Using: 2 nodes: 

reading of nodefile finished: len = 2
size=8682  link_len=27266
pg-SIZE: n = 8682
max_iter = 398
    0        0.7022666479         2683.435878                          0                   0         0.9999999999999669
   10      0.001030473289         2.205427824                          0                   0          1.000000000000078
   20     0.0001604503381        0.3311789366                          0                   0         0.9999999999999954
   30     3.078038341e-05       0.06325814529                          0                   0         0.9999999999999922
   40     5.905134767e-06       0.01212972982                          0                   0          1.000000000000042
   50     1.132886583e-06      0.002326860871                          0                   0         0.9999999999998974
   60     2.173418453e-07     0.0004463964653                          0                   0          1.000000000000075
   70     4.169638692e-08      8.56391574e-05                          0                   0         0.9999999999998569
   80     7.999286851e-09     1.642931257e-05                          0                   0         0.9999999999999035
   90      1.53463359e-09     3.151942983e-06                          0                   0         0.9999999999999627
  100     2.944823174e-10      6.04968664e-07                          0                   0          1.000000000000059
  110     5.647057032e-11     1.159448622e-07                          0                   0         0.9999999999999944
  120     1.095918202e-11     2.280035883e-08                          0                   0          1.000000000000119
  130     2.109966871e-12     4.473902902e-09                          0                   0          1.000000000000023
  140     3.704935054e-13     6.872017691e-10                          0                   0          0.999999999999979
  150     6.569724419e-14     1.149366571e-10                          0                   0         0.9999999999999715
  160     1.451691821e-14     2.591994139e-11                          0                   0         0.9999999999999913
  170     3.524144952e-15     8.392062708e-12                          0                   0         0.9999999999999928
  180     6.491931558e-16     1.591883253e-12                          0                   0         0.9999999999999901
  190     1.310190563e-16     2.068805414e-13                          0                   0           0.99999999999999
  200     8.255521917e-17     1.861981701e-13                          0                   0         0.9999999999999902
  210     9.985502009e-17     2.787080634e-13                          0                   0         0.9999999999999902
Convergence at i = 210  with lambda =                         1.
---------------------------------
---- linear response part -------
---------------------------------
D(0) = 1038.02  P(node[0]) = 0.000963373
D(1) = -2902.82  P(node[1]) = 0.000344493
max_iter = 398
    0                   1                8682     3.154681684e-18                 1.5
   10      0.001463158998         56.11923865    -2.435738955e-15          3.28892228
   20     0.0001763312983         14.33927407    -1.632317193e-17         3.295089772
   30     3.446950049e-05         2.919178973    -1.091080927e-15         3.295941714
   40     6.747407773e-06        0.5962335671    -1.243827225e-15         3.296104493
   50      1.32100864e-06        0.1173550545    -3.803526911e-15         3.296135716
   60     2.586582687e-07       0.02271235356     4.203036777e-16         3.296141706
   70     5.065189172e-08      0.004378049538    -1.866775912e-15         3.296142855
   80     9.925480632e-09     0.0008433284062    -4.117689737e-16         3.296143076
   90     1.946220948e-09     0.0001624428951    -1.732182377e-18         3.296143118
  100     3.816560444e-10     3.129221239e-05     3.074865124e-16         3.296143126
  110     7.484951359e-11     6.028499619e-06    -1.919715472e-17         3.296143128
  120     1.468152727e-11     1.161670858e-06     3.134453892e-16         3.296143128
  130     2.881124631e-12     2.240617085e-07     1.466654489e-16         3.296143128
  140     5.629763404e-13     4.264517622e-08    -6.526778494e-16         3.296143128
  150     1.129002793e-13     8.936489749e-09     1.020748393e-15         3.296143128
  160     2.253631722e-14     1.771001808e-09     7.732877178e-16         3.296143128
  170     4.557807955e-15     3.713439238e-10     7.085489896e-16         3.296143128
  180     8.333667594e-16     5.271446813e-11    -2.764071795e-16         3.296143128
  190      1.65908231e-16     9.594034772e-12    -2.472811046e-16         3.296143128
  200     3.956718316e-17     4.167850339e-12    -4.496855565e-16         3.296143128
  210     1.775287808e-17     1.077852518e-12    -3.959574097e-16         3.296143128
  220     2.528971814e-17     4.172448921e-12     -4.02110257e-16         3.296143128
Convergence at i = 220.
Computation of left and right eigenvectors of G_ss
max_iter = 398
    0       0.02584868658         134.5372942        0.01561925349476712       0.01101202014         0.9843807465052329
   10     6.427702708e-05        0.2700868517        0.01581228276170044     0.0001930292669         0.9841877172382996
   20     1.153182783e-05       0.04758062331         0.0157741691739296     3.811358777e-05         0.9842258308260704
   30      2.59297976e-06       0.01068098436        0.01576547376461723     8.695409312e-06         0.9842345262353828
   40     5.830532642e-07      0.002400839319        0.01576352086007338     1.952904544e-06         0.9842364791399266
   50     1.311023929e-07     0.0005397970212         0.0157630817472425     4.391128309e-07         0.9842369182527575
   60     2.947888719e-08     0.0001213732828        0.01576298301085977     9.873638274e-08         0.9842370169891402
   70     6.628436115e-09     2.729111621e-05        0.01576296080958173     2.220127804e-08         0.9842370391904183
   80     1.490433505e-09     6.136525639e-06        0.01576295581755027     4.992031455e-09         0.9842370441824497
   90     3.351737208e-10     1.380013982e-06        0.01576295469500366     1.122546611e-09         0.9842370453049963
  100     7.531396111e-11     3.100772012e-07        0.01576295444271103     2.522926312e-10          0.984237045557289
  110     1.694638578e-11     6.977241611e-08        0.01576295438593767     5.677336379e-11         0.9842370456140623
  120      3.84002988e-12     1.581957434e-08        0.01576295437309772     1.283995132e-11         0.9842370456269023
  130      8.54508074e-13     3.518723358e-09        0.01576295437027875     2.818967282e-12         0.9842370456297213
  140      1.96459287e-13     8.099348344e-10        0.01576295436964559     6.331601909e-13         0.9842370456303544
  150     4.452357536e-14     1.836720655e-10        0.01576295436949304     1.525446436e-13          0.984237045630507
  160     9.653346509e-15     3.981650992e-11        0.01576295436945829     3.474998067e-14         0.9842370456305417
  170     2.089843733e-15     8.591066267e-12         0.0157629543694503     7.993605777e-15         0.9842370456305497
  180     4.120442594e-16     1.687008217e-12        0.01576295436944797     2.331468352e-15          0.984237045630552
  190     2.143670983e-16     8.960673123e-13        0.01576295436944775     2.220446049e-16         0.9842370456305523
  200     2.351194055e-16     1.009770404e-12        0.01576295436944752     2.220446049e-16         0.9842370456305525
Convergence at i = 200  with lambda =        0.9842370456305525.
max_iter = 398
    0        0.6951240013         2641.214563        0.01561925349486935       0.01101202014         0.9843807465050903
   10       0.00110103916         2.425916259        0.01581228276167466     0.0001930292668         0.9841877172382687
   20     0.0002031348484        0.4227524546        0.01577416917395405     3.811358772e-05          0.984225830826023
   30     4.567883693e-05       0.09446748855        0.01576547376462292     8.695409331e-06         0.9842345262354094
   40     1.027130807e-05       0.02122505306        0.01576352086004878     1.952904574e-06         0.9842364791398366
   50     2.309554866e-06       0.00477180801        0.01576308174721906     4.391128297e-07         0.9842369182526212
   60     5.193126265e-07      0.001072923301        0.01576298301083937     9.873637969e-08         0.9842370169891382
   70      1.16769348e-07     0.0002412488089        0.01576296080958342     2.220125595e-08         0.9842370391903691
   80      2.62561446e-08     5.424618784e-05        0.01576295581755014     4.992033276e-09          0.984237044182562
   90     5.903698474e-09     1.219698667e-05        0.01576295469507093     1.122479214e-09         0.9842370453048637
  100     1.327407946e-09     2.742283458e-06        0.01576295444267803     2.523928982e-10         0.9842370455572429
  110     2.984161452e-10     6.163775541e-07        0.01576295438592689     5.675114545e-11         0.9842370456140036
  120     6.724673136e-11     1.393275013e-07        0.01576295437316787      1.27590126e-11         0.9842370456269597
  130     1.511634641e-11     3.124408505e-08        0.01576295437029637     2.871505117e-12         0.9842370456297334
  140     3.290129603e-12     6.495298838e-09        0.01576295436965061     6.457577528e-13         0.9842370456302576
  150      8.16999761e-13     1.808002368e-09        0.01576295436950726     1.433471397e-13         0.9842370456305454
  160     1.585516454e-13     3.615887521e-10        0.01576295436947537     3.189462583e-14         0.9842370456305073
  170     3.931420077e-14     7.637831276e-11         0.0157629543694675     7.868705687e-15         0.9842370456305261
  180     9.998722499e-15     2.378425778e-11         0.0157629543694657     1.800642968e-15         0.9842370456305299
  190     2.510829272e-15     6.163260269e-12         0.0157629543694653     3.955169525e-16         0.9842370456305312
  200     6.685190596e-16     1.725456474e-12        0.01576295436946519     1.144917494e-16         0.9842370456305314
  210      8.98803601e-17     1.167706509e-13        0.01576295436946518     1.387778781e-17         0.9842370456305312
  220     1.236058239e-16     5.509357616e-13        0.01576295436946517     1.040834086e-17         0.9842370456305312
Convergence at i = 220  with lambda =        0.9842370456305348.
max_iter = 398
    0        0.7022666479         2683.435878                          0                   0         0.9999999999999669
   10      0.001030473289         2.205427824                          0                   0          1.000000000000078
   20     0.0001604503381        0.3311789366                          0                   0         0.9999999999999954
   30     3.078038341e-05       0.06325814529                          0                   0         0.9999999999999922
   40     5.905134767e-06       0.01212972982                          0                   0          1.000000000000042
   50     1.132886583e-06      0.002326860871                          0                   0         0.9999999999998974
   60     2.173418453e-07     0.0004463964653                          0                   0          1.000000000000075
   70     4.169638692e-08      8.56391574e-05                          0                   0         0.9999999999998569
   80     7.999286851e-09     1.642931257e-05                          0                   0         0.9999999999999035
   90      1.53463359e-09     3.151942983e-06                          0                   0         0.9999999999999627
  100     2.944823174e-10      6.04968664e-07                          0                   0          1.000000000000059
  110     5.647057032e-11     1.159448622e-07                          0                   0         0.9999999999999944
  120     1.095918202e-11     2.280035883e-08                          0                   0          1.000000000000119
  130     2.109966871e-12     4.473902902e-09                          0                   0          1.000000000000023
  140     3.704935054e-13     6.872017691e-10                          0                   0          0.999999999999979
  150     6.569724419e-14     1.149366571e-10                          0                   0         0.9999999999999715
  160     1.451691821e-14     2.591994139e-11                          0                   0         0.9999999999999913
  170     3.524144952e-15     8.392062708e-12                          0                   0         0.9999999999999928
  180     6.491931558e-16     1.591883253e-12                          0                   0         0.9999999999999901
  190     1.310190563e-16     2.068805414e-13                          0                   0           0.99999999999999
  200     8.255521917e-17     1.861981701e-13                          0                   0         0.9999999999999902
  210     9.985502009e-17     2.787080634e-13                          0                   0         0.9999999999999902
Convergence at i = 210  with lambda =                         1.
dlambda =      0.01576295436946517   diff = 1.76421e-14
TEST: psi_left^T * psi_right =          1.000000000000042
---->  psiR, psiL:             0.056 sec (cpu)         0.0578 sec (real)          0.969 (ratio)
    0  Measure2:               0.032 sec (cpu)         0.0298 sec (real)          1.074 (ratio)
    0    232                   0     3.195510613e-19
    0  Measure3:               0.000 sec (cpu)         0.0003 sec (real)          0.000 (ratio)
    1  Measure2:               0.032 sec (cpu)         0.0319 sec (real)          1.003 (ratio)
    1    232                   0     3.195510613e-19
    1  Measure3:               0.000 sec (cpu)         0.0003 sec (real)          0.000 (ratio)
    2  Measure2:               0.032 sec (cpu)         0.0306 sec (real)          1.046 (ratio)
    2    243                   0     1.447896923e-20
    2  Measure3:               0.000 sec (cpu)         0.0003 sec (real)          0.000 (ratio)
    3  Measure2:               0.024 sec (cpu)         0.0305 sec (real)          0.787 (ratio)
    3    241                   0     1.824794046e-19
    3  Measure3:               0.000 sec (cpu)         0.0002 sec (real)          0.000 (ratio)
    4  Measure2:               0.032 sec (cpu)         0.0318 sec (real)          1.006 (ratio)
    4    252                   0     1.773937542e-20
    4  Measure3:               0.000 sec (cpu)         0.0003 sec (real)          0.000 (ratio)
    5  Measure2:               0.032 sec (cpu)         0.0302 sec (real)          1.060 (ratio)
    5    242                   0     1.956047739e-19
    5  Measure3:               0.000 sec (cpu)         0.0003 sec (real)          0.000 (ratio)
    6  Measure2:               0.032 sec (cpu)         0.0307 sec (real)          1.042 (ratio)
    6    241                   0     1.721441807e-19
    6  Measure3:               0.000 sec (cpu)         0.0003 sec (real)          0.000 (ratio)
    7  Measure2:               0.032 sec (cpu)         0.0320 sec (real)          1.000 (ratio)
    7    250                   0     5.261234197e-20
    7  Measure3:               0.000 sec (cpu)         0.0003 sec (real)          0.000 (ratio)
    8  Measure2:               0.028 sec (cpu)         0.0305 sec (real)          0.918 (ratio)
    8    239                   0      2.37303905e-19
    8  Measure3:               0.000 sec (cpu)         0.0003 sec (real)          0.000 (ratio)
    9  Measure2:               0.032 sec (cpu)         0.0297 sec (real)          1.077 (ratio)
    9    234                   0     7.256615869e-19
    9  Measure3:               0.000 sec (cpu)         0.0003 sec (real)          0.000 (ratio)
   10  Measure2:               0.032 sec (cpu)         0.0305 sec (real)          1.049 (ratio)
   10    242                   0     2.040313399e-19
   10  Measure3:               0.000 sec (cpu)         0.0003 sec (real)          0.000 (ratio)
   11  Measure2:               0.028 sec (cpu)         0.0300 sec (real)          0.933 (ratio)
   11    242                   0     1.138561984e-19
   11  Measure3:               0.000 sec (cpu)         0.0003 sec (real)          0.000 (ratio)
   12  Measure2:               0.032 sec (cpu)         0.0301 sec (real)          1.063 (ratio)
   12    242                   0     1.138561984e-19
   12  Measure3:               0.000 sec (cpu)         0.0003 sec (real)          0.000 (ratio)
   13  Measure2:               0.028 sec (cpu)         0.0298 sec (real)          0.940 (ratio)
   13    229                   0     9.498022996e-19
   13  Measure3:               0.000 sec (cpu)         0.0003 sec (real)          0.000 (ratio)
   14  Measure2:               0.028 sec (cpu)         0.0273 sec (real)          1.026 (ratio)
   14    215                   0      1.50972652e-17
   14  Measure3:               0.000 sec (cpu)         0.0003 sec (real)          0.000 (ratio)
   15  Measure2:               0.032 sec (cpu)         0.0307 sec (real)          1.042 (ratio)
   15    242                   0     1.138561984e-19
   15  Measure3:               0.000 sec (cpu)         0.0003 sec (real)          0.000 (ratio)
   16  Measure2:               0.032 sec (cpu)         0.0308 sec (real)          1.039 (ratio)
   16    242                   0     1.138561984e-19
   16  Measure3:               0.000 sec (cpu)         0.0003 sec (real)          0.000 (ratio)
   17  Measure2:               0.028 sec (cpu)         0.0274 sec (real)          1.022 (ratio)
   17    215                   0     1.459712627e-17
   17  Measure3:               0.000 sec (cpu)         0.0003 sec (real)          0.000 (ratio)
   18  Measure2:               0.028 sec (cpu)         0.0295 sec (real)          0.949 (ratio)
   18    231                   0     1.079398495e-18
   18  Measure3:               0.000 sec (cpu)         0.0002 sec (real)          0.000 (ratio)
   19  Measure2:               0.032 sec (cpu)         0.0320 sec (real)          1.000 (ratio)
   19    251                   0     3.325123298e-20
   19  Measure3:               0.000 sec (cpu)         0.0003 sec (real)          0.000 (ratio)
   20  Measure2:               0.032 sec (cpu)         0.0310 sec (real)          1.032 (ratio)
   20    244                   0      1.08350951e-19
   20  Measure3:               0.000 sec (cpu)         0.0002 sec (real)          0.000 (ratio)
   21  Measure2:               0.032 sec (cpu)         0.0309 sec (real)          1.036 (ratio)
   21    243                   0     1.447896923e-20
   21  Measure3:               0.000 sec (cpu)         0.0003 sec (real)          0.000 (ratio)
   22  Measure2:               0.028 sec (cpu)         0.0305 sec (real)          0.918 (ratio)
   22    239                   0     1.649420386e-19
   22  Measure3:               0.000 sec (cpu)         0.0003 sec (real)          0.000 (ratio)
   23  Measure2:               0.032 sec (cpu)         0.0308 sec (real)          1.039 (ratio)
   23    243                   0     1.447896923e-20
   23  Measure3:               0.000 sec (cpu)         0.0003 sec (real)          0.000 (ratio)
   24  Measure2:               0.032 sec (cpu)         0.0304 sec (real)          1.053 (ratio)
   24    239                   0     2.381467156e-19
   24  Measure3:               0.000 sec (cpu)         0.0002 sec (real)          0.000 (ratio)
   25  Measure2:               0.032 sec (cpu)         0.0306 sec (real)          1.046 (ratio)
   25    239                   0     1.649420386e-19
   25  Measure3:               0.000 sec (cpu)         0.0002 sec (real)          0.000 (ratio)
   26  Measure2:               0.028 sec (cpu)         0.0309 sec (real)          0.906 (ratio)
   26    243                   0     1.447896923e-20
   26  Measure3:               0.000 sec (cpu)         0.0002 sec (real)          0.000 (ratio)
   27  Measure2:               0.032 sec (cpu)         0.0307 sec (real)          1.042 (ratio)
   27    239                   0     2.165306345e-19
   27  Measure3:               0.000 sec (cpu)         0.0002 sec (real)          0.000 (ratio)
   28  Measure2:               0.032 sec (cpu)         0.0307 sec (real)          1.042 (ratio)
   28    238                   0     3.394159343e-19
   28  Measure3:               0.000 sec (cpu)         0.0003 sec (real)          0.000 (ratio)
   29  Measure2:               0.032 sec (cpu)         0.0335 sec (real)          0.955 (ratio)
   29    265                   0     4.063281181e-21
   29  Measure3:               0.000 sec (cpu)         0.0003 sec (real)          0.000 (ratio)
   30  Measure2:               0.032 sec (cpu)         0.0311 sec (real)          1.029 (ratio)
   30    245                   0     1.171002832e-19
   30  Measure3:               0.000 sec (cpu)         0.0002 sec (real)          0.000 (ratio)
   31  Measure2:               0.032 sec (cpu)         0.0308 sec (real)          1.039 (ratio)
   31    242                   0     2.063080707e-19
   31  Measure3:               0.000 sec (cpu)         0.0003 sec (real)          0.000 (ratio)
   32  Measure2:               0.028 sec (cpu)         0.0308 sec (real)          0.909 (ratio)
   32    245                   0     1.020718824e-19
   32  Measure3:               0.000 sec (cpu)         0.0002 sec (real)          0.000 (ratio)
   33  Measure2:               0.028 sec (cpu)         0.0296 sec (real)          0.946 (ratio)
   33    238                   0     2.910140147e-19
   33  Measure3:               0.000 sec (cpu)         0.0003 sec (real)          0.000 (ratio)
   34  Measure2:               0.028 sec (cpu)         0.0286 sec (real)          0.979 (ratio)
   34    232                   0     5.812788214e-19
   34  Measure3:               0.000 sec (cpu)         0.0003 sec (real)          0.000 (ratio)
   35  Measure2:               0.032 sec (cpu)         0.0299 sec (real)          1.070 (ratio)
   35    243                   0     1.447896923e-20
   35  Measure3:               0.000 sec (cpu)         0.0003 sec (real)          0.000 (ratio)
   36  Measure2:               0.028 sec (cpu)         0.0289 sec (real)          0.969 (ratio)
   36    234                   0     3.038136481e-19
   36  Measure3:               0.000 sec (cpu)         0.0002 sec (real)          0.000 (ratio)
   37  Measure2:               0.028 sec (cpu)         0.0290 sec (real)          0.966 (ratio)
   37    235                   0     4.761333987e-19
   37  Measure3:               0.000 sec (cpu)         0.0003 sec (real)          0.000 (ratio)
   38  Measure2:               0.032 sec (cpu)         0.0315 sec (real)          1.016 (ratio)
   38    254                   0     2.214360083e-20
   38  Measure3:               0.000 sec (cpu)         0.0002 sec (real)          0.000 (ratio)
   39  Measure2:               0.028 sec (cpu)         0.0283 sec (real)          0.989 (ratio)
   39    226                   0     1.345259022e-18
   39  Measure3:               0.000 sec (cpu)         0.0003 sec (real)          0.000 (ratio)
GR sparse:              1.272 sec (cpu)         1.2831 sec (real)          0.991 (ratio)
max_iter = 100000
    0        0.7692580311           16.193141         0.9999999999999779
   10      0.004567727943       0.06181940039         0.9999999999997005
   20      0.000753351981       0.01010438146         0.9999999999994319
   30      0.000124248679      0.001664623382         0.9999999999991644
   40      2.04920602e-05     0.0002744943156         0.9999999999988981
   50     3.379710245e-06     4.527043776e-05         0.9999999999986314
   60     5.574081632e-07     7.466318317e-06         0.9999999999983643
   70     9.193211458e-08     1.231402849e-06         0.9999999999980977
   80     1.516217808e-08     2.030929518e-07          0.999999999997831
   90      2.50068187e-09     3.349609393e-08         0.9999999999975639
  100     4.124494132e-10     5.524862462e-09         0.9999999999972971
  110     6.804177187e-11     9.116264071e-10         0.9999999999970302
  120     1.123934019e-11     1.507748451e-10         0.9999999999967638
  130      1.87100075e-12     2.528913786e-11         0.9999999999964972
  140     3.260187259e-13     4.594276553e-12         0.9999999999962306
  150     7.121647022e-14     1.182610428e-12         0.9999999999959636
  160     2.908350644e-14     6.169369354e-13         0.9999999999956967
  170     2.668611859e-14     5.457987398e-13         0.9999999999954302
  180     2.666963872e-14     5.362442126e-13         0.9999999999951634
Convergence at i = 180.
max_iter = 100000
    0         0.814099188         16.96542034         0.9999999999999999
   10       0.03749130488        0.5199518799                          1
   20       0.02846013944        0.4956187679                          1
   30       0.02162150719        0.4731662833         0.9999999999999997
   40       0.01642627112        0.4506599334         0.9999999999999989
   50       0.01247935265         0.425853342         0.9999999999999986
   60      0.009480803144        0.3979232433         0.9999999999999983
   70      0.007202747671         0.366736689         0.9999999999999974
   80      0.005472065312        0.3326766545         0.9999999999999963
   90      0.004157232787        0.2965667024         0.9999999999999961
  100      0.003158329344        0.2595628671          0.999999999999995
  110      0.002399443273        0.2229854252         0.9999999999999946
  120      0.001822902995         0.188116727         0.9999999999999937
  130      0.001384894307        0.1560173584         0.9999999999999921
  140      0.001052130721         0.127408247         0.9999999999999913
  150     0.0007993238529        0.1026384353          0.999999999999991
  160     0.0006072616352       0.08172645459         0.9999999999999899
  170      0.000461348291       0.06444445984          0.999999999999989
  180     0.0003504951298       0.05041290953         0.9999999999999885
  190     0.0002662778608        0.0391834031         0.9999999999999878
  200     0.0002022963891        0.0302996193         0.9999999999999865
  210       0.00015368844       0.02333561481         0.9999999999999858
  220     0.0001167600504        0.0179156197         0.9999999999999848
  230     8.870484585e-05       0.01372086144         0.9999999999999837
  240     6.739076976e-05       0.01048841521         0.9999999999999832
  250     5.119805807e-05      0.008005835613         0.9999999999999819
  260     3.889614497e-05      0.006104061475         0.9999999999999803
  270     2.955014605e-05      0.004650078387         0.9999999999999799
  280     2.244981173e-05      0.003540122717         0.9999999999999797
  290      1.70555518e-05       0.00269376797         0.9999999999999789
  300     1.295742925e-05      0.002048977949         0.9999999999999775
  310     9.844007091e-06      0.001558076928         0.9999999999999769
  320     7.478680664e-06      0.001184527079         0.9999999999999754
  330     5.681696889e-06     0.0009003853531         0.9999999999999755
  340      4.31649391e-06     0.0006843158226         0.9999999999999757
  350     3.279323069e-06     0.0005200471481         0.9999999999999752
  360     2.491364522e-06     0.0003951817778         0.9999999999999744
  370     1.892737328e-06      0.000300280286         0.9999999999999731
  380     1.437948787e-06     0.0002281593534         0.9999999999999728
  390     1.092437225e-06     0.0001733547358         0.9999999999999722
  400     8.299454758e-07     0.0001317111335         0.9999999999999711
  410     6.305254684e-07     0.0001000693704           0.99999999999997
  420     4.790222705e-07     7.602802256e-05         0.9999999999999695
  430     3.639223903e-07     5.776191037e-05         0.9999999999999684
  440     2.764788077e-07     4.388396401e-05         0.9999999999999672
  450     2.100462437e-07     3.334014266e-05         0.9999999999999661
  460     1.595761528e-07     2.532952278e-05         0.9999999999999656
  470     1.212330586e-07     1.924354163e-05         0.9999999999999656
  480     9.210307587e-08     1.461981297e-05         0.9999999999999654
  490     6.997247012e-08     1.110702452e-05         0.9999999999999645
  500     5.315942509e-08     8.438261147e-06         0.9999999999999634
  510     4.038623313e-08     6.410732773e-06         0.9999999999999626
  520     3.068219448e-08     4.870370406e-06         0.9999999999999619
  530     2.330985061e-08     3.700121715e-06         0.9999999999999609
  540     1.770893955e-08     2.811057967e-06           0.99999999999996
  550     1.345382049e-08     2.135617248e-06         0.9999999999999594
  560       1.0221125e-08     1.622470862e-06         0.9999999999999577
  570     7.765184498e-09     1.232623078e-06          0.999999999999957
  580     5.899359173e-09     9.364478673e-07         0.9999999999999558
  590     4.481856233e-09     7.114376741e-07         0.9999999999999554
  600     3.404951937e-09     5.404929941e-07         0.9999999999999548
  610     2.586807219e-09     4.106229749e-07         0.9999999999999544
  620     1.965247138e-09     3.119581944e-07         0.9999999999999537
  630     1.493035506e-09      2.37000644e-07         0.9999999999999525
  640     1.134287706e-09     1.800539472e-07          0.999999999999952
  650     8.617401082e-10     1.367904436e-07         0.9999999999999505
  660     6.546805298e-10     1.039223256e-07         0.9999999999999502
  670     4.973734101e-10       7.8951785e-08         0.9999999999999493
  680     3.778638977e-10     5.998118551e-08         0.9999999999999488
  690     2.870706895e-10      4.55688578e-08         0.9999999999999482
  700     2.180930449e-10     3.461953188e-08         0.9999999999999478
  710     1.656892221e-10     2.630112115e-08         0.9999999999999469
  720     1.258772547e-10     1.998146539e-08          0.999999999999946
  730     9.563150375e-11     1.518030529e-08         0.9999999999999453
  740     7.265303973e-11     1.153276736e-08         0.9999999999999447
  750     5.519578181e-11     8.761663906e-09         0.9999999999999442
  760        4.193338e-11     6.656405126e-09         0.9999999999999436
  770      3.18576206e-11     5.056995555e-09         0.9999999999999432
  780     2.420296873e-11     3.841897236e-09         0.9999999999999432
  790     1.838743995e-11     2.918763685e-09         0.9999999999999432
  800     1.396903161e-11     2.217440194e-09          0.999999999999943
  810     1.061243357e-11     1.684632169e-09         0.9999999999999425
  820     8.062775003e-12     1.279847694e-09         0.9999999999999424
  830     6.125228742e-12     9.723240416e-10         0.9999999999999423
  840     4.653701903e-12     7.386960804e-10          0.999999999999942
  850     3.535391326e-12     5.612004069e-10         0.9999999999999422
  860     2.685872846e-12     4.263524881e-10         0.9999999999999419
  870     2.040235494e-12     3.239098256e-10         0.9999999999999416
  880     1.550057825e-12     2.460818055e-10         0.9999999999999396
  890     1.177850081e-12     1.869517902e-10         0.9999999999999388
  900     8.944685812e-13     1.420323373e-10         0.9999999999999378
  910     6.797222832e-13      1.07903382e-10         0.9999999999999369
  920     5.161218133e-13     8.197781975e-11         0.9999999999999359
  930     3.920205631e-13     6.227962386e-11         0.9999999999999345
  940     2.980319984e-13     4.731765306e-11         0.9999999999999335
  950     2.264752513e-13     3.595126271e-11         0.9999999999999318
  960     1.719562535e-13     2.731128786e-11         0.9999999999999306
  970     1.305276959e-13     2.074910541e-11         0.9999999999999293
  980     9.905856517e-14     1.576474725e-11         0.9999999999999279
  990     7.524612444e-14     1.197598766e-11         0.9999999999999272
 1000     5.730518057e-14     9.098516661e-12         0.9999999999999253
 1010     4.365014209e-14     6.912602988e-12         0.9999999999999256
 1020     3.286292679e-14     5.251541145e-12         0.9999999999999244
 1030     2.500847836e-14     3.990447719e-12         0.9999999999999226
 1040     1.898530161e-14     3.029909787e-12         0.9999999999999225
 1050       1.4474099e-14     2.304689443e-12         0.9999999999999222
 1060     1.072910207e-14     1.751080321e-12         0.9999999999999215
 1070     8.298049747e-15     1.331039049e-12         0.9999999999999205
 1080     6.183909721e-15     1.012693332e-12           0.99999999999992
 1090      4.86074939e-15     7.678857281e-13         0.9999999999999196
 1100      3.39371543e-15     5.843987387e-13         0.9999999999999186
 1110     2.621709273e-15      4.44979239e-13          0.999999999999916
 1120     1.959912267e-15     3.388228356e-13         0.9999999999999145
 1130     1.698456913e-15      2.58437506e-13         0.9999999999999141
 1140     1.060674985e-15     1.961697019e-13         0.9999999999999125
 1150     6.934557095e-16     1.489839099e-13         0.9999999999999106
 1160     5.840055002e-16     1.141799269e-13         0.9999999999999087
 1170     2.758752428e-16     8.707049901e-14         0.9999999999999071
Convergence at i = 1170.
Hello: len = 59490
Hello2: len = 59490
diffmax =    1.604272270583351e-15
GR is a Google matrix
