.125952809134902e-06 n107=3.452450559796213e-05 n108=3.270776281747638e-05 n109=1.230745451312965e-05 n110=3.8368414225066e-06 n111=1.048819968464693e-05 n112=1.411320012052097e-05 n113=1.879129440050073e-06 n114=3.281093006222802e-06 n115=0.0003912579793661084 Q is here equal to 8.000002255772943 25.) nd: 6.084066163215899 Norm of Spectral functions:  0: 1.0005  1: 1.0001  2: 0.9997  3: 0.9993  4: 1.0032  5: 1.0060  6: 1.0046  7: 1.0048  8: 0.9988  9: 1.0000 10: 1.0003 11: 1.0001 12: 1.0005 13: 1.0010 14: 1.0003 15: 0.9946 16: 0.9992 17: 0.9999 18: 1.0002 19: 0.9994 20: 0.9967 21: 0.9991 22: 1.0012 23: 1.0004 24: 0.9998 25: 1.0164 26: 1.0212 27: 1.0136 28: 0.9992 29: 1.0299 30: 1.0055 31: 0.9970 32: 1.0016 33: 1.0056 34: 1.0082 35: 1.0080 36: 0.9869 37: 0.3481 38: 1.0073 39: 0.3160 40: 0.4914 41: 0.4133 42: 0.3661 43: 0.3682 44: 6.0096 45: 0.3830 46: 0.3382 47: 2.3450 48: 0.6820 49: 1.6331 50: 0.9313 51: 0.3356 52: 0.3954 53: 0.9151 54: 0.3413 55: 1.9526 56: 3.9399 57: 0.6802 58: 0.9991 59: 0.9980 60: 1.0028 61: 0.9561 62: 1.0267 63: 1.0138 64: 1.2690 65: 0.9889 66: 1.1116 67: 0.8773 68: 1.0167 69: 0.9973 70: 1.0083 71: 0.9985 72: 1.0091 73: 1.0207 74: 0.9947 75: 0.8389 76: 1.0444 77: 1.0089 78: 0.9963 79: 1.0015 80: 1.0262 81: 0.9951 82: 0.9449 83: 0.9976 84: 0.9706 85: 0.9898 86: 0.9981 87: 1.1239 88: 1.0124 89: 0.9835 90: 0.9814 91: 1.0044 92: 1.0396 93: 0.9769 94: 1.1093 95: 0.9628 96: 1.0461 97: 1.1260 98: 0.7088 99: 1.3586 100: 1.0305 101: 1.0307 102: 0.9696 103: 1.1121 104: 0.9936 105: 0.9888 106: 1.1141 107: 1.1246 108: 0.9311 109: 0.6734 110: 1.3280 111: 1.6862 112: 1.6673 113: 1.5268 114: 0.4401 115: 1.0102  0: 4.3863  1: 1.6978 25.) SelfConsistentStep 25.) Difference between steps: 0.03844 26.) DeterminSpectralFunctions ; lambda = -147.7201503247269 -1.753532749411335 Found lorentz at 10 0.482358 lm= 0.482358 8.28259e-21 -0.828259 lp= 0.482358 8.28259e-21 -0.828259 r- 3.84898e-28 Found lorentz at 11 1.07983 lm= 1.07983 8.15056e-21 -0.815056 lp= 1.07983 8.15056e-21 -0.815056 r- 1.01715e-26 Found lorentz at 12 1.59248 lm= 1.59248 7.99798e-13 -8.06257e-09 lp= 1.59248 7.99798e-13 -0.803021 r- 3.31995e-11 Found lorentz at 13 1.9536 lm= 1.9536 8.56177e-14 -7.23318e-08 lp= 1.9536 8.56177e-14 -0.786949 r- 3.62657e-12 Found lorentz at 14 2.21372 lm= 2.21372 8.42964e-12 -6.98507e-10 lp= 2.21372 8.42964e-12 -0.767344 r- 3.66183e-10 Found lorentz at 15 2.41842 lm= 2.41842 0.000327912 -1.72197e-17 lp= 2.41842 0.000327912 -0.751437 r- 0.014546 Found lorentz at 16 2.43232 lm= 2.43232 0.000347773 -1.62363e-17 lp= 2.43232 0.000347774 -0.751437 r- 0.0154271 Found lorentz at 17 2.27501 lm= 2.27501 7.9838e-21 -0.79838 lp= 2.27501 7.9838e-21 -0.79838 r- 1.77629e-26 Found lorentz at 18 3.02688 lm= 3.02688 2.08094e-13 -3.02191e-08 lp= 3.02688 2.08094e-13 -0.792995 r- 8.74717e-12 Found lorentz at 19 2.96297 lm= 2.96297 4.3581e-19 -0.0146711 lp= 2.96297 4.3581e-19 -0.799612 r- 1.81676e-17 Found lorentz at 20 3.68128 lm= 3.68124 0.0024467 -2.51353e-18 lp= 3.68126 0.00244711 -0.784304 r- 0.104008 Found lorentz at 21 3.43 lm= 3.43 1.08489e-20 -0.600983 lp= 3.43 1.08489e-20 -0.807466 r- 4.47858e-19 Found lorentz at 22 3.57491 lm= 3.57491 9.49778e-12 -6.77707e-10 lp= 3.57491 9.49778e-12 -0.802291 r- 3.94611e-10 Found lorentz at 23 3.66599 lm= 3.66599 4.01811e-05 -1.49871e-16 lp= 3.66599 4.01812e-05 -0.776016 r- 0.00172596 Found lorentz at 24 3.73925 lm= 3.73925 1.65748e-07 -3.69552e-14 lp= 3.73925 1.65748e-07 -0.782639 r- 7.05936e-06 Found lorentz at 25 3.87027 lm= 3.86903 0.0110172 -4.88856e-19 lp= 3.86964 0.0111401 -0.739735 r- 0.503593 Found lorentz at 26 4.18485 lm= 4.18479 0.00830428 -8.46953e-19 lp= 4.18482 0.00830465 -0.838676 r- 0.0493203 Found lorentz at 27 4.16536 lm= 4.16534 0.00295227 -2.16566e-18 lp= 4.16535 0.00295235 -0.799616 r- 0.0183901 Found lorentz at 28 4.26451 lm= 4.2645 0.0012675 -4.79193e-18 lp= 4.2645 0.00126751 -0.779347 r- 0.0114703 Found lorentz at 29 4.18366 lm= 4.18365 0.00276975 -2.19443e-18 lp= 4.18365 0.00276982 -0.779631 r- 0.0176954 Found lorentz at 30 4.43915 lm= 4.43914 0.00191789 -3.08896e-18 lp= 4.43915 0.00191796 -0.769713 r- 0.0173919 Found lorentz at 31 4.54003 lm= 4.54002 0.00244282 -2.45883e-18 lp= 4.54003 0.00244288 -0.775029 r- 0.0217645 Found lorentz at 32 4.57828 lm= 4.57826 0.00531338 -1.15136e-18 lp= 4.57827 0.00531343 -0.782156 r- 0.0469077 Found lorentz at 33 4.57547 lm= 4.57544 0.00407925 -1.4412e-18 lp= 4.57545 0.00407946 -0.766775 r- 0.0367368 Found lorentz at 34 4.59431 lm= 4.5943 0.00289735 -2.06588e-18 lp= 4.59431 0.00289742 -0.773679 r- 0.0258592 Found lorentz at 35 4.58118 lm= 4.58115 0.00307346 -1.88422e-18 lp= 4.58117 0.00307364 -0.761023 r- 0.0278884 Found lorentz at 36 4.64964 lm= 4.64962 0.00283464 -2.02961e-18 lp= 4.64963 0.00283472 -0.758516 r- 0.0255204 Found lorentz at 38 4.88407 lm= 4.88405 0.00379628 -1.60201e-18 lp= 4.88406 0.00379636 -0.779864 r- 0.0328634 Found lorentz at 60 4.65896 lm= 4.65833 0.0971141 -9.48855e-20 lp= 4.65865 0.0971177 -0.959959 r- 0.690857 Q = 7.99999989390906 n0=0.0009310974661767685 n1=0.0008409939666872113 n2=0.0004637311094395061 n3=0.0001882100583283727 n4=0.0001020997538867562 n5=4.612154075708634e-05 n6=8.829831064300297e-06 n7=5.250477117926686e-05 n8=9.751460318330047e-06 n9=0.001096268501247212 n10=0.1036115670438315 n11=0.3057685265731164 n12=0.0001010877419607965 n13=9.151903047523676e-05 n14=8.583664383686611e-05 n15=8.39349149179072e-05 n16=9.058452942601907e-05 n17=0.09981275649939472 n18=1.859707941189925e-05 n19=0.02391370847032935 n20=1.230984445138388e-05 n21=0.3756373136273496 n22=2.731530986802754e-05 n23=3.193846611931931e-05 n24=2.754162476627334e-05 n25=3.260545087938647e-05 n26=6.589315531012579e-06 n27=1.538890414376065e-05 n28=7.229823219051062e-06 n29=2.558736859470266e-05 n30=1.175303840081041e-05 n31=1.354167435076978e-05 n32=9.941214003695344e-06 n33=1.189341937907538e-05 n34=8.557633019777385e-06 n35=1.871538185465651e-05 n36=5.101985527918243e-06 n37=6.173147777851109e-06 n38=6.228726547462638e-06 n39=9.877230303168845e-06 n40=7.601000533748994e-06 n41=6.342049659262198e-06 n42=3.34777529844653e-06 n43=3.962145327031226e-06 n44=4.339641968747281e-06 n45=5.073068242939073e-06 n46=5.853132975334546e-06 n47=4.420946404727138e-06 n48=2.7048599042986e-06 n49=3.371791278468857e-06 n50=1.853399105563828e-06 n51=2.399227469229317e-06 n52=1.817163334437296e-06 n53=6.087814946976469e-07 n54=1.976571288034618e-07 n55=1.188284744333425e-06 n56=1.940549549341473e-06 n57=8.93245992805075e-06 n58=0.0001083640160010509 n59=0.02486246330748417 n60=0.016272282922614 n61=0.007089592181761836 n62=0.01139329556930594 n63=0.007388410215976481 n64=3.543621572547468e-05 n65=3.806915942118048e-05 n66=2.248360886452806e-05 n67=1.998301176239774e-05 n68=0.0007044471324310522 n69=0.002429478639902332 n70=0.001621798671456467 n71=0.002291236785495176 n72=0.002597257213227614 n73=9.998468145884353e-05 n74=0.001292635026766798 n75=0.0001283561564129175 n76=1.1537456992736e-05 n77=0.0001948200933321268 n78=0.0002708299506605723 n79=0.001484281433753376 n80=2.402475862821048e-05 n81=0.0002186792344913432 n82=1.447623586778957e-05 n83=5.492686651417415e-05 n84=2.082193559654702e-05 n85=2.145879746268759e-06 n86=0.0004470696386215678 n87=1.208326633172466e-06 n88=6.959445252280125e-05 n89=0.0005989884798300975 n90=2.091936243763273e-05 n91=0.0001010017639340375 n92=0.0006117624533721016 n93=3.195909936790421e-05 n94=5.772217393611824e-06 n95=0.0005883590516463799 n96=0.00208256389720636 n97=0.0002371849542418 n98=0.0001433897612418197 n99=0.0001318368307771427 n100=9.106943286745488e-05 n101=7.502803133657234e-05 n102=4.571093367073579e-05 n103=1.615683877324483e-05 n104=7.342943451108566e-05 n105=0.0001112933870138661 n106=9.147421703975688e-06 n107=3.459597370065272e-05 n108=3.279018328623438e-05 n109=1.233519737064579e-05 n110=3.84837015588474e-06 n111=1.051592419903263e-05 n112=1.415156403104023e-05 n113=1.884661943291353e-06 n114=3.288615771024154e-06 n115=0.0003917412725665622 Q is here equal to 7.99999989390906 26.) nd: 6.084282142207847 Norm of Spectral functions:  0: 1.0005  1: 1.0001  2: 0.9997  3: 0.9994  4: 1.0032  5: 1.0059  6: 1.0042  7: 1.0047  8: 0.9989  9: 1.0001 10: 1.0005 11: 1.0001 12: 1.0004 13: 1.0006 14: 0.9997 15: 0.9980 16: 1.0020 17: 0.9999 18: 1.0003 19: 0.9999 20: 0.9954 21: 0.9991 22: 1.0011 23: 1.0043 24: 0.9994 25: 1.0010 26: 1.0202 27: 1.0135 28: 0.9986 29: 1.0223 30: 1.0050 31: 0.9964 32: 1.0023 33: 1.0034 34: 1.0076 35: 1.0055 36: 0.9845 37: 0.3464 38: 1.0066 39: 0.3302 40: 0.6006 41: 0.3815 42: 0.3531 43: 0.3928 44: 3.0447 45: 0.4306 46: 0.3480 47: 0.9819 48: 0.7969 49: 1.4286 50: 1.1704 51: 0.3482 52: 0.4037 53: 0.7681 54: 0.3320 55: 2.4631 56: 4.0544 57: 0.7513 58: 0.9992 59: 0.9989 60: 1.0023 61: 0.9762 62: 1.0252 63: 1.0168 64: 1.7136 65: 1.0183 66: 1.1511 67: 0.8257 68: 1.0251 69: 1.0080 70: 1.0153 71: 1.0008 72: 1.0023 73: 1.0128 74: 0.9920 75: 0.8148 76: 1.0216 77: 0.9934 78: 0.9725 79: 0.9979 80: 1.0199 81: 0.9952 82: 0.9727 83: 1.0044 84: 0.9476 85: 0.9898 86: 0.9922 87: 1.0911 88: 1.0012 89: 0.9771 90: 0.9862 91: 1.0015 92: 1.0476 93: 0.9889 94: 1.0668 95: 0.9586 96: 1.0336 97: 0.8640 98: 0.7227 99: 1.3181 100: 1.0317 101: 1.0305 102: 0.9749 103: 1.1105 104: 1.0006 105: 0.9865 106: 1.1422 107: 1.1291 108: 0.9110 109: 0.6645 110: 1.3002 111: 1.6735 112: 1.6431 113: 1.4347 114: 0.4246 115: 0.7876  0: 4.3857  1: 1.6986 26.) SelfConsistentStep 26.) Difference between steps: 0.03284 27.) DeterminSpectralFunctions ; lambda = -147.7232840028661 -1.756666427550527 Found lorentz at 10 0.482734 lm= 0.482734 8.2775e-21 -0.82775 lp= 0.482734 8.2775e-21 -0.82775 r- 2.31196e-28 Found lorentz at 11 1.07816 lm= 1.07816 8.14151e-21 -0.814151 lp= 1.07816 8.14151e-21 -0.814151 r- 6.07168e-27 Found lorentz at 12 1.5893 lm= 1.5893 4.35471e-13 -1.4762e-08 lp= 1.5893 4.35471e-13 -0.801775 r- 1.81044e-11 Found lorentz at 13 1.94712 lm= 1.94712 3.74289e-14 -1.64688e-07 lp= 1.94712 3.74289e-14 -0.785118 r- 1.5891e-12 Found lorentz at 14 2.20846 lm= 2.20846 4.93127e-12 -1.18816e-09 lp= 2.20846 4.93127e-12 -0.765449 r- 2.14744e-10 Found lorentz at 15 2.41992 lm= 2.41992 0.000334968 -1.68028e-17 lp= 2.41992 0.000334969 -0.750228 r- 0.014883 Found lorentz at 16 2.36032 lm= 2.36031 0.00025876 -2.15989e-17 lp= 2.36032 0.00025876 -0.747592 r- 0.0115375 Found lorentz at 17 2.27245 lm= 2.27245 7.97277e-21 -0.797277 lp= 2.27245 7.97277e-21 -0.797277 r- 1.0635e-26 Found lorentz at 18 3.0252 lm= 3.0252 1.12214e-13 -5.58552e-08 lp= 3.0252 1.12214e-13 -0.79169 r- 4.72466e-12 Found lorentz at 19 2.95964 lm= 2.95964 1.93882e-19 -0.0328261 lp= 2.95964 1.93882e-19 -0.797772 r- 8.10098e-18 Found lorentz at 20 3.6799 lm= 3.67986 0.00253904 -2.41058e-18 lp= 3.67988 0.00253952 -0.782445 r- 0.108193 Found lorentz at 21 3.43 lm= 3.43 1.1717e-20 -0.555209 lp= 3.43 1.1717e-20 -0.80656 r- 4.84238e-19 Found lorentz at 22 3.57269 lm= 3.57269 5.60829e-12 -1.14384e-09 lp= 3.57269 5.60829e-12 -0.800935 r- 2.33406e-10 Found lorentz at 23 3.67123 lm= 3.67123 9.65427e-05 -6.15054e-17 lp= 3.67123 9.65488e-05 -0.770612 r- 0.00417636 Found lorentz at 24 3.73635 lm= 3.73635 9.20579e-08 -6.61632e-14 lp= 3.73635 9.20579e-08 -0.780438 r- 3.93189e-06 Found lorentz at 25 3.84712 lm= 3.84638 0.00917445 -5.72122e-19 lp= 3.84675 0.00922721 -0.727471 r- 0.423495 Found lorentz at 26 4.18222 lm= 4.18216 0.00832102 -8.41558e-19 lp= 4.18219 0.00832136 -0.836841 r- 0.0495279 Found lorentz at 27 4.16656 lm= 4.16654 0.0030043 -2.12417e-18 lp= 4.16655 0.00300438 -0.798868 r- 0.0187317 Found lorentz at 28 4.26176 lm= 4.26176 0.00128071 -4.72117e-18 lp= 4.26176 0.00128072 -0.777593 r- 0.0116161 Found lorentz at 29 4.16459 lm= 4.16457 0.00269148 -2.22749e-18 lp= 4.16458 0.00269155 -0.774303 r- 0.0173136 Found lorentz at 30 4.4383 lm= 4.43828 0.0019436 -3.03592e-18 lp= 4.43829 0.00194366 -0.768172 r- 0.0176604 Found lorentz at 31 4.53904 lm= 4.53902 0.00245877 -2.43413e-18 lp= 4.53903 0.00245884 -0.773641 r- 0.0219459 Found lorentz at 32 4.58219 lm= 4.58217 0.00533948 -1.14523e-18 lp= 4.58218 0.00533954 -0.781985 r- 0.0471484 Found lorentz at 33 4.56844 lm= 4.5684 0.00405875 -1.43767e-18 lp= 4.56842 0.00405896 -0.76391 r- 0.0366893 Found lorentz at 34 4.59261 lm= 4.59259 0.00291764 -2.0423e-18 lp= 4.5926 0.00291772 -0.771942 r- 0.026099 Found lorentz at 35 4.57413 lm= 4.57411 0.00305283 -1.88228e-18 lp= 4.57412 0.00305302 -0.758076 r- 0.027809 Found lorentz at 36 4.64697 lm= 4.64696 0.00284001 -2.01624e-18 lp= 4.64696 0.00284009 -0.75673 r- 0.0256291 Found lorentz at 38 4.88209 lm= 4.88207 0.00380538 -1.59072e-18 lp= 4.88208 0.00380546 -0.778041 r- 0.0330194 Found lorentz at 60 4.67183 lm= 4.67105 0.0970459 -9.48328e-20 lp= 4.67144 0.0970513 -0.959368 r- 0.690813 Q = 8.000000356753333 n0=0.0009306711980084596 n1=0.0008397752314048578 n2=0.00046236659382478 n3=0.0001872783215723985 n4=0.0001019613994813298 n5=4.583131936664048e-05 n6=8.81381176455686e-06 n7=5.245836674883136e-05 n8=9.729929270474387e-06 n9=0.001095333277535957 n10=0.1035480483845708 n11=0.3054293744654386 n12=0.0001013805427037454 n13=9.191314570364925e-05 n14=8.612943958924961e-05 n15=8.413422593851528e-05 n16=9.192434287639967e-05 n17=0.09967485709849008 n18=1.864153360258691e-05 n19=0.05341577856697654 n20=1.233528184756656e-05 n21=0.3470281252935727 n22=2.735656803794946e-05 n23=3.195435101771477e-05 n24=2.757980522533776e-05 n25=3.272203629074598e-05 n26=6.604235329762631e-06 n27=1.54070918772443e-05 n28=7.244956409036007e-06 n29=2.565738585339142e-05 n30=1.177477079770253e-05 n31=1.356538720963985e-05 n32=9.952830553337589e-06 n33=1.192181734958224e-05 n34=8.577292598601614e-06 n35=1.875006167417788e-05 n36=5.11268665864023e-06 n37=6.184592468807515e-06 n38=6.240525028876172e-06 n39=9.896878800445681e-06 n40=7.617376090183306e-06 n41=6.354515858360631e-06 n42=3.35540338665637e-06 n43=3.967314788750475e-06 n44=4.350220998250713e-06 n45=5.081556938459215e-06 n46=5.863762687595957e-06 n47=4.428876074472614e-06 n48=2.708951577022976e-06 n49=3.378748070280461e-06 n50=1.856403284144046e-06 n51=2.403451514192871e-06 n52=1.820032474401097e-06 n53=6.098145259717608e-07 n54=1.978334702683175e-07 n55=1.190362836239454e-06 n56=1.943629550424848e-06 n57=8.943825078657747e-06 n58=0.0001084531463846573 n59=0.02474272675871044 n60=0.01621843499201871 n61=0.007057022931440374 n62=0.01134833987771967 n63=0.007352788154397548 n64=3.689425860499636e-05 n65=3.941371181986383e-05 n66=2.339876496656592e-05 n67=2.079376019891407e-05 n68=0.0007008004533392464 n69=0.002416101299433665 n70=0.001615700931326543 n71=0.002281158582247683 n72=0.002584894001295423 n73=9.917569712932211e-05 n74=0.001287109323352505 n75=0.0001339860022737617 n76=1.20049329462108e-05 n77=0.000193744575549524 n78=0.0002694532756911091 n79=0.001478090408256299 n80=2.504178778993903e-05 n81=0.0002177357439552149 n82=1.510028944538399e-05 n83=5.477630724023815e-05 n84=2.1727237390235e-05 n85=2.215379800744205e-06 n86=0.0004449982207858785 n87=1.256868005474021e-06 n88=6.941301609027856e-05 n89=0.0005968185809868994 n90=2.098072425061949e-05 n91=0.0001006073658610901 n92=0.0006086960723317311 n93=3.179619537888078e-05 n94=6.016289231754186e-06 n95=0.0005854360891623545 n96=0.002074260720292224 n97=0.0002379921800357582 n98=0.0001438531404203056 n99=0.000132243336386167 n100=9.136529144517298e-05 n101=7.525871128785491e-05 n102=4.584686793702669e-05 n103=1.620351477473442e-05 n104=7.357474283075724e-05 n105=0.0001114768676062667 n106=9.168606352931433e-06 n107=3.465897522978872e-05 n108=3.286706738844386e-05 n109=1.236028217519697e-05 n110=3.856603892603113e-06 n111=1.054044466272143e-05 n112=1.41817274517702e-05 n113=1.889157768308033e-06 n114=3.294787898481412e-06 n115=0.0003925678446801766 Q is here equal to 8.000000356753333 27.) nd: 6.083941090432193 Norm of Spectral functions:  0: 1.0005  1: 1.0001  2: 0.9996  3: 0.9993  4: 1.0032  5: 1.0060  6: 1.0044  7: 1.0048  8: 0.9989  9: 1.0001 10: 1.0005 11: 1.0000 12: 1.0002 13: 1.0001 14: 0.9991 15: 0.9985 16: 0.9990 17: 0.9998 18: 1.0001 19: 0.9997 20: 0.9934 21: 0.9991 22: 1.0009 23: 0.9481 24: 0.9988 25: 1.0029 26: 1.0189 27: 1.0138 28: 0.9981 29: 1.0135 30: 1.0049 31: 0.9962 32: 1.0031 33: 1.0018 34: 1.0072 35: 1.0036 36: 0.9826 37: 0.3498 38: 1.0062 39: 0.3426 40: 0.6793 41: 0.3718 42: 0.3504 43: 0.4172 44: 2.2758 45: 0.4706 46: 0.3619 47: 0.6571 48: 0.8258 49: 1.3338 50: 1.2127 51: 0.3542 52: 0.4111 53: 0.7448 54: 0.3342 55: 2.4538 56: 3.5975 57: 0.8145 58: 0.9994 59: 0.9976 60: 1.0028 61: 0.9460 62: 1.0258 63: 1.0087 64: 1.0770 65: 0.9735 66: 1.0781 67: 0.9182 68: 1.0100 69: 0.9939 70: 1.0025 71: 0.9941 72: 1.0110 73: 1.0206 74: 0.9975 75: 0.8638 76: 1.0432 77: 1.0154 78: 1.0034 79: 1.0039 80: 1.0254 81: 0.9936 82: 0.9373 83: 0.9944 84: 0.9809 85: 0.9897 86: 1.0021 87: 1.1146 88: 1.0152 89: 0.9903 90: 0.9820 91: 1.0062 92: 1.0304 93: 0.9770 94: 1.1126 95: 0.9697 96: 1.0440 97: 0.7027 98: 0.7302 99: 1.2966 100: 1.0331 101: 1.0311 102: 0.9774 103: 1.1067 104: 1.0070 105: 0.9839 106: 1.1544 107: 1.1414 108: 0.9045 109: 0.6530 110: 1.3099 111: 1.6973 112: 1.6640 113: 1.4288 114: 0.4173 115: 0.7316  0: 4.3881  1: 1.6959 27.) SelfConsistentStep 27.) Difference between steps: 0.02579 28.) DeterminSpectralFunctions ; lambda = -147.7248270054307 -1.758209430115159 Found lorentz at 10 0.484347 lm= 0.484347 8.27795e-21 -0.827795 lp= 0.484347 8.27795e-21 -0.827795 r- 1.39379e-28 Found lorentz at 11 1.07967 lm= 1.07967 8.14187e-21 -0.814187 lp= 1.07967 8.14187e-21 -0.814187 r- 3.65999e-27 Found lorentz at 12 1.59062 lm= 1.59062 2.72113e-13 -2.36252e-08 lp= 1.59062 2.72113e-13 -0.801793 r- 1.13127e-11 Found lorentz at 13 1.94857 lm= 1.94857 2.43187e-14 -2.53496e-07 lp= 1.94857 2.43187e-14 -0.785155 r- 1.03244e-12 Found lorentz at 14 2.20842 lm= 2.20842 2.95765e-12 -1.98009e-09 lp= 2.20842 2.95765e-12 -0.765271 r- 1.28828e-10 Found lorentz at 15 2.42187 lm= 2.42187 0.000339409 -1.65884e-17 lp= 2.42187 0.00033941 -0.750351 r- 0.0150778 Found lorentz at 16 2.37729 lm= 2.37729 0.000276867 -2.03065e-17 lp= 2.37729 0.000276868 -0.749814 r- 0.0123083 Found lorentz at 17 2.27448 lm= 2.27448 7.97448e-21 -0.797448 lp= 2.27448 7.97448e-21 -0.797448 r- 6.39183e-27 Found lorentz at 18 3.02645 lm= 3.02645 7.28727e-14 -8.60325e-08 lp= 3.02645 7.28727e-14 -0.791797 r- 3.06782e-12 Found lorentz at 19 2.96654 lm= 2.96654 1.9977e-19 -0.0319356 lp= 2.96654 1.9977e-19 -0.798735 r- 8.33694e-18 Found lorentz at 20 3.68018 lm= 3.68014 0.00254953 -2.40047e-18 lp= 3.68016 0.00255001 -0.782414 r- 0.108645 Found lorentz at 21 3.43 lm= 3.43 1.166e-20 -0.557827 lp= 3.43 1.166e-20 -0.806489 r- 4.81923e-19 Found lorentz at 22 3.5733 lm= 3.5733 3.37847e-12 -1.89907e-09 lp= 3.5733 3.37847e-12 -0.800997 r- 1.40594e-10 Found lorentz at 23 3.67247 lm= 3.67247 9.01792e-05 -6.58337e-17 lp= 3.67247 9.01862e-05 -0.770551 r- 0.00390146 Found lorentz at 24 3.73699 lm= 3.73699 5.61922e-08 -1.0843e-13 lp= 3.73699 5.61922e-08 -0.780573 r- 2.39961e-06 Found lorentz at 25 3.85274 lm= 3.85151 0.0098206 -5.46747e-19 lp= 3.85212 0.00995611 -0.739994 r- 0.450257 Found lorentz at 26 4.18196 lm= 4.1819 0.00833887 -8.398e-19 lp= 4.18193 0.00833921 -0.836863 r- 0.0496329 Found lorentz at 27 4.16553 lm= 4.16551 0.00300826 -2.12069e-18 lp= 4.16552 0.00300835 -0.798739 r- 0.0187595 Found lorentz at 28 4.26116 lm= 4.26116 0.00128146 -4.71725e-18 lp= 4.26116 0.00128147 -0.777497 r- 0.0116243 Found lorentz at 29 4.16847 lm= 4.16846 0.00272396 -2.2064e-18 lp= 4.16847 0.00272403 -0.775266 r- 0.0175008 Found lorentz at 30 4.43788 lm= 4.43787 0.00194009 -3.04134e-18 lp= 4.43787 0.00194016 -0.768163 r- 0.0176287 Found lorentz at 31 4.53772 lm= 4.5377 0.0024488 -2.4427e-18 lp= 4.53771 0.00244886 -0.773427 r- 0.021863 Found lorentz at 32 4.58156 lm= 4.58154 0.00533497 -1.14604e-18 lp= 4.58155 0.00533503 -0.781933 r- 0.0471118 Found lorentz at 33 4.56778 lm= 4.56775 0.00405095 -1.44027e-18 lp= 4.56776 0.00405116 -0.763866 r- 0.0366209 Found lorentz at 34 4.59203 lm= 4.59201 0.00291268 -2.04536e-18 lp= 4.59202 0.00291276 -0.771863 r- 0.0260572 Found lorentz at 35 4.57362 lm= 4.57359 0.00304448 -1.88791e-18 lp= 4.57361 0.00304467 -0.758169 r- 0.0277295 Found lorentz at 36 4.64619 lm= 4.64617 0.00283238 -2.02102e-18 lp= 4.64618 0.00283246 -0.756606 r- 0.0255644 Found lorentz at 38 4.88127 lm= 4.88125 0.00379939 -1.59285e-18 lp= 4.88126 0.00379947 -0.77795 r- 0.0329713 Found lorentz at 60 4.68533 lm= 4.68438 0.0975751 -9.53157e-20 lp= 4.68485 0.0975832 -0.964445 r- 0.690948 Q = 7.999999609562332 n0=0.0009388496413362019 n1=0.0008376973462511065 n2=0.0004564646124885514 n3=0.0001854168381709176 n4=0.0001013856971636045 n5=4.426396780636737e-05 n6=8.763728616256602e-06 n7=5.25407664024055e-05 n8=9.574140827767959e-06 n9=0.001095749994933257 n10=0.1035535667237377 n11=0.3054425938599851 n12=0.0001013480241821864 n13=9.196091080827928e-05 n14=8.613287851714051e-05 n15=8.411266551644712e-05 n16=9.166645293702083e-05 n17=0.09969624109398012 n18=1.864549047559773e-05 n19=0.05196852609650018 n20=1.233287559127016e-05 n21=0.3486645376744579 n22=2.734958495398301e-05 n23=3.194227803271731e-05 n24=2.757176235644322e-05 n25=3.269519662742896e-05 n26=6.603907667112161e-06 n27=1.540498239650283e-05 n28=7.243793022797644e-06 n29=2.564449577022251e-05 n30=1.177242327986431e-05 n31=1.356355944385305e-05 n32=9.951966417780389e-06 n33=1.192072170868921e-05 n34=8.576315833292793e-06 n35=1.87474890292756e-05 n36=5.111969733021872e-06 n37=6.184075763947621e-06 n38=6.240295661037747e-06 n39=9.896088697389294e-06 n40=7.617021428555644e-06 n41=6.35479760677783e-06 n42=3.355447201155665e-06 n43=3.966484933570738e-06 n44=4.350810879181147e-06 n45=5.081771905627249e-06 n46=5.862663980385192e-06 n47=4.428138432877643e-06 n48=2.708779605598207e-06 n49=3.378598373176699e-06 n50=1.85625982416297e-06 n51=2.403582780972194e-06 n52=1.820028092040063e-06 n53=6.097820328096344e-07 n54=1.977957957451408e-07 n55=1.190489342171716e-06 n56=1.943585227291259e-06 n57=8.94344670979449e-06 n58=0.000108432574058275 n59=0.02458749084734628 n60=0.01618470703282395 n61=0.007020330662331661 n62=0.01132081340445392 n63=0.007328516476059589 n64=5.630013758425647e-05 n65=5.761852973134491e-05 n66=3.549181792863588e-05 n67=3.149035276100435e-05 n68=0.0006993560895733203 n69=0.0023834239022611 n70=0.001616061255294737 n71=0.002263472146713869 n72=0.002569536171476051 n73=9.568394229576751e-05 n74=0.001283492598350368 n75=0.0002076101600332798 n76=1.816518494989741e-05 n77=0.0001903241939248132 n78=0.0002674537374211443 n79=0.00147177374052977 n80=3.838327469023433e-05 n81=0.0002164105178392947 n82=2.320640100050314e-05 n83=5.538609937424629e-05 n84=3.346480659553983e-05 n85=3.117027905426554e-06 n86=0.0004412396476718682 n87=1.886881174301636e-06 n88=7.022851092070863e-05 n89=0.0005955818529656952 n90=2.266661081005232e-05 n91=0.0001001330830661497 n92=0.0006004485279411171 n93=3.140070301504644e-05 n94=9.182031464243994e-06 n95=0.0005777174950454073 n96=0.002054169187851709 n97=0.0002379696860012127 n98=0.0001438622285708197 n99=0.0001322435903763444 n100=9.137063002262966e-05 n101=7.525934467224766e-05 n102=4.584594216763433e-05 n103=1.620280273075507e-05 n104=7.355333834978221e-05 n105=0.000111430955508614 n106=9.16591646413305e-06 n107=3.464751353426519e-05 n108=3.285833276406955e-05 n109=1.235659171759937e-05 n110=3.855563059965373e-06 n111=1.053790767572386e-05 n112=1.41777008076431e-05 n113=1.888733737948366e-06 n114=3.293788233422608e-06 n115=0.0003924499451380174 Q is here equal to 7.999999609562332 28.) nd: 6.083718969332249 Norm of Spectral functions:  0: 1.0005  1: 1.0001  2: 0.9996  3: 0.9993  4: 1.0032  5: 1.0060  6: 1.0045  7: 1.0048  8: 0.9989  9: 1.0000 10: 1.0006 11: 1.0001 12: 1.0003 13: 1.0002 14: 0.9991 15: 0.9991 16: 1.0039 17: 0.9999 18: 1.0002 19: 1.0002 20: 0.9937 21: 0.9991 22: 1.0009 23: 0.9711 24: 0.9989 25: 1.0149 26: 1.0188 27: 1.0135 28: 0.9981 29: 1.0147 30: 1.0048 31: 0.9959 32: 1.0030 33: 1.0017 34: 1.0071 35: 1.0035 36: 0.9820 37: 0.3463 38: 1.0060 39: 0.3451 40: 0.7489 41: 0.3647 42: 0.3452 43: 0.4219 44: 1.7890 45: 0.4913 46: 0.3595 47: 0.6414 48: 0.9019 49: 1.2892 50: 1.3892 51: 0.3588 52: 0.4146 53: 0.6963 54: 0.3283 55: 2.7314 56: 3.2683 57: 0.8279 58: 0.9993 59: 0.9973 60: 1.0027 61: 0.9391 62: 1.0200 63: 0.9943 64: 0.7480 65: 0.9570 66: 1.0028 67: 1.0381 68: 0.9879 69: 0.9884 70: 0.9895 71: 0.9889 72: 1.0147 73: 1.0105 74: 1.0019 75: 0.9568 76: 1.0208 77: 1.0211 78: 1.0312 79: 1.0085 80: 1.0084 81: 0.9925 82: 0.9421 83: 0.9870 84: 1.0077 85: 0.9961 86: 1.0055 87: 1.0257 88: 1.0250 89: 1.0071 90: 0.9874 91: 1.0011 92: 1.0038 93: 0.9759 94: 1.0544 95: 1.0011 96: 1.0346 97: 0.7127 98: 0.7339 99: 1.2908 100: 1.0322 101: 1.0302 102: 0.9782 103: 1.1069 104: 1.0079 105: 0.9842 106: 1.1636 107: 1.1376 108: 0.8972 109: 0.6535 110: 1.2911 111: 1.6794 112: 1.6427 113: 1.3920 114: 0.4142 115: 0.6863  0: 4.3880  1: 1.6957 28.) SelfConsistentStep 28.) Difference between steps: 0.02524 29.) DeterminSpectralFunctions ; lambda = -147.7229956928681 -1.756378117552572 Found lorentz at 10 0.48464 lm= 0.48464 8.28203e-21 -0.828203 lp= 0.48464 8.28203e-21 -0.828203 r- 8.36994e-29 Found lorentz at 11 1.08131 lm= 1.08131 8.14844e-21 -0.814844 lp= 1.08131 8.14844e-21 -0.814844 r- 2.20706e-27 Found lorentz at 12 1.59317 lm= 1.59317 1.76065e-13 -3.65928e-08 lp= 1.59317 1.76065e-13 -0.802664 r- 7.31168e-12 Found lorentz at 13 1.9532 lm= 1.9532 1.81737e-14 -3.40287e-07 lp= 1.9532 1.81737e-14 -0.786403 r- 7.70332e-13 Found lorentz at 14 2.21178 lm= 2.21178 1.80367e-12 -3.25748e-09 lp= 2.21178 1.80367e-12 -0.766513 r- 7.84361e-11 Found lorentz at 15 2.41965 lm= 2.41965 0.000332753 -1.6949e-17 lp= 2.41965 0.000332754 -0.750989 r- 0.0147696 Found lorentz at 16 2.4186 lm= 2.4186 0.000327739 -1.71095e-17 lp= 2.4186 0.00032774 -0.748831 r- 0.014589 Found lorentz at 17 2.27663 lm= 2.27663 7.98256e-21 -0.798256 lp= 2.27663 7.98256e-21 -0.798256 r- 3.84196e-27 Found lorentz at 18 3.02793 lm= 3.02793 4.77215e-14 -1.31683e-07 lp= 3.02793 4.77215e-14 -0.792724 r- 2.00665e-12 Found lorentz at 19 2.969 lm= 2.969 1.37962e-19 -0.0463822 lp= 2.969 1.37962e-19 -0.799937 r- 5.74888e-18 Found lorentz at 20 3.68129 lm= 3.68125 0.00248505 -2.47067e-18 lp= 3.68127 0.00248548 -0.783663 r- 0.105726 Found lorentz at 21 3.43 lm= 3.43 1.25308e-20 -0.519838 lp= 3.43 1.25308e-20 -0.807092 r- 5.17528e-19 Found lorentz at 22 3.57499 lm= 3.57499 2.0517e-12 -3.13451e-09 lp= 3.57499 2.0517e-12 -0.801939 r- 8.52807e-11 Found lorentz at 23 3.66911 lm= 3.66911 3.92856e-05 -1.53121e-16 lp= 3.66911 3.92857e-05 -0.775594 r- 0.00168841 Found lorentz at 24 3.73889 lm= 3.73889 3.54523e-08 -1.72505e-13 lp= 3.73889 3.54523e-08 -0.782029 r- 1.51112e-06 Found lorentz at 25 3.86625 lm= 3.86498 0.0108346 -4.95744e-19 lp= 3.8656 0.0109636 -0.739123 r- 0.496131 Found lorentz at 26 4.18358 lm= 4.18352 0.00832715 -8.43384e-19 lp= 4.18355 0.0083275 -0.838058 r- 0.0494926 Found lorentz at 27 4.16433 lm= 4.16431 0.00296414 -2.15459e-18 lp= 4.16432 0.00296422 -0.799172 r- 0.0184743 Found lorentz at 28 4.26307 lm= 4.26307 0.00126728 -4.78471e-18 lp= 4.26307 0.00126729 -0.778693 r- 0.011478 Found lorentz at 29 4.17939 lm= 4.17938 0.00275811 -2.19692e-18 lp= 4.17938 0.00275818 -0.778431 r- 0.0176481 Found lorentz at 30 4.4384 lm= 4.43838 0.00191775 -3.08539e-18 lp= 4.43839 0.00191781 -0.769238 r- 0.0174013 Found lorentz at 31 4.53828 lm= 4.53827 0.0024365 -2.46093e-18 lp= 4.53828 0.00243656 -0.774355 r- 0.0217271 Found lorentz at 32 4.57838 lm= 4.57837 0.00531321 -1.15057e-18 lp= 4.57838 0.00531326 -0.781876 r- 0.0469229 Found lorentz at 33 4.57208 lm= 4.57205 0.00405729 -1.44488e-18 lp= 4.57206 0.00405749 -0.765683 r- 0.0365911 Found lorentz at 34 4.59311 lm= 4.59309 0.00289716 -2.06236e-18 lp= 4.5931 0.00289724 -0.772995 r- 0.0258804 Found lorentz at 35 4.57777 lm= 4.57774 0.003047 -1.89557e-18 lp= 4.57775 0.00304718 -0.760018 r- 0.0276848 Found lorentz at 36 4.64783 lm= 4.64781 0.00282566 -2.03202e-18 lp= 4.64782 0.00282575 -0.757763 r- 0.0254648 Found lorentz at 38 4.88243 lm= 4.88241 0.00379299 -1.60026e-18 lp= 4.88242 0.00379307 -0.779099 r- 0.0328673 Found lorentz at 60 4.69213 lm= 4.69099 0.0979179 -9.56068e-20 lp= 4.69156 0.0979294 -0.967636 r- 0.69112 Q = 7.999999938589456 n0=0.0009435686438026607 n1=0.0008368465935570636 n2=0.0004533959968199472 n3=0.0001843219841554628 n4=0.0001011113656066163 n5=4.337832899827361e-05 n6=8.737790686596812e-06 n7=5.260833030703697e-05 n8=9.494809386738141e-06 n9=0.0010965111325463 n10=0.1036046017283041 n11=0.3056891038318912 n12=0.0001012285882138229 n13=9.185645175032075e-05 n14=8.597013575890717e-05 n15=8.400333183970365e-05 n16=9.088359455208613e-05 n17=0.09979725536280074 n18=1.863630438927173e-05 n19=0.0754443249545504 n20=1.231200229595757e-05 n21=0.3249216975071526 n22=2.733832575148413e-05 n23=3.197940581360187e-05 n24=2.758061641348808e-05 n25=3.262028155381066e-05 n26=6.593271568778352e-06 n27=1.538909174519726e-05 n28=7.230519450812591e-06 n29=2.562918017100314e-05 n30=1.174926627147936e-05 n31=1.354807794678256e-05 n32=9.948071887502717e-06 n33=1.189016932697839e-05 n34=8.562749138222136e-06 n35=1.872923313976445e-05 n36=5.100526852417966e-06 n37=6.173502776565526e-06 n38=6.22424961208491e-06 n39=9.885752291350148e-06 n40=7.607690841844077e-06 n41=6.343227003769531e-06 n42=3.347627652834803e-06 n43=3.963838024138243e-06 n44=4.341381751227414e-06 n45=5.081596203807201e-06 n46=5.858394847584189e-06 n47=4.42598719712048e-06 n48=2.705718943583943e-06 n49=3.374316307994675e-06 n50=1.851933647190581e-06 n51=2.398020812799048e-06 n52=1.8179282748892e-06 n53=6.090100566000482e-07 n54=1.979561492847842e-07 n55=1.187361619577697e-06 n56=1.940546715266228e-06 n57=8.931327354156526e-06 n58=0.0001084315953065822 n59=0.02452549945260656 n60=0.01617079039437614 n61=0.006996263602306874 n62=0.01129983536330901 n63=0.007308435527890785 n64=6.676325154477489e-05 n65=6.74503540721295e-05 n66=4.202619066008252e-05 n67=3.726520188594462e-05 n68=0.0006979506306771953 n69=0.002363712438607738 n70=0.001615187936062713 n71=0.002252204469250712 n72=0.002558683307432169 n73=9.373227339540437e-05 n74=0.001280261449059222 n75=0.0002473810841889087 n76=2.149030029166466e-05 n77=0.0001883205945414673 n78=0.0002661679479046175 n79=0.001467042289471832 n80=4.558863648182157e-05 n81=0.0002155114135086916 n82=2.758653357202956e-05 n83=5.56667863490382e-05 n84=3.981246117292463e-05 n85=3.604561066496549e-06 n86=0.0004388762370295563 n87=2.227578467457691e-06 n88=7.060152563974355e-05 n89=0.0005944207520784902 n90=2.356325083668473e-05 n91=9.98102959989919e-05 n92=0.0005954623249863709 n93=3.116384206607906e-05 n94=1.089323543799743e-05 n95=0.0005731071755831666 n96=0.002041888534984918 n97=0.0002375251426337692 n98=0.0001435926483668403 n99=0.0001320099066581733 n100=9.119761477575517e-05 n101=7.512243185094457e-05 n102=4.576376630661922e-05 n103=1.617459034097587e-05 n104=7.347346055975031e-05 n105=0.0001114008095053278 n106=9.155531169828463e-06 n107=3.460934652230247e-05 n108=3.281734381087182e-05 n109=1.234221256775607e-05 n110=3.8483939913509e-06 n111=1.052353551522342e-05 n112=1.415528670021632e-05 n113=1.885683997659086e-06 n114=3.289616530762193e-06 n115=0.0003924269536123329 Q is here equal to 7.999999938589456 29.) nd: 6.083588902779763 Norm of Spectral functions:  0: 1.0004  1: 1.0001  2: 0.9996  3: 0.9993  4: 1.0032  5: 1.0061  6: 1.0047  7: 1.0049  8: 0.9989  9: 1.0000 10: 1.0006 11: 1.0002 12: 1.0005 13: 1.0006 14: 0.9995 15: 0.9984 16: 0.9982 17: 1.0001 18: 1.0004 19: 1.0004 20: 0.9953 21: 0.9991 22: 1.0011 23: 1.0137 24: 0.9993 25: 1.0004 26: 1.0196 27: 1.0132 28: 0.9984 29: 1.0193 30: 1.0049 31: 0.9961 32: 1.0024 33: 1.0026 34: 1.0073 35: 1.0046 36: 0.9833 37: 0.3432 38: 1.0062 39: 0.3374 40: 0.6865 41: 0.3684 42: 0.3459 43: 0.4059 44: 1.9931 45: 0.4636 46: 0.3514 47: 0.7801 48: 0.9019 49: 1.3324 50: 1.4092 51: 0.3562 52: 0.4099 53: 0.6980 54: 0.3264 55: 2.8082 56: 3.4456 57: 0.7942 58: 0.9992 59: 0.9971 60: 1.0028 61: 0.9470 62: 1.0137 63: 0.9868 64: 0.6650 65: 0.9609 66: 0.9663 67: 1.0982 68: 0.9810 69: 0.9890 70: 0.9831 71: 0.9863 72: 1.0114 73: 0.9982 74: 1.0035 75: 1.0363 76: 0.9925 77: 1.0144 78: 1.0360 79: 1.0094 80: 0.9935 81: 0.9935 82: 0.9610 83: 0.9859 84: 1.0124 85: 0.9991 86: 1.0026 87: 0.9460 88: 1.0262 89: 1.0183 90: 0.9990 91: 0.9936 92: 0.9850 93: 0.9801 94: 0.9763 95: 1.0270 96: 1.0149 97: 0.8016 98: 0.7304 99: 1.3031 100: 1.0310 101: 1.0295 102: 0.9767 103: 1.1093 104: 1.0045 105: 0.9860 106: 1.1569 107: 1.1312 108: 0.9006 109: 0.6590 110: 1.2878 111: 1.6695 112: 1.6344 113: 1.3977 114: 0.4183 115: 0.7142  0: 4.3901  1: 1.6935 29.) SelfConsistentStep 29.) Difference between steps: 0.02125 30.) DeterminSpectralFunctions ; lambda = -147.7182120237937 -1.751594448478158 Found lorentz at 10 0.48242 lm= 0.48242 8.28617e-21 -0.828617 lp= 0.48242 8.28617e-21 -0.828617 r- 4.9892e-29 Found lorentz at 11 1.08078 lm= 1.08078 8.15552e-21 -0.815552 lp= 1.08078 8.15552e-21 -0.815552 r- 1.32211e-27 Found lorentz at 12 1.5939 lm= 1.5939 1.07943e-13 -5.98264e-08 lp= 1.5939 1.07943e-13 -0.803608 r- 4.47745e-12 Found lorentz at 13 1.9561 lm= 1.9561 1.22618e-14 -5.06049e-07 lp= 1.9561 1.22618e-14 -0.787724 r- 5.18872e-13 Found lorentz at 14 2.21487 lm= 2.21487 1.09883e-12 -5.36784e-09 lp= 2.21487 1.09883e-12 -0.768008 r- 4.7692e-11 Found lorentz at 15 2.41527 lm= 2.41527 0.000321984 -1.75442e-17 lp= 2.41527 0.000321985 -0.751596 r- 0.0142801 Found lorentz at 16 2.45094 lm= 2.45094 0.00037769 -1.49234e-17 lp= 2.45094 0.000377691 -0.750762 r- 0.0167692 Found lorentz at 17 2.2764 lm= 2.2764 7.99054e-21 -0.799054 lp= 2.2764 7.99054e-21 -0.799054 r- 2.30473e-27 Found lorentz at 18 3.02785 lm= 3.02785 2.85354e-14 -2.20777e-07 lp= 3.02785 2.85354e-14 -0.793723 r- 1.19838e-12 Found lorentz at 19 2.96451 lm= 2.96451 6.32225e-20 -0.101343 lp= 2.96451 6.32225e-20 -0.800446 r- 2.6328e-18 Found lorentz at 20 3.68201 lm= 3.68197 0.00241395 -2.55298e-18 lp= 3.68199 0.00241434 -0.785124 r- 0.102508 Found lorentz at 21 3.43 lm= 3.43 1.73687e-20 -0.375886 lp= 3.43 1.73687e-20 -0.808 r- 7.16529e-19 Found lorentz at 22 3.57619 lm= 3.57619 1.24226e-12 -5.19152e-09 lp= 3.57619 1.24226e-12 -0.803072 r- 5.15631e-11 Found lorentz at 23 3.66401 lm= 3.66401 1.94717e-05 -3.09761e-16 lp= 3.66401 1.94717e-05 -0.776632 r- 0.000835731 Found lorentz at 24 3.7405 lm= 3.7405 2.21737e-08 -2.76997e-13 lp= 3.7405 2.21737e-08 -0.783713 r- 9.43106e-07 Found lorentz at 25 3.87649 lm= 3.87527 0.0113027 -4.7603e-19 lp= 3.87587 0.0114182 -0.738875 r- 0.516629 Found lorentz at 26 4.18576 lm= 4.1857 0.00830662 -8.48423e-19 lp= 4.18573 0.00830699 -0.839522 r- 0.0492846 Found lorentz at 27 4.16432 lm= 4.16431 0.00291907 -2.19238e-18 lp= 4.16432 0.00291915 -0.799998 r- 0.0181746 Found lorentz at 28 4.26583 lm= 4.26582 0.00125464 -4.85314e-18 lp= 4.26582 0.00125465 -0.78032 r- 0.0113398 Found lorentz at 29 4.18885 lm= 4.18884 0.00277495 -2.20041e-18 lp= 4.18885 0.00277502 -0.781426 r- 0.0176879 Found lorentz at 30 4.4397 lm= 4.43969 0.00189696 -3.13107e-18 lp= 4.43969 0.00189701 -0.770699 r- 0.01718 Found lorentz at 31 4.54055 lm= 4.54054 0.00243129 -2.4758e-18 lp= 4.54055 0.00243135 -0.775861 r- 0.0216385 Found lorentz at 32 4.57588 lm= 4.57586 0.00529286 -1.15578e-18 lp= 4.57587 0.00529291 -0.782143 r- 0.0467273 Found lorentz at 33 4.57793 lm= 4.5779 0.00407097 -1.44878e-18 lp= 4.57792 0.00407116 -0.768007 r- 0.0366033 Found lorentz at 34 4.59504 lm= 4.59502 0.00288285 -2.081e-18 lp= 4.59503 0.00288292 -0.77456 r- 0.0257005 Found lorentz at 35 4.5834 lm= 4.58338 0.00305618 -1.90116e-18 lp= 4.58339 0.00305636 -0.762284 r- 0.0276857 Found lorentz at 36 4.6509 lm= 4.65088 0.00282578 -2.04115e-18 lp= 4.65089 0.00282587 -0.759479 r- 0.0254084 Found lorentz at 38 4.88493 lm= 4.88491 0.00379149 -1.60761e-18 lp= 4.88492 0.00379157 -0.780731 r- 0.0327855 Found lorentz at 60 4.6894 lm= 4.6882 0.0977601 -9.54943e-20 lp= 4.6888 0.0977729 -0.966296 r- 0.690975 Q = 8.000000000520686 n0=0.0009546057747023735 n1=0.0008362769542478419 n2=0.0004478970550346288 n3=0.0001829916503512464 n4=0.0001006040530337907 n5=4.183987672841646e-05 n6=8.69470660137792e-06 n7=5.278786560920877e-05 n8=9.333707035171206e-06 n9=0.001097794987560407 n10=0.1036564533762866 n11=0.3059545075049773 n12=0.0001011936814553123 n13=9.188860924795512e-05 n14=8.584147969576819e-05 n15=8.394749366668652e-05 n16=9.027539588950426e-05 n17=0.09989694878720279 n18=1.864972730965985e-05 n19=0.1647555184519518 n20=1.229100216155775e-05 n21=0.234951513383671 n22=2.733629869968966e-05 n23=3.203641066008082e-05 n24=2.760086675074066e-05 n25=3.256154224410728e-05 n26=6.581492485355476e-06 n27=1.537397306014875e-05 n28=7.216364146299338e-06 n29=2.562408156373648e-05 n30=1.172430481020776e-05 n31=1.353053994601754e-05 n32=9.944522516872818e-06 n33=1.185634651280309e-05 n34=8.547034802603104e-06 n35=1.871043532161851e-05 n36=5.087522663865982e-06 n37=6.161449778235838e-06 n38=6.206281590326836e-06 n39=9.873525066879431e-06 n40=7.596128145913533e-06 n41=6.329682064491247e-06 n42=3.338478212441724e-06 n43=3.961276875322414e-06 n44=4.329834145732657e-06 n45=5.081086187318985e-06 n46=5.853983036513096e-06 n47=4.42396670725554e-06 n48=2.702155843839339e-06 n49=3.369206031199853e-06 n50=1.846941400006801e-06 n51=2.3914404262805e-06 n52=1.815335041948415e-06 n53=6.08054163945864e-07 n54=1.981334391677773e-07 n55=1.183657292564536e-06 n56=1.937010620246711e-06 n57=8.917434979433319e-06 n58=0.0001084343442510429 n59=0.02458753609486999 n60=0.01621522413484512 n61=0.006991153434975149 n62=0.01131349589123649 n63=0.007315194894444094 n64=8.778472213820523e-05 n65=8.715224358799322e-05 n66=5.510195098165302e-05 n67=4.883189698672802e-05 n68=0.0006999849942846168 n69=0.002338922545227675 n70=0.001621634818234327 n71=0.002240867600241532 n72=0.002552260316570336 n73=9.044660603431329e-05 n74=0.001281269387069711 n75=0.0003268660874293157 n76=2.81452232768916e-05 n77=0.0001852754814070178 n78=0.0002649211036406069 n79=0.001465619479567644 n80=6.000428560625845e-05 n81=0.0002148316541547083 n82=3.63322502768828e-05 n83=5.649608144544101e-05 n84=5.248514427727525e-05 n85=4.576600527054772e-06 n86=0.0004363207478349441 n87=2.9075790584154e-06 n88=7.169806981262922e-05 n89=0.0005949669603237985 n90=2.543712175277312e-05 n91=9.959283755037346e-05 n92=0.0005885724279214273 n93=3.082765148140088e-05 n94=1.430771972635756e-05 n95=0.0005664475504760716 n96=0.00202449156300898 n97=0.0002371568441872644 n98=0.0001433513941457246 n99=0.0001318000475287015 n100=9.103705392891661e-05 n101=7.499467221163631e-05 n102=4.568705796537765e-05 n103=1.614834362714546e-05 n104=7.340855421142928e-05 n105=0.000111406104476579 n106=9.144753135333465e-06 n107=3.45777567502803e-05 n108=3.27734886379844e-05 n109=1.232865859202563e-05 n110=3.84121858361713e-06 n111=1.05081985137538e-05 n112=1.413263603362231e-05 n113=1.882319029161728e-06 n114=3.285911585354307e-06 n115=0.0003924031686670154 Q is here equal to 8.000000000520686 30.) nd: 6.083824894884999 Norm of Spectral functions:  0: 1.0004  1: 1.0000  2: 0.9996  3: 0.9993  4: 1.0032  5: 1.0061  6: 1.0049  7: 1.0050  8: 0.9989  9: 1.0000 10: 1.0005 11: 1.0002 12: 1.0005 13: 1.0009 14: 0.9998 15: 0.9966 16: 0.9988 17: 1.0000 18: 1.0003 19: 1.0000 20: 0.9963 21: 0.9991 22: 1.0012 23: 1.0022 24: 0.9996 25: 1.0025 26: 1.0204 27: 1.0132 28: 0.9988 29: 1.0273 30: 1.0052 31: 0.9965 32: 1.0019 33: 1.0040 34: 1.0077 35: 1.0061 36: 0.9854 37: 0.3440 38: 1.0067 39: 0.3260 40: 0.5721 41: 0.3849 42: 0.3536 43: 0.3846 44: 3.2522 45: 0.4181 46: 0.3437 47: 1.1488 48: 0.7915 49: 1.4676 50: 1.1671 51: 0.3456 52: 0.4008 53: 0.7738 54: 0.3309 55: 2.5066 56: 4.1066 57: 0.7350 58: 0.9991 59: 0.9974 60: 1.0030 61: 0.9465 62: 1.0136 63: 0.9865 64: 0.6488 65: 0.9612 66: 0.9641 67: 1.1012 68: 0.9807 69: 0.9893 70: 0.9828 71: 0.9859 72: 1.0103 73: 0.9969 74: 1.0039 75: 1.0522 76: 0.9857 77: 1.0133 78: 1.0341 79: 1.0092 80: 0.9917 81: 0.9935 82: 0.9641 83: 0.9862 84: 1.0130 85: 0.9956 86: 1.0018 87: 0.9348 88: 1.0253 89: 1.0190 90: 1.0014 91: 0.9924 92: 0.9823 93: 0.9809 94: 0.9632 95: 1.0314 96: 1.0096 97: 0.9388 98: 0.7205 99: 1.3298 100: 1.0303 101: 1.0296 102: 0.9734 103: 1.1121 104: 0.9988 105: 0.9880 106: 1.1362 107: 1.1275 108: 0.9147 109: 0.6660 110: 1.3071 111: 1.6785 112: 1.6509 113: 1.4564 114: 0.4289 115: 0.8323  0: 4.3977  1: 1.6861 30.) SelfConsistentStep 30.) Difference between steps: 0.02395 31.) DeterminSpectralFunctions ; lambda = -147.7146684293265 -1.748050854010927 Found lorentz at 10 0.480179 lm= 0.480179 8.28769e-21 -0.828769 lp= 0.480179 8.28769e-21 -0.828769 r- 2.97367e-29 Found lorentz at 11 1.07972 lm= 1.07972 8.15888e-21 -0.815888 lp= 1.07972 8.15888e-21 -0.815888 r- 7.9067e-28 Found lorentz at 12 1.59371 lm= 1.59371 6.44558e-14 -1.00304e-07 lp= 1.59371 6.44558e-14 -0.804063 r- 2.67209e-12 Found lorentz at 13 1.95725 lm= 1.95725 7.68252e-15 -8.09013e-07 lp= 1.95725 7.68252e-15 -0.788369 r- 3.24828e-13 Found lorentz at 14 2.21626 lm= 2.21626 6.63829e-13 -8.90188e-09 lp= 2.21626 6.63829e-13 -0.768722 r- 2.8785e-11 Found lorentz at 15 2.41217 lm= 2.41217 0.00031601 -1.78817e-17 lp= 2.41217 0.000316011 -0.751719 r- 0.0140128 Found lorentz at 16 2.47157 lm= 2.47157 0.000412332 -1.36487e-17 lp= 2.47157 0.000412334 -0.750188 r- 0.0183214 Found lorentz at 17 2.27574 lm= 2.27574 7.99484e-21 -0.799484 lp= 2.27574 7.99484e-21 -0.799484 r- 1.38208e-27 Found lorentz at 18 3.02751 lm= 3.02751 1.68144e-14 -3.75211e-07 lp= 3.02751 1.68144e-14 -0.794289 r- 7.05638e-13 Found lorentz at 19 2.96048 lm= 2.96048 2.74093e-20 -0.233853 lp= 2.96048 2.74093e-20 -0.800609 r- 1.14119e-18 Found lorentz at 20 3.68243 lm= 3.6824 0.00239556 -2.57785e-18 lp= 3.68241 0.00239593 -0.785924 r- 0.101623 Found lorentz at 21 3.43001 lm= 3.43001 2.20841e-19 -0.0296054 lp= 3.43001 2.20841e-19 -0.808585 r- 9.10403e-18 Found lorentz at 22 3.57699 lm= 3.57699 7.49829e-13 -8.61639e-09 lp= 3.57699 7.49829e-13 -0.803792 r- 3.10955e-11 Found lorentz at 23 3.66052 lm= 3.66052 9.9913e-06 -6.04133e-16 lp= 3.66052 9.99131e-06 -0.776922 r- 0.00042867 Found lorentz at 24 3.74153 lm= 3.74153 1.36489e-08 -4.51105e-13 lp= 3.74153 1.36489e-08 -0.784671 r- 5.79814e-07 Found lorentz at 25 3.88297 lm= 3.88118 0.0121635 -4.7017e-19 lp= 3.88205 0.0123923 -0.766414 r- 0.541893 Found lorentz at 26 4.18752 lm= 4.18746 0.00832356 -8.48727e-19 lp= 4.18749 0.00832394 -0.840529 r- 0.049326 Found lorentz at 27 4.16474 lm= 4.16472 0.00291218 -2.20072e-18 lp= 4.16473 0.00291226 -0.800571 r- 0.0181187 Found lorentz at 28 4.26776 lm= 4.26775 0.00125263 -4.87378e-18 lp= 4.26775 0.00125264 -0.781351 r- 0.0113067 Found lorentz at 29 4.19524 lm= 4.19523 0.00280478 -2.18785e-18 lp= 4.19524 0.00280485 -0.783369 r- 0.0178337 Found lorentz at 30 4.44078 lm= 4.44077 0.00189264 -3.1457e-18 lp= 4.44077 0.0018927 -0.771617 r- 0.0171205 Found lorentz at 31 4.54236 lm= 4.54234 0.00243264 -2.48092e-18 lp= 4.54235 0.0024327 -0.776878 r- 0.0216222 Found lorentz at 32 4.57465 lm= 4.57463 0.00528435 -1.15853e-18 lp= 4.57464 0.0052844 -0.782442 r- 0.0466343 Found lorentz at 33 4.58205 lm= 4.58202 0.00409187 -1.44725e-18 lp= 4.58204 0.00409206 -0.769568 r- 0.0367165 Found lorentz at 34 4.59651 lm= 4.59649 0.00287998 -2.08878e-18 lp= 4.5965 0.00288004 -0.775619 r- 0.0256398 Found lorentz at 35 4.58738 lm= 4.58736 0.00307504 -1.89694e-18 lp= 4.58737 0.00307521 -0.763783 r- 0.0278018 Found lorentz at 36 4.65317 lm= 4.65316 0.00283059 -2.04386e-18 lp= 4.65316 0.00283067 -0.760629 r- 0.0254131 Found lorentz at 38 4.88692 lm= 4.88691 0.0037939 -1.61118e-18 lp= 4.88691 0.00379398 -0.781846 r- 0.0327596 Found lorentz at 60 4.67911 lm= 4.67802 0.0973616 -9.52249e-20 lp= 4.67857 0.0973723 -0.962949 r- 0.690531 Q = 7.999999999849787 n0=0.0009896780280358307 n1=0.0008335924681976062 n2=0.0004298678478624824 n3=0.000179455277582426 n4=9.880703559540391e-05 n5=3.699179015594361e-05 n6=8.551822384414819e-06 n7=5.330558839500013e-05 n8=8.786912373059631e-06 n9=0.001099883405143068 n10=0.1036757747362506 n11=0.3060803793226132 n12=0.0001013316260834193 n13=9.21920395766963e-05 n14=8.586042631930152e-05 n15=8.398249050093906e-05 n16=8.996572147080951e-05 n17=0.09995071921097393 n18=1.86980333681345e-05 n19=0.380084890183018 n20=1.22739900898474e-05 n21=0.01852611416717516 n22=2.736138536849306e-05 n23=3.214273124970446e-05 n24=2.766292976437678e-05 n25=3.253196247406483e-05 n26=6.571905104909301e-06 n27=1.536419977382287e-05 n28=7.204611336606264e-06 n29=2.565926380888852e-05 n30=1.169970961266529e-05 n31=1.351989081217601e-05 n32=9.94613409404993e-06 n33=1.181987624644669e-05 n34=8.534462747566067e-06 n35=1.870565587352323e-05 n36=5.073695440356894e-06 n37=6.15008206671794e-06 n38=6.184113965359931e-06 n39=9.866580940002853e-06 n40=7.588750607313979e-06 n41=6.315524398182017e-06 n42=3.328267145726482e-06 n43=3.961279695236949e-06 n44=4.317499517304877e-06 n45=5.08614979356544e-06 n46=5.853780493583282e-06 n47=4.426528051581805e-06 n48=2.699103732954097e-06 n49=3.365961582299631e-06 n50=1.840808635294968e-06 n51=2.383301421122542e-06 n52=1.813255534329414e-06 n53=6.07257048774482e-07 n54=1.985966975667898e-07 n55=1.178895570656253e-06 n56=1.933239653216e-06 n57=8.902878969550153e-06 n58=0.0001085218823715619 n59=0.02474354638928885 n60=0.01635284738583756 n61=0.006995376012073212 n62=0.01138698458230761 n63=0.007369912939942708 n64=0.0001571364894143026 n65=0.0001520764318310238 n66=9.817153016800546e-05 n67=8.694942017437942e-05 n68=0.0007100047897136074 n69=0.002267417601660809 n70=0.001648020342561703 n71=0.002211206076873844 n72=0.002542710952257752 n73=8.000896612535867e-05 n74=0.001290331161973668 n75=0.000588697954177431 n76=5.007856317466394e-05 n77=0.0001759767491918756 n78=0.0002618067430477169 n79=0.001467002556165523 n80=0.0001074975593189426 n81=0.0002134177544858931 n82=6.513261638197717e-05 n83=5.944578041515394e-05 n84=9.419458426540105e-05 n85=7.775944460853899e-06 n86=0.0004294890722079746 n87=5.145724031710818e-06 n88=7.560487979679582e-05 n89=0.0005989450672619614 n90=3.167177243851413e-05 n91=9.9186816973996e-05 n92=0.0005683356474288272 n93=2.983002413730912e-05 n94=2.554883592190748e-05 n95=0.0005466053912545008 n96=0.00197380419745849 n97=0.0002372237446165681 n98=0.000143352201369387 n99=0.0001318016498265593 n100=9.102246050266241e-05 n101=7.497910105878595e-05 n102=4.567623733083099e-05 n103=1.614467691529409e-05 n104=7.343787548241137e-05 n105=0.0001115911667751614 n106=9.143090808756657e-06 n107=3.458606223505475e-05 n108=3.275965604865275e-05 n109=1.232824601348049e-05 n110=3.83647927835716e-06 n111=1.050206025990924e-05 n112=1.412079000840761e-05 n113=1.88014970609073e-06 n114=3.285721663922707e-06 n115=0.0003930090491332331 Q is here equal to 7.999999999849787 31.) nd: 6.084710335968551 Norm of Spectral functions:  0: 1.0004  1: 1.0001  2: 0.9996  3: 0.9993  4: 1.0032  5: 1.0061  6: 1.0048  7: 1.0051  8: 0.9989  9: 1.0000 10: 1.0004 11: 1.0001 12: 1.0005 13: 1.0010 14: 1.0000 15: 0.9930 16: 0.9911 17: 1.0000 18: 1.0003 19: 0.9997 20: 0.9968 21: 0.9991 22: 1.0012 23: 1.0008 24: 0.9997 25: 1.0208 26: 1.0205 27: 1.0133 28: 0.9991 29: 1.0370 30: 1.0054 31: 0.9969 32: 1.0017 33: 1.0050 34: 1.0081 35: 1.0073 36: 0.9866 37: 0.3463 38: 1.0072 39: 0.3188 40: 0.5133 41: 0.4033 42: 0.3617 43: 0.3725 44: 4.9720 45: 0.3932 46: 0.3391 47: 1.7304 48: 0.7116 49: 1.5892 50: 0.9998 51: 0.3381 52: 0.3963 53: 0.8630 54: 0.3366 55: 2.1456 56: 4.1688 57: 0.6963 58: 0.9990 59: 0.9980 60: 1.0031 61: 0.9376 62: 1.0209 63: 0.9946 64: 0.7113 65: 0.9557 66: 1.0005 67: 1.0433 68: 0.9862 69: 0.9872 70: 0.9881 71: 0.9880 72: 1.0141 73: 1.0090 74: 1.0028 75: 0.9794 76: 1.0069 77: 1.0214 78: 1.0336 79: 1.0086 80: 1.0048 81: 0.9924 82: 0.9437 83: 0.9866 84: 1.0094 85: 0.9932 86: 1.0054 87: 1.0034 88: 1.0251 89: 1.0078 90: 0.9898 91: 0.9997 92: 0.9987 93: 0.9769 94: 1.0349 95: 1.0108 96: 1.0284 97: 1.0595 98: 0.7128 99: 1.3505 100: 1.0299 101: 1.0298 102: 0.9707 103: 1.1142 104: 0.9947 105: 0.9891 106: 1.1214 107: 1.1245 108: 0.9253 109: 0.6716 110: 1.3205 111: 1.6818 112: 1.6604 113: 1.5008 114: 0.4373 115: 0.9441  0: 4.4159  1: 1.6688 31.) SelfConsistentStep 31.) Difference between steps: 0.03119 32.) DeterminSpectralFunctions ; lambda = -147.7199541419641 -1.753336566648585 Found lorentz at 10 0.483919 lm= 0.483919 8.28586e-21 -0.828586 lp= 0.483919 8.28586e-21 -0.828586 r- 1.80408e-29 Found lorentz at 11 1.08322 lm= 1.08322 8.15656e-21 -0.815656 lp= 1.08322 8.15656e-21 -0.815656 r- 4.79508e-28 Found lorentz at 12 1.59709 lm= 1.59709 4.22783e-14 -1.5281e-07 lp= 1.59709 4.22783e-14 -0.803776 r- 1.75332e-12 Found lorentz at 13 1.96052 lm= 1.96052 5.14284e-15 -1.19893e-06 lp= 1.96052 5.14284e-15 -0.785234 r- 2.18314e-13 Found lorentz at 14 2.21846 lm= 2.21846 4.01732e-13 -1.46876e-08 lp= 2.21846 4.01732e-13 -0.768145 r- 1.7433e-11 Found lorentz at 15 2.41597 lm= 2.41597 0.000325041 -1.73658e-17 lp= 2.41597 0.000325042 -0.751305 r- 0.0144212 Found lorentz at 16 2.48092 lm= 2.48092 0.00043224 -1.30326e-17 lp= 2.48092 0.000432241 -0.750549 r- 0.0191967 Found lorentz at 17 2.27977 lm= 2.27977 7.99356e-21 -0.799356 lp= 2.27977 7.99356e-21 -0.799356 r- 8.32024e-28 Found lorentz at 18 3.03114 lm= 3.03114 1.2176e-14 -5.17898e-07 lp= 3.03114 1.2176e-14 -0.7941 r- 5.11104e-13 Found lorentz at 19 2.96673 lm= 2.96673 2.62591e-20 -0.244238 lp= 2.96673 2.62591e-20 -0.80084 r- 1.09298e-18 Found lorentz at 20 3.68543 lm= 3.6854 0.00248364 -2.48356e-18 lp= 3.68541 0.00248405 -0.785476 r- 0.105421 Found lorentz at 21 3.43281 lm= 3.43281 6.81547e-17 -9.58693e-05 lp= 3.43281 6.81547e-17 -0.808328 r- 2.81052e-15 Found lorentz at 22 3.58037 lm= 3.58037 4.57776e-13 -1.40211e-08 lp= 3.58037 4.57776e-13 -0.801156 r- 1.90465e-11 Found lorentz at 23 3.66408 lm= 3.66408 7.02695e-06 -8.57194e-16 lp= 3.66408 7.02695e-06 -0.77611 r- 0.000301802 Found lorentz at 24 3.7445 lm= 3.7445 8.75411e-09 -7.02635e-13 lp= 3.7445 8.75411e-09 -0.784279 r- 3.72066e-07 Found lorentz at 25 3.88805 lm= 3.886 0.01344 -4.30477e-19 lp= 3.887 0.0137127 -0.771679 r- 0.595797 Found lorentz at 26 4.1906 lm= 4.19054 0.00838215 -8.42422e-19 lp= 4.19057 0.00838252 -0.840342 r- 0.0496841 Found lorentz at 27 4.16725 lm= 4.16724 0.00295224 -2.16949e-18 lp= 4.16725 0.00295232 -0.80032 r- 0.0183737 Found lorentz at 28 4.27023 lm= 4.27022 0.00126647 -4.8165e-18 lp= 4.27022 0.00126648 -0.781025 r- 0.0114364 Found lorentz at 29 4.1996 lm= 4.19958 0.00285196 -2.15251e-18 lp= 4.19959 0.00285204 -0.783525 r- 0.0181301 Found lorentz at 30 4.44314 lm= 4.44312 0.00191506 -3.10591e-18 lp= 4.44313 0.00191511 -0.771249 r- 0.0173315 Found lorentz at 31 4.54432 lm= 4.54431 0.00244712 -2.46364e-18 lp= 4.54432 0.00244718 -0.776468 r- 0.0217623 Found lorentz at 32 4.57742 lm= 4.5774 0.00529548 -1.15576e-18 lp= 4.57741 0.00529553 -0.78233 r- 0.0467392 Found lorentz at 33 4.58417 lm= 4.58414 0.00411923 -1.43637e-18 lp= 4.58415 0.00411942 -0.769228 r- 0.0369784 Found lorentz at 34 4.59887 lm= 4.59886 0.00289994 -2.07284e-18 lp= 4.59887 0.00290001 -0.775327 r- 0.0258273 Found lorentz at 35 4.58971 lm= 4.58969 0.00310691 -1.87603e-18 lp= 4.5897 0.00310709 -0.763487 r- 0.0281009 Found lorentz at 36 4.65535 lm= 4.65533 0.00284816 -2.02936e-18 lp= 4.65534 0.00284824 -0.760275 r- 0.0255828 Found lorentz at 38 4.88929 lm= 4.88928 0.00380919 -1.60356e-18 lp= 4.88928 0.00380928 -0.781567 r- 0.0329034 Found lorentz at 60 4.67211 lm= 4.67119 0.0972379 -9.50446e-20 lp= 4.67165 0.0972455 -0.961404 r- 0.690734 Q = 8.00000000000105 n0=0.001076268864990018 n1=0.0008241050415528082 n2=0.0003824471402571514 n3=0.000169950800926407 n4=9.398701114335251e-05 n5=2.434434377089939e-05 n6=8.16705412584282e-06 n7=5.451500831351126e-05 n8=7.369711651331653e-06 n9=0.001102939475796808 n10=0.1036531289527704 n11=0.3059934360274894 n12=0.0001016214799722677 n13=9.265643469196306e-05 n14=8.598448584431909e-05 n15=8.39742006935202e-05 n16=8.988609887123082e-05 n17=0.09993475123679757 n18=1.872491367179515e-05 n19=0.3969611071260025 n20=1.223928063482968e-05 n21=8.261321527658549e-05 n22=2.742460968986138e-05 n23=3.2383945592367e-05 n24=2.782797618325531e-05 n25=3.250084371546382e-05 n26=6.555377356279278e-06 n27=1.533884858776406e-05 n28=7.182845884162945e-06 n29=2.578674222102452e-05 n30=1.164677384468722e-05 n31=1.350888206695846e-05 n32=9.951029025167346e-06 n33=1.174149146419455e-05 n34=8.516645213973784e-06 n35=1.871437915505987e-05 n36=5.044583996409717e-06 n37=6.127595566670669e-06 n38=6.130469397894933e-06 n39=9.863183929320158e-06 n40=7.584198123245316e-06 n41=6.285762221784098e-06 n42=3.306455229118398e-06 n43=3.964259796903325e-06 n44=4.293111404423562e-06 n45=5.105567472397295e-06 n46=5.859844018738373e-06 n47=4.439121234979298e-06 n48=2.693489736847036e-06 n49=3.363232924018206e-06 n50=1.826390084530283e-06 n51=2.364187033467552e-06 n52=1.810174092350879e-06 n53=6.060782374236639e-07 n54=2.000149158094841e-07 n55=1.167466747770012e-06 n56=1.924969622653634e-06 n57=8.870256238791734e-06 n58=0.0001088189603184894 n59=0.02487498055318525 n60=0.01659950775189279 n61=0.006962010846242283 n62=0.01151279743865601 n63=0.007467696270511042 n64=0.0003360049103441337 n65=0.0003193287832680821 n66=0.0002091295253252843 n67=0.0001851893833737586 n68=0.0007318454853777079 n69=0.002070141078568253 n70=0.00170799942243154 n71=0.002123924605248276 n72=0.002504816780834823 n73=5.255503951816753e-05 n74=0.001307142061096921 n75=0.001263634303081688 n76=0.000106648136501795 n77=0.0001511570328484951 n78=0.0002525624688441976 n79=0.001463503903873411 n80=0.0002299390536000773 n81=0.0002087669137352797 n82=0.0001393501568535532 n83=6.680295872655718e-05 n84=0.0002016638030402186 n85=1.601959165590262e-05 n86=0.0004099881188607892 n87=1.091316074722064e-05 n88=8.536757529919375e-05 n89=0.0006065836768851112 n90=4.765789775130134e-05 n91=9.773469417889955e-05 n92=0.0005135832994441706 n93=2.713651196508466e-05 n94=5.451988143650667e-05 n95=0.0004933041980373238 n96=0.001837456476434387 n97=0.0002378514869296949 n98=0.0001436211155711557 n99=0.0001320515931042459 n100=9.116890914533939e-05 n101=7.508525465117771e-05 n102=4.57352137740961e-05 n103=1.616494618242748e-05 n104=7.361477174334694e-05 n105=0.0001122159700420274 n106=9.158418338108271e-06 n107=3.465206995938627e-05 n108=3.279582395573859e-05 n109=1.234839643335477e-05 n110=3.830109512679074e-06 n111=1.050875394907352e-05 n112=1.411475305312351e-05 n113=1.878659517764235e-06 n114=3.289815355071193e-06 n115=0.0003956025215184444 Q is here equal to 8.00000000000105 32.) nd: 6.086396646462623 Norm of Spectral functions:  0: 1.0004  1: 1.0001  2: 0.9996  3: 0.9993  4: 1.0032  5: 1.0060  6: 1.0045  7: 1.0049  8: 0.9989  9: 1.0000 10: 1.0005 11: 1.0003 12: 1.0007 13: 0.9985 14: 1.0003 15: 0.9970 16: 0.9988 17: 1.0003 18: 1.0006 19: 1.0002 20: 1.0001 21: 0.9993 22: 0.9990 23: 1.0017 24: 1.0001 25: 1.0174 26: 1.0190 27: 1.0140 28: 0.9995 29: 1.0152 30: 1.0061 31: 0.9973 32: 1.0022 33: 1.0056 34: 1.0088 35: 1.0081 36: 0.9876 37: 0.3544 38: 1.0078 39: 0.3149 40: 0.4877 41: 0.4239 42: 0.3745 43: 0.3677 44: 5.8805 45: 0.3844 46: 0.3373 47: 2.3047 48: 0.6500 49: 1.6685 50: 0.9033 51: 0.3363 52: 0.3969 53: 0.9086 54: 0.3413 55: 1.9975 56: 3.8933 57: 0.6892 58: 0.9990 59: 0.9979 60: 1.0029 61: 0.9426 62: 1.0251 63: 1.0060 64: 0.9593 65: 0.9666 66: 1.0605 67: 0.9456 68: 1.0037 69: 0.9909 70: 0.9985 71: 0.9922 72: 1.0130 73: 1.0197 74: 0.9990 75: 0.8875 76: 1.0401 77: 1.0190 78: 1.0123 79: 1.0053 80: 1.0224 81: 0.9930 82: 0.9344 83: 0.9919 84: 0.9897 85: 0.9902 86: 1.0045 87: 1.0955 88: 1.0175 89: 0.9940 90: 0.9827 91: 1.0054 92: 1.0229 93: 0.9764 94: 1.1057 95: 0.9787 96: 1.0420 97: 0.9792 98: 0.7196 99: 1.3236 100: 1.0322 101: 1.0310 102: 0.9753 103: 1.1212 104: 0.9959 105: 0.9858 106: 1.1382 107: 1.1203 108: 0.9136 109: 0.6730 110: 1.2887 111: 1.6495 112: 1.6192 113: 1.4180 114: 0.4287 115: 0.7893  0: 4.4176  1: 1.6688 32.) SelfConsistentStep 32.) Difference between steps: 0.02571 33.) DeterminSpectralFunctions ; lambda = -147.730920124328 -1.764302549012427 Found lorentz at 10 0.491853 lm= 0.491853 8.26792e-21 -0.826792 lp= 0.491853 8.26792e-21 -0.826792 r- 1.05332e-29 Found lorentz at 11 1.08968 lm= 1.08968 8.1514e-21 -0.81514 lp= 1.08968 8.1514e-21 -0.81514 r- 2.93365e-28 Found lorentz at 12 1.60247 lm= 1.60247 2.92087e-14 -2.19558e-07 lp= 1.60247 2.92087e-14 -0.800812 r- 1.21579e-12 Found lorentz at 13 1.96415 lm= 1.96415 3.48102e-15 -1.7668e-06 lp= 1.96415 3.48102e-15 -0.784237 r- 1.47958e-13 Found lorentz at 14 2.22143 lm= 2.22143 2.43672e-13 -2.41407e-08 lp= 2.22143 2.43672e-13 -0.766969 r- 1.05903e-11 Found lorentz at 15 2.42526 lm= 2.42526 0.000343728 -1.6405e-17 lp= 2.42526 0.000343729 -0.750924 r- 0.015258 Found lorentz at 16 2.46679 lm= 2.46679 0.000410602 -1.37332e-17 lp= 2.46679 0.000410603 -0.750927 r- 0.0182265 Found lorentz at 17 2.28608 lm= 2.28608 7.98816e-21 -0.798816 lp= 2.28608 7.98816e-21 -0.798816 r- 5.01824e-28 Found lorentz at 18 3.03706 lm= 3.03706 9.33993e-15 -6.73946e-07 lp= 3.03706 9.33993e-15 -0.793386 r- 3.92408e-13 Found lorentz at 19 2.97788 lm= 2.97788 2.6258e-20 -0.244213 lp= 2.97788 2.6258e-20 -0.800784 r- 1.09301e-18 Found lorentz at 20 3.69041 lm= 3.69037 0.00261966 -2.34788e-18 lp= 3.69039 0.00262013 -0.784361 r- 0.111354 Found lorentz at 21 3.43859 lm= 3.43859 1.24783e-16 -5.22767e-05 lp= 3.43859 1.24783e-16 -0.807665 r- 5.14993e-15 Found lorentz at 22 3.58523 lm= 3.58523 2.808e-13 -2.28103e-08 lp= 3.58523 2.808e-13 -0.80032 r- 1.16953e-11 Found lorentz at 23 3.67378 lm= 3.67378 5.06849e-05 -1.17112e-16 lp= 3.67378 5.0688e-05 -0.770475 r- 0.00219297 Found lorentz at 24 3.74895 lm= 3.74895 5.75386e-09 -1.06574e-12 lp= 3.74895 5.75386e-09 -0.78308 r- 2.44924e-07 Found lorentz at 25 3.88736 lm= 3.88513 0.0140849 -4.15946e-19 lp= 3.88622 0.0143915 -0.777342 r- 0.621003 Found lorentz at 26 4.19475 lm= 4.19469 0.00843448 -8.34963e-19 lp= 4.19472 0.00843484 -0.83922 r- 0.050061 Found lorentz at 27 4.17265 lm= 4.17263 0.00301353 -2.122e-18 lp= 4.17264 0.00301362 -0.799686 r- 0.0187701 Found lorentz at 28 4.27351 lm= 4.2735 0.00128802 -4.7212e-18 lp= 4.27351 0.00128803 -0.779811 r- 0.0116491 Found lorentz at 29 4.19915 lm= 4.19914 0.00287345 -2.12582e-18 lp= 4.19914 0.00287352 -0.781578 r- 0.0183121 Found lorentz at 30 4.44751 lm= 4.4475 0.00196004 -3.02629e-18 lp= 4.4475 0.0019601 -0.770188 r- 0.0177631 Found lorentz at 31 4.54777 lm= 4.54776 0.00247646 -2.42726e-18 lp= 4.54776 0.00247652 -0.775321 r- 0.0220559 Found lorentz at 32 4.58483 lm= 4.58481 0.00532663 -1.14855e-18 lp= 4.58482 0.00532668 -0.782174 r- 0.0470235 Found lorentz at 33 4.58495 lm= 4.58492 0.00414481 -1.42101e-18 lp= 4.58494 0.00414502 -0.767477 r- 0.037293 Found lorentz at 34 4.6027 lm= 4.60269 0.00293642 -2.04088e-18 lp= 4.60269 0.0029365 -0.774151 r- 0.0261919 Found lorentz at 35 4.59072 lm= 4.59069 0.0031396 -1.84851e-18 lp= 4.5907 0.00313979 -0.761845 r- 0.0284578 Found lorentz at 36 4.65832 lm= 4.6583 0.00287603 -2.00305e-18 lp= 4.65831 0.00287612 -0.759017 r- 0.0258759 Found lorentz at 38 4.89274 lm= 4.89272 0.00383501 -1.5878e-18 lp= 4.89273 0.00383509 -0.780348 r- 0.0331782 Found lorentz at 60 4.68265 lm= 4.68178 0.0974814 -9.49814e-20 lp= 4.68222 0.0974881 -0.96228 r- 0.691825 Q = 8.000000000000155 n0=0.001130829303569743 n1=0.0008162408435230027 n2=0.0003502936514475044 n3=0.0001635364254858845 n4=9.060622794003445e-05 n5=1.586957147539633e-05 n6=7.898447640844168e-06 n7=5.523922796867603e-05 n8=6.420069953218718e-06 n9=0.001102922957869505 n10=0.1034296637869428 n11=0.3058001011948824 n12=0.0001023061864035188 n13=9.343807330987559e-05 n14=8.621883746055374e-05 n15=8.38334093450526e-05 n16=9.010544232034601e-05 n17=0.09986728627525039 n18=1.871633012906315e-05 n19=0.3969225417074684 n20=1.21520340098063e-05 n21=5.522679068332849e-05 n22=2.758253471763013e-05 n23=3.298375062755198e-05 n24=2.824610960568119e-05 n25=3.245073106318789e-05 n26=6.514734408794861e-06 n27=1.526747998190271e-05 n28=7.127582177384274e-06 n29=2.612731972336149e-05 n30=1.151062309022358e-05 n31=1.348175413257045e-05 n32=9.961833842713569e-06 n33=1.154423539891655e-05 n34=8.474779653521248e-06 n35=1.873876339770872e-05 n36=4.971115860776378e-06 n37=6.069778667927408e-06 n38=5.993409872972051e-06 n39=9.857838322964226e-06 n40=7.575488318592117e-06 n41=6.210314247206232e-06 n42=3.251415495382868e-06 n43=3.972329451503067e-06 n44=4.232034148491808e-06 n45=5.155918257496756e-06 n46=5.876812908925789e-06 n47=4.473272280663186e-06 n48=2.679356472672587e-06 n49=3.356747040816277e-06 n50=1.789467679262998e-06 n51=2.315050487683236e-06 n52=1.802555690703198e-06 n53=6.03151199760247e-07 n54=2.037263487850503e-07 n55=1.138039456201775e-06 n56=1.903607307737724e-06 n57=8.78509331561743e-06 n58=0.0001095724133735519 n59=0.02479606845863037 n60=0.016676530553251 n61=0.006893593495043872 n62=0.0115199937049567 n63=0.007475960123993452 n64=0.0004506744315050737 n65=0.0004265426830805728 n66=0.000280287232202564 n67=0.0002481838531976697 n68=0.0007408443171664035 n69=0.001926642988688626 n70=0.001737163822516614 n71=0.002052493604282197 n72=0.002462807470306048 n73=3.3938913171795e-05 n74=0.001309256730740228 n75=0.001697294199109127 n76=0.0001431151330302988 n77=0.0001336934165552042 n78=0.0002442110152927336 n79=0.001452271675579289 n80=0.0003087087931989783 n81=0.0002043243151291061 n82=0.00018705058201604 n83=7.119334849819174e-05 n84=0.0002707745930484983 n85=2.132332958450274e-05 n86=0.0003943454969821542 n87=1.462390135950763e-05 n88=9.123337479597605e-05 n89=0.000607936139632388 n90=5.781011789239631e-05 n91=9.611165421194205e-05 n92=0.0004741355941612913 n93=2.512788935056462e-05 n94=7.316583106978036e-05 n95=0.000454450590659967 n96=0.00173539801895131 n97=0.0002391317025118508 n98=0.0001440795544832951 n99=0.0001325111378622765 n100=9.141353513841757e-05 n101=7.525964696518435e-05 n102=4.582861441329095e-05 n103=1.619734408458385e-05 n104=7.400923762057629e-05 n105=0.000113761261707626 n106=9.198114487104424e-06 n107=3.479559747242566e-05 n108=3.288927724364096e-05 n109=1.239484868245289e-05 n110=3.811556421265791e-06 n111=1.052482347733853e-05 n112=1.409363535729112e-05 n113=1.874809355284404e-06 n114=3.297728328731123e-06 n115=0.0004023982184390574 Q is here equal to 8.000000000000155 33.) nd: 6.086964365954072 Norm of Spectral functions:  0: 1.0004  1: 1.0001  2: 0.9996  3: 0.9994  4: 1.0033  5: 1.0059  6: 1.0041  7: 1.0047  8: 0.9990  9: 1.0001 10: 0.9994 11: 1.0007 12: 0.9989 13: 0.9988 14: 1.0006 15: 1.0000 16: 1.0052 17: 1.0007 18: 1.0012 19: 1.0011 20: 1.0061 21: 0.9998 22: 0.9994 23: 0.9826 24: 1.0008 25: 1.0198 26: 1.0137 27: 1.0159 28: 1.0000 29: 1.0194 30: 1.0074 31: 0.9980 32: 1.0034 33: 1.0059 34: 1.0102 35: 1.0085 36: 0.9888 37: 0.3739 38: 1.0088 39: 0.3117 40: 0.4632 41: 0.4584 42: 0.4019 43: 0.3652 44: 6.0387 45: 0.3790 46: 0.3383 47: 2.3877 48: 0.5702 49: 1.7495 50: 0.7614 51: 0.3352 52: 0.4001 53: 0.9855 54: 0.3496 55: 1.7432 56: 3.2356 57: 0.6997 58: 0.9991 59: 0.9979 60: 1.0028 61: 0.9394 62: 1.0176 63: 0.9958 64: 0.7394 65: 0.9543 66: 0.9977 67: 1.0367 68: 0.9952 69: 0.9873 70: 0.9916 71: 0.9876 72: 1.0144 73: 1.0148 74: 1.0032 75: 0.9529 76: 1.0381 77: 1.0172 78: 1.0250 79: 1.0099 80: 1.0178 81: 0.9915 82: 0.9374 83: 0.9875 84: 1.0087 85: 0.9887 86: 1.0048 87: 1.0288 88: 1.0220 89: 1.0095 90: 0.9893 91: 1.0013 92: 1.0048 93: 0.9772 94: 1.0617 95: 0.9997 96: 1.0280 97: 0.7752 98: 0.7383 99: 1.2628 100: 1.0360 101: 1.0326 102: 0.9846 103: 1.1293 104: 1.0006 105: 0.9792 106: 1.1752 107: 1.1153 108: 0.8895 109: 0.6721 110: 1.2305 111: 1.5860 112: 1.5416 113: 1.2752 114: 0.4116 115: 0.5795  0: 4.4176  1: 1.6694 33.) SelfConsistentStep 33.) Difference between steps: 0.03054 34.) DeterminSpectralFunctions ; lambda = -147.7330744622453 -1.766456886929745 Found lorentz at 10 0.494289 lm= 0.494289 8.26914e-21 -0.826914 lp= 0.494289 8.26914e-21 -0.826914 r- 6.38723e-30 Found lorentz at 11 1.0924 lm= 1.0924 8.13476e-21 -0.813476 lp= 1.0924 8.13476e-21 -0.813476 r- 1.7552e-28 Found lorentz at 12 1.60511 lm= 1.60511 1.88597e-14 -3.40174e-07 lp= 1.60511 1.88597e-14 -0.800973 r- 7.84866e-13 Found lorentz at 13 1.96729 lm= 1.96729 2.29615e-15 -2.68015e-06 lp= 1.96729 2.29615e-15 -0.784475 r- 9.75661e-14 Found lorentz at 14 2.22426 lm= 2.22426 1.47969e-13 -3.97769e-08 lp= 2.22426 1.47969e-13 -0.767186 r- 6.42907e-12 Found lorentz at 15 2.42579 lm= 2.42579 0.000343762 -1.64004e-17 lp= 2.42579 0.000343763 -0.750856 r- 0.0152609 Found lorentz at 16 2.47773 lm= 2.47773 0.000426783 -1.31149e-17 lp= 2.47773 0.000426785 -0.748147 r- 0.0190152 Found lorentz at 17 2.28862 lm= 2.28862 7.99003e-21 -0.799003 lp= 2.28862 7.99003e-21 -0.799003 r- 3.01725e-28 Found lorentz at 18 3.03952 lm= 3.03952 6.11604e-15 -1.02967e-06 lp= 3.03952 6.11604e-15 -0.793568 r- 2.569e-13 Found lorentz at 19 2.9818 lm= 2.9818 2.60924e-20 -0.244633 lp= 2.9818 2.60924e-20 -0.798941 r- 1.08862e-18 Found lorentz at 20 3.69304 lm= 3.693 0.00264995 -2.32265e-18 lp= 3.69302 0.00265041 -0.78463 r- 0.112603 Found lorentz at 21 3.44136 lm= 3.44136 9.90204e-17 -6.59133e-05 lp= 3.44136 9.90204e-17 -0.807884 r- 4.08559e-15 Found lorentz at 22 3.58793 lm= 3.58793 1.70671e-13 -3.75501e-08 lp= 3.58793 1.70671e-13 -0.800544 r- 7.10645e-12 Found lorentz at 23 3.67551 lm= 3.67551 5.72886e-05 -1.03623e-16 lp= 3.67551 5.72921e-05 -0.770516 r- 0.00247856 Found lorentz at 24 3.75204 lm= 3.75204 3.66686e-09 -1.674e-12 lp= 3.75204 3.66686e-09 -0.783474 r- 1.56009e-07 Found lorentz at 25 3.89312 lm= 3.89077 0.0148831 -3.93341e-19 lp= 3.89192 0.0152083 -0.777093 r- 0.656473 Found lorentz at 26 4.19778 lm= 4.19772 0.00846015 -8.32958e-19 lp= 4.19775 0.00846052 -0.839487 r- 0.0501975 Found lorentz at 27 4.17466 lm= 4.17464 0.00301725 -2.11982e-18 lp= 4.17465 0.00301733 -0.799767 r- 0.0187913 Found lorentz at 28 4.27621 lm= 4.27621 0.0012892 -4.71981e-18 lp= 4.27621 0.0012892 -0.780052 r- 0.0116561 Found lorentz at 29 4.20395 lm= 4.20394 0.00280145 -2.06719e-18 lp= 4.20395 0.00280145 -0.760996 r- 0.0259631 Found lorentz at 30 4.45029 lm= 4.45028 0.00196899 -3.01528e-18 lp= 4.45029 0.00196905 -0.77054 r- 0.0178361 Found lorentz at 31 4.55058 lm= 4.55057 0.00248533 -2.42072e-18 lp= 4.55058 0.00248539 -0.77566 r- 0.0221251 Found lorentz at 32 4.58632 lm= 4.5863 0.00532767 -1.14815e-18 lp= 4.58631 0.00532772 -0.782114 r- 0.0470363 Found lorentz at 33 4.5888 lm= 4.58877 0.00416784 -1.41515e-18 lp= 4.58879 0.00416804 -0.76802 r- 0.0374737 Found lorentz at 34 4.60553 lm= 4.60551 0.00294596 -2.03586e-18 lp= 4.60552 0.00294603 -0.774453 r- 0.0262667 Found lorentz at 35 4.59384 lm= 4.59382 0.00315314 -1.84269e-18 lp= 4.59383 0.00315332 -0.762282 r- 0.0285641 Found lorentz at 36 4.66125 lm= 4.66123 0.00288627 -1.99776e-18 lp= 4.66124 0.00288636 -0.759363 r- 0.0259562 Found lorentz at 38 4.89545 lm= 4.89543 0.00384243 -1.58567e-18 lp= 4.89544 0.00384251 -0.780578 r- 0.0332325 Found lorentz at 60 4.69869 lm= 4.6978 0.097666 -9.48482e-20 lp= 4.69824 0.0976731 -0.962518 r- 0.692967 Q = 8.000000000005359 n0=0.001163127943089225 n1=0.0008112735023994951 n2=0.0003307505691553271 n3=0.0001596602691678044 n4=8.849705093278958e-05 n5=1.075649168060816e-05 n6=7.735367617452292e-06 n7=5.566434843115616e-05 n8=5.85103599026067e-06 n9=0.001103698622271079 n10=0.1034460258469623 n11=0.3051766934146596 n12=0.0001030790676761213 n13=9.448757770608629e-05 n14=8.639828860879713e-05 n15=8.371674703889308e-05 n16=8.98548862581039e-05 n17=0.09989056068213849 n18=1.877235586045891e-05 n19=0.3976083748194723 n20=1.204895739954203e-05 n21=6.358759008084684e-05 n22=2.775368078038041e-05 n23=3.365490629323551e-05 n24=2.869632803681535e-05 n25=3.235377157593256e-05 n26=6.465106313167191e-06 n27=1.518511270556356e-05 n28=7.060479320592671e-06 n29=2.647435952990411e-05 n30=1.135179532093582e-05 n31=1.343934623496334e-05 n32=9.97261008076773e-06 n33=1.131657636719114e-05 n34=8.42021356432421e-06 n35=1.874888240670283e-05 n36=4.885541772659368e-06 n37=6.001365384417748e-06 n38=5.839464783830166e-06 n39=9.84281029265375e-06 n40=7.557406361492901e-06 n41=6.12329935658748e-06 n42=3.188507704871698e-06 n43=3.978184645694163e-06 n44=4.161410569479035e-06 n45=5.20789586492194e-06 n46=5.890790100850156e-06 n47=4.50701026485642e-06 n48=2.662153437808376e-06 n49=3.346144420437094e-06 n50=1.747604058718386e-06 n51=2.259451859084796e-06 n52=1.792665665227421e-06 n53=5.99337656354245e-07 n54=2.076229718696019e-07 n55=1.104963016585895e-06 n56=1.878856391085981e-06 n57=8.686238392094503e-06 n58=0.0001103108496997949 n59=0.02463710247209673 n60=0.0166620079186316 n61=0.006815604435631235 n62=0.01146823394177668 n63=0.007433906119204781 n64=0.0005142813359156148 n65=0.0004864042106160365 n66=0.0003200308352145295 n67=0.0002832716265677708 n68=0.0007412391059159717 n69=0.001830985238784199 n70=0.001745515483795147 n71=0.001999322960487306 n72=0.002423614690693895 n73=2.270883542851252e-05 n74=0.001302697999303812 n75=0.00194000451327679 n76=0.0001636208261592654 n77=0.0001225951407353285 n78=0.0002375234535270987 n79=0.001437673322121621 n80=0.0003528124480554626 n81=0.0002005446456617865 n82=0.0002137700612591261 n83=7.334956051375044e-05 n84=0.0003095831061986138 n85=2.430812222163809e-05 n86=0.000382805312253171 n87=1.671017752218712e-05 n88=9.4148319597392e-05 n89=0.0006054483713207162 n90=6.340030359844189e-05 n91=9.458393051682524e-05 n92=0.0004481916893097225 n93=2.376351529833807e-05 n94=8.363046052773594e-05 n95=0.0004286173777941735 n96=0.001664896585229361 n97=0.0002400824341064408 n98=0.0001443164776083873 n99=0.0001327764824710231 n100=9.150732329680246e-05 n101=7.531153474012929e-05 n102=4.584648868318033e-05 n103=1.620358548961659e-05 n104=7.433605612060506e-05 n105=0.0001153015248378816 n106=9.226313826586054e-06 n107=3.490514926129605e-05 n108=3.293573889061658e-05 n109=1.242653147938175e-05 n110=3.785659232549901e-06 n111=1.05247781323295e-05 n112=1.404858628914198e-05 n113=1.867441437182992e-06 n114=3.301641842932209e-06 n115=0.0004090996216927797 Q is here equal to 8.000000000005359 34.) nd: 6.086867499990902 Norm of Spectral functions:  0: 1.0003  1: 1.0000  2: 0.9997  3: 0.9995  4: 1.0033  5: 1.0058  6: 1.0040  7: 1.0047  8: 0.9990  9: 1.0001 10: 0.9996 11: 0.9991 12: 0.9991 13: 0.9991 14: 1.0010 15: 1.0001 16: 0.9977 17: 1.0009 18: 1.0014 19: 0.9991 20: 1.0096 21: 1.0000 22: 0.9997 23: 0.9883 24: 1.0013 25: 1.0111 26: 1.0090 27: 1.0167 28: 1.0005 29: 0.9855 30: 1.0082 31: 0.9985 32: 1.0036 33: 1.0070 34: 1.0112 35: 1.0096 36: 0.9899 37: 0.3855 38: 1.0096 39: 0.3072 40: 0.4351 41: 0.4958 42: 0.4249 43: 0.3586 44: 5.1498 45: 0.3674 46: 0.3370 47: 3.1851 48: 0.5302 49: 1.8330 50: 0.6731 51: 0.3320 52: 0.4001 53: 1.1114 54: 0.3584 55: 1.4961 56: 2.5305 57: 0.6855 58: 0.9990 59: 0.9976 60: 1.0028 61: 0.9605 62: 1.0007 63: 0.9837 64: 0.6212 65: 0.9718 66: 0.9426 67: 1.1255 68: 0.9823 69: 0.9868 70: 0.9832 71: 0.9897 72: 1.0112 73: 0.9939 74: 1.0043 75: 1.0955 76: 1.0201 77: 0.9945 78: 1.0295 79: 1.0124 80: 0.9976 81: 0.9979 82: 0.9857 83: 0.9895 84: 1.0159 85: 0.9831 86: 0.9962 87: 0.9095 88: 1.0128 89: 1.0282 90: 1.0170 91: 0.9836 92: 0.9761 93: 0.9865 94: 0.9248 95: 1.0402 96: 0.9729 97: 0.7705 98: 0.7430 99: 1.2511 100: 1.0367 101: 1.0329 102: 0.9874 103: 1.1342 104: 1.0003 105: 0.9772 106: 1.1805 107: 1.1135 108: 0.8865 109: 0.6731 110: 1.2205 111: 1.5725 112: 1.5263 113: 1.2525 114: 0.4097 115: 0.5530  0: 4.4177  1: 1.6691 34.) SelfConsistentStep 34.) Difference between steps: 0.04594 35.) DeterminSpectralFunctions ; lambda = -147.7420743558064 -1.775456780490828 Found lorentz at 10 0.503605 lm= 0.503605 8.2736e-21 -0.82736 lp= 0.503605 8.2736e-21 -0.82736 r- 3.98681e-30 Found lorentz at 11 1.10334 lm= 1.10334 8.14221e-21 -0.814221 lp= 1.10334 8.14221e-21 -0.814221 r- 1.03494e-28 Found lorentz at 12 1.6173 lm= 1.6173 1.50148e-14 -4.28276e-07 lp= 1.6173 1.50148e-14 -0.801902 r- 6.24132e-13 Found lorentz at 13 1.98079 lm= 1.98079 1.91464e-15 -3.22403e-06 lp= 1.98079 1.91464e-15 -0.785675 r- 8.12311e-14 Found lorentz at 14 2.23954 lm= 2.23954 1.25817e-06 -4.65348e-15 lp= 2.23954 1.25817e-06 -0.765169 r- 5.48099e-05 Found lorentz at 15 2.43288 lm= 2.43288 0.000351537 -1.6062e-17 lp= 2.43288 0.000351538 -0.751426 r- 0.0155943 Found lorentz at 16 2.50577 lm= 2.50577 0.00047082 -1.18659e-17 lp= 2.50577 0.000470821 -0.747445 r- 0.0209969 Found lorentz at 17 2.29865 lm= 2.29865 7.97537e-21 -0.797537 lp= 2.29865 7.97537e-21 -0.797537 r- 1.82777e-28 Found lorentz at 18 3.05189 lm= 3.05189 8.97577e-15 -6.98763e-07 lp= 3.05189 8.97577e-15 -0.791955 r- 3.77789e-13 Found lorentz at 19 2.9852 lm= 2.9852 2.60685e-20 -0.244818 lp= 2.9852 2.60685e-20 -0.798877 r- 1.08771e-18 Found lorentz at 20 3.7084 lm= 3.70836 0.00280082 -2.18121e-18 lp= 3.70838 0.00280153 -0.781755 r- 0.119464 Found lorentz at 21 3.45736 lm= 3.45736 1.4336e-16 -4.56882e-05 lp= 3.45736 1.4336e-16 -0.809313 r- 5.90461e-15 Found lorentz at 22 3.60302 lm= 3.60302 1.0976e-13 -5.85783e-08 lp= 3.60302 1.0976e-13 -0.801844 r- 4.5628e-12 Found lorentz at 23 3.68432 lm= 3.68432 0.00010027 -5.93052e-17 lp= 3.68432 0.000100274 -0.771158 r- 0.00433438 Found lorentz at 24 3.7675 lm= 3.7675 8.21953e-08 -7.39633e-14 lp= 3.7675 8.21953e-08 -0.779707 r- 3.51394e-06 Found lorentz at 25 3.91283 lm= 3.91 0.0179117 -3.60922e-19 lp= 3.91138 0.0183011 -0.816548 r- 0.751778 Found lorentz at 26 4.21685 lm= 4.21694 0.00806721 -8.35387e-19 lp= 4.2169 0.00806813 -0.820995 r- 0.069311 Found lorentz at 27 4.19188 lm= 4.19187 0.00308158 -2.08327e-18 lp= 4.19188 0.00308166 -0.80125 r- 0.0191564 Found lorentz at 28 4.29516 lm= 4.29516 0.00131941 -4.63688e-18 lp= 4.29516 0.00131941 -0.782175 r- 0.0118969 Found lorentz at 29 4.22492 lm= 4.22491 0.00280869 -2.07768e-18 lp= 4.22492 0.00280869 -0.763909 r- 0.025931 Found lorentz at 30 4.46782 lm= 4.46781 0.00203994 -2.92559e-18 lp= 4.46782 0.00204 -0.772546 r- 0.0184307 Found lorentz at 31 4.57081 lm= 4.5708 0.00257008 -2.3559e-18 lp= 4.57081 0.00257014 -0.778143 r- 0.0228067 Found lorentz at 32 4.60131 lm= 4.6013 0.00536703 -1.1427e-18 lp= 4.60131 0.00536708 -0.783133 r- 0.0473221 Found lorentz at 33 4.61095 lm= 4.61092 0.00430043 -1.38172e-18 lp= 4.61094 0.00430063 -0.770869 r- 0.0385228 Found lorentz at 34 4.62385 lm= 4.62383 0.00301492 -2.00027e-18 lp= 4.62384 0.00301499 -0.776586 r- 0.0268078 Found lorentz at 35 4.61528 lm= 4.61525 0.00328166 -1.78317e-18 lp= 4.61526 0.00328184 -0.764997 r- 0.0296227 Found lorentz at 36 4.68112 lm= 4.6811 0.00297744 -1.94933e-18 lp= 4.68111 0.00297752 -0.761857 r- 0.0266884 Found lorentz at 38 4.91518 lm= 4.91516 0.00391846 -1.56365e-18 lp= 4.91517 0.00391854 -0.782768 r- 0.0337952 Found lorentz at 60 4.7168 lm= 4.71598 0.0980188 -9.4839e-20 lp= 4.71639 0.0980248 -0.9642 r- 0.694247 Q = 8.00000000000329 n0=0.001179646611583711 n1=0.0008064246157890539 n2=0.0003183380221098769 n3=0.0001568742146578212 n4=8.701008153548444e-05 n5=7.647186449430232e-06 n6=7.62117236838882e-06 n7=5.58337689796081e-05 n8=5.501577832218212e-06 n9=0.001103629780863138 n10=0.1035022028810155 n11=0.3054555356913089 n12=0.0001031767234054001 n13=9.469845568389266e-05 n14=8.60076387212441e-05 n15=8.32279049908993e-05 n16=8.905635224661326e-05 n17=0.09970725093191675 n18=1.849778542638492e-05 n19=0.3979107540937408 n20=1.190053331021086e-05 n21=5.070049272161038e-05 n22=2.778959150833842e-05 n23=3.411050634273683e-05 n24=2.896592352566897e-05 n25=3.212045712535588e-05 n26=6.389679570234052e-06 n27=1.504707422536555e-05 n28=6.966913043430323e-06 n29=2.665383855864482e-05 n30=1.115916193307853e-05 n31=1.333507134678854e-05 n32=9.939527478798752e-06 n33=1.106437778865644e-05 n34=8.329536837904186e-06 n35=1.866869325351077e-05 n36=4.787231600089851e-06 n37=5.913519287947106e-06 n38=5.680134390811129e-06 n39=9.780668624424374e-06 n40=7.5029913111587e-06 n41=6.01979784063805e-06 n42=3.118902415544828e-06 n43=3.965197638507209e-06 n44=4.080260813242815e-06 n45=5.229828465897119e-06 n46=5.876186108730888e-06 n47=4.515035998387766e-06 n48=2.635513869450979e-06 n49=3.320748709670501e-06 n50=1.703469082526316e-06 n51=2.201486197302125e-06 n52=1.775848602374402e-06 n53=5.932216844050857e-07 n54=2.100192372380568e-07 n55=1.07157348692661e-06 n56=1.849497646976844e-06 n57=8.566837123861499e-06 n58=0.0001105312357480655 n59=0.0244163833828192 n60=0.01659633200209317 n61=0.006740054969020985 n62=0.01139079784863811 n63=0.007375688206419598 n64=0.0005502168328280598 n65=0.0005202302718958539 n66=0.0003425391471419499 n67=0.0003031444310047407 n68=0.0007388163002975348 n69=0.001767602442659531 n70=0.001745144274709763 n71=0.001960195323285518 n72=0.002390222058815724 n73=1.601032874265591e-05 n74=0.001293532645511873 n75=0.002078401909946734 n76=0.0001753710857333298 n77=0.000115569928625728 n78=0.0002328742192853503 n79=0.001424278750088892 n80=0.0003780128912511917 n81=0.0001976129423047638 n82=0.0002290056265594008 n83=7.438653534132013e-05 n84=0.0003317597928904208 n85=2.601640430236626e-05 n86=0.0003748571405307621 n87=1.790522650532304e-05 n88=9.554000846832264e-05 n89=0.0006018441373926795 n90=6.653567244222659e-05 n91=9.340887746488589e-05 n92=0.0004315182959772954 n93=2.289290629789901e-05 n94=8.962711754682937e-05 n95=0.0004121515736040289 n96=0.001619059597206423 n97=0.0002400404611944792 n98=0.0001439989192507108 n99=0.0001325251406371808 n100=9.125047404296361e-05 n101=7.508107807350892e-05 n102=4.569612292195904e-05 n103=1.61509595690144e-05 n104=7.437954769336744e-05 n105=0.0001162614454543653 n106=9.21704035908732e-06 n107=3.489103198471628e-05 n108=3.285476546585151e-05 n109=1.241223975466409e-05 n110=3.751167937799945e-06 n111=1.048725573680151e-05 n112=1.396290720650524e-05 n113=1.854462338947028e-06 n114=3.294983944622211e-06 n115=0.0004133428157034952 Q is here equal to 8.00000000000329 35.) nd: 6.086449919712019 Norm of Spectral functions:  0: 1.0002  1: 1.0000  2: 0.9997  3: 0.9996  4: 1.0033  5: 1.0059  6: 1.0038  7: 1.0046  8: 0.9990  9: 1.0001 10: 1.0000 11: 0.9997 12: 1.0000 13: 1.0004 14: 0.9991 15: 1.0022 16: 0.9966 17: 0.9995 18: 0.9998 19: 0.9993 20: 0.9904 21: 1.0011 22: 1.0009 23: 0.9982 24: 0.9982 25: 1.0206 26: 1.0112 27: 1.0312 28: 1.0036 29: 0.9916 30: 1.0163 31: 1.0024 32: 1.0062 33: 1.0162 34: 1.0255 35: 1.0224 36: 0.9953 37: 0.6364 38: 1.0197 39: 0.2974 40: 0.3473 41: 3.1916 42: 1.4706 43: 0.3498 44: 0.6553 45: 0.3299 46: 0.3435 47: 1.2913 48: 0.3770 49: 1.4913 50: 0.4102 51: 0.3321 52: 0.4414 53: 3.0433 54: 0.6216 55: 0.5993 56: 0.6515 57: 0.6573 58: 0.9992 59: 0.9966 60: 1.0025 61: 1.0052 62: 0.9875 63: 0.9883 64: 0.8216 65: 1.0037 66: 0.9597 67: 1.0311 68: 0.9884 69: 0.9974 70: 0.9874 71: 1.0062 72: 1.0006 73: 0.9858 74: 0.9985 75: 1.1099 76: 1.0039 77: 0.9788 78: 1.0024 79: 1.0055 80: 0.9885 81: 1.0111 82: 1.0136 83: 1.0019 84: 0.9968 85: 0.9757 86: 0.9899 87: 0.9386 88: 0.9916 89: 1.0190 90: 1.0298 91: 0.9813 92: 0.9765 93: 0.9901 94: 0.8940 95: 1.0241 96: 0.9413 97: 0.7018 98: 0.7563 99: 1.1840 100: 1.0453 101: 1.0384 102: 1.0030 103: 1.1662 104: 0.9932 105: 0.9646 106: 1.1866 107: 1.1040 108: 0.8871 109: 0.6871 110: 1.1889 111: 1.5102 112: 1.4594 113: 1.1762 114: 0.4072 115: 0.4767  0: 4.4180  1: 1.6685 35.) SelfConsistentStep 35.) Difference between steps: 0.06045 36.) DeterminSpectralFunctions ; lambda = -147.7524910561436 -1.78587348082803 Found lorentz at 10 0.514445 lm= 0.514445 8.28007e-21 -0.828007 lp= 0.514445 8.28007e-21 -0.828007 r- 2.49994e-30 Found lorentz at 11 1.11481 lm= 1.11481 8.15083e-21 -0.815083 lp= 1.11481 8.15083e-21 -0.815083 r- 6.09532e-29 Found lorentz at 12 1.63033 lm= 1.63033 1.13187e-14 -5.66522e-07 lp= 1.63033 1.13187e-14 -0.800767 r- 4.7116e-13 Found lorentz at 13 1.99414 lm= 1.99414 1.47996e-15 -4.1556e-06 lp= 1.99414 1.47996e-15 -0.784227 r- 6.29052e-14 Found lorentz at 14 2.25766 lm= 2.25766 2.19486e-06 -2.68331e-15 lp= 2.25766 2.19486e-06 -0.767431 r- 9.53339e-05 Found lorentz at 15 2.45008 lm= 2.45008 0.000372003 -1.51074e-17 lp= 2.45008 0.000372004 -0.749667 r- 0.0165409 Found lorentz at 16 2.51195 lm= 2.51195 0.000472367 -1.18598e-17 lp= 2.51195 0.000472368 -0.748479 r- 0.0210368 Found lorentz at 17 2.30825 lm= 2.30825 7.98169e-21 -0.798169 lp= 2.30825 7.98169e-21 -0.798169 r- 1.10689e-28 Found lorentz at 18 3.06506 lm= 3.06506 8.89207e-15 -7.07388e-07 lp= 3.06506 8.89207e-15 -0.793104 r- 3.73724e-13 Found lorentz at 19 2.99087 lm= 2.99087 2.60588e-20 -0.245007 lp= 2.99087 2.60588e-20 -0.799037 r- 1.08709e-18 Found lorentz at 20 3.72513 lm= 3.72508 0.00293163 -2.09534e-18 lp= 3.7251 0.00293229 -0.783883 r- 0.124699 Found lorentz at 21 3.4767 lm= 3.4767 1.8299e-15 -3.57628e-06 lp= 3.4767 1.8299e-15 -0.808966 r- 7.5401e-14 Found lorentz at 22 3.61985 lm= 3.61985 7.10191e-14 -9.02961e-08 lp= 3.61985 7.10191e-14 -0.800796 r- 2.95619e-12 Found lorentz at 23 3.70021 lm= 3.70021 0.000123582 -4.79537e-17 lp= 3.70021 0.000123594 -0.769872 r- 0.00535142 Found lorentz at 24 3.78483 lm= 3.78483 1.60428e-07 -3.81541e-14 lp= 3.78483 1.60428e-07 -0.782367 r- 6.83516e-06 Found lorentz at 25 3.92852 lm= 3.92567 0.018473 -3.37103e-19 lp= 3.92706 0.018856 -0.800845 r- 0.789533 Found lorentz at 26 4.23838 lm= 4.23845 0.00780679 -8.68803e-19 lp= 4.23842 0.00780742 -0.823611 r- 0.0668578 Found lorentz at 27 4.21554 lm= 4.21554 0.00299242 -2.0578e-18 lp= 4.21554 0.00299242 -0.784716 r- 0.0268947 Found lorentz at 28 4.31702 lm= 4.31702 0.00134782 -4.56889e-18 lp= 4.31702 0.00134782 -0.784734 r- 0.0121134 Found lorentz at 29 4.2437 lm= 4.24369 0.00279443 -2.10043e-18 lp= 4.24369 0.00279444 -0.766129 r- 0.0257246 Found lorentz at 30 4.48914 lm= 4.48912 0.00207097 -2.76796e-18 lp= 4.48913 0.00207115 -0.757172 r- 0.0188882 Found lorentz at 31 4.59553 lm= 4.59551 0.00266176 -2.29389e-18 lp= 4.59552 0.00266182 -0.781408 r- 0.0235215 Found lorentz at 32 4.62553 lm= 4.62551 0.00543245 -1.13684e-18 lp= 4.62552 0.0054325 -0.785868 r- 0.0477322 Found lorentz at 33 4.63461 lm= 4.63456 0.00433121 -1.32558e-18 lp= 4.63459 0.00433165 -0.757774 r- 0.0390359 Found lorentz at 34 4.6454 lm= 4.64538 0.00305078 -1.91381e-18 lp= 4.64539 0.00305091 -0.764132 r- 0.0272649 Found lorentz at 35 4.63874 lm= 4.6387 0.00334671 -1.68219e-18 lp= 4.63872 0.00334713 -0.750387 r- 0.0304607 Found lorentz at 36 4.70392 lm= 4.7039 0.00306648 -1.90788e-18 lp= 4.70391 0.00306657 -0.764899 r- 0.0273772 Found lorentz at 60 4.74036 lm= 4.74013 0.098981 -9.51151e-20 lp= 4.74025 0.0989814 -0.970291 r- 0.69661 Q = 8.000000000000082 n0=0.001187793409101765 n1=0.0008026117086464829 n2=0.0003106446934411412 n3=0.0001539676242006648 n4=8.592997744424305e-05 n5=5.74547410810622e-06 n6=7.533684109875244e-06 n7=5.581204321334137e-05 n8=5.287829871961642e-06 n9=0.001102226143704313 n10=0.103583125367187 n11=0.3057778590152552 n12=0.0001029136432288245 n13=9.499176294952928e-05 n14=8.537838030865946e-05 n15=8.241250879532401e-05 n16=8.83664684862298e-05 n17=0.09978625247681498 n18=1.832499973514496e-05 n19=0.3982192128415532 n20=1.174382719641972e-05 n21=2.411183253938035e-05 n22=2.774580882726928e-05 n23=3.43447501232228e-05 n24=2.908681358328403e-05 n25=3.185057441537118e-05 n26=6.30859073657388e-06 n27=1.488831593198559e-05 n28=6.869705330990852e-06 n29=2.671726778103519e-05 n30=1.096913203794431e-05 n31=1.320516810681396e-05 n32=9.879013380769201e-06 n33=1.083222340108482e-05 n34=8.227641934738641e-06 n35=1.854598509472482e-05 n36=4.694233675496151e-06 n37=5.824175154255597e-06 n38=5.53819943388262e-06 n39=9.69732237791556e-06 n40=7.433040850333568e-06 n41=5.919526466567675e-06 n42=3.053944802266757e-06 n43=3.942884213900564e-06 n44=4.002997372201151e-06 n45=5.230438731486811e-06 n46=5.845012868992078e-06 n47=4.506941880802569e-06 n48=2.606366612067818e-06 n49=3.289319046198705e-06 n50=1.663628608050594e-06 n51=2.149557679276032e-06 n52=1.75734731873037e-06 n53=5.865977169344822e-07 n54=2.112701801131317e-07 n55=1.042417035893925e-06 n56=1.821176479172261e-06 n57=8.450626228330085e-06 n58=0.0001104382478324659 n59=0.02412783738852131 n60=0.01647553770191441 n61=0.006655301103601118 n62=0.01128701060697184 n63=0.007295040462637112 n64=0.0005688768626838511 n65=0.0005379578816079857 n66=0.000354427420219296 n67=0.0003136478298769866 n68=0.0007327132119944081 n69=0.001717877718831923 n70=0.001735594636970791 n71=0.001927245951696864 n72=0.002356500308348943 n73=1.199038672864367e-05 n74=0.001281642772272776 n75=0.002151617383780167 n76=0.0001814272827008431 n77=0.0001108380241804395 n78=0.0002290888285261891 n79=0.00140783938114576 n80=0.0003912924199614988 n81=0.0001948917482635483 n82=0.0002371781101772805 n83=7.45819081912079e-05 n84=0.0003436826083282172 n85=2.693304136224123e-05 n86=0.0003683888853037309 n87=1.855008555938388e-05 n88=9.587844729527109e-05 n89=0.0005965162501777858 n90=6.81579843044578e-05 n91=9.233839170902402e-05 n92=0.0004190181417515761 n93=2.229832506370576e-05 n94=9.285164226250643e-05 n95=0.0004007063822454975 n96=0.001585728799792116 n97=0.0002392185480571046 n98=0.0001432452152170422 n99=0.0001318768709678982 n100=9.072999943432854e-05 n101=7.464226609161624e-05 n102=4.542317143472035e-05 n103=1.605523234620916e-05 n104=7.419809042521366e-05 n105=0.0001166787408746543 n106=9.180817195977478e-06 n107=3.478351072948074e-05 n108=3.268684726853989e-05 n109=1.236514540966628e-05 n110=3.713923680615068e-06 n111=1.042567502135792e-05 n112=1.385574942049508e-05 n113=1.838730090453237e-06 n114=3.2808840328238e-06 n115=0.0004153722901977185 Q is here equal to 8.000000000000082 36.) nd: 6.085710597144908 Norm of Spectral functions:  0: 1.0002  1: 1.0000  2: 0.9996  3: 0.9994  4: 1.0033  5: 1.0060  6: 1.0036  7: 1.0044  8: 0.9991  9: 1.0002 10: 1.0006 11: 1.0004 12: 0.9987 13: 0.9988 14: 1.0015 15: 0.9984 16: 0.9989 17: 1.0002 18: 1.0010 19: 0.9997 20: 1.0121 21: 1.0003 22: 0.9998 23: 0.7948 24: 1.0017 25: 1.0139 26: 1.0046 27: 0.9930 28: 1.0081 29: 0.9952 30: 0.9355 31: 1.0079 32: 1.0096 33: 0.9727 34: 0.9788 35: 0.9548 36: 1.0000 37: 6.4169 38: 1.0295 39: 0.3184 40: 0.3351 41: 0.7364 42: 0.9735 43: 0.4024 44: 0.3851 45: 0.3454 46: 0.3964 47: 0.4762 48: 0.3468 49: 0.7985 50: 0.3632 51: 0.4146 52: 0.7693 53: 0.7374 54: 4.0873 55: 0.4532 56: 0.4162 57: 0.8296 58: 1.0001 59: 0.9957 60: 1.0029 61: 1.0439 62: 0.9855 63: 0.9962 64: 1.4778 65: 1.0071 66: 0.9961 67: 0.9407 68: 1.0107 69: 1.0106 70: 1.0012 71: 1.0255 72: 0.9933 73: 0.9959 74: 0.9963 75: 1.0060 76: 0.9841 77: 0.9884 78: 0.9779 79: 0.9953 80: 0.9917 81: 1.0220 82: 1.0002 83: 1.0083 84: 0.9839 85: 0.9816 86: 0.9956 87: 1.0674 88: 0.9827 89: 0.9935 90: 1.0144 91: 1.0037 92: 1.0014 93: 0.9883 94: 0.9908 95: 0.9675 96: 0.9452 97: 0.6036 98: 0.7761 99: 1.0914 100: 1.0533 101: 1.0421 102: 1.0267 103: 1.2015 104: 0.9841 105: 0.9504 106: 1.1909 107: 1.0890 108: 0.8885 109: 0.7091 110: 1.1449 111: 1.4279 112: 1.3752 113: 1.0902 114: 0.4062 115: 0.4059  0: 4.4182  1: 1.6675 36.) SelfConsistentStep 36.) Difference between steps: 0.06491 37.) DeterminSpectralFunctions ; lambda = -147.7673542882052 -1.800736712889602 Found lorentz at 10 0.528875 lm= 0.528875 8.25316e-21 -0.825316 lp= 0.528875 8.25316e-21 -0.825316 r- 4.90537e-31 Found lorentz at 11 1.12849 lm= 1.12849 8.14147e-21 -0.814147 lp= 1.12849 8.14147e-21 -0.814147 r- 3.496e-29 Found lorentz at 12 1.64558 lm= 1.64558 7.3954e-15 -8.6995e-07 lp= 1.64558 7.3954e-15 -0.802099 r- 3.07335e-13 Found lorentz at 13 2.00905 lm= 2.00905 1.13815e-15 -5.42563e-06 lp= 2.00905 1.13815e-15 -0.785823 r- 4.82785e-14 Found lorentz at 14 2.27654 lm= 2.27654 5.08611e-06 -1.15482e-15 lp= 2.27654 5.08611e-06 -0.766392 r- 0.000221215 Found lorentz at 15 2.46876 lm= 2.46875 0.000390259 -1.45045e-17 lp= 2.46876 0.00039026 -0.752364 r- 0.0172904 Found lorentz at 16 2.46367 lm= 2.46366 0.000374455 -1.50316e-17 lp= 2.46366 0.000374456 -0.750245 r- 0.0166371 Found lorentz at 17 2.31928 lm= 2.31928 7.98729e-21 -0.798729 lp= 2.31928 7.98729e-21 -0.798729 r- 6.71188e-29 Found lorentz at 18 3.07874 lm= 3.07874 8.02841e-15 -7.80225e-07 lp= 3.07874 8.02841e-15 -0.791452 r- 3.3813e-13 Found lorentz at 19 3.00023 lm= 3.00023 2.5961e-20 -0.246026 lp= 3.00023 2.5961e-20 -0.799192 r- 1.0828e-18 Found lorentz at 20 3.74096 lm= 3.74091 0.00297813 -2.04877e-18 lp= 3.74093 0.002979 -0.781284 r- 0.127109 Found lorentz at 21 3.49688 lm= 3.49688 2.95201e-15 -2.21464e-06 lp= 3.49688 2.95201e-15 -0.808556 r- 1.21699e-13 Found lorentz at 22 3.63772 lm= 3.63772 4.62397e-14 -1.39213e-07 lp= 3.63772 4.62397e-14 -0.80232 r- 1.92108e-12 Found lorentz at 23 3.72171 lm= 3.72171 0.000209077 -2.85335e-17 lp= 3.72171 0.000209084 -0.772399 r- 0.00902325 Found lorentz at 24 3.80315 lm= 3.80315 2.06128e-05 -2.9466e-16 lp= 3.80315 2.06128e-05 -0.779345 r- 0.00088163 Found lorentz at 25 3.9252 lm= 3.92298 0.0155977 -3.79329e-19 lp= 3.92407 0.0158722 -0.778885 r- 0.682713 Found lorentz at 26 4.25905 lm= 4.2591 0.00763133 -8.94753e-19 lp= 4.25907 0.00763163 -0.82635 r- 0.065135 Found lorentz at 27 4.24024 lm= 4.24024 0.00293329 -2.11844e-18 lp= 4.24024 0.00293329 -0.788289 r- 0.0262438 Found lorentz at 28 4.3377 lm= 4.3377 0.00136675 -4.53278e-18 lp= 4.3377 0.00136676 -0.787099 r- 0.0122467 Found lorentz at 29 4.24794 lm= 4.24793 0.00272345 -2.14982e-18 lp= 4.24794 0.00272347 -0.765178 r- 0.0251025 Found lorentz at 30 4.51076 lm= 4.51074 0.00219602 -2.62974e-18 lp= 4.51075 0.0021962 -0.759977 r- 0.0199546 Found lorentz at 31 4.61898 lm= 4.61897 0.00272418 -2.25857e-18 lp= 4.61897 0.00272424 -0.784408 r- 0.023981 Found lorentz at 32 4.65156 lm= 4.65154 0.00539643 -1.11652e-18 lp= 4.65155 0.00539647 -0.776226 r- 0.0474745 Found lorentz at 33 4.65481 lm= 4.65477 0.00444157 -1.30188e-18 lp= 4.65479 0.00444199 -0.760473 r- 0.039888 Found lorentz at 34 4.66726 lm= 4.66724 0.00313091 -1.87885e-18 lp= 4.66725 0.00313104 -0.766997 r- 0.0278764 Found lorentz at 35 4.65571 lm= 4.65567 0.00342778 -1.6509e-18 lp= 4.65569 0.00342817 -0.752319 r- 0.031118 Found lorentz at 36 4.72449 lm= 4.72447 0.0031173 -1.88994e-18 lp= 4.72448 0.00311738 -0.767576 r- 0.0277338 Found lorentz at 60 4.76902 lm= 4.7693 0.0990108 -9.57688e-20 lp= 4.76916 0.0990115 -0.973768 r- 0.694334 Q = 8.000000000000403 n0=0.001187818737128093 n1=0.0007997235001894728 n2=0.0003048558107695826 n3=0.0001518682265417108 n4=8.517595201228459e-05 n5=4.634641836858667e-06 n6=7.467171705664399e-06 n7=5.604115396269284e-05 n8=5.196895658415084e-06 n9=0.001101059406093072 n10=0.1032461315391688 n11=0.3054255881848104 n12=0.0001023038812362912 n13=9.527181655630932e-05 n14=8.447595997457621e-05 n15=8.13710694339502e-05 n16=8.820568433843217e-05 n17=0.09985612889594006 n18=1.814594690051172e-05 n19=0.3998746577058543 n20=1.157873578242118e-05 n21=2.297168084935181e-05 n22=2.762962718327982e-05 n23=3.43637249489835e-05 n24=2.906258288507243e-05 n25=3.15774421458532e-05 n26=6.222806965930318e-06 n27=1.471522534675213e-05 n28=6.769694869672654e-06 n29=2.669391292269412e-05 n30=1.07826336185819e-05 n31=1.305568460285658e-05 n32=9.79608774759808e-06 n33=1.062062704642929e-05 n34=8.114673059510156e-06 n35=1.839378955699829e-05 n36=4.60762040085812e-06 n37=5.734287988111085e-06 n38=5.414710143847157e-06 n39=9.596731454302834e-06 n40=7.349726359388976e-06 n41=5.824289523085807e-06 n42=2.993574049204172e-06 n43=3.912967783411282e-06 n44=3.929675462469763e-06 n45=5.212486165441858e-06 n46=5.799979444708655e-06 n47=4.484512266456249e-06 n48=2.575653205997078e-06 n49=3.252668586139746e-06 n50=1.628451856663649e-06 n51=2.104455649795776e-06 n52=1.737893583457182e-06 n53=5.796287969826242e-07 n54=2.114828180519724e-07 n55=1.017755652410808e-06 n56=1.794415512636969e-06 n57=8.340779400571621e-06 n58=0.0001100897888720183 n59=0.02375120208311701 n60=0.01631340304567042 n61=0.006556312107108817 n62=0.01116597691888884 n63=0.007197296820631072 n64=0.0005764552511746888 n65=0.0005453289981764401 n66=0.0003594453009279368 n67=0.0003181103942955135 n68=0.000724072779653646 n69=0.001678390410025004 n70=0.001720692377035134 n71=0.001898617913441088 n72=0.002323777018182629 n73=9.56081053781037e-06 n74=0.001266297578489198 n75=0.002183599843654635 n76=0.0001840704709467588 n77=0.0001074392162778089 n78=0.0002256537587825038 n79=0.00139027501141151 n80=0.0003971556391499128 n81=0.0001923583114426659 n82=0.0002408857316688486 n83=7.425722486356823e-05 n84=0.0003490920766665852 n85=2.735111835239252e-05 n86=0.0003627979695951149 n87=1.885035646477272e-05 n88=9.564301920960444e-05 n89=0.000590248446120217 n90=6.880821862522905e-05 n91=9.128832959700152e-05 n92=0.0004093539917537166 n93=2.184877946875314e-05 n94=9.433404758145694e-05 n95=0.0003922229008656437 n96=0.001558921896008624 n97=0.0002375916017656395 n98=0.0001420183771446345 n99=0.0001307898888514872 n100=8.992119307637076e-05 n101=7.39755152546083e-05 n102=4.501697930730157e-05 n103=1.59126360084032e-05 n104=7.376796836960618e-05 n105=0.0001165276807396825 n106=9.116079553524298e-06 n107=3.457071679842812e-05 n108=3.242636710374702e-05 n109=1.228211232402243e-05 n110=3.672079205661307e-06 n111=1.033755286107959e-05 n112=1.372239060540369e-05 n113=1.819735138216632e-06 n114=3.258120289939519e-06 n115=0.0004152121951202594 Q is here equal to 8.000000000000403 37.) nd: 6.084701433049003 Norm of Spectral functions:  0: 1.0002  1: 1.0000  2: 0.9997  3: 0.9994  4: 1.0034  5: 1.0059  6: 1.0031  7: 1.0023  8: 0.9990  9: 1.0005 10: 0.9978 11: 0.9994 12: 0.9999 13: 1.0002 14: 0.9999 15: 1.0096 16: 1.0023 17: 1.0009 18: 0.9995 19: 1.0004 20: 0.9937 21: 0.9996 22: 1.0013 23: 1.0041 24: 0.9986 25: 1.0135 26: 1.0025 27: 0.9959 28: 1.0248 29: 0.9958 30: 0.9814 31: 1.0198 32: 0.9904 33: 0.9815 34: 0.9910 35: 0.9800 36: 1.0042 37: 0.5698 38: 0.3657 39: 0.4354 40: 0.3693 41: 0.3612 42: 0.3657 43: 0.6071 44: 0.3595 45: 0.4399 46: 0.6084 47: 0.3969 48: 0.3907 49: 0.6212 50: 0.4131 51: 1.0327 52: 3.4294 53: 0.4770 54: 0.4627 55: 0.5153 56: 0.3987 57: 1.2526 58: 1.0005 59: 1.0015 60: 1.0026 61: 1.0298 62: 0.9918 63: 0.9844 64: 1.0301 65: 0.9851 66: 0.9991 67: 0.9553 68: 1.0094 69: 0.9979 70: 1.0056 71: 1.0296 72: 0.9936 73: 1.0061 74: 0.9971 75: 0.9463 76: 1.0021 77: 1.0181 78: 1.0157 79: 0.9920 80: 1.0014 81: 1.0183 82: 0.9831 83: 0.9891 84: 0.9865 85: 1.0202 86: 1.0121 87: 1.0789 88: 0.9931 89: 0.9835 90: 0.9863 91: 1.0249 92: 1.0187 93: 0.9967 94: 1.1393 95: 0.9663 96: 1.0094 97: 0.4647 98: 0.8210 99: 0.9728 100: 1.0543 101: 1.0390 102: 1.0595 103: 1.2254 104: 0.9764 105: 0.9379 106: 1.2049 107: 1.0592 108: 0.8783 109: 0.7477 110: 1.0571 111: 1.2822 112: 1.2304 113: 0.9514 114: 0.4041 115: 0.3156  0: 4.4180  1: 1.6667 37.) SelfConsistentStep 37.) Difference between steps: 0.08546 38.) DeterminSpectralFunctions ; lambda = -147.7694100818962 -1.802792506580687 Found lorentz at 10 0.533749 lm= 0.533749 8.26398e-21 -0.826398 lp= 0.533749 8.26398e-21 -0.826398 r- 3.05941e-31 Found lorentz at 11 1.1334 lm= 1.1334 8.15457e-21 -0.815457 lp= 1.1334 8.15457e-21 -0.815457 r- 2.05252e-29 Found lorentz at 12 1.6504 lm= 1.6504 4.55924e-15 -1.41712e-06 lp= 1.6504 4.55924e-15 -0.803802 r- 1.8907e-13 Found lorentz at 13 2.01304 lm= 2.01304 7.24593e-16 -8.56535e-06 lp= 2.01304 7.24593e-16 -0.787807 r- 3.06587e-14 Found lorentz at 14 2.28086 lm= 2.28086 3.63748e-06 -1.62547e-15 lp= 2.28086 3.63748e-06 -0.768935 r- 0.000157685 Found lorentz at 15 2.47688 lm= 2.47688 0.000382168 -1.47858e-17 lp= 2.47688 0.000382169 -0.751711 r- 0.0169466 Found lorentz at 16 2.46924 lm= 2.46924 0.000364235 -1.55721e-17 lp= 2.46924 0.000364235 -0.753122 r- 0.0161211 Found lorentz at 17 2.32213 lm= 2.32213 7.97769e-21 -0.797769 lp= 2.32213 7.97769e-21 -0.797769 r- 4.04211e-29 Found lorentz at 18 3.08041 lm= 3.08041 5.04608e-15 -1.24602e-06 lp= 3.08041 5.04608e-15 -0.79294 r- 2.12125e-13 Found lorentz at 19 3.01261 lm= 3.01261 2.5976e-20 -0.246261 lp= 3.01261 2.5976e-20 -0.799804 r- 1.0826e-18 Found lorentz at 20 3.7408 lm= 3.74076 0.0026971 -2.27816e-18 lp= 3.74078 0.00269771 -0.78399 r- 0.114707 Found lorentz at 21 3.49793 lm= 3.49793 1.86865e-15 -3.51052e-06 lp= 3.49793 1.86865e-15 -0.809934 r- 7.69054e-14 Found lorentz at 22 3.63856 lm= 3.63856 2.78964e-14 -2.31622e-07 lp= 3.63856 2.78964e-14 -0.803829 r- 1.15681e-12 Found lorentz at 23 3.72686 lm= 3.72686 0.000145643 -4.14232e-17 lp= 3.72686 0.000145645 -0.776731 r- 0.00625036 Found lorentz at 24 3.80416 lm= 3.80416 1.33648e-05 -4.58434e-16 lp= 3.80416 1.33648e-05 -0.782743 r- 0.000569143 Found lorentz at 25 3.92997 lm= 3.92829 0.0136761 -4.19848e-19 lp= 3.92912 0.0138558 -0.764874 r- 0.60612 Found lorentz at 26 4.25726 lm= 4.25728 0.00770666 -8.92376e-19 lp= 4.25727 0.00770672 -0.829295 r- 0.0655416 Found lorentz at 27 4.24061 lm= 4.2406 0.00286187 -2.18632e-18 lp= 4.24061 0.00286189 -0.791013 r- 0.0255168 Found lorentz at 28 4.33784 lm= 4.33783 0.0013264 -4.69471e-18 lp= 4.33784 0.00132641 -0.789122 r- 0.0118547 Found lorentz at 29 4.24896 lm= 4.24895 0.00265168 -2.22365e-18 lp= 4.24896 0.00265171 -0.767888 r- 0.0243549 Found lorentz at 30 4.51089 lm= 4.51087 0.00207905 -2.79511e-18 lp= 4.51088 0.0020792 -0.762349 r- 0.0188326 Found lorentz at 31 4.61736 lm= 4.61735 0.00263738 -2.34306e-18 lp= 4.61736 0.00263744 -0.786113 r- 0.0231665 Found lorentz at 32 4.65421 lm= 4.65419 0.00537087 -1.13038e-18 lp= 4.6542 0.00537091 -0.77918 r- 0.0470705 Found lorentz at 33 4.65403 lm= 4.65398 0.00429685 -1.35421e-18 lp= 4.654 0.00429722 -0.762859 r- 0.0384672 Found lorentz at 34 4.66767 lm= 4.66765 0.00303516 -1.95038e-18 lp= 4.66766 0.00303527 -0.769416 r- 0.0269388 Found lorentz at 35 4.65581 lm= 4.65577 0.00328158 -1.73627e-18 lp= 4.65579 0.00328192 -0.754887 r- 0.029689 Found lorentz at 36 4.72346 lm= 4.72345 0.00302502 -1.95729e-18 lp= 4.72346 0.00302509 -0.769484 r- 0.026846 Found lorentz at 60 4.79083 lm= 4.79226 0.0897441 -8.71742e-20 lp= 4.79154 0.0897639 -0.884638 r- 0.685055 Q = 8.000000000000883 n0=0.001193436548896124 n1=0.0007982334032152711 n2=0.0003018151798035808 n3=0.0001506438551457876 n4=8.508505923926995e-05 n5=3.948755316503026e-06 n6=7.452323086622295e-06 n7=5.609918902949596e-05 n8=5.111526552739928e-06 n9=0.001103056696006523 n10=0.1033810436949041 n11=0.3059157715166771 n12=0.0001019627317905953 n13=9.732188554630794e-05 n14=8.373657452638649e-05 n15=8.045434248308799e-05 n16=8.723094414837269e-05 n17=0.09973592435540228 n18=1.815846921359562e-05 n19=0.4002571640747914 n20=1.145249917369038e-05 n21=2.357596631826203e-05 n22=2.759656738553149e-05 n23=3.436039068753447e-05 n24=2.904025528580681e-05 n25=3.131718085337345e-05 n26=6.160128695110026e-06 n27=1.459712889655675e-05 n28=6.695174898593287e-06 n29=2.664867904255132e-05 n30=1.064494251724014e-05 n31=1.294956389894296e-05 n32=9.740642262240858e-06 n33=1.046786823370044e-05 n34=8.027842142513245e-06 n35=1.828643211496965e-05 n36=4.545227146059541e-06 n37=5.66983220996217e-06 n38=5.328296972528404e-06 n39=9.522803371016304e-06 n40=7.287072367000755e-06 n41=5.757445572958601e-06 n42=2.950119551630736e-06 n43=3.89203254295082e-06 n44=3.877002460371282e-06 n45=5.200463830230178e-06 n46=5.765049304047065e-06 n47=4.467136516120548e-06 n48=2.554969991695624e-06 n49=3.224547315560978e-06 n50=1.60421405105093e-06 n51=2.073927386569515e-06 n52=1.724719703401038e-06 n53=5.748091670504883e-07 n54=2.117193452651883e-07 n55=1.001177436877864e-06 n56=1.776480162791948e-06 n57=8.269923094599724e-06 n58=0.0001099344368511897 n59=0.02345484267301954 n60=0.01617014468271926 n61=0.006465333557542348 n62=0.01105879553229536 n63=0.00711273464227903 n64=0.0005800600081144024 n65=0.0005490090082588461 n66=0.0003620122296475449 n67=0.0003203866133041384 n68=0.0007164209496359629 n69=0.001646772217544083 n70=0.001708127083395849 n71=0.001873123649476356 n72=0.002292685464373376 n73=8.105598872560767e-06 n74=0.001252214933322036 n75=0.002200123059049087 n76=0.0001853659879462391 n77=0.0001050680989768384 n78=0.0002234050911455211 n79=0.001373800803925351 n80=0.0003999973396459005 n81=0.0001901415330783364 n82=0.000242753519788172 n83=7.382619472548198e-05 n84=0.0003520461812187274 n85=2.757521485494613e-05 n86=0.0003586894341928217 n87=1.901175843893355e-05 n88=9.518043689444793e-05 n89=0.0005847123897676187 n90=6.907731361823589e-05 n91=9.049236267660984e-05 n92=0.000402257950176338 n93=2.155217828043247e-05 n94=9.509644774611147e-05 n95=0.0003862962554005735 n96=0.001539040360914192 n97=0.000235432198417378 n98=0.0001405628999552686 n99=0.0001295028837984734 n100=8.898196224084253e-05 n101=7.321405039251013e-05 n102=4.455807799487401e-05 n103=1.575230959966935e-05 n104=7.323783663458576e-05 n105=0.0001160834937876661 n106=9.040981339371013e-06 n107=3.432197044182888e-05 n108=3.213798898450615e-05 n109=1.218748058559612e-05 n110=3.631825636264897e-06 n111=1.024205663314925e-05 n112=1.358732469135529e-05 n113=1.800806272620366e-06 n114=3.232506781353863e-06 n115=0.0004137867950183822 Q is here equal to 8.000000000000883 38.) nd: 6.083803987118382 Norm of Spectral functions:  0: 1.0003  1: 1.0001  2: 0.9997  3: 0.9994  4: 1.0036  5: 1.0059  6: 1.0019  7: 1.0012  8: 0.9991  9: 1.0007 10: 0.9981 11: 0.9998 12: 1.0003 13: 1.0006 14: 1.0005 15: 0.9971 16: 1.0107 17: 0.9990 18: 0.9996 19: 0.9991 20: 0.9940 21: 0.9996 22: 1.0013 23: 1.0101 24: 0.9993 25: 1.0089 26: 1.0022 27: 0.9954 28: 1.0266 29: 0.9959 30: 0.9823 31: 1.0178 32: 0.9913 33: 0.9817 34: 0.9914 35: 0.9809 36: 1.0038 37: 0.5601 38: 0.3656 39: 0.4301 40: 0.3598 41: 0.3630 42: 0.3583 43: 0.5725 44: 0.3500 45: 0.4116 46: 0.6210 47: 0.3838 48: 0.3791 49: 0.6051 50: 0.3968 51: 0.8040 52: 2.8172 53: 0.4715 54: 0.4884 55: 0.4740 56: 0.3903 57: 1.2001 58: 0.9997 59: 1.0000 60: 0.9901 61: 0.9883 62: 0.9955 63: 0.9784 64: 0.7225 65: 0.9908 66: 0.9846 67: 1.0094 68: 0.9887 69: 0.9923 70: 0.9997 71: 1.0246 72: 0.9977 73: 0.9994 74: 1.0012 75: 0.9533 76: 0.9992 77: 1.0276 78: 1.0249 79: 0.9937 80: 0.9969 81: 1.0020 82: 0.9904 83: 0.9818 84: 0.9883 85: 1.0625 86: 1.0112 87: 0.9761 88: 1.0058 89: 0.9917 90: 0.9837 91: 1.0196 92: 1.0053 93: 1.0093 94: 1.0713 95: 1.0025 96: 1.0647 97: 0.4518 98: 0.8266 99: 0.9538 100: 1.0467 101: 1.0321 102: 1.0690 103: 1.2362 104: 0.9713 105: 0.9314 106: 1.1919 107: 1.0228 108: 0.8743 109: 0.7970 110: 0.9841 111: 1.1700 112: 1.1244 113: 0.8767 114: 0.4132 115: 0.2871  0: 4.4183  1: 1.6655 38.) SelfConsistentStep 38.) Difference between steps: 0.08577 39.) DeterminSpectralFunctions ; lambda = -147.7705418917157 -1.803924316400185 Found lorentz at 10 0.54043 lm= 0.54043 8.27779e-21 -0.827779 lp= 0.54043 8.27779e-21 -0.827779 r- 1.93121e-31 Found lorentz at 11 1.13963 lm= 1.13963 8.17029e-21 -0.817029 lp= 1.13963 8.17029e-21 -0.817029 r- 1.19712e-29 Found lorentz at 12 1.65424 lm= 1.65424 2.79516e-15 -2.32123e-06 lp= 1.65424 2.79516e-15 -0.805495 r- 1.15671e-13 Found lorentz at 13 2.01602 lm= 2.01602 4.53791e-16 -1.37447e-05 lp= 2.01602 4.53791e-16 -0.789761 r- 1.91531e-14 Found lorentz at 14 2.28324 lm= 2.28324 3.37336e-05 -1.7639e-16 lp= 2.28324 3.37336e-05 -0.77138 r- 0.00145772 Found lorentz at 15 2.48089 lm= 2.48089 0.000393959 -1.44617e-17 lp= 2.48089 0.00039396 -0.754807 r- 0.0173978 Found lorentz at 16 2.50132 lm= 2.50131 0.000415252 -1.36187e-17 lp= 2.50132 0.000415253 -0.752012 r- 0.0184063 Found lorentz at 17 2.32897 lm= 2.32897 7.99718e-21 -0.799718 lp= 2.32897 7.99718e-21 -0.799718 r- 2.44878e-29 Found lorentz at 18 3.08318 lm= 3.08318 3.25506e-15 -1.94135e-06 lp= 3.08318 3.25506e-15 -0.794933 r- 1.36492e-13 Found lorentz at 19 3.02427 lm= 3.02427 2.62044e-20 -0.246034 lp= 3.02427 2.62044e-20 -0.802942 r- 1.08785e-18 Found lorentz at 20 3.73933 lm= 3.7393 0.00248348 -2.49427e-18 lp= 3.73931 0.00248392 -0.78715 r- 0.105192 Found lorentz at 21 3.49422 lm= 3.49422 9.22926e-16 -7.12806e-06 lp= 3.49422 9.22926e-16 -0.81109 r- 3.79295e-14 Found lorentz at 22 3.63556 lm= 3.63556 1.65529e-14 -3.91757e-07 lp= 3.63556 1.65529e-14 -0.805277 r- 6.85185e-13 Found lorentz at 23 3.7264 lm= 3.7264 0.000111368 -5.45094e-17 lp= 3.7264 0.000111369 -0.779147 r- 0.0047646 Found lorentz at 24 3.80184 lm= 3.80184 6.73399e-06 -9.15881e-16 lp= 3.80184 6.73399e-06 -0.785336 r- 0.000285822 Found lorentz at 25 3.94064 lm= 3.93907 0.012982 -4.53184e-19 lp= 3.93984 0.0131478 -0.77403 r- 0.568285 Found lorentz at 26 4.24887 lm= 4.24886 0.00778354 -8.89456e-19 lp= 4.24887 0.00778354 -0.832053 r- 0.0659755 Found lorentz at 27 4.23281 lm= 4.2328 0.00286935 -2.19246e-18 lp= 4.2328 0.00286939 -0.793163 r- 0.0255144 Found lorentz at 28 4.33253 lm= 4.33253 0.00134939 -4.63831e-18 lp= 4.33253 0.0013494 -0.791136 r- 0.0120295 Found lorentz at 29 4.25181 lm= 4.2518 0.00270321 -2.20604e-18 lp= 4.2518 0.00270326 -0.77224 r- 0.0246885 Found lorentz at 30 4.50497 lm= 4.50495 0.00196966 -2.96882e-18 lp= 4.50496 0.00196978 -0.764726 r- 0.017786 Found lorentz at 31 4.60898 lm= 4.60896 0.00252474 -2.45503e-18 lp= 4.60897 0.00252479 -0.787306 r- 0.0221435 Found lorentz at 32 4.64777 lm= 4.64776 0.00531752 -1.14717e-18 lp= 4.64777 0.00531757 -0.781037 r- 0.0464922 Found lorentz at 33 4.64782 lm= 4.64778 0.00413426 -1.41581e-18 lp= 4.6478 0.00413457 -0.765111 r- 0.0369022 Found lorentz at 34 4.66176 lm= 4.66174 0.00291217 -2.04352e-18 lp= 4.66175 0.00291227 -0.771451 r- 0.0257789 Found lorentz at 35 4.65278 lm= 4.65274 0.00313856 -1.82964e-18 lp= 4.65276 0.00313884 -0.757837 r- 0.0282841 Found lorentz at 36 4.71683 lm= 4.71682 0.00290852 -2.0445e-18 lp= 4.71682 0.00290858 -0.771145 r- 0.0257564 Found lorentz at 60 4.8054 lm= 4.80668 0.089175 -8.70017e-20 lp= 4.80604 0.0891912 -0.88093 r- 0.683541 Q = 7.99999999999885 n0=0.001198914115713094 n1=0.0007982045318416335 n2=0.0003004055674330562 n3=0.0001501189578588721 n4=8.513075347429074e-05 n5=3.544037824625766e-06 n6=7.452029558564231e-06 n7=5.615501094817714e-05 n8=5.062028651793525e-06 n9=0.00110541407549356 n10=0.1035532220362503 n11=0.3065042778937992 n12=0.0001018340474540362 n13=0.0001011787048712925 n14=8.301620820628002e-05 n15=7.96080521202389e-05 n16=8.58946579667205e-05 n17=0.09997950027234861 n18=1.8264757247894e-05 n19=0.3998887931801186 n20=1.134038984969659e-05 n21=2.566965145473618e-05 n22=2.763971484885318e-05 n23=3.432880197961118e-05 n24=2.900304514507207e-05 n25=3.105995240280776e-05 n26=6.108935727627574e-06 n27=1.451063934083244e-05 n28=6.632239677146331e-06 n29=2.658473425268671e-05 n30=1.053111528673191e-05 n31=1.285760078779849e-05 n32=9.697656898207874e-06 n33=1.034953068746312e-05 n34=7.951537728546338e-06 n35=1.819043641030051e-05 n36=4.494987399829711e-06 n37=5.61724315988493e-06 n38=5.264793327214064e-06 n39=9.460204166065801e-06 n40=7.231706138100953e-06 n41=5.706766910702667e-06 n42=2.916574696722301e-06 n43=3.875231143055804e-06 n44=3.836234152164708e-06 n45=5.190570704843713e-06 n46=5.734826966347681e-06 n47=4.449829906951904e-06 n48=2.539587873521471e-06 n49=3.199518048679009e-06 n50=1.586797465813037e-06 n51=2.052630723108537e-06 n52=1.714628437943813e-06 n53=5.710517935896355e-07 n54=2.117954285097745e-07 n55=9.897316542785814e-07 n56=1.763962764419223e-06 n57=8.223755895602929e-06 n58=0.0001098614259057437 n59=0.02326175521454851 n60=0.01606906951539906 n61=0.006402092779075152 n62=0.01098153175765498 n63=0.007052030511987981 n64=0.0005802536781108916 n65=0.0005492601089942247 n66=0.000362284006456418 n67=0.0003206044158545336 n68=0.0007106540448259828 n69=0.001625889563028223 n70=0.001697559822215532 n71=0.001855450366296006 n72=0.002270832811318457 n73=7.223720656458772e-06 n74=0.001242240054633195 n75=0.002202227254689402 n76=0.0001855080467913431 n77=0.0001035084798766632 n78=0.0002213224465400531 n79=0.001361698068849258 n80=0.0004002766596316399 n81=0.000188547158602134 n82=0.0002430160053401183 n83=7.338057509348986e-05 n84=0.0003526102849573252 n85=2.762048598142323e-05 n86=0.0003556392817948714 n87=1.904454720196677e-05 n88=9.471951590350541e-05 n89=0.0005806228496503522 n90=6.902038192906807e-05 n91=8.983208044980627e-05 n92=0.0003973049526046776 n93=2.130215193633398e-05 n94=9.521823200723884e-05 n95=0.0003818172627542067 n96=0.001523195835477628 n97=0.0002330305411303877 n98=0.0001390239484545212 n99=0.0001281307183774221 n100=8.799775064106274e-05 n101=7.241860610167915e-05 n102=4.408046833686303e-05 n103=1.558556911724037e-05 n104=7.263722040894969e-05 n105=0.0001154256714198178 n106=8.957719697716315e-06 n107=3.40461517692597e-05 n108=3.182746466773763e-05 n109=1.208482943020982e-05 n110=3.592690782622527e-06 n111=1.01411131569545e-05 n112=1.345077737529103e-05 n113=1.781809576909388e-06 n114=3.204976185735669e-06 n115=0.0004114762879299358 Q is here equal to 7.99999999999885 39.) nd: 6.083143552449446 Norm of Spectral functions:  0: 1.0005  1: 1.0002  2: 0.9998  3: 0.9995  4: 1.0037  5: 1.0061  6: 1.0014  7: 1.0008  8: 0.9992  9: 1.0008 10: 0.9985 11: 1.0002 12: 1.0006 13: 1.0009 14: 1.0010 15: 0.9986 16: 0.9905 17: 0.9995 18: 0.9999 19: 1.0000 20: 0.9926 21: 0.9993 22: 1.0010 23: 1.0076 24: 0.9991 25: 1.0212 26: 1.0013 27: 0.9931 28: 1.0169 29: 0.9964 30: 0.9788 31: 1.0119 32: 0.9897 33: 0.9777 34: 0.9899 35: 0.9795 36: 1.0024 37: 0.9492 38: 0.4309 39: 0.3546 40: 0.3350 41: 0.4244 42: 0.4108 43: 0.4587 44: 0.3400 45: 0.3526 46: 0.4928 47: 0.3761 48: 0.3425 49: 0.6172 50: 0.3538 51: 0.4400 52: 1.1120 53: 0.5471 54: 0.8441 55: 0.4169 56: 0.3827 57: 0.8922 58: 0.9985 59: 1.0066 60: 0.9897 61: 0.9695 62: 0.9968 63: 0.9893 64: 0.7189 65: 1.0069 66: 0.9782 67: 1.0394 68: 0.9847 69: 1.0021 70: 0.9945 71: 1.0059 72: 0.9970 73: 0.9930 74: 1.0011 75: 0.9640 76: 0.9898 77: 1.0206 78: 1.0056 79: 0.9891 80: 0.9932 81: 0.9942 82: 1.0006 83: 0.9893 84: 0.9885 85: 1.0669 86: 1.0049 87: 0.9136 88: 0.9984 89: 1.0006 90: 0.9995 91: 1.0069 92: 0.9883 93: 1.0134 94: 0.9605 95: 1.0385 96: 1.0768 97: 0.4563 98: 0.8285 99: 0.9472 100: 1.0375 101: 1.0247 102: 1.0683 103: 1.2397 104: 0.9709 105: 0.9267 106: 1.1653 107: 0.9892 108: 0.8757 109: 0.8620 110: 0.9181 111: 1.0580 112: 1.0184 113: 0.8041 114: 0.4260 115: 0.2603  0: 4.4185  1: 1.6646 39.) SelfConsistentStep 39.) Difference between steps: 0.06942 40.) DeterminSpectralFunctions ; lambda = -147.7843554315976 -1.817737856282093 Found lorentz at 10 0.555714 lm= 0.555714 8.28775e-21 -0.828775 lp= 0.555714 8.28775e-21 -0.828775 r- 1.2899e-31 Found lorentz at 11 1.15452 lm= 1.15452 8.16384e-21 -0.816384 lp= 1.15452 8.16384e-21 -0.816384 r- 6.71621e-30 Found lorentz at 12 1.66623 lm= 1.66623 1.77391e-15 -3.6476e-06 lp= 1.66623 1.77391e-15 -0.804396 r- 7.35091e-14 Found lorentz at 13 2.02766 lm= 2.02766 3.18289e-16 -1.95285e-05 lp= 2.02766 3.18289e-16 -0.788398 r- 1.34572e-14 Found lorentz at 14 2.29496 lm= 2.29496 5.46611e-05 -1.08398e-16 lp= 2.29496 5.46611e-05 -0.769751 r- 0.00236704 Found lorentz at 15 2.49143 lm= 2.49142 0.000407949 -1.404e-17 lp= 2.49143 0.00040795 -0.756811 r- 0.0179679 Found lorentz at 16 2.53228 lm= 2.53228 0.00046037 -1.2308e-17 lp= 2.53228 0.000460372 -0.752745 r- 0.0203864 Found lorentz at 17 2.34682 lm= 2.34682 8.016e-21 -0.8016 lp= 2.34682 8.016e-21 -0.8016 r- 1.50611e-29 Found lorentz at 18 3.09723 lm= 3.09723 2.62806e-15 -2.41619e-06 lp= 3.09723 2.62806e-15 -0.796862 r- 1.09934e-13 Found lorentz at 19 3.0413 lm= 3.0413 2.61503e-20 -0.246497 lp= 3.0413 2.61503e-20 -0.802869 r- 1.0857e-18 Found lorentz at 20 3.74984 lm= 3.74981 0.00245845 -2.53792e-18 lp= 3.74983 0.0024588 -0.789977 r- 0.103754 Found lorentz at 21 3.50229 lm= 3.50229 8.15492e-16 -8.08885e-06 lp= 3.50229 8.15492e-16 -0.812182 r- 3.34692e-14 Found lorentz at 22 3.64398 lm= 3.64398 1.03732e-14 -6.23445e-07 lp= 3.64398 1.03732e-14 -0.804182 r- 4.29967e-13 Found lorentz at 23 3.73589 lm= 3.73589 0.000123187 -4.90212e-17 lp= 3.73589 0.000123193 -0.777122 r- 0.00528422 Found lorentz at 24 3.81125 lm= 3.81125 7.25541e-06 -8.55224e-16 lp= 3.81125 7.25541e-06 -0.787718 r- 0.000307022 Found lorentz at 25 3.95776 lm= 3.95633 0.0130416 -4.43233e-19 lp= 3.95704 0.0131787 -0.766009 r- 0.575209 Found lorentz at 26 4.25342 lm= 4.2534 0.00787222 -8.8472e-19 lp= 4.25341 0.00787229 -0.834554 r- 0.0665279 Found lorentz at 27 4.23738 lm= 4.23736 0.0029078 -2.17369e-18 lp= 4.23737 0.00290786 -0.795036 r- 0.0257955 Found lorentz at 28 4.33895 lm= 4.33895 0.00138493 -4.53939e-18 lp= 4.33895 0.00138494 -0.792894 r- 0.012319 Found lorentz at 29 4.26389 lm= 4.26388 0.002785 -2.16076e-18 lp= 4.26388 0.00278506 -0.775751 r- 0.0253204 Found lorentz at 30 4.51152 lm= 4.51151 0.00195861 -3.00396e-18 lp= 4.51152 0.00195872 -0.767076 r- 0.017632 Found lorentz at 31 4.6141 lm= 4.61408 0.00248551 -2.50188e-18 lp= 4.61409 0.00248556 -0.788584 r- 0.0217641 Found lorentz at 32 4.65226 lm= 4.65224 0.00531062 -1.15259e-18 lp= 4.65225 0.00531067 -0.782373 r- 0.0463526 Found lorentz at 33 4.65405 lm= 4.65401 0.00410106 -1.435e-18 lp= 4.65403 0.00410133 -0.767174 r- 0.036507 Found lorentz at 34 4.66745 lm= 4.66743 0.00287183 -2.0815e-18 lp= 4.66744 0.00287191 -0.773173 r- 0.0253651 Found lorentz at 35 4.66138 lm= 4.66135 0.00311874 -1.85409e-18 lp= 4.66137 0.00311899 -0.760465 r- 0.028008 Found lorentz at 36 4.72355 lm= 4.72354 0.00286818 -2.08294e-18 lp= 4.72354 0.00286824 -0.772944 r- 0.02534 Found lorentz at 60 4.82655 lm= 4.8277 0.08812 -8.67178e-20 lp= 4.82713 0.0881332 -0.874255 r- 0.680584 Q = 8.000000000000107 n0=0.001200411102974254 n1=0.000797173959675546 n2=0.0002993156965205078 n3=0.0001496238918198661 n4=8.501093942851134e-05 n5=3.299241181989e-06 n6=7.439888662579638e-06 n7=5.610042280199912e-05 n8=5.028849002732961e-06 n9=0.001104197071760537 n10=0.1036767895813354 n11=0.3062610311938657 n12=0.000101677054194546 n13=0.0001053469369837152 n14=8.209884112077372e-05 n15=7.864194015360387e-05 n16=8.454913799533251e-05 n17=0.1002145237827754 n18=1.825515559331161e-05 n19=0.4006407918458768 n20=1.121313661742072e-05 n21=2.607122346784497e-05 n22=2.768131591071331e-05 n23=3.418419423727866e-05 n24=2.88759860504855e-05 n25=3.076241238735274e-05 n26=6.050030624621722e-06 n27=1.440418644655808e-05 n28=6.561945650792105e-06 n29=2.645162530570123e-05 n30=1.040942009554591e-05 n31=1.274278682862192e-05 n32=9.63716372947481e-06 n33=1.023083401071933e-05 n34=7.865324824322491e-06 n35=1.80588956274583e-05 n36=4.442702943418504e-06 n37=5.559603654496619e-06 n38=5.204747364288218e-06 n39=9.382149096043652e-06 n40=7.164784493951456e-06 n41=5.653196769135358e-06 n42=2.883263948305884e-06 n43=3.851042923531294e-06 n44=3.794776636463696e-06 n45=5.168330584411639e-06 n46=5.694634753821359e-06 n47=4.421843582146128e-06 n48=2.521277416339589e-06 n49=3.169744607842192e-06 n50=1.570089529942603e-06 n51=2.032464184744124e-06 n52=1.702224570996337e-06 n53=5.665605164298438e-07 n54=2.111397075227061e-07 n55=9.792937927907256e-07 n56=1.750595169845409e-06 n57=8.173739865047899e-06 n58=0.0001095663731927388 n59=0.02299247217136199 n60=0.01592943102119716 n61=0.006330582745793674 n62=0.01087878927683888 n63=0.006977602810103097 n64=0.0005759657027804531 n65=0.0005452161456410866 n66=0.0003597309904112278 n67=0.0003183249768656426 n68=0.0007033904877039574 n69=0.001606092108655328 n70=0.001682117992884862 n71=0.001836346565818 n72=0.002246619512878998 n73=6.660872194157141e-06 n74=0.001230557541201288 n75=0.002187588992684781 n76=0.0001842866998403254 n77=0.0001020834632568983 n78=0.0002185215532360098 n79=0.001348333356185586 n80=0.0003975963786737921 n81=0.0001867478565943989 n82=0.0002414707347391176 n83=7.268915442042176e-05 n84=0.000350489337508725 n85=2.74603926835082e-05 n86=0.0003521187090600831 n87=1.893514048950433e-05 n88=9.396294262082136e-05 n89=0.0005756172440625818 n90=6.853948999838548e-05 n91=8.8969713986556e-05 n92=0.0003926202428533769 n93=2.101108267810624e-05 n94=9.464803820390291e-05 n95=0.0003770750238335977 n96=0.001506060789819039 n97=0.0002305267808747146 n98=0.0001374558269592672 n99=0.0001267169115198647 n100=8.699999871235789e-05 n101=7.161054463644951e-05 n102=4.359535507888474e-05 n103=1.541592073452539e-05 n104=7.197887398406841e-05 n105=0.0001145848905745156 n106=8.868431854653204e-06 n107=3.374585412840833e-05 n108=3.150060173768315e-05 n109=1.197455485940164e-05 n110=3.554123402001297e-06 n111=1.003654825837389e-05 n112=1.331272496414476e-05 n113=1.76274543560543e-06 n114=3.175980759810422e-06 n115=0.0004084844769241473 Q is here equal to 8.000000000000107 40.) nd: 6.082269728486731 Norm of Spectral functions:  0: 1.0007  1: 1.0002  2: 0.9998  3: 0.9996  4: 1.0038  5: 1.0063  6: 1.0016  7: 1.0010  8: 0.9993  9: 1.0011 10: 0.9994 11: 0.9994 12: 0.9994 13: 0.9993 14: 0.9983 15: 1.0017 16: 0.9930 17: 1.0008 18: 1.0011 19: 0.9990 20: 1.0049 21: 0.9999 22: 0.9992 23: 0.9899 24: 1.0010 25: 1.0225 26: 1.0015 27: 0.9940 28: 1.0312 29: 0.9989 30: 0.9843 31: 1.0145 32: 0.9912 33: 0.9832 34: 0.9920 35: 0.9856 36: 1.0036 37: 0.7477 38: 0.3701 39: 0.3741 40: 0.3393 41: 0.3797 42: 0.3755 43: 0.5173 44: 0.3325 45: 0.3580 46: 0.5777 47: 0.3585 48: 0.3399 49: 0.5757 50: 0.3473 51: 0.4146 52: 1.2391 53: 0.5412 54: 0.6777 55: 0.4049 56: 0.3783 57: 0.8358 58: 0.9980 59: 0.9972 60: 0.9920 61: 0.9743 62: 0.9961 63: 1.0179 64: 0.9194 65: 1.0178 66: 0.9835 67: 1.0281 68: 0.9941 69: 1.0125 70: 0.9927 71: 0.9869 72: 0.9960 73: 0.9971 74: 0.9972 75: 0.9756 76: 0.9910 77: 0.9940 78: 0.9782 79: 0.9868 80: 0.9988 81: 0.9928 82: 0.9995 83: 1.0129 84: 0.9923 85: 1.0138 86: 0.9943 87: 0.9127 88: 0.9814 89: 1.0050 90: 1.0134 91: 0.9835 92: 0.9814 93: 1.0059 94: 0.8933 95: 1.0285 96: 1.0614 97: 0.4218 98: 0.8845 99: 0.8674 100: 1.0322 101: 1.0186 102: 1.0833 103: 1.2257 104: 0.9732 105: 0.9221 106: 1.1333 107: 0.9621 108: 0.8820 109: 0.9562 110: 0.8541 111: 0.9295 112: 0.8955 113: 0.7055 114: 0.4420 115: 0.2131  0: 4.4187  1: 1.6636 40.) SelfConsistentStep 40.) Difference between steps: 0.05395 Missing doping : 0 : 0.0376808 1 : 0.040001