WildLab_setsLab

WildLab_setsLab/VP31/preprocessed/causal/2_ITW_Lab_subj31_bandpass_resample_deblank.set

@@ -0,0 +1 @@
+/annex/objects/MD5-s25454232--f6cc2bb0559a2856e2b7ec961c599759

WildLab_setsLab/VP31/preprocessed/causal/3_ITW_Lab_subj31_channelrejTriggersXensor.fdt

@@ -0,0 +1 @@
+/annex/objects/MD5-s781735840--c52b6fcf89fa6b4d0f1333bc4691ee94

WildLab_setsLab/VP31/preprocessed/causal/3_ITW_Lab_subj31_channelrejTriggersXensor.set

@@ -0,0 +1 @@
+/annex/objects/MD5-s32052152--23977140e9f2a1e6db7ba2c3a99898fe

WildLab_setsLab/VP31/preprocessed/causal/amica/LLt

@@ -0,0 +1 @@
+/annex/objects/MD5-s20080336--59ce0bc57015586a042790bde5c529c7

WildLab_setsLab/VP31/preprocessed/causal/amica/ica_VP31.o455354

@@ -0,0 +1,509 @@
+           1 processor name = c04grid
+           1 host_num =   -906045075
+ This is MPI process           1 of           1 ; I am process           1 of
+           1 on node: c04grid
+           1  : node root process           1 of           1
+Processing arguments ...
+ num_files =            1
+ FILES: 
+ /net/store/nbp/users/agert/nbp_intothewild/Analysis/EEG_analysis/tmpdata63236.f
+ dt
+ num_dir_files =            1
+ initial matrix block_size =          128
+ do_opt_block =            0
+ number of models =            1
+ number of density mixture components =            3
+ pdf type =            0
+ max_iter =         2000
+ num_samples =            1
+ data_dim =          116
+ field_dim =      1255021
+ do_history =            0
+ histstep =           10
+ share_comps =            0
+ share_start =          100
+ comp_thresh =   0.990000000000000     
+ share_int =          100
+ initial lrate =   0.100000000000000     
+ minimum lrate =   1.000000000000000E-008
+ lrate factor =   0.500000000000000     
+ initial rholrate =   5.000000000000000E-002
+ rho0 =    1.50000000000000     
+ min rho =    1.00000000000000     
+ max rho =    2.00000000000000     
+ rho lrate factor =   0.500000000000000     
+ kurt_start =            3
+ num kurt =            5
+ kurt interval =            1
+ do_newton =            1
+ newt_start =           50
+ newt_ramp =           10
+ initial newton lrate =    1.00000000000000     
+ do_reject =            0
+ num reject =            3
+ reject sigma =    3.00000000000000     
+ reject start =            2
+ reject interval =            3
+ max_thrds =            4
+ write step =           10
+ write_nd =            1
+ write_LLt =            1
+ dec window =            1
+ max_decs =            3
+ fix_init =            0
+ update_A =            1
+ update_c =            1
+ update_gm =            1
+ update_alpha =            1
+ update_mu =            1
+ update_beta =            1
+ invsigmax =    100.000000000000     
+ invsigmin =   0.000000000000000E+000
+ do_rho =            1
+ load_rej =            0
+ load_A =            0
+ load_c =            0
+ load_gm =            0
+ load_alpha =            0
+ load_mu =            0
+ load_beta =            0
+ load_rho =            0
+ load_comp_list =            0
+ do_mean =            1
+ do_sphere =            1
+ doPCA =            1
+ pcakeep =          116
+ doscaling =            1
+ scalestep =            1
+ dble_data =            0
+ do_approx_sphere =            1
+ use_grad_norm =            1
+ use_min_dll =            1
+ print_debug =            0
+ min dll =   1.000000000000000E-006
+ min grad norm =   1.000000000000000E-006
+ minimum data covariance eigenvalue =   1.000000000000000E-018
+mkdir: cannot create directory ‘/net/store/nbp/projects/IntoTheWild/Daten/EEG/Lab/VP31/preprocessed/01Hz/amica/’: File exists
+ output directory = 
+ /net/store/nbp/projects/IntoTheWild/Daten/EEG/Lab/VP31/preprocessed/01Hz/amica/
+           1 : setting num_thrds to            4  ...
+           1 : using           4 threads.
+           1 : node_thrds =            4
+ i =            1  real ierr =            0
+ bytes in real =            1
+           1 : REAL nbyte =            1
+ getting segment list ...
+ blocks in sample =      1255021
+ total blocks =      1255021
+ node blocks =      1255021
+ node            1  start: file            1  sample            1  index 
+           1
+ node            1  stop : file            1  sample            1  index 
+     1255021
+           1 : data =  -1.129489297230224E-014 -6.729100783531283E-016
+ getting the mean ...
+  mean =   1.585984362163138E-002  1.527100617553096E-002
+  2.001946038013506E-002
+ subtracting the mean ...
+ getting the sphering matrix ...
+ cnt =      1255021
+ doing eig nx =          116  lwork =       134560
+ minimum eigenvalues =   0.518179346056493       0.524675767307208     
+  0.535691937648969     
+ maximum eigenvalues =    3840.08751522257        2199.83473262330     
+   848.744686441181     
+ num eigs kept =          116
+ numeigs =          116
+ sphering the data ...
+           1 Allocating variables ...
+           1 : Initializing variables ...
+           1 : block size =          128
+           1 : entering the main loop ...
+ iter     1 lrate =  0.1000000000 LL =  -2.2360567022 nd =  0.0299680578, D =   0.55033E-01  0.55033E-01  ( 42.09 s,  23.4 h)
+ iter     2 lrate =  0.1000000000 LL =  -2.1862881765 nd =  0.0100871958, D =   0.41031E-01  0.41031E-01  ( 41.48 s,  23.0 h)
+ iter     3 lrate =  0.1000000000 LL =  -2.1785363398 nd =  0.0089493564, D =   0.28002E-01  0.28002E-01  ( 39.74 s,  22.0 h)
+ iter     4 lrate =  0.1000000000 LL =  -2.1755383146 nd =  0.0089175606, D =   0.27703E-01  0.27703E-01  ( 38.87 s,  21.6 h)
+ iter     5 lrate =  0.1000000000 LL =  -2.1737772152 nd =  0.0084727618, D =   0.39327E-01  0.39327E-01  ( 41.70 s,  23.1 h)
+ iter     6 lrate =  0.1000000000 LL =  -2.1725157447 nd =  0.0081482670, D =   0.57702E-01  0.57702E-01  ( 42.73 s,  23.7 h)
+ iter     7 lrate =  0.1000000000 LL =  -2.1714708965 nd =  0.0080438103, D =   0.79223E-01  0.79223E-01  ( 35.92 s,  19.9 h)
+ iter     8 lrate =  0.1000000000 LL =  -2.1705118342 nd =  0.0081018593, D =   0.10231E+00  0.10231E+00  ( 43.12 s,  23.9 h)
+ iter     9 lrate =  0.1000000000 LL =  -2.1695707449 nd =  0.0082786691, D =   0.12636E+00  0.12636E+00  ( 43.50 s,  24.1 h)
+ iter    10 lrate =  0.1000000000 LL =  -2.1686047835 nd =  0.0085502621, D =   0.15113E+00  0.15113E+00  ( 44.96 s,  24.9 h)
+ iter    11 lrate =  0.1000000000 LL =  -2.1675719525 nd =  0.0089139477, D =   0.17656E+00  0.17656E+00  ( 53.36 s,  29.5 h)
+ iter    12 lrate =  0.1000000000 LL =  -2.1664460870 nd =  0.0092415368, D =   0.20273E+00  0.20273E+00  ( 41.65 s,  23.0 h)
+ iter    13 lrate =  0.1000000000 LL =  -2.1652004478 nd =  0.0094452708, D =   0.22890E+00  0.22890E+00  ( 41.05 s,  22.7 h)
+ iter    14 lrate =  0.1000000000 LL =  -2.1638965751 nd =  0.0089760207, D =   0.25390E+00  0.25390E+00  ( 42.18 s,  23.3 h)
+ iter    15 lrate =  0.1000000000 LL =  -2.1627709396 nd =  0.0076497968, D =   0.27183E+00  0.27183E+00  ( 42.82 s,  23.6 h)
+ iter    16 lrate =  0.1000000000 LL =  -2.1620137487 nd =  0.0068935914, D =   0.27293E+00  0.27293E+00  ( 39.71 s,  21.9 h)
+ iter    17 lrate =  0.1000000000 LL =  -2.1614400848 nd =  0.0066137172, D =   0.25988E+00  0.25988E+00  ( 41.81 s,  23.0 h)
+ iter    18 lrate =  0.1000000000 LL =  -2.1609195954 nd =  0.0064063041, D =   0.24738E+00  0.24738E+00  ( 40.80 s,  22.5 h)
+ iter    19 lrate =  0.1000000000 LL =  -2.1604296654 nd =  0.0062285016, D =   0.23630E+00  0.23630E+00  ( 38.45 s,  21.2 h)
+ iter    20 lrate =  0.1000000000 LL =  -2.1599648702 nd =  0.0060664690, D =   0.22668E+00  0.22668E+00  ( 38.57 s,  21.2 h)
+ iter    21 lrate =  0.1000000000 LL =  -2.1595214718 nd =  0.0059240628, D =   0.21832E+00  0.21832E+00  ( 46.81 s,  25.7 h)
+ iter    22 lrate =  0.1000000000 LL =  -2.1590982807 nd =  0.0058046496, D =   0.21105E+00  0.21105E+00  ( 44.17 s,  24.3 h)
+ iter    23 lrate =  0.1000000000 LL =  -2.1586930574 nd =  0.0057673660, D =   0.20464E+00  0.20464E+00  ( 43.46 s,  23.9 h)
+ iter    24 lrate =  0.1000000000 LL =  -2.1583093766 nd =  0.0060138459, D =   0.19907E+00  0.19907E+00  ( 42.65 s,  23.4 h)
+ iter    25 lrate =  0.1000000000 LL =  -2.1579713439 nd =  0.0075634280, D =   0.19407E+00  0.19407E+00  ( 42.46 s,  23.3 h)
+ iter    26 lrate =  0.1000000000 LL =  -2.1578028386 nd =  0.0125849172, D =   0.19055E+00  0.19055E+00  ( 43.71 s,  24.0 h)
+ iter    27 lrate =  0.1000000000 LL =  -2.1582456089 nd =  0.0217057107, D =   0.18938E+00  0.18938E+00  ( 40.85 s,  22.4 h)
+ Likelihood decreasing!
+ iter    28 lrate =  0.1000000000 LL =  -2.1591582274 nd =  0.0240477953, D =   0.19511E+00  0.19511E+00  ( 43.42 s,  23.8 h)
+ Likelihood decreasing!
+ iter    29 lrate =  0.1000000000 LL =  -2.1581129613 nd =  0.0182598121, D =   0.18621E+00  0.18621E+00  ( 43.06 s,  23.6 h)
+ iter    30 lrate =  0.1000000000 LL =  -2.1571377588 nd =  0.0155518975, D =   0.17958E+00  0.17958E+00  ( 42.91 s,  23.5 h)
+ iter    31 lrate =  0.1000000000 LL =  -2.1568428143 nd =  0.0186485805, D =   0.17649E+00  0.17649E+00  ( 48.88 s,  26.7 h)
+ iter    32 lrate =  0.1000000000 LL =  -2.1572123501 nd =  0.0226629973, D =   0.17838E+00  0.17838E+00  ( 43.36 s,  23.7 h)
+ Likelihood decreasing!
+ iter    33 lrate =  0.0500000000 LL =  -2.1556804491 nd =  0.0054691047, D =   0.16879E+00  0.16879E+00  ( 42.42 s,  23.2 h)
+ iter    34 lrate =  0.0500000000 LL =  -2.1552906138 nd =  0.0049454308, D =   0.16757E+00  0.16757E+00  ( 40.18 s,  21.9 h)
+ iter    35 lrate =  0.0500000000 LL =  -2.1551190878 nd =  0.0048931033, D =   0.16654E+00  0.16654E+00  ( 37.98 s,  20.7 h)
+ iter    36 lrate =  0.0500000000 LL =  -2.1549637375 nd =  0.0048677485, D =   0.16555E+00  0.16555E+00  ( 42.12 s,  23.0 h)
+ iter    37 lrate =  0.0500000000 LL =  -2.1548115004 nd =  0.0048431514, D =   0.16459E+00  0.16459E+00  ( 40.11 s,  21.9 h)
+ iter    38 lrate =  0.0500000000 LL =  -2.1546617722 nd =  0.0048186952, D =   0.16366E+00  0.16366E+00  ( 41.52 s,  22.6 h)
+ iter    39 lrate =  0.0500000000 LL =  -2.1545145099 nd =  0.0047964054, D =   0.16276E+00  0.16276E+00  ( 40.77 s,  22.2 h)
+ iter    40 lrate =  0.0500000000 LL =  -2.1543689030 nd =  0.0047745939, D =   0.16187E+00  0.16187E+00  ( 37.09 s,  20.2 h)
+ iter    41 lrate =  0.0500000000 LL =  -2.1542248920 nd =  0.0047539928, D =   0.16101E+00  0.16101E+00  ( 50.29 s,  27.4 h)
+ iter    42 lrate =  0.0500000000 LL =  -2.1540824575 nd =  0.0047332881, D =   0.16017E+00  0.16017E+00  ( 41.90 s,  22.8 h)
+ iter    43 lrate =  0.0500000000 LL =  -2.1539415196 nd =  0.0047126447, D =   0.15936E+00  0.15936E+00  ( 38.98 s,  21.2 h)
+ iter    44 lrate =  0.0500000000 LL =  -2.1538020527 nd =  0.0046911822, D =   0.15856E+00  0.15856E+00  ( 40.74 s,  22.1 h)
+ iter    45 lrate =  0.0500000000 LL =  -2.1536640334 nd =  0.0046694424, D =   0.15777E+00  0.15777E+00  ( 44.68 s,  24.3 h)
+ iter    46 lrate =  0.0500000000 LL =  -2.1535275241 nd =  0.0046461622, D =   0.15700E+00  0.15700E+00  ( 42.64 s,  23.1 h)
+ iter    47 lrate =  0.0500000000 LL =  -2.1533926386 nd =  0.0046217420, D =   0.15623E+00  0.15623E+00  ( 41.70 s,  22.6 h)
+ iter    48 lrate =  0.0500000000 LL =  -2.1532592301 nd =  0.0045956998, D =   0.15546E+00  0.15546E+00  ( 43.22 s,  23.4 h)
+ iter    49 lrate =  0.0500000000 LL =  -2.1531273924 nd =  0.0045682854, D =   0.15469E+00  0.15469E+00  ( 40.13 s,  21.7 h)
+ iter    50 lrate =  0.0500000000 LL =  -2.1529972876 nd =  0.0031869096, D =   0.15390E+00  0.15390E+00  ( 45.53 s,  24.7 h)
+ Starting Newton ... setting numdecs to 0
+ iter    51 lrate =  0.1000000000 LL =  -2.1528318642 nd =  0.0031504282, D =   0.14955E+00  0.14955E+00  ( 56.48 s,  30.6 h)
+ iter    52 lrate =  0.2000000000 LL =  -2.1525196693 nd =  0.0030729946, D =   0.14153E+00  0.14153E+00  ( 49.20 s,  26.6 h)
+ iter    53 lrate =  0.3000000000 LL =  -2.1520792584 nd =  0.0029545825, D =   0.13121E+00  0.13121E+00  ( 50.25 s,  27.2 h)
+ iter    54 lrate =  0.4000000000 LL =  -2.1515380579 nd =  0.0028000466, D =   0.12017E+00  0.12017E+00  ( 51.34 s,  27.8 h)
+ iter    55 lrate =  0.5000000000 LL =  -2.1509288355 nd =  0.0026179015, D =   0.10972E+00  0.10972E+00  ( 46.74 s,  25.3 h)
+ iter    56 lrate =  0.6000000000 LL =  -2.1502872403 nd =  0.0024198693, D =   0.10056E+00  0.10056E+00  ( 29.14 s,  15.7 h)
+ iter    57 lrate =  0.7000000000 LL =  -2.1496461014 nd =  0.0022183389, D =   0.92777E-01  0.92777E-01  ( 52.36 s,  28.3 h)
+ iter    58 lrate =  0.8000000000 LL =  -2.1490305985 nd =  0.0020241406, D =   0.86136E-01  0.86136E-01  ( 49.63 s,  26.8 h)
+ iter    59 lrate =  0.9000000000 LL =  -2.1484551069 nd =  0.0018444799, D =   0.80330E-01  0.80330E-01  ( 46.58 s,  25.1 h)
+ iter    60 lrate =  1.0000000000 LL =  -2.1479249282 nd =  0.0016814682, D =   0.75181E-01  0.75181E-01  ( 50.63 s,  27.3 h)
+ iter    61 lrate =  1.0000000000 LL =  -2.1474793291 nd =  0.0015484950, D =   0.71098E-01  0.71098E-01  ( 58.75 s,  31.6 h)
+ iter    62 lrate =  1.0000000000 LL =  -2.1470995595 nd =  0.0014372048, D =   0.67994E-01  0.67994E-01  ( 46.97 s,  25.3 h)
+ iter    63 lrate =  1.0000000000 LL =  -2.1467724631 nd =  0.0013417576, D =   0.65812E-01  0.65812E-01  ( 46.63 s,  25.1 h)
+ iter    64 lrate =  1.0000000000 LL =  -2.1464879095 nd =  0.0012595025, D =   0.64420E-01  0.64420E-01  ( 47.93 s,  25.8 h)
+ iter    65 lrate =  1.0000000000 LL =  -2.1462375544 nd =  0.0011910474, D =   0.63648E-01  0.63648E-01  ( 49.89 s,  26.8 h)
+ iter    66 lrate =  1.0000000000 LL =  -2.1460138209 nd =  0.0011356367, D =   0.63313E-01  0.63313E-01  ( 51.66 s,  27.8 h)
+ iter    67 lrate =  1.0000000000 LL =  -2.1458105910 nd =  0.0010901542, D =   0.63272E-01  0.63272E-01  ( 43.88 s,  23.6 h)
+ iter    68 lrate =  1.0000000000 LL =  -2.1456231304 nd =  0.0010547264, D =   0.63422E-01  0.63422E-01  ( 50.52 s,  27.1 h)
+ iter    69 lrate =  1.0000000000 LL =  -2.1454476478 nd =  0.0010262182, D =   0.63694E-01  0.63694E-01  ( 51.03 s,  27.4 h)
+ iter    70 lrate =  1.0000000000 LL =  -2.1452814062 nd =  0.0010029347, D =   0.64040E-01  0.64040E-01  ( 51.93 s,  27.8 h)
+ iter    71 lrate =  1.0000000000 LL =  -2.1451225598 nd =  0.0009823385, D =   0.64434E-01  0.64434E-01  ( 59.00 s,  31.6 h)
+ iter    72 lrate =  1.0000000000 LL =  -2.1449701878 nd =  0.0009621593, D =   0.64865E-01  0.64865E-01  ( 48.41 s,  25.9 h)
+ iter    73 lrate =  1.0000000000 LL =  -2.1448238183 nd =  0.0009418904, D =   0.65323E-01  0.65323E-01  ( 48.40 s,  25.9 h)
+ iter    74 lrate =  1.0000000000 LL =  -2.1446834427 nd =  0.0009206652, D =   0.65803E-01  0.65803E-01  ( 47.95 s,  25.7 h)
+ iter    75 lrate =  1.0000000000 LL =  -2.1445492018 nd =  0.0008989232, D =   0.66309E-01  0.66309E-01  ( 50.24 s,  26.9 h)
+ iter    76 lrate =  1.0000000000 LL =  -2.1444209889 nd =  0.0008764256, D =   0.66838E-01  0.66838E-01  ( 49.39 s,  26.4 h)
+ iter    77 lrate =  1.0000000000 LL =  -2.1442988883 nd =  0.0008544132, D =   0.67383E-01  0.67383E-01  ( 52.53 s,  28.1 h)
+ iter    78 lrate =  1.0000000000 LL =  -2.1441825823 nd =  0.0008331489, D =   0.67943E-01  0.67943E-01  ( 48.43 s,  25.9 h)
+ iter    79 lrate =  1.0000000000 LL =  -2.1440717990 nd =  0.0008125902, D =   0.68503E-01  0.68503E-01  ( 51.88 s,  27.7 h)
+ iter    80 lrate =  1.0000000000 LL =  -2.1439661322 nd =  0.0007941823, D =   0.69059E-01  0.69059E-01  ( 51.79 s,  27.6 h)
+ iter    81 lrate =  1.0000000000 LL =  -2.1438648800 nd =  0.0007773722, D =   0.69606E-01  0.69606E-01  ( 57.08 s,  30.4 h)
+ iter    82 lrate =  1.0000000000 LL =  -2.1437675671 nd =  0.0007628380, D =   0.70138E-01  0.70138E-01  ( 48.39 s,  25.8 h)
+ iter    83 lrate =  1.0000000000 LL =  -2.1436737169 nd =  0.0007497359, D =   0.70653E-01  0.70653E-01  ( 49.72 s,  26.5 h)
+ iter    84 lrate =  1.0000000000 LL =  -2.1435830759 nd =  0.0007375540, D =   0.71141E-01  0.71141E-01  ( 45.36 s,  24.1 h)
+ iter    85 lrate =  1.0000000000 LL =  -2.1434955051 nd =  0.0007257129, D =   0.71596E-01  0.71596E-01  ( 44.74 s,  23.8 h)
+ iter    86 lrate =  1.0000000000 LL =  -2.1434110547 nd =  0.0007141328, D =   0.72012E-01  0.72012E-01  ( 52.28 s,  27.8 h)
+ iter    87 lrate =  1.0000000000 LL =  -2.1433297368 nd =  0.0007032583, D =   0.72390E-01  0.72390E-01  ( 47.22 s,  25.1 h)
+ iter    88 lrate =  1.0000000000 LL =  -2.1432516375 nd =  0.0006915317, D =   0.72730E-01  0.72730E-01  ( 52.10 s,  27.7 h)
+ iter    89 lrate =  1.0000000000 LL =  -2.1431769082 nd =  0.0006797834, D =   0.73031E-01  0.73031E-01  ( 44.77 s,  23.8 h)
+ iter    90 lrate =  1.0000000000 LL =  -2.1431056031 nd =  0.0006680911, D =   0.73293E-01  0.73293E-01  ( 52.03 s,  27.6 h)
+ iter    91 lrate =  1.0000000000 LL =  -2.1430376768 nd =  0.0006565660, D =   0.73515E-01  0.73515E-01  ( 56.64 s,  30.0 h)
+ iter    92 lrate =  1.0000000000 LL =  -2.1429730257 nd =  0.0006442812, D =   0.73703E-01  0.73703E-01  ( 43.90 s,  23.3 h)
+ iter    93 lrate =  1.0000000000 LL =  -2.1429115451 nd =  0.0006328473, D =   0.73860E-01  0.73860E-01  ( 50.14 s,  26.6 h)
+ iter    94 lrate =  1.0000000000 LL =  -2.1428529611 nd =  0.0006217309, D =   0.73989E-01  0.73989E-01  ( 52.58 s,  27.8 h)
+ iter    95 lrate =  1.0000000000 LL =  -2.1427970041 nd =  0.0006119679, D =   0.74096E-01  0.74096E-01  ( 47.22 s,  25.0 h)
+ iter    96 lrate =  1.0000000000 LL =  -2.1427433439 nd =  0.0006027487, D =   0.74181E-01  0.74181E-01  ( 49.65 s,  26.3 h)
+ iter    97 lrate =  1.0000000000 LL =  -2.1426917873 nd =  0.0005936049, D =   0.74247E-01  0.74247E-01  ( 47.71 s,  25.2 h)
+ iter    98 lrate =  1.0000000000 LL =  -2.1426421589 nd =  0.0005852163, D =   0.74297E-01  0.74297E-01  ( 43.65 s,  23.1 h)
+ iter    99 lrate =  1.0000000000 LL =  -2.1425942165 nd =  0.0005775033, D =   0.74333E-01  0.74333E-01  ( 47.40 s,  25.0 h)
+ iter   100 lrate =  1.0000000000 LL =  -2.1425477681 nd =  0.0005705483, D =   0.74362E-01  0.74362E-01  ( 46.93 s,  24.8 h)
+ iter   101 lrate =  1.0000000000 LL =  -2.1425412042 nd =  0.0005820579, D =   0.74362E-01  0.74362E-01  ( 59.24 s,  31.3 h)
+ iter   102 lrate =  1.0000000000 LL =  -2.1425358065 nd =  0.0005886234, D =   0.74362E-01  0.74362E-01  ( 50.93 s,  26.8 h)
+ iter   103 lrate =  1.0000000000 LL =  -2.1425308945 nd =  0.0005929076, D =   0.74362E-01  0.74362E-01  ( 51.28 s,  27.0 h)
+ iter   104 lrate =  1.0000000000 LL =  -2.1425262847 nd =  0.0005960069, D =   0.74362E-01  0.74362E-01  ( 50.29 s,  26.5 h)
+ iter   105 lrate =  1.0000000000 LL =  -2.1425218299 nd =  0.0005983456, D =   0.74362E-01  0.74362E-01  ( 49.62 s,  26.1 h)
+ iter   106 lrate =  1.0000000000 LL =  -2.1425175141 nd =  0.0006002484, D =   0.74362E-01  0.74362E-01  ( 49.31 s,  25.9 h)
+ iter   107 lrate =  1.0000000000 LL =  -2.1424715512 nd =  0.0005836804, D =   0.74514E-01  0.74514E-01  ( 48.45 s,  25.5 h)
+ iter   108 lrate =  1.0000000000 LL =  -2.1424274764 nd =  0.0005726936, D =   0.74535E-01  0.74535E-01  ( 37.75 s,  19.8 h)
+ iter   109 lrate =  1.0000000000 LL =  -2.1423846719 nd =  0.0005639830, D =   0.74521E-01  0.74521E-01  ( 51.90 s,  27.3 h)
+ iter   110 lrate =  1.0000000000 LL =  -2.1423428339 nd =  0.0005561062, D =   0.74502E-01  0.74502E-01  ( 50.10 s,  26.3 h)
+ iter   111 lrate =  1.0000000000 LL =  -2.1423019789 nd =  0.0005487043, D =   0.74485E-01  0.74485E-01  ( 50.24 s,  26.4 h)
+ iter   112 lrate =  1.0000000000 LL =  -2.1422620276 nd =  0.0005412148, D =   0.74467E-01  0.74467E-01  ( 49.95 s,  26.2 h)
+ iter   113 lrate =  1.0000000000 LL =  -2.1422230510 nd =  0.0005338401, D =   0.74442E-01  0.74442E-01  ( 48.43 s,  25.4 h)
+ iter   114 lrate =  1.0000000000 LL =  -2.1421850466 nd =  0.0005258025, D =   0.74415E-01  0.74415E-01  ( 48.17 s,  25.2 h)
+ iter   115 lrate =  1.0000000000 LL =  -2.1421480571 nd =  0.0005178352, D =   0.74388E-01  0.74388E-01  ( 50.16 s,  26.3 h)
+ iter   116 lrate =  1.0000000000 LL =  -2.1421122834 nd =  0.0005097645, D =   0.74356E-01  0.74356E-01  ( 54.82 s,  28.7 h)
+ iter   117 lrate =  1.0000000000 LL =  -2.1420779517 nd =  0.0005018048, D =   0.74331E-01  0.74331E-01  ( 52.79 s,  27.6 h)
+ iter   118 lrate =  1.0000000000 LL =  -2.1420447290 nd =  0.0004944061, D =   0.74316E-01  0.74316E-01  ( 44.11 s,  23.1 h)
+ iter   119 lrate =  1.0000000000 LL =  -2.1420125236 nd =  0.0004876636, D =   0.74294E-01  0.74294E-01  ( 54.46 s,  28.5 h)
+ iter   120 lrate =  1.0000000000 LL =  -2.1419812226 nd =  0.0004807226, D =   0.74263E-01  0.74263E-01  ( 47.76 s,  24.9 h)
+ iter   121 lrate =  1.0000000000 LL =  -2.1419507863 nd =  0.0004738394, D =   0.74228E-01  0.74228E-01  ( 57.35 s,  29.9 h)
+ iter   122 lrate =  1.0000000000 LL =  -2.1419211828 nd =  0.0004669047, D =   0.74190E-01  0.74190E-01  ( 49.06 s,  25.6 h)
+ iter   123 lrate =  1.0000000000 LL =  -2.1418923828 nd =  0.0004602363, D =   0.74155E-01  0.74155E-01  ( 49.70 s,  25.9 h)
+ iter   124 lrate =  1.0000000000 LL =  -2.1418643364 nd =  0.0004531947, D =   0.74119E-01  0.74119E-01  ( 43.17 s,  22.5 h)
+ iter   125 lrate =  1.0000000000 LL =  -2.1418370728 nd =  0.0004458606, D =   0.74082E-01  0.74082E-01  ( 51.59 s,  26.9 h)
+ iter   126 lrate =  1.0000000000 LL =  -2.1418105979 nd =  0.0004381499, D =   0.74049E-01  0.74049E-01  ( 48.11 s,  25.0 h)
+ iter   127 lrate =  1.0000000000 LL =  -2.1417849440 nd =  0.0004291655, D =   0.74017E-01  0.74017E-01  ( 50.88 s,  26.5 h)
+ iter   128 lrate =  1.0000000000 LL =  -2.1417601810 nd =  0.0004199334, D =   0.73983E-01  0.73983E-01  ( 43.83 s,  22.8 h)
+ iter   129 lrate =  1.0000000000 LL =  -2.1417363088 nd =  0.0004106317, D =   0.73951E-01  0.73951E-01  ( 51.67 s,  26.9 h)
+ iter   130 lrate =  1.0000000000 LL =  -2.1417133121 nd =  0.0004016094, D =   0.73921E-01  0.73921E-01  ( 46.41 s,  24.1 h)
+ iter   131 lrate =  1.0000000000 LL =  -2.1416911580 nd =  0.0003923363, D =   0.73894E-01  0.73894E-01  ( 57.26 s,  29.7 h)
+ iter   132 lrate =  1.0000000000 LL =  -2.1416698128 nd =  0.0003834475, D =   0.73868E-01  0.73868E-01  ( 49.26 s,  25.6 h)
+ iter   133 lrate =  1.0000000000 LL =  -2.1416492421 nd =  0.0003752510, D =   0.73843E-01  0.73843E-01  ( 52.48 s,  27.2 h)
+ iter   134 lrate =  1.0000000000 LL =  -2.1416293540 nd =  0.0003676614, D =   0.73820E-01  0.73820E-01  ( 50.91 s,  26.4 h)
+ iter   135 lrate =  1.0000000000 LL =  -2.1416101033 nd =  0.0003607491, D =   0.73797E-01  0.73797E-01  ( 50.11 s,  26.0 h)
+ iter   136 lrate =  1.0000000000 LL =  -2.1415913953 nd =  0.0003548712, D =   0.73777E-01  0.73777E-01  ( 51.28 s,  26.5 h)
+ iter   137 lrate =  1.0000000000 LL =  -2.1415731724 nd =  0.0003499529, D =   0.73760E-01  0.73760E-01  ( 51.70 s,  26.8 h)
+ iter   138 lrate =  1.0000000000 LL =  -2.1415553301 nd =  0.0003462595, D =   0.73748E-01  0.73748E-01  ( 50.63 s,  26.2 h)
+ iter   139 lrate =  1.0000000000 LL =  -2.1415377648 nd =  0.0003437287, D =   0.73741E-01  0.73741E-01  ( 51.50 s,  26.6 h)
+ iter   140 lrate =  1.0000000000 LL =  -2.1415204137 nd =  0.0003424437, D =   0.73738E-01  0.73738E-01  ( 51.48 s,  26.6 h)
+ iter   141 lrate =  1.0000000000 LL =  -2.1415031654 nd =  0.0003421377, D =   0.73741E-01  0.73741E-01  ( 51.66 s,  26.7 h)
+ iter   142 lrate =  1.0000000000 LL =  -2.1414859496 nd =  0.0003424923, D =   0.73746E-01  0.73746E-01  ( 51.68 s,  26.7 h)
+ iter   143 lrate =  1.0000000000 LL =  -2.1414687110 nd =  0.0003436138, D =   0.73756E-01  0.73756E-01  ( 46.94 s,  24.2 h)
+ iter   144 lrate =  1.0000000000 LL =  -2.1414513928 nd =  0.0003456815, D =   0.73769E-01  0.73769E-01  ( 46.43 s,  23.9 h)
+ iter   145 lrate =  1.0000000000 LL =  -2.1414339582 nd =  0.0003484802, D =   0.73790E-01  0.73790E-01  ( 49.48 s,  25.5 h)
+ iter   146 lrate =  1.0000000000 LL =  -2.1414163335 nd =  0.0003518368, D =   0.73815E-01  0.73815E-01  ( 55.47 s,  28.6 h)
+ iter   147 lrate =  1.0000000000 LL =  -2.1413984186 nd =  0.0003551788, D =   0.73846E-01  0.73846E-01  ( 50.40 s,  25.9 h)
+ iter   148 lrate =  1.0000000000 LL =  -2.1413802690 nd =  0.0003587143, D =   0.73884E-01  0.73884E-01  ( 47.24 s,  24.3 h)
+ iter   149 lrate =  1.0000000000 LL =  -2.1413618545 nd =  0.0003617323, D =   0.73927E-01  0.73927E-01  ( 51.66 s,  26.6 h)
+ iter   150 lrate =  1.0000000000 LL =  -2.1413431805 nd =  0.0003651345, D =   0.73979E-01  0.73979E-01  ( 48.63 s,  25.0 h)
+ iter   151 lrate =  1.0000000000 LL =  -2.1413242261 nd =  0.0003681400, D =   0.74039E-01  0.74039E-01  ( 59.15 s,  30.4 h)
+ iter   152 lrate =  1.0000000000 LL =  -2.1413050191 nd =  0.0003705097, D =   0.74106E-01  0.74106E-01  ( 49.24 s,  25.3 h)
+ iter   153 lrate =  1.0000000000 LL =  -2.1412856048 nd =  0.0003720718, D =   0.74181E-01  0.74181E-01  ( 46.44 s,  23.8 h)
+ iter   154 lrate =  1.0000000000 LL =  -2.1412660601 nd =  0.0003729275, D =   0.74264E-01  0.74264E-01  ( 53.21 s,  27.3 h)
+ iter   155 lrate =  1.0000000000 LL =  -2.1412464377 nd =  0.0003727698, D =   0.74352E-01  0.74352E-01  ( 49.94 s,  25.6 h)
+ iter   156 lrate =  1.0000000000 LL =  -2.1412268470 nd =  0.0003717346, D =   0.74447E-01  0.74447E-01  ( 51.64 s,  26.4 h)
+ iter   157 lrate =  1.0000000000 LL =  -2.1412073100 nd =  0.0003694440, D =   0.74550E-01  0.74550E-01  ( 49.86 s,  25.5 h)
+ iter   158 lrate =  1.0000000000 LL =  -2.1411879194 nd =  0.0003665609, D =   0.74658E-01  0.74658E-01  ( 48.71 s,  24.9 h)
+ iter   159 lrate =  1.0000000000 LL =  -2.1411687383 nd =  0.0003624900, D =   0.74773E-01  0.74773E-01  ( 48.86 s,  25.0 h)
+ iter   160 lrate =  1.0000000000 LL =  -2.1411498682 nd =  0.0003578250, D =   0.74891E-01  0.74891E-01  ( 48.48 s,  24.8 h)
+ iter   161 lrate =  1.0000000000 LL =  -2.1411313684 nd =  0.0003530005, D =   0.75016E-01  0.75016E-01  ( 52.65 s,  26.9 h)
+ iter   162 lrate =  1.0000000000 LL =  -2.1411132178 nd =  0.0003477124, D =   0.75148E-01  0.75148E-01  ( 46.05 s,  23.5 h)
+ iter   163 lrate =  1.0000000000 LL =  -2.1410954917 nd =  0.0003422882, D =   0.75285E-01  0.75285E-01  ( 36.58 s,  18.7 h)
+ iter   164 lrate =  1.0000000000 LL =  -2.1410781617 nd =  0.0003366670, D =   0.75426E-01  0.75426E-01  ( 46.26 s,  23.6 h)
+ iter   165 lrate =  1.0000000000 LL =  -2.1410612592 nd =  0.0003310622, D =   0.75568E-01  0.75568E-01  ( 49.53 s,  25.2 h)
+ iter   166 lrate =  1.0000000000 LL =  -2.1410447964 nd =  0.0003256402, D =   0.75712E-01  0.75712E-01  ( 51.80 s,  26.4 h)
+ iter   167 lrate =  1.0000000000 LL =  -2.1410287625 nd =  0.0003202731, D =   0.75857E-01  0.75857E-01  ( 44.15 s,  22.5 h)
+ iter   168 lrate =  1.0000000000 LL =  -2.1410131616 nd =  0.0003152744, D =   0.76004E-01  0.76004E-01  ( 47.38 s,  24.1 h)
+ iter   169 lrate =  1.0000000000 LL =  -2.1409979747 nd =  0.0003105171, D =   0.76151E-01  0.76151E-01  ( 50.18 s,  25.5 h)
+ iter   170 lrate =  1.0000000000 LL =  -2.1409831627 nd =  0.0003059602, D =   0.76298E-01  0.76298E-01  ( 46.57 s,  23.7 h)
+ iter   171 lrate =  1.0000000000 LL =  -2.1409687296 nd =  0.0003018707, D =   0.76446E-01  0.76446E-01  ( 56.18 s,  28.5 h)
+ iter   172 lrate =  1.0000000000 LL =  -2.1409546558 nd =  0.0002982698, D =   0.76592E-01  0.76592E-01  ( 44.78 s,  22.7 h)
+ iter   173 lrate =  1.0000000000 LL =  -2.1409409109 nd =  0.0002949362, D =   0.76736E-01  0.76736E-01  ( 49.75 s,  25.2 h)
+ iter   174 lrate =  1.0000000000 LL =  -2.1409274837 nd =  0.0002916029, D =   0.76882E-01  0.76882E-01  ( 49.56 s,  25.1 h)
+ iter   175 lrate =  1.0000000000 LL =  -2.1409143542 nd =  0.0002884170, D =   0.77024E-01  0.77024E-01  ( 49.62 s,  25.2 h)
+ iter   176 lrate =  1.0000000000 LL =  -2.1409015352 nd =  0.0002855921, D =   0.77166E-01  0.77166E-01  ( 52.50 s,  26.6 h)
+ iter   177 lrate =  1.0000000000 LL =  -2.1408889582 nd =  0.0002829549, D =   0.77311E-01  0.77311E-01  ( 49.73 s,  25.2 h)
+ iter   178 lrate =  1.0000000000 LL =  -2.1408766188 nd =  0.0002806423, D =   0.77455E-01  0.77455E-01  ( 49.72 s,  25.2 h)
+ iter   179 lrate =  1.0000000000 LL =  -2.1408645074 nd =  0.0002785320, D =   0.77599E-01  0.77599E-01  ( 49.82 s,  25.2 h)
+ iter   180 lrate =  1.0000000000 LL =  -2.1408526146 nd =  0.0002764485, D =   0.77743E-01  0.77743E-01  ( 49.39 s,  25.0 h)
+ iter   181 lrate =  1.0000000000 LL =  -2.1408409289 nd =  0.0002746307, D =   0.77888E-01  0.77888E-01  ( 55.30 s,  27.9 h)
+ iter   182 lrate =  1.0000000000 LL =  -2.1408294204 nd =  0.0002727024, D =   0.78031E-01  0.78031E-01  ( 46.69 s,  23.6 h)
+ iter   183 lrate =  1.0000000000 LL =  -2.1408180794 nd =  0.0002709839, D =   0.78174E-01  0.78174E-01  ( 48.35 s,  24.4 h)
+ iter   184 lrate =  1.0000000000 LL =  -2.1408069046 nd =  0.0002692542, D =   0.78318E-01  0.78318E-01  ( 49.19 s,  24.8 h)
+ iter   185 lrate =  1.0000000000 LL =  -2.1407959272 nd =  0.0002676210, D =   0.78462E-01  0.78462E-01  ( 49.65 s,  25.0 h)
+ iter   186 lrate =  1.0000000000 LL =  -2.1407850715 nd =  0.0002660685, D =   0.78607E-01  0.78607E-01  ( 55.33 s,  27.9 h)
+ iter   187 lrate =  1.0000000000 LL =  -2.1407743720 nd =  0.0002645645, D =   0.78752E-01  0.78752E-01  ( 52.45 s,  26.4 h)
+ iter   188 lrate =  1.0000000000 LL =  -2.1407637959 nd =  0.0002629985, D =   0.78897E-01  0.78897E-01  ( 47.19 s,  23.8 h)
+ iter   189 lrate =  1.0000000000 LL =  -2.1407533668 nd =  0.0002618011, D =   0.79043E-01  0.79043E-01  ( 43.92 s,  22.1 h)
+ iter   190 lrate =  1.0000000000 LL =  -2.1407430317 nd =  0.0002607797, D =   0.79187E-01  0.79187E-01  ( 45.16 s,  22.7 h)
+ iter   191 lrate =  1.0000000000 LL =  -2.1407327945 nd =  0.0002600953, D =   0.79332E-01  0.79332E-01  ( 52.92 s,  26.6 h)
+ iter   192 lrate =  1.0000000000 LL =  -2.1407226497 nd =  0.0002599220, D =   0.79477E-01  0.79477E-01  ( 42.06 s,  21.1 h)
+ iter   193 lrate =  1.0000000000 LL =  -2.1407125260 nd =  0.0002602001, D =   0.79620E-01  0.79620E-01  ( 50.02 s,  25.1 h)
+ iter   194 lrate =  1.0000000000 LL =  -2.1407024375 nd =  0.0002606336, D =   0.79763E-01  0.79763E-01  ( 49.00 s,  24.6 h)
+ iter   195 lrate =  1.0000000000 LL =  -2.1406923494 nd =  0.0002617090, D =   0.79907E-01  0.79907E-01  ( 50.07 s,  25.1 h)
+ iter   196 lrate =  1.0000000000 LL =  -2.1406822563 nd =  0.0002634005, D =   0.80051E-01  0.80051E-01  ( 52.79 s,  26.5 h)
+ iter   197 lrate =  1.0000000000 LL =  -2.1406720655 nd =  0.0002657558, D =   0.80193E-01  0.80193E-01  ( 51.37 s,  25.7 h)
+ iter   198 lrate =  1.0000000000 LL =  -2.1406617684 nd =  0.0002688303, D =   0.80333E-01  0.80333E-01  ( 49.85 s,  25.0 h)
+ iter   199 lrate =  1.0000000000 LL =  -2.1406513367 nd =  0.0002727457, D =   0.80474E-01  0.80474E-01  ( 50.65 s,  25.3 h)
+ iter   200 lrate =  1.0000000000 LL =  -2.1406407277 nd =  0.0002775818, D =   0.80615E-01  0.80615E-01  ( 47.69 s,  23.8 h)
+ iter   201 lrate =  1.0000000000 LL =  -2.1406380030 nd =  0.0002856649, D =   0.80615E-01  0.80615E-01  ( 57.28 s,  28.6 h)
+ iter   202 lrate =  1.0000000000 LL =  -2.1406355671 nd =  0.0002905349, D =   0.80615E-01  0.80615E-01  ( 52.27 s,  26.1 h)
+ iter   203 lrate =  1.0000000000 LL =  -2.1406332339 nd =  0.0002937793, D =   0.80615E-01  0.80615E-01  ( 49.41 s,  24.7 h)
+ iter   204 lrate =  1.0000000000 LL =  -2.1406309697 nd =  0.0002961236, D =   0.80615E-01  0.80615E-01  ( 52.21 s,  26.0 h)
+ iter   205 lrate =  1.0000000000 LL =  -2.1406287317 nd =  0.0002978897, D =   0.80615E-01  0.80615E-01  ( 54.11 s,  27.0 h)
+ iter   206 lrate =  1.0000000000 LL =  -2.1406265211 nd =  0.0002993126, D =   0.80615E-01  0.80615E-01  ( 45.47 s,  22.7 h)
+ iter   207 lrate =  1.0000000000 LL =  -2.1406150713 nd =  0.0002979823, D =   0.80825E-01  0.80825E-01  ( 47.22 s,  23.5 h)
+ iter   208 lrate =  1.0000000000 LL =  -2.1406034982 nd =  0.0003016254, D =   0.80968E-01  0.80968E-01  ( 48.74 s,  24.3 h)
+ iter   209 lrate =  1.0000000000 LL =  -2.1405916060 nd =  0.0003067326, D =   0.81101E-01  0.81101E-01  ( 45.11 s,  22.4 h)
+ iter   210 lrate =  1.0000000000 LL =  -2.1405792580 nd =  0.0003134646, D =   0.81233E-01  0.81233E-01  ( 51.81 s,  25.8 h)
+ iter   211 lrate =  1.0000000000 LL =  -2.1405663730 nd =  0.0003209012, D =   0.81370E-01  0.81370E-01  ( 53.48 s,  26.6 h)
+ iter   212 lrate =  1.0000000000 LL =  -2.1405529039 nd =  0.0003291797, D =   0.81508E-01  0.81508E-01  ( 48.63 s,  24.2 h)
+ iter   213 lrate =  1.0000000000 LL =  -2.1405388007 nd =  0.0003377010, D =   0.81647E-01  0.81647E-01  ( 49.41 s,  24.5 h)
+ iter   214 lrate =  1.0000000000 LL =  -2.1405240521 nd =  0.0003462529, D =   0.81787E-01  0.81787E-01  ( 47.37 s,  23.5 h)
+ iter   215 lrate =  1.0000000000 LL =  -2.1405085765 nd =  0.0003541373, D =   0.81927E-01  0.81927E-01  ( 52.90 s,  26.2 h)
+ iter   216 lrate =  1.0000000000 LL =  -2.1404924500 nd =  0.0003607606, D =   0.82064E-01  0.82064E-01  ( 50.53 s,  25.0 h)
+ iter   217 lrate =  1.0000000000 LL =  -2.1404757765 nd =  0.0003661127, D =   0.82197E-01  0.82197E-01  ( 47.67 s,  23.6 h)
+ iter   218 lrate =  1.0000000000 LL =  -2.1404585399 nd =  0.0003698231, D =   0.82329E-01  0.82329E-01  ( 53.68 s,  26.6 h)
+ iter   219 lrate =  1.0000000000 LL =  -2.1404409185 nd =  0.0003713127, D =   0.82457E-01  0.82457E-01  ( 42.91 s,  21.2 h)
+ iter   220 lrate =  1.0000000000 LL =  -2.1404231017 nd =  0.0003698323, D =   0.82580E-01  0.82580E-01  ( 47.58 s,  23.5 h)
+ iter   221 lrate =  1.0000000000 LL =  -2.1404053484 nd =  0.0003649921, D =   0.82697E-01  0.82697E-01  ( 47.24 s,  23.3 h)
+ iter   222 lrate =  1.0000000000 LL =  -2.1403879137 nd =  0.0003573982, D =   0.82805E-01  0.82805E-01  ( 43.74 s,  21.6 h)
+ iter   223 lrate =  1.0000000000 LL =  -2.1403710268 nd =  0.0003470181, D =   0.82906E-01  0.82906E-01  ( 52.58 s,  26.0 h)
+ iter   224 lrate =  1.0000000000 LL =  -2.1403549365 nd =  0.0003336344, D =   0.82996E-01  0.82996E-01  ( 43.41 s,  21.4 h)
+ iter   225 lrate =  1.0000000000 LL =  -2.1403398436 nd =  0.0003179558, D =   0.83079E-01  0.83079E-01  ( 53.05 s,  26.2 h)
+ iter   226 lrate =  1.0000000000 LL =  -2.1403258721 nd =  0.0003008740, D =   0.83154E-01  0.83154E-01  ( 45.48 s,  22.4 h)
+ iter   227 lrate =  1.0000000000 LL =  -2.1403130837 nd =  0.0002825668, D =   0.83223E-01  0.83223E-01  ( 53.60 s,  26.4 h)
+ iter   228 lrate =  1.0000000000 LL =  -2.1403015263 nd =  0.0002640353, D =   0.83287E-01  0.83287E-01  ( 48.13 s,  23.7 h)
+ iter   229 lrate =  1.0000000000 LL =  -2.1402911677 nd =  0.0002455257, D =   0.83348E-01  0.83348E-01  ( 52.39 s,  25.8 h)
+ iter   230 lrate =  1.0000000000 LL =  -2.1402818656 nd =  0.0002273123, D =   0.83405E-01  0.83405E-01  ( 43.07 s,  21.2 h)
+ iter   231 lrate =  1.0000000000 LL =  -2.1402735627 nd =  0.0002102755, D =   0.83460E-01  0.83460E-01  ( 57.29 s,  28.2 h)
+ iter   232 lrate =  1.0000000000 LL =  -2.1402661094 nd =  0.0001944757, D =   0.83513E-01  0.83513E-01  ( 46.67 s,  22.9 h)
+ iter   233 lrate =  1.0000000000 LL =  -2.1402593922 nd =  0.0001801847, D =   0.83565E-01  0.83565E-01  ( 49.09 s,  24.1 h)
+ iter   234 lrate =  1.0000000000 LL =  -2.1402532767 nd =  0.0001673643, D =   0.83616E-01  0.83616E-01  ( 51.96 s,  25.5 h)
+ iter   235 lrate =  1.0000000000 LL =  -2.1402476639 nd =  0.0001560938, D =   0.83668E-01  0.83668E-01  ( 49.49 s,  24.3 h)
+ iter   236 lrate =  1.0000000000 LL =  -2.1402425986 nd =  0.0001460068, D =   0.83719E-01  0.83719E-01  ( 45.19 s,  22.1 h)
+ iter   237 lrate =  1.0000000000 LL =  -2.1402381700 nd =  0.0001372623, D =   0.83769E-01  0.83769E-01  ( 49.20 s,  24.1 h)
+ iter   238 lrate =  1.0000000000 LL =  -2.1402340949 nd =  0.0001298784, D =   0.83819E-01  0.83819E-01  ( 49.93 s,  24.4 h)
+ iter   239 lrate =  1.0000000000 LL =  -2.1402302507 nd =  0.0001234744, D =   0.83867E-01  0.83867E-01  ( 46.85 s,  22.9 h)
+ iter   240 lrate =  1.0000000000 LL =  -2.1402266361 nd =  0.0001178360, D =   0.83914E-01  0.83914E-01  ( 50.05 s,  24.5 h)
+ iter   241 lrate =  1.0000000000 LL =  -2.1402231761 nd =  0.0001131888, D =   0.83958E-01  0.83958E-01  ( 51.61 s,  25.2 h)
+ iter   242 lrate =  1.0000000000 LL =  -2.1402198671 nd =  0.0001091576, D =   0.84002E-01  0.84002E-01  ( 48.30 s,  23.6 h)
+ iter   243 lrate =  1.0000000000 LL =  -2.1402166700 nd =  0.0001056306, D =   0.84047E-01  0.84047E-01  ( 49.76 s,  24.3 h)
+ iter   244 lrate =  1.0000000000 LL =  -2.1402135743 nd =  0.0001025128, D =   0.84088E-01  0.84088E-01  ( 47.70 s,  23.3 h)
+ iter   245 lrate =  1.0000000000 LL =  -2.1402105804 nd =  0.0000998393, D =   0.84129E-01  0.84129E-01  ( 47.00 s,  22.9 h)
+ iter   246 lrate =  1.0000000000 LL =  -2.1402076723 nd =  0.0000974087, D =   0.84167E-01  0.84167E-01  ( 48.13 s,  23.4 h)
+ iter   247 lrate =  1.0000000000 LL =  -2.1402048241 nd =  0.0000953069, D =   0.84203E-01  0.84203E-01  ( 51.47 s,  25.1 h)
+ iter   248 lrate =  1.0000000000 LL =  -2.1402020406 nd =  0.0000933107, D =   0.84239E-01  0.84239E-01  ( 43.11 s,  21.0 h)
+ iter   249 lrate =  1.0000000000 LL =  -2.1401993236 nd =  0.0000915368, D =   0.84274E-01  0.84274E-01  ( 48.41 s,  23.5 h)
+ iter   250 lrate =  1.0000000000 LL =  -2.1401966509 nd =  0.0000900363, D =   0.84307E-01  0.84307E-01  ( 46.70 s,  22.7 h)
+ iter   251 lrate =  1.0000000000 LL =  -2.1401940365 nd =  0.0000887268, D =   0.84338E-01  0.84338E-01  ( 57.22 s,  27.8 h)
+ iter   252 lrate =  1.0000000000 LL =  -2.1401914451 nd =  0.0000873367, D =   0.84367E-01  0.84367E-01  ( 46.21 s,  22.4 h)
+ iter   253 lrate =  1.0000000000 LL =  -2.1401889051 nd =  0.0000860719, D =   0.84396E-01  0.84396E-01  ( 47.23 s,  22.9 h)
+ iter   254 lrate =  1.0000000000 LL =  -2.1401863896 nd =  0.0000848753, D =   0.84423E-01  0.84423E-01  ( 50.22 s,  24.4 h)
+ iter   255 lrate =  1.0000000000 LL =  -2.1401839137 nd =  0.0000837524, D =   0.84449E-01  0.84449E-01  ( 41.52 s,  20.1 h)
+ iter   256 lrate =  1.0000000000 LL =  -2.1401814707 nd =  0.0000826012, D =   0.84473E-01  0.84473E-01  ( 49.21 s,  23.8 h)
+ iter   257 lrate =  1.0000000000 LL =  -2.1401790617 nd =  0.0000815076, D =   0.84496E-01  0.84496E-01  ( 52.31 s,  25.3 h)
+ iter   258 lrate =  1.0000000000 LL =  -2.1401766814 nd =  0.0000804844, D =   0.84519E-01  0.84519E-01  ( 44.85 s,  21.7 h)
+ iter   259 lrate =  1.0000000000 LL =  -2.1401743351 nd =  0.0000795218, D =   0.84541E-01  0.84541E-01  ( 52.66 s,  25.5 h)
+ iter   260 lrate =  1.0000000000 LL =  -2.1401720362 nd =  0.0000788031, D =   0.84562E-01  0.84562E-01  ( 45.83 s,  22.1 h)
+ iter   261 lrate =  1.0000000000 LL =  -2.1401697477 nd =  0.0000779159, D =   0.84582E-01  0.84582E-01  ( 56.18 s,  27.1 h)
+ iter   262 lrate =  1.0000000000 LL =  -2.1401674872 nd =  0.0000772360, D =   0.84601E-01  0.84601E-01  ( 44.62 s,  21.5 h)
+ iter   263 lrate =  1.0000000000 LL =  -2.1401652466 nd =  0.0000765473, D =   0.84619E-01  0.84619E-01  ( 44.49 s,  21.5 h)
+ iter   264 lrate =  1.0000000000 LL =  -2.1401630513 nd =  0.0000759326, D =   0.84637E-01  0.84637E-01  ( 51.22 s,  24.7 h)
+ iter   265 lrate =  1.0000000000 LL =  -2.1401608967 nd =  0.0000753277, D =   0.84654E-01  0.84654E-01  ( 50.24 s,  24.2 h)
+ iter   266 lrate =  1.0000000000 LL =  -2.1401587270 nd =  0.0000747884, D =   0.84671E-01  0.84671E-01  ( 38.78 s,  18.7 h)
+ iter   267 lrate =  1.0000000000 LL =  -2.1401565874 nd =  0.0000743579, D =   0.84687E-01  0.84687E-01  ( 48.70 s,  23.4 h)
+ iter   268 lrate =  1.0000000000 LL =  -2.1401544787 nd =  0.0000738392, D =   0.84703E-01  0.84703E-01  ( 51.84 s,  24.9 h)
+ iter   269 lrate =  1.0000000000 LL =  -2.1401523630 nd =  0.0000733684, D =   0.84718E-01  0.84718E-01  ( 48.74 s,  23.4 h)
+ iter   270 lrate =  1.0000000000 LL =  -2.1401502780 nd =  0.0000728097, D =   0.84731E-01  0.84731E-01  ( 47.34 s,  22.7 h)
+ iter   271 lrate =  1.0000000000 LL =  -2.1401482112 nd =  0.0000723455, D =   0.84744E-01  0.84744E-01  ( 56.72 s,  27.2 h)
+ iter   272 lrate =  1.0000000000 LL =  -2.1401461646 nd =  0.0000719261, D =   0.84757E-01  0.84757E-01  ( 51.54 s,  24.7 h)
+ iter   273 lrate =  1.0000000000 LL =  -2.1401441392 nd =  0.0000715500, D =   0.84769E-01  0.84769E-01  ( 48.72 s,  23.4 h)
+ iter   274 lrate =  1.0000000000 LL =  -2.1401421294 nd =  0.0000711684, D =   0.84781E-01  0.84781E-01  ( 50.67 s,  24.3 h)
+ iter   275 lrate =  1.0000000000 LL =  -2.1401401415 nd =  0.0000707355, D =   0.84793E-01  0.84793E-01  ( 44.99 s,  21.6 h)
+ iter   276 lrate =  1.0000000000 LL =  -2.1401381764 nd =  0.0000703422, D =   0.84804E-01  0.84804E-01  ( 51.85 s,  24.8 h)
+ iter   277 lrate =  1.0000000000 LL =  -2.1401362177 nd =  0.0000699389, D =   0.84815E-01  0.84815E-01  ( 51.80 s,  24.8 h)
+ iter   278 lrate =  1.0000000000 LL =  -2.1401342843 nd =  0.0000695320, D =   0.84825E-01  0.84825E-01  ( 49.00 s,  23.4 h)
+ iter   279 lrate =  1.0000000000 LL =  -2.1401323917 nd =  0.0000691538, D =   0.84835E-01  0.84835E-01  ( 48.56 s,  23.2 h)
+ iter   280 lrate =  1.0000000000 LL =  -2.1401305138 nd =  0.0000688177, D =   0.84847E-01  0.84847E-01  ( 51.63 s,  24.7 h)
+ iter   281 lrate =  1.0000000000 LL =  -2.1401286531 nd =  0.0000684226, D =   0.84858E-01  0.84858E-01  ( 51.75 s,  24.7 h)
+ iter   282 lrate =  1.0000000000 LL =  -2.1401268164 nd =  0.0000681770, D =   0.84868E-01  0.84868E-01  ( 48.05 s,  22.9 h)
+ iter   283 lrate =  1.0000000000 LL =  -2.1401250002 nd =  0.0000678715, D =   0.84877E-01  0.84877E-01  ( 52.62 s,  25.1 h)
+ iter   284 lrate =  1.0000000000 LL =  -2.1401231893 nd =  0.0000675487, D =   0.84886E-01  0.84886E-01  ( 47.22 s,  22.5 h)
+ iter   285 lrate =  1.0000000000 LL =  -2.1401213908 nd =  0.0000672379, D =   0.84895E-01  0.84895E-01  ( 53.49 s,  25.5 h)
+ iter   286 lrate =  1.0000000000 LL =  -2.1401196044 nd =  0.0000669634, D =   0.84902E-01  0.84902E-01  ( 47.80 s,  22.8 h)
+ iter   287 lrate =  1.0000000000 LL =  -2.1401178359 nd =  0.0000668337, D =   0.84909E-01  0.84909E-01  ( 49.35 s,  23.5 h)
+ iter   288 lrate =  1.0000000000 LL =  -2.1401160790 nd =  0.0000665616, D =   0.84917E-01  0.84917E-01  ( 55.50 s,  26.4 h)
+ iter   289 lrate =  1.0000000000 LL =  -2.1401143397 nd =  0.0000664708, D =   0.84923E-01  0.84923E-01  ( 50.03 s,  23.8 h)
+ iter   290 lrate =  1.0000000000 LL =  -2.1401126115 nd =  0.0000662947, D =   0.84930E-01  0.84930E-01  ( 46.85 s,  22.3 h)
+ iter   291 lrate =  1.0000000000 LL =  -2.1401108871 nd =  0.0000661273, D =   0.84938E-01  0.84938E-01  ( 59.57 s,  28.3 h)
+ iter   292 lrate =  1.0000000000 LL =  -2.1401091871 nd =  0.0000658762, D =   0.84944E-01  0.84944E-01  ( 50.13 s,  23.8 h)
+ iter   293 lrate =  1.0000000000 LL =  -2.1401074877 nd =  0.0000657753, D =   0.84951E-01  0.84951E-01  ( 55.61 s,  26.4 h)
+ iter   294 lrate =  1.0000000000 LL =  -2.1401058040 nd =  0.0000655037, D =   0.84956E-01  0.84956E-01  ( 51.57 s,  24.4 h)
+ iter   295 lrate =  1.0000000000 LL =  -2.1401041208 nd =  0.0000653995, D =   0.84961E-01  0.84961E-01  ( 53.77 s,  25.5 h)
+ iter   296 lrate =  1.0000000000 LL =  -2.1401024554 nd =  0.0000651794, D =   0.84965E-01  0.84965E-01  ( 55.20 s,  26.1 h)
+ iter   297 lrate =  1.0000000000 LL =  -2.1401008143 nd =  0.0000649670, D =   0.84970E-01  0.84970E-01  ( 51.21 s,  24.2 h)
+ iter   298 lrate =  1.0000000000 LL =  -2.1400991798 nd =  0.0000647069, D =   0.84974E-01  0.84974E-01  ( 51.84 s,  24.5 h)
+ iter   299 lrate =  1.0000000000 LL =  -2.1400975936 nd =  0.0000646122, D =   0.84978E-01  0.84978E-01  ( 42.42 s,  20.0 h)
+ iter   300 lrate =  1.0000000000 LL =  -2.1400959742 nd =  0.0000643720, D =   0.84983E-01  0.84983E-01  ( 49.85 s,  23.5 h)
+ iter   301 lrate =  1.0000000000 LL =  -2.1400947530 nd =  0.0000659554, D =   0.84983E-01  0.84983E-01  ( 56.67 s,  26.7 h)
+ iter   302 lrate =  1.0000000000 LL =  -2.1400935533 nd =  0.0000663453, D =   0.84983E-01  0.84983E-01  ( 47.40 s,  22.4 h)
+ iter   303 lrate =  1.0000000000 LL =  -2.1400923721 nd =  0.0000666140, D =   0.84983E-01  0.84983E-01  ( 53.53 s,  25.2 h)
+ iter   304 lrate =  1.0000000000 LL =  -2.1400911937 nd =  0.0000668060, D =   0.84983E-01  0.84983E-01  ( 47.63 s,  22.4 h)
+ iter   305 lrate =  1.0000000000 LL =  -2.1400900294 nd =  0.0000669806, D =   0.84983E-01  0.84983E-01  ( 50.97 s,  24.0 h)
+ iter   306 lrate =  1.0000000000 LL =  -2.1400888590 nd =  0.0000671620, D =   0.84983E-01  0.84983E-01  ( 47.03 s,  22.1 h)
+ iter   307 lrate =  1.0000000000 LL =  -2.1400872833 nd =  0.0000648013, D =   0.84999E-01  0.84999E-01  ( 46.98 s,  22.1 h)
+ iter   308 lrate =  1.0000000000 LL =  -2.1400857219 nd =  0.0000654134, D =   0.85004E-01  0.85004E-01  ( 50.45 s,  23.7 h)
+ iter   309 lrate =  1.0000000000 LL =  -2.1400841692 nd =  0.0000644481, D =   0.85007E-01  0.85007E-01  ( 46.12 s,  21.7 h)
+ iter   310 lrate =  1.0000000000 LL =  -2.1400826299 nd =  0.0000648770, D =   0.85009E-01  0.85009E-01  ( 43.55 s,  20.4 h)
+ iter   311 lrate =  1.0000000000 LL =  -2.1400811022 nd =  0.0000641307, D =   0.85012E-01  0.85012E-01  ( 59.85 s,  28.1 h)
+ iter   312 lrate =  1.0000000000 LL =  -2.1400795969 nd =  0.0000643655, D =   0.85015E-01  0.85015E-01  ( 50.68 s,  23.8 h)
+ iter   313 lrate =  1.0000000000 LL =  -2.1400780812 nd =  0.0000637679, D =   0.85017E-01  0.85017E-01  ( 53.03 s,  24.9 h)
+ iter   314 lrate =  1.0000000000 LL =  -2.1400765725 nd =  0.0000637951, D =   0.85019E-01  0.85019E-01  ( 48.67 s,  22.8 h)
+ iter   315 lrate =  1.0000000000 LL =  -2.1400750679 nd =  0.0000632461, D =   0.85022E-01  0.85022E-01  ( 47.77 s,  22.4 h)
+ iter   316 lrate =  1.0000000000 LL =  -2.1400735743 nd =  0.0000631647, D =   0.85024E-01  0.85024E-01  ( 51.09 s,  23.9 h)
+ iter   317 lrate =  1.0000000000 LL =  -2.1400721016 nd =  0.0000625944, D =   0.85026E-01  0.85026E-01  ( 52.62 s,  24.6 h)
+ iter   318 lrate =  1.0000000000 LL =  -2.1400706225 nd =  0.0000624452, D =   0.85028E-01  0.85028E-01  ( 50.03 s,  23.4 h)
+ iter   319 lrate =  1.0000000000 LL =  -2.1400691500 nd =  0.0000620453, D =   0.85030E-01  0.85030E-01  ( 50.36 s,  23.5 h)
+ iter   320 lrate =  1.0000000000 LL =  -2.1400676918 nd =  0.0000618796, D =   0.85032E-01  0.85032E-01  ( 47.34 s,  22.1 h)
+ iter   321 lrate =  1.0000000000 LL =  -2.1400662349 nd =  0.0000614317, D =   0.85034E-01  0.85034E-01  ( 58.48 s,  27.3 h)
+ iter   322 lrate =  1.0000000000 LL =  -2.1400647943 nd =  0.0000611941, D =   0.85036E-01  0.85036E-01  ( 51.02 s,  23.8 h)
+ iter   323 lrate =  1.0000000000 LL =  -2.1400633650 nd =  0.0000608369, D =   0.85038E-01  0.85038E-01  ( 50.99 s,  23.8 h)
+ iter   324 lrate =  1.0000000000 LL =  -2.1400619307 nd =  0.0000606660, D =   0.85040E-01  0.85040E-01  ( 54.29 s,  25.3 h)
+ iter   325 lrate =  1.0000000000 LL =  -2.1400605222 nd =  0.0000601848, D =   0.85041E-01  0.85041E-01  ( 49.07 s,  22.8 h)
+ iter   326 lrate =  1.0000000000 LL =  -2.1400591178 nd =  0.0000601218, D =   0.85043E-01  0.85043E-01  ( 51.59 s,  24.0 h)
+ iter   327 lrate =  1.0000000000 LL =  -2.1400577230 nd =  0.0000597470, D =   0.85045E-01  0.85045E-01  ( 49.46 s,  23.0 h)
+ iter   328 lrate =  1.0000000000 LL =  -2.1400563294 nd =  0.0000597424, D =   0.85047E-01  0.85047E-01  ( 48.57 s,  22.6 h)
+ iter   329 lrate =  1.0000000000 LL =  -2.1400549388 nd =  0.0000593732, D =   0.85048E-01  0.85048E-01  ( 49.92 s,  23.2 h)
+ iter   330 lrate =  1.0000000000 LL =  -2.1400536177 nd =  0.0000592374, D =   0.85051E-01  0.85051E-01  ( 53.52 s,  24.8 h)
+ iter   331 lrate =  1.0000000000 LL =  -2.1400523276 nd =  0.0000588905, D =   0.85058E-01  0.85058E-01  ( 53.23 s,  24.7 h)
+ iter   332 lrate =  1.0000000000 LL =  -2.1400510588 nd =  0.0000587400, D =   0.85062E-01  0.85062E-01  ( 49.79 s,  23.1 h)
+ iter   333 lrate =  1.0000000000 LL =  -2.1400498150 nd =  0.0000582990, D =   0.85064E-01  0.85064E-01  ( 52.06 s,  24.1 h)
+ iter   334 lrate =  1.0000000000 LL =  -2.1400485831 nd =  0.0000581123, D =   0.85064E-01  0.85064E-01  ( 47.87 s,  22.2 h)
+ iter   335 lrate =  1.0000000000 LL =  -2.1400473525 nd =  0.0000577213, D =   0.85064E-01  0.85064E-01  ( 52.16 s,  24.1 h)
+ iter   336 lrate =  1.0000000000 LL =  -2.1400461263 nd =  0.0000576722, D =   0.85065E-01  0.85065E-01  ( 51.93 s,  24.0 h)
+ iter   337 lrate =  1.0000000000 LL =  -2.1400449181 nd =  0.0000572943, D =   0.85065E-01  0.85065E-01  ( 51.89 s,  24.0 h)
+ iter   338 lrate =  1.0000000000 LL =  -2.1400437144 nd =  0.0000572278, D =   0.85065E-01  0.85065E-01  ( 48.84 s,  22.5 h)
+ iter   339 lrate =  1.0000000000 LL =  -2.1400425250 nd =  0.0000568657, D =   0.85065E-01  0.85065E-01  ( 53.45 s,  24.7 h)
+ iter   340 lrate =  1.0000000000 LL =  -2.1400413407 nd =  0.0000567682, D =   0.85066E-01  0.85066E-01  ( 50.64 s,  23.3 h)
+ iter   341 lrate =  1.0000000000 LL =  -2.1400401631 nd =  0.0000564268, D =   0.85066E-01  0.85066E-01  ( 58.00 s,  26.7 h)
+ iter   342 lrate =  1.0000000000 LL =  -2.1400390050 nd =  0.0000564899, D =   0.85067E-01  0.85067E-01  ( 46.91 s,  21.6 h)
+ iter   343 lrate =  1.0000000000 LL =  -2.1400378526 nd =  0.0000561377, D =   0.85067E-01  0.85067E-01  ( 40.41 s,  18.6 h)
+ iter   344 lrate =  1.0000000000 LL =  -2.1400366942 nd =  0.0000561667, D =   0.85067E-01  0.85067E-01  ( 44.49 s,  20.5 h)
+ iter   345 lrate =  1.0000000000 LL =  -2.1400355469 nd =  0.0000558011, D =   0.85068E-01  0.85068E-01  ( 51.28 s,  23.6 h)
+ iter   346 lrate =  1.0000000000 LL =  -2.1400344120 nd =  0.0000558024, D =   0.85069E-01  0.85069E-01  ( 48.02 s,  22.1 h)
+ iter   347 lrate =  1.0000000000 LL =  -2.1400332892 nd =  0.0000554976, D =   0.85068E-01  0.85068E-01  ( 47.43 s,  21.8 h)
+ iter   348 lrate =  1.0000000000 LL =  -2.1400321720 nd =  0.0000557115, D =   0.85068E-01  0.85068E-01  ( 54.45 s,  25.0 h)
+ iter   349 lrate =  1.0000000000 LL =  -2.1400310569 nd =  0.0000553681, D =   0.85068E-01  0.85068E-01  ( 46.89 s,  21.5 h)
+ iter   350 lrate =  1.0000000000 LL =  -2.1400299398 nd =  0.0000554770, D =   0.85069E-01  0.85069E-01  ( 50.73 s,  23.3 h)
+ iter   351 lrate =  1.0000000000 LL =  -2.1400288352 nd =  0.0000550716, D =   0.85070E-01  0.85070E-01  ( 60.58 s,  27.7 h)
+ iter   352 lrate =  1.0000000000 LL =  -2.1400277446 nd =  0.0000552827, D =   0.85070E-01  0.85070E-01  ( 55.92 s,  25.6 h)
+ iter   353 lrate =  1.0000000000 LL =  -2.1400266488 nd =  0.0000549402, D =   0.85070E-01  0.85070E-01  ( 50.12 s,  22.9 h)
+ iter   354 lrate =  1.0000000000 LL =  -2.1400255652 nd =  0.0000552838, D =   0.85070E-01  0.85070E-01  ( 46.65 s,  21.3 h)
+ iter   355 lrate =  1.0000000000 LL =  -2.1400244863 nd =  0.0000549079, D =   0.85071E-01  0.85071E-01  ( 49.26 s,  22.5 h)
+ iter   356 lrate =  1.0000000000 LL =  -2.1400234195 nd =  0.0000553738, D =   0.85071E-01  0.85071E-01  ( 51.88 s,  23.7 h)
+ iter   357 lrate =  1.0000000000 LL =  -2.1400223490 nd =  0.0000549607, D =   0.85071E-01  0.85071E-01  ( 50.79 s,  23.2 h)
+ iter   358 lrate =  1.0000000000 LL =  -2.1400212891 nd =  0.0000554625, D =   0.85070E-01  0.85070E-01  ( 41.84 s,  19.1 h)
+ iter   359 lrate =  1.0000000000 LL =  -2.1400202492 nd =  0.0000550127, D =   0.85071E-01  0.85071E-01  ( 48.47 s,  22.1 h)
+ iter   360 lrate =  1.0000000000 LL =  -2.1400192035 nd =  0.0000557104, D =   0.85071E-01  0.85071E-01  ( 46.17 s,  21.0 h)
+ iter   361 lrate =  1.0000000000 LL =  -2.1400181766 nd =  0.0000552796, D =   0.85071E-01  0.85071E-01  ( 58.54 s,  26.6 h)
+ iter   362 lrate =  1.0000000000 LL =  -2.1400171464 nd =  0.0000562762, D =   0.85071E-01  0.85071E-01  ( 48.38 s,  22.0 h)
+ iter   363 lrate =  1.0000000000 LL =  -2.1400161261 nd =  0.0000558830, D =   0.85070E-01  0.85070E-01  ( 52.35 s,  23.8 h)
+ iter   364 lrate =  1.0000000000 LL =  -2.1400151204 nd =  0.0000571676, D =   0.85070E-01  0.85070E-01  ( 48.74 s,  22.1 h)
+ iter   365 lrate =  1.0000000000 LL =  -2.1400141120 nd =  0.0000569837, D =   0.85070E-01  0.85070E-01  ( 49.84 s,  22.6 h)
+ iter   366 lrate =  1.0000000000 LL =  -2.1400131172 nd =  0.0000587486, D =   0.85070E-01  0.85070E-01  ( 50.22 s,  22.8 h)
+ iter   367 lrate =  1.0000000000 LL =  -2.1400121305 nd =  0.0000589481, D =   0.85070E-01  0.85070E-01  ( 48.29 s,  21.9 h)
+ iter   368 lrate =  1.0000000000 LL =  -2.1400111574 nd =  0.0000614429, D =   0.85069E-01  0.85069E-01  ( 49.81 s,  22.6 h)
+ iter   369 lrate =  1.0000000000 LL =  -2.1400101974 nd =  0.0000622103, D =   0.85069E-01  0.85069E-01  ( 46.57 s,  21.1 h)
+ iter   370 lrate =  1.0000000000 LL =  -2.1400092490 nd =  0.0000656956, D =   0.85069E-01  0.85069E-01  ( 53.43 s,  24.2 h)
+ iter   371 lrate =  1.0000000000 LL =  -2.1400083154 nd =  0.0000676274, D =   0.85069E-01  0.85069E-01  ( 56.75 s,  25.7 h)
+ Exiting because likelihood increasing by less than   1.000000000000000E-006 
+  for more than            5  iterations ...
+... done. Execution time:   5.04 h 
+ output directory = 
+ /net/store/nbp/projects/IntoTheWild/Daten/EEG/Lab/VP31/preprocessed/01Hz/amica/
+
+Lavish subscription of memory-resources:
+
+	8192 Mbytes requested,
+	but peak usage was only 1737.5 Mbytes.
+
+------------> Please request grid resources more carefully! <------------
+

WildLab_setsLab/VP31/preprocessed/causal/amica/input.param

@@ -0,0 +1,78 @@
+files /net/store/nbp/users/agert/nbp_intothewild/Analysis/EEG_analysis/tmpdata63236.fdt
+outdir /net/store/nbp/projects/IntoTheWild/Daten/EEG/Lab/VP31/preprocessed/01Hz/amica/
+block_size 128
+do_opt_block 0
+num_models 1
+num_mix_comps 3
+pdftype 0
+max_iter 2000
+num_samples 1
+data_dim 116
+field_dim 1255021
+field_blocksize 1
+do_history 0
+histstep 10
+share_comps 0
+share_start 100
+comp_thresh 0.990000
+share_iter 100
+lrate 0.100000
+minlrate 1.000000e-08
+lratefact 0.500000
+rholrate 0.050000
+rho0 1.500000
+minrho 1.000000
+maxrho 2.000000
+rholratefact 0.500000
+kurt_start 3
+num_kurt 5
+kurt_int 1
+do_newton 1
+newt_start 50
+newt_ramp 10
+newtrate 1.000000
+do_reject 0
+numrej 3
+rejsig 3.000000
+rejstart 2
+rejint 3
+max_threads 4
+writestep 10
+write_nd 1
+write_LLt 1
+decwindow 1
+max_decs 3
+fix_init 0
+update_A 1
+update_c 1
+update_gm 1
+update_alpha 1
+update_mu 1
+update_beta 1
+invsigmax 100.000000
+invsigmin 0.000000
+do_rho 1
+load_rej 0
+load_W 0
+load_A 0
+load_c 0
+load_gm 0
+load_alpha 0
+load_mu 0
+load_beta 0
+load_rho 0
+load_comp_list 0
+do_mean 1
+do_sphere 1
+doPCA 1
+pcakeep 116
+doscaling 1
+scalestep 1
+dble_data 0
+do_approx_sphere 1
+use_grad_norm 1
+use_min_dll 1
+print_debug 0
+min_dll 1.00000e-06
+min_grad_norm 1.00000e-06
+mineig 1e-15

WildLab_setsLab/VP31/preprocessed/causal/amica/out.txt

@@ -0,0 +1,379 @@
+ minimum eigenvalues =   0.518179346056493       0.524675767307208     
+  0.535691937648969     
+ maximum eigenvalues =    3840.08751522257        2199.83473262330     
+   848.744686441181     
+ num eigs kept =          116
+ iter     1 lrate =  0.1000000000 LL =  -2.2360567022 nd =  0.0299680578, D =   0.55033E-01  0.55033E-01  ( 42.09 s,  23.4 h)
+ iter     2 lrate =  0.1000000000 LL =  -2.1862881765 nd =  0.0100871958, D =   0.41031E-01  0.41031E-01  ( 41.48 s,  23.0 h)
+ iter     3 lrate =  0.1000000000 LL =  -2.1785363398 nd =  0.0089493564, D =   0.28002E-01  0.28002E-01  ( 39.74 s,  22.0 h)
+ iter     4 lrate =  0.1000000000 LL =  -2.1755383146 nd =  0.0089175606, D =   0.27703E-01  0.27703E-01  ( 38.87 s,  21.6 h)
+ iter     5 lrate =  0.1000000000 LL =  -2.1737772152 nd =  0.0084727618, D =   0.39327E-01  0.39327E-01  ( 41.70 s,  23.1 h)
+ iter     6 lrate =  0.1000000000 LL =  -2.1725157447 nd =  0.0081482670, D =   0.57702E-01  0.57702E-01  ( 42.73 s,  23.7 h)
+ iter     7 lrate =  0.1000000000 LL =  -2.1714708965 nd =  0.0080438103, D =   0.79223E-01  0.79223E-01  ( 35.92 s,  19.9 h)
+ iter     8 lrate =  0.1000000000 LL =  -2.1705118342 nd =  0.0081018593, D =   0.10231E+00  0.10231E+00  ( 43.12 s,  23.9 h)
+ iter     9 lrate =  0.1000000000 LL =  -2.1695707449 nd =  0.0082786691, D =   0.12636E+00  0.12636E+00  ( 43.50 s,  24.1 h)
+ iter    10 lrate =  0.1000000000 LL =  -2.1686047835 nd =  0.0085502621, D =   0.15113E+00  0.15113E+00  ( 44.96 s,  24.9 h)
+ iter    11 lrate =  0.1000000000 LL =  -2.1675719525 nd =  0.0089139477, D =   0.17656E+00  0.17656E+00  ( 53.36 s,  29.5 h)
+ iter    12 lrate =  0.1000000000 LL =  -2.1664460870 nd =  0.0092415368, D =   0.20273E+00  0.20273E+00  ( 41.65 s,  23.0 h)
+ iter    13 lrate =  0.1000000000 LL =  -2.1652004478 nd =  0.0094452708, D =   0.22890E+00  0.22890E+00  ( 41.05 s,  22.7 h)
+ iter    14 lrate =  0.1000000000 LL =  -2.1638965751 nd =  0.0089760207, D =   0.25390E+00  0.25390E+00  ( 42.18 s,  23.3 h)
+ iter    15 lrate =  0.1000000000 LL =  -2.1627709396 nd =  0.0076497968, D =   0.27183E+00  0.27183E+00  ( 42.82 s,  23.6 h)
+ iter    16 lrate =  0.1000000000 LL =  -2.1620137487 nd =  0.0068935914, D =   0.27293E+00  0.27293E+00  ( 39.71 s,  21.9 h)
+ iter    17 lrate =  0.1000000000 LL =  -2.1614400848 nd =  0.0066137172, D =   0.25988E+00  0.25988E+00  ( 41.81 s,  23.0 h)
+ iter    18 lrate =  0.1000000000 LL =  -2.1609195954 nd =  0.0064063041, D =   0.24738E+00  0.24738E+00  ( 40.80 s,  22.5 h)
+ iter    19 lrate =  0.1000000000 LL =  -2.1604296654 nd =  0.0062285016, D =   0.23630E+00  0.23630E+00  ( 38.45 s,  21.2 h)
+ iter    20 lrate =  0.1000000000 LL =  -2.1599648702 nd =  0.0060664690, D =   0.22668E+00  0.22668E+00  ( 38.57 s,  21.2 h)
+ iter    21 lrate =  0.1000000000 LL =  -2.1595214718 nd =  0.0059240628, D =   0.21832E+00  0.21832E+00  ( 46.81 s,  25.7 h)
+ iter    22 lrate =  0.1000000000 LL =  -2.1590982807 nd =  0.0058046496, D =   0.21105E+00  0.21105E+00  ( 44.17 s,  24.3 h)
+ iter    23 lrate =  0.1000000000 LL =  -2.1586930574 nd =  0.0057673660, D =   0.20464E+00  0.20464E+00  ( 43.46 s,  23.9 h)
+ iter    24 lrate =  0.1000000000 LL =  -2.1583093766 nd =  0.0060138459, D =   0.19907E+00  0.19907E+00  ( 42.65 s,  23.4 h)
+ iter    25 lrate =  0.1000000000 LL =  -2.1579713439 nd =  0.0075634280, D =   0.19407E+00  0.19407E+00  ( 42.46 s,  23.3 h)
+ iter    26 lrate =  0.1000000000 LL =  -2.1578028386 nd =  0.0125849172, D =   0.19055E+00  0.19055E+00  ( 43.71 s,  24.0 h)
+ iter    27 lrate =  0.1000000000 LL =  -2.1582456089 nd =  0.0217057107, D =   0.18938E+00  0.18938E+00  ( 40.85 s,  22.4 h)
+ iter    28 lrate =  0.1000000000 LL =  -2.1591582274 nd =  0.0240477953, D =   0.19511E+00  0.19511E+00  ( 43.42 s,  23.8 h)
+ iter    29 lrate =  0.1000000000 LL =  -2.1581129613 nd =  0.0182598121, D =   0.18621E+00  0.18621E+00  ( 43.06 s,  23.6 h)
+ iter    30 lrate =  0.1000000000 LL =  -2.1571377588 nd =  0.0155518975, D =   0.17958E+00  0.17958E+00  ( 42.91 s,  23.5 h)
+ iter    31 lrate =  0.1000000000 LL =  -2.1568428143 nd =  0.0186485805, D =   0.17649E+00  0.17649E+00  ( 48.88 s,  26.7 h)
+ iter    32 lrate =  0.1000000000 LL =  -2.1572123501 nd =  0.0226629973, D =   0.17838E+00  0.17838E+00  ( 43.36 s,  23.7 h)
+ iter    33 lrate =  0.0500000000 LL =  -2.1556804491 nd =  0.0054691047, D =   0.16879E+00  0.16879E+00  ( 42.42 s,  23.2 h)
+ iter    34 lrate =  0.0500000000 LL =  -2.1552906138 nd =  0.0049454308, D =   0.16757E+00  0.16757E+00  ( 40.18 s,  21.9 h)
+ iter    35 lrate =  0.0500000000 LL =  -2.1551190878 nd =  0.0048931033, D =   0.16654E+00  0.16654E+00  ( 37.98 s,  20.7 h)
+ iter    36 lrate =  0.0500000000 LL =  -2.1549637375 nd =  0.0048677485, D =   0.16555E+00  0.16555E+00  ( 42.12 s,  23.0 h)
+ iter    37 lrate =  0.0500000000 LL =  -2.1548115004 nd =  0.0048431514, D =   0.16459E+00  0.16459E+00  ( 40.11 s,  21.9 h)
+ iter    38 lrate =  0.0500000000 LL =  -2.1546617722 nd =  0.0048186952, D =   0.16366E+00  0.16366E+00  ( 41.52 s,  22.6 h)
+ iter    39 lrate =  0.0500000000 LL =  -2.1545145099 nd =  0.0047964054, D =   0.16276E+00  0.16276E+00  ( 40.77 s,  22.2 h)
+ iter    40 lrate =  0.0500000000 LL =  -2.1543689030 nd =  0.0047745939, D =   0.16187E+00  0.16187E+00  ( 37.09 s,  20.2 h)
+ iter    41 lrate =  0.0500000000 LL =  -2.1542248920 nd =  0.0047539928, D =   0.16101E+00  0.16101E+00  ( 50.29 s,  27.4 h)
+ iter    42 lrate =  0.0500000000 LL =  -2.1540824575 nd =  0.0047332881, D =   0.16017E+00  0.16017E+00  ( 41.90 s,  22.8 h)
+ iter    43 lrate =  0.0500000000 LL =  -2.1539415196 nd =  0.0047126447, D =   0.15936E+00  0.15936E+00  ( 38.98 s,  21.2 h)
+ iter    44 lrate =  0.0500000000 LL =  -2.1538020527 nd =  0.0046911822, D =   0.15856E+00  0.15856E+00  ( 40.74 s,  22.1 h)
+ iter    45 lrate =  0.0500000000 LL =  -2.1536640334 nd =  0.0046694424, D =   0.15777E+00  0.15777E+00  ( 44.68 s,  24.3 h)
+ iter    46 lrate =  0.0500000000 LL =  -2.1535275241 nd =  0.0046461622, D =   0.15700E+00  0.15700E+00  ( 42.64 s,  23.1 h)
+ iter    47 lrate =  0.0500000000 LL =  -2.1533926386 nd =  0.0046217420, D =   0.15623E+00  0.15623E+00  ( 41.70 s,  22.6 h)
+ iter    48 lrate =  0.0500000000 LL =  -2.1532592301 nd =  0.0045956998, D =   0.15546E+00  0.15546E+00  ( 43.22 s,  23.4 h)
+ iter    49 lrate =  0.0500000000 LL =  -2.1531273924 nd =  0.0045682854, D =   0.15469E+00  0.15469E+00  ( 40.13 s,  21.7 h)
+ iter    50 lrate =  0.0500000000 LL =  -2.1529972876 nd =  0.0031869096, D =   0.15390E+00  0.15390E+00  ( 45.53 s,  24.7 h)
+ iter    51 lrate =  0.1000000000 LL =  -2.1528318642 nd =  0.0031504282, D =   0.14955E+00  0.14955E+00  ( 56.48 s,  30.6 h)
+ iter    52 lrate =  0.2000000000 LL =  -2.1525196693 nd =  0.0030729946, D =   0.14153E+00  0.14153E+00  ( 49.20 s,  26.6 h)
+ iter    53 lrate =  0.3000000000 LL =  -2.1520792584 nd =  0.0029545825, D =   0.13121E+00  0.13121E+00  ( 50.25 s,  27.2 h)
+ iter    54 lrate =  0.4000000000 LL =  -2.1515380579 nd =  0.0028000466, D =   0.12017E+00  0.12017E+00  ( 51.34 s,  27.8 h)
+ iter    55 lrate =  0.5000000000 LL =  -2.1509288355 nd =  0.0026179015, D =   0.10972E+00  0.10972E+00  ( 46.74 s,  25.3 h)
+ iter    56 lrate =  0.6000000000 LL =  -2.1502872403 nd =  0.0024198693, D =   0.10056E+00  0.10056E+00  ( 29.14 s,  15.7 h)
+ iter    57 lrate =  0.7000000000 LL =  -2.1496461014 nd =  0.0022183389, D =   0.92777E-01  0.92777E-01  ( 52.36 s,  28.3 h)
+ iter    58 lrate =  0.8000000000 LL =  -2.1490305985 nd =  0.0020241406, D =   0.86136E-01  0.86136E-01  ( 49.63 s,  26.8 h)
+ iter    59 lrate =  0.9000000000 LL =  -2.1484551069 nd =  0.0018444799, D =   0.80330E-01  0.80330E-01  ( 46.58 s,  25.1 h)
+ iter    60 lrate =  1.0000000000 LL =  -2.1479249282 nd =  0.0016814682, D =   0.75181E-01  0.75181E-01  ( 50.63 s,  27.3 h)
+ iter    61 lrate =  1.0000000000 LL =  -2.1474793291 nd =  0.0015484950, D =   0.71098E-01  0.71098E-01  ( 58.75 s,  31.6 h)
+ iter    62 lrate =  1.0000000000 LL =  -2.1470995595 nd =  0.0014372048, D =   0.67994E-01  0.67994E-01  ( 46.97 s,  25.3 h)
+ iter    63 lrate =  1.0000000000 LL =  -2.1467724631 nd =  0.0013417576, D =   0.65812E-01  0.65812E-01  ( 46.63 s,  25.1 h)
+ iter    64 lrate =  1.0000000000 LL =  -2.1464879095 nd =  0.0012595025, D =   0.64420E-01  0.64420E-01  ( 47.93 s,  25.8 h)
+ iter    65 lrate =  1.0000000000 LL =  -2.1462375544 nd =  0.0011910474, D =   0.63648E-01  0.63648E-01  ( 49.89 s,  26.8 h)
+ iter    66 lrate =  1.0000000000 LL =  -2.1460138209 nd =  0.0011356367, D =   0.63313E-01  0.63313E-01  ( 51.66 s,  27.8 h)
+ iter    67 lrate =  1.0000000000 LL =  -2.1458105910 nd =  0.0010901542, D =   0.63272E-01  0.63272E-01  ( 43.88 s,  23.6 h)
+ iter    68 lrate =  1.0000000000 LL =  -2.1456231304 nd =  0.0010547264, D =   0.63422E-01  0.63422E-01  ( 50.52 s,  27.1 h)
+ iter    69 lrate =  1.0000000000 LL =  -2.1454476478 nd =  0.0010262182, D =   0.63694E-01  0.63694E-01  ( 51.03 s,  27.4 h)
+ iter    70 lrate =  1.0000000000 LL =  -2.1452814062 nd =  0.0010029347, D =   0.64040E-01  0.64040E-01  ( 51.93 s,  27.8 h)
+ iter    71 lrate =  1.0000000000 LL =  -2.1451225598 nd =  0.0009823385, D =   0.64434E-01  0.64434E-01  ( 59.00 s,  31.6 h)
+ iter    72 lrate =  1.0000000000 LL =  -2.1449701878 nd =  0.0009621593, D =   0.64865E-01  0.64865E-01  ( 48.41 s,  25.9 h)
+ iter    73 lrate =  1.0000000000 LL =  -2.1448238183 nd =  0.0009418904, D =   0.65323E-01  0.65323E-01  ( 48.40 s,  25.9 h)
+ iter    74 lrate =  1.0000000000 LL =  -2.1446834427 nd =  0.0009206652, D =   0.65803E-01  0.65803E-01  ( 47.95 s,  25.7 h)
+ iter    75 lrate =  1.0000000000 LL =  -2.1445492018 nd =  0.0008989232, D =   0.66309E-01  0.66309E-01  ( 50.24 s,  26.9 h)
+ iter    76 lrate =  1.0000000000 LL =  -2.1444209889 nd =  0.0008764256, D =   0.66838E-01  0.66838E-01  ( 49.39 s,  26.4 h)
+ iter    77 lrate =  1.0000000000 LL =  -2.1442988883 nd =  0.0008544132, D =   0.67383E-01  0.67383E-01  ( 52.53 s,  28.1 h)
+ iter    78 lrate =  1.0000000000 LL =  -2.1441825823 nd =  0.0008331489, D =   0.67943E-01  0.67943E-01  ( 48.43 s,  25.9 h)
+ iter    79 lrate =  1.0000000000 LL =  -2.1440717990 nd =  0.0008125902, D =   0.68503E-01  0.68503E-01  ( 51.88 s,  27.7 h)
+ iter    80 lrate =  1.0000000000 LL =  -2.1439661322 nd =  0.0007941823, D =   0.69059E-01  0.69059E-01  ( 51.79 s,  27.6 h)
+ iter    81 lrate =  1.0000000000 LL =  -2.1438648800 nd =  0.0007773722, D =   0.69606E-01  0.69606E-01  ( 57.08 s,  30.4 h)
+ iter    82 lrate =  1.0000000000 LL =  -2.1437675671 nd =  0.0007628380, D =   0.70138E-01  0.70138E-01  ( 48.39 s,  25.8 h)
+ iter    83 lrate =  1.0000000000 LL =  -2.1436737169 nd =  0.0007497359, D =   0.70653E-01  0.70653E-01  ( 49.72 s,  26.5 h)
+ iter    84 lrate =  1.0000000000 LL =  -2.1435830759 nd =  0.0007375540, D =   0.71141E-01  0.71141E-01  ( 45.36 s,  24.1 h)
+ iter    85 lrate =  1.0000000000 LL =  -2.1434955051 nd =  0.0007257129, D =   0.71596E-01  0.71596E-01  ( 44.74 s,  23.8 h)
+ iter    86 lrate =  1.0000000000 LL =  -2.1434110547 nd =  0.0007141328, D =   0.72012E-01  0.72012E-01  ( 52.28 s,  27.8 h)
+ iter    87 lrate =  1.0000000000 LL =  -2.1433297368 nd =  0.0007032583, D =   0.72390E-01  0.72390E-01  ( 47.22 s,  25.1 h)
+ iter    88 lrate =  1.0000000000 LL =  -2.1432516375 nd =  0.0006915317, D =   0.72730E-01  0.72730E-01  ( 52.10 s,  27.7 h)
+ iter    89 lrate =  1.0000000000 LL =  -2.1431769082 nd =  0.0006797834, D =   0.73031E-01  0.73031E-01  ( 44.77 s,  23.8 h)
+ iter    90 lrate =  1.0000000000 LL =  -2.1431056031 nd =  0.0006680911, D =   0.73293E-01  0.73293E-01  ( 52.03 s,  27.6 h)
+ iter    91 lrate =  1.0000000000 LL =  -2.1430376768 nd =  0.0006565660, D =   0.73515E-01  0.73515E-01  ( 56.64 s,  30.0 h)
+ iter    92 lrate =  1.0000000000 LL =  -2.1429730257 nd =  0.0006442812, D =   0.73703E-01  0.73703E-01  ( 43.90 s,  23.3 h)
+ iter    93 lrate =  1.0000000000 LL =  -2.1429115451 nd =  0.0006328473, D =   0.73860E-01  0.73860E-01  ( 50.14 s,  26.6 h)
+ iter    94 lrate =  1.0000000000 LL =  -2.1428529611 nd =  0.0006217309, D =   0.73989E-01  0.73989E-01  ( 52.58 s,  27.8 h)
+ iter    95 lrate =  1.0000000000 LL =  -2.1427970041 nd =  0.0006119679, D =   0.74096E-01  0.74096E-01  ( 47.22 s,  25.0 h)
+ iter    96 lrate =  1.0000000000 LL =  -2.1427433439 nd =  0.0006027487, D =   0.74181E-01  0.74181E-01  ( 49.65 s,  26.3 h)
+ iter    97 lrate =  1.0000000000 LL =  -2.1426917873 nd =  0.0005936049, D =   0.74247E-01  0.74247E-01  ( 47.71 s,  25.2 h)
+ iter    98 lrate =  1.0000000000 LL =  -2.1426421589 nd =  0.0005852163, D =   0.74297E-01  0.74297E-01  ( 43.65 s,  23.1 h)
+ iter    99 lrate =  1.0000000000 LL =  -2.1425942165 nd =  0.0005775033, D =   0.74333E-01  0.74333E-01  ( 47.40 s,  25.0 h)
+ iter   100 lrate =  1.0000000000 LL =  -2.1425477681 nd =  0.0005705483, D =   0.74362E-01  0.74362E-01  ( 46.93 s,  24.8 h)
+ iter   101 lrate =  1.0000000000 LL =  -2.1425412042 nd =  0.0005820579, D =   0.74362E-01  0.74362E-01  ( 59.24 s,  31.3 h)
+ iter   102 lrate =  1.0000000000 LL =  -2.1425358065 nd =  0.0005886234, D =   0.74362E-01  0.74362E-01  ( 50.93 s,  26.8 h)
+ iter   103 lrate =  1.0000000000 LL =  -2.1425308945 nd =  0.0005929076, D =   0.74362E-01  0.74362E-01  ( 51.28 s,  27.0 h)
+ iter   104 lrate =  1.0000000000 LL =  -2.1425262847 nd =  0.0005960069, D =   0.74362E-01  0.74362E-01  ( 50.29 s,  26.5 h)
+ iter   105 lrate =  1.0000000000 LL =  -2.1425218299 nd =  0.0005983456, D =   0.74362E-01  0.74362E-01  ( 49.62 s,  26.1 h)
+ iter   106 lrate =  1.0000000000 LL =  -2.1425175141 nd =  0.0006002484, D =   0.74362E-01  0.74362E-01  ( 49.31 s,  25.9 h)
+ iter   107 lrate =  1.0000000000 LL =  -2.1424715512 nd =  0.0005836804, D =   0.74514E-01  0.74514E-01  ( 48.45 s,  25.5 h)
+ iter   108 lrate =  1.0000000000 LL =  -2.1424274764 nd =  0.0005726936, D =   0.74535E-01  0.74535E-01  ( 37.75 s,  19.8 h)
+ iter   109 lrate =  1.0000000000 LL =  -2.1423846719 nd =  0.0005639830, D =   0.74521E-01  0.74521E-01  ( 51.90 s,  27.3 h)
+ iter   110 lrate =  1.0000000000 LL =  -2.1423428339 nd =  0.0005561062, D =   0.74502E-01  0.74502E-01  ( 50.10 s,  26.3 h)
+ iter   111 lrate =  1.0000000000 LL =  -2.1423019789 nd =  0.0005487043, D =   0.74485E-01  0.74485E-01  ( 50.24 s,  26.4 h)
+ iter   112 lrate =  1.0000000000 LL =  -2.1422620276 nd =  0.0005412148, D =   0.74467E-01  0.74467E-01  ( 49.95 s,  26.2 h)
+ iter   113 lrate =  1.0000000000 LL =  -2.1422230510 nd =  0.0005338401, D =   0.74442E-01  0.74442E-01  ( 48.43 s,  25.4 h)
+ iter   114 lrate =  1.0000000000 LL =  -2.1421850466 nd =  0.0005258025, D =   0.74415E-01  0.74415E-01  ( 48.17 s,  25.2 h)
+ iter   115 lrate =  1.0000000000 LL =  -2.1421480571 nd =  0.0005178352, D =   0.74388E-01  0.74388E-01  ( 50.16 s,  26.3 h)
+ iter   116 lrate =  1.0000000000 LL =  -2.1421122834 nd =  0.0005097645, D =   0.74356E-01  0.74356E-01  ( 54.82 s,  28.7 h)
+ iter   117 lrate =  1.0000000000 LL =  -2.1420779517 nd =  0.0005018048, D =   0.74331E-01  0.74331E-01  ( 52.79 s,  27.6 h)
+ iter   118 lrate =  1.0000000000 LL =  -2.1420447290 nd =  0.0004944061, D =   0.74316E-01  0.74316E-01  ( 44.11 s,  23.1 h)
+ iter   119 lrate =  1.0000000000 LL =  -2.1420125236 nd =  0.0004876636, D =   0.74294E-01  0.74294E-01  ( 54.46 s,  28.5 h)
+ iter   120 lrate =  1.0000000000 LL =  -2.1419812226 nd =  0.0004807226, D =   0.74263E-01  0.74263E-01  ( 47.76 s,  24.9 h)
+ iter   121 lrate =  1.0000000000 LL =  -2.1419507863 nd =  0.0004738394, D =   0.74228E-01  0.74228E-01  ( 57.35 s,  29.9 h)
+ iter   122 lrate =  1.0000000000 LL =  -2.1419211828 nd =  0.0004669047, D =   0.74190E-01  0.74190E-01  ( 49.06 s,  25.6 h)
+ iter   123 lrate =  1.0000000000 LL =  -2.1418923828 nd =  0.0004602363, D =   0.74155E-01  0.74155E-01  ( 49.70 s,  25.9 h)
+ iter   124 lrate =  1.0000000000 LL =  -2.1418643364 nd =  0.0004531947, D =   0.74119E-01  0.74119E-01  ( 43.17 s,  22.5 h)
+ iter   125 lrate =  1.0000000000 LL =  -2.1418370728 nd =  0.0004458606, D =   0.74082E-01  0.74082E-01  ( 51.59 s,  26.9 h)
+ iter   126 lrate =  1.0000000000 LL =  -2.1418105979 nd =  0.0004381499, D =   0.74049E-01  0.74049E-01  ( 48.11 s,  25.0 h)
+ iter   127 lrate =  1.0000000000 LL =  -2.1417849440 nd =  0.0004291655, D =   0.74017E-01  0.74017E-01  ( 50.88 s,  26.5 h)
+ iter   128 lrate =  1.0000000000 LL =  -2.1417601810 nd =  0.0004199334, D =   0.73983E-01  0.73983E-01  ( 43.83 s,  22.8 h)
+ iter   129 lrate =  1.0000000000 LL =  -2.1417363088 nd =  0.0004106317, D =   0.73951E-01  0.73951E-01  ( 51.67 s,  26.9 h)
+ iter   130 lrate =  1.0000000000 LL =  -2.1417133121 nd =  0.0004016094, D =   0.73921E-01  0.73921E-01  ( 46.41 s,  24.1 h)
+ iter   131 lrate =  1.0000000000 LL =  -2.1416911580 nd =  0.0003923363, D =   0.73894E-01  0.73894E-01  ( 57.26 s,  29.7 h)
+ iter   132 lrate =  1.0000000000 LL =  -2.1416698128 nd =  0.0003834475, D =   0.73868E-01  0.73868E-01  ( 49.26 s,  25.6 h)
+ iter   133 lrate =  1.0000000000 LL =  -2.1416492421 nd =  0.0003752510, D =   0.73843E-01  0.73843E-01  ( 52.48 s,  27.2 h)
+ iter   134 lrate =  1.0000000000 LL =  -2.1416293540 nd =  0.0003676614, D =   0.73820E-01  0.73820E-01  ( 50.91 s,  26.4 h)
+ iter   135 lrate =  1.0000000000 LL =  -2.1416101033 nd =  0.0003607491, D =   0.73797E-01  0.73797E-01  ( 50.11 s,  26.0 h)
+ iter   136 lrate =  1.0000000000 LL =  -2.1415913953 nd =  0.0003548712, D =   0.73777E-01  0.73777E-01  ( 51.28 s,  26.5 h)
+ iter   137 lrate =  1.0000000000 LL =  -2.1415731724 nd =  0.0003499529, D =   0.73760E-01  0.73760E-01  ( 51.70 s,  26.8 h)
+ iter   138 lrate =  1.0000000000 LL =  -2.1415553301 nd =  0.0003462595, D =   0.73748E-01  0.73748E-01  ( 50.63 s,  26.2 h)
+ iter   139 lrate =  1.0000000000 LL =  -2.1415377648 nd =  0.0003437287, D =   0.73741E-01  0.73741E-01  ( 51.50 s,  26.6 h)
+ iter   140 lrate =  1.0000000000 LL =  -2.1415204137 nd =  0.0003424437, D =   0.73738E-01  0.73738E-01  ( 51.48 s,  26.6 h)
+ iter   141 lrate =  1.0000000000 LL =  -2.1415031654 nd =  0.0003421377, D =   0.73741E-01  0.73741E-01  ( 51.66 s,  26.7 h)
+ iter   142 lrate =  1.0000000000 LL =  -2.1414859496 nd =  0.0003424923, D =   0.73746E-01  0.73746E-01  ( 51.68 s,  26.7 h)
+ iter   143 lrate =  1.0000000000 LL =  -2.1414687110 nd =  0.0003436138, D =   0.73756E-01  0.73756E-01  ( 46.94 s,  24.2 h)
+ iter   144 lrate =  1.0000000000 LL =  -2.1414513928 nd =  0.0003456815, D =   0.73769E-01  0.73769E-01  ( 46.43 s,  23.9 h)
+ iter   145 lrate =  1.0000000000 LL =  -2.1414339582 nd =  0.0003484802, D =   0.73790E-01  0.73790E-01  ( 49.48 s,  25.5 h)
+ iter   146 lrate =  1.0000000000 LL =  -2.1414163335 nd =  0.0003518368, D =   0.73815E-01  0.73815E-01  ( 55.47 s,  28.6 h)
+ iter   147 lrate =  1.0000000000 LL =  -2.1413984186 nd =  0.0003551788, D =   0.73846E-01  0.73846E-01  ( 50.40 s,  25.9 h)
+ iter   148 lrate =  1.0000000000 LL =  -2.1413802690 nd =  0.0003587143, D =   0.73884E-01  0.73884E-01  ( 47.24 s,  24.3 h)
+ iter   149 lrate =  1.0000000000 LL =  -2.1413618545 nd =  0.0003617323, D =   0.73927E-01  0.73927E-01  ( 51.66 s,  26.6 h)
+ iter   150 lrate =  1.0000000000 LL =  -2.1413431805 nd =  0.0003651345, D =   0.73979E-01  0.73979E-01  ( 48.63 s,  25.0 h)
+ iter   151 lrate =  1.0000000000 LL =  -2.1413242261 nd =  0.0003681400, D =   0.74039E-01  0.74039E-01  ( 59.15 s,  30.4 h)
+ iter   152 lrate =  1.0000000000 LL =  -2.1413050191 nd =  0.0003705097, D =   0.74106E-01  0.74106E-01  ( 49.24 s,  25.3 h)
+ iter   153 lrate =  1.0000000000 LL =  -2.1412856048 nd =  0.0003720718, D =   0.74181E-01  0.74181E-01  ( 46.44 s,  23.8 h)
+ iter   154 lrate =  1.0000000000 LL =  -2.1412660601 nd =  0.0003729275, D =   0.74264E-01  0.74264E-01  ( 53.21 s,  27.3 h)
+ iter   155 lrate =  1.0000000000 LL =  -2.1412464377 nd =  0.0003727698, D =   0.74352E-01  0.74352E-01  ( 49.94 s,  25.6 h)
+ iter   156 lrate =  1.0000000000 LL =  -2.1412268470 nd =  0.0003717346, D =   0.74447E-01  0.74447E-01  ( 51.64 s,  26.4 h)
+ iter   157 lrate =  1.0000000000 LL =  -2.1412073100 nd =  0.0003694440, D =   0.74550E-01  0.74550E-01  ( 49.86 s,  25.5 h)
+ iter   158 lrate =  1.0000000000 LL =  -2.1411879194 nd =  0.0003665609, D =   0.74658E-01  0.74658E-01  ( 48.71 s,  24.9 h)
+ iter   159 lrate =  1.0000000000 LL =  -2.1411687383 nd =  0.0003624900, D =   0.74773E-01  0.74773E-01  ( 48.86 s,  25.0 h)
+ iter   160 lrate =  1.0000000000 LL =  -2.1411498682 nd =  0.0003578250, D =   0.74891E-01  0.74891E-01  ( 48.48 s,  24.8 h)
+ iter   161 lrate =  1.0000000000 LL =  -2.1411313684 nd =  0.0003530005, D =   0.75016E-01  0.75016E-01  ( 52.65 s,  26.9 h)
+ iter   162 lrate =  1.0000000000 LL =  -2.1411132178 nd =  0.0003477124, D =   0.75148E-01  0.75148E-01  ( 46.05 s,  23.5 h)
+ iter   163 lrate =  1.0000000000 LL =  -2.1410954917 nd =  0.0003422882, D =   0.75285E-01  0.75285E-01  ( 36.58 s,  18.7 h)
+ iter   164 lrate =  1.0000000000 LL =  -2.1410781617 nd =  0.0003366670, D =   0.75426E-01  0.75426E-01  ( 46.26 s,  23.6 h)
+ iter   165 lrate =  1.0000000000 LL =  -2.1410612592 nd =  0.0003310622, D =   0.75568E-01  0.75568E-01  ( 49.53 s,  25.2 h)
+ iter   166 lrate =  1.0000000000 LL =  -2.1410447964 nd =  0.0003256402, D =   0.75712E-01  0.75712E-01  ( 51.80 s,  26.4 h)
+ iter   167 lrate =  1.0000000000 LL =  -2.1410287625 nd =  0.0003202731, D =   0.75857E-01  0.75857E-01  ( 44.15 s,  22.5 h)
+ iter   168 lrate =  1.0000000000 LL =  -2.1410131616 nd =  0.0003152744, D =   0.76004E-01  0.76004E-01  ( 47.38 s,  24.1 h)
+ iter   169 lrate =  1.0000000000 LL =  -2.1409979747 nd =  0.0003105171, D =   0.76151E-01  0.76151E-01  ( 50.18 s,  25.5 h)
+ iter   170 lrate =  1.0000000000 LL =  -2.1409831627 nd =  0.0003059602, D =   0.76298E-01  0.76298E-01  ( 46.57 s,  23.7 h)
+ iter   171 lrate =  1.0000000000 LL =  -2.1409687296 nd =  0.0003018707, D =   0.76446E-01  0.76446E-01  ( 56.18 s,  28.5 h)
+ iter   172 lrate =  1.0000000000 LL =  -2.1409546558 nd =  0.0002982698, D =   0.76592E-01  0.76592E-01  ( 44.78 s,  22.7 h)
+ iter   173 lrate =  1.0000000000 LL =  -2.1409409109 nd =  0.0002949362, D =   0.76736E-01  0.76736E-01  ( 49.75 s,  25.2 h)
+ iter   174 lrate =  1.0000000000 LL =  -2.1409274837 nd =  0.0002916029, D =   0.76882E-01  0.76882E-01  ( 49.56 s,  25.1 h)
+ iter   175 lrate =  1.0000000000 LL =  -2.1409143542 nd =  0.0002884170, D =   0.77024E-01  0.77024E-01  ( 49.62 s,  25.2 h)
+ iter   176 lrate =  1.0000000000 LL =  -2.1409015352 nd =  0.0002855921, D =   0.77166E-01  0.77166E-01  ( 52.50 s,  26.6 h)
+ iter   177 lrate =  1.0000000000 LL =  -2.1408889582 nd =  0.0002829549, D =   0.77311E-01  0.77311E-01  ( 49.73 s,  25.2 h)
+ iter   178 lrate =  1.0000000000 LL =  -2.1408766188 nd =  0.0002806423, D =   0.77455E-01  0.77455E-01  ( 49.72 s,  25.2 h)
+ iter   179 lrate =  1.0000000000 LL =  -2.1408645074 nd =  0.0002785320, D =   0.77599E-01  0.77599E-01  ( 49.82 s,  25.2 h)
+ iter   180 lrate =  1.0000000000 LL =  -2.1408526146 nd =  0.0002764485, D =   0.77743E-01  0.77743E-01  ( 49.39 s,  25.0 h)
+ iter   181 lrate =  1.0000000000 LL =  -2.1408409289 nd =  0.0002746307, D =   0.77888E-01  0.77888E-01  ( 55.30 s,  27.9 h)
+ iter   182 lrate =  1.0000000000 LL =  -2.1408294204 nd =  0.0002727024, D =   0.78031E-01  0.78031E-01  ( 46.69 s,  23.6 h)
+ iter   183 lrate =  1.0000000000 LL =  -2.1408180794 nd =  0.0002709839, D =   0.78174E-01  0.78174E-01  ( 48.35 s,  24.4 h)
+ iter   184 lrate =  1.0000000000 LL =  -2.1408069046 nd =  0.0002692542, D =   0.78318E-01  0.78318E-01  ( 49.19 s,  24.8 h)
+ iter   185 lrate =  1.0000000000 LL =  -2.1407959272 nd =  0.0002676210, D =   0.78462E-01  0.78462E-01  ( 49.65 s,  25.0 h)
+ iter   186 lrate =  1.0000000000 LL =  -2.1407850715 nd =  0.0002660685, D =   0.78607E-01  0.78607E-01  ( 55.33 s,  27.9 h)
+ iter   187 lrate =  1.0000000000 LL =  -2.1407743720 nd =  0.0002645645, D =   0.78752E-01  0.78752E-01  ( 52.45 s,  26.4 h)
+ iter   188 lrate =  1.0000000000 LL =  -2.1407637959 nd =  0.0002629985, D =   0.78897E-01  0.78897E-01  ( 47.19 s,  23.8 h)
+ iter   189 lrate =  1.0000000000 LL =  -2.1407533668 nd =  0.0002618011, D =   0.79043E-01  0.79043E-01  ( 43.92 s,  22.1 h)
+ iter   190 lrate =  1.0000000000 LL =  -2.1407430317 nd =  0.0002607797, D =   0.79187E-01  0.79187E-01  ( 45.16 s,  22.7 h)
+ iter   191 lrate =  1.0000000000 LL =  -2.1407327945 nd =  0.0002600953, D =   0.79332E-01  0.79332E-01  ( 52.92 s,  26.6 h)
+ iter   192 lrate =  1.0000000000 LL =  -2.1407226497 nd =  0.0002599220, D =   0.79477E-01  0.79477E-01  ( 42.06 s,  21.1 h)
+ iter   193 lrate =  1.0000000000 LL =  -2.1407125260 nd =  0.0002602001, D =   0.79620E-01  0.79620E-01  ( 50.02 s,  25.1 h)
+ iter   194 lrate =  1.0000000000 LL =  -2.1407024375 nd =  0.0002606336, D =   0.79763E-01  0.79763E-01  ( 49.00 s,  24.6 h)
+ iter   195 lrate =  1.0000000000 LL =  -2.1406923494 nd =  0.0002617090, D =   0.79907E-01  0.79907E-01  ( 50.07 s,  25.1 h)
+ iter   196 lrate =  1.0000000000 LL =  -2.1406822563 nd =  0.0002634005, D =   0.80051E-01  0.80051E-01  ( 52.79 s,  26.5 h)
+ iter   197 lrate =  1.0000000000 LL =  -2.1406720655 nd =  0.0002657558, D =   0.80193E-01  0.80193E-01  ( 51.37 s,  25.7 h)
+ iter   198 lrate =  1.0000000000 LL =  -2.1406617684 nd =  0.0002688303, D =   0.80333E-01  0.80333E-01  ( 49.85 s,  25.0 h)
+ iter   199 lrate =  1.0000000000 LL =  -2.1406513367 nd =  0.0002727457, D =   0.80474E-01  0.80474E-01  ( 50.65 s,  25.3 h)
+ iter   200 lrate =  1.0000000000 LL =  -2.1406407277 nd =  0.0002775818, D =   0.80615E-01  0.80615E-01  ( 47.69 s,  23.8 h)
+ iter   201 lrate =  1.0000000000 LL =  -2.1406380030 nd =  0.0002856649, D =   0.80615E-01  0.80615E-01  ( 57.28 s,  28.6 h)
+ iter   202 lrate =  1.0000000000 LL =  -2.1406355671 nd =  0.0002905349, D =   0.80615E-01  0.80615E-01  ( 52.27 s,  26.1 h)
+ iter   203 lrate =  1.0000000000 LL =  -2.1406332339 nd =  0.0002937793, D =   0.80615E-01  0.80615E-01  ( 49.41 s,  24.7 h)
+ iter   204 lrate =  1.0000000000 LL =  -2.1406309697 nd =  0.0002961236, D =   0.80615E-01  0.80615E-01  ( 52.21 s,  26.0 h)
+ iter   205 lrate =  1.0000000000 LL =  -2.1406287317 nd =  0.0002978897, D =   0.80615E-01  0.80615E-01  ( 54.11 s,  27.0 h)
+ iter   206 lrate =  1.0000000000 LL =  -2.1406265211 nd =  0.0002993126, D =   0.80615E-01  0.80615E-01  ( 45.47 s,  22.7 h)
+ iter   207 lrate =  1.0000000000 LL =  -2.1406150713 nd =  0.0002979823, D =   0.80825E-01  0.80825E-01  ( 47.22 s,  23.5 h)
+ iter   208 lrate =  1.0000000000 LL =  -2.1406034982 nd =  0.0003016254, D =   0.80968E-01  0.80968E-01  ( 48.74 s,  24.3 h)
+ iter   209 lrate =  1.0000000000 LL =  -2.1405916060 nd =  0.0003067326, D =   0.81101E-01  0.81101E-01  ( 45.11 s,  22.4 h)
+ iter   210 lrate =  1.0000000000 LL =  -2.1405792580 nd =  0.0003134646, D =   0.81233E-01  0.81233E-01  ( 51.81 s,  25.8 h)
+ iter   211 lrate =  1.0000000000 LL =  -2.1405663730 nd =  0.0003209012, D =   0.81370E-01  0.81370E-01  ( 53.48 s,  26.6 h)
+ iter   212 lrate =  1.0000000000 LL =  -2.1405529039 nd =  0.0003291797, D =   0.81508E-01  0.81508E-01  ( 48.63 s,  24.2 h)
+ iter   213 lrate =  1.0000000000 LL =  -2.1405388007 nd =  0.0003377010, D =   0.81647E-01  0.81647E-01  ( 49.41 s,  24.5 h)
+ iter   214 lrate =  1.0000000000 LL =  -2.1405240521 nd =  0.0003462529, D =   0.81787E-01  0.81787E-01  ( 47.37 s,  23.5 h)
+ iter   215 lrate =  1.0000000000 LL =  -2.1405085765 nd =  0.0003541373, D =   0.81927E-01  0.81927E-01  ( 52.90 s,  26.2 h)
+ iter   216 lrate =  1.0000000000 LL =  -2.1404924500 nd =  0.0003607606, D =   0.82064E-01  0.82064E-01  ( 50.53 s,  25.0 h)
+ iter   217 lrate =  1.0000000000 LL =  -2.1404757765 nd =  0.0003661127, D =   0.82197E-01  0.82197E-01  ( 47.67 s,  23.6 h)
+ iter   218 lrate =  1.0000000000 LL =  -2.1404585399 nd =  0.0003698231, D =   0.82329E-01  0.82329E-01  ( 53.68 s,  26.6 h)
+ iter   219 lrate =  1.0000000000 LL =  -2.1404409185 nd =  0.0003713127, D =   0.82457E-01  0.82457E-01  ( 42.91 s,  21.2 h)
+ iter   220 lrate =  1.0000000000 LL =  -2.1404231017 nd =  0.0003698323, D =   0.82580E-01  0.82580E-01  ( 47.58 s,  23.5 h)
+ iter   221 lrate =  1.0000000000 LL =  -2.1404053484 nd =  0.0003649921, D =   0.82697E-01  0.82697E-01  ( 47.24 s,  23.3 h)
+ iter   222 lrate =  1.0000000000 LL =  -2.1403879137 nd =  0.0003573982, D =   0.82805E-01  0.82805E-01  ( 43.74 s,  21.6 h)
+ iter   223 lrate =  1.0000000000 LL =  -2.1403710268 nd =  0.0003470181, D =   0.82906E-01  0.82906E-01  ( 52.58 s,  26.0 h)
+ iter   224 lrate =  1.0000000000 LL =  -2.1403549365 nd =  0.0003336344, D =   0.82996E-01  0.82996E-01  ( 43.41 s,  21.4 h)
+ iter   225 lrate =  1.0000000000 LL =  -2.1403398436 nd =  0.0003179558, D =   0.83079E-01  0.83079E-01  ( 53.05 s,  26.2 h)
+ iter   226 lrate =  1.0000000000 LL =  -2.1403258721 nd =  0.0003008740, D =   0.83154E-01  0.83154E-01  ( 45.48 s,  22.4 h)
+ iter   227 lrate =  1.0000000000 LL =  -2.1403130837 nd =  0.0002825668, D =   0.83223E-01  0.83223E-01  ( 53.60 s,  26.4 h)
+ iter   228 lrate =  1.0000000000 LL =  -2.1403015263 nd =  0.0002640353, D =   0.83287E-01  0.83287E-01  ( 48.13 s,  23.7 h)
+ iter   229 lrate =  1.0000000000 LL =  -2.1402911677 nd =  0.0002455257, D =   0.83348E-01  0.83348E-01  ( 52.39 s,  25.8 h)
+ iter   230 lrate =  1.0000000000 LL =  -2.1402818656 nd =  0.0002273123, D =   0.83405E-01  0.83405E-01  ( 43.07 s,  21.2 h)
+ iter   231 lrate =  1.0000000000 LL =  -2.1402735627 nd =  0.0002102755, D =   0.83460E-01  0.83460E-01  ( 57.29 s,  28.2 h)
+ iter   232 lrate =  1.0000000000 LL =  -2.1402661094 nd =  0.0001944757, D =   0.83513E-01  0.83513E-01  ( 46.67 s,  22.9 h)
+ iter   233 lrate =  1.0000000000 LL =  -2.1402593922 nd =  0.0001801847, D =   0.83565E-01  0.83565E-01  ( 49.09 s,  24.1 h)
+ iter   234 lrate =  1.0000000000 LL =  -2.1402532767 nd =  0.0001673643, D =   0.83616E-01  0.83616E-01  ( 51.96 s,  25.5 h)
+ iter   235 lrate =  1.0000000000 LL =  -2.1402476639 nd =  0.0001560938, D =   0.83668E-01  0.83668E-01  ( 49.49 s,  24.3 h)
+ iter   236 lrate =  1.0000000000 LL =  -2.1402425986 nd =  0.0001460068, D =   0.83719E-01  0.83719E-01  ( 45.19 s,  22.1 h)
+ iter   237 lrate =  1.0000000000 LL =  -2.1402381700 nd =  0.0001372623, D =   0.83769E-01  0.83769E-01  ( 49.20 s,  24.1 h)
+ iter   238 lrate =  1.0000000000 LL =  -2.1402340949 nd =  0.0001298784, D =   0.83819E-01  0.83819E-01  ( 49.93 s,  24.4 h)
+ iter   239 lrate =  1.0000000000 LL =  -2.1402302507 nd =  0.0001234744, D =   0.83867E-01  0.83867E-01  ( 46.85 s,  22.9 h)
+ iter   240 lrate =  1.0000000000 LL =  -2.1402266361 nd =  0.0001178360, D =   0.83914E-01  0.83914E-01  ( 50.05 s,  24.5 h)
+ iter   241 lrate =  1.0000000000 LL =  -2.1402231761 nd =  0.0001131888, D =   0.83958E-01  0.83958E-01  ( 51.61 s,  25.2 h)
+ iter   242 lrate =  1.0000000000 LL =  -2.1402198671 nd =  0.0001091576, D =   0.84002E-01  0.84002E-01  ( 48.30 s,  23.6 h)
+ iter   243 lrate =  1.0000000000 LL =  -2.1402166700 nd =  0.0001056306, D =   0.84047E-01  0.84047E-01  ( 49.76 s,  24.3 h)
+ iter   244 lrate =  1.0000000000 LL =  -2.1402135743 nd =  0.0001025128, D =   0.84088E-01  0.84088E-01  ( 47.70 s,  23.3 h)
+ iter   245 lrate =  1.0000000000 LL =  -2.1402105804 nd =  0.0000998393, D =   0.84129E-01  0.84129E-01  ( 47.00 s,  22.9 h)
+ iter   246 lrate =  1.0000000000 LL =  -2.1402076723 nd =  0.0000974087, D =   0.84167E-01  0.84167E-01  ( 48.13 s,  23.4 h)
+ iter   247 lrate =  1.0000000000 LL =  -2.1402048241 nd =  0.0000953069, D =   0.84203E-01  0.84203E-01  ( 51.47 s,  25.1 h)
+ iter   248 lrate =  1.0000000000 LL =  -2.1402020406 nd =  0.0000933107, D =   0.84239E-01  0.84239E-01  ( 43.11 s,  21.0 h)
+ iter   249 lrate =  1.0000000000 LL =  -2.1401993236 nd =  0.0000915368, D =   0.84274E-01  0.84274E-01  ( 48.41 s,  23.5 h)
+ iter   250 lrate =  1.0000000000 LL =  -2.1401966509 nd =  0.0000900363, D =   0.84307E-01  0.84307E-01  ( 46.70 s,  22.7 h)
+ iter   251 lrate =  1.0000000000 LL =  -2.1401940365 nd =  0.0000887268, D =   0.84338E-01  0.84338E-01  ( 57.22 s,  27.8 h)
+ iter   252 lrate =  1.0000000000 LL =  -2.1401914451 nd =  0.0000873367, D =   0.84367E-01  0.84367E-01  ( 46.21 s,  22.4 h)
+ iter   253 lrate =  1.0000000000 LL =  -2.1401889051 nd =  0.0000860719, D =   0.84396E-01  0.84396E-01  ( 47.23 s,  22.9 h)
+ iter   254 lrate =  1.0000000000 LL =  -2.1401863896 nd =  0.0000848753, D =   0.84423E-01  0.84423E-01  ( 50.22 s,  24.4 h)
+ iter   255 lrate =  1.0000000000 LL =  -2.1401839137 nd =  0.0000837524, D =   0.84449E-01  0.84449E-01  ( 41.52 s,  20.1 h)
+ iter   256 lrate =  1.0000000000 LL =  -2.1401814707 nd =  0.0000826012, D =   0.84473E-01  0.84473E-01  ( 49.21 s,  23.8 h)
+ iter   257 lrate =  1.0000000000 LL =  -2.1401790617 nd =  0.0000815076, D =   0.84496E-01  0.84496E-01  ( 52.31 s,  25.3 h)
+ iter   258 lrate =  1.0000000000 LL =  -2.1401766814 nd =  0.0000804844, D =   0.84519E-01  0.84519E-01  ( 44.85 s,  21.7 h)
+ iter   259 lrate =  1.0000000000 LL =  -2.1401743351 nd =  0.0000795218, D =   0.84541E-01  0.84541E-01  ( 52.66 s,  25.5 h)
+ iter   260 lrate =  1.0000000000 LL =  -2.1401720362 nd =  0.0000788031, D =   0.84562E-01  0.84562E-01  ( 45.83 s,  22.1 h)
+ iter   261 lrate =  1.0000000000 LL =  -2.1401697477 nd =  0.0000779159, D =   0.84582E-01  0.84582E-01  ( 56.18 s,  27.1 h)
+ iter   262 lrate =  1.0000000000 LL =  -2.1401674872 nd =  0.0000772360, D =   0.84601E-01  0.84601E-01  ( 44.62 s,  21.5 h)
+ iter   263 lrate =  1.0000000000 LL =  -2.1401652466 nd =  0.0000765473, D =   0.84619E-01  0.84619E-01  ( 44.49 s,  21.5 h)
+ iter   264 lrate =  1.0000000000 LL =  -2.1401630513 nd =  0.0000759326, D =   0.84637E-01  0.84637E-01  ( 51.22 s,  24.7 h)
+ iter   265 lrate =  1.0000000000 LL =  -2.1401608967 nd =  0.0000753277, D =   0.84654E-01  0.84654E-01  ( 50.24 s,  24.2 h)
+ iter   266 lrate =  1.0000000000 LL =  -2.1401587270 nd =  0.0000747884, D =   0.84671E-01  0.84671E-01  ( 38.78 s,  18.7 h)
+ iter   267 lrate =  1.0000000000 LL =  -2.1401565874 nd =  0.0000743579, D =   0.84687E-01  0.84687E-01  ( 48.70 s,  23.4 h)
+ iter   268 lrate =  1.0000000000 LL =  -2.1401544787 nd =  0.0000738392, D =   0.84703E-01  0.84703E-01  ( 51.84 s,  24.9 h)
+ iter   269 lrate =  1.0000000000 LL =  -2.1401523630 nd =  0.0000733684, D =   0.84718E-01  0.84718E-01  ( 48.74 s,  23.4 h)
+ iter   270 lrate =  1.0000000000 LL =  -2.1401502780 nd =  0.0000728097, D =   0.84731E-01  0.84731E-01  ( 47.34 s,  22.7 h)
+ iter   271 lrate =  1.0000000000 LL =  -2.1401482112 nd =  0.0000723455, D =   0.84744E-01  0.84744E-01  ( 56.72 s,  27.2 h)
+ iter   272 lrate =  1.0000000000 LL =  -2.1401461646 nd =  0.0000719261, D =   0.84757E-01  0.84757E-01  ( 51.54 s,  24.7 h)
+ iter   273 lrate =  1.0000000000 LL =  -2.1401441392 nd =  0.0000715500, D =   0.84769E-01  0.84769E-01  ( 48.72 s,  23.4 h)
+ iter   274 lrate =  1.0000000000 LL =  -2.1401421294 nd =  0.0000711684, D =   0.84781E-01  0.84781E-01  ( 50.67 s,  24.3 h)
+ iter   275 lrate =  1.0000000000 LL =  -2.1401401415 nd =  0.0000707355, D =   0.84793E-01  0.84793E-01  ( 44.99 s,  21.6 h)
+ iter   276 lrate =  1.0000000000 LL =  -2.1401381764 nd =  0.0000703422, D =   0.84804E-01  0.84804E-01  ( 51.85 s,  24.8 h)
+ iter   277 lrate =  1.0000000000 LL =  -2.1401362177 nd =  0.0000699389, D =   0.84815E-01  0.84815E-01  ( 51.80 s,  24.8 h)
+ iter   278 lrate =  1.0000000000 LL =  -2.1401342843 nd =  0.0000695320, D =   0.84825E-01  0.84825E-01  ( 49.00 s,  23.4 h)
+ iter   279 lrate =  1.0000000000 LL =  -2.1401323917 nd =  0.0000691538, D =   0.84835E-01  0.84835E-01  ( 48.56 s,  23.2 h)
+ iter   280 lrate =  1.0000000000 LL =  -2.1401305138 nd =  0.0000688177, D =   0.84847E-01  0.84847E-01  ( 51.63 s,  24.7 h)
+ iter   281 lrate =  1.0000000000 LL =  -2.1401286531 nd =  0.0000684226, D =   0.84858E-01  0.84858E-01  ( 51.75 s,  24.7 h)
+ iter   282 lrate =  1.0000000000 LL =  -2.1401268164 nd =  0.0000681770, D =   0.84868E-01  0.84868E-01  ( 48.05 s,  22.9 h)
+ iter   283 lrate =  1.0000000000 LL =  -2.1401250002 nd =  0.0000678715, D =   0.84877E-01  0.84877E-01  ( 52.62 s,  25.1 h)
+ iter   284 lrate =  1.0000000000 LL =  -2.1401231893 nd =  0.0000675487, D =   0.84886E-01  0.84886E-01  ( 47.22 s,  22.5 h)
+ iter   285 lrate =  1.0000000000 LL =  -2.1401213908 nd =  0.0000672379, D =   0.84895E-01  0.84895E-01  ( 53.49 s,  25.5 h)
+ iter   286 lrate =  1.0000000000 LL =  -2.1401196044 nd =  0.0000669634, D =   0.84902E-01  0.84902E-01  ( 47.80 s,  22.8 h)
+ iter   287 lrate =  1.0000000000 LL =  -2.1401178359 nd =  0.0000668337, D =   0.84909E-01  0.84909E-01  ( 49.35 s,  23.5 h)
+ iter   288 lrate =  1.0000000000 LL =  -2.1401160790 nd =  0.0000665616, D =   0.84917E-01  0.84917E-01  ( 55.50 s,  26.4 h)
+ iter   289 lrate =  1.0000000000 LL =  -2.1401143397 nd =  0.0000664708, D =   0.84923E-01  0.84923E-01  ( 50.03 s,  23.8 h)
+ iter   290 lrate =  1.0000000000 LL =  -2.1401126115 nd =  0.0000662947, D =   0.84930E-01  0.84930E-01  ( 46.85 s,  22.3 h)
+ iter   291 lrate =  1.0000000000 LL =  -2.1401108871 nd =  0.0000661273, D =   0.84938E-01  0.84938E-01  ( 59.57 s,  28.3 h)
+ iter   292 lrate =  1.0000000000 LL =  -2.1401091871 nd =  0.0000658762, D =   0.84944E-01  0.84944E-01  ( 50.13 s,  23.8 h)
+ iter   293 lrate =  1.0000000000 LL =  -2.1401074877 nd =  0.0000657753, D =   0.84951E-01  0.84951E-01  ( 55.61 s,  26.4 h)
+ iter   294 lrate =  1.0000000000 LL =  -2.1401058040 nd =  0.0000655037, D =   0.84956E-01  0.84956E-01  ( 51.57 s,  24.4 h)
+ iter   295 lrate =  1.0000000000 LL =  -2.1401041208 nd =  0.0000653995, D =   0.84961E-01  0.84961E-01  ( 53.77 s,  25.5 h)
+ iter   296 lrate =  1.0000000000 LL =  -2.1401024554 nd =  0.0000651794, D =   0.84965E-01  0.84965E-01  ( 55.20 s,  26.1 h)
+ iter   297 lrate =  1.0000000000 LL =  -2.1401008143 nd =  0.0000649670, D =   0.84970E-01  0.84970E-01  ( 51.21 s,  24.2 h)
+ iter   298 lrate =  1.0000000000 LL =  -2.1400991798 nd =  0.0000647069, D =   0.84974E-01  0.84974E-01  ( 51.84 s,  24.5 h)
+ iter   299 lrate =  1.0000000000 LL =  -2.1400975936 nd =  0.0000646122, D =   0.84978E-01  0.84978E-01  ( 42.42 s,  20.0 h)
+ iter   300 lrate =  1.0000000000 LL =  -2.1400959742 nd =  0.0000643720, D =   0.84983E-01  0.84983E-01  ( 49.85 s,  23.5 h)
+ iter   301 lrate =  1.0000000000 LL =  -2.1400947530 nd =  0.0000659554, D =   0.84983E-01  0.84983E-01  ( 56.67 s,  26.7 h)
+ iter   302 lrate =  1.0000000000 LL =  -2.1400935533 nd =  0.0000663453, D =   0.84983E-01  0.84983E-01  ( 47.40 s,  22.4 h)
+ iter   303 lrate =  1.0000000000 LL =  -2.1400923721 nd =  0.0000666140, D =   0.84983E-01  0.84983E-01  ( 53.53 s,  25.2 h)
+ iter   304 lrate =  1.0000000000 LL =  -2.1400911937 nd =  0.0000668060, D =   0.84983E-01  0.84983E-01  ( 47.63 s,  22.4 h)
+ iter   305 lrate =  1.0000000000 LL =  -2.1400900294 nd =  0.0000669806, D =   0.84983E-01  0.84983E-01  ( 50.97 s,  24.0 h)
+ iter   306 lrate =  1.0000000000 LL =  -2.1400888590 nd =  0.0000671620, D =   0.84983E-01  0.84983E-01  ( 47.03 s,  22.1 h)
+ iter   307 lrate =  1.0000000000 LL =  -2.1400872833 nd =  0.0000648013, D =   0.84999E-01  0.84999E-01  ( 46.98 s,  22.1 h)
+ iter   308 lrate =  1.0000000000 LL =  -2.1400857219 nd =  0.0000654134, D =   0.85004E-01  0.85004E-01  ( 50.45 s,  23.7 h)
+ iter   309 lrate =  1.0000000000 LL =  -2.1400841692 nd =  0.0000644481, D =   0.85007E-01  0.85007E-01  ( 46.12 s,  21.7 h)
+ iter   310 lrate =  1.0000000000 LL =  -2.1400826299 nd =  0.0000648770, D =   0.85009E-01  0.85009E-01  ( 43.55 s,  20.4 h)
+ iter   311 lrate =  1.0000000000 LL =  -2.1400811022 nd =  0.0000641307, D =   0.85012E-01  0.85012E-01  ( 59.85 s,  28.1 h)
+ iter   312 lrate =  1.0000000000 LL =  -2.1400795969 nd =  0.0000643655, D =   0.85015E-01  0.85015E-01  ( 50.68 s,  23.8 h)
+ iter   313 lrate =  1.0000000000 LL =  -2.1400780812 nd =  0.0000637679, D =   0.85017E-01  0.85017E-01  ( 53.03 s,  24.9 h)
+ iter   314 lrate =  1.0000000000 LL =  -2.1400765725 nd =  0.0000637951, D =   0.85019E-01  0.85019E-01  ( 48.67 s,  22.8 h)
+ iter   315 lrate =  1.0000000000 LL =  -2.1400750679 nd =  0.0000632461, D =   0.85022E-01  0.85022E-01  ( 47.77 s,  22.4 h)
+ iter   316 lrate =  1.0000000000 LL =  -2.1400735743 nd =  0.0000631647, D =   0.85024E-01  0.85024E-01  ( 51.09 s,  23.9 h)
+ iter   317 lrate =  1.0000000000 LL =  -2.1400721016 nd =  0.0000625944, D =   0.85026E-01  0.85026E-01  ( 52.62 s,  24.6 h)
+ iter   318 lrate =  1.0000000000 LL =  -2.1400706225 nd =  0.0000624452, D =   0.85028E-01  0.85028E-01  ( 50.03 s,  23.4 h)
+ iter   319 lrate =  1.0000000000 LL =  -2.1400691500 nd =  0.0000620453, D =   0.85030E-01  0.85030E-01  ( 50.36 s,  23.5 h)
+ iter   320 lrate =  1.0000000000 LL =  -2.1400676918 nd =  0.0000618796, D =   0.85032E-01  0.85032E-01  ( 47.34 s,  22.1 h)
+ iter   321 lrate =  1.0000000000 LL =  -2.1400662349 nd =  0.0000614317, D =   0.85034E-01  0.85034E-01  ( 58.48 s,  27.3 h)
+ iter   322 lrate =  1.0000000000 LL =  -2.1400647943 nd =  0.0000611941, D =   0.85036E-01  0.85036E-01  ( 51.02 s,  23.8 h)
+ iter   323 lrate =  1.0000000000 LL =  -2.1400633650 nd =  0.0000608369, D =   0.85038E-01  0.85038E-01  ( 50.99 s,  23.8 h)
+ iter   324 lrate =  1.0000000000 LL =  -2.1400619307 nd =  0.0000606660, D =   0.85040E-01  0.85040E-01  ( 54.29 s,  25.3 h)
+ iter   325 lrate =  1.0000000000 LL =  -2.1400605222 nd =  0.0000601848, D =   0.85041E-01  0.85041E-01  ( 49.07 s,  22.8 h)
+ iter   326 lrate =  1.0000000000 LL =  -2.1400591178 nd =  0.0000601218, D =   0.85043E-01  0.85043E-01  ( 51.59 s,  24.0 h)
+ iter   327 lrate =  1.0000000000 LL =  -2.1400577230 nd =  0.0000597470, D =   0.85045E-01  0.85045E-01  ( 49.46 s,  23.0 h)
+ iter   328 lrate =  1.0000000000 LL =  -2.1400563294 nd =  0.0000597424, D =   0.85047E-01  0.85047E-01  ( 48.57 s,  22.6 h)
+ iter   329 lrate =  1.0000000000 LL =  -2.1400549388 nd =  0.0000593732, D =   0.85048E-01  0.85048E-01  ( 49.92 s,  23.2 h)
+ iter   330 lrate =  1.0000000000 LL =  -2.1400536177 nd =  0.0000592374, D =   0.85051E-01  0.85051E-01  ( 53.52 s,  24.8 h)
+ iter   331 lrate =  1.0000000000 LL =  -2.1400523276 nd =  0.0000588905, D =   0.85058E-01  0.85058E-01  ( 53.23 s,  24.7 h)
+ iter   332 lrate =  1.0000000000 LL =  -2.1400510588 nd =  0.0000587400, D =   0.85062E-01  0.85062E-01  ( 49.79 s,  23.1 h)
+ iter   333 lrate =  1.0000000000 LL =  -2.1400498150 nd =  0.0000582990, D =   0.85064E-01  0.85064E-01  ( 52.06 s,  24.1 h)
+ iter   334 lrate =  1.0000000000 LL =  -2.1400485831 nd =  0.0000581123, D =   0.85064E-01  0.85064E-01  ( 47.87 s,  22.2 h)
+ iter   335 lrate =  1.0000000000 LL =  -2.1400473525 nd =  0.0000577213, D =   0.85064E-01  0.85064E-01  ( 52.16 s,  24.1 h)
+ iter   336 lrate =  1.0000000000 LL =  -2.1400461263 nd =  0.0000576722, D =   0.85065E-01  0.85065E-01  ( 51.93 s,  24.0 h)
+ iter   337 lrate =  1.0000000000 LL =  -2.1400449181 nd =  0.0000572943, D =   0.85065E-01  0.85065E-01  ( 51.89 s,  24.0 h)
+ iter   338 lrate =  1.0000000000 LL =  -2.1400437144 nd =  0.0000572278, D =   0.85065E-01  0.85065E-01  ( 48.84 s,  22.5 h)
+ iter   339 lrate =  1.0000000000 LL =  -2.1400425250 nd =  0.0000568657, D =   0.85065E-01  0.85065E-01  ( 53.45 s,  24.7 h)
+ iter   340 lrate =  1.0000000000 LL =  -2.1400413407 nd =  0.0000567682, D =   0.85066E-01  0.85066E-01  ( 50.64 s,  23.3 h)
+ iter   341 lrate =  1.0000000000 LL =  -2.1400401631 nd =  0.0000564268, D =   0.85066E-01  0.85066E-01  ( 58.00 s,  26.7 h)
+ iter   342 lrate =  1.0000000000 LL =  -2.1400390050 nd =  0.0000564899, D =   0.85067E-01  0.85067E-01  ( 46.91 s,  21.6 h)
+ iter   343 lrate =  1.0000000000 LL =  -2.1400378526 nd =  0.0000561377, D =   0.85067E-01  0.85067E-01  ( 40.41 s,  18.6 h)
+ iter   344 lrate =  1.0000000000 LL =  -2.1400366942 nd =  0.0000561667, D =   0.85067E-01  0.85067E-01  ( 44.49 s,  20.5 h)
+ iter   345 lrate =  1.0000000000 LL =  -2.1400355469 nd =  0.0000558011, D =   0.85068E-01  0.85068E-01  ( 51.28 s,  23.6 h)
+ iter   346 lrate =  1.0000000000 LL =  -2.1400344120 nd =  0.0000558024, D =   0.85069E-01  0.85069E-01  ( 48.02 s,  22.1 h)
+ iter   347 lrate =  1.0000000000 LL =  -2.1400332892 nd =  0.0000554976, D =   0.85068E-01  0.85068E-01  ( 47.43 s,  21.8 h)
+ iter   348 lrate =  1.0000000000 LL =  -2.1400321720 nd =  0.0000557115, D =   0.85068E-01  0.85068E-01  ( 54.45 s,  25.0 h)
+ iter   349 lrate =  1.0000000000 LL =  -2.1400310569 nd =  0.0000553681, D =   0.85068E-01  0.85068E-01  ( 46.89 s,  21.5 h)
+ iter   350 lrate =  1.0000000000 LL =  -2.1400299398 nd =  0.0000554770, D =   0.85069E-01  0.85069E-01  ( 50.73 s,  23.3 h)
+ iter   351 lrate =  1.0000000000 LL =  -2.1400288352 nd =  0.0000550716, D =   0.85070E-01  0.85070E-01  ( 60.58 s,  27.7 h)
+ iter   352 lrate =  1.0000000000 LL =  -2.1400277446 nd =  0.0000552827, D =   0.85070E-01  0.85070E-01  ( 55.92 s,  25.6 h)
+ iter   353 lrate =  1.0000000000 LL =  -2.1400266488 nd =  0.0000549402, D =   0.85070E-01  0.85070E-01  ( 50.12 s,  22.9 h)
+ iter   354 lrate =  1.0000000000 LL =  -2.1400255652 nd =  0.0000552838, D =   0.85070E-01  0.85070E-01  ( 46.65 s,  21.3 h)
+ iter   355 lrate =  1.0000000000 LL =  -2.1400244863 nd =  0.0000549079, D =   0.85071E-01  0.85071E-01  ( 49.26 s,  22.5 h)
+ iter   356 lrate =  1.0000000000 LL =  -2.1400234195 nd =  0.0000553738, D =   0.85071E-01  0.85071E-01  ( 51.88 s,  23.7 h)
+ iter   357 lrate =  1.0000000000 LL =  -2.1400223490 nd =  0.0000549607, D =   0.85071E-01  0.85071E-01  ( 50.79 s,  23.2 h)
+ iter   358 lrate =  1.0000000000 LL =  -2.1400212891 nd =  0.0000554625, D =   0.85070E-01  0.85070E-01  ( 41.84 s,  19.1 h)
+ iter   359 lrate =  1.0000000000 LL =  -2.1400202492 nd =  0.0000550127, D =   0.85071E-01  0.85071E-01  ( 48.47 s,  22.1 h)
+ iter   360 lrate =  1.0000000000 LL =  -2.1400192035 nd =  0.0000557104, D =   0.85071E-01  0.85071E-01  ( 46.17 s,  21.0 h)
+ iter   361 lrate =  1.0000000000 LL =  -2.1400181766 nd =  0.0000552796, D =   0.85071E-01  0.85071E-01  ( 58.54 s,  26.6 h)
+ iter   362 lrate =  1.0000000000 LL =  -2.1400171464 nd =  0.0000562762, D =   0.85071E-01  0.85071E-01  ( 48.38 s,  22.0 h)
+ iter   363 lrate =  1.0000000000 LL =  -2.1400161261 nd =  0.0000558830, D =   0.85070E-01  0.85070E-01  ( 52.35 s,  23.8 h)
+ iter   364 lrate =  1.0000000000 LL =  -2.1400151204 nd =  0.0000571676, D =   0.85070E-01  0.85070E-01  ( 48.74 s,  22.1 h)
+ iter   365 lrate =  1.0000000000 LL =  -2.1400141120 nd =  0.0000569837, D =   0.85070E-01  0.85070E-01  ( 49.84 s,  22.6 h)
+ iter   366 lrate =  1.0000000000 LL =  -2.1400131172 nd =  0.0000587486, D =   0.85070E-01  0.85070E-01  ( 50.22 s,  22.8 h)
+ iter   367 lrate =  1.0000000000 LL =  -2.1400121305 nd =  0.0000589481, D =   0.85070E-01  0.85070E-01  ( 48.29 s,  21.9 h)
+ iter   368 lrate =  1.0000000000 LL =  -2.1400111574 nd =  0.0000614429, D =   0.85069E-01  0.85069E-01  ( 49.81 s,  22.6 h)
+ iter   369 lrate =  1.0000000000 LL =  -2.1400101974 nd =  0.0000622103, D =   0.85069E-01  0.85069E-01  ( 46.57 s,  21.1 h)
+ iter   370 lrate =  1.0000000000 LL =  -2.1400092490 nd =  0.0000656956, D =   0.85069E-01  0.85069E-01  ( 53.43 s,  24.2 h)
+ iter   371 lrate =  1.0000000000 LL =  -2.1400083154 nd =  0.0000676274, D =   0.85069E-01  0.85069E-01  ( 56.75 s,  25.7 h)
+Exiting because likelihood increasing by less than   0.10000E-05 for more than      5 iterations ...
+... done. Execution time:   5.04 h 
+output directory = /net/store/nbp/projects/IntoTheWild/Daten/EEG/Lab/VP31/preprocessed/01Hz/amica/

WildLab_setsLab/VP31/preprocessed/causal/amica/qsub.sh

@@ -0,0 +1,7 @@
+#!/bin/bash
+#$ -cwd
+#$ -q all.q
+#$ -j y
+#$ -o /net/store/nbp/projects/IntoTheWild/Daten/EEG/Lab/VP31/preprocessed/01Hz/amica/ 
+#$ -e /net/store/nbp/projects/IntoTheWild/Daten/EEG/Lab/VP31/preprocessed/01Hz/amica/ 
+/net/store/nbp/projects/IntoTheWild/EEG_analysis/amica/amica12ubu64 /net/store/nbp/projects/IntoTheWild/Daten/EEG/Lab/VP31/preprocessed/01Hz/amica/input.param

WildLab_setsLab/VP32/preprocessed/causal/2_ITW_Lab_subj32_bandpass_resample_deblank.set

@@ -0,0 +1 @@
+/annex/objects/MD5-s26127120--918324fc6084507002889f4c034e58c6

WildLab_setsLab/VP32/preprocessed/causal/3_ITW_Lab_subj32_channelrejTriggersXensor.fdt

@@ -0,0 +1 @@
+/annex/objects/MD5-s852482320--a9a0960a21310b1406456a826425d0e2

WildLab_setsLab/VP32/preprocessed/causal/3_ITW_Lab_subj32_channelrejTriggersXensor.set

@@ -0,0 +1 @@
+/annex/objects/MD5-s32642504--194d393b76b9eb1888d46960bb4e46ac

WildLab_setsLab/VP32/preprocessed/causal/amica/LLt

@@ -0,0 +1 @@
+/annex/objects/MD5-s22341472--2e8e3d28e37a90763567677be420ab07

WildLab_setsLab/VP32/preprocessed/causal/amica/ica_VP32.o455358

@@ -0,0 +1,541 @@
+           1 processor name = c05grid
+           1 host_num =   -905121554
+ This is MPI process           1 of           1 ; I am process           1 of
+           1 on node: c05grid
+           1  : node root process           1 of           1
+Processing arguments ...
+ num_files =            1
+ FILES: 
+ /net/store/nbp/users/agert/nbp_intothewild/Analysis/EEG_analysis/tmpdata9754.fd
+ t
+ num_dir_files =            1
+ initial matrix block_size =          128
+ do_opt_block =            0
+ number of models =            1
+ number of density mixture components =            3
+ pdf type =            0
+ max_iter =         2000
+ num_samples =            1
+ data_dim =          120
+ field_dim =      1396342
+ do_history =            0
+ histstep =           10
+ share_comps =            0
+ share_start =          100
+ comp_thresh =   0.990000000000000     
+ share_int =          100
+ initial lrate =   0.100000000000000     
+ minimum lrate =   1.000000000000000E-008
+ lrate factor =   0.500000000000000     
+ initial rholrate =   5.000000000000000E-002
+ rho0 =    1.50000000000000     
+ min rho =    1.00000000000000     
+ max rho =    2.00000000000000     
+ rho lrate factor =   0.500000000000000     
+ kurt_start =            3
+ num kurt =            5
+ kurt interval =            1
+ do_newton =            1
+ newt_start =           50
+ newt_ramp =           10
+ initial newton lrate =    1.00000000000000     
+ do_reject =            0
+ num reject =            3
+ reject sigma =    3.00000000000000     
+ reject start =            2
+ reject interval =            3
+ max_thrds =            4
+ write step =           10
+ write_nd =            1
+ write_LLt =            1
+ dec window =            1
+ max_decs =            3
+ fix_init =            0
+ update_A =            1
+ update_c =            1
+ update_gm =            1
+ update_alpha =            1
+ update_mu =            1
+ update_beta =            1
+ invsigmax =    100.000000000000     
+ invsigmin =   0.000000000000000E+000
+ do_rho =            1
+ load_rej =            0
+ load_A =            0
+ load_c =            0
+ load_gm =            0
+ load_alpha =            0
+ load_mu =            0
+ load_beta =            0
+ load_rho =            0
+ load_comp_list =            0
+ do_mean =            1
+ do_sphere =            1
+ doPCA =            1
+ pcakeep =          120
+ doscaling =            1
+ scalestep =            1
+ dble_data =            0
+ do_approx_sphere =            1
+ use_grad_norm =            1
+ use_min_dll =            1
+ print_debug =            0
+ min dll =   1.000000000000000E-006
+ min grad norm =   1.000000000000000E-006
+ minimum data covariance eigenvalue =   1.000000000000000E-018
+mkdir: cannot create directory ‘/net/store/nbp/projects/IntoTheWild/Daten/EEG/Lab/VP32/preprocessed/01Hz/amica/’: File exists
+ output directory = 
+ /net/store/nbp/projects/IntoTheWild/Daten/EEG/Lab/VP32/preprocessed/01Hz/amica/
+           1 : setting num_thrds to            4  ...
+           1 : using           4 threads.
+           1 : node_thrds =            4
+ i =            1  real ierr =            0
+ bytes in real =            1
+           1 : REAL nbyte =            1
+ getting segment list ...
+ blocks in sample =      1396342
+ total blocks =      1396342
+ node blocks =      1396342
+ node            1  start: file            1  sample            1  index 
+           1
+ node            1  stop : file            1  sample            1  index 
+     1396342
+           1 : data =    3.69583559036255        2.79316473007202     
+ getting the mean ...
+  mean =  -7.939081424248311E-003 -6.877848671010138E-003
+ -1.101687238372329E-002
+ subtracting the mean ...
+ getting the sphering matrix ...
+ cnt =      1396342
+ doing eig nx =          120  lwork =       144000
+ minimum eigenvalues =   0.514949144978192       0.516774881467479     
+  0.526814435580406     
+ maximum eigenvalues =    1839.15794585090        985.994587748884     
+   409.835209369292     
+ num eigs kept =          120
+ numeigs =          120
+ sphering the data ...
+           1 Allocating variables ...
+           1 : Initializing variables ...
+           1 : block size =          128
+           1 : entering the main loop ...
+ iter     1 lrate =  0.1000000000 LL =  -1.7692895607 nd =  0.0298159414, D =   0.60617E-01  0.60617E-01  ( 46.35 s,  25.7 h)
+ iter     2 lrate =  0.1000000000 LL =  -1.7294150324 nd =  0.0079908672, D =   0.44906E-01  0.44906E-01  ( 45.69 s,  25.4 h)
+ iter     3 lrate =  0.1000000000 LL =  -1.7252238355 nd =  0.0053795925, D =   0.30486E-01  0.30486E-01  ( 49.49 s,  27.5 h)
+ iter     4 lrate =  0.1000000000 LL =  -1.7237926427 nd =  0.0050206151, D =   0.24513E-01  0.24513E-01  ( 47.02 s,  26.1 h)
+ iter     5 lrate =  0.1000000000 LL =  -1.7229685195 nd =  0.0046698247, D =   0.26109E-01  0.26109E-01  ( 41.41 s,  22.9 h)
+ iter     6 lrate =  0.1000000000 LL =  -1.7223777772 nd =  0.0043435648, D =   0.32931E-01  0.32931E-01  ( 44.54 s,  24.7 h)
+ iter     7 lrate =  0.1000000000 LL =  -1.7219016791 nd =  0.0040745093, D =   0.42955E-01  0.42955E-01  ( 47.76 s,  26.4 h)
+ iter     8 lrate =  0.1000000000 LL =  -1.7214916908 nd =  0.0038694205, D =   0.54715E-01  0.54715E-01  ( 43.05 s,  23.8 h)
+ iter     9 lrate =  0.1000000000 LL =  -1.7211226496 nd =  0.0037242501, D =   0.67235E-01  0.67235E-01  ( 47.94 s,  26.5 h)
+ iter    10 lrate =  0.1000000000 LL =  -1.7207794401 nd =  0.0036275375, D =   0.79910E-01  0.79910E-01  ( 46.92 s,  25.9 h)
+ iter    11 lrate =  0.1000000000 LL =  -1.7204559883 nd =  0.0035647272, D =   0.92382E-01  0.92382E-01  ( 54.48 s,  30.1 h)
+ iter    12 lrate =  0.1000000000 LL =  -1.7201524149 nd =  0.0035251231, D =   0.10444E+00  0.10444E+00  ( 51.81 s,  28.6 h)
+ iter    13 lrate =  0.1000000000 LL =  -1.7198722319 nd =  0.0034993477, D =   0.11599E+00  0.11599E+00  ( 47.31 s,  26.1 h)
+ iter    14 lrate =  0.1000000000 LL =  -1.7196061289 nd =  0.0034859327, D =   0.12697E+00  0.12697E+00  ( 47.78 s,  26.4 h)
+ iter    15 lrate =  0.1000000000 LL =  -1.7193527717 nd =  0.0034703810, D =   0.13739E+00  0.13739E+00  ( 48.60 s,  26.8 h)
+ iter    16 lrate =  0.1000000000 LL =  -1.7191094365 nd =  0.0034580342, D =   0.14721E+00  0.14721E+00  ( 48.36 s,  26.7 h)
+ iter    17 lrate =  0.1000000000 LL =  -1.7188739589 nd =  0.0034515811, D =   0.15645E+00  0.15645E+00  ( 49.39 s,  27.2 h)
+ iter    18 lrate =  0.1000000000 LL =  -1.7186448049 nd =  0.0034495879, D =   0.16516E+00  0.16516E+00  ( 44.14 s,  24.3 h)
+ iter    19 lrate =  0.1000000000 LL =  -1.7184201994 nd =  0.0034483042, D =   0.17342E+00  0.17342E+00  ( 48.13 s,  26.5 h)
+ iter    20 lrate =  0.1000000000 LL =  -1.7182012100 nd =  0.0034416412, D =   0.18125E+00  0.18125E+00  ( 44.57 s,  24.5 h)
+ iter    21 lrate =  0.1000000000 LL =  -1.7179876063 nd =  0.0034311346, D =   0.18866E+00  0.18866E+00  ( 55.04 s,  30.3 h)
+ iter    22 lrate =  0.1000000000 LL =  -1.7177781243 nd =  0.0034199850, D =   0.19564E+00  0.19564E+00  ( 48.65 s,  26.7 h)
+ iter    23 lrate =  0.1000000000 LL =  -1.7175724328 nd =  0.0034062783, D =   0.20222E+00  0.20222E+00  ( 44.12 s,  24.2 h)
+ iter    24 lrate =  0.1000000000 LL =  -1.7173706639 nd =  0.0033898972, D =   0.20842E+00  0.20842E+00  ( 45.42 s,  24.9 h)
+ iter    25 lrate =  0.1000000000 LL =  -1.7171736931 nd =  0.0033692823, D =   0.21426E+00  0.21426E+00  ( 41.45 s,  22.7 h)
+ iter    26 lrate =  0.1000000000 LL =  -1.7169823224 nd =  0.0033449984, D =   0.21973E+00  0.21973E+00  ( 49.84 s,  27.3 h)
+ iter    27 lrate =  0.1000000000 LL =  -1.7167957741 nd =  0.0033186861, D =   0.22484E+00  0.22484E+00  ( 48.17 s,  26.4 h)
+ iter    28 lrate =  0.1000000000 LL =  -1.7166146887 nd =  0.0032879780, D =   0.22961E+00  0.22961E+00  ( 46.58 s,  25.5 h)
+ iter    29 lrate =  0.1000000000 LL =  -1.7164390268 nd =  0.0032542784, D =   0.23400E+00  0.23400E+00  ( 46.99 s,  25.7 h)
+ iter    30 lrate =  0.1000000000 LL =  -1.7162682140 nd =  0.0032187326, D =   0.23803E+00  0.23803E+00  ( 49.50 s,  27.1 h)
+ iter    31 lrate =  0.1000000000 LL =  -1.7161020208 nd =  0.0031823720, D =   0.24174E+00  0.24174E+00  ( 54.28 s,  29.7 h)
+ iter    32 lrate =  0.1000000000 LL =  -1.7159405179 nd =  0.0031462890, D =   0.24519E+00  0.24519E+00  ( 47.54 s,  26.0 h)
+ iter    33 lrate =  0.1000000000 LL =  -1.7157833819 nd =  0.0031088164, D =   0.24840E+00  0.24840E+00  ( 41.17 s,  22.5 h)
+ iter    34 lrate =  0.1000000000 LL =  -1.7156305448 nd =  0.0030706103, D =   0.25141E+00  0.25141E+00  ( 47.62 s,  26.0 h)
+ iter    35 lrate =  0.1000000000 LL =  -1.7154817829 nd =  0.0030304883, D =   0.25426E+00  0.25426E+00  ( 48.81 s,  26.6 h)
+ iter    36 lrate =  0.1000000000 LL =  -1.7153371881 nd =  0.0029904508, D =   0.25697E+00  0.25697E+00  ( 45.57 s,  24.9 h)
+ iter    37 lrate =  0.1000000000 LL =  -1.7151968344 nd =  0.0029494013, D =   0.25957E+00  0.25957E+00  ( 48.40 s,  26.4 h)
+ iter    38 lrate =  0.1000000000 LL =  -1.7150606797 nd =  0.0029067090, D =   0.26208E+00  0.26208E+00  ( 42.50 s,  23.2 h)
+ iter    39 lrate =  0.1000000000 LL =  -1.7149286904 nd =  0.0028641520, D =   0.26454E+00  0.26454E+00  ( 47.58 s,  25.9 h)
+ iter    40 lrate =  0.1000000000 LL =  -1.7148006544 nd =  0.0028212985, D =   0.26696E+00  0.26696E+00  ( 45.56 s,  24.8 h)
+ iter    41 lrate =  0.1000000000 LL =  -1.7146764861 nd =  0.0027775979, D =   0.26935E+00  0.26935E+00  ( 57.40 s,  31.2 h)
+ iter    42 lrate =  0.1000000000 LL =  -1.7145561337 nd =  0.0027339705, D =   0.27172E+00  0.27172E+00  ( 50.49 s,  27.5 h)
+ iter    43 lrate =  0.1000000000 LL =  -1.7144395185 nd =  0.0026910410, D =   0.27408E+00  0.27408E+00  ( 52.26 s,  28.4 h)
+ iter    44 lrate =  0.1000000000 LL =  -1.7143265792 nd =  0.0026479130, D =   0.27644E+00  0.27644E+00  ( 49.22 s,  26.7 h)
+ iter    45 lrate =  0.1000000000 LL =  -1.7142173912 nd =  0.0026056286, D =   0.27879E+00  0.27879E+00  ( 49.58 s,  26.9 h)
+ iter    46 lrate =  0.1000000000 LL =  -1.7141116942 nd =  0.0025657243, D =   0.28113E+00  0.28113E+00  ( 46.21 s,  25.1 h)
+ iter    47 lrate =  0.1000000000 LL =  -1.7140091361 nd =  0.0025269586, D =   0.28346E+00  0.28346E+00  ( 49.22 s,  26.7 h)
+ iter    48 lrate =  0.1000000000 LL =  -1.7139095725 nd =  0.0024901366, D =   0.28577E+00  0.28577E+00  ( 48.46 s,  26.3 h)
+ iter    49 lrate =  0.1000000000 LL =  -1.7138128293 nd =  0.0024551505, D =   0.28805E+00  0.28805E+00  ( 48.56 s,  26.3 h)
+ iter    50 lrate =  0.1000000000 LL =  -1.7137189264 nd =  0.0018962504, D =   0.29030E+00  0.29030E+00  ( 63.48 s,  34.4 h)
+ Starting Newton ... setting numdecs to 0
+ iter    51 lrate =  0.2000000000 LL =  -1.7135937008 nd =  0.0018484313, D =   0.28934E+00  0.28934E+00  ( 72.97 s,  39.5 h)
+ iter    52 lrate =  0.3000000000 LL =  -1.7134242768 nd =  0.0017767189, D =   0.28837E+00  0.28837E+00  ( 57.46 s,  31.1 h)
+ iter    53 lrate =  0.4000000000 LL =  -1.7132214301 nd =  0.0016837560, D =   0.28782E+00  0.28782E+00  ( 63.41 s,  34.3 h)
+ iter    54 lrate =  0.5000000000 LL =  -1.7129975396 nd =  0.0015801878, D =   0.28799E+00  0.28799E+00  ( 58.44 s,  31.6 h)
+ iter    55 lrate =  0.6000000000 LL =  -1.7127627249 nd =  0.0014784560, D =   0.28890E+00  0.28890E+00  ( 61.18 s,  33.1 h)
+ iter    56 lrate =  0.7000000000 LL =  -1.7125217016 nd =  0.0013919802, D =   0.29000E+00  0.29000E+00  ( 59.81 s,  32.3 h)
+ iter    57 lrate =  0.8000000000 LL =  -1.7122734582 nd =  0.0013269951, D =   0.29026E+00  0.29026E+00  ( 67.27 s,  36.3 h)
+ iter    58 lrate =  0.9000000000 LL =  -1.7120117971 nd =  0.0012848353, D =   0.28820E+00  0.28820E+00  ( 60.99 s,  32.9 h)
+ iter    59 lrate =  1.0000000000 LL =  -1.7117277307 nd =  0.0012619663, D =   0.28220E+00  0.28220E+00  ( 66.92 s,  36.1 h)
+ iter    60 lrate =  1.0000000000 LL =  -1.7114398439 nd =  0.0012519211, D =   0.27184E+00  0.27184E+00  ( 52.56 s,  28.3 h)
+ iter    61 lrate =  1.0000000000 LL =  -1.7111448780 nd =  0.0012430976, D =   0.25724E+00  0.25724E+00  ( 68.60 s,  36.9 h)
+ iter    62 lrate =  1.0000000000 LL =  -1.7108439735 nd =  0.0012278829, D =   0.23868E+00  0.23868E+00  ( 62.42 s,  33.6 h)
+ iter    63 lrate =  1.0000000000 LL =  -1.7105405837 nd =  0.0012093257, D =   0.21650E+00  0.21650E+00  ( 64.20 s,  34.5 h)
+ iter    64 lrate =  1.0000000000 LL =  -1.7102373457 nd =  0.0011984982, D =   0.19098E+00  0.19098E+00  ( 57.18 s,  30.8 h)
+ iter    65 lrate =  1.0000000000 LL =  -1.7099339385 nd =  0.0012053236, D =   0.16248E+00  0.16248E+00  ( 61.27 s,  32.9 h)
+ iter    66 lrate =  1.0000000000 LL =  -1.7096274025 nd =  0.0012285818, D =   0.13175E+00  0.13175E+00  ( 65.66 s,  35.3 h)
+ iter    67 lrate =  1.0000000000 LL =  -1.7093168606 nd =  0.0012505214, D =   0.10051E+00  0.10051E+00  ( 54.99 s,  29.5 h)
+ iter    68 lrate =  1.0000000000 LL =  -1.7090093471 nd =  0.0012330574, D =   0.71581E-01  0.71581E-01  ( 53.12 s,  28.5 h)
+ iter    69 lrate =  1.0000000000 LL =  -1.7087268780 nd =  0.0011222237, D =   0.48499E-01  0.48499E-01  ( 62.52 s,  33.5 h)
+ iter    70 lrate =  1.0000000000 LL =  -1.7085047368 nd =  0.0009067731, D =   0.33832E-01  0.33832E-01  ( 62.84 s,  33.7 h)
+ iter    71 lrate =  1.0000000000 LL =  -1.7083575304 nd =  0.0007024072, D =   0.26799E-01  0.26799E-01  ( 70.24 s,  37.6 h)
+ iter    72 lrate =  1.0000000000 LL =  -1.7082624122 nd =  0.0005748669, D =   0.23864E-01  0.23864E-01  ( 53.79 s,  28.8 h)
+ iter    73 lrate =  1.0000000000 LL =  -1.7081951331 nd =  0.0005059492, D =   0.22527E-01  0.22527E-01  ( 57.72 s,  30.9 h)
+ iter    74 lrate =  1.0000000000 LL =  -1.7081428458 nd =  0.0004674300, D =   0.21767E-01  0.21767E-01  ( 52.32 s,  28.0 h)
+ iter    75 lrate =  1.0000000000 LL =  -1.7080994687 nd =  0.0004440123, D =   0.21223E-01  0.21223E-01  ( 60.01 s,  32.1 h)
+ iter    76 lrate =  1.0000000000 LL =  -1.7080619101 nd =  0.0004277863, D =   0.20781E-01  0.20781E-01  ( 62.08 s,  33.2 h)
+ iter    77 lrate =  1.0000000000 LL =  -1.7080285043 nd =  0.0004152953, D =   0.20400E-01  0.20400E-01  ( 63.26 s,  33.8 h)
+ iter    78 lrate =  1.0000000000 LL =  -1.7079980028 nd =  0.0004051595, D =   0.20066E-01  0.20066E-01  ( 61.91 s,  33.1 h)
+ iter    79 lrate =  1.0000000000 LL =  -1.7079697942 nd =  0.0003967349, D =   0.19776E-01  0.19776E-01  ( 63.41 s,  33.8 h)
+ iter    80 lrate =  1.0000000000 LL =  -1.7079433252 nd =  0.0003888935, D =   0.19521E-01  0.19521E-01  ( 61.36 s,  32.7 h)
+ iter    81 lrate =  1.0000000000 LL =  -1.7079182766 nd =  0.0003828833, D =   0.19296E-01  0.19296E-01  ( 69.18 s,  36.9 h)
+ iter    82 lrate =  1.0000000000 LL =  -1.7078942347 nd =  0.0003786459, D =   0.19096E-01  0.19096E-01  ( 56.58 s,  30.1 h)
+ iter    83 lrate =  1.0000000000 LL =  -1.7078709179 nd =  0.0003749659, D =   0.18921E-01  0.18921E-01  ( 72.71 s,  38.7 h)
+ iter    84 lrate =  1.0000000000 LL =  -1.7078482693 nd =  0.0003720445, D =   0.18763E-01  0.18763E-01  ( 62.61 s,  33.3 h)
+ iter    85 lrate =  1.0000000000 LL =  -1.7078261919 nd =  0.0003697808, D =   0.18618E-01  0.18618E-01  ( 64.47 s,  34.3 h)
+ iter    86 lrate =  1.0000000000 LL =  -1.7078045035 nd =  0.0003683112, D =   0.18485E-01  0.18485E-01  ( 62.36 s,  33.2 h)
+ iter    87 lrate =  1.0000000000 LL =  -1.7077831055 nd =  0.0003680038, D =   0.18365E-01  0.18365E-01  ( 50.77 s,  27.0 h)
+ iter    88 lrate =  1.0000000000 LL =  -1.7077619131 nd =  0.0003686927, D =   0.18251E-01  0.18251E-01  ( 59.17 s,  31.4 h)
+ iter    89 lrate =  1.0000000000 LL =  -1.7077408296 nd =  0.0003697205, D =   0.18144E-01  0.18144E-01  ( 62.06 s,  32.9 h)
+ iter    90 lrate =  1.0000000000 LL =  -1.7077197421 nd =  0.0003735019, D =   0.18045E-01  0.18045E-01  ( 59.81 s,  31.7 h)
+ iter    91 lrate =  1.0000000000 LL =  -1.7076984623 nd =  0.0003774779, D =   0.17951E-01  0.17951E-01  ( 74.52 s,  39.5 h)
+ iter    92 lrate =  1.0000000000 LL =  -1.7076770496 nd =  0.0003816979, D =   0.17861E-01  0.17861E-01  ( 57.90 s,  30.7 h)
+ iter    93 lrate =  1.0000000000 LL =  -1.7076553593 nd =  0.0003876740, D =   0.17772E-01  0.17772E-01  ( 61.12 s,  32.4 h)
+ iter    94 lrate =  1.0000000000 LL =  -1.7076332252 nd =  0.0003946394, D =   0.17686E-01  0.17686E-01  ( 64.13 s,  34.0 h)
+ iter    95 lrate =  1.0000000000 LL =  -1.7076106793 nd =  0.0004029924, D =   0.17599E-01  0.17599E-01  ( 59.55 s,  31.5 h)
+ iter    96 lrate =  1.0000000000 LL =  -1.7075875587 nd =  0.0004120298, D =   0.17512E-01  0.17512E-01  ( 65.03 s,  34.4 h)
+ iter    97 lrate =  1.0000000000 LL =  -1.7075638485 nd =  0.0004206305, D =   0.17427E-01  0.17427E-01  ( 52.03 s,  27.5 h)
+ iter    98 lrate =  1.0000000000 LL =  -1.7075394058 nd =  0.0004293902, D =   0.17338E-01  0.17338E-01  ( 54.51 s,  28.8 h)
+ iter    99 lrate =  1.0000000000 LL =  -1.7075143407 nd =  0.0004385721, D =   0.17248E-01  0.17248E-01  ( 55.01 s,  29.0 h)
+ iter   100 lrate =  1.0000000000 LL =  -1.7074886923 nd =  0.0004452379, D =   0.17162E-01  0.17162E-01  ( 60.81 s,  32.1 h)
+ iter   101 lrate =  1.0000000000 LL =  -1.7074803860 nd =  0.0004536277, D =   0.17162E-01  0.17162E-01  ( 63.64 s,  33.6 h)
+ iter   102 lrate =  1.0000000000 LL =  -1.7074725786 nd =  0.0004598181, D =   0.17162E-01  0.17162E-01  ( 59.95 s,  31.6 h)
+ iter   103 lrate =  1.0000000000 LL =  -1.7074651174 nd =  0.0004647161, D =   0.17162E-01  0.17162E-01  ( 56.09 s,  29.6 h)
+ iter   104 lrate =  1.0000000000 LL =  -1.7074578299 nd =  0.0004688521, D =   0.17162E-01  0.17162E-01  ( 62.47 s,  32.9 h)
+ iter   105 lrate =  1.0000000000 LL =  -1.7074507365 nd =  0.0004725685, D =   0.17162E-01  0.17162E-01  ( 58.48 s,  30.8 h)
+ iter   106 lrate =  1.0000000000 LL =  -1.7074438109 nd =  0.0004759975, D =   0.17162E-01  0.17162E-01  ( 55.32 s,  29.1 h)
+ iter   107 lrate =  1.0000000000 LL =  -1.7074170327 nd =  0.0004759289, D =   0.17146E-01  0.17146E-01  ( 58.92 s,  31.0 h)
+ iter   108 lrate =  1.0000000000 LL =  -1.7073900564 nd =  0.0004736345, D =   0.17068E-01  0.17068E-01  ( 63.43 s,  33.3 h)
+ iter   109 lrate =  1.0000000000 LL =  -1.7073634486 nd =  0.0004703960, D =   0.16982E-01  0.16982E-01  ( 56.92 s,  29.9 h)
+ iter   110 lrate =  1.0000000000 LL =  -1.7073371153 nd =  0.0004653244, D =   0.16893E-01  0.16893E-01  ( 65.05 s,  34.2 h)
+ iter   111 lrate =  1.0000000000 LL =  -1.7073112494 nd =  0.0004582639, D =   0.16817E-01  0.16817E-01  ( 71.39 s,  37.5 h)
+ iter   112 lrate =  1.0000000000 LL =  -1.7072858907 nd =  0.0004481372, D =   0.16751E-01  0.16751E-01  ( 59.45 s,  31.2 h)
+ iter   113 lrate =  1.0000000000 LL =  -1.7072613797 nd =  0.0004379956, D =   0.16700E-01  0.16700E-01  ( 54.95 s,  28.8 h)
+ iter   114 lrate =  1.0000000000 LL =  -1.7072377054 nd =  0.0004271702, D =   0.16662E-01  0.16662E-01  ( 59.38 s,  31.1 h)
+ iter   115 lrate =  1.0000000000 LL =  -1.7072147860 nd =  0.0004163757, D =   0.16639E-01  0.16639E-01  ( 58.88 s,  30.8 h)
+ iter   116 lrate =  1.0000000000 LL =  -1.7071926809 nd =  0.0004055592, D =   0.16626E-01  0.16626E-01  ( 56.23 s,  29.4 h)
+ iter   117 lrate =  1.0000000000 LL =  -1.7071713966 nd =  0.0003947434, D =   0.16622E-01  0.16622E-01  ( 51.94 s,  27.2 h)
+ iter   118 lrate =  1.0000000000 LL =  -1.7071509221 nd =  0.0003849266, D =   0.16625E-01  0.16625E-01  ( 65.51 s,  34.2 h)
+ iter   119 lrate =  1.0000000000 LL =  -1.7071311238 nd =  0.0003759001, D =   0.16640E-01  0.16640E-01  ( 65.17 s,  34.1 h)
+ iter   120 lrate =  1.0000000000 LL =  -1.7071119266 nd =  0.0003689769, D =   0.16662E-01  0.16662E-01  ( 59.66 s,  31.2 h)
+ iter   121 lrate =  1.0000000000 LL =  -1.7070932383 nd =  0.0003636692, D =   0.16688E-01  0.16688E-01  ( 68.64 s,  35.8 h)
+ iter   122 lrate =  1.0000000000 LL =  -1.7070748456 nd =  0.0003584053, D =   0.16718E-01  0.16718E-01  ( 58.32 s,  30.4 h)
+ iter   123 lrate =  1.0000000000 LL =  -1.7070568471 nd =  0.0003546734, D =   0.16754E-01  0.16754E-01  ( 58.86 s,  30.7 h)
+ iter   124 lrate =  1.0000000000 LL =  -1.7070389906 nd =  0.0003520457, D =   0.16794E-01  0.16794E-01  ( 57.95 s,  30.2 h)
+ iter   125 lrate =  1.0000000000 LL =  -1.7070213359 nd =  0.0003503401, D =   0.16838E-01  0.16838E-01  ( 58.62 s,  30.5 h)
+ iter   126 lrate =  1.0000000000 LL =  -1.7070038170 nd =  0.0003486509, D =   0.16888E-01  0.16888E-01  ( 52.64 s,  27.4 h)
+ iter   127 lrate =  1.0000000000 LL =  -1.7069863578 nd =  0.0003471968, D =   0.16940E-01  0.16940E-01  ( 57.91 s,  30.1 h)
+ iter   128 lrate =  1.0000000000 LL =  -1.7069690160 nd =  0.0003461928, D =   0.16995E-01  0.16995E-01  ( 54.90 s,  28.5 h)
+ iter   129 lrate =  1.0000000000 LL =  -1.7069517247 nd =  0.0003449609, D =   0.17055E-01  0.17055E-01  ( 56.80 s,  29.5 h)
+ iter   130 lrate =  1.0000000000 LL =  -1.7069345088 nd =  0.0003438873, D =   0.17116E-01  0.17116E-01  ( 61.89 s,  32.1 h)
+ iter   131 lrate =  1.0000000000 LL =  -1.7069174197 nd =  0.0003421168, D =   0.17178E-01  0.17178E-01  ( 60.01 s,  31.2 h)
+ iter   132 lrate =  1.0000000000 LL =  -1.7069004411 nd =  0.0003396272, D =   0.17242E-01  0.17242E-01  ( 58.71 s,  30.5 h)
+ iter   133 lrate =  1.0000000000 LL =  -1.7068836572 nd =  0.0003376238, D =   0.17309E-01  0.17309E-01  ( 62.86 s,  32.6 h)
+ iter   134 lrate =  1.0000000000 LL =  -1.7068670586 nd =  0.0003352128, D =   0.17380E-01  0.17380E-01  ( 56.04 s,  29.0 h)
+ iter   135 lrate =  1.0000000000 LL =  -1.7068506307 nd =  0.0003322416, D =   0.17450E-01  0.17450E-01  ( 60.31 s,  31.2 h)
+ iter   136 lrate =  1.0000000000 LL =  -1.7068344341 nd =  0.0003290356, D =   0.17524E-01  0.17524E-01  ( 61.55 s,  31.9 h)
+ iter   137 lrate =  1.0000000000 LL =  -1.7068184887 nd =  0.0003255850, D =   0.17599E-01  0.17599E-01  ( 60.30 s,  31.2 h)
+ iter   138 lrate =  1.0000000000 LL =  -1.7068028055 nd =  0.0003222468, D =   0.17676E-01  0.17676E-01  ( 62.05 s,  32.1 h)
+ iter   139 lrate =  1.0000000000 LL =  -1.7067873742 nd =  0.0003190284, D =   0.17753E-01  0.17753E-01  ( 70.32 s,  36.3 h)
+ iter   140 lrate =  1.0000000000 LL =  -1.7067721825 nd =  0.0003166489, D =   0.17832E-01  0.17832E-01  ( 62.84 s,  32.5 h)
+ iter   141 lrate =  1.0000000000 LL =  -1.7067572061 nd =  0.0003141668, D =   0.17913E-01  0.17913E-01  ( 59.78 s,  30.9 h)
+ iter   142 lrate =  1.0000000000 LL =  -1.7067424189 nd =  0.0003124620, D =   0.17995E-01  0.17995E-01  ( 53.49 s,  27.6 h)
+ iter   143 lrate =  1.0000000000 LL =  -1.7067277904 nd =  0.0003124397, D =   0.18078E-01  0.18078E-01  ( 61.50 s,  31.7 h)
+ iter   144 lrate =  1.0000000000 LL =  -1.7067131881 nd =  0.0003136425, D =   0.18164E-01  0.18164E-01  ( 56.88 s,  29.3 h)
+ iter   145 lrate =  1.0000000000 LL =  -1.7066985608 nd =  0.0003162078, D =   0.18250E-01  0.18250E-01  ( 59.35 s,  30.6 h)
+ iter   146 lrate =  1.0000000000 LL =  -1.7066837661 nd =  0.0003206427, D =   0.18338E-01  0.18338E-01  ( 53.90 s,  27.8 h)
+ iter   147 lrate =  1.0000000000 LL =  -1.7066686730 nd =  0.0003272196, D =   0.18429E-01  0.18429E-01  ( 53.62 s,  27.6 h)
+ iter   148 lrate =  1.0000000000 LL =  -1.7066530966 nd =  0.0003362504, D =   0.18519E-01  0.18519E-01  ( 59.66 s,  30.7 h)
+ iter   149 lrate =  1.0000000000 LL =  -1.7066368750 nd =  0.0003475616, D =   0.18612E-01  0.18612E-01  ( 58.77 s,  30.2 h)
+ iter   150 lrate =  1.0000000000 LL =  -1.7066198161 nd =  0.0003617160, D =   0.18705E-01  0.18705E-01  ( 56.55 s,  29.1 h)
+ iter   151 lrate =  1.0000000000 LL =  -1.7066016138 nd =  0.0003784671, D =   0.18801E-01  0.18801E-01  ( 69.09 s,  35.5 h)
+ iter   152 lrate =  1.0000000000 LL =  -1.7065819922 nd =  0.0003972791, D =   0.18899E-01  0.18899E-01  ( 64.21 s,  33.0 h)
+ iter   153 lrate =  1.0000000000 LL =  -1.7065606853 nd =  0.0004179610, D =   0.19000E-01  0.19000E-01  ( 65.04 s,  33.4 h)
+ iter   154 lrate =  1.0000000000 LL =  -1.7065374755 nd =  0.0004391018, D =   0.19101E-01  0.19101E-01  ( 52.93 s,  27.1 h)
+ iter   155 lrate =  1.0000000000 LL =  -1.7065121027 nd =  0.0004597932, D =   0.19203E-01  0.19203E-01  ( 62.00 s,  31.8 h)
+ iter   156 lrate =  1.0000000000 LL =  -1.7064844732 nd =  0.0004784369, D =   0.19303E-01  0.19303E-01  ( 63.13 s,  32.3 h)
+ iter   157 lrate =  1.0000000000 LL =  -1.7064547088 nd =  0.0004918837, D =   0.19397E-01  0.19397E-01  ( 64.66 s,  33.1 h)
+ iter   158 lrate =  1.0000000000 LL =  -1.7064233141 nd =  0.0004984565, D =   0.19484E-01  0.19484E-01  ( 56.02 s,  28.7 h)
+ iter   159 lrate =  1.0000000000 LL =  -1.7063909322 nd =  0.0004975157, D =   0.19562E-01  0.19562E-01  ( 57.30 s,  29.3 h)
+ iter   160 lrate =  1.0000000000 LL =  -1.7063587212 nd =  0.0004875542, D =   0.19630E-01  0.19630E-01  ( 57.93 s,  29.6 h)
+ iter   161 lrate =  1.0000000000 LL =  -1.7063276728 nd =  0.0004701551, D =   0.19685E-01  0.19685E-01  ( 64.75 s,  33.1 h)
+ iter   162 lrate =  1.0000000000 LL =  -1.7062985619 nd =  0.0004455006, D =   0.19728E-01  0.19728E-01  ( 53.28 s,  27.2 h)
+ iter   163 lrate =  1.0000000000 LL =  -1.7062721852 nd =  0.0004161160, D =   0.19757E-01  0.19757E-01  ( 61.08 s,  31.2 h)
+ iter   164 lrate =  1.0000000000 LL =  -1.7062489201 nd =  0.0003847263, D =   0.19780E-01  0.19780E-01  ( 60.95 s,  31.1 h)
+ iter   165 lrate =  1.0000000000 LL =  -1.7062287303 nd =  0.0003532393, D =   0.19800E-01  0.19800E-01  ( 57.93 s,  29.5 h)
+ iter   166 lrate =  1.0000000000 LL =  -1.7062114194 nd =  0.0003229695, D =   0.19819E-01  0.19819E-01  ( 63.05 s,  32.1 h)
+ iter   167 lrate =  1.0000000000 LL =  -1.7061966200 nd =  0.0002955744, D =   0.19840E-01  0.19840E-01  ( 63.30 s,  32.2 h)
+ iter   168 lrate =  1.0000000000 LL =  -1.7061839359 nd =  0.0002719181, D =   0.19864E-01  0.19864E-01  ( 58.90 s,  30.0 h)
+ iter   169 lrate =  1.0000000000 LL =  -1.7061729109 nd =  0.0002523497, D =   0.19891E-01  0.19891E-01  ( 58.21 s,  29.6 h)
+ iter   170 lrate =  1.0000000000 LL =  -1.7061631239 nd =  0.0002364550, D =   0.19924E-01  0.19924E-01  ( 58.80 s,  29.9 h)
+ iter   171 lrate =  1.0000000000 LL =  -1.7061543041 nd =  0.0002236585, D =   0.19965E-01  0.19965E-01  ( 59.13 s,  30.0 h)
+ iter   172 lrate =  1.0000000000 LL =  -1.7061462047 nd =  0.0002134534, D =   0.20008E-01  0.20008E-01  ( 63.92 s,  32.5 h)
+ iter   173 lrate =  1.0000000000 LL =  -1.7061386279 nd =  0.0002055644, D =   0.20052E-01  0.20052E-01  ( 62.52 s,  31.7 h)
+ iter   174 lrate =  1.0000000000 LL =  -1.7061314953 nd =  0.0001995081, D =   0.20098E-01  0.20098E-01  ( 57.35 s,  29.1 h)
+ iter   175 lrate =  1.0000000000 LL =  -1.7061246526 nd =  0.0001945766, D =   0.20147E-01  0.20147E-01  ( 56.68 s,  28.7 h)
+ iter   176 lrate =  1.0000000000 LL =  -1.7061180569 nd =  0.0001907041, D =   0.20199E-01  0.20199E-01  ( 60.75 s,  30.8 h)
+ iter   177 lrate =  1.0000000000 LL =  -1.7061117208 nd =  0.0001874236, D =   0.20251E-01  0.20251E-01  ( 60.37 s,  30.6 h)
+ iter   178 lrate =  1.0000000000 LL =  -1.7061055145 nd =  0.0001846489, D =   0.20305E-01  0.20305E-01  ( 60.71 s,  30.7 h)
+ iter   179 lrate =  1.0000000000 LL =  -1.7060994308 nd =  0.0001825070, D =   0.20359E-01  0.20359E-01  ( 59.44 s,  30.1 h)
+ iter   180 lrate =  1.0000000000 LL =  -1.7060934706 nd =  0.0001804046, D =   0.20414E-01  0.20414E-01  ( 59.04 s,  29.8 h)
+ iter   181 lrate =  1.0000000000 LL =  -1.7060876191 nd =  0.0001782976, D =   0.20469E-01  0.20469E-01  ( 70.65 s,  35.7 h)
+ iter   182 lrate =  1.0000000000 LL =  -1.7060818690 nd =  0.0001766059, D =   0.20525E-01  0.20525E-01  ( 57.01 s,  28.8 h)
+ iter   183 lrate =  1.0000000000 LL =  -1.7060761973 nd =  0.0001751625, D =   0.20584E-01  0.20584E-01  ( 53.20 s,  26.9 h)
+ iter   184 lrate =  1.0000000000 LL =  -1.7060706550 nd =  0.0001736624, D =   0.20643E-01  0.20643E-01  ( 60.01 s,  30.3 h)
+ iter   185 lrate =  1.0000000000 LL =  -1.7060651707 nd =  0.0001720566, D =   0.20701E-01  0.20701E-01  ( 52.28 s,  26.4 h)
+ iter   186 lrate =  1.0000000000 LL =  -1.7060597747 nd =  0.0001709615, D =   0.20759E-01  0.20759E-01  ( 56.11 s,  28.3 h)
+ iter   187 lrate =  1.0000000000 LL =  -1.7060544303 nd =  0.0001696741, D =   0.20818E-01  0.20818E-01  ( 56.22 s,  28.3 h)
+ iter   188 lrate =  1.0000000000 LL =  -1.7060491597 nd =  0.0001687512, D =   0.20877E-01  0.20877E-01  ( 60.33 s,  30.4 h)
+ iter   189 lrate =  1.0000000000 LL =  -1.7060439307 nd =  0.0001676509, D =   0.20938E-01  0.20938E-01  ( 58.81 s,  29.6 h)
+ iter   190 lrate =  1.0000000000 LL =  -1.7060387506 nd =  0.0001665612, D =   0.21000E-01  0.21000E-01  ( 51.66 s,  26.0 h)
+ iter   191 lrate =  1.0000000000 LL =  -1.7060336384 nd =  0.0001651785, D =   0.21062E-01  0.21062E-01  ( 64.02 s,  32.2 h)
+ iter   192 lrate =  1.0000000000 LL =  -1.7060285995 nd =  0.0001640885, D =   0.21124E-01  0.21124E-01  ( 61.63 s,  31.0 h)
+ iter   193 lrate =  1.0000000000 LL =  -1.7060236544 nd =  0.0001631611, D =   0.21188E-01  0.21188E-01  ( 60.41 s,  30.3 h)
+ iter   194 lrate =  1.0000000000 LL =  -1.7060187225 nd =  0.0001626718, D =   0.21251E-01  0.21251E-01  ( 58.97 s,  29.6 h)
+ iter   195 lrate =  1.0000000000 LL =  -1.7060138246 nd =  0.0001616533, D =   0.21315E-01  0.21315E-01  ( 59.27 s,  29.7 h)
+ iter   196 lrate =  1.0000000000 LL =  -1.7060089802 nd =  0.0001607487, D =   0.21379E-01  0.21379E-01  ( 62.34 s,  31.2 h)
+ iter   197 lrate =  1.0000000000 LL =  -1.7060041986 nd =  0.0001599911, D =   0.21443E-01  0.21443E-01  ( 58.75 s,  29.4 h)
+ iter   198 lrate =  1.0000000000 LL =  -1.7059994653 nd =  0.0001587312, D =   0.21508E-01  0.21508E-01  ( 61.04 s,  30.6 h)
+ iter   199 lrate =  1.0000000000 LL =  -1.7059947649 nd =  0.0001577990, D =   0.21573E-01  0.21573E-01  ( 55.37 s,  27.7 h)
+ iter   200 lrate =  1.0000000000 LL =  -1.7059901460 nd =  0.0001570106, D =   0.21640E-01  0.21640E-01  ( 63.92 s,  32.0 h)
+ iter   201 lrate =  1.0000000000 LL =  -1.7059874569 nd =  0.0001589219, D =   0.21640E-01  0.21640E-01  ( 67.11 s,  33.5 h)
+ iter   202 lrate =  1.0000000000 LL =  -1.7059848097 nd =  0.0001599031, D =   0.21640E-01  0.21640E-01  ( 53.41 s,  26.7 h)
+ iter   203 lrate =  1.0000000000 LL =  -1.7059821718 nd =  0.0001606328, D =   0.21640E-01  0.21640E-01  ( 57.91 s,  28.9 h)
+ iter   204 lrate =  1.0000000000 LL =  -1.7059795712 nd =  0.0001612799, D =   0.21640E-01  0.21640E-01  ( 52.67 s,  26.3 h)
+ iter   205 lrate =  1.0000000000 LL =  -1.7059770130 nd =  0.0001618926, D =   0.21640E-01  0.21640E-01  ( 56.02 s,  27.9 h)
+ iter   206 lrate =  1.0000000000 LL =  -1.7059744805 nd =  0.0001624696, D =   0.21640E-01  0.21640E-01  ( 60.37 s,  30.1 h)
+ iter   207 lrate =  1.0000000000 LL =  -1.7059699589 nd =  0.0001598753, D =   0.21738E-01  0.21738E-01  ( 56.78 s,  28.3 h)
+ iter   208 lrate =  1.0000000000 LL =  -1.7059654776 nd =  0.0001598056, D =   0.21817E-01  0.21817E-01  ( 59.08 s,  29.4 h)
+ iter   209 lrate =  1.0000000000 LL =  -1.7059610492 nd =  0.0001582121, D =   0.21894E-01  0.21894E-01  ( 58.39 s,  29.0 h)
+ iter   210 lrate =  1.0000000000 LL =  -1.7059566817 nd =  0.0001574329, D =   0.21967E-01  0.21967E-01  ( 59.45 s,  29.6 h)
+ iter   211 lrate =  1.0000000000 LL =  -1.7059523318 nd =  0.0001562774, D =   0.22040E-01  0.22040E-01  ( 69.80 s,  34.7 h)
+ iter   212 lrate =  1.0000000000 LL =  -1.7059480375 nd =  0.0001556431, D =   0.22113E-01  0.22113E-01  ( 53.80 s,  26.7 h)
+ iter   213 lrate =  1.0000000000 LL =  -1.7059437898 nd =  0.0001548053, D =   0.22186E-01  0.22186E-01  ( 63.76 s,  31.6 h)
+ iter   214 lrate =  1.0000000000 LL =  -1.7059395547 nd =  0.0001546579, D =   0.22258E-01  0.22258E-01  ( 60.78 s,  30.2 h)
+ iter   215 lrate =  1.0000000000 LL =  -1.7059353385 nd =  0.0001541142, D =   0.22332E-01  0.22332E-01  ( 55.66 s,  27.6 h)
+ iter   216 lrate =  1.0000000000 LL =  -1.7059311669 nd =  0.0001535938, D =   0.22406E-01  0.22406E-01  ( 57.32 s,  28.4 h)
+ iter   217 lrate =  1.0000000000 LL =  -1.7059270291 nd =  0.0001532772, D =   0.22482E-01  0.22482E-01  ( 55.20 s,  27.3 h)
+ iter   218 lrate =  1.0000000000 LL =  -1.7059229309 nd =  0.0001528447, D =   0.22558E-01  0.22558E-01  ( 62.20 s,  30.8 h)
+ iter   219 lrate =  1.0000000000 LL =  -1.7059188491 nd =  0.0001523333, D =   0.22634E-01  0.22634E-01  ( 63.01 s,  31.2 h)
+ iter   220 lrate =  1.0000000000 LL =  -1.7059147821 nd =  0.0001521721, D =   0.22710E-01  0.22710E-01  ( 49.10 s,  24.3 h)
+ iter   221 lrate =  1.0000000000 LL =  -1.7059107649 nd =  0.0001520325, D =   0.22786E-01  0.22786E-01  ( 59.15 s,  29.2 h)
+ iter   222 lrate =  1.0000000000 LL =  -1.7059067507 nd =  0.0001517885, D =   0.22862E-01  0.22862E-01  ( 63.19 s,  31.2 h)
+ iter   223 lrate =  1.0000000000 LL =  -1.7059027512 nd =  0.0001515029, D =   0.22939E-01  0.22939E-01  ( 57.62 s,  28.4 h)
+ iter   224 lrate =  1.0000000000 LL =  -1.7058987750 nd =  0.0001506457, D =   0.23015E-01  0.23015E-01  ( 58.93 s,  29.1 h)
+ iter   225 lrate =  1.0000000000 LL =  -1.7058948400 nd =  0.0001503685, D =   0.23092E-01  0.23092E-01  ( 51.54 s,  25.4 h)
+ iter   226 lrate =  1.0000000000 LL =  -1.7058909118 nd =  0.0001499957, D =   0.23168E-01  0.23168E-01  ( 63.89 s,  31.5 h)
+ iter   227 lrate =  1.0000000000 LL =  -1.7058870121 nd =  0.0001496324, D =   0.23246E-01  0.23246E-01  ( 56.04 s,  27.6 h)
+ iter   228 lrate =  1.0000000000 LL =  -1.7058831210 nd =  0.0001493235, D =   0.23323E-01  0.23323E-01  ( 62.06 s,  30.5 h)
+ iter   229 lrate =  1.0000000000 LL =  -1.7058792596 nd =  0.0001488987, D =   0.23400E-01  0.23400E-01  ( 57.51 s,  28.3 h)
+ iter   230 lrate =  1.0000000000 LL =  -1.7058754225 nd =  0.0001489233, D =   0.23478E-01  0.23478E-01  ( 57.41 s,  28.2 h)
+ iter   231 lrate =  1.0000000000 LL =  -1.7058716114 nd =  0.0001489532, D =   0.23556E-01  0.23556E-01  ( 64.20 s,  31.5 h)
+ iter   232 lrate =  1.0000000000 LL =  -1.7058678924 nd =  0.0001479913, D =   0.23636E-01  0.23636E-01  ( 66.17 s,  32.5 h)
+ iter   233 lrate =  1.0000000000 LL =  -1.7058642139 nd =  0.0001468855, D =   0.23715E-01  0.23715E-01  ( 57.61 s,  28.3 h)
+ iter   234 lrate =  1.0000000000 LL =  -1.7058605795 nd =  0.0001460097, D =   0.23792E-01  0.23792E-01  ( 54.03 s,  26.5 h)
+ iter   235 lrate =  1.0000000000 LL =  -1.7058569888 nd =  0.0001458255, D =   0.23868E-01  0.23868E-01  ( 56.54 s,  27.7 h)
+ iter   236 lrate =  1.0000000000 LL =  -1.7058534136 nd =  0.0001454821, D =   0.23944E-01  0.23944E-01  ( 62.64 s,  30.7 h)
+ iter   237 lrate =  1.0000000000 LL =  -1.7058498690 nd =  0.0001450815, D =   0.24020E-01  0.24020E-01  ( 60.54 s,  29.6 h)
+ iter   238 lrate =  1.0000000000 LL =  -1.7058463697 nd =  0.0001447463, D =   0.24094E-01  0.24094E-01  ( 54.46 s,  26.7 h)
+ iter   239 lrate =  1.0000000000 LL =  -1.7058428844 nd =  0.0001438692, D =   0.24168E-01  0.24168E-01  ( 61.16 s,  29.9 h)
+ iter   240 lrate =  1.0000000000 LL =  -1.7058394203 nd =  0.0001431573, D =   0.24243E-01  0.24243E-01  ( 60.74 s,  29.7 h)
+ iter   241 lrate =  1.0000000000 LL =  -1.7058359858 nd =  0.0001423890, D =   0.24316E-01  0.24316E-01  ( 69.10 s,  33.8 h)
+ iter   242 lrate =  1.0000000000 LL =  -1.7058325976 nd =  0.0001419758, D =   0.24390E-01  0.24390E-01  ( 57.97 s,  28.3 h)
+ iter   243 lrate =  1.0000000000 LL =  -1.7058292199 nd =  0.0001412795, D =   0.24462E-01  0.24462E-01  ( 65.55 s,  32.0 h)
+ iter   244 lrate =  1.0000000000 LL =  -1.7058258739 nd =  0.0001407364, D =   0.24532E-01  0.24532E-01  ( 64.22 s,  31.3 h)
+ iter   245 lrate =  1.0000000000 LL =  -1.7058225527 nd =  0.0001404831, D =   0.24602E-01  0.24602E-01  ( 58.31 s,  28.4 h)
+ iter   246 lrate =  1.0000000000 LL =  -1.7058192330 nd =  0.0001399048, D =   0.24672E-01  0.24672E-01  ( 55.72 s,  27.1 h)
+ iter   247 lrate =  1.0000000000 LL =  -1.7058159518 nd =  0.0001394003, D =   0.24741E-01  0.24741E-01  ( 56.02 s,  27.3 h)
+ iter   248 lrate =  1.0000000000 LL =  -1.7058126873 nd =  0.0001389924, D =   0.24809E-01  0.24809E-01  ( 58.16 s,  28.3 h)
+ iter   249 lrate =  1.0000000000 LL =  -1.7058094416 nd =  0.0001385131, D =   0.24877E-01  0.24877E-01  ( 60.76 s,  29.6 h)
+ iter   250 lrate =  1.0000000000 LL =  -1.7058062031 nd =  0.0001380379, D =   0.24943E-01  0.24943E-01  ( 60.40 s,  29.4 h)
+ iter   251 lrate =  1.0000000000 LL =  -1.7058029948 nd =  0.0001381160, D =   0.25009E-01  0.25009E-01  ( 70.71 s,  34.4 h)
+ iter   252 lrate =  1.0000000000 LL =  -1.7057997691 nd =  0.0001375463, D =   0.25074E-01  0.25074E-01  ( 62.86 s,  30.5 h)
+ iter   253 lrate =  1.0000000000 LL =  -1.7057966047 nd =  0.0001369095, D =   0.25137E-01  0.25137E-01  ( 63.21 s,  30.7 h)
+ iter   254 lrate =  1.0000000000 LL =  -1.7057934645 nd =  0.0001364607, D =   0.25197E-01  0.25197E-01  ( 49.54 s,  24.0 h)
+ iter   255 lrate =  1.0000000000 LL =  -1.7057903205 nd =  0.0001360100, D =   0.25257E-01  0.25257E-01  ( 63.54 s,  30.8 h)
+ iter   256 lrate =  1.0000000000 LL =  -1.7057871938 nd =  0.0001356615, D =   0.25315E-01  0.25315E-01  ( 58.35 s,  28.3 h)
+ iter   257 lrate =  1.0000000000 LL =  -1.7057840957 nd =  0.0001353921, D =   0.25370E-01  0.25370E-01  ( 55.58 s,  26.9 h)
+ iter   258 lrate =  1.0000000000 LL =  -1.7057809935 nd =  0.0001351523, D =   0.25423E-01  0.25423E-01  ( 58.43 s,  28.3 h)
+ iter   259 lrate =  1.0000000000 LL =  -1.7057779139 nd =  0.0001349239, D =   0.25474E-01  0.25474E-01  ( 64.83 s,  31.4 h)
+ iter   260 lrate =  1.0000000000 LL =  -1.7057748511 nd =  0.0001348033, D =   0.25524E-01  0.25524E-01  ( 66.06 s,  31.9 h)
+ iter   261 lrate =  1.0000000000 LL =  -1.7057718106 nd =  0.0001346740, D =   0.25573E-01  0.25573E-01  ( 62.82 s,  30.3 h)
+ iter   262 lrate =  1.0000000000 LL =  -1.7057687725 nd =  0.0001346702, D =   0.25619E-01  0.25619E-01  ( 58.49 s,  28.2 h)
+ iter   263 lrate =  1.0000000000 LL =  -1.7057657272 nd =  0.0001346127, D =   0.25663E-01  0.25663E-01  ( 61.92 s,  29.9 h)
+ iter   264 lrate =  1.0000000000 LL =  -1.7057627212 nd =  0.0001348179, D =   0.25704E-01  0.25704E-01  ( 59.91 s,  28.9 h)
+ iter   265 lrate =  1.0000000000 LL =  -1.7057597228 nd =  0.0001350783, D =   0.25743E-01  0.25743E-01  ( 55.88 s,  26.9 h)
+ iter   266 lrate =  1.0000000000 LL =  -1.7057567362 nd =  0.0001356790, D =   0.25779E-01  0.25779E-01  ( 64.54 s,  31.1 h)
+ iter   267 lrate =  1.0000000000 LL =  -1.7057537363 nd =  0.0001366449, D =   0.25812E-01  0.25812E-01  ( 56.37 s,  27.1 h)
+ iter   268 lrate =  1.0000000000 LL =  -1.7057507215 nd =  0.0001375419, D =   0.25844E-01  0.25844E-01  ( 54.38 s,  26.2 h)
+ iter   269 lrate =  1.0000000000 LL =  -1.7057477121 nd =  0.0001386853, D =   0.25873E-01  0.25873E-01  ( 56.07 s,  27.0 h)
+ iter   270 lrate =  1.0000000000 LL =  -1.7057446795 nd =  0.0001401611, D =   0.25898E-01  0.25898E-01  ( 58.19 s,  28.0 h)
+ iter   271 lrate =  1.0000000000 LL =  -1.7057416391 nd =  0.0001419449, D =   0.25922E-01  0.25922E-01  ( 67.46 s,  32.4 h)
+ iter   272 lrate =  1.0000000000 LL =  -1.7057385742 nd =  0.0001439770, D =   0.25942E-01  0.25942E-01  ( 61.23 s,  29.4 h)
+ iter   273 lrate =  1.0000000000 LL =  -1.7057354946 nd =  0.0001461696, D =   0.25960E-01  0.25960E-01  ( 60.63 s,  29.1 h)
+ iter   274 lrate =  1.0000000000 LL =  -1.7057323886 nd =  0.0001489009, D =   0.25975E-01  0.25975E-01  ( 56.52 s,  27.1 h)
+ iter   275 lrate =  1.0000000000 LL =  -1.7057292437 nd =  0.0001517536, D =   0.25987E-01  0.25987E-01  ( 59.34 s,  28.4 h)
+ iter   276 lrate =  1.0000000000 LL =  -1.7057260383 nd =  0.0001548024, D =   0.25996E-01  0.25996E-01  ( 59.74 s,  28.6 h)
+ iter   277 lrate =  1.0000000000 LL =  -1.7057228123 nd =  0.0001581077, D =   0.26003E-01  0.26003E-01  ( 59.33 s,  28.4 h)
+ iter   278 lrate =  1.0000000000 LL =  -1.7057195380 nd =  0.0001614199, D =   0.26009E-01  0.26009E-01  ( 65.68 s,  31.4 h)
+ iter   279 lrate =  1.0000000000 LL =  -1.7057162165 nd =  0.0001644299, D =   0.26013E-01  0.26013E-01  ( 61.54 s,  29.4 h)
+ iter   280 lrate =  1.0000000000 LL =  -1.7057128377 nd =  0.0001671107, D =   0.26016E-01  0.26016E-01  ( 57.57 s,  27.5 h)
+ iter   281 lrate =  1.0000000000 LL =  -1.7057094237 nd =  0.0001693366, D =   0.26019E-01  0.26019E-01  ( 70.36 s,  33.6 h)
+ iter   282 lrate =  1.0000000000 LL =  -1.7057059852 nd =  0.0001715659, D =   0.26020E-01  0.26020E-01  ( 63.43 s,  30.3 h)
+ iter   283 lrate =  1.0000000000 LL =  -1.7057025491 nd =  0.0001732644, D =   0.26022E-01  0.26022E-01  ( 56.32 s,  26.9 h)
+ iter   284 lrate =  1.0000000000 LL =  -1.7056990547 nd =  0.0001744130, D =   0.26024E-01  0.26024E-01  ( 57.72 s,  27.5 h)
+ iter   285 lrate =  1.0000000000 LL =  -1.7056955533 nd =  0.0001752120, D =   0.26027E-01  0.26027E-01  ( 58.28 s,  27.8 h)
+ iter   286 lrate =  1.0000000000 LL =  -1.7056920601 nd =  0.0001752374, D =   0.26030E-01  0.26030E-01  ( 60.42 s,  28.8 h)
+ iter   287 lrate =  1.0000000000 LL =  -1.7056885603 nd =  0.0001744953, D =   0.26035E-01  0.26035E-01  ( 56.11 s,  26.7 h)
+ iter   288 lrate =  1.0000000000 LL =  -1.7056850903 nd =  0.0001734569, D =   0.26040E-01  0.26040E-01  ( 57.10 s,  27.2 h)
+ iter   289 lrate =  1.0000000000 LL =  -1.7056816671 nd =  0.0001719521, D =   0.26047E-01  0.26047E-01  ( 62.97 s,  29.9 h)
+ iter   290 lrate =  1.0000000000 LL =  -1.7056783119 nd =  0.0001704295, D =   0.26056E-01  0.26056E-01  ( 61.52 s,  29.2 h)
+ iter   291 lrate =  1.0000000000 LL =  -1.7056749799 nd =  0.0001688615, D =   0.26066E-01  0.26066E-01  ( 64.10 s,  30.4 h)
+ iter   292 lrate =  1.0000000000 LL =  -1.7056717130 nd =  0.0001671948, D =   0.26077E-01  0.26077E-01  ( 60.60 s,  28.8 h)
+ iter   293 lrate =  1.0000000000 LL =  -1.7056684558 nd =  0.0001655183, D =   0.26090E-01  0.26090E-01  ( 64.66 s,  30.7 h)
+ iter   294 lrate =  1.0000000000 LL =  -1.7056652580 nd =  0.0001635224, D =   0.26104E-01  0.26104E-01  ( 64.38 s,  30.5 h)
+ iter   295 lrate =  1.0000000000 LL =  -1.7056620869 nd =  0.0001615966, D =   0.26119E-01  0.26119E-01  ( 59.68 s,  28.3 h)
+ iter   296 lrate =  1.0000000000 LL =  -1.7056589618 nd =  0.0001596871, D =   0.26134E-01  0.26134E-01  ( 56.54 s,  26.8 h)
+ iter   297 lrate =  1.0000000000 LL =  -1.7056558730 nd =  0.0001577881, D =   0.26150E-01  0.26150E-01  ( 62.09 s,  29.4 h)
+ iter   298 lrate =  1.0000000000 LL =  -1.7056528252 nd =  0.0001556813, D =   0.26167E-01  0.26167E-01  ( 59.92 s,  28.3 h)
+ iter   299 lrate =  1.0000000000 LL =  -1.7056498386 nd =  0.0001533261, D =   0.26186E-01  0.26186E-01  ( 57.19 s,  27.0 h)
+ iter   300 lrate =  1.0000000000 LL =  -1.7056469048 nd =  0.0001513046, D =   0.26206E-01  0.26206E-01  ( 60.73 s,  28.7 h)
+ iter   301 lrate =  1.0000000000 LL =  -1.7056455618 nd =  0.0001526883, D =   0.26206E-01  0.26206E-01  ( 64.42 s,  30.4 h)
+ iter   302 lrate =  1.0000000000 LL =  -1.7056442509 nd =  0.0001534324, D =   0.26206E-01  0.26206E-01  ( 59.09 s,  27.9 h)
+ iter   303 lrate =  1.0000000000 LL =  -1.7056429588 nd =  0.0001539979, D =   0.26206E-01  0.26206E-01  ( 63.71 s,  30.0 h)
+ iter   304 lrate =  1.0000000000 LL =  -1.7056416705 nd =  0.0001545703, D =   0.26206E-01  0.26206E-01  ( 64.74 s,  30.5 h)
+ iter   305 lrate =  1.0000000000 LL =  -1.7056404159 nd =  0.0001550728, D =   0.26206E-01  0.26206E-01  ( 61.99 s,  29.2 h)
+ iter   306 lrate =  1.0000000000 LL =  -1.7056391776 nd =  0.0001555474, D =   0.26206E-01  0.26206E-01  ( 61.84 s,  29.1 h)
+ iter   307 lrate =  1.0000000000 LL =  -1.7056363311 nd =  0.0001525316, D =   0.26239E-01  0.26239E-01  ( 61.32 s,  28.8 h)
+ iter   308 lrate =  1.0000000000 LL =  -1.7056335270 nd =  0.0001510276, D =   0.26264E-01  0.26264E-01  ( 62.92 s,  29.6 h)
+ iter   309 lrate =  1.0000000000 LL =  -1.7056307586 nd =  0.0001488134, D =   0.26290E-01  0.26290E-01  ( 62.62 s,  29.4 h)
+ iter   310 lrate =  1.0000000000 LL =  -1.7056280275 nd =  0.0001478070, D =   0.26313E-01  0.26313E-01  ( 58.72 s,  27.6 h)
+ iter   311 lrate =  1.0000000000 LL =  -1.7056253559 nd =  0.0001461059, D =   0.26337E-01  0.26337E-01  ( 62.59 s,  29.4 h)
+ iter   312 lrate =  1.0000000000 LL =  -1.7056226866 nd =  0.0001452075, D =   0.26360E-01  0.26360E-01  ( 59.46 s,  27.9 h)
+ iter   313 lrate =  1.0000000000 LL =  -1.7056200412 nd =  0.0001441682, D =   0.26383E-01  0.26383E-01  ( 65.03 s,  30.5 h)
+ iter   314 lrate =  1.0000000000 LL =  -1.7056174103 nd =  0.0001433618, D =   0.26406E-01  0.26406E-01  ( 65.80 s,  30.8 h)
+ iter   315 lrate =  1.0000000000 LL =  -1.7056147810 nd =  0.0001426479, D =   0.26429E-01  0.26429E-01  ( 62.21 s,  29.1 h)
+ iter   316 lrate =  1.0000000000 LL =  -1.7056121678 nd =  0.0001420458, D =   0.26450E-01  0.26450E-01  ( 64.28 s,  30.1 h)
+ iter   317 lrate =  1.0000000000 LL =  -1.7056095883 nd =  0.0001414018, D =   0.26472E-01  0.26472E-01  ( 63.49 s,  29.7 h)
+ iter   318 lrate =  1.0000000000 LL =  -1.7056070110 nd =  0.0001408721, D =   0.26493E-01  0.26493E-01  ( 60.39 s,  28.2 h)
+ iter   319 lrate =  1.0000000000 LL =  -1.7056044605 nd =  0.0001405128, D =   0.26513E-01  0.26513E-01  ( 56.40 s,  26.3 h)
+ iter   320 lrate =  1.0000000000 LL =  -1.7056019283 nd =  0.0001400392, D =   0.26533E-01  0.26533E-01  ( 61.34 s,  28.6 h)
+ iter   321 lrate =  1.0000000000 LL =  -1.7055994059 nd =  0.0001400642, D =   0.26553E-01  0.26553E-01  ( 66.34 s,  30.9 h)
+ iter   322 lrate =  1.0000000000 LL =  -1.7055968879 nd =  0.0001396774, D =   0.26572E-01  0.26572E-01  ( 57.13 s,  26.6 h)
+ iter   323 lrate =  1.0000000000 LL =  -1.7055943737 nd =  0.0001392387, D =   0.26591E-01  0.26591E-01  ( 59.38 s,  27.7 h)
+ iter   324 lrate =  1.0000000000 LL =  -1.7055918799 nd =  0.0001390836, D =   0.26609E-01  0.26609E-01  ( 64.03 s,  29.8 h)
+ iter   325 lrate =  1.0000000000 LL =  -1.7055893936 nd =  0.0001392167, D =   0.26627E-01  0.26627E-01  ( 66.46 s,  30.9 h)
+ iter   326 lrate =  1.0000000000 LL =  -1.7055869058 nd =  0.0001393518, D =   0.26644E-01  0.26644E-01  ( 62.96 s,  29.3 h)
+ iter   327 lrate =  1.0000000000 LL =  -1.7055844301 nd =  0.0001391060, D =   0.26661E-01  0.26661E-01  ( 60.64 s,  28.2 h)
+ iter   328 lrate =  1.0000000000 LL =  -1.7055819605 nd =  0.0001389564, D =   0.26677E-01  0.26677E-01  ( 59.19 s,  27.5 h)
+ iter   329 lrate =  1.0000000000 LL =  -1.7055795004 nd =  0.0001391133, D =   0.26693E-01  0.26693E-01  ( 65.90 s,  30.6 h)
+ iter   330 lrate =  1.0000000000 LL =  -1.7055770413 nd =  0.0001392261, D =   0.26708E-01  0.26708E-01  ( 53.60 s,  24.9 h)
+ iter   331 lrate =  1.0000000000 LL =  -1.7055745925 nd =  0.0001391758, D =   0.26722E-01  0.26722E-01  ( 65.69 s,  30.5 h)
+ iter   332 lrate =  1.0000000000 LL =  -1.7055721622 nd =  0.0001389516, D =   0.26736E-01  0.26736E-01  ( 57.81 s,  26.8 h)
+ iter   333 lrate =  1.0000000000 LL =  -1.7055697422 nd =  0.0001389521, D =   0.26749E-01  0.26749E-01  ( 60.40 s,  28.0 h)
+ iter   334 lrate =  1.0000000000 LL =  -1.7055673316 nd =  0.0001388815, D =   0.26761E-01  0.26761E-01  ( 60.45 s,  28.0 h)
+ iter   335 lrate =  1.0000000000 LL =  -1.7055649376 nd =  0.0001385597, D =   0.26773E-01  0.26773E-01  ( 55.15 s,  25.5 h)
+ iter   336 lrate =  1.0000000000 LL =  -1.7055625518 nd =  0.0001381877, D =   0.26785E-01  0.26785E-01  ( 58.34 s,  27.0 h)
+ iter   337 lrate =  1.0000000000 LL =  -1.7055601874 nd =  0.0001375186, D =   0.26797E-01  0.26797E-01  ( 62.68 s,  29.0 h)
+ iter   338 lrate =  1.0000000000 LL =  -1.7055578309 nd =  0.0001372710, D =   0.26808E-01  0.26808E-01  ( 64.78 s,  29.9 h)
+ iter   339 lrate =  1.0000000000 LL =  -1.7055554979 nd =  0.0001369521, D =   0.26819E-01  0.26819E-01  ( 62.53 s,  28.9 h)
+ iter   340 lrate =  1.0000000000 LL =  -1.7055531733 nd =  0.0001366167, D =   0.26829E-01  0.26829E-01  ( 57.56 s,  26.5 h)
+ iter   341 lrate =  1.0000000000 LL =  -1.7055508556 nd =  0.0001361153, D =   0.26839E-01  0.26839E-01  ( 71.17 s,  32.8 h)
+ iter   342 lrate =  1.0000000000 LL =  -1.7055485649 nd =  0.0001358680, D =   0.26849E-01  0.26849E-01  ( 59.86 s,  27.6 h)
+ iter   343 lrate =  1.0000000000 LL =  -1.7055462884 nd =  0.0001353906, D =   0.26858E-01  0.26858E-01  ( 51.59 s,  23.7 h)
+ iter   344 lrate =  1.0000000000 LL =  -1.7055440407 nd =  0.0001350508, D =   0.26867E-01  0.26867E-01  ( 59.76 s,  27.5 h)
+ iter   345 lrate =  1.0000000000 LL =  -1.7055417938 nd =  0.0001345676, D =   0.26877E-01  0.26877E-01  ( 63.84 s,  29.3 h)
+ iter   346 lrate =  1.0000000000 LL =  -1.7055395512 nd =  0.0001340382, D =   0.26885E-01  0.26885E-01  ( 57.00 s,  26.2 h)
+ iter   347 lrate =  1.0000000000 LL =  -1.7055373322 nd =  0.0001335615, D =   0.26893E-01  0.26893E-01  ( 60.09 s,  27.6 h)
+ iter   348 lrate =  1.0000000000 LL =  -1.7055351304 nd =  0.0001333818, D =   0.26900E-01  0.26900E-01  ( 63.82 s,  29.3 h)
+ iter   349 lrate =  1.0000000000 LL =  -1.7055329442 nd =  0.0001327124, D =   0.26907E-01  0.26907E-01  ( 63.16 s,  29.0 h)
+ iter   350 lrate =  1.0000000000 LL =  -1.7055307776 nd =  0.0001319825, D =   0.26914E-01  0.26914E-01  ( 60.73 s,  27.8 h)
+ iter   351 lrate =  1.0000000000 LL =  -1.7055286285 nd =  0.0001315682, D =   0.26921E-01  0.26921E-01  ( 72.64 s,  33.3 h)
+ iter   352 lrate =  1.0000000000 LL =  -1.7055264969 nd =  0.0001314373, D =   0.26927E-01  0.26927E-01  ( 64.70 s,  29.6 h)
+ iter   353 lrate =  1.0000000000 LL =  -1.7055243770 nd =  0.0001309000, D =   0.26932E-01  0.26932E-01  ( 58.64 s,  26.8 h)
+ iter   354 lrate =  1.0000000000 LL =  -1.7055222602 nd =  0.0001304241, D =   0.26938E-01  0.26938E-01  ( 59.46 s,  27.2 h)
+ iter   355 lrate =  1.0000000000 LL =  -1.7055201753 nd =  0.0001297691, D =   0.26943E-01  0.26943E-01  ( 65.88 s,  30.1 h)
+ iter   356 lrate =  1.0000000000 LL =  -1.7055180987 nd =  0.0001290684, D =   0.26948E-01  0.26948E-01  ( 55.03 s,  25.1 h)
+ iter   357 lrate =  1.0000000000 LL =  -1.7055160444 nd =  0.0001285602, D =   0.26953E-01  0.26953E-01  ( 60.46 s,  27.6 h)
+ iter   358 lrate =  1.0000000000 LL =  -1.7055139985 nd =  0.0001279510, D =   0.26958E-01  0.26958E-01  ( 58.48 s,  26.7 h)
+ iter   359 lrate =  1.0000000000 LL =  -1.7055119717 nd =  0.0001272175, D =   0.26963E-01  0.26963E-01  ( 63.87 s,  29.1 h)
+ iter   360 lrate =  1.0000000000 LL =  -1.7055099705 nd =  0.0001262870, D =   0.26968E-01  0.26968E-01  ( 58.54 s,  26.7 h)
+ iter   361 lrate =  1.0000000000 LL =  -1.7055079955 nd =  0.0001251052, D =   0.26972E-01  0.26972E-01  ( 66.64 s,  30.3 h)
+ iter   362 lrate =  1.0000000000 LL =  -1.7055060480 nd =  0.0001244818, D =   0.26977E-01  0.26977E-01  ( 57.24 s,  26.0 h)
+ iter   363 lrate =  1.0000000000 LL =  -1.7055041135 nd =  0.0001238992, D =   0.26982E-01  0.26982E-01  ( 62.03 s,  28.2 h)
+ iter   364 lrate =  1.0000000000 LL =  -1.7055022005 nd =  0.0001231197, D =   0.26987E-01  0.26987E-01  ( 60.12 s,  27.3 h)
+ iter   365 lrate =  1.0000000000 LL =  -1.7055003043 nd =  0.0001225940, D =   0.26992E-01  0.26992E-01  ( 60.63 s,  27.5 h)
+ iter   366 lrate =  1.0000000000 LL =  -1.7054984189 nd =  0.0001216071, D =   0.26997E-01  0.26997E-01  ( 62.83 s,  28.5 h)
+ iter   367 lrate =  1.0000000000 LL =  -1.7054965562 nd =  0.0001203347, D =   0.27001E-01  0.27001E-01  ( 60.84 s,  27.6 h)
+ iter   368 lrate =  1.0000000000 LL =  -1.7054947218 nd =  0.0001191369, D =   0.27005E-01  0.27005E-01  ( 59.00 s,  26.7 h)
+ iter   369 lrate =  1.0000000000 LL =  -1.7054929192 nd =  0.0001180970, D =   0.27009E-01  0.27009E-01  ( 59.45 s,  26.9 h)
+ iter   370 lrate =  1.0000000000 LL =  -1.7054911235 nd =  0.0001168530, D =   0.27013E-01  0.27013E-01  ( 62.56 s,  28.3 h)
+ iter   371 lrate =  1.0000000000 LL =  -1.7054893622 nd =  0.0001159940, D =   0.27017E-01  0.27017E-01  ( 65.60 s,  29.7 h)
+ iter   372 lrate =  1.0000000000 LL =  -1.7054876214 nd =  0.0001149702, D =   0.27021E-01  0.27021E-01  ( 64.57 s,  29.2 h)
+ iter   373 lrate =  1.0000000000 LL =  -1.7054858963 nd =  0.0001142135, D =   0.27025E-01  0.27025E-01  ( 61.97 s,  28.0 h)
+ iter   374 lrate =  1.0000000000 LL =  -1.7054841927 nd =  0.0001130629, D =   0.27028E-01  0.27028E-01  ( 64.46 s,  29.1 h)
+ iter   375 lrate =  1.0000000000 LL =  -1.7054825042 nd =  0.0001122206, D =   0.27032E-01  0.27032E-01  ( 60.38 s,  27.3 h)
+ iter   376 lrate =  1.0000000000 LL =  -1.7054808336 nd =  0.0001110004, D =   0.27035E-01  0.27035E-01  ( 66.88 s,  30.2 h)
+ iter   377 lrate =  1.0000000000 LL =  -1.7054791931 nd =  0.0001099581, D =   0.27038E-01  0.27038E-01  ( 59.49 s,  26.8 h)
+ iter   378 lrate =  1.0000000000 LL =  -1.7054775666 nd =  0.0001092214, D =   0.27042E-01  0.27042E-01  ( 57.66 s,  26.0 h)
+ iter   379 lrate =  1.0000000000 LL =  -1.7054759547 nd =  0.0001079650, D =   0.27045E-01  0.27045E-01  ( 59.14 s,  26.6 h)
+ iter   380 lrate =  1.0000000000 LL =  -1.7054743618 nd =  0.0001071915, D =   0.27049E-01  0.27049E-01  ( 59.43 s,  26.7 h)
+ iter   381 lrate =  1.0000000000 LL =  -1.7054727841 nd =  0.0001058583, D =   0.27052E-01  0.27052E-01  ( 65.55 s,  29.5 h)
+ iter   382 lrate =  1.0000000000 LL =  -1.7054712254 nd =  0.0001046741, D =   0.27056E-01  0.27056E-01  ( 63.90 s,  28.7 h)
+ iter   383 lrate =  1.0000000000 LL =  -1.7054696974 nd =  0.0001031446, D =   0.27060E-01  0.27060E-01  ( 53.22 s,  23.9 h)
+ iter   384 lrate =  1.0000000000 LL =  -1.7054681903 nd =  0.0001019559, D =   0.27064E-01  0.27064E-01  ( 62.59 s,  28.1 h)
+ iter   385 lrate =  1.0000000000 LL =  -1.7054666921 nd =  0.0001009722, D =   0.27068E-01  0.27068E-01  ( 60.26 s,  27.0 h)
+ iter   386 lrate =  1.0000000000 LL =  -1.7054652103 nd =  0.0001000652, D =   0.27072E-01  0.27072E-01  ( 53.29 s,  23.9 h)
+ iter   387 lrate =  1.0000000000 LL =  -1.7054637496 nd =  0.0000993163, D =   0.27075E-01  0.27075E-01  ( 60.33 s,  27.0 h)
+ iter   388 lrate =  1.0000000000 LL =  -1.7054623007 nd =  0.0000981452, D =   0.27079E-01  0.27079E-01  ( 59.36 s,  26.6 h)
+ iter   389 lrate =  1.0000000000 LL =  -1.7054608743 nd =  0.0000970841, D =   0.27082E-01  0.27082E-01  ( 63.80 s,  28.5 h)
+ iter   390 lrate =  1.0000000000 LL =  -1.7054594644 nd =  0.0000959880, D =   0.27086E-01  0.27086E-01  ( 52.74 s,  23.6 h)
+ iter   391 lrate =  1.0000000000 LL =  -1.7054580697 nd =  0.0000950380, D =   0.27090E-01  0.27090E-01  ( 66.68 s,  29.8 h)
+ iter   392 lrate =  1.0000000000 LL =  -1.7054566940 nd =  0.0000939805, D =   0.27093E-01  0.27093E-01  ( 63.88 s,  28.5 h)
+ iter   393 lrate =  1.0000000000 LL =  -1.7054553379 nd =  0.0000933258, D =   0.27097E-01  0.27097E-01  ( 53.41 s,  23.8 h)
+ iter   394 lrate =  1.0000000000 LL =  -1.7054539844 nd =  0.0000925040, D =   0.27101E-01  0.27101E-01  ( 58.35 s,  26.0 h)
+ iter   395 lrate =  1.0000000000 LL =  -1.7054526474 nd =  0.0000915155, D =   0.27105E-01  0.27105E-01  ( 64.36 s,  28.7 h)
+ iter   396 lrate =  1.0000000000 LL =  -1.7054513321 nd =  0.0000903954, D =   0.27109E-01  0.27109E-01  ( 62.10 s,  27.7 h)
+ iter   397 lrate =  1.0000000000 LL =  -1.7054500235 nd =  0.0000894713, D =   0.27113E-01  0.27113E-01  ( 51.68 s,  23.0 h)
+ iter   398 lrate =  1.0000000000 LL =  -1.7054487288 nd =  0.0000887015, D =   0.27117E-01  0.27117E-01  ( 57.75 s,  25.7 h)
+ iter   399 lrate =  1.0000000000 LL =  -1.7054474456 nd =  0.0000878712, D =   0.27122E-01  0.27122E-01  ( 57.83 s,  25.7 h)
+ iter   400 lrate =  1.0000000000 LL =  -1.7054461771 nd =  0.0000870515, D =   0.27126E-01  0.27126E-01  ( 60.45 s,  26.9 h)
+ iter   401 lrate =  1.0000000000 LL =  -1.7054454357 nd =  0.0000877645, D =   0.27126E-01  0.27126E-01  ( 66.95 s,  29.7 h)
+ iter   402 lrate =  1.0000000000 LL =  -1.7054447098 nd =  0.0000880698, D =   0.27126E-01  0.27126E-01  ( 56.61 s,  25.1 h)
+ iter   403 lrate =  1.0000000000 LL =  -1.7054439864 nd =  0.0000882695, D =   0.27126E-01  0.27126E-01  ( 66.63 s,  29.6 h)
+ iter   404 lrate =  1.0000000000 LL =  -1.7054432628 nd =  0.0000884411, D =   0.27126E-01  0.27126E-01  ( 61.72 s,  27.4 h)
+ iter   405 lrate =  1.0000000000 LL =  -1.7054425458 nd =  0.0000886369, D =   0.27126E-01  0.27126E-01  ( 57.78 s,  25.6 h)
+ iter   406 lrate =  1.0000000000 LL =  -1.7054418387 nd =  0.0000888566, D =   0.27126E-01  0.27126E-01  ( 64.03 s,  28.4 h)
+ Exiting because likelihood increasing by less than   1.000000000000000E-006 
+  for more than            5  iterations ...
+... done. Execution time:   6.66 h 
+ output directory = 
+ /net/store/nbp/projects/IntoTheWild/Daten/EEG/Lab/VP32/preprocessed/01Hz/amica/
+
+Lavish subscription of memory-resources:
+
+	8192 Mbytes requested,
+	but peak usage was only 1994.6 Mbytes.
+
+------------> Please request grid resources more carefully! <------------
+

WildLab_setsLab/VP32/preprocessed/causal/amica/input.param

@@ -0,0 +1,78 @@
+files /net/store/nbp/users/agert/nbp_intothewild/Analysis/EEG_analysis/tmpdata9754.fdt
+outdir /net/store/nbp/projects/IntoTheWild/Daten/EEG/Lab/VP32/preprocessed/01Hz/amica/
+block_size 128
+do_opt_block 0
+num_models 1
+num_mix_comps 3
+pdftype 0
+max_iter 2000
+num_samples 1
+data_dim 120
+field_dim 1396342
+field_blocksize 1
+do_history 0
+histstep 10
+share_comps 0
+share_start 100
+comp_thresh 0.990000
+share_iter 100
+lrate 0.100000
+minlrate 1.000000e-08
+lratefact 0.500000
+rholrate 0.050000
+rho0 1.500000
+minrho 1.000000
+maxrho 2.000000
+rholratefact 0.500000
+kurt_start 3
+num_kurt 5
+kurt_int 1
+do_newton 1
+newt_start 50
+newt_ramp 10
+newtrate 1.000000
+do_reject 0
+numrej 3
+rejsig 3.000000
+rejstart 2
+rejint 3
+max_threads 4
+writestep 10
+write_nd 1
+write_LLt 1
+decwindow 1
+max_decs 3
+fix_init 0
+update_A 1
+update_c 1
+update_gm 1
+update_alpha 1
+update_mu 1
+update_beta 1
+invsigmax 100.000000
+invsigmin 0.000000
+do_rho 1
+load_rej 0
+load_W 0
+load_A 0
+load_c 0
+load_gm 0
+load_alpha 0
+load_mu 0
+load_beta 0
+load_rho 0
+load_comp_list 0
+do_mean 1
+do_sphere 1
+doPCA 1
+pcakeep 120
+doscaling 1
+scalestep 1
+dble_data 0
+do_approx_sphere 1
+use_grad_norm 1
+use_min_dll 1
+print_debug 0
+min_dll 1.00000e-06
+min_grad_norm 1.00000e-06
+mineig 1e-15

WildLab_setsLab/VP32/preprocessed/causal/amica/out.txt

@@ -0,0 +1,414 @@
+ minimum eigenvalues =   0.514949144978192       0.516774881467479     
+  0.526814435580406     
+ maximum eigenvalues =    1839.15794585090        985.994587748884     
+   409.835209369292     
+ num eigs kept =          120
+ iter     1 lrate =  0.1000000000 LL =  -1.7692895607 nd =  0.0298159414, D =   0.60617E-01  0.60617E-01  ( 46.35 s,  25.7 h)
+ iter     2 lrate =  0.1000000000 LL =  -1.7294150324 nd =  0.0079908672, D =   0.44906E-01  0.44906E-01  ( 45.69 s,  25.4 h)
+ iter     3 lrate =  0.1000000000 LL =  -1.7252238355 nd =  0.0053795925, D =   0.30486E-01  0.30486E-01  ( 49.49 s,  27.5 h)
+ iter     4 lrate =  0.1000000000 LL =  -1.7237926427 nd =  0.0050206151, D =   0.24513E-01  0.24513E-01  ( 47.02 s,  26.1 h)
+ iter     5 lrate =  0.1000000000 LL =  -1.7229685195 nd =  0.0046698247, D =   0.26109E-01  0.26109E-01  ( 41.41 s,  22.9 h)
+ iter     6 lrate =  0.1000000000 LL =  -1.7223777772 nd =  0.0043435648, D =   0.32931E-01  0.32931E-01  ( 44.54 s,  24.7 h)
+ iter     7 lrate =  0.1000000000 LL =  -1.7219016791 nd =  0.0040745093, D =   0.42955E-01  0.42955E-01  ( 47.76 s,  26.4 h)
+ iter     8 lrate =  0.1000000000 LL =  -1.7214916908 nd =  0.0038694205, D =   0.54715E-01  0.54715E-01  ( 43.05 s,  23.8 h)
+ iter     9 lrate =  0.1000000000 LL =  -1.7211226496 nd =  0.0037242501, D =   0.67235E-01  0.67235E-01  ( 47.94 s,  26.5 h)
+ iter    10 lrate =  0.1000000000 LL =  -1.7207794401 nd =  0.0036275375, D =   0.79910E-01  0.79910E-01  ( 46.92 s,  25.9 h)
+ iter    11 lrate =  0.1000000000 LL =  -1.7204559883 nd =  0.0035647272, D =   0.92382E-01  0.92382E-01  ( 54.48 s,  30.1 h)
+ iter    12 lrate =  0.1000000000 LL =  -1.7201524149 nd =  0.0035251231, D =   0.10444E+00  0.10444E+00  ( 51.81 s,  28.6 h)
+ iter    13 lrate =  0.1000000000 LL =  -1.7198722319 nd =  0.0034993477, D =   0.11599E+00  0.11599E+00  ( 47.31 s,  26.1 h)
+ iter    14 lrate =  0.1000000000 LL =  -1.7196061289 nd =  0.0034859327, D =   0.12697E+00  0.12697E+00  ( 47.78 s,  26.4 h)
+ iter    15 lrate =  0.1000000000 LL =  -1.7193527717 nd =  0.0034703810, D =   0.13739E+00  0.13739E+00  ( 48.60 s,  26.8 h)
+ iter    16 lrate =  0.1000000000 LL =  -1.7191094365 nd =  0.0034580342, D =   0.14721E+00  0.14721E+00  ( 48.36 s,  26.7 h)
+ iter    17 lrate =  0.1000000000 LL =  -1.7188739589 nd =  0.0034515811, D =   0.15645E+00  0.15645E+00  ( 49.39 s,  27.2 h)
+ iter    18 lrate =  0.1000000000 LL =  -1.7186448049 nd =  0.0034495879, D =   0.16516E+00  0.16516E+00  ( 44.14 s,  24.3 h)
+ iter    19 lrate =  0.1000000000 LL =  -1.7184201994 nd =  0.0034483042, D =   0.17342E+00  0.17342E+00  ( 48.13 s,  26.5 h)
+ iter    20 lrate =  0.1000000000 LL =  -1.7182012100 nd =  0.0034416412, D =   0.18125E+00  0.18125E+00  ( 44.57 s,  24.5 h)
+ iter    21 lrate =  0.1000000000 LL =  -1.7179876063 nd =  0.0034311346, D =   0.18866E+00  0.18866E+00  ( 55.04 s,  30.3 h)
+ iter    22 lrate =  0.1000000000 LL =  -1.7177781243 nd =  0.0034199850, D =   0.19564E+00  0.19564E+00  ( 48.65 s,  26.7 h)
+ iter    23 lrate =  0.1000000000 LL =  -1.7175724328 nd =  0.0034062783, D =   0.20222E+00  0.20222E+00  ( 44.12 s,  24.2 h)
+ iter    24 lrate =  0.1000000000 LL =  -1.7173706639 nd =  0.0033898972, D =   0.20842E+00  0.20842E+00  ( 45.42 s,  24.9 h)
+ iter    25 lrate =  0.1000000000 LL =  -1.7171736931 nd =  0.0033692823, D =   0.21426E+00  0.21426E+00  ( 41.45 s,  22.7 h)
+ iter    26 lrate =  0.1000000000 LL =  -1.7169823224 nd =  0.0033449984, D =   0.21973E+00  0.21973E+00  ( 49.84 s,  27.3 h)
+ iter    27 lrate =  0.1000000000 LL =  -1.7167957741 nd =  0.0033186861, D =   0.22484E+00  0.22484E+00  ( 48.17 s,  26.4 h)
+ iter    28 lrate =  0.1000000000 LL =  -1.7166146887 nd =  0.0032879780, D =   0.22961E+00  0.22961E+00  ( 46.58 s,  25.5 h)
+ iter    29 lrate =  0.1000000000 LL =  -1.7164390268 nd =  0.0032542784, D =   0.23400E+00  0.23400E+00  ( 46.99 s,  25.7 h)
+ iter    30 lrate =  0.1000000000 LL =  -1.7162682140 nd =  0.0032187326, D =   0.23803E+00  0.23803E+00  ( 49.50 s,  27.1 h)
+ iter    31 lrate =  0.1000000000 LL =  -1.7161020208 nd =  0.0031823720, D =   0.24174E+00  0.24174E+00  ( 54.28 s,  29.7 h)
+ iter    32 lrate =  0.1000000000 LL =  -1.7159405179 nd =  0.0031462890, D =   0.24519E+00  0.24519E+00  ( 47.54 s,  26.0 h)
+ iter    33 lrate =  0.1000000000 LL =  -1.7157833819 nd =  0.0031088164, D =   0.24840E+00  0.24840E+00  ( 41.17 s,  22.5 h)
+ iter    34 lrate =  0.1000000000 LL =  -1.7156305448 nd =  0.0030706103, D =   0.25141E+00  0.25141E+00  ( 47.62 s,  26.0 h)
+ iter    35 lrate =  0.1000000000 LL =  -1.7154817829 nd =  0.0030304883, D =   0.25426E+00  0.25426E+00  ( 48.81 s,  26.6 h)
+ iter    36 lrate =  0.1000000000 LL =  -1.7153371881 nd =  0.0029904508, D =   0.25697E+00  0.25697E+00  ( 45.57 s,  24.9 h)
+ iter    37 lrate =  0.1000000000 LL =  -1.7151968344 nd =  0.0029494013, D =   0.25957E+00  0.25957E+00  ( 48.40 s,  26.4 h)
+ iter    38 lrate =  0.1000000000 LL =  -1.7150606797 nd =  0.0029067090, D =   0.26208E+00  0.26208E+00  ( 42.50 s,  23.2 h)
+ iter    39 lrate =  0.1000000000 LL =  -1.7149286904 nd =  0.0028641520, D =   0.26454E+00  0.26454E+00  ( 47.58 s,  25.9 h)
+ iter    40 lrate =  0.1000000000 LL =  -1.7148006544 nd =  0.0028212985, D =   0.26696E+00  0.26696E+00  ( 45.56 s,  24.8 h)
+ iter    41 lrate =  0.1000000000 LL =  -1.7146764861 nd =  0.0027775979, D =   0.26935E+00  0.26935E+00  ( 57.40 s,  31.2 h)
+ iter    42 lrate =  0.1000000000 LL =  -1.7145561337 nd =  0.0027339705, D =   0.27172E+00  0.27172E+00  ( 50.49 s,  27.5 h)
+ iter    43 lrate =  0.1000000000 LL =  -1.7144395185 nd =  0.0026910410, D =   0.27408E+00  0.27408E+00  ( 52.26 s,  28.4 h)
+ iter    44 lrate =  0.1000000000 LL =  -1.7143265792 nd =  0.0026479130, D =   0.27644E+00  0.27644E+00  ( 49.22 s,  26.7 h)
+ iter    45 lrate =  0.1000000000 LL =  -1.7142173912 nd =  0.0026056286, D =   0.27879E+00  0.27879E+00  ( 49.58 s,  26.9 h)
+ iter    46 lrate =  0.1000000000 LL =  -1.7141116942 nd =  0.0025657243, D =   0.28113E+00  0.28113E+00  ( 46.21 s,  25.1 h)
+ iter    47 lrate =  0.1000000000 LL =  -1.7140091361 nd =  0.0025269586, D =   0.28346E+00  0.28346E+00  ( 49.22 s,  26.7 h)
+ iter    48 lrate =  0.1000000000 LL =  -1.7139095725 nd =  0.0024901366, D =   0.28577E+00  0.28577E+00  ( 48.46 s,  26.3 h)
+ iter    49 lrate =  0.1000000000 LL =  -1.7138128293 nd =  0.0024551505, D =   0.28805E+00  0.28805E+00  ( 48.56 s,  26.3 h)
+ iter    50 lrate =  0.1000000000 LL =  -1.7137189264 nd =  0.0018962504, D =   0.29030E+00  0.29030E+00  ( 63.48 s,  34.4 h)
+ iter    51 lrate =  0.2000000000 LL =  -1.7135937008 nd =  0.0018484313, D =   0.28934E+00  0.28934E+00  ( 72.97 s,  39.5 h)
+ iter    52 lrate =  0.3000000000 LL =  -1.7134242768 nd =  0.0017767189, D =   0.28837E+00  0.28837E+00  ( 57.46 s,  31.1 h)
+ iter    53 lrate =  0.4000000000 LL =  -1.7132214301 nd =  0.0016837560, D =   0.28782E+00  0.28782E+00  ( 63.41 s,  34.3 h)
+ iter    54 lrate =  0.5000000000 LL =  -1.7129975396 nd =  0.0015801878, D =   0.28799E+00  0.28799E+00  ( 58.44 s,  31.6 h)
+ iter    55 lrate =  0.6000000000 LL =  -1.7127627249 nd =  0.0014784560, D =   0.28890E+00  0.28890E+00  ( 61.18 s,  33.1 h)
+ iter    56 lrate =  0.7000000000 LL =  -1.7125217016 nd =  0.0013919802, D =   0.29000E+00  0.29000E+00  ( 59.81 s,  32.3 h)
+ iter    57 lrate =  0.8000000000 LL =  -1.7122734582 nd =  0.0013269951, D =   0.29026E+00  0.29026E+00  ( 67.27 s,  36.3 h)
+ iter    58 lrate =  0.9000000000 LL =  -1.7120117971 nd =  0.0012848353, D =   0.28820E+00  0.28820E+00  ( 60.99 s,  32.9 h)
+ iter    59 lrate =  1.0000000000 LL =  -1.7117277307 nd =  0.0012619663, D =   0.28220E+00  0.28220E+00  ( 66.92 s,  36.1 h)
+ iter    60 lrate =  1.0000000000 LL =  -1.7114398439 nd =  0.0012519211, D =   0.27184E+00  0.27184E+00  ( 52.56 s,  28.3 h)
+ iter    61 lrate =  1.0000000000 LL =  -1.7111448780 nd =  0.0012430976, D =   0.25724E+00  0.25724E+00  ( 68.60 s,  36.9 h)
+ iter    62 lrate =  1.0000000000 LL =  -1.7108439735 nd =  0.0012278829, D =   0.23868E+00  0.23868E+00  ( 62.42 s,  33.6 h)
+ iter    63 lrate =  1.0000000000 LL =  -1.7105405837 nd =  0.0012093257, D =   0.21650E+00  0.21650E+00  ( 64.20 s,  34.5 h)
+ iter    64 lrate =  1.0000000000 LL =  -1.7102373457 nd =  0.0011984982, D =   0.19098E+00  0.19098E+00  ( 57.18 s,  30.8 h)
+ iter    65 lrate =  1.0000000000 LL =  -1.7099339385 nd =  0.0012053236, D =   0.16248E+00  0.16248E+00  ( 61.27 s,  32.9 h)
+ iter    66 lrate =  1.0000000000 LL =  -1.7096274025 nd =  0.0012285818, D =   0.13175E+00  0.13175E+00  ( 65.66 s,  35.3 h)
+ iter    67 lrate =  1.0000000000 LL =  -1.7093168606 nd =  0.0012505214, D =   0.10051E+00  0.10051E+00  ( 54.99 s,  29.5 h)
+ iter    68 lrate =  1.0000000000 LL =  -1.7090093471 nd =  0.0012330574, D =   0.71581E-01  0.71581E-01  ( 53.12 s,  28.5 h)
+ iter    69 lrate =  1.0000000000 LL =  -1.7087268780 nd =  0.0011222237, D =   0.48499E-01  0.48499E-01  ( 62.52 s,  33.5 h)
+ iter    70 lrate =  1.0000000000 LL =  -1.7085047368 nd =  0.0009067731, D =   0.33832E-01  0.33832E-01  ( 62.84 s,  33.7 h)
+ iter    71 lrate =  1.0000000000 LL =  -1.7083575304 nd =  0.0007024072, D =   0.26799E-01  0.26799E-01  ( 70.24 s,  37.6 h)
+ iter    72 lrate =  1.0000000000 LL =  -1.7082624122 nd =  0.0005748669, D =   0.23864E-01  0.23864E-01  ( 53.79 s,  28.8 h)
+ iter    73 lrate =  1.0000000000 LL =  -1.7081951331 nd =  0.0005059492, D =   0.22527E-01  0.22527E-01  ( 57.72 s,  30.9 h)
+ iter    74 lrate =  1.0000000000 LL =  -1.7081428458 nd =  0.0004674300, D =   0.21767E-01  0.21767E-01  ( 52.32 s,  28.0 h)
+ iter    75 lrate =  1.0000000000 LL =  -1.7080994687 nd =  0.0004440123, D =   0.21223E-01  0.21223E-01  ( 60.01 s,  32.1 h)
+ iter    76 lrate =  1.0000000000 LL =  -1.7080619101 nd =  0.0004277863, D =   0.20781E-01  0.20781E-01  ( 62.08 s,  33.2 h)
+ iter    77 lrate =  1.0000000000 LL =  -1.7080285043 nd =  0.0004152953, D =   0.20400E-01  0.20400E-01  ( 63.26 s,  33.8 h)
+ iter    78 lrate =  1.0000000000 LL =  -1.7079980028 nd =  0.0004051595, D =   0.20066E-01  0.20066E-01  ( 61.91 s,  33.1 h)
+ iter    79 lrate =  1.0000000000 LL =  -1.7079697942 nd =  0.0003967349, D =   0.19776E-01  0.19776E-01  ( 63.41 s,  33.8 h)
+ iter    80 lrate =  1.0000000000 LL =  -1.7079433252 nd =  0.0003888935, D =   0.19521E-01  0.19521E-01  ( 61.36 s,  32.7 h)
+ iter    81 lrate =  1.0000000000 LL =  -1.7079182766 nd =  0.0003828833, D =   0.19296E-01  0.19296E-01  ( 69.18 s,  36.9 h)
+ iter    82 lrate =  1.0000000000 LL =  -1.7078942347 nd =  0.0003786459, D =   0.19096E-01  0.19096E-01  ( 56.58 s,  30.1 h)
+ iter    83 lrate =  1.0000000000 LL =  -1.7078709179 nd =  0.0003749659, D =   0.18921E-01  0.18921E-01  ( 72.71 s,  38.7 h)
+ iter    84 lrate =  1.0000000000 LL =  -1.7078482693 nd =  0.0003720445, D =   0.18763E-01  0.18763E-01  ( 62.61 s,  33.3 h)
+ iter    85 lrate =  1.0000000000 LL =  -1.7078261919 nd =  0.0003697808, D =   0.18618E-01  0.18618E-01  ( 64.47 s,  34.3 h)
+ iter    86 lrate =  1.0000000000 LL =  -1.7078045035 nd =  0.0003683112, D =   0.18485E-01  0.18485E-01  ( 62.36 s,  33.2 h)
+ iter    87 lrate =  1.0000000000 LL =  -1.7077831055 nd =  0.0003680038, D =   0.18365E-01  0.18365E-01  ( 50.77 s,  27.0 h)
+ iter    88 lrate =  1.0000000000 LL =  -1.7077619131 nd =  0.0003686927, D =   0.18251E-01  0.18251E-01  ( 59.17 s,  31.4 h)
+ iter    89 lrate =  1.0000000000 LL =  -1.7077408296 nd =  0.0003697205, D =   0.18144E-01  0.18144E-01  ( 62.06 s,  32.9 h)
+ iter    90 lrate =  1.0000000000 LL =  -1.7077197421 nd =  0.0003735019, D =   0.18045E-01  0.18045E-01  ( 59.81 s,  31.7 h)
+ iter    91 lrate =  1.0000000000 LL =  -1.7076984623 nd =  0.0003774779, D =   0.17951E-01  0.17951E-01  ( 74.52 s,  39.5 h)
+ iter    92 lrate =  1.0000000000 LL =  -1.7076770496 nd =  0.0003816979, D =   0.17861E-01  0.17861E-01  ( 57.90 s,  30.7 h)
+ iter    93 lrate =  1.0000000000 LL =  -1.7076553593 nd =  0.0003876740, D =   0.17772E-01  0.17772E-01  ( 61.12 s,  32.4 h)
+ iter    94 lrate =  1.0000000000 LL =  -1.7076332252 nd =  0.0003946394, D =   0.17686E-01  0.17686E-01  ( 64.13 s,  34.0 h)
+ iter    95 lrate =  1.0000000000 LL =  -1.7076106793 nd =  0.0004029924, D =   0.17599E-01  0.17599E-01  ( 59.55 s,  31.5 h)
+ iter    96 lrate =  1.0000000000 LL =  -1.7075875587 nd =  0.0004120298, D =   0.17512E-01  0.17512E-01  ( 65.03 s,  34.4 h)
+ iter    97 lrate =  1.0000000000 LL =  -1.7075638485 nd =  0.0004206305, D =   0.17427E-01  0.17427E-01  ( 52.03 s,  27.5 h)
+ iter    98 lrate =  1.0000000000 LL =  -1.7075394058 nd =  0.0004293902, D =   0.17338E-01  0.17338E-01  ( 54.51 s,  28.8 h)
+ iter    99 lrate =  1.0000000000 LL =  -1.7075143407 nd =  0.0004385721, D =   0.17248E-01  0.17248E-01  ( 55.01 s,  29.0 h)
+ iter   100 lrate =  1.0000000000 LL =  -1.7074886923 nd =  0.0004452379, D =   0.17162E-01  0.17162E-01  ( 60.81 s,  32.1 h)
+ iter   101 lrate =  1.0000000000 LL =  -1.7074803860 nd =  0.0004536277, D =   0.17162E-01  0.17162E-01  ( 63.64 s,  33.6 h)
+ iter   102 lrate =  1.0000000000 LL =  -1.7074725786 nd =  0.0004598181, D =   0.17162E-01  0.17162E-01  ( 59.95 s,  31.6 h)
+ iter   103 lrate =  1.0000000000 LL =  -1.7074651174 nd =  0.0004647161, D =   0.17162E-01  0.17162E-01  ( 56.09 s,  29.6 h)
+ iter   104 lrate =  1.0000000000 LL =  -1.7074578299 nd =  0.0004688521, D =   0.17162E-01  0.17162E-01  ( 62.47 s,  32.9 h)
+ iter   105 lrate =  1.0000000000 LL =  -1.7074507365 nd =  0.0004725685, D =   0.17162E-01  0.17162E-01  ( 58.48 s,  30.8 h)
+ iter   106 lrate =  1.0000000000 LL =  -1.7074438109 nd =  0.0004759975, D =   0.17162E-01  0.17162E-01  ( 55.32 s,  29.1 h)
+ iter   107 lrate =  1.0000000000 LL =  -1.7074170327 nd =  0.0004759289, D =   0.17146E-01  0.17146E-01  ( 58.92 s,  31.0 h)
+ iter   108 lrate =  1.0000000000 LL =  -1.7073900564 nd =  0.0004736345, D =   0.17068E-01  0.17068E-01  ( 63.43 s,  33.3 h)
+ iter   109 lrate =  1.0000000000 LL =  -1.7073634486 nd =  0.0004703960, D =   0.16982E-01  0.16982E-01  ( 56.92 s,  29.9 h)
+ iter   110 lrate =  1.0000000000 LL =  -1.7073371153 nd =  0.0004653244, D =   0.16893E-01  0.16893E-01  ( 65.05 s,  34.2 h)
+ iter   111 lrate =  1.0000000000 LL =  -1.7073112494 nd =  0.0004582639, D =   0.16817E-01  0.16817E-01  ( 71.39 s,  37.5 h)
+ iter   112 lrate =  1.0000000000 LL =  -1.7072858907 nd =  0.0004481372, D =   0.16751E-01  0.16751E-01  ( 59.45 s,  31.2 h)
+ iter   113 lrate =  1.0000000000 LL =  -1.7072613797 nd =  0.0004379956, D =   0.16700E-01  0.16700E-01  ( 54.95 s,  28.8 h)
+ iter   114 lrate =  1.0000000000 LL =  -1.7072377054 nd =  0.0004271702, D =   0.16662E-01  0.16662E-01  ( 59.38 s,  31.1 h)
+ iter   115 lrate =  1.0000000000 LL =  -1.7072147860 nd =  0.0004163757, D =   0.16639E-01  0.16639E-01  ( 58.88 s,  30.8 h)
+ iter   116 lrate =  1.0000000000 LL =  -1.7071926809 nd =  0.0004055592, D =   0.16626E-01  0.16626E-01  ( 56.23 s,  29.4 h)
+ iter   117 lrate =  1.0000000000 LL =  -1.7071713966 nd =  0.0003947434, D =   0.16622E-01  0.16622E-01  ( 51.94 s,  27.2 h)
+ iter   118 lrate =  1.0000000000 LL =  -1.7071509221 nd =  0.0003849266, D =   0.16625E-01  0.16625E-01  ( 65.51 s,  34.2 h)
+ iter   119 lrate =  1.0000000000 LL =  -1.7071311238 nd =  0.0003759001, D =   0.16640E-01  0.16640E-01  ( 65.17 s,  34.1 h)
+ iter   120 lrate =  1.0000000000 LL =  -1.7071119266 nd =  0.0003689769, D =   0.16662E-01  0.16662E-01  ( 59.66 s,  31.2 h)
+ iter   121 lrate =  1.0000000000 LL =  -1.7070932383 nd =  0.0003636692, D =   0.16688E-01  0.16688E-01  ( 68.64 s,  35.8 h)
+ iter   122 lrate =  1.0000000000 LL =  -1.7070748456 nd =  0.0003584053, D =   0.16718E-01  0.16718E-01  ( 58.32 s,  30.4 h)
+ iter   123 lrate =  1.0000000000 LL =  -1.7070568471 nd =  0.0003546734, D =   0.16754E-01  0.16754E-01  ( 58.86 s,  30.7 h)
+ iter   124 lrate =  1.0000000000 LL =  -1.7070389906 nd =  0.0003520457, D =   0.16794E-01  0.16794E-01  ( 57.95 s,  30.2 h)
+ iter   125 lrate =  1.0000000000 LL =  -1.7070213359 nd =  0.0003503401, D =   0.16838E-01  0.16838E-01  ( 58.62 s,  30.5 h)
+ iter   126 lrate =  1.0000000000 LL =  -1.7070038170 nd =  0.0003486509, D =   0.16888E-01  0.16888E-01  ( 52.64 s,  27.4 h)
+ iter   127 lrate =  1.0000000000 LL =  -1.7069863578 nd =  0.0003471968, D =   0.16940E-01  0.16940E-01  ( 57.91 s,  30.1 h)
+ iter   128 lrate =  1.0000000000 LL =  -1.7069690160 nd =  0.0003461928, D =   0.16995E-01  0.16995E-01  ( 54.90 s,  28.5 h)
+ iter   129 lrate =  1.0000000000 LL =  -1.7069517247 nd =  0.0003449609, D =   0.17055E-01  0.17055E-01  ( 56.80 s,  29.5 h)
+ iter   130 lrate =  1.0000000000 LL =  -1.7069345088 nd =  0.0003438873, D =   0.17116E-01  0.17116E-01  ( 61.89 s,  32.1 h)
+ iter   131 lrate =  1.0000000000 LL =  -1.7069174197 nd =  0.0003421168, D =   0.17178E-01  0.17178E-01  ( 60.01 s,  31.2 h)
+ iter   132 lrate =  1.0000000000 LL =  -1.7069004411 nd =  0.0003396272, D =   0.17242E-01  0.17242E-01  ( 58.71 s,  30.5 h)
+ iter   133 lrate =  1.0000000000 LL =  -1.7068836572 nd =  0.0003376238, D =   0.17309E-01  0.17309E-01  ( 62.86 s,  32.6 h)
+ iter   134 lrate =  1.0000000000 LL =  -1.7068670586 nd =  0.0003352128, D =   0.17380E-01  0.17380E-01  ( 56.04 s,  29.0 h)
+ iter   135 lrate =  1.0000000000 LL =  -1.7068506307 nd =  0.0003322416, D =   0.17450E-01  0.17450E-01  ( 60.31 s,  31.2 h)
+ iter   136 lrate =  1.0000000000 LL =  -1.7068344341 nd =  0.0003290356, D =   0.17524E-01  0.17524E-01  ( 61.55 s,  31.9 h)
+ iter   137 lrate =  1.0000000000 LL =  -1.7068184887 nd =  0.0003255850, D =   0.17599E-01  0.17599E-01  ( 60.30 s,  31.2 h)
+ iter   138 lrate =  1.0000000000 LL =  -1.7068028055 nd =  0.0003222468, D =   0.17676E-01  0.17676E-01  ( 62.05 s,  32.1 h)
+ iter   139 lrate =  1.0000000000 LL =  -1.7067873742 nd =  0.0003190284, D =   0.17753E-01  0.17753E-01  ( 70.32 s,  36.3 h)
+ iter   140 lrate =  1.0000000000 LL =  -1.7067721825 nd =  0.0003166489, D =   0.17832E-01  0.17832E-01  ( 62.84 s,  32.5 h)
+ iter   141 lrate =  1.0000000000 LL =  -1.7067572061 nd =  0.0003141668, D =   0.17913E-01  0.17913E-01  ( 59.78 s,  30.9 h)
+ iter   142 lrate =  1.0000000000 LL =  -1.7067424189 nd =  0.0003124620, D =   0.17995E-01  0.17995E-01  ( 53.49 s,  27.6 h)
+ iter   143 lrate =  1.0000000000 LL =  -1.7067277904 nd =  0.0003124397, D =   0.18078E-01  0.18078E-01  ( 61.50 s,  31.7 h)
+ iter   144 lrate =  1.0000000000 LL =  -1.7067131881 nd =  0.0003136425, D =   0.18164E-01  0.18164E-01  ( 56.88 s,  29.3 h)
+ iter   145 lrate =  1.0000000000 LL =  -1.7066985608 nd =  0.0003162078, D =   0.18250E-01  0.18250E-01  ( 59.35 s,  30.6 h)
+ iter   146 lrate =  1.0000000000 LL =  -1.7066837661 nd =  0.0003206427, D =   0.18338E-01  0.18338E-01  ( 53.90 s,  27.8 h)
+ iter   147 lrate =  1.0000000000 LL =  -1.7066686730 nd =  0.0003272196, D =   0.18429E-01  0.18429E-01  ( 53.62 s,  27.6 h)
+ iter   148 lrate =  1.0000000000 LL =  -1.7066530966 nd =  0.0003362504, D =   0.18519E-01  0.18519E-01  ( 59.66 s,  30.7 h)
+ iter   149 lrate =  1.0000000000 LL =  -1.7066368750 nd =  0.0003475616, D =   0.18612E-01  0.18612E-01  ( 58.77 s,  30.2 h)
+ iter   150 lrate =  1.0000000000 LL =  -1.7066198161 nd =  0.0003617160, D =   0.18705E-01  0.18705E-01  ( 56.55 s,  29.1 h)
+ iter   151 lrate =  1.0000000000 LL =  -1.7066016138 nd =  0.0003784671, D =   0.18801E-01  0.18801E-01  ( 69.09 s,  35.5 h)
+ iter   152 lrate =  1.0000000000 LL =  -1.7065819922 nd =  0.0003972791, D =   0.18899E-01  0.18899E-01  ( 64.21 s,  33.0 h)
+ iter   153 lrate =  1.0000000000 LL =  -1.7065606853 nd =  0.0004179610, D =   0.19000E-01  0.19000E-01  ( 65.04 s,  33.4 h)
+ iter   154 lrate =  1.0000000000 LL =  -1.7065374755 nd =  0.0004391018, D =   0.19101E-01  0.19101E-01  ( 52.93 s,  27.1 h)
+ iter   155 lrate =  1.0000000000 LL =  -1.7065121027 nd =  0.0004597932, D =   0.19203E-01  0.19203E-01  ( 62.00 s,  31.8 h)
+ iter   156 lrate =  1.0000000000 LL =  -1.7064844732 nd =  0.0004784369, D =   0.19303E-01  0.19303E-01  ( 63.13 s,  32.3 h)
+ iter   157 lrate =  1.0000000000 LL =  -1.7064547088 nd =  0.0004918837, D =   0.19397E-01  0.19397E-01  ( 64.66 s,  33.1 h)
+ iter   158 lrate =  1.0000000000 LL =  -1.7064233141 nd =  0.0004984565, D =   0.19484E-01  0.19484E-01  ( 56.02 s,  28.7 h)
+ iter   159 lrate =  1.0000000000 LL =  -1.7063909322 nd =  0.0004975157, D =   0.19562E-01  0.19562E-01  ( 57.30 s,  29.3 h)
+ iter   160 lrate =  1.0000000000 LL =  -1.7063587212 nd =  0.0004875542, D =   0.19630E-01  0.19630E-01  ( 57.93 s,  29.6 h)
+ iter   161 lrate =  1.0000000000 LL =  -1.7063276728 nd =  0.0004701551, D =   0.19685E-01  0.19685E-01  ( 64.75 s,  33.1 h)
+ iter   162 lrate =  1.0000000000 LL =  -1.7062985619 nd =  0.0004455006, D =   0.19728E-01  0.19728E-01  ( 53.28 s,  27.2 h)
+ iter   163 lrate =  1.0000000000 LL =  -1.7062721852 nd =  0.0004161160, D =   0.19757E-01  0.19757E-01  ( 61.08 s,  31.2 h)
+ iter   164 lrate =  1.0000000000 LL =  -1.7062489201 nd =  0.0003847263, D =   0.19780E-01  0.19780E-01  ( 60.95 s,  31.1 h)
+ iter   165 lrate =  1.0000000000 LL =  -1.7062287303 nd =  0.0003532393, D =   0.19800E-01  0.19800E-01  ( 57.93 s,  29.5 h)
+ iter   166 lrate =  1.0000000000 LL =  -1.7062114194 nd =  0.0003229695, D =   0.19819E-01  0.19819E-01  ( 63.05 s,  32.1 h)
+ iter   167 lrate =  1.0000000000 LL =  -1.7061966200 nd =  0.0002955744, D =   0.19840E-01  0.19840E-01  ( 63.30 s,  32.2 h)
+ iter   168 lrate =  1.0000000000 LL =  -1.7061839359 nd =  0.0002719181, D =   0.19864E-01  0.19864E-01  ( 58.90 s,  30.0 h)
+ iter   169 lrate =  1.0000000000 LL =  -1.7061729109 nd =  0.0002523497, D =   0.19891E-01  0.19891E-01  ( 58.21 s,  29.6 h)
+ iter   170 lrate =  1.0000000000 LL =  -1.7061631239 nd =  0.0002364550, D =   0.19924E-01  0.19924E-01  ( 58.80 s,  29.9 h)
+ iter   171 lrate =  1.0000000000 LL =  -1.7061543041 nd =  0.0002236585, D =   0.19965E-01  0.19965E-01  ( 59.13 s,  30.0 h)
+ iter   172 lrate =  1.0000000000 LL =  -1.7061462047 nd =  0.0002134534, D =   0.20008E-01  0.20008E-01  ( 63.92 s,  32.5 h)
+ iter   173 lrate =  1.0000000000 LL =  -1.7061386279 nd =  0.0002055644, D =   0.20052E-01  0.20052E-01  ( 62.52 s,  31.7 h)
+ iter   174 lrate =  1.0000000000 LL =  -1.7061314953 nd =  0.0001995081, D =   0.20098E-01  0.20098E-01  ( 57.35 s,  29.1 h)
+ iter   175 lrate =  1.0000000000 LL =  -1.7061246526 nd =  0.0001945766, D =   0.20147E-01  0.20147E-01  ( 56.68 s,  28.7 h)
+ iter   176 lrate =  1.0000000000 LL =  -1.7061180569 nd =  0.0001907041, D =   0.20199E-01  0.20199E-01  ( 60.75 s,  30.8 h)
+ iter   177 lrate =  1.0000000000 LL =  -1.7061117208 nd =  0.0001874236, D =   0.20251E-01  0.20251E-01  ( 60.37 s,  30.6 h)
+ iter   178 lrate =  1.0000000000 LL =  -1.7061055145 nd =  0.0001846489, D =   0.20305E-01  0.20305E-01  ( 60.71 s,  30.7 h)
+ iter   179 lrate =  1.0000000000 LL =  -1.7060994308 nd =  0.0001825070, D =   0.20359E-01  0.20359E-01  ( 59.44 s,  30.1 h)
+ iter   180 lrate =  1.0000000000 LL =  -1.7060934706 nd =  0.0001804046, D =   0.20414E-01  0.20414E-01  ( 59.04 s,  29.8 h)
+ iter   181 lrate =  1.0000000000 LL =  -1.7060876191 nd =  0.0001782976, D =   0.20469E-01  0.20469E-01  ( 70.65 s,  35.7 h)
+ iter   182 lrate =  1.0000000000 LL =  -1.7060818690 nd =  0.0001766059, D =   0.20525E-01  0.20525E-01  ( 57.01 s,  28.8 h)
+ iter   183 lrate =  1.0000000000 LL =  -1.7060761973 nd =  0.0001751625, D =   0.20584E-01  0.20584E-01  ( 53.20 s,  26.9 h)
+ iter   184 lrate =  1.0000000000 LL =  -1.7060706550 nd =  0.0001736624, D =   0.20643E-01  0.20643E-01  ( 60.01 s,  30.3 h)
+ iter   185 lrate =  1.0000000000 LL =  -1.7060651707 nd =  0.0001720566, D =   0.20701E-01  0.20701E-01  ( 52.28 s,  26.4 h)
+ iter   186 lrate =  1.0000000000 LL =  -1.7060597747 nd =  0.0001709615, D =   0.20759E-01  0.20759E-01  ( 56.11 s,  28.3 h)
+ iter   187 lrate =  1.0000000000 LL =  -1.7060544303 nd =  0.0001696741, D =   0.20818E-01  0.20818E-01  ( 56.22 s,  28.3 h)
+ iter   188 lrate =  1.0000000000 LL =  -1.7060491597 nd =  0.0001687512, D =   0.20877E-01  0.20877E-01  ( 60.33 s,  30.4 h)
+ iter   189 lrate =  1.0000000000 LL =  -1.7060439307 nd =  0.0001676509, D =   0.20938E-01  0.20938E-01  ( 58.81 s,  29.6 h)
+ iter   190 lrate =  1.0000000000 LL =  -1.7060387506 nd =  0.0001665612, D =   0.21000E-01  0.21000E-01  ( 51.66 s,  26.0 h)
+ iter   191 lrate =  1.0000000000 LL =  -1.7060336384 nd =  0.0001651785, D =   0.21062E-01  0.21062E-01  ( 64.02 s,  32.2 h)
+ iter   192 lrate =  1.0000000000 LL =  -1.7060285995 nd =  0.0001640885, D =   0.21124E-01  0.21124E-01  ( 61.63 s,  31.0 h)
+ iter   193 lrate =  1.0000000000 LL =  -1.7060236544 nd =  0.0001631611, D =   0.21188E-01  0.21188E-01  ( 60.41 s,  30.3 h)
+ iter   194 lrate =  1.0000000000 LL =  -1.7060187225 nd =  0.0001626718, D =   0.21251E-01  0.21251E-01  ( 58.97 s,  29.6 h)
+ iter   195 lrate =  1.0000000000 LL =  -1.7060138246 nd =  0.0001616533, D =   0.21315E-01  0.21315E-01  ( 59.27 s,  29.7 h)
+ iter   196 lrate =  1.0000000000 LL =  -1.7060089802 nd =  0.0001607487, D =   0.21379E-01  0.21379E-01  ( 62.34 s,  31.2 h)
+ iter   197 lrate =  1.0000000000 LL =  -1.7060041986 nd =  0.0001599911, D =   0.21443E-01  0.21443E-01  ( 58.75 s,  29.4 h)
+ iter   198 lrate =  1.0000000000 LL =  -1.7059994653 nd =  0.0001587312, D =   0.21508E-01  0.21508E-01  ( 61.04 s,  30.6 h)
+ iter   199 lrate =  1.0000000000 LL =  -1.7059947649 nd =  0.0001577990, D =   0.21573E-01  0.21573E-01  ( 55.37 s,  27.7 h)
+ iter   200 lrate =  1.0000000000 LL =  -1.7059901460 nd =  0.0001570106, D =   0.21640E-01  0.21640E-01  ( 63.92 s,  32.0 h)
+ iter   201 lrate =  1.0000000000 LL =  -1.7059874569 nd =  0.0001589219, D =   0.21640E-01  0.21640E-01  ( 67.11 s,  33.5 h)
+ iter   202 lrate =  1.0000000000 LL =  -1.7059848097 nd =  0.0001599031, D =   0.21640E-01  0.21640E-01  ( 53.41 s,  26.7 h)
+ iter   203 lrate =  1.0000000000 LL =  -1.7059821718 nd =  0.0001606328, D =   0.21640E-01  0.21640E-01  ( 57.91 s,  28.9 h)
+ iter   204 lrate =  1.0000000000 LL =  -1.7059795712 nd =  0.0001612799, D =   0.21640E-01  0.21640E-01  ( 52.67 s,  26.3 h)
+ iter   205 lrate =  1.0000000000 LL =  -1.7059770130 nd =  0.0001618926, D =   0.21640E-01  0.21640E-01  ( 56.02 s,  27.9 h)
+ iter   206 lrate =  1.0000000000 LL =  -1.7059744805 nd =  0.0001624696, D =   0.21640E-01  0.21640E-01  ( 60.37 s,  30.1 h)
+ iter   207 lrate =  1.0000000000 LL =  -1.7059699589 nd =  0.0001598753, D =   0.21738E-01  0.21738E-01  ( 56.78 s,  28.3 h)
+ iter   208 lrate =  1.0000000000 LL =  -1.7059654776 nd =  0.0001598056, D =   0.21817E-01  0.21817E-01  ( 59.08 s,  29.4 h)
+ iter   209 lrate =  1.0000000000 LL =  -1.7059610492 nd =  0.0001582121, D =   0.21894E-01  0.21894E-01  ( 58.39 s,  29.0 h)
+ iter   210 lrate =  1.0000000000 LL =  -1.7059566817 nd =  0.0001574329, D =   0.21967E-01  0.21967E-01  ( 59.45 s,  29.6 h)
+ iter   211 lrate =  1.0000000000 LL =  -1.7059523318 nd =  0.0001562774, D =   0.22040E-01  0.22040E-01  ( 69.80 s,  34.7 h)
+ iter   212 lrate =  1.0000000000 LL =  -1.7059480375 nd =  0.0001556431, D =   0.22113E-01  0.22113E-01  ( 53.80 s,  26.7 h)
+ iter   213 lrate =  1.0000000000 LL =  -1.7059437898 nd =  0.0001548053, D =   0.22186E-01  0.22186E-01  ( 63.76 s,  31.6 h)
+ iter   214 lrate =  1.0000000000 LL =  -1.7059395547 nd =  0.0001546579, D =   0.22258E-01  0.22258E-01  ( 60.78 s,  30.2 h)
+ iter   215 lrate =  1.0000000000 LL =  -1.7059353385 nd =  0.0001541142, D =   0.22332E-01  0.22332E-01  ( 55.66 s,  27.6 h)
+ iter   216 lrate =  1.0000000000 LL =  -1.7059311669 nd =  0.0001535938, D =   0.22406E-01  0.22406E-01  ( 57.32 s,  28.4 h)
+ iter   217 lrate =  1.0000000000 LL =  -1.7059270291 nd =  0.0001532772, D =   0.22482E-01  0.22482E-01  ( 55.20 s,  27.3 h)
+ iter   218 lrate =  1.0000000000 LL =  -1.7059229309 nd =  0.0001528447, D =   0.22558E-01  0.22558E-01  ( 62.20 s,  30.8 h)
+ iter   219 lrate =  1.0000000000 LL =  -1.7059188491 nd =  0.0001523333, D =   0.22634E-01  0.22634E-01  ( 63.01 s,  31.2 h)
+ iter   220 lrate =  1.0000000000 LL =  -1.7059147821 nd =  0.0001521721, D =   0.22710E-01  0.22710E-01  ( 49.10 s,  24.3 h)
+ iter   221 lrate =  1.0000000000 LL =  -1.7059107649 nd =  0.0001520325, D =   0.22786E-01  0.22786E-01  ( 59.15 s,  29.2 h)
+ iter   222 lrate =  1.0000000000 LL =  -1.7059067507 nd =  0.0001517885, D =   0.22862E-01  0.22862E-01  ( 63.19 s,  31.2 h)
+ iter   223 lrate =  1.0000000000 LL =  -1.7059027512 nd =  0.0001515029, D =   0.22939E-01  0.22939E-01  ( 57.62 s,  28.4 h)
+ iter   224 lrate =  1.0000000000 LL =  -1.7058987750 nd =  0.0001506457, D =   0.23015E-01  0.23015E-01  ( 58.93 s,  29.1 h)
+ iter   225 lrate =  1.0000000000 LL =  -1.7058948400 nd =  0.0001503685, D =   0.23092E-01  0.23092E-01  ( 51.54 s,  25.4 h)
+ iter   226 lrate =  1.0000000000 LL =  -1.7058909118 nd =  0.0001499957, D =   0.23168E-01  0.23168E-01  ( 63.89 s,  31.5 h)
+ iter   227 lrate =  1.0000000000 LL =  -1.7058870121 nd =  0.0001496324, D =   0.23246E-01  0.23246E-01  ( 56.04 s,  27.6 h)
+ iter   228 lrate =  1.0000000000 LL =  -1.7058831210 nd =  0.0001493235, D =   0.23323E-01  0.23323E-01  ( 62.06 s,  30.5 h)
+ iter   229 lrate =  1.0000000000 LL =  -1.7058792596 nd =  0.0001488987, D =   0.23400E-01  0.23400E-01  ( 57.51 s,  28.3 h)
+ iter   230 lrate =  1.0000000000 LL =  -1.7058754225 nd =  0.0001489233, D =   0.23478E-01  0.23478E-01  ( 57.41 s,  28.2 h)
+ iter   231 lrate =  1.0000000000 LL =  -1.7058716114 nd =  0.0001489532, D =   0.23556E-01  0.23556E-01  ( 64.20 s,  31.5 h)
+ iter   232 lrate =  1.0000000000 LL =  -1.7058678924 nd =  0.0001479913, D =   0.23636E-01  0.23636E-01  ( 66.17 s,  32.5 h)
+ iter   233 lrate =  1.0000000000 LL =  -1.7058642139 nd =  0.0001468855, D =   0.23715E-01  0.23715E-01  ( 57.61 s,  28.3 h)
+ iter   234 lrate =  1.0000000000 LL =  -1.7058605795 nd =  0.0001460097, D =   0.23792E-01  0.23792E-01  ( 54.03 s,  26.5 h)
+ iter   235 lrate =  1.0000000000 LL =  -1.7058569888 nd =  0.0001458255, D =   0.23868E-01  0.23868E-01  ( 56.54 s,  27.7 h)
+ iter   236 lrate =  1.0000000000 LL =  -1.7058534136 nd =  0.0001454821, D =   0.23944E-01  0.23944E-01  ( 62.64 s,  30.7 h)
+ iter   237 lrate =  1.0000000000 LL =  -1.7058498690 nd =  0.0001450815, D =   0.24020E-01  0.24020E-01  ( 60.54 s,  29.6 h)
+ iter   238 lrate =  1.0000000000 LL =  -1.7058463697 nd =  0.0001447463, D =   0.24094E-01  0.24094E-01  ( 54.46 s,  26.7 h)
+ iter   239 lrate =  1.0000000000 LL =  -1.7058428844 nd =  0.0001438692, D =   0.24168E-01  0.24168E-01  ( 61.16 s,  29.9 h)
+ iter   240 lrate =  1.0000000000 LL =  -1.7058394203 nd =  0.0001431573, D =   0.24243E-01  0.24243E-01  ( 60.74 s,  29.7 h)
+ iter   241 lrate =  1.0000000000 LL =  -1.7058359858 nd =  0.0001423890, D =   0.24316E-01  0.24316E-01  ( 69.10 s,  33.8 h)
+ iter   242 lrate =  1.0000000000 LL =  -1.7058325976 nd =  0.0001419758, D =   0.24390E-01  0.24390E-01  ( 57.97 s,  28.3 h)
+ iter   243 lrate =  1.0000000000 LL =  -1.7058292199 nd =  0.0001412795, D =   0.24462E-01  0.24462E-01  ( 65.55 s,  32.0 h)
+ iter   244 lrate =  1.0000000000 LL =  -1.7058258739 nd =  0.0001407364, D =   0.24532E-01  0.24532E-01  ( 64.22 s,  31.3 h)
+ iter   245 lrate =  1.0000000000 LL =  -1.7058225527 nd =  0.0001404831, D =   0.24602E-01  0.24602E-01  ( 58.31 s,  28.4 h)
+ iter   246 lrate =  1.0000000000 LL =  -1.7058192330 nd =  0.0001399048, D =   0.24672E-01  0.24672E-01  ( 55.72 s,  27.1 h)
+ iter   247 lrate =  1.0000000000 LL =  -1.7058159518 nd =  0.0001394003, D =   0.24741E-01  0.24741E-01  ( 56.02 s,  27.3 h)
+ iter   248 lrate =  1.0000000000 LL =  -1.7058126873 nd =  0.0001389924, D =   0.24809E-01  0.24809E-01  ( 58.16 s,  28.3 h)
+ iter   249 lrate =  1.0000000000 LL =  -1.7058094416 nd =  0.0001385131, D =   0.24877E-01  0.24877E-01  ( 60.76 s,  29.6 h)
+ iter   250 lrate =  1.0000000000 LL =  -1.7058062031 nd =  0.0001380379, D =   0.24943E-01  0.24943E-01  ( 60.40 s,  29.4 h)
+ iter   251 lrate =  1.0000000000 LL =  -1.7058029948 nd =  0.0001381160, D =   0.25009E-01  0.25009E-01  ( 70.71 s,  34.4 h)
+ iter   252 lrate =  1.0000000000 LL =  -1.7057997691 nd =  0.0001375463, D =   0.25074E-01  0.25074E-01  ( 62.86 s,  30.5 h)
+ iter   253 lrate =  1.0000000000 LL =  -1.7057966047 nd =  0.0001369095, D =   0.25137E-01  0.25137E-01  ( 63.21 s,  30.7 h)
+ iter   254 lrate =  1.0000000000 LL =  -1.7057934645 nd =  0.0001364607, D =   0.25197E-01  0.25197E-01  ( 49.54 s,  24.0 h)
+ iter   255 lrate =  1.0000000000 LL =  -1.7057903205 nd =  0.0001360100, D =   0.25257E-01  0.25257E-01  ( 63.54 s,  30.8 h)
+ iter   256 lrate =  1.0000000000 LL =  -1.7057871938 nd =  0.0001356615, D =   0.25315E-01  0.25315E-01  ( 58.35 s,  28.3 h)
+ iter   257 lrate =  1.0000000000 LL =  -1.7057840957 nd =  0.0001353921, D =   0.25370E-01  0.25370E-01  ( 55.58 s,  26.9 h)
+ iter   258 lrate =  1.0000000000 LL =  -1.7057809935 nd =  0.0001351523, D =   0.25423E-01  0.25423E-01  ( 58.43 s,  28.3 h)
+ iter   259 lrate =  1.0000000000 LL =  -1.7057779139 nd =  0.0001349239, D =   0.25474E-01  0.25474E-01  ( 64.83 s,  31.4 h)
+ iter   260 lrate =  1.0000000000 LL =  -1.7057748511 nd =  0.0001348033, D =   0.25524E-01  0.25524E-01  ( 66.06 s,  31.9 h)
+ iter   261 lrate =  1.0000000000 LL =  -1.7057718106 nd =  0.0001346740, D =   0.25573E-01  0.25573E-01  ( 62.82 s,  30.3 h)
+ iter   262 lrate =  1.0000000000 LL =  -1.7057687725 nd =  0.0001346702, D =   0.25619E-01  0.25619E-01  ( 58.49 s,  28.2 h)
+ iter   263 lrate =  1.0000000000 LL =  -1.7057657272 nd =  0.0001346127, D =   0.25663E-01  0.25663E-01  ( 61.92 s,  29.9 h)
+ iter   264 lrate =  1.0000000000 LL =  -1.7057627212 nd =  0.0001348179, D =   0.25704E-01  0.25704E-01  ( 59.91 s,  28.9 h)
+ iter   265 lrate =  1.0000000000 LL =  -1.7057597228 nd =  0.0001350783, D =   0.25743E-01  0.25743E-01  ( 55.88 s,  26.9 h)
+ iter   266 lrate =  1.0000000000 LL =  -1.7057567362 nd =  0.0001356790, D =   0.25779E-01  0.25779E-01  ( 64.54 s,  31.1 h)
+ iter   267 lrate =  1.0000000000 LL =  -1.7057537363 nd =  0.0001366449, D =   0.25812E-01  0.25812E-01  ( 56.37 s,  27.1 h)
+ iter   268 lrate =  1.0000000000 LL =  -1.7057507215 nd =  0.0001375419, D =   0.25844E-01  0.25844E-01  ( 54.38 s,  26.2 h)
+ iter   269 lrate =  1.0000000000 LL =  -1.7057477121 nd =  0.0001386853, D =   0.25873E-01  0.25873E-01  ( 56.07 s,  27.0 h)
+ iter   270 lrate =  1.0000000000 LL =  -1.7057446795 nd =  0.0001401611, D =   0.25898E-01  0.25898E-01  ( 58.19 s,  28.0 h)
+ iter   271 lrate =  1.0000000000 LL =  -1.7057416391 nd =  0.0001419449, D =   0.25922E-01  0.25922E-01  ( 67.46 s,  32.4 h)
+ iter   272 lrate =  1.0000000000 LL =  -1.7057385742 nd =  0.0001439770, D =   0.25942E-01  0.25942E-01  ( 61.23 s,  29.4 h)
+ iter   273 lrate =  1.0000000000 LL =  -1.7057354946 nd =  0.0001461696, D =   0.25960E-01  0.25960E-01  ( 60.63 s,  29.1 h)
+ iter   274 lrate =  1.0000000000 LL =  -1.7057323886 nd =  0.0001489009, D =   0.25975E-01  0.25975E-01  ( 56.52 s,  27.1 h)
+ iter   275 lrate =  1.0000000000 LL =  -1.7057292437 nd =  0.0001517536, D =   0.25987E-01  0.25987E-01  ( 59.34 s,  28.4 h)
+ iter   276 lrate =  1.0000000000 LL =  -1.7057260383 nd =  0.0001548024, D =   0.25996E-01  0.25996E-01  ( 59.74 s,  28.6 h)
+ iter   277 lrate =  1.0000000000 LL =  -1.7057228123 nd =  0.0001581077, D =   0.26003E-01  0.26003E-01  ( 59.33 s,  28.4 h)
+ iter   278 lrate =  1.0000000000 LL =  -1.7057195380 nd =  0.0001614199, D =   0.26009E-01  0.26009E-01  ( 65.68 s,  31.4 h)
+ iter   279 lrate =  1.0000000000 LL =  -1.7057162165 nd =  0.0001644299, D =   0.26013E-01  0.26013E-01  ( 61.54 s,  29.4 h)
+ iter   280 lrate =  1.0000000000 LL =  -1.7057128377 nd =  0.0001671107, D =   0.26016E-01  0.26016E-01  ( 57.57 s,  27.5 h)
+ iter   281 lrate =  1.0000000000 LL =  -1.7057094237 nd =  0.0001693366, D =   0.26019E-01  0.26019E-01  ( 70.36 s,  33.6 h)
+ iter   282 lrate =  1.0000000000 LL =  -1.7057059852 nd =  0.0001715659, D =   0.26020E-01  0.26020E-01  ( 63.43 s,  30.3 h)
+ iter   283 lrate =  1.0000000000 LL =  -1.7057025491 nd =  0.0001732644, D =   0.26022E-01  0.26022E-01  ( 56.32 s,  26.9 h)
+ iter   284 lrate =  1.0000000000 LL =  -1.7056990547 nd =  0.0001744130, D =   0.26024E-01  0.26024E-01  ( 57.72 s,  27.5 h)
+ iter   285 lrate =  1.0000000000 LL =  -1.7056955533 nd =  0.0001752120, D =   0.26027E-01  0.26027E-01  ( 58.28 s,  27.8 h)
+ iter   286 lrate =  1.0000000000 LL =  -1.7056920601 nd =  0.0001752374, D =   0.26030E-01  0.26030E-01  ( 60.42 s,  28.8 h)
+ iter   287 lrate =  1.0000000000 LL =  -1.7056885603 nd =  0.0001744953, D =   0.26035E-01  0.26035E-01  ( 56.11 s,  26.7 h)
+ iter   288 lrate =  1.0000000000 LL =  -1.7056850903 nd =  0.0001734569, D =   0.26040E-01  0.26040E-01  ( 57.10 s,  27.2 h)
+ iter   289 lrate =  1.0000000000 LL =  -1.7056816671 nd =  0.0001719521, D =   0.26047E-01  0.26047E-01  ( 62.97 s,  29.9 h)
+ iter   290 lrate =  1.0000000000 LL =  -1.7056783119 nd =  0.0001704295, D =   0.26056E-01  0.26056E-01  ( 61.52 s,  29.2 h)
+ iter   291 lrate =  1.0000000000 LL =  -1.7056749799 nd =  0.0001688615, D =   0.26066E-01  0.26066E-01  ( 64.10 s,  30.4 h)
+ iter   292 lrate =  1.0000000000 LL =  -1.7056717130 nd =  0.0001671948, D =   0.26077E-01  0.26077E-01  ( 60.60 s,  28.8 h)
+ iter   293 lrate =  1.0000000000 LL =  -1.7056684558 nd =  0.0001655183, D =   0.26090E-01  0.26090E-01  ( 64.66 s,  30.7 h)
+ iter   294 lrate =  1.0000000000 LL =  -1.7056652580 nd =  0.0001635224, D =   0.26104E-01  0.26104E-01  ( 64.38 s,  30.5 h)
+ iter   295 lrate =  1.0000000000 LL =  -1.7056620869 nd =  0.0001615966, D =   0.26119E-01  0.26119E-01  ( 59.68 s,  28.3 h)
+ iter   296 lrate =  1.0000000000 LL =  -1.7056589618 nd =  0.0001596871, D =   0.26134E-01  0.26134E-01  ( 56.54 s,  26.8 h)
+ iter   297 lrate =  1.0000000000 LL =  -1.7056558730 nd =  0.0001577881, D =   0.26150E-01  0.26150E-01  ( 62.09 s,  29.4 h)
+ iter   298 lrate =  1.0000000000 LL =  -1.7056528252 nd =  0.0001556813, D =   0.26167E-01  0.26167E-01  ( 59.92 s,  28.3 h)
+ iter   299 lrate =  1.0000000000 LL =  -1.7056498386 nd =  0.0001533261, D =   0.26186E-01  0.26186E-01  ( 57.19 s,  27.0 h)
+ iter   300 lrate =  1.0000000000 LL =  -1.7056469048 nd =  0.0001513046, D =   0.26206E-01  0.26206E-01  ( 60.73 s,  28.7 h)
+ iter   301 lrate =  1.0000000000 LL =  -1.7056455618 nd =  0.0001526883, D =   0.26206E-01  0.26206E-01  ( 64.42 s,  30.4 h)
+ iter   302 lrate =  1.0000000000 LL =  -1.7056442509 nd =  0.0001534324, D =   0.26206E-01  0.26206E-01  ( 59.09 s,  27.9 h)
+ iter   303 lrate =  1.0000000000 LL =  -1.7056429588 nd =  0.0001539979, D =   0.26206E-01  0.26206E-01  ( 63.71 s,  30.0 h)
+ iter   304 lrate =  1.0000000000 LL =  -1.7056416705 nd =  0.0001545703, D =   0.26206E-01  0.26206E-01  ( 64.74 s,  30.5 h)
+ iter   305 lrate =  1.0000000000 LL =  -1.7056404159 nd =  0.0001550728, D =   0.26206E-01  0.26206E-01  ( 61.99 s,  29.2 h)
+ iter   306 lrate =  1.0000000000 LL =  -1.7056391776 nd =  0.0001555474, D =   0.26206E-01  0.26206E-01  ( 61.84 s,  29.1 h)
+ iter   307 lrate =  1.0000000000 LL =  -1.7056363311 nd =  0.0001525316, D =   0.26239E-01  0.26239E-01  ( 61.32 s,  28.8 h)
+ iter   308 lrate =  1.0000000000 LL =  -1.7056335270 nd =  0.0001510276, D =   0.26264E-01  0.26264E-01  ( 62.92 s,  29.6 h)
+ iter   309 lrate =  1.0000000000 LL =  -1.7056307586 nd =  0.0001488134, D =   0.26290E-01  0.26290E-01  ( 62.62 s,  29.4 h)
+ iter   310 lrate =  1.0000000000 LL =  -1.7056280275 nd =  0.0001478070, D =   0.26313E-01  0.26313E-01  ( 58.72 s,  27.6 h)
+ iter   311 lrate =  1.0000000000 LL =  -1.7056253559 nd =  0.0001461059, D =   0.26337E-01  0.26337E-01  ( 62.59 s,  29.4 h)
+ iter   312 lrate =  1.0000000000 LL =  -1.7056226866 nd =  0.0001452075, D =   0.26360E-01  0.26360E-01  ( 59.46 s,  27.9 h)
+ iter   313 lrate =  1.0000000000 LL =  -1.7056200412 nd =  0.0001441682, D =   0.26383E-01  0.26383E-01  ( 65.03 s,  30.5 h)
+ iter   314 lrate =  1.0000000000 LL =  -1.7056174103 nd =  0.0001433618, D =   0.26406E-01  0.26406E-01  ( 65.80 s,  30.8 h)
+ iter   315 lrate =  1.0000000000 LL =  -1.7056147810 nd =  0.0001426479, D =   0.26429E-01  0.26429E-01  ( 62.21 s,  29.1 h)
+ iter   316 lrate =  1.0000000000 LL =  -1.7056121678 nd =  0.0001420458, D =   0.26450E-01  0.26450E-01  ( 64.28 s,  30.1 h)
+ iter   317 lrate =  1.0000000000 LL =  -1.7056095883 nd =  0.0001414018, D =   0.26472E-01  0.26472E-01  ( 63.49 s,  29.7 h)
+ iter   318 lrate =  1.0000000000 LL =  -1.7056070110 nd =  0.0001408721, D =   0.26493E-01  0.26493E-01  ( 60.39 s,  28.2 h)
+ iter   319 lrate =  1.0000000000 LL =  -1.7056044605 nd =  0.0001405128, D =   0.26513E-01  0.26513E-01  ( 56.40 s,  26.3 h)
+ iter   320 lrate =  1.0000000000 LL =  -1.7056019283 nd =  0.0001400392, D =   0.26533E-01  0.26533E-01  ( 61.34 s,  28.6 h)
+ iter   321 lrate =  1.0000000000 LL =  -1.7055994059 nd =  0.0001400642, D =   0.26553E-01  0.26553E-01  ( 66.34 s,  30.9 h)
+ iter   322 lrate =  1.0000000000 LL =  -1.7055968879 nd =  0.0001396774, D =   0.26572E-01  0.26572E-01  ( 57.13 s,  26.6 h)
+ iter   323 lrate =  1.0000000000 LL =  -1.7055943737 nd =  0.0001392387, D =   0.26591E-01  0.26591E-01  ( 59.38 s,  27.7 h)
+ iter   324 lrate =  1.0000000000 LL =  -1.7055918799 nd =  0.0001390836, D =   0.26609E-01  0.26609E-01  ( 64.03 s,  29.8 h)
+ iter   325 lrate =  1.0000000000 LL =  -1.7055893936 nd =  0.0001392167, D =   0.26627E-01  0.26627E-01  ( 66.46 s,  30.9 h)
+ iter   326 lrate =  1.0000000000 LL =  -1.7055869058 nd =  0.0001393518, D =   0.26644E-01  0.26644E-01  ( 62.96 s,  29.3 h)
+ iter   327 lrate =  1.0000000000 LL =  -1.7055844301 nd =  0.0001391060, D =   0.26661E-01  0.26661E-01  ( 60.64 s,  28.2 h)
+ iter   328 lrate =  1.0000000000 LL =  -1.7055819605 nd =  0.0001389564, D =   0.26677E-01  0.26677E-01  ( 59.19 s,  27.5 h)
+ iter   329 lrate =  1.0000000000 LL =  -1.7055795004 nd =  0.0001391133, D =   0.26693E-01  0.26693E-01  ( 65.90 s,  30.6 h)
+ iter   330 lrate =  1.0000000000 LL =  -1.7055770413 nd =  0.0001392261, D =   0.26708E-01  0.26708E-01  ( 53.60 s,  24.9 h)
+ iter   331 lrate =  1.0000000000 LL =  -1.7055745925 nd =  0.0001391758, D =   0.26722E-01  0.26722E-01  ( 65.69 s,  30.5 h)
+ iter   332 lrate =  1.0000000000 LL =  -1.7055721622 nd =  0.0001389516, D =   0.26736E-01  0.26736E-01  ( 57.81 s,  26.8 h)
+ iter   333 lrate =  1.0000000000 LL =  -1.7055697422 nd =  0.0001389521, D =   0.26749E-01  0.26749E-01  ( 60.40 s,  28.0 h)
+ iter   334 lrate =  1.0000000000 LL =  -1.7055673316 nd =  0.0001388815, D =   0.26761E-01  0.26761E-01  ( 60.45 s,  28.0 h)
+ iter   335 lrate =  1.0000000000 LL =  -1.7055649376 nd =  0.0001385597, D =   0.26773E-01  0.26773E-01  ( 55.15 s,  25.5 h)
+ iter   336 lrate =  1.0000000000 LL =  -1.7055625518 nd =  0.0001381877, D =   0.26785E-01  0.26785E-01  ( 58.34 s,  27.0 h)
+ iter   337 lrate =  1.0000000000 LL =  -1.7055601874 nd =  0.0001375186, D =   0.26797E-01  0.26797E-01  ( 62.68 s,  29.0 h)
+ iter   338 lrate =  1.0000000000 LL =  -1.7055578309 nd =  0.0001372710, D =   0.26808E-01  0.26808E-01  ( 64.78 s,  29.9 h)
+ iter   339 lrate =  1.0000000000 LL =  -1.7055554979 nd =  0.0001369521, D =   0.26819E-01  0.26819E-01  ( 62.53 s,  28.9 h)
+ iter   340 lrate =  1.0000000000 LL =  -1.7055531733 nd =  0.0001366167, D =   0.26829E-01  0.26829E-01  ( 57.56 s,  26.5 h)
+ iter   341 lrate =  1.0000000000 LL =  -1.7055508556 nd =  0.0001361153, D =   0.26839E-01  0.26839E-01  ( 71.17 s,  32.8 h)
+ iter   342 lrate =  1.0000000000 LL =  -1.7055485649 nd =  0.0001358680, D =   0.26849E-01  0.26849E-01  ( 59.86 s,  27.6 h)
+ iter   343 lrate =  1.0000000000 LL =  -1.7055462884 nd =  0.0001353906, D =   0.26858E-01  0.26858E-01  ( 51.59 s,  23.7 h)
+ iter   344 lrate =  1.0000000000 LL =  -1.7055440407 nd =  0.0001350508, D =   0.26867E-01  0.26867E-01  ( 59.76 s,  27.5 h)
+ iter   345 lrate =  1.0000000000 LL =  -1.7055417938 nd =  0.0001345676, D =   0.26877E-01  0.26877E-01  ( 63.84 s,  29.3 h)
+ iter   346 lrate =  1.0000000000 LL =  -1.7055395512 nd =  0.0001340382, D =   0.26885E-01  0.26885E-01  ( 57.00 s,  26.2 h)
+ iter   347 lrate =  1.0000000000 LL =  -1.7055373322 nd =  0.0001335615, D =   0.26893E-01  0.26893E-01  ( 60.09 s,  27.6 h)
+ iter   348 lrate =  1.0000000000 LL =  -1.7055351304 nd =  0.0001333818, D =   0.26900E-01  0.26900E-01  ( 63.82 s,  29.3 h)
+ iter   349 lrate =  1.0000000000 LL =  -1.7055329442 nd =  0.0001327124, D =   0.26907E-01  0.26907E-01  ( 63.16 s,  29.0 h)
+ iter   350 lrate =  1.0000000000 LL =  -1.7055307776 nd =  0.0001319825, D =   0.26914E-01  0.26914E-01  ( 60.73 s,  27.8 h)
+ iter   351 lrate =  1.0000000000 LL =  -1.7055286285 nd =  0.0001315682, D =   0.26921E-01  0.26921E-01  ( 72.64 s,  33.3 h)
+ iter   352 lrate =  1.0000000000 LL =  -1.7055264969 nd =  0.0001314373, D =   0.26927E-01  0.26927E-01  ( 64.70 s,  29.6 h)
+ iter   353 lrate =  1.0000000000 LL =  -1.7055243770 nd =  0.0001309000, D =   0.26932E-01  0.26932E-01  ( 58.64 s,  26.8 h)
+ iter   354 lrate =  1.0000000000 LL =  -1.7055222602 nd =  0.0001304241, D =   0.26938E-01  0.26938E-01  ( 59.46 s,  27.2 h)
+ iter   355 lrate =  1.0000000000 LL =  -1.7055201753 nd =  0.0001297691, D =   0.26943E-01  0.26943E-01  ( 65.88 s,  30.1 h)
+ iter   356 lrate =  1.0000000000 LL =  -1.7055180987 nd =  0.0001290684, D =   0.26948E-01  0.26948E-01  ( 55.03 s,  25.1 h)
+ iter   357 lrate =  1.0000000000 LL =  -1.7055160444 nd =  0.0001285602, D =   0.26953E-01  0.26953E-01  ( 60.46 s,  27.6 h)
+ iter   358 lrate =  1.0000000000 LL =  -1.7055139985 nd =  0.0001279510, D =   0.26958E-01  0.26958E-01  ( 58.48 s,  26.7 h)
+ iter   359 lrate =  1.0000000000 LL =  -1.7055119717 nd =  0.0001272175, D =   0.26963E-01  0.26963E-01  ( 63.87 s,  29.1 h)
+ iter   360 lrate =  1.0000000000 LL =  -1.7055099705 nd =  0.0001262870, D =   0.26968E-01  0.26968E-01  ( 58.54 s,  26.7 h)
+ iter   361 lrate =  1.0000000000 LL =  -1.7055079955 nd =  0.0001251052, D =   0.26972E-01  0.26972E-01  ( 66.64 s,  30.3 h)
+ iter   362 lrate =  1.0000000000 LL =  -1.7055060480 nd =  0.0001244818, D =   0.26977E-01  0.26977E-01  ( 57.24 s,  26.0 h)
+ iter   363 lrate =  1.0000000000 LL =  -1.7055041135 nd =  0.0001238992, D =   0.26982E-01  0.26982E-01  ( 62.03 s,  28.2 h)
+ iter   364 lrate =  1.0000000000 LL =  -1.7055022005 nd =  0.0001231197, D =   0.26987E-01  0.26987E-01  ( 60.12 s,  27.3 h)
+ iter   365 lrate =  1.0000000000 LL =  -1.7055003043 nd =  0.0001225940, D =   0.26992E-01  0.26992E-01  ( 60.63 s,  27.5 h)
+ iter   366 lrate =  1.0000000000 LL =  -1.7054984189 nd =  0.0001216071, D =   0.26997E-01  0.26997E-01  ( 62.83 s,  28.5 h)
+ iter   367 lrate =  1.0000000000 LL =  -1.7054965562 nd =  0.0001203347, D =   0.27001E-01  0.27001E-01  ( 60.84 s,  27.6 h)
+ iter   368 lrate =  1.0000000000 LL =  -1.7054947218 nd =  0.0001191369, D =   0.27005E-01  0.27005E-01  ( 59.00 s,  26.7 h)
+ iter   369 lrate =  1.0000000000 LL =  -1.7054929192 nd =  0.0001180970, D =   0.27009E-01  0.27009E-01  ( 59.45 s,  26.9 h)
+ iter   370 lrate =  1.0000000000 LL =  -1.7054911235 nd =  0.0001168530, D =   0.27013E-01  0.27013E-01  ( 62.56 s,  28.3 h)
+ iter   371 lrate =  1.0000000000 LL =  -1.7054893622 nd =  0.0001159940, D =   0.27017E-01  0.27017E-01  ( 65.60 s,  29.7 h)
+ iter   372 lrate =  1.0000000000 LL =  -1.7054876214 nd =  0.0001149702, D =   0.27021E-01  0.27021E-01  ( 64.57 s,  29.2 h)
+ iter   373 lrate =  1.0000000000 LL =  -1.7054858963 nd =  0.0001142135, D =   0.27025E-01  0.27025E-01  ( 61.97 s,  28.0 h)
+ iter   374 lrate =  1.0000000000 LL =  -1.7054841927 nd =  0.0001130629, D =   0.27028E-01  0.27028E-01  ( 64.46 s,  29.1 h)
+ iter   375 lrate =  1.0000000000 LL =  -1.7054825042 nd =  0.0001122206, D =   0.27032E-01  0.27032E-01  ( 60.38 s,  27.3 h)
+ iter   376 lrate =  1.0000000000 LL =  -1.7054808336 nd =  0.0001110004, D =   0.27035E-01  0.27035E-01  ( 66.88 s,  30.2 h)
+ iter   377 lrate =  1.0000000000 LL =  -1.7054791931 nd =  0.0001099581, D =   0.27038E-01  0.27038E-01  ( 59.49 s,  26.8 h)
+ iter   378 lrate =  1.0000000000 LL =  -1.7054775666 nd =  0.0001092214, D =   0.27042E-01  0.27042E-01  ( 57.66 s,  26.0 h)
+ iter   379 lrate =  1.0000000000 LL =  -1.7054759547 nd =  0.0001079650, D =   0.27045E-01  0.27045E-01  ( 59.14 s,  26.6 h)
+ iter   380 lrate =  1.0000000000 LL =  -1.7054743618 nd =  0.0001071915, D =   0.27049E-01  0.27049E-01  ( 59.43 s,  26.7 h)
+ iter   381 lrate =  1.0000000000 LL =  -1.7054727841 nd =  0.0001058583, D =   0.27052E-01  0.27052E-01  ( 65.55 s,  29.5 h)
+ iter   382 lrate =  1.0000000000 LL =  -1.7054712254 nd =  0.0001046741, D =   0.27056E-01  0.27056E-01  ( 63.90 s,  28.7 h)
+ iter   383 lrate =  1.0000000000 LL =  -1.7054696974 nd =  0.0001031446, D =   0.27060E-01  0.27060E-01  ( 53.22 s,  23.9 h)
+ iter   384 lrate =  1.0000000000 LL =  -1.7054681903 nd =  0.0001019559, D =   0.27064E-01  0.27064E-01  ( 62.59 s,  28.1 h)
+ iter   385 lrate =  1.0000000000 LL =  -1.7054666921 nd =  0.0001009722, D =   0.27068E-01  0.27068E-01  ( 60.26 s,  27.0 h)
+ iter   386 lrate =  1.0000000000 LL =  -1.7054652103 nd =  0.0001000652, D =   0.27072E-01  0.27072E-01  ( 53.29 s,  23.9 h)
+ iter   387 lrate =  1.0000000000 LL =  -1.7054637496 nd =  0.0000993163, D =   0.27075E-01  0.27075E-01  ( 60.33 s,  27.0 h)
+ iter   388 lrate =  1.0000000000 LL =  -1.7054623007 nd =  0.0000981452, D =   0.27079E-01  0.27079E-01  ( 59.36 s,  26.6 h)
+ iter   389 lrate =  1.0000000000 LL =  -1.7054608743 nd =  0.0000970841, D =   0.27082E-01  0.27082E-01  ( 63.80 s,  28.5 h)
+ iter   390 lrate =  1.0000000000 LL =  -1.7054594644 nd =  0.0000959880, D =   0.27086E-01  0.27086E-01  ( 52.74 s,  23.6 h)
+ iter   391 lrate =  1.0000000000 LL =  -1.7054580697 nd =  0.0000950380, D =   0.27090E-01  0.27090E-01  ( 66.68 s,  29.8 h)
+ iter   392 lrate =  1.0000000000 LL =  -1.7054566940 nd =  0.0000939805, D =   0.27093E-01  0.27093E-01  ( 63.88 s,  28.5 h)
+ iter   393 lrate =  1.0000000000 LL =  -1.7054553379 nd =  0.0000933258, D =   0.27097E-01  0.27097E-01  ( 53.41 s,  23.8 h)
+ iter   394 lrate =  1.0000000000 LL =  -1.7054539844 nd =  0.0000925040, D =   0.27101E-01  0.27101E-01  ( 58.35 s,  26.0 h)
+ iter   395 lrate =  1.0000000000 LL =  -1.7054526474 nd =  0.0000915155, D =   0.27105E-01  0.27105E-01  ( 64.36 s,  28.7 h)
+ iter   396 lrate =  1.0000000000 LL =  -1.7054513321 nd =  0.0000903954, D =   0.27109E-01  0.27109E-01  ( 62.10 s,  27.7 h)
+ iter   397 lrate =  1.0000000000 LL =  -1.7054500235 nd =  0.0000894713, D =   0.27113E-01  0.27113E-01  ( 51.68 s,  23.0 h)
+ iter   398 lrate =  1.0000000000 LL =  -1.7054487288 nd =  0.0000887015, D =   0.27117E-01  0.27117E-01  ( 57.75 s,  25.7 h)
+ iter   399 lrate =  1.0000000000 LL =  -1.7054474456 nd =  0.0000878712, D =   0.27122E-01  0.27122E-01  ( 57.83 s,  25.7 h)
+ iter   400 lrate =  1.0000000000 LL =  -1.7054461771 nd =  0.0000870515, D =   0.27126E-01  0.27126E-01  ( 60.45 s,  26.9 h)
+ iter   401 lrate =  1.0000000000 LL =  -1.7054454357 nd =  0.0000877645, D =   0.27126E-01  0.27126E-01  ( 66.95 s,  29.7 h)
+ iter   402 lrate =  1.0000000000 LL =  -1.7054447098 nd =  0.0000880698, D =   0.27126E-01  0.27126E-01  ( 56.61 s,  25.1 h)
+ iter   403 lrate =  1.0000000000 LL =  -1.7054439864 nd =  0.0000882695, D =   0.27126E-01  0.27126E-01  ( 66.63 s,  29.6 h)
+ iter   404 lrate =  1.0000000000 LL =  -1.7054432628 nd =  0.0000884411, D =   0.27126E-01  0.27126E-01  ( 61.72 s,  27.4 h)
+ iter   405 lrate =  1.0000000000 LL =  -1.7054425458 nd =  0.0000886369, D =   0.27126E-01  0.27126E-01  ( 57.78 s,  25.6 h)
+ iter   406 lrate =  1.0000000000 LL =  -1.7054418387 nd =  0.0000888566, D =   0.27126E-01  0.27126E-01  ( 64.03 s,  28.4 h)
+Exiting because likelihood increasing by less than   0.10000E-05 for more than      5 iterations ...
+... done. Execution time:   6.66 h 
+output directory = /net/store/nbp/projects/IntoTheWild/Daten/EEG/Lab/VP32/preprocessed/01Hz/amica/

WildLab_setsLab/VP32/preprocessed/causal/amica/qsub.sh

@@ -0,0 +1,7 @@
+#!/bin/bash
+#$ -cwd
+#$ -q all.q
+#$ -j y
+#$ -o /net/store/nbp/projects/IntoTheWild/Daten/EEG/Lab/VP32/preprocessed/01Hz/amica/ 
+#$ -e /net/store/nbp/projects/IntoTheWild/Daten/EEG/Lab/VP32/preprocessed/01Hz/amica/ 
+/net/store/nbp/projects/IntoTheWild/EEG_analysis/amica/amica12ubu64 /net/store/nbp/projects/IntoTheWild/Daten/EEG/Lab/VP32/preprocessed/01Hz/amica/input.param

WildLab_setsLab/VP33/preprocessed/causal/2_ITW_Lab_subj33_bandpass_resample_deblank.set

@@ -0,0 +1 @@
+/annex/objects/MD5-s22645456--fef1ce147a34394a789c98fcb07ec82f

WildLab_setsLab/VP33/preprocessed/causal/3_ITW_Lab_subj33_channelrejTriggersXensor.fdt

@@ -0,0 +1 @@
+/annex/objects/MD5-s704247816--f2c4cc446e950348ad69cea54d84f011

WildLab_setsLab/VP33/preprocessed/causal/3_ITW_Lab_subj33_channelrejTriggersXensor.set

@@ -0,0 +1 @@
+/annex/objects/MD5-s28393032--7624485d2828a5a744ecfb2aedc10a34

WildLab_setsLab/VP33/preprocessed/causal/amica/LLt

@@ -0,0 +1 @@
+/annex/objects/MD5-s20980624--11c9cf6babc19f938a40f089b171f805

WildLab_setsLab/VP33/preprocessed/causal/amica/ica_VP33.o455361

@@ -0,0 +1,546 @@
+           1 processor name = c01grid
+           1 host_num =   -908815638
+ This is MPI process           1 of           1 ; I am process           1 of
+           1 on node: c01grid
+           1  : node root process           1 of           1
+Processing arguments ...
+ num_files =            1
+ FILES: 
+ /net/store/nbp/users/agert/nbp_intothewild/Analysis/EEG_analysis/tmpdata27850.f
+ dt
+ num_dir_files =            1
+ initial matrix block_size =          128
+ do_opt_block =            0
+ number of models =            1
+ number of density mixture components =            3
+ pdf type =            0
+ max_iter =         2000
+ num_samples =            1
+ data_dim =          122
+ field_dim =      1311289
+ do_history =            0
+ histstep =           10
+ share_comps =            0
+ share_start =          100
+ comp_thresh =   0.990000000000000     
+ share_int =          100
+ initial lrate =   0.100000000000000     
+ minimum lrate =   1.000000000000000E-008
+ lrate factor =   0.500000000000000     
+ initial rholrate =   5.000000000000000E-002
+ rho0 =    1.50000000000000     
+ min rho =    1.00000000000000     
+ max rho =    2.00000000000000     
+ rho lrate factor =   0.500000000000000     
+ kurt_start =            3
+ num kurt =            5
+ kurt interval =            1
+ do_newton =            1
+ newt_start =           50
+ newt_ramp =           10
+ initial newton lrate =    1.00000000000000     
+ do_reject =            0
+ num reject =            3
+ reject sigma =    3.00000000000000     
+ reject start =            2
+ reject interval =            3
+ max_thrds =            4
+ write step =           10
+ write_nd =            1
+ write_LLt =            1
+ dec window =            1
+ max_decs =            3
+ fix_init =            0
+ update_A =            1
+ update_c =            1
+ update_gm =            1
+ update_alpha =            1
+ update_mu =            1
+ update_beta =            1
+ invsigmax =    100.000000000000     
+ invsigmin =   0.000000000000000E+000
+ do_rho =            1
+ load_rej =            0
+ load_A =            0
+ load_c =            0
+ load_gm =            0
+ load_alpha =            0
+ load_mu =            0
+ load_beta =            0
+ load_rho =            0
+ load_comp_list =            0
+ do_mean =            1
+ do_sphere =            1
+ doPCA =            1
+ pcakeep =          122
+ doscaling =            1
+ scalestep =            1
+ dble_data =            0
+ do_approx_sphere =            1
+ use_grad_norm =            1
+ use_min_dll =            1
+ print_debug =            0
+ min dll =   1.000000000000000E-006
+ min grad norm =   1.000000000000000E-006
+ minimum data covariance eigenvalue =   1.000000000000000E-018
+mkdir: cannot create directory ‘/net/store/nbp/projects/IntoTheWild/Daten/EEG/Lab/VP33/preprocessed/01Hz/amica/’: File exists
+ output directory = 
+ /net/store/nbp/projects/IntoTheWild/Daten/EEG/Lab/VP33/preprocessed/01Hz/amica/
+           1 : setting num_thrds to            4  ...
+           1 : using           4 threads.
+           1 : node_thrds =            4
+ i =            1  real ierr =            0
+ bytes in real =            1
+           1 : REAL nbyte =            1
+ getting segment list ...
+ blocks in sample =      1311289
+ total blocks =      1311289
+ node blocks =      1311289
+ node            1  start: file            1  sample            1  index 
+           1
+ node            1  stop : file            1  sample            1  index 
+     1311289
+           1 : data =    4.42958593368530        2.90630245208740     
+ getting the mean ...
+  mean =  -1.145901574210616E-002 -1.396696204877926E-002
+ -1.417443861758381E-002
+ subtracting the mean ...
+ getting the sphering matrix ...
+ cnt =      1311289
+ doing eig nx =          122  lwork =       148840
+ minimum eigenvalues =   0.522539505601146       0.531977606897355     
+  0.543953078914525     
+ maximum eigenvalues =    7609.78671775970        2695.93612871714     
+   827.836943346225     
+ num eigs kept =          122
+ numeigs =          122
+ sphering the data ...
+           1 Allocating variables ...
+           1 : Initializing variables ...
+           1 : block size =          128
+           1 : entering the main loop ...
+ iter     1 lrate =  0.1000000000 LL =  -2.1193676072 nd =  0.0295708609, D =   0.61742E-01  0.61742E-01  ( 47.09 s,  26.2 h)
+ iter     2 lrate =  0.1000000000 LL =  -2.0752372545 nd =  0.0088672045, D =   0.45813E-01  0.45813E-01  ( 41.67 s,  23.1 h)
+ iter     3 lrate =  0.1000000000 LL =  -2.0699227241 nd =  0.0066844801, D =   0.31579E-01  0.31579E-01  ( 42.50 s,  23.6 h)
+ iter     4 lrate =  0.1000000000 LL =  -2.0680875512 nd =  0.0066567604, D =   0.27253E-01  0.27253E-01  ( 36.47 s,  20.2 h)
+ iter     5 lrate =  0.1000000000 LL =  -2.0670078862 nd =  0.0066239876, D =   0.31997E-01  0.31997E-01  ( 38.29 s,  21.2 h)
+ iter     6 lrate =  0.1000000000 LL =  -2.0661762685 nd =  0.0066948249, D =   0.43113E-01  0.43113E-01  ( 40.85 s,  22.6 h)
+ iter     7 lrate =  0.1000000000 LL =  -2.0654141679 nd =  0.0069208904, D =   0.58468E-01  0.58468E-01  ( 39.37 s,  21.8 h)
+ iter     8 lrate =  0.1000000000 LL =  -2.0646437282 nd =  0.0072964648, D =   0.76787E-01  0.76787E-01  ( 35.90 s,  19.9 h)
+ iter     9 lrate =  0.1000000000 LL =  -2.0637916929 nd =  0.0078864330, D =   0.97481E-01  0.97481E-01  ( 29.72 s,  16.4 h)
+ iter    10 lrate =  0.1000000000 LL =  -2.0627942869 nd =  0.0086395975, D =   0.12080E+00  0.12080E+00  ( 34.50 s,  19.1 h)
+ iter    11 lrate =  0.1000000000 LL =  -2.0616147700 nd =  0.0092187605, D =   0.14721E+00  0.14721E+00  ( 46.93 s,  25.9 h)
+ iter    12 lrate =  0.1000000000 LL =  -2.0602152850 nd =  0.0093917321, D =   0.17501E+00  0.17501E+00  ( 39.84 s,  22.0 h)
+ iter    13 lrate =  0.1000000000 LL =  -2.0587778423 nd =  0.0077829692, D =   0.20076E+00  0.20076E+00  ( 46.24 s,  25.5 h)
+ iter    14 lrate =  0.1000000000 LL =  -2.0578729037 nd =  0.0055810135, D =   0.20890E+00  0.20890E+00  ( 33.96 s,  18.7 h)
+ iter    15 lrate =  0.1000000000 LL =  -2.0574745259 nd =  0.0048561919, D =   0.18485E+00  0.18485E+00  ( 30.41 s,  16.8 h)
+ iter    16 lrate =  0.1000000000 LL =  -2.0571916243 nd =  0.0045533153, D =   0.16601E+00  0.16601E+00  ( 32.40 s,  17.9 h)
+ iter    17 lrate =  0.1000000000 LL =  -2.0569524110 nd =  0.0044357293, D =   0.14769E+00  0.14769E+00  ( 40.18 s,  22.1 h)
+ iter    18 lrate =  0.1000000000 LL =  -2.0567668281 nd =  0.0060177775, D =   0.13597E+00  0.13597E+00  ( 27.81 s,  15.3 h)
+ iter    19 lrate =  0.1000000000 LL =  -2.0567852196 nd =  0.0124868425, D =   0.12118E+00  0.12118E+00  ( 44.63 s,  24.6 h)
+ Likelihood decreasing!
+ iter    20 lrate =  0.1000000000 LL =  -2.0579022889 nd =  0.0262344127, D =   0.12458E+00  0.12458E+00  ( 44.98 s,  24.7 h)
+ Likelihood decreasing!
+ iter    21 lrate =  0.1000000000 LL =  -2.0601785527 nd =  0.0273840658, D =   0.12148E+00  0.12148E+00  ( 46.40 s,  25.5 h)
+ Likelihood decreasing!
+ iter    22 lrate =  0.0500000000 LL =  -2.0572489130 nd =  0.0078396172, D =   0.10171E+00  0.10171E+00  ( 43.87 s,  24.1 h)
+ iter    23 lrate =  0.0500000000 LL =  -2.0562077171 nd =  0.0035614599, D =   0.99341E-01  0.99341E-01  ( 47.17 s,  25.9 h)
+ iter    24 lrate =  0.0500000000 LL =  -2.0559938782 nd =  0.0030941558, D =   0.97087E-01  0.97087E-01  ( 44.70 s,  24.5 h)
+ iter    25 lrate =  0.0500000000 LL =  -2.0559107470 nd =  0.0029839138, D =   0.94504E-01  0.94504E-01  ( 36.42 s,  20.0 h)
+ iter    26 lrate =  0.0500000000 LL =  -2.0558402917 nd =  0.0029308192, D =   0.92455E-01  0.92455E-01  ( 42.11 s,  23.1 h)
+ iter    27 lrate =  0.0500000000 LL =  -2.0557740285 nd =  0.0028734270, D =   0.90360E-01  0.90360E-01  ( 44.93 s,  24.6 h)
+ iter    28 lrate =  0.0500000000 LL =  -2.0557103560 nd =  0.0028464531, D =   0.88678E-01  0.88678E-01  ( 41.41 s,  22.7 h)
+ iter    29 lrate =  0.0500000000 LL =  -2.0556492023 nd =  0.0028180540, D =   0.86954E-01  0.86954E-01  ( 36.45 s,  20.0 h)
+ iter    30 lrate =  0.0500000000 LL =  -2.0555901919 nd =  0.0028331824, D =   0.85573E-01  0.85573E-01  ( 29.17 s,  16.0 h)
+ iter    31 lrate =  0.0500000000 LL =  -2.0555329600 nd =  0.0028708200, D =   0.84142E-01  0.84142E-01  ( 50.03 s,  27.4 h)
+ iter    32 lrate =  0.0500000000 LL =  -2.0554778822 nd =  0.0029986081, D =   0.83007E-01  0.83007E-01  ( 42.48 s,  23.2 h)
+ iter    33 lrate =  0.0500000000 LL =  -2.0554257693 nd =  0.0032117193, D =   0.81812E-01  0.81812E-01  ( 40.01 s,  21.9 h)
+ iter    34 lrate =  0.0500000000 LL =  -2.0553775144 nd =  0.0036174429, D =   0.80882E-01  0.80882E-01  ( 46.95 s,  25.6 h)
+ iter    35 lrate =  0.0500000000 LL =  -2.0553323844 nd =  0.0041654463, D =   0.79882E-01  0.79882E-01  ( 40.56 s,  22.1 h)
+ iter    36 lrate =  0.0500000000 LL =  -2.0552907389 nd =  0.0049613137, D =   0.79129E-01  0.79129E-01  ( 40.25 s,  22.0 h)
+ iter    37 lrate =  0.0500000000 LL =  -2.0552576396 nd =  0.0059081667, D =   0.78306E-01  0.78306E-01  ( 43.01 s,  23.5 h)
+ iter    38 lrate =  0.0500000000 LL =  -2.0552299951 nd =  0.0070794583, D =   0.77696E-01  0.77696E-01  ( 40.78 s,  22.2 h)
+ iter    39 lrate =  0.0500000000 LL =  -2.0552157356 nd =  0.0084083577, D =   0.77053E-01  0.77053E-01  ( 40.01 s,  21.8 h)
+ iter    40 lrate =  0.0500000000 LL =  -2.0552093792 nd =  0.0098654272, D =   0.76557E-01  0.76557E-01  ( 37.91 s,  20.6 h)
+ iter    41 lrate =  0.0500000000 LL =  -2.0552140006 nd =  0.0113149057, D =   0.76115E-01  0.76115E-01  ( 55.16 s,  30.0 h)
+ Likelihood decreasing!
+ iter    42 lrate =  0.0500000000 LL =  -2.0552204642 nd =  0.0125539180, D =   0.75676E-01  0.75676E-01  ( 38.60 s,  21.0 h)
+ Likelihood decreasing!
+ iter    43 lrate =  0.0500000000 LL =  -2.0552201850 nd =  0.0134367912, D =   0.75366E-01  0.75366E-01  ( 38.02 s,  20.7 h)
+ iter    44 lrate =  0.0500000000 LL =  -2.0552070957 nd =  0.0139024350, D =   0.74866E-01  0.74866E-01  ( 37.37 s,  20.3 h)
+ iter    45 lrate =  0.0500000000 LL =  -2.0551753536 nd =  0.0140497736, D =   0.74569E-01  0.74569E-01  ( 33.29 s,  18.1 h)
+ iter    46 lrate =  0.0500000000 LL =  -2.0551387568 nd =  0.0140375999, D =   0.74002E-01  0.74002E-01  ( 28.58 s,  15.5 h)
+ iter    47 lrate =  0.0500000000 LL =  -2.0550939584 nd =  0.0139662381, D =   0.73730E-01  0.73730E-01  ( 40.33 s,  21.9 h)
+ iter    48 lrate =  0.0500000000 LL =  -2.0550551810 nd =  0.0139192916, D =   0.73174E-01  0.73174E-01  ( 34.90 s,  18.9 h)
+ iter    49 lrate =  0.0500000000 LL =  -2.0550128126 nd =  0.0138853208, D =   0.72958E-01  0.72958E-01  ( 44.12 s,  23.9 h)
+ iter    50 lrate =  0.0500000000 LL =  -2.0549775771 nd =  0.0020369388, D =   0.72434E-01  0.72434E-01  ( 43.68 s,  23.7 h)
+ Starting Newton ... setting numdecs to 0
+ iter    51 lrate =  0.1000000000 LL =  -2.0548651381 nd =  0.0020209223, D =   0.71349E-01  0.71349E-01  ( 52.29 s,  28.3 h)
+ iter    52 lrate =  0.2000000000 LL =  -2.0546695864 nd =  0.0019853449, D =   0.69389E-01  0.69389E-01  ( 51.50 s,  27.9 h)
+ iter    53 lrate =  0.3000000000 LL =  -2.0544299816 nd =  0.0019326607, D =   0.66930E-01  0.66930E-01  ( 48.06 s,  26.0 h)
+ iter    54 lrate =  0.4000000000 LL =  -2.0541809172 nd =  0.0018685138, D =   0.64346E-01  0.64346E-01  ( 43.62 s,  23.6 h)
+ iter    55 lrate =  0.5000000000 LL =  -2.0539323209 nd =  0.0017966641, D =   0.61869E-01  0.61869E-01  ( 54.78 s,  29.6 h)
+ iter    56 lrate =  0.6000000000 LL =  -2.0536777706 nd =  0.0017172475, D =   0.59591E-01  0.59591E-01  ( 41.86 s,  22.6 h)
+ iter    57 lrate =  0.7000000000 LL =  -2.0534140079 nd =  0.0016313846, D =   0.57518E-01  0.57518E-01  ( 57.21 s,  30.9 h)
+ iter    58 lrate =  0.8000000000 LL =  -2.0531449704 nd =  0.0015413143, D =   0.55609E-01  0.55609E-01  ( 51.97 s,  28.0 h)
+ iter    59 lrate =  0.9000000000 LL =  -2.0528769513 nd =  0.0014490657, D =   0.53779E-01  0.53779E-01  ( 52.75 s,  28.4 h)
+ iter    60 lrate =  1.0000000000 LL =  -2.0526154786 nd =  0.0013605930, D =   0.51979E-01  0.51979E-01  ( 56.89 s,  30.7 h)
+ iter    61 lrate =  1.0000000000 LL =  -2.0523840711 nd =  0.0012876159, D =   0.50291E-01  0.50291E-01  ( 66.78 s,  36.0 h)
+ iter    62 lrate =  1.0000000000 LL =  -2.0521762240 nd =  0.0012287425, D =   0.48643E-01  0.48643E-01  ( 57.92 s,  31.2 h)
+ iter    63 lrate =  1.0000000000 LL =  -2.0519859875 nd =  0.0011829724, D =   0.47012E-01  0.47012E-01  ( 53.36 s,  28.7 h)
+ iter    64 lrate =  1.0000000000 LL =  -2.0518086669 nd =  0.0011464830, D =   0.45387E-01  0.45387E-01  ( 57.74 s,  31.1 h)
+ iter    65 lrate =  1.0000000000 LL =  -2.0516408359 nd =  0.0011159327, D =   0.43776E-01  0.43776E-01  ( 53.77 s,  28.9 h)
+ iter    66 lrate =  1.0000000000 LL =  -2.0514804358 nd =  0.0010876859, D =   0.42170E-01  0.42170E-01  ( 58.31 s,  31.3 h)
+ iter    67 lrate =  1.0000000000 LL =  -2.0513264496 nd =  0.0010585378, D =   0.40583E-01  0.40583E-01  ( 51.83 s,  27.8 h)
+ iter    68 lrate =  1.0000000000 LL =  -2.0511792417 nd =  0.0010260931, D =   0.39035E-01  0.39035E-01  ( 41.70 s,  22.4 h)
+ iter    69 lrate =  1.0000000000 LL =  -2.0510394653 nd =  0.0009899212, D =   0.37540E-01  0.37540E-01  ( 51.46 s,  27.6 h)
+ iter    70 lrate =  1.0000000000 LL =  -2.0509082441 nd =  0.0009507506, D =   0.36113E-01  0.36113E-01  ( 57.37 s,  30.8 h)
+ iter    71 lrate =  1.0000000000 LL =  -2.0507865420 nd =  0.0009085087, D =   0.34756E-01  0.34756E-01  ( 62.33 s,  33.4 h)
+ iter    72 lrate =  1.0000000000 LL =  -2.0506750002 nd =  0.0008651240, D =   0.33491E-01  0.33491E-01  ( 57.82 s,  31.0 h)
+ iter    73 lrate =  1.0000000000 LL =  -2.0505737583 nd =  0.0008210414, D =   0.32302E-01  0.32302E-01  ( 64.37 s,  34.5 h)
+ iter    74 lrate =  1.0000000000 LL =  -2.0504824943 nd =  0.0007791190, D =   0.31202E-01  0.31202E-01  ( 63.05 s,  33.7 h)
+ iter    75 lrate =  1.0000000000 LL =  -2.0504004304 nd =  0.0007394434, D =   0.30177E-01  0.30177E-01  ( 52.05 s,  27.8 h)
+ iter    76 lrate =  1.0000000000 LL =  -2.0503266216 nd =  0.0007037193, D =   0.29226E-01  0.29226E-01  ( 49.11 s,  26.2 h)
+ iter    77 lrate =  1.0000000000 LL =  -2.0502598009 nd =  0.0006744524, D =   0.28328E-01  0.28328E-01  ( 54.02 s,  28.9 h)
+ iter    78 lrate =  1.0000000000 LL =  -2.0501985900 nd =  0.0006494152, D =   0.27470E-01  0.27470E-01  ( 53.31 s,  28.5 h)
+ iter    79 lrate =  1.0000000000 LL =  -2.0501419488 nd =  0.0006287891, D =   0.26648E-01  0.26648E-01  ( 55.24 s,  29.5 h)
+ iter    80 lrate =  1.0000000000 LL =  -2.0500888730 nd =  0.0006126515, D =   0.25853E-01  0.25853E-01  ( 52.89 s,  28.2 h)
+ iter    81 lrate =  1.0000000000 LL =  -2.0500385148 nd =  0.0006020662, D =   0.25094E-01  0.25094E-01  ( 61.41 s,  32.7 h)
+ iter    82 lrate =  1.0000000000 LL =  -2.0499899927 nd =  0.0005957657, D =   0.24352E-01  0.24352E-01  ( 59.92 s,  31.9 h)
+ iter    83 lrate =  1.0000000000 LL =  -2.0499426465 nd =  0.0005929903, D =   0.23632E-01  0.23632E-01  ( 55.69 s,  29.7 h)
+ iter    84 lrate =  1.0000000000 LL =  -2.0498957552 nd =  0.0005950227, D =   0.22938E-01  0.22938E-01  ( 46.23 s,  24.6 h)
+ iter    85 lrate =  1.0000000000 LL =  -2.0498487302 nd =  0.0006013751, D =   0.22266E-01  0.22266E-01  ( 59.34 s,  31.6 h)
+ iter    86 lrate =  1.0000000000 LL =  -2.0498008474 nd =  0.0006123878, D =   0.21639E-01  0.21639E-01  ( 59.62 s,  31.7 h)
+ iter    87 lrate =  1.0000000000 LL =  -2.0497513757 nd =  0.0006271784, D =   0.21044E-01  0.21044E-01  ( 47.71 s,  25.4 h)
+ iter    88 lrate =  1.0000000000 LL =  -2.0496995321 nd =  0.0006464304, D =   0.20499E-01  0.20499E-01  ( 49.50 s,  26.3 h)
+ iter    89 lrate =  1.0000000000 LL =  -2.0496448610 nd =  0.0006691218, D =   0.20002E-01  0.20002E-01  ( 52.95 s,  28.1 h)
+ iter    90 lrate =  1.0000000000 LL =  -2.0495864406 nd =  0.0006924298, D =   0.19550E-01  0.19550E-01  ( 52.11 s,  27.6 h)
+ iter    91 lrate =  1.0000000000 LL =  -2.0495239069 nd =  0.0007130788, D =   0.19148E-01  0.19148E-01  ( 60.48 s,  32.1 h)
+ iter    92 lrate =  1.0000000000 LL =  -2.0494573894 nd =  0.0007284753, D =   0.18797E-01  0.18797E-01  ( 60.47 s,  32.0 h)
+ iter    93 lrate =  1.0000000000 LL =  -2.0493875837 nd =  0.0007380898, D =   0.18491E-01  0.18491E-01  ( 60.48 s,  32.0 h)
+ iter    94 lrate =  1.0000000000 LL =  -2.0493154958 nd =  0.0007374266, D =   0.18224E-01  0.18224E-01  ( 64.24 s,  34.0 h)
+ iter    95 lrate =  1.0000000000 LL =  -2.0492431608 nd =  0.0007252092, D =   0.17989E-01  0.17989E-01  ( 56.23 s,  29.8 h)
+ iter    96 lrate =  1.0000000000 LL =  -2.0491726146 nd =  0.0007028815, D =   0.17783E-01  0.17783E-01  ( 53.15 s,  28.1 h)
+ iter    97 lrate =  1.0000000000 LL =  -2.0491058898 nd =  0.0006734661, D =   0.17595E-01  0.17595E-01  ( 57.56 s,  30.4 h)
+ iter    98 lrate =  1.0000000000 LL =  -2.0490443736 nd =  0.0006390105, D =   0.17428E-01  0.17428E-01  ( 51.43 s,  27.2 h)
+ iter    99 lrate =  1.0000000000 LL =  -2.0489886841 nd =  0.0006043727, D =   0.17284E-01  0.17284E-01  ( 63.52 s,  33.5 h)
+ iter   100 lrate =  1.0000000000 LL =  -2.0489387761 nd =  0.0005708253, D =   0.17155E-01  0.17155E-01  ( 58.39 s,  30.8 h)
+ iter   101 lrate =  1.0000000000 LL =  -2.0489306016 nd =  0.0005787439, D =   0.17155E-01  0.17155E-01  ( 56.24 s,  29.7 h)
+ iter   102 lrate =  1.0000000000 LL =  -2.0489240124 nd =  0.0005835457, D =   0.17155E-01  0.17155E-01  ( 58.48 s,  30.8 h)
+ iter   103 lrate =  1.0000000000 LL =  -2.0489181607 nd =  0.0005869408, D =   0.17155E-01  0.17155E-01  ( 54.29 s,  28.6 h)
+ iter   104 lrate =  1.0000000000 LL =  -2.0489127146 nd =  0.0005895760, D =   0.17155E-01  0.17155E-01  ( 46.47 s,  24.5 h)
+ iter   105 lrate =  1.0000000000 LL =  -2.0489075237 nd =  0.0005918221, D =   0.17155E-01  0.17155E-01  ( 54.09 s,  28.5 h)
+ iter   106 lrate =  1.0000000000 LL =  -2.0489025087 nd =  0.0005937373, D =   0.17155E-01  0.17155E-01  ( 57.15 s,  30.1 h)
+ iter   107 lrate =  1.0000000000 LL =  -2.0488583218 nd =  0.0005550908, D =   0.17095E-01  0.17095E-01  ( 40.99 s,  21.6 h)
+ iter   108 lrate =  1.0000000000 LL =  -2.0488192919 nd =  0.0005190411, D =   0.17000E-01  0.17000E-01  ( 55.46 s,  29.1 h)
+ iter   109 lrate =  1.0000000000 LL =  -2.0487847083 nd =  0.0004877919, D =   0.16923E-01  0.16923E-01  ( 57.48 s,  30.2 h)
+ iter   110 lrate =  1.0000000000 LL =  -2.0487537478 nd =  0.0004596380, D =   0.16865E-01  0.16865E-01  ( 50.63 s,  26.6 h)
+ iter   111 lrate =  1.0000000000 LL =  -2.0487259669 nd =  0.0004342441, D =   0.16828E-01  0.16828E-01  ( 67.90 s,  35.6 h)
+ iter   112 lrate =  1.0000000000 LL =  -2.0487008683 nd =  0.0004117020, D =   0.16804E-01  0.16804E-01  ( 51.24 s,  26.9 h)
+ iter   113 lrate =  1.0000000000 LL =  -2.0486780562 nd =  0.0003918048, D =   0.16791E-01  0.16791E-01  ( 48.17 s,  25.2 h)
+ iter   114 lrate =  1.0000000000 LL =  -2.0486571529 nd =  0.0003742182, D =   0.16787E-01  0.16787E-01  ( 51.48 s,  27.0 h)
+ iter   115 lrate =  1.0000000000 LL =  -2.0486378765 nd =  0.0003586532, D =   0.16789E-01  0.16789E-01  ( 60.74 s,  31.8 h)
+ iter   116 lrate =  1.0000000000 LL =  -2.0486199985 nd =  0.0003441225, D =   0.16797E-01  0.16797E-01  ( 61.08 s,  32.0 h)
+ iter   117 lrate =  1.0000000000 LL =  -2.0486033144 nd =  0.0003321273, D =   0.16810E-01  0.16810E-01  ( 60.02 s,  31.4 h)
+ iter   118 lrate =  1.0000000000 LL =  -2.0485876050 nd =  0.0003213005, D =   0.16825E-01  0.16825E-01  ( 57.89 s,  30.3 h)
+ iter   119 lrate =  1.0000000000 LL =  -2.0485727543 nd =  0.0003115271, D =   0.16842E-01  0.16842E-01  ( 58.63 s,  30.6 h)
+ iter   120 lrate =  1.0000000000 LL =  -2.0485586295 nd =  0.0003029977, D =   0.16860E-01  0.16860E-01  ( 52.65 s,  27.5 h)
+ iter   121 lrate =  1.0000000000 LL =  -2.0485451589 nd =  0.0002949504, D =   0.16878E-01  0.16878E-01  ( 56.80 s,  29.6 h)
+ iter   122 lrate =  1.0000000000 LL =  -2.0485322755 nd =  0.0002874903, D =   0.16896E-01  0.16896E-01  ( 49.08 s,  25.6 h)
+ iter   123 lrate =  1.0000000000 LL =  -2.0485199242 nd =  0.0002807622, D =   0.16914E-01  0.16914E-01  ( 48.99 s,  25.5 h)
+ iter   124 lrate =  1.0000000000 LL =  -2.0485080434 nd =  0.0002744200, D =   0.16932E-01  0.16932E-01  ( 52.75 s,  27.5 h)
+ iter   125 lrate =  1.0000000000 LL =  -2.0484965948 nd =  0.0002687824, D =   0.16950E-01  0.16950E-01  ( 57.57 s,  30.0 h)
+ iter   126 lrate =  1.0000000000 LL =  -2.0484855282 nd =  0.0002633889, D =   0.16965E-01  0.16965E-01  ( 51.42 s,  26.8 h)
+ iter   127 lrate =  1.0000000000 LL =  -2.0484747999 nd =  0.0002585222, D =   0.16980E-01  0.16980E-01  ( 55.21 s,  28.7 h)
+ iter   128 lrate =  1.0000000000 LL =  -2.0484644120 nd =  0.0002537270, D =   0.16996E-01  0.16996E-01  ( 49.27 s,  25.6 h)
+ iter   129 lrate =  1.0000000000 LL =  -2.0484543124 nd =  0.0002492746, D =   0.17010E-01  0.17010E-01  ( 54.75 s,  28.5 h)
+ iter   130 lrate =  1.0000000000 LL =  -2.0484444822 nd =  0.0002454122, D =   0.17026E-01  0.17026E-01  ( 48.95 s,  25.4 h)
+ iter   131 lrate =  1.0000000000 LL =  -2.0484348985 nd =  0.0002415821, D =   0.17039E-01  0.17039E-01  ( 61.93 s,  32.2 h)
+ iter   132 lrate =  1.0000000000 LL =  -2.0484256043 nd =  0.0002373753, D =   0.17054E-01  0.17054E-01  ( 51.44 s,  26.7 h)
+ iter   133 lrate =  1.0000000000 LL =  -2.0484165657 nd =  0.0002338263, D =   0.17065E-01  0.17065E-01  ( 58.40 s,  30.3 h)
+ iter   134 lrate =  1.0000000000 LL =  -2.0484077295 nd =  0.0002305105, D =   0.17075E-01  0.17075E-01  ( 57.07 s,  29.6 h)
+ iter   135 lrate =  1.0000000000 LL =  -2.0483990901 nd =  0.0002274199, D =   0.17088E-01  0.17088E-01  ( 51.79 s,  26.8 h)
+ iter   136 lrate =  1.0000000000 LL =  -2.0483905999 nd =  0.0002247556, D =   0.17102E-01  0.17102E-01  ( 56.27 s,  29.1 h)
+ iter   137 lrate =  1.0000000000 LL =  -2.0483822322 nd =  0.0002221765, D =   0.17114E-01  0.17114E-01  ( 46.81 s,  24.2 h)
+ iter   138 lrate =  1.0000000000 LL =  -2.0483739974 nd =  0.0002193723, D =   0.17127E-01  0.17127E-01  ( 59.77 s,  30.9 h)
+ iter   139 lrate =  1.0000000000 LL =  -2.0483658856 nd =  0.0002165349, D =   0.17140E-01  0.17140E-01  ( 41.87 s,  21.6 h)
+ iter   140 lrate =  1.0000000000 LL =  -2.0483578949 nd =  0.0002141854, D =   0.17151E-01  0.17151E-01  ( 51.01 s,  26.4 h)
+ iter   141 lrate =  1.0000000000 LL =  -2.0483500310 nd =  0.0002120152, D =   0.17162E-01  0.17162E-01  ( 54.42 s,  28.1 h)
+ iter   142 lrate =  1.0000000000 LL =  -2.0483422908 nd =  0.0002102001, D =   0.17172E-01  0.17172E-01  ( 48.80 s,  25.2 h)
+ iter   143 lrate =  1.0000000000 LL =  -2.0483346645 nd =  0.0002081222, D =   0.17182E-01  0.17182E-01  ( 41.24 s,  21.3 h)
+ iter   144 lrate =  1.0000000000 LL =  -2.0483271544 nd =  0.0002061898, D =   0.17193E-01  0.17193E-01  ( 56.94 s,  29.4 h)
+ iter   145 lrate =  1.0000000000 LL =  -2.0483197438 nd =  0.0002035720, D =   0.17203E-01  0.17203E-01  ( 44.90 s,  23.1 h)
+ iter   146 lrate =  1.0000000000 LL =  -2.0483124360 nd =  0.0002017620, D =   0.17211E-01  0.17211E-01  ( 53.10 s,  27.3 h)
+ iter   147 lrate =  1.0000000000 LL =  -2.0483052241 nd =  0.0001999716, D =   0.17220E-01  0.17220E-01  ( 45.95 s,  23.7 h)
+ iter   148 lrate =  1.0000000000 LL =  -2.0482980932 nd =  0.0001978672, D =   0.17230E-01  0.17230E-01  ( 48.05 s,  24.7 h)
+ iter   149 lrate =  1.0000000000 LL =  -2.0482910809 nd =  0.0001963209, D =   0.17237E-01  0.17237E-01  ( 55.75 s,  28.7 h)
+ iter   150 lrate =  1.0000000000 LL =  -2.0482841418 nd =  0.0001948840, D =   0.17245E-01  0.17245E-01  ( 49.73 s,  25.6 h)
+ iter   151 lrate =  1.0000000000 LL =  -2.0482772537 nd =  0.0001933861, D =   0.17255E-01  0.17255E-01  ( 56.50 s,  29.0 h)
+ iter   152 lrate =  1.0000000000 LL =  -2.0482704703 nd =  0.0001922015, D =   0.17262E-01  0.17262E-01  ( 57.13 s,  29.3 h)
+ iter   153 lrate =  1.0000000000 LL =  -2.0482637549 nd =  0.0001905627, D =   0.17270E-01  0.17270E-01  ( 51.93 s,  26.6 h)
+ iter   154 lrate =  1.0000000000 LL =  -2.0482570997 nd =  0.0001892081, D =   0.17277E-01  0.17277E-01  ( 51.82 s,  26.6 h)
+ iter   155 lrate =  1.0000000000 LL =  -2.0482505180 nd =  0.0001878495, D =   0.17285E-01  0.17285E-01  ( 63.23 s,  32.4 h)
+ iter   156 lrate =  1.0000000000 LL =  -2.0482439846 nd =  0.0001871015, D =   0.17291E-01  0.17291E-01  ( 48.71 s,  24.9 h)
+ iter   157 lrate =  1.0000000000 LL =  -2.0482374824 nd =  0.0001860351, D =   0.17298E-01  0.17298E-01  ( 62.60 s,  32.0 h)
+ iter   158 lrate =  1.0000000000 LL =  -2.0482310156 nd =  0.0001852102, D =   0.17304E-01  0.17304E-01  ( 56.90 s,  29.1 h)
+ iter   159 lrate =  1.0000000000 LL =  -2.0482246235 nd =  0.0001843763, D =   0.17311E-01  0.17311E-01  ( 51.00 s,  26.1 h)
+ iter   160 lrate =  1.0000000000 LL =  -2.0482182543 nd =  0.0001835332, D =   0.17319E-01  0.17319E-01  ( 61.22 s,  31.3 h)
+ iter   161 lrate =  1.0000000000 LL =  -2.0482119199 nd =  0.0001828968, D =   0.17329E-01  0.17329E-01  ( 60.67 s,  31.0 h)
+ iter   162 lrate =  1.0000000000 LL =  -2.0482056259 nd =  0.0001823795, D =   0.17338E-01  0.17338E-01  ( 56.35 s,  28.8 h)
+ iter   163 lrate =  1.0000000000 LL =  -2.0481993563 nd =  0.0001816343, D =   0.17346E-01  0.17346E-01  ( 53.93 s,  27.5 h)
+ iter   164 lrate =  1.0000000000 LL =  -2.0481931474 nd =  0.0001808222, D =   0.17354E-01  0.17354E-01  ( 58.19 s,  29.7 h)
+ iter   165 lrate =  1.0000000000 LL =  -2.0481869229 nd =  0.0001798291, D =   0.17361E-01  0.17361E-01  ( 43.85 s,  22.4 h)
+ iter   166 lrate =  1.0000000000 LL =  -2.0481807501 nd =  0.0001793628, D =   0.17367E-01  0.17367E-01  ( 35.98 s,  18.3 h)
+ iter   167 lrate =  1.0000000000 LL =  -2.0481745955 nd =  0.0001786270, D =   0.17374E-01  0.17374E-01  ( 44.78 s,  22.8 h)
+ iter   168 lrate =  1.0000000000 LL =  -2.0481684822 nd =  0.0001778166, D =   0.17379E-01  0.17379E-01  ( 34.60 s,  17.6 h)
+ iter   169 lrate =  1.0000000000 LL =  -2.0481623806 nd =  0.0001770215, D =   0.17384E-01  0.17384E-01  ( 54.65 s,  27.8 h)
+ iter   170 lrate =  1.0000000000 LL =  -2.0481563335 nd =  0.0001760189, D =   0.17389E-01  0.17389E-01  ( 39.33 s,  20.0 h)
+ iter   171 lrate =  1.0000000000 LL =  -2.0481503029 nd =  0.0001758369, D =   0.17393E-01  0.17393E-01  ( 55.96 s,  28.4 h)
+ iter   172 lrate =  1.0000000000 LL =  -2.0481442801 nd =  0.0001753251, D =   0.17399E-01  0.17399E-01  ( 46.73 s,  23.7 h)
+ iter   173 lrate =  1.0000000000 LL =  -2.0481383131 nd =  0.0001749790, D =   0.17404E-01  0.17404E-01  ( 50.01 s,  25.4 h)
+ iter   174 lrate =  1.0000000000 LL =  -2.0481323611 nd =  0.0001743016, D =   0.17409E-01  0.17409E-01  ( 44.50 s,  22.6 h)
+ iter   175 lrate =  1.0000000000 LL =  -2.0481263960 nd =  0.0001741441, D =   0.17412E-01  0.17412E-01  ( 54.01 s,  27.4 h)
+ iter   176 lrate =  1.0000000000 LL =  -2.0481204659 nd =  0.0001732669, D =   0.17416E-01  0.17416E-01  ( 42.70 s,  21.6 h)
+ iter   177 lrate =  1.0000000000 LL =  -2.0481145582 nd =  0.0001727673, D =   0.17418E-01  0.17418E-01  ( 51.16 s,  25.9 h)
+ iter   178 lrate =  1.0000000000 LL =  -2.0481086838 nd =  0.0001719696, D =   0.17420E-01  0.17420E-01  ( 48.11 s,  24.4 h)
+ iter   179 lrate =  1.0000000000 LL =  -2.0481028474 nd =  0.0001715745, D =   0.17423E-01  0.17423E-01  ( 46.11 s,  23.3 h)
+ iter   180 lrate =  1.0000000000 LL =  -2.0480970423 nd =  0.0001713922, D =   0.17425E-01  0.17425E-01  ( 50.49 s,  25.5 h)
+ iter   181 lrate =  1.0000000000 LL =  -2.0480912514 nd =  0.0001711843, D =   0.17428E-01  0.17428E-01  ( 44.36 s,  22.4 h)
+ iter   182 lrate =  1.0000000000 LL =  -2.0480854962 nd =  0.0001706871, D =   0.17431E-01  0.17431E-01  ( 48.13 s,  24.3 h)
+ iter   183 lrate =  1.0000000000 LL =  -2.0480797848 nd =  0.0001705718, D =   0.17433E-01  0.17433E-01  ( 48.36 s,  24.4 h)
+ iter   184 lrate =  1.0000000000 LL =  -2.0480740949 nd =  0.0001705648, D =   0.17436E-01  0.17436E-01  ( 52.16 s,  26.3 h)
+ iter   185 lrate =  1.0000000000 LL =  -2.0480684625 nd =  0.0001703963, D =   0.17437E-01  0.17437E-01  ( 56.78 s,  28.6 h)
+ iter   186 lrate =  1.0000000000 LL =  -2.0480628785 nd =  0.0001702399, D =   0.17437E-01  0.17437E-01  ( 48.77 s,  24.6 h)
+ iter   187 lrate =  1.0000000000 LL =  -2.0480573922 nd =  0.0001701240, D =   0.17439E-01  0.17439E-01  ( 48.67 s,  24.5 h)
+ iter   188 lrate =  1.0000000000 LL =  -2.0480519750 nd =  0.0001695926, D =   0.17438E-01  0.17438E-01  ( 50.99 s,  25.7 h)
+ iter   189 lrate =  1.0000000000 LL =  -2.0480466297 nd =  0.0001692290, D =   0.17435E-01  0.17435E-01  ( 56.56 s,  28.5 h)
+ iter   190 lrate =  1.0000000000 LL =  -2.0480413663 nd =  0.0001692972, D =   0.17433E-01  0.17433E-01  ( 43.76 s,  22.0 h)
+ iter   191 lrate =  1.0000000000 LL =  -2.0480361631 nd =  0.0001690803, D =   0.17430E-01  0.17430E-01  ( 58.17 s,  29.2 h)
+ iter   192 lrate =  1.0000000000 LL =  -2.0480310376 nd =  0.0001689654, D =   0.17428E-01  0.17428E-01  ( 46.74 s,  23.5 h)
+ iter   193 lrate =  1.0000000000 LL =  -2.0480259684 nd =  0.0001689581, D =   0.17426E-01  0.17426E-01  ( 47.37 s,  23.8 h)
+ iter   194 lrate =  1.0000000000 LL =  -2.0480209398 nd =  0.0001688755, D =   0.17424E-01  0.17424E-01  ( 48.89 s,  24.5 h)
+ iter   195 lrate =  1.0000000000 LL =  -2.0480159766 nd =  0.0001688033, D =   0.17421E-01  0.17421E-01  ( 36.76 s,  18.4 h)
+ iter   196 lrate =  1.0000000000 LL =  -2.0480110646 nd =  0.0001684668, D =   0.17417E-01  0.17417E-01  ( 52.74 s,  26.4 h)
+ iter   197 lrate =  1.0000000000 LL =  -2.0480062059 nd =  0.0001680241, D =   0.17414E-01  0.17414E-01  ( 51.63 s,  25.9 h)
+ iter   198 lrate =  1.0000000000 LL =  -2.0480013934 nd =  0.0001678729, D =   0.17411E-01  0.17411E-01  ( 53.01 s,  26.5 h)
+ iter   199 lrate =  1.0000000000 LL =  -2.0479966079 nd =  0.0001677370, D =   0.17407E-01  0.17407E-01  ( 50.16 s,  25.1 h)
+ iter   200 lrate =  1.0000000000 LL =  -2.0479918441 nd =  0.0001672916, D =   0.17405E-01  0.17405E-01  ( 60.71 s,  30.4 h)
+ iter   201 lrate =  1.0000000000 LL =  -2.0479896659 nd =  0.0001695529, D =   0.17405E-01  0.17405E-01  ( 56.16 s,  28.1 h)
+ iter   202 lrate =  1.0000000000 LL =  -2.0479875368 nd =  0.0001706823, D =   0.17405E-01  0.17405E-01  ( 43.31 s,  21.6 h)
+ iter   203 lrate =  1.0000000000 LL =  -2.0479854452 nd =  0.0001714237, D =   0.17405E-01  0.17405E-01  ( 52.40 s,  26.2 h)
+ iter   204 lrate =  1.0000000000 LL =  -2.0479833744 nd =  0.0001719969, D =   0.17405E-01  0.17405E-01  ( 31.12 s,  15.5 h)
+ iter   205 lrate =  1.0000000000 LL =  -2.0479812897 nd =  0.0001725081, D =   0.17405E-01  0.17405E-01  ( 58.69 s,  29.3 h)
+ iter   206 lrate =  1.0000000000 LL =  -2.0479792305 nd =  0.0001729677, D =   0.17405E-01  0.17405E-01  ( 51.90 s,  25.9 h)
+ iter   207 lrate =  1.0000000000 LL =  -2.0479745043 nd =  0.0001701557, D =   0.17409E-01  0.17409E-01  ( 51.82 s,  25.8 h)
+ iter   208 lrate =  1.0000000000 LL =  -2.0479698601 nd =  0.0001700646, D =   0.17404E-01  0.17404E-01  ( 46.69 s,  23.2 h)
+ iter   209 lrate =  1.0000000000 LL =  -2.0479652165 nd =  0.0001687676, D =   0.17404E-01  0.17404E-01  ( 50.38 s,  25.1 h)
+ iter   210 lrate =  1.0000000000 LL =  -2.0479605654 nd =  0.0001686869, D =   0.17399E-01  0.17399E-01  ( 58.73 s,  29.2 h)
+ iter   211 lrate =  1.0000000000 LL =  -2.0479559546 nd =  0.0001679015, D =   0.17396E-01  0.17396E-01  ( 58.11 s,  28.9 h)
+ iter   212 lrate =  1.0000000000 LL =  -2.0479513506 nd =  0.0001675083, D =   0.17392E-01  0.17392E-01  ( 42.40 s,  21.1 h)
+ iter   213 lrate =  1.0000000000 LL =  -2.0479467834 nd =  0.0001666176, D =   0.17389E-01  0.17389E-01  ( 45.12 s,  22.4 h)
+ iter   214 lrate =  1.0000000000 LL =  -2.0479422438 nd =  0.0001660544, D =   0.17385E-01  0.17385E-01  ( 47.89 s,  23.8 h)
+ iter   215 lrate =  1.0000000000 LL =  -2.0479377291 nd =  0.0001653441, D =   0.17381E-01  0.17381E-01  ( 58.75 s,  29.1 h)
+ iter   216 lrate =  1.0000000000 LL =  -2.0479332256 nd =  0.0001649056, D =   0.17377E-01  0.17377E-01  ( 58.64 s,  29.1 h)
+ iter   217 lrate =  1.0000000000 LL =  -2.0479287469 nd =  0.0001641952, D =   0.17374E-01  0.17374E-01  ( 55.34 s,  27.4 h)
+ iter   218 lrate =  1.0000000000 LL =  -2.0479242923 nd =  0.0001634888, D =   0.17371E-01  0.17371E-01  ( 49.43 s,  24.5 h)
+ iter   219 lrate =  1.0000000000 LL =  -2.0479198864 nd =  0.0001627421, D =   0.17368E-01  0.17368E-01  ( 47.79 s,  23.6 h)
+ iter   220 lrate =  1.0000000000 LL =  -2.0479154868 nd =  0.0001620842, D =   0.17363E-01  0.17363E-01  ( 56.22 s,  27.8 h)
+ iter   221 lrate =  1.0000000000 LL =  -2.0479111003 nd =  0.0001611371, D =   0.17360E-01  0.17360E-01  ( 59.16 s,  29.2 h)
+ iter   222 lrate =  1.0000000000 LL =  -2.0479067535 nd =  0.0001604163, D =   0.17356E-01  0.17356E-01  ( 55.36 s,  27.3 h)
+ iter   223 lrate =  1.0000000000 LL =  -2.0479024224 nd =  0.0001594847, D =   0.17352E-01  0.17352E-01  ( 60.16 s,  29.7 h)
+ iter   224 lrate =  1.0000000000 LL =  -2.0478981218 nd =  0.0001587746, D =   0.17348E-01  0.17348E-01  ( 46.01 s,  22.7 h)
+ iter   225 lrate =  1.0000000000 LL =  -2.0478938498 nd =  0.0001579176, D =   0.17345E-01  0.17345E-01  ( 47.50 s,  23.4 h)
+ iter   226 lrate =  1.0000000000 LL =  -2.0478896157 nd =  0.0001571232, D =   0.17341E-01  0.17341E-01  ( 49.74 s,  24.5 h)
+ iter   227 lrate =  1.0000000000 LL =  -2.0478853954 nd =  0.0001562942, D =   0.17337E-01  0.17337E-01  ( 61.05 s,  30.1 h)
+ iter   228 lrate =  1.0000000000 LL =  -2.0478812034 nd =  0.0001556230, D =   0.17334E-01  0.17334E-01  ( 53.15 s,  26.2 h)
+ iter   229 lrate =  1.0000000000 LL =  -2.0478770225 nd =  0.0001549265, D =   0.17331E-01  0.17331E-01  ( 56.56 s,  27.8 h)
+ iter   230 lrate =  1.0000000000 LL =  -2.0478728815 nd =  0.0001542396, D =   0.17327E-01  0.17327E-01  ( 57.77 s,  28.4 h)
+ iter   231 lrate =  1.0000000000 LL =  -2.0478687568 nd =  0.0001536042, D =   0.17323E-01  0.17323E-01  ( 63.87 s,  31.4 h)
+ iter   232 lrate =  1.0000000000 LL =  -2.0478646320 nd =  0.0001528774, D =   0.17319E-01  0.17319E-01  ( 57.77 s,  28.4 h)
+ iter   233 lrate =  1.0000000000 LL =  -2.0478605055 nd =  0.0001520950, D =   0.17315E-01  0.17315E-01  ( 56.49 s,  27.7 h)
+ iter   234 lrate =  1.0000000000 LL =  -2.0478564011 nd =  0.0001515369, D =   0.17311E-01  0.17311E-01  ( 60.99 s,  29.9 h)
+ iter   235 lrate =  1.0000000000 LL =  -2.0478522997 nd =  0.0001510145, D =   0.17309E-01  0.17309E-01  ( 54.46 s,  26.7 h)
+ iter   236 lrate =  1.0000000000 LL =  -2.0478481855 nd =  0.0001504938, D =   0.17306E-01  0.17306E-01  ( 59.07 s,  28.9 h)
+ iter   237 lrate =  1.0000000000 LL =  -2.0478440574 nd =  0.0001498587, D =   0.17302E-01  0.17302E-01  ( 54.98 s,  26.9 h)
+ iter   238 lrate =  1.0000000000 LL =  -2.0478399399 nd =  0.0001494492, D =   0.17299E-01  0.17299E-01  ( 54.66 s,  26.8 h)
+ iter   239 lrate =  1.0000000000 LL =  -2.0478358241 nd =  0.0001489928, D =   0.17296E-01  0.17296E-01  ( 59.47 s,  29.1 h)
+ iter   240 lrate =  1.0000000000 LL =  -2.0478317094 nd =  0.0001486562, D =   0.17293E-01  0.17293E-01  ( 50.54 s,  24.7 h)
+ iter   241 lrate =  1.0000000000 LL =  -2.0478275934 nd =  0.0001483664, D =   0.17291E-01  0.17291E-01  ( 62.75 s,  30.7 h)
+ iter   242 lrate =  1.0000000000 LL =  -2.0478234840 nd =  0.0001481858, D =   0.17288E-01  0.17288E-01  ( 57.58 s,  28.1 h)
+ iter   243 lrate =  1.0000000000 LL =  -2.0478193785 nd =  0.0001480184, D =   0.17286E-01  0.17286E-01  ( 49.00 s,  23.9 h)
+ iter   244 lrate =  1.0000000000 LL =  -2.0478152782 nd =  0.0001479269, D =   0.17283E-01  0.17283E-01  ( 54.94 s,  26.8 h)
+ iter   245 lrate =  1.0000000000 LL =  -2.0478111790 nd =  0.0001478518, D =   0.17280E-01  0.17280E-01  ( 40.83 s,  19.9 h)
+ iter   246 lrate =  1.0000000000 LL =  -2.0478071060 nd =  0.0001479036, D =   0.17278E-01  0.17278E-01  ( 53.70 s,  26.2 h)
+ iter   247 lrate =  1.0000000000 LL =  -2.0478030444 nd =  0.0001480125, D =   0.17276E-01  0.17276E-01  ( 53.05 s,  25.8 h)
+ iter   248 lrate =  1.0000000000 LL =  -2.0477989857 nd =  0.0001482087, D =   0.17275E-01  0.17275E-01  ( 62.77 s,  30.6 h)
+ iter   249 lrate =  1.0000000000 LL =  -2.0477949343 nd =  0.0001484339, D =   0.17273E-01  0.17273E-01  ( 48.17 s,  23.4 h)
+ iter   250 lrate =  1.0000000000 LL =  -2.0477908786 nd =  0.0001487128, D =   0.17272E-01  0.17272E-01  ( 61.75 s,  30.0 h)
+ iter   251 lrate =  1.0000000000 LL =  -2.0477868056 nd =  0.0001492101, D =   0.17270E-01  0.17270E-01  ( 61.77 s,  30.0 h)
+ iter   252 lrate =  1.0000000000 LL =  -2.0477827231 nd =  0.0001497987, D =   0.17269E-01  0.17269E-01  ( 58.11 s,  28.2 h)
+ iter   253 lrate =  1.0000000000 LL =  -2.0477786290 nd =  0.0001504147, D =   0.17268E-01  0.17268E-01  ( 61.90 s,  30.0 h)
+ iter   254 lrate =  1.0000000000 LL =  -2.0477745153 nd =  0.0001511546, D =   0.17268E-01  0.17268E-01  ( 61.52 s,  29.8 h)
+ iter   255 lrate =  1.0000000000 LL =  -2.0477704013 nd =  0.0001519728, D =   0.17267E-01  0.17267E-01  ( 59.29 s,  28.7 h)
+ iter   256 lrate =  1.0000000000 LL =  -2.0477662576 nd =  0.0001528868, D =   0.17268E-01  0.17268E-01  ( 59.52 s,  28.8 h)
+ iter   257 lrate =  1.0000000000 LL =  -2.0477620987 nd =  0.0001538462, D =   0.17267E-01  0.17267E-01  ( 53.29 s,  25.8 h)
+ iter   258 lrate =  1.0000000000 LL =  -2.0477578990 nd =  0.0001548803, D =   0.17268E-01  0.17268E-01  ( 49.47 s,  23.9 h)
+ iter   259 lrate =  1.0000000000 LL =  -2.0477536819 nd =  0.0001561386, D =   0.17268E-01  0.17268E-01  ( 56.66 s,  27.4 h)
+ iter   260 lrate =  1.0000000000 LL =  -2.0477494303 nd =  0.0001575359, D =   0.17268E-01  0.17268E-01  ( 59.23 s,  28.6 h)
+ iter   261 lrate =  1.0000000000 LL =  -2.0477451542 nd =  0.0001590477, D =   0.17268E-01  0.17268E-01  ( 63.68 s,  30.8 h)
+ iter   262 lrate =  1.0000000000 LL =  -2.0477408291 nd =  0.0001607363, D =   0.17270E-01  0.17270E-01  ( 59.91 s,  28.9 h)
+ iter   263 lrate =  1.0000000000 LL =  -2.0477364657 nd =  0.0001625517, D =   0.17271E-01  0.17271E-01  ( 43.96 s,  21.2 h)
+ iter   264 lrate =  1.0000000000 LL =  -2.0477320704 nd =  0.0001645446, D =   0.17274E-01  0.17274E-01  ( 51.28 s,  24.7 h)
+ iter   265 lrate =  1.0000000000 LL =  -2.0477276263 nd =  0.0001666555, D =   0.17275E-01  0.17275E-01  ( 57.62 s,  27.8 h)
+ iter   266 lrate =  1.0000000000 LL =  -2.0477231331 nd =  0.0001689544, D =   0.17277E-01  0.17277E-01  ( 54.23 s,  26.1 h)
+ iter   267 lrate =  1.0000000000 LL =  -2.0477185923 nd =  0.0001713821, D =   0.17279E-01  0.17279E-01  ( 63.05 s,  30.4 h)
+ iter   268 lrate =  1.0000000000 LL =  -2.0477139953 nd =  0.0001739427, D =   0.17280E-01  0.17280E-01  ( 56.41 s,  27.1 h)
+ iter   269 lrate =  1.0000000000 LL =  -2.0477093458 nd =  0.0001766461, D =   0.17282E-01  0.17282E-01  ( 51.34 s,  24.7 h)
+ iter   270 lrate =  1.0000000000 LL =  -2.0477046469 nd =  0.0001794292, D =   0.17284E-01  0.17284E-01  ( 64.03 s,  30.8 h)
+ iter   271 lrate =  1.0000000000 LL =  -2.0476998831 nd =  0.0001823629, D =   0.17287E-01  0.17287E-01  ( 63.72 s,  30.6 h)
+ iter   272 lrate =  1.0000000000 LL =  -2.0476950686 nd =  0.0001854319, D =   0.17289E-01  0.17289E-01  ( 52.59 s,  25.2 h)
+ iter   273 lrate =  1.0000000000 LL =  -2.0476901660 nd =  0.0001887200, D =   0.17292E-01  0.17292E-01  ( 68.40 s,  32.8 h)
+ iter   274 lrate =  1.0000000000 LL =  -2.0476851901 nd =  0.0001918460, D =   0.17295E-01  0.17295E-01  ( 50.17 s,  24.1 h)
+ iter   275 lrate =  1.0000000000 LL =  -2.0476801262 nd =  0.0001953401, D =   0.17299E-01  0.17299E-01  ( 61.40 s,  29.4 h)
+ iter   276 lrate =  1.0000000000 LL =  -2.0476749746 nd =  0.0001988149, D =   0.17303E-01  0.17303E-01  ( 64.83 s,  31.0 h)
+ iter   277 lrate =  1.0000000000 LL =  -2.0476697179 nd =  0.0002023805, D =   0.17308E-01  0.17308E-01  ( 55.78 s,  26.7 h)
+ iter   278 lrate =  1.0000000000 LL =  -2.0476643421 nd =  0.0002062757, D =   0.17313E-01  0.17313E-01  ( 48.74 s,  23.3 h)
+ iter   279 lrate =  1.0000000000 LL =  -2.0476588385 nd =  0.0002100769, D =   0.17318E-01  0.17318E-01  ( 59.75 s,  28.6 h)
+ iter   280 lrate =  1.0000000000 LL =  -2.0476532153 nd =  0.0002138512, D =   0.17323E-01  0.17323E-01  ( 52.46 s,  25.1 h)
+ iter   281 lrate =  1.0000000000 LL =  -2.0476474724 nd =  0.0002176917, D =   0.17329E-01  0.17329E-01  ( 52.28 s,  25.0 h)
+ iter   282 lrate =  1.0000000000 LL =  -2.0476415919 nd =  0.0002214758, D =   0.17335E-01  0.17335E-01  ( 57.63 s,  27.5 h)
+ iter   283 lrate =  1.0000000000 LL =  -2.0476355712 nd =  0.0002250706, D =   0.17341E-01  0.17341E-01  ( 51.39 s,  24.5 h)
+ iter   284 lrate =  1.0000000000 LL =  -2.0476293965 nd =  0.0002287219, D =   0.17347E-01  0.17347E-01  ( 55.88 s,  26.6 h)
+ iter   285 lrate =  1.0000000000 LL =  -2.0476230750 nd =  0.0002324299, D =   0.17353E-01  0.17353E-01  ( 55.52 s,  26.4 h)
+ iter   286 lrate =  1.0000000000 LL =  -2.0476166007 nd =  0.0002356278, D =   0.17359E-01  0.17359E-01  ( 47.65 s,  22.7 h)
+ iter   287 lrate =  1.0000000000 LL =  -2.0476099910 nd =  0.0002386585, D =   0.17365E-01  0.17365E-01  ( 52.99 s,  25.2 h)
+ iter   288 lrate =  1.0000000000 LL =  -2.0476032490 nd =  0.0002414238, D =   0.17371E-01  0.17371E-01  ( 33.71 s,  16.0 h)
+ iter   289 lrate =  1.0000000000 LL =  -2.0475963975 nd =  0.0002434331, D =   0.17376E-01  0.17376E-01  ( 44.47 s,  21.1 h)
+ iter   290 lrate =  1.0000000000 LL =  -2.0475894557 nd =  0.0002448760, D =   0.17380E-01  0.17380E-01  ( 64.98 s,  30.9 h)
+ iter   291 lrate =  1.0000000000 LL =  -2.0475824500 nd =  0.0002455739, D =   0.17383E-01  0.17383E-01  ( 56.61 s,  26.9 h)
+ iter   292 lrate =  1.0000000000 LL =  -2.0475754225 nd =  0.0002459424, D =   0.17386E-01  0.17386E-01  ( 42.48 s,  20.2 h)
+ iter   293 lrate =  1.0000000000 LL =  -2.0475683834 nd =  0.0002456513, D =   0.17388E-01  0.17388E-01  ( 26.85 s,  12.7 h)
+ iter   294 lrate =  1.0000000000 LL =  -2.0475613569 nd =  0.0002446957, D =   0.17390E-01  0.17390E-01  ( 56.92 s,  27.0 h)
+ iter   295 lrate =  1.0000000000 LL =  -2.0475543779 nd =  0.0002431186, D =   0.17390E-01  0.17390E-01  ( 54.54 s,  25.8 h)
+ iter   296 lrate =  1.0000000000 LL =  -2.0475474823 nd =  0.0002410405, D =   0.17390E-01  0.17390E-01  ( 54.99 s,  26.0 h)
+ iter   297 lrate =  1.0000000000 LL =  -2.0475406779 nd =  0.0002383435, D =   0.17389E-01  0.17389E-01  ( 45.03 s,  21.3 h)
+ iter   298 lrate =  1.0000000000 LL =  -2.0475340176 nd =  0.0002346613, D =   0.17389E-01  0.17389E-01  ( 55.57 s,  26.3 h)
+ iter   299 lrate =  1.0000000000 LL =  -2.0475275283 nd =  0.0002311472, D =   0.17387E-01  0.17387E-01  ( 54.51 s,  25.8 h)
+ iter   300 lrate =  1.0000000000 LL =  -2.0475212031 nd =  0.0002271445, D =   0.17385E-01  0.17385E-01  ( 54.05 s,  25.5 h)
+ iter   301 lrate =  1.0000000000 LL =  -2.0475196215 nd =  0.0002302033, D =   0.17385E-01  0.17385E-01  ( 56.91 s,  26.9 h)
+ iter   302 lrate =  1.0000000000 LL =  -2.0475181492 nd =  0.0002320306, D =   0.17385E-01  0.17385E-01  ( 48.81 s,  23.0 h)
+ iter   303 lrate =  1.0000000000 LL =  -2.0475167282 nd =  0.0002334115, D =   0.17385E-01  0.17385E-01  ( 60.25 s,  28.4 h)
+ iter   304 lrate =  1.0000000000 LL =  -2.0475153424 nd =  0.0002345916, D =   0.17385E-01  0.17385E-01  ( 49.43 s,  23.3 h)
+ iter   305 lrate =  1.0000000000 LL =  -2.0475139834 nd =  0.0002356153, D =   0.17385E-01  0.17385E-01  ( 54.65 s,  25.7 h)
+ iter   306 lrate =  1.0000000000 LL =  -2.0475126388 nd =  0.0002365722, D =   0.17385E-01  0.17385E-01  ( 56.66 s,  26.7 h)
+ iter   307 lrate =  1.0000000000 LL =  -2.0475064853 nd =  0.0002290933, D =   0.17393E-01  0.17393E-01  ( 60.05 s,  28.2 h)
+ iter   308 lrate =  1.0000000000 LL =  -2.0475005764 nd =  0.0002234305, D =   0.17389E-01  0.17389E-01  ( 42.36 s,  19.9 h)
+ iter   309 lrate =  1.0000000000 LL =  -2.0474948982 nd =  0.0002171111, D =   0.17384E-01  0.17384E-01  ( 55.16 s,  25.9 h)
+ iter   310 lrate =  1.0000000000 LL =  -2.0474894463 nd =  0.0002114113, D =   0.17379E-01  0.17379E-01  ( 55.54 s,  26.1 h)
+ iter   311 lrate =  1.0000000000 LL =  -2.0474842071 nd =  0.0002060329, D =   0.17374E-01  0.17374E-01  ( 58.32 s,  27.4 h)
+ iter   312 lrate =  1.0000000000 LL =  -2.0474791683 nd =  0.0002006105, D =   0.17369E-01  0.17369E-01  ( 52.95 s,  24.8 h)
+ iter   313 lrate =  1.0000000000 LL =  -2.0474743327 nd =  0.0001953694, D =   0.17365E-01  0.17365E-01  ( 58.59 s,  27.5 h)
+ iter   314 lrate =  1.0000000000 LL =  -2.0474696769 nd =  0.0001907366, D =   0.17361E-01  0.17361E-01  ( 53.66 s,  25.1 h)
+ iter   315 lrate =  1.0000000000 LL =  -2.0474651886 nd =  0.0001861197, D =   0.17358E-01  0.17358E-01  ( 58.16 s,  27.2 h)
+ iter   316 lrate =  1.0000000000 LL =  -2.0474608645 nd =  0.0001817345, D =   0.17355E-01  0.17355E-01  ( 43.24 s,  20.2 h)
+ iter   317 lrate =  1.0000000000 LL =  -2.0474566954 nd =  0.0001774106, D =   0.17353E-01  0.17353E-01  ( 62.99 s,  29.4 h)
+ iter   318 lrate =  1.0000000000 LL =  -2.0474526641 nd =  0.0001735173, D =   0.17350E-01  0.17350E-01  ( 57.52 s,  26.9 h)
+ iter   319 lrate =  1.0000000000 LL =  -2.0474487608 nd =  0.0001698959, D =   0.17347E-01  0.17347E-01  ( 61.26 s,  28.6 h)
+ iter   320 lrate =  1.0000000000 LL =  -2.0474449744 nd =  0.0001664815, D =   0.17344E-01  0.17344E-01  ( 55.89 s,  26.1 h)
+ iter   321 lrate =  1.0000000000 LL =  -2.0474413000 nd =  0.0001631026, D =   0.17342E-01  0.17342E-01  ( 63.32 s,  29.5 h)
+ iter   322 lrate =  1.0000000000 LL =  -2.0474377215 nd =  0.0001601197, D =   0.17340E-01  0.17340E-01  ( 51.82 s,  24.2 h)
+ iter   323 lrate =  1.0000000000 LL =  -2.0474342402 nd =  0.0001573569, D =   0.17339E-01  0.17339E-01  ( 57.60 s,  26.8 h)
+ iter   324 lrate =  1.0000000000 LL =  -2.0474308482 nd =  0.0001550561, D =   0.17338E-01  0.17338E-01  ( 49.04 s,  22.8 h)
+ iter   325 lrate =  1.0000000000 LL =  -2.0474275227 nd =  0.0001527521, D =   0.17337E-01  0.17337E-01  ( 53.12 s,  24.7 h)
+ iter   326 lrate =  1.0000000000 LL =  -2.0474242624 nd =  0.0001505422, D =   0.17337E-01  0.17337E-01  ( 55.49 s,  25.8 h)
+ iter   327 lrate =  1.0000000000 LL =  -2.0474210778 nd =  0.0001485758, D =   0.17336E-01  0.17336E-01  ( 60.76 s,  28.2 h)
+ iter   328 lrate =  1.0000000000 LL =  -2.0474179389 nd =  0.0001466721, D =   0.17337E-01  0.17337E-01  ( 57.91 s,  26.9 h)
+ iter   329 lrate =  1.0000000000 LL =  -2.0474148473 nd =  0.0001449381, D =   0.17336E-01  0.17336E-01  ( 49.19 s,  22.8 h)
+ iter   330 lrate =  1.0000000000 LL =  -2.0474118083 nd =  0.0001433755, D =   0.17336E-01  0.17336E-01  ( 45.76 s,  21.2 h)
+ iter   331 lrate =  1.0000000000 LL =  -2.0474088122 nd =  0.0001418201, D =   0.17336E-01  0.17336E-01  ( 65.83 s,  30.5 h)
+ iter   332 lrate =  1.0000000000 LL =  -2.0474058561 nd =  0.0001403800, D =   0.17337E-01  0.17337E-01  ( 63.00 s,  29.2 h)
+ iter   333 lrate =  1.0000000000 LL =  -2.0474029367 nd =  0.0001389563, D =   0.17337E-01  0.17337E-01  ( 57.74 s,  26.7 h)
+ iter   334 lrate =  1.0000000000 LL =  -2.0474000706 nd =  0.0001375681, D =   0.17337E-01  0.17337E-01  ( 49.06 s,  22.7 h)
+ iter   335 lrate =  1.0000000000 LL =  -2.0473972329 nd =  0.0001363284, D =   0.17337E-01  0.17337E-01  ( 48.13 s,  22.3 h)
+ iter   336 lrate =  1.0000000000 LL =  -2.0473944281 nd =  0.0001351564, D =   0.17338E-01  0.17338E-01  ( 53.50 s,  24.7 h)
+ iter   337 lrate =  1.0000000000 LL =  -2.0473916576 nd =  0.0001338901, D =   0.17339E-01  0.17339E-01  ( 53.48 s,  24.7 h)
+ iter   338 lrate =  1.0000000000 LL =  -2.0473889154 nd =  0.0001327295, D =   0.17339E-01  0.17339E-01  ( 55.01 s,  25.4 h)
+ iter   339 lrate =  1.0000000000 LL =  -2.0473862076 nd =  0.0001315239, D =   0.17340E-01  0.17340E-01  ( 63.68 s,  29.4 h)
+ iter   340 lrate =  1.0000000000 LL =  -2.0473835281 nd =  0.0001303984, D =   0.17341E-01  0.17341E-01  ( 49.35 s,  22.8 h)
+ iter   341 lrate =  1.0000000000 LL =  -2.0473808798 nd =  0.0001292154, D =   0.17343E-01  0.17343E-01  ( 58.31 s,  26.9 h)
+ iter   342 lrate =  1.0000000000 LL =  -2.0473782693 nd =  0.0001279242, D =   0.17344E-01  0.17344E-01  ( 48.86 s,  22.5 h)
+ iter   343 lrate =  1.0000000000 LL =  -2.0473756859 nd =  0.0001265726, D =   0.17344E-01  0.17344E-01  ( 54.03 s,  24.9 h)
+ iter   344 lrate =  1.0000000000 LL =  -2.0473731371 nd =  0.0001252758, D =   0.17346E-01  0.17346E-01  ( 52.89 s,  24.3 h)
+ iter   345 lrate =  1.0000000000 LL =  -2.0473706201 nd =  0.0001238741, D =   0.17347E-01  0.17347E-01  ( 58.07 s,  26.7 h)
+ iter   346 lrate =  1.0000000000 LL =  -2.0473681474 nd =  0.0001223850, D =   0.17348E-01  0.17348E-01  ( 53.19 s,  24.4 h)
+ iter   347 lrate =  1.0000000000 LL =  -2.0473656976 nd =  0.0001209442, D =   0.17350E-01  0.17350E-01  ( 59.26 s,  27.2 h)
+ iter   348 lrate =  1.0000000000 LL =  -2.0473632864 nd =  0.0001195137, D =   0.17351E-01  0.17351E-01  ( 54.63 s,  25.1 h)
+ iter   349 lrate =  1.0000000000 LL =  -2.0473609166 nd =  0.0001181149, D =   0.17352E-01  0.17352E-01  ( 56.08 s,  25.7 h)
+ iter   350 lrate =  1.0000000000 LL =  -2.0473585778 nd =  0.0001167017, D =   0.17353E-01  0.17353E-01  ( 45.68 s,  20.9 h)
+ iter   351 lrate =  1.0000000000 LL =  -2.0473562698 nd =  0.0001151740, D =   0.17355E-01  0.17355E-01  ( 65.23 s,  29.9 h)
+ iter   352 lrate =  1.0000000000 LL =  -2.0473539959 nd =  0.0001137232, D =   0.17356E-01  0.17356E-01  ( 54.55 s,  25.0 h)
+ iter   353 lrate =  1.0000000000 LL =  -2.0473517533 nd =  0.0001122649, D =   0.17357E-01  0.17357E-01  ( 50.15 s,  22.9 h)
+ iter   354 lrate =  1.0000000000 LL =  -2.0473495402 nd =  0.0001108008, D =   0.17358E-01  0.17358E-01  ( 48.28 s,  22.1 h)
+ iter   355 lrate =  1.0000000000 LL =  -2.0473473766 nd =  0.0001093046, D =   0.17359E-01  0.17359E-01  ( 56.65 s,  25.9 h)
+ iter   356 lrate =  1.0000000000 LL =  -2.0473452454 nd =  0.0001077736, D =   0.17361E-01  0.17361E-01  ( 57.05 s,  26.1 h)
+ iter   357 lrate =  1.0000000000 LL =  -2.0473431261 nd =  0.0001062755, D =   0.17362E-01  0.17362E-01  ( 52.27 s,  23.9 h)
+ iter   358 lrate =  1.0000000000 LL =  -2.0473410397 nd =  0.0001048564, D =   0.17363E-01  0.17363E-01  ( 58.66 s,  26.8 h)
+ iter   359 lrate =  1.0000000000 LL =  -2.0473389893 nd =  0.0001035092, D =   0.17364E-01  0.17364E-01  ( 63.85 s,  29.1 h)
+ iter   360 lrate =  1.0000000000 LL =  -2.0473369687 nd =  0.0001021345, D =   0.17366E-01  0.17366E-01  ( 60.51 s,  27.6 h)
+ iter   361 lrate =  1.0000000000 LL =  -2.0473349740 nd =  0.0001008231, D =   0.17366E-01  0.17366E-01  ( 70.87 s,  32.3 h)
+ iter   362 lrate =  1.0000000000 LL =  -2.0473330150 nd =  0.0000994626, D =   0.17367E-01  0.17367E-01  ( 55.74 s,  25.4 h)
+ iter   363 lrate =  1.0000000000 LL =  -2.0473310801 nd =  0.0000982041, D =   0.17368E-01  0.17368E-01  ( 55.99 s,  25.5 h)
+ iter   364 lrate =  1.0000000000 LL =  -2.0473291757 nd =  0.0000969397, D =   0.17369E-01  0.17369E-01  ( 55.18 s,  25.1 h)
+ iter   365 lrate =  1.0000000000 LL =  -2.0473272891 nd =  0.0000957470, D =   0.17369E-01  0.17369E-01  ( 60.88 s,  27.6 h)
+ iter   366 lrate =  1.0000000000 LL =  -2.0473254341 nd =  0.0000945776, D =   0.17370E-01  0.17370E-01  ( 49.62 s,  22.5 h)
+ iter   367 lrate =  1.0000000000 LL =  -2.0473235979 nd =  0.0000934442, D =   0.17371E-01  0.17371E-01  ( 55.97 s,  25.4 h)
+ iter   368 lrate =  1.0000000000 LL =  -2.0473217826 nd =  0.0000923400, D =   0.17371E-01  0.17371E-01  ( 47.65 s,  21.6 h)
+ iter   369 lrate =  1.0000000000 LL =  -2.0473199998 nd =  0.0000913671, D =   0.17372E-01  0.17372E-01  ( 58.56 s,  26.5 h)
+ iter   370 lrate =  1.0000000000 LL =  -2.0473182370 nd =  0.0000903800, D =   0.17373E-01  0.17373E-01  ( 52.29 s,  23.7 h)
+ iter   371 lrate =  1.0000000000 LL =  -2.0473164861 nd =  0.0000894842, D =   0.17374E-01  0.17374E-01  ( 65.06 s,  29.4 h)
+ iter   372 lrate =  1.0000000000 LL =  -2.0473147633 nd =  0.0000885194, D =   0.17375E-01  0.17375E-01  ( 50.02 s,  22.6 h)
+ iter   373 lrate =  1.0000000000 LL =  -2.0473130570 nd =  0.0000876959, D =   0.17376E-01  0.17376E-01  ( 52.47 s,  23.7 h)
+ iter   374 lrate =  1.0000000000 LL =  -2.0473113660 nd =  0.0000867382, D =   0.17377E-01  0.17377E-01  ( 58.04 s,  26.2 h)
+ iter   375 lrate =  1.0000000000 LL =  -2.0473097086 nd =  0.0000859444, D =   0.17377E-01  0.17377E-01  ( 57.93 s,  26.1 h)
+ iter   376 lrate =  1.0000000000 LL =  -2.0473080565 nd =  0.0000851410, D =   0.17378E-01  0.17378E-01  ( 58.40 s,  26.3 h)
+ iter   377 lrate =  1.0000000000 LL =  -2.0473064305 nd =  0.0000845011, D =   0.17379E-01  0.17379E-01  ( 58.49 s,  26.4 h)
+ iter   378 lrate =  1.0000000000 LL =  -2.0473048334 nd =  0.0000838425, D =   0.17379E-01  0.17379E-01  ( 57.76 s,  26.0 h)
+ iter   379 lrate =  1.0000000000 LL =  -2.0473032484 nd =  0.0000832738, D =   0.17379E-01  0.17379E-01  ( 49.64 s,  22.4 h)
+ iter   380 lrate =  1.0000000000 LL =  -2.0473016801 nd =  0.0000826542, D =   0.17379E-01  0.17379E-01  ( 59.85 s,  26.9 h)
+ iter   381 lrate =  1.0000000000 LL =  -2.0473001280 nd =  0.0000820917, D =   0.17379E-01  0.17379E-01  ( 68.73 s,  30.9 h)
+ iter   382 lrate =  1.0000000000 LL =  -2.0472985883 nd =  0.0000815207, D =   0.17379E-01  0.17379E-01  ( 60.59 s,  27.2 h)
+ iter   383 lrate =  1.0000000000 LL =  -2.0472970637 nd =  0.0000810636, D =   0.17379E-01  0.17379E-01  ( 53.05 s,  23.8 h)
+ iter   384 lrate =  1.0000000000 LL =  -2.0472955719 nd =  0.0000804748, D =   0.17379E-01  0.17379E-01  ( 53.91 s,  24.2 h)
+ iter   385 lrate =  1.0000000000 LL =  -2.0472940799 nd =  0.0000800051, D =   0.17380E-01  0.17380E-01  ( 54.49 s,  24.4 h)
+ iter   386 lrate =  1.0000000000 LL =  -2.0472926083 nd =  0.0000795140, D =   0.17380E-01  0.17380E-01  ( 61.01 s,  27.4 h)
+ iter   387 lrate =  1.0000000000 LL =  -2.0472911368 nd =  0.0000791679, D =   0.17380E-01  0.17380E-01  ( 57.23 s,  25.6 h)
+ iter   388 lrate =  1.0000000000 LL =  -2.0472896812 nd =  0.0000787923, D =   0.17380E-01  0.17380E-01  ( 60.72 s,  27.2 h)
+ iter   389 lrate =  1.0000000000 LL =  -2.0472882354 nd =  0.0000785954, D =   0.17380E-01  0.17380E-01  ( 56.68 s,  25.4 h)
+ iter   390 lrate =  1.0000000000 LL =  -2.0472867979 nd =  0.0000782489, D =   0.17380E-01  0.17380E-01  ( 58.53 s,  26.2 h)
+ iter   391 lrate =  1.0000000000 LL =  -2.0472853552 nd =  0.0000780950, D =   0.17380E-01  0.17380E-01  ( 56.56 s,  25.3 h)
+ iter   392 lrate =  1.0000000000 LL =  -2.0472839240 nd =  0.0000777806, D =   0.17380E-01  0.17380E-01  ( 51.58 s,  23.0 h)
+ iter   393 lrate =  1.0000000000 LL =  -2.0472825087 nd =  0.0000776763, D =   0.17381E-01  0.17381E-01  ( 45.71 s,  20.4 h)
+ iter   394 lrate =  1.0000000000 LL =  -2.0472810931 nd =  0.0000774327, D =   0.17381E-01  0.17381E-01  ( 58.88 s,  26.3 h)
+ iter   395 lrate =  1.0000000000 LL =  -2.0472796915 nd =  0.0000774689, D =   0.17381E-01  0.17381E-01  ( 58.53 s,  26.1 h)
+ iter   396 lrate =  1.0000000000 LL =  -2.0472783103 nd =  0.0000772968, D =   0.17382E-01  0.17382E-01  ( 55.78 s,  24.9 h)
+ iter   397 lrate =  1.0000000000 LL =  -2.0472769176 nd =  0.0000774454, D =   0.17381E-01  0.17381E-01  ( 56.22 s,  25.0 h)
+ iter   398 lrate =  1.0000000000 LL =  -2.0472755316 nd =  0.0000773269, D =   0.17382E-01  0.17382E-01  ( 53.46 s,  23.8 h)
+ iter   399 lrate =  1.0000000000 LL =  -2.0472741487 nd =  0.0000776285, D =   0.17382E-01  0.17382E-01  ( 54.90 s,  24.4 h)
+ iter   400 lrate =  1.0000000000 LL =  -2.0472727671 nd =  0.0000775382, D =   0.17382E-01  0.17382E-01  ( 54.67 s,  24.3 h)
+ iter   401 lrate =  1.0000000000 LL =  -2.0472718682 nd =  0.0000782091, D =   0.17382E-01  0.17382E-01  ( 61.77 s,  27.4 h)
+ iter   402 lrate =  1.0000000000 LL =  -2.0472709952 nd =  0.0000785278, D =   0.17382E-01  0.17382E-01  ( 56.18 s,  24.9 h)
+ iter   403 lrate =  1.0000000000 LL =  -2.0472701158 nd =  0.0000787707, D =   0.17382E-01  0.17382E-01  ( 56.20 s,  24.9 h)
+ iter   404 lrate =  1.0000000000 LL =  -2.0472692567 nd =  0.0000789576, D =   0.17382E-01  0.17382E-01  ( 53.39 s,  23.7 h)
+ iter   405 lrate =  1.0000000000 LL =  -2.0472683889 nd =  0.0000790996, D =   0.17382E-01  0.17382E-01  ( 58.20 s,  25.8 h)
+ iter   406 lrate =  1.0000000000 LL =  -2.0472675299 nd =  0.0000792417, D =   0.17382E-01  0.17382E-01  ( 43.29 s,  19.2 h)
+ Exiting because likelihood increasing by less than   1.000000000000000E-006 
+  for more than            5  iterations ...
+... done. Execution time:   5.93 h 
+ output directory = 
+ /net/store/nbp/projects/IntoTheWild/Daten/EEG/Lab/VP33/preprocessed/01Hz/amica/
+
+Lavish subscription of memory-resources:
+
+	8192 Mbytes requested,
+	but peak usage was only 1905 Mbytes.
+
+------------> Please request grid resources more carefully! <------------
+

WildLab_setsLab/VP33/preprocessed/causal/amica/ica_VP33.o455363

@@ -0,0 +1,584 @@
+           1 processor name = c02grid
+           1 host_num =   -907892117
+ This is MPI process           1 of           1 ; I am process           1 of
+           1 on node: c02grid
+           1  : node root process           1 of           1
+Processing arguments ...
+ num_files =            1
+ FILES: 
+ /net/store/nbp/users/agert/nbp_intothewild/Analysis/EEG_analysis/tmpdata54688.f
+ dt
+ num_dir_files =            1
+ initial matrix block_size =          128
+ do_opt_block =            0
+ number of models =            1
+ number of density mixture components =            3
+ pdf type =            0
+ max_iter =         2000
+ num_samples =            1
+ data_dim =          121
+ field_dim =      1311289
+ do_history =            0
+ histstep =           10
+ share_comps =            0
+ share_start =          100
+ comp_thresh =   0.990000000000000     
+ share_int =          100
+ initial lrate =   0.100000000000000     
+ minimum lrate =   1.000000000000000E-008
+ lrate factor =   0.500000000000000     
+ initial rholrate =   5.000000000000000E-002
+ rho0 =    1.50000000000000     
+ min rho =    1.00000000000000     
+ max rho =    2.00000000000000     
+ rho lrate factor =   0.500000000000000     
+ kurt_start =            3
+ num kurt =            5
+ kurt interval =            1
+ do_newton =            1
+ newt_start =           50
+ newt_ramp =           10
+ initial newton lrate =    1.00000000000000     
+ do_reject =            0
+ num reject =            3
+ reject sigma =    3.00000000000000     
+ reject start =            2
+ reject interval =            3
+ max_thrds =            4
+ write step =           10
+ write_nd =            1
+ write_LLt =            1
+ dec window =            1
+ max_decs =            3
+ fix_init =            0
+ update_A =            1
+ update_c =            1
+ update_gm =            1
+ update_alpha =            1
+ update_mu =            1
+ update_beta =            1
+ invsigmax =    100.000000000000     
+ invsigmin =   0.000000000000000E+000
+ do_rho =            1
+ load_rej =            0
+ load_A =            0
+ load_c =            0
+ load_gm =            0
+ load_alpha =            0
+ load_mu =            0
+ load_beta =            0
+ load_rho =            0
+ load_comp_list =            0
+ do_mean =            1
+ do_sphere =            1
+ doPCA =            1
+ pcakeep =          121
+ doscaling =            1
+ scalestep =            1
+ dble_data =            0
+ do_approx_sphere =            1
+ use_grad_norm =            1
+ use_min_dll =            1
+ print_debug =            0
+ min dll =   1.000000000000000E-006
+ min grad norm =   1.000000000000000E-006
+ minimum data covariance eigenvalue =   1.000000000000000E-018
+mkdir: cannot create directory ‘/net/store/nbp/projects/IntoTheWild/Daten/EEG/Lab/VP33/preprocessed/01Hz/amica/’: File exists
+ output directory = 
+ /net/store/nbp/projects/IntoTheWild/Daten/EEG/Lab/VP33/preprocessed/01Hz/amica/
+           1 : setting num_thrds to            4  ...
+           1 : using           4 threads.
+           1 : node_thrds =            4
+ i =            1  real ierr =            0
+ bytes in real =            1
+           1 : REAL nbyte =            1
+ getting segment list ...
+ blocks in sample =      1311289
+ total blocks =      1311289
+ node blocks =      1311289
+ node            1  start: file            1  sample            1  index 
+           1
+ node            1  stop : file            1  sample            1  index 
+     1311289
+           1 : data =    4.42958593368530        2.90630245208740     
+ getting the mean ...
+  mean =  -1.145901574210616E-002 -1.396696204877926E-002
+ -1.417443861758381E-002
+ subtracting the mean ...
+ getting the sphering matrix ...
+ cnt =      1311289
+ doing eig nx =          121  lwork =       146410
+ minimum eigenvalues =   0.522590991114805       0.532055084190756     
+  0.543956522992917     
+ maximum eigenvalues =    7603.74005015361        2687.09931855911     
+   824.982690932412     
+ num eigs kept =          121
+ numeigs =          121
+ sphering the data ...
+           1 Allocating variables ...
+           1 : Initializing variables ...
+           1 : block size =          128
+           1 : entering the main loop ...
+ iter     1 lrate =  0.1000000000 LL =  -2.1133089541 nd =  0.0296987627, D =   0.60571E-01  0.60571E-01  ( 43.46 s,  24.1 h)
+ iter     2 lrate =  0.1000000000 LL =  -2.0691418990 nd =  0.0089137865, D =   0.45102E-01  0.45102E-01  ( 49.46 s,  27.5 h)
+ iter     3 lrate =  0.1000000000 LL =  -2.0637115616 nd =  0.0067012958, D =   0.30639E-01  0.30639E-01  ( 43.41 s,  24.1 h)
+ iter     4 lrate =  0.1000000000 LL =  -2.0618296192 nd =  0.0066701031, D =   0.25866E-01  0.25866E-01  ( 48.17 s,  26.7 h)
+ iter     5 lrate =  0.1000000000 LL =  -2.0607458293 nd =  0.0066263953, D =   0.30164E-01  0.30164E-01  ( 51.13 s,  28.3 h)
+ iter     6 lrate =  0.1000000000 LL =  -2.0599166513 nd =  0.0066862884, D =   0.40877E-01  0.40877E-01  ( 44.53 s,  24.7 h)
+ iter     7 lrate =  0.1000000000 LL =  -2.0591666134 nd =  0.0068819314, D =   0.55859E-01  0.55859E-01  ( 47.36 s,  26.2 h)
+ iter     8 lrate =  0.1000000000 LL =  -2.0584106583 nd =  0.0072425203, D =   0.73742E-01  0.73742E-01  ( 51.16 s,  28.3 h)
+ iter     9 lrate =  0.1000000000 LL =  -2.0575797622 nd =  0.0078130796, D =   0.93937E-01  0.93937E-01  ( 46.35 s,  25.6 h)
+ iter    10 lrate =  0.1000000000 LL =  -2.0566074145 nd =  0.0085807570, D =   0.11663E+00  0.11663E+00  ( 45.17 s,  25.0 h)
+ iter    11 lrate =  0.1000000000 LL =  -2.0554602004 nd =  0.0091854556, D =   0.14248E+00  0.14248E+00  ( 70.93 s,  39.2 h)
+ iter    12 lrate =  0.1000000000 LL =  -2.0540893704 nd =  0.0095014736, D =   0.16990E+00  0.16990E+00  ( 48.62 s,  26.8 h)
+ iter    13 lrate =  0.1000000000 LL =  -2.0526213411 nd =  0.0082476794, D =   0.19643E+00  0.19643E+00  ( 49.61 s,  27.4 h)
+ iter    14 lrate =  0.1000000000 LL =  -2.0515978455 nd =  0.0057334672, D =   0.20879E+00  0.20879E+00  ( 50.70 s,  28.0 h)
+ iter    15 lrate =  0.1000000000 LL =  -2.0511592425 nd =  0.0050064775, D =   0.18867E+00  0.18867E+00  ( 48.48 s,  26.7 h)
+ iter    16 lrate =  0.1000000000 LL =  -2.0508693641 nd =  0.0045755304, D =   0.16664E+00  0.16664E+00  ( 52.99 s,  29.2 h)
+ iter    17 lrate =  0.1000000000 LL =  -2.0506273613 nd =  0.0045425802, D =   0.15075E+00  0.15075E+00  ( 48.57 s,  26.8 h)
+ iter    18 lrate =  0.1000000000 LL =  -2.0504384070 nd =  0.0059145005, D =   0.13515E+00  0.13515E+00  ( 48.19 s,  26.5 h)
+ iter    19 lrate =  0.1000000000 LL =  -2.0504423115 nd =  0.0122402355, D =   0.12472E+00  0.12472E+00  ( 44.35 s,  24.4 h)
+ Likelihood decreasing!
+ iter    20 lrate =  0.1000000000 LL =  -2.0514902929 nd =  0.0255497601, D =   0.12059E+00  0.12059E+00  ( 51.65 s,  28.4 h)
+ Likelihood decreasing!
+ iter    21 lrate =  0.1000000000 LL =  -2.0537269445 nd =  0.0277110315, D =   0.12533E+00  0.12533E+00  ( 56.40 s,  31.0 h)
+ Likelihood decreasing!
+ iter    22 lrate =  0.0500000000 LL =  -2.0508076483 nd =  0.0070842070, D =   0.10310E+00  0.10310E+00  ( 48.90 s,  26.9 h)
+ iter    23 lrate =  0.0500000000 LL =  -2.0498487847 nd =  0.0034164425, D =   0.99853E-01  0.99853E-01  ( 48.71 s,  26.8 h)
+ iter    24 lrate =  0.0500000000 LL =  -2.0496642157 nd =  0.0030666671, D =   0.97064E-01  0.97064E-01  ( 53.07 s,  29.1 h)
+ iter    25 lrate =  0.0500000000 LL =  -2.0495846305 nd =  0.0029808442, D =   0.94533E-01  0.94533E-01  ( 54.10 s,  29.7 h)
+ iter    26 lrate =  0.0500000000 LL =  -2.0495150384 nd =  0.0029293726, D =   0.92353E-01  0.92353E-01  ( 52.94 s,  29.0 h)
+ iter    27 lrate =  0.0500000000 LL =  -2.0494494786 nd =  0.0028940503, D =   0.90251E-01  0.90251E-01  ( 46.52 s,  25.5 h)
+ iter    28 lrate =  0.0500000000 LL =  -2.0493867078 nd =  0.0028885208, D =   0.88485E-01  0.88485E-01  ( 46.48 s,  25.5 h)
+ iter    29 lrate =  0.0500000000 LL =  -2.0493266123 nd =  0.0029254670, D =   0.86741E-01  0.86741E-01  ( 47.66 s,  26.1 h)
+ iter    30 lrate =  0.0500000000 LL =  -2.0492693126 nd =  0.0030376369, D =   0.85312E-01  0.85312E-01  ( 45.70 s,  25.0 h)
+ iter    31 lrate =  0.0500000000 LL =  -2.0492146456 nd =  0.0032749658, D =   0.83847E-01  0.83847E-01  ( 56.35 s,  30.8 h)
+ iter    32 lrate =  0.0500000000 LL =  -2.0491631190 nd =  0.0036791419, D =   0.82710E-01  0.82710E-01  ( 50.71 s,  27.7 h)
+ iter    33 lrate =  0.0500000000 LL =  -2.0491158498 nd =  0.0043289484, D =   0.81456E-01  0.81456E-01  ( 51.60 s,  28.2 h)
+ iter    34 lrate =  0.0500000000 LL =  -2.0490753030 nd =  0.0052067114, D =   0.80602E-01  0.80602E-01  ( 51.61 s,  28.2 h)
+ iter    35 lrate =  0.0500000000 LL =  -2.0490416360 nd =  0.0063597724, D =   0.79489E-01  0.79489E-01  ( 50.54 s,  27.6 h)
+ iter    36 lrate =  0.0500000000 LL =  -2.0490207427 nd =  0.0077603259, D =   0.78962E-01  0.78962E-01  ( 49.30 s,  26.9 h)
+ iter    37 lrate =  0.0500000000 LL =  -2.0490116184 nd =  0.0093311035, D =   0.77906E-01  0.77906E-01  ( 46.16 s,  25.2 h)
+ iter    38 lrate =  0.0500000000 LL =  -2.0490160602 nd =  0.0109899898, D =   0.77767E-01  0.77767E-01  ( 48.45 s,  26.4 h)
+ Likelihood decreasing!
+ iter    39 lrate =  0.0500000000 LL =  -2.0490283931 nd =  0.0124275994, D =   0.76669E-01  0.76669E-01  ( 47.57 s,  25.9 h)
+ Likelihood decreasing!
+ iter    40 lrate =  0.0500000000 LL =  -2.0490316685 nd =  0.0135368980, D =   0.76859E-01  0.76859E-01  ( 52.70 s,  28.7 h)
+ Likelihood decreasing!
+ iter    41 lrate =  0.0250000000 LL =  -2.0487399503 nd =  0.0024898422, D =   0.75382E-01  0.75382E-01  ( 48.89 s,  26.6 h)
+ iter    42 lrate =  0.0250000000 LL =  -2.0487045488 nd =  0.0023393103, D =   0.75102E-01  0.75102E-01  ( 52.58 s,  28.6 h)
+ iter    43 lrate =  0.0250000000 LL =  -2.0486781672 nd =  0.0023269611, D =   0.74809E-01  0.74809E-01  ( 50.31 s,  27.3 h)
+ iter    44 lrate =  0.0250000000 LL =  -2.0486520730 nd =  0.0023171609, D =   0.74532E-01  0.74532E-01  ( 45.88 s,  24.9 h)
+ iter    45 lrate =  0.0250000000 LL =  -2.0486266500 nd =  0.0023077102, D =   0.74266E-01  0.74266E-01  ( 48.92 s,  26.6 h)
+ iter    46 lrate =  0.0250000000 LL =  -2.0486016032 nd =  0.0022985415, D =   0.74010E-01  0.74010E-01  ( 50.29 s,  27.3 h)
+ iter    47 lrate =  0.0250000000 LL =  -2.0485769562 nd =  0.0022894478, D =   0.73763E-01  0.73763E-01  ( 50.14 s,  27.2 h)
+ iter    48 lrate =  0.0250000000 LL =  -2.0485526990 nd =  0.0022807318, D =   0.73525E-01  0.73525E-01  ( 48.59 s,  26.3 h)
+ iter    49 lrate =  0.0250000000 LL =  -2.0485289350 nd =  0.0022722021, D =   0.73296E-01  0.73296E-01  ( 45.27 s,  24.5 h)
+ iter    50 lrate =  0.0250000000 LL =  -2.0485056475 nd =  0.0020598044, D =   0.73073E-01  0.73073E-01  ( 64.22 s,  34.8 h)
+ Starting Newton ... setting numdecs to 0
+ iter    51 lrate =  0.0500000000 LL =  -2.0484707304 nd =  0.0020553076, D =   0.72549E-01  0.72549E-01  ( 75.46 s,  40.9 h)
+ iter    52 lrate =  0.1000000000 LL =  -2.0484093478 nd =  0.0020418034, D =   0.71542E-01  0.71542E-01  ( 73.31 s,  39.7 h)
+ iter    53 lrate =  0.2000000000 LL =  -2.0482963514 nd =  0.0020102829, D =   0.69688E-01  0.69688E-01  ( 71.14 s,  38.5 h)
+ iter    54 lrate =  0.3000000000 LL =  -2.0481367998 nd =  0.0019628021, D =   0.67285E-01  0.67285E-01  ( 75.13 s,  40.6 h)
+ iter    55 lrate =  0.4000000000 LL =  -2.0479375032 nd =  0.0019027362, D =   0.64665E-01  0.64665E-01  ( 71.19 s,  38.5 h)
+ iter    56 lrate =  0.5000000000 LL =  -2.0477062246 nd =  0.0018307369, D =   0.62087E-01  0.62087E-01  ( 66.92 s,  36.1 h)
+ iter    57 lrate =  0.6000000000 LL =  -2.0474517122 nd =  0.0017496038, D =   0.59686E-01  0.59686E-01  ( 69.57 s,  37.5 h)
+ iter    58 lrate =  0.7000000000 LL =  -2.0471827552 nd =  0.0016621837, D =   0.57497E-01  0.57497E-01  ( 79.95 s,  43.1 h)
+ iter    59 lrate =  0.8000000000 LL =  -2.0469074024 nd =  0.0015705089, D =   0.55456E-01  0.55456E-01  ( 79.21 s,  42.7 h)
+ iter    60 lrate =  0.9000000000 LL =  -2.0466331212 nd =  0.0014760602, D =   0.53484E-01  0.53484E-01  ( 74.72 s,  40.3 h)
+ iter    61 lrate =  1.0000000000 LL =  -2.0463658446 nd =  0.0013853507, D =   0.51523E-01  0.51523E-01  ( 86.45 s,  46.6 h)
+ iter    62 lrate =  1.0000000000 LL =  -2.0461297653 nd =  0.0013108603, D =   0.49693E-01  0.49693E-01  ( 59.05 s,  31.8 h)
+ iter    63 lrate =  1.0000000000 LL =  -2.0459178326 nd =  0.0012516013, D =   0.47917E-01  0.47917E-01  ( 68.50 s,  36.9 h)
+ iter    64 lrate =  1.0000000000 LL =  -2.0457239955 nd =  0.0012044702, D =   0.46176E-01  0.46176E-01  ( 75.22 s,  40.4 h)
+ iter    65 lrate =  1.0000000000 LL =  -2.0455435204 nd =  0.0011673061, D =   0.44449E-01  0.44449E-01  ( 72.00 s,  38.7 h)
+ iter    66 lrate =  1.0000000000 LL =  -2.0453727818 nd =  0.0011350269, D =   0.42744E-01  0.42744E-01  ( 73.60 s,  39.5 h)
+ iter    67 lrate =  1.0000000000 LL =  -2.0452098063 nd =  0.0011061665, D =   0.41097E-01  0.41097E-01  ( 73.24 s,  39.3 h)
+ iter    68 lrate =  1.0000000000 LL =  -2.0450534788 nd =  0.0010757793, D =   0.39488E-01  0.39488E-01  ( 77.88 s,  41.8 h)
+ iter    69 lrate =  1.0000000000 LL =  -2.0449041712 nd =  0.0010411173, D =   0.37944E-01  0.37944E-01  ( 69.87 s,  37.5 h)
+ iter    70 lrate =  1.0000000000 LL =  -2.0447630733 nd =  0.0010024278, D =   0.36498E-01  0.36498E-01  ( 68.81 s,  36.9 h)
+ iter    71 lrate =  1.0000000000 LL =  -2.0446310412 nd =  0.0009612278, D =   0.35126E-01  0.35126E-01  ( 86.67 s,  46.4 h)
+ iter    72 lrate =  1.0000000000 LL =  -2.0445089843 nd =  0.0009166527, D =   0.33848E-01  0.33848E-01  ( 76.22 s,  40.8 h)
+ iter    73 lrate =  1.0000000000 LL =  -2.0443974225 nd =  0.0008705235, D =   0.32666E-01  0.32666E-01  ( 68.81 s,  36.8 h)
+ iter    74 lrate =  1.0000000000 LL =  -2.0442964616 nd =  0.0008251534, D =   0.31576E-01  0.31576E-01  ( 70.05 s,  37.5 h)
+ iter    75 lrate =  1.0000000000 LL =  -2.0442056447 nd =  0.0007821026, D =   0.30549E-01  0.30549E-01  ( 67.94 s,  36.3 h)
+ iter    76 lrate =  1.0000000000 LL =  -2.0441239942 nd =  0.0007417932, D =   0.29600E-01  0.29600E-01  ( 65.30 s,  34.9 h)
+ iter    77 lrate =  1.0000000000 LL =  -2.0440505993 nd =  0.0007060966, D =   0.28712E-01  0.28712E-01  ( 73.75 s,  39.4 h)
+ iter    78 lrate =  1.0000000000 LL =  -2.0439841681 nd =  0.0006769831, D =   0.27862E-01  0.27862E-01  ( 77.62 s,  41.4 h)
+ iter    79 lrate =  1.0000000000 LL =  -2.0439231287 nd =  0.0006529921, D =   0.27046E-01  0.27046E-01  ( 70.38 s,  37.6 h)
+ iter    80 lrate =  1.0000000000 LL =  -2.0438665057 nd =  0.0006328472, D =   0.26249E-01  0.26249E-01  ( 59.36 s,  31.7 h)
+ iter    81 lrate =  1.0000000000 LL =  -2.0438133279 nd =  0.0006181987, D =   0.25480E-01  0.25480E-01  ( 71.48 s,  38.1 h)
+ iter    82 lrate =  1.0000000000 LL =  -2.0437626592 nd =  0.0006085707, D =   0.24733E-01  0.24733E-01  ( 71.46 s,  38.1 h)
+ iter    83 lrate =  1.0000000000 LL =  -2.0437136507 nd =  0.0006034701, D =   0.24008E-01  0.24008E-01  ( 68.88 s,  36.7 h)
+ iter    84 lrate =  1.0000000000 LL =  -2.0436655510 nd =  0.0006035755, D =   0.23303E-01  0.23303E-01  ( 71.27 s,  37.9 h)
+ iter    85 lrate =  1.0000000000 LL =  -2.0436175511 nd =  0.0006087698, D =   0.22611E-01  0.22611E-01  ( 69.65 s,  37.1 h)
+ iter    86 lrate =  1.0000000000 LL =  -2.0435689393 nd =  0.0006183658, D =   0.21951E-01  0.21951E-01  ( 75.55 s,  40.2 h)
+ iter    87 lrate =  1.0000000000 LL =  -2.0435189440 nd =  0.0006336712, D =   0.21321E-01  0.21321E-01  ( 65.26 s,  34.7 h)
+ iter    88 lrate =  1.0000000000 LL =  -2.0434668595 nd =  0.0006529838, D =   0.20725E-01  0.20725E-01  ( 70.97 s,  37.7 h)
+ iter    89 lrate =  1.0000000000 LL =  -2.0434120011 nd =  0.0006743998, D =   0.20176E-01  0.20176E-01  ( 70.60 s,  37.5 h)
+ iter    90 lrate =  1.0000000000 LL =  -2.0433535909 nd =  0.0006983378, D =   0.19678E-01  0.19678E-01  ( 68.19 s,  36.2 h)
+ iter    91 lrate =  1.0000000000 LL =  -2.0432911085 nd =  0.0007194410, D =   0.19218E-01  0.19218E-01  ( 75.27 s,  39.9 h)
+ iter    92 lrate =  1.0000000000 LL =  -2.0432248499 nd =  0.0007341262, D =   0.18806E-01  0.18806E-01  ( 71.05 s,  37.7 h)
+ iter    93 lrate =  1.0000000000 LL =  -2.0431555989 nd =  0.0007423729, D =   0.18445E-01  0.18445E-01  ( 66.12 s,  35.0 h)
+ iter    94 lrate =  1.0000000000 LL =  -2.0430844343 nd =  0.0007418087, D =   0.18118E-01  0.18118E-01  ( 64.49 s,  34.1 h)
+ iter    95 lrate =  1.0000000000 LL =  -2.0430130455 nd =  0.0007299114, D =   0.17826E-01  0.17826E-01  ( 60.17 s,  31.8 h)
+ iter    96 lrate =  1.0000000000 LL =  -2.0429434067 nd =  0.0007087790, D =   0.17566E-01  0.17566E-01  ( 67.42 s,  35.7 h)
+ iter    97 lrate =  1.0000000000 LL =  -2.0428773452 nd =  0.0006812887, D =   0.17334E-01  0.17334E-01  ( 71.64 s,  37.9 h)
+ iter    98 lrate =  1.0000000000 LL =  -2.0428160317 nd =  0.0006506763, D =   0.17122E-01  0.17122E-01  ( 69.48 s,  36.7 h)
+ iter    99 lrate =  1.0000000000 LL =  -2.0427598250 nd =  0.0006205798, D =   0.16937E-01  0.16937E-01  ( 70.86 s,  37.4 h)
+ iter   100 lrate =  1.0000000000 LL =  -2.0427085401 nd =  0.0005931826, D =   0.16774E-01  0.16774E-01  ( 67.74 s,  35.7 h)
+ iter   101 lrate =  1.0000000000 LL =  -2.0427000168 nd =  0.0006027453, D =   0.16774E-01  0.16774E-01  ( 81.87 s,  43.2 h)
+ iter   102 lrate =  1.0000000000 LL =  -2.0426932132 nd =  0.0006085695, D =   0.16774E-01  0.16774E-01  ( 77.70 s,  41.0 h)
+ iter   103 lrate =  1.0000000000 LL =  -2.0426872010 nd =  0.0006127093, D =   0.16774E-01  0.16774E-01  ( 75.46 s,  39.8 h)
+ iter   104 lrate =  1.0000000000 LL =  -2.0426816197 nd =  0.0006158902, D =   0.16774E-01  0.16774E-01  ( 78.90 s,  41.6 h)
+ iter   105 lrate =  1.0000000000 LL =  -2.0426763035 nd =  0.0006185169, D =   0.16774E-01  0.16774E-01  ( 72.40 s,  38.1 h)
+ iter   106 lrate =  1.0000000000 LL =  -2.0426711831 nd =  0.0006207297, D =   0.16774E-01  0.16774E-01  ( 72.40 s,  38.1 h)
+ iter   107 lrate =  1.0000000000 LL =  -2.0426244169 nd =  0.0005852402, D =   0.16677E-01  0.16677E-01  ( 73.02 s,  38.4 h)
+ iter   108 lrate =  1.0000000000 LL =  -2.0425823211 nd =  0.0005528663, D =   0.16548E-01  0.16548E-01  ( 69.90 s,  36.7 h)
+ iter   109 lrate =  1.0000000000 LL =  -2.0425442829 nd =  0.0005224996, D =   0.16433E-01  0.16433E-01  ( 72.74 s,  38.2 h)
+ iter   110 lrate =  1.0000000000 LL =  -2.0425097861 nd =  0.0004942318, D =   0.16344E-01  0.16344E-01  ( 79.22 s,  41.6 h)
+ iter   111 lrate =  1.0000000000 LL =  -2.0424785283 nd =  0.0004676860, D =   0.16279E-01  0.16279E-01  ( 79.53 s,  41.7 h)
+ iter   112 lrate =  1.0000000000 LL =  -2.0424501817 nd =  0.0004430346, D =   0.16236E-01  0.16236E-01  ( 71.61 s,  37.6 h)
+ iter   113 lrate =  1.0000000000 LL =  -2.0424244314 nd =  0.0004209410, D =   0.16210E-01  0.16210E-01  ( 67.81 s,  35.5 h)
+ iter   114 lrate =  1.0000000000 LL =  -2.0424009059 nd =  0.0004010488, D =   0.16197E-01  0.16197E-01  ( 71.18 s,  37.3 h)
+ iter   115 lrate =  1.0000000000 LL =  -2.0423792824 nd =  0.0003833374, D =   0.16192E-01  0.16192E-01  ( 66.31 s,  34.7 h)
+ iter   116 lrate =  1.0000000000 LL =  -2.0423593182 nd =  0.0003669223, D =   0.16196E-01  0.16196E-01  ( 70.45 s,  36.9 h)
+ iter   117 lrate =  1.0000000000 LL =  -2.0423407694 nd =  0.0003526942, D =   0.16206E-01  0.16206E-01  ( 71.38 s,  37.3 h)
+ iter   118 lrate =  1.0000000000 LL =  -2.0423234399 nd =  0.0003398064, D =   0.16218E-01  0.16218E-01  ( 68.06 s,  35.6 h)
+ iter   119 lrate =  1.0000000000 LL =  -2.0423071733 nd =  0.0003283113, D =   0.16233E-01  0.16233E-01  ( 72.07 s,  37.7 h)
+ iter   120 lrate =  1.0000000000 LL =  -2.0422918241 nd =  0.0003180668, D =   0.16250E-01  0.16250E-01  ( 77.29 s,  40.4 h)
+ iter   121 lrate =  1.0000000000 LL =  -2.0422772340 nd =  0.0003089846, D =   0.16267E-01  0.16267E-01  ( 78.58 s,  41.0 h)
+ iter   122 lrate =  1.0000000000 LL =  -2.0422633506 nd =  0.0003013605, D =   0.16285E-01  0.16285E-01  ( 77.87 s,  40.6 h)
+ iter   123 lrate =  1.0000000000 LL =  -2.0422500308 nd =  0.0002934551, D =   0.16305E-01  0.16305E-01  ( 70.03 s,  36.5 h)
+ iter   124 lrate =  1.0000000000 LL =  -2.0422372817 nd =  0.0002859588, D =   0.16323E-01  0.16323E-01  ( 72.34 s,  37.7 h)
+ iter   125 lrate =  1.0000000000 LL =  -2.0422250411 nd =  0.0002793879, D =   0.16340E-01  0.16340E-01  ( 62.02 s,  32.3 h)
+ iter   126 lrate =  1.0000000000 LL =  -2.0422132539 nd =  0.0002738259, D =   0.16357E-01  0.16357E-01  ( 61.08 s,  31.8 h)
+ iter   127 lrate =  1.0000000000 LL =  -2.0422018434 nd =  0.0002682079, D =   0.16372E-01  0.16372E-01  ( 76.00 s,  39.5 h)
+ iter   128 lrate =  1.0000000000 LL =  -2.0421908269 nd =  0.0002627903, D =   0.16388E-01  0.16388E-01  ( 70.91 s,  36.9 h)
+ iter   129 lrate =  1.0000000000 LL =  -2.0421801457 nd =  0.0002580020, D =   0.16404E-01  0.16404E-01  ( 69.66 s,  36.2 h)
+ iter   130 lrate =  1.0000000000 LL =  -2.0421697987 nd =  0.0002530694, D =   0.16420E-01  0.16420E-01  ( 64.90 s,  33.7 h)
+ iter   131 lrate =  1.0000000000 LL =  -2.0421597413 nd =  0.0002485705, D =   0.16433E-01  0.16433E-01  ( 79.46 s,  41.3 h)
+ iter   132 lrate =  1.0000000000 LL =  -2.0421499560 nd =  0.0002444715, D =   0.16448E-01  0.16448E-01  ( 67.55 s,  35.1 h)
+ iter   133 lrate =  1.0000000000 LL =  -2.0421404352 nd =  0.0002410906, D =   0.16462E-01  0.16462E-01  ( 65.72 s,  34.1 h)
+ iter   134 lrate =  1.0000000000 LL =  -2.0421311261 nd =  0.0002372109, D =   0.16478E-01  0.16478E-01  ( 67.30 s,  34.9 h)
+ iter   135 lrate =  1.0000000000 LL =  -2.0421220370 nd =  0.0002336632, D =   0.16492E-01  0.16492E-01  ( 67.63 s,  35.0 h)
+ iter   136 lrate =  1.0000000000 LL =  -2.0421131570 nd =  0.0002302440, D =   0.16505E-01  0.16505E-01  ( 70.68 s,  36.6 h)
+ iter   137 lrate =  1.0000000000 LL =  -2.0421045351 nd =  0.0002269526, D =   0.16519E-01  0.16519E-01  ( 70.05 s,  36.2 h)
+ iter   138 lrate =  1.0000000000 LL =  -2.0420961276 nd =  0.0002238201, D =   0.16529E-01  0.16529E-01  ( 53.91 s,  27.9 h)
+ iter   139 lrate =  1.0000000000 LL =  -2.0420878780 nd =  0.0002208046, D =   0.16540E-01  0.16540E-01  ( 54.68 s,  28.3 h)
+ iter   140 lrate =  1.0000000000 LL =  -2.0420798044 nd =  0.0002179541, D =   0.16551E-01  0.16551E-01  ( 65.54 s,  33.9 h)
+ iter   141 lrate =  1.0000000000 LL =  -2.0420718801 nd =  0.0002152631, D =   0.16562E-01  0.16562E-01  ( 74.52 s,  38.5 h)
+ iter   142 lrate =  1.0000000000 LL =  -2.0420641049 nd =  0.0002129837, D =   0.16573E-01  0.16573E-01  ( 78.52 s,  40.5 h)
+ iter   143 lrate =  1.0000000000 LL =  -2.0420564561 nd =  0.0002105590, D =   0.16584E-01  0.16584E-01  ( 65.62 s,  33.9 h)
+ iter   144 lrate =  1.0000000000 LL =  -2.0420489318 nd =  0.0002083334, D =   0.16595E-01  0.16595E-01  ( 72.02 s,  37.1 h)
+ iter   145 lrate =  1.0000000000 LL =  -2.0420415130 nd =  0.0002064577, D =   0.16606E-01  0.16606E-01  ( 65.47 s,  33.7 h)
+ iter   146 lrate =  1.0000000000 LL =  -2.0420342235 nd =  0.0002046970, D =   0.16616E-01  0.16616E-01  ( 75.00 s,  38.6 h)
+ iter   147 lrate =  1.0000000000 LL =  -2.0420270128 nd =  0.0002025646, D =   0.16628E-01  0.16628E-01  ( 68.95 s,  35.5 h)
+ iter   148 lrate =  1.0000000000 LL =  -2.0420199314 nd =  0.0002006006, D =   0.16638E-01  0.16638E-01  ( 67.69 s,  34.8 h)
+ iter   149 lrate =  1.0000000000 LL =  -2.0420129036 nd =  0.0001990885, D =   0.16647E-01  0.16647E-01  ( 66.26 s,  34.1 h)
+ iter   150 lrate =  1.0000000000 LL =  -2.0420059738 nd =  0.0001973381, D =   0.16657E-01  0.16657E-01  ( 60.26 s,  31.0 h)
+ iter   151 lrate =  1.0000000000 LL =  -2.0419990942 nd =  0.0001958102, D =   0.16666E-01  0.16666E-01  ( 71.79 s,  36.9 h)
+ iter   152 lrate =  1.0000000000 LL =  -2.0419923256 nd =  0.0001939071, D =   0.16674E-01  0.16674E-01  ( 67.42 s,  34.6 h)
+ iter   153 lrate =  1.0000000000 LL =  -2.0419856161 nd =  0.0001925354, D =   0.16682E-01  0.16682E-01  ( 68.92 s,  35.4 h)
+ iter   154 lrate =  1.0000000000 LL =  -2.0419789606 nd =  0.0001909808, D =   0.16690E-01  0.16690E-01  ( 68.19 s,  35.0 h)
+ iter   155 lrate =  1.0000000000 LL =  -2.0419723865 nd =  0.0001894244, D =   0.16697E-01  0.16697E-01  ( 62.62 s,  32.1 h)
+ iter   156 lrate =  1.0000000000 LL =  -2.0419658907 nd =  0.0001884027, D =   0.16704E-01  0.16704E-01  ( 67.80 s,  34.7 h)
+ iter   157 lrate =  1.0000000000 LL =  -2.0419594230 nd =  0.0001872594, D =   0.16712E-01  0.16712E-01  ( 72.15 s,  36.9 h)
+ iter   158 lrate =  1.0000000000 LL =  -2.0419530173 nd =  0.0001859364, D =   0.16719E-01  0.16719E-01  ( 68.86 s,  35.2 h)
+ iter   159 lrate =  1.0000000000 LL =  -2.0419466993 nd =  0.0001846563, D =   0.16726E-01  0.16726E-01  ( 68.70 s,  35.1 h)
+ iter   160 lrate =  1.0000000000 LL =  -2.0419403903 nd =  0.0001838645, D =   0.16732E-01  0.16732E-01  ( 62.73 s,  32.1 h)
+ iter   161 lrate =  1.0000000000 LL =  -2.0419341363 nd =  0.0001829664, D =   0.16740E-01  0.16740E-01  ( 74.84 s,  38.2 h)
+ iter   162 lrate =  1.0000000000 LL =  -2.0419279023 nd =  0.0001821726, D =   0.16747E-01  0.16747E-01  ( 64.48 s,  32.9 h)
+ iter   163 lrate =  1.0000000000 LL =  -2.0419217260 nd =  0.0001814022, D =   0.16755E-01  0.16755E-01  ( 68.98 s,  35.2 h)
+ iter   164 lrate =  1.0000000000 LL =  -2.0419155697 nd =  0.0001807442, D =   0.16763E-01  0.16763E-01  ( 63.34 s,  32.3 h)
+ iter   165 lrate =  1.0000000000 LL =  -2.0419094411 nd =  0.0001803613, D =   0.16772E-01  0.16772E-01  ( 63.08 s,  32.2 h)
+ iter   166 lrate =  1.0000000000 LL =  -2.0419033640 nd =  0.0001798748, D =   0.16780E-01  0.16780E-01  ( 70.11 s,  35.7 h)
+ iter   167 lrate =  1.0000000000 LL =  -2.0418972607 nd =  0.0001797256, D =   0.16788E-01  0.16788E-01  ( 66.80 s,  34.0 h)
+ iter   168 lrate =  1.0000000000 LL =  -2.0418912324 nd =  0.0001790823, D =   0.16795E-01  0.16795E-01  ( 57.32 s,  29.2 h)
+ iter   169 lrate =  1.0000000000 LL =  -2.0418852280 nd =  0.0001783860, D =   0.16802E-01  0.16802E-01  ( 65.90 s,  33.5 h)
+ iter   170 lrate =  1.0000000000 LL =  -2.0418792229 nd =  0.0001780072, D =   0.16808E-01  0.16808E-01  ( 58.43 s,  29.7 h)
+ iter   171 lrate =  1.0000000000 LL =  -2.0418732364 nd =  0.0001776166, D =   0.16817E-01  0.16817E-01  ( 75.05 s,  38.1 h)
+ iter   172 lrate =  1.0000000000 LL =  -2.0418672851 nd =  0.0001774041, D =   0.16823E-01  0.16823E-01  ( 69.78 s,  35.4 h)
+ iter   173 lrate =  1.0000000000 LL =  -2.0418613382 nd =  0.0001772276, D =   0.16829E-01  0.16829E-01  ( 62.38 s,  31.7 h)
+ iter   174 lrate =  1.0000000000 LL =  -2.0418554196 nd =  0.0001768005, D =   0.16836E-01  0.16836E-01  ( 71.75 s,  36.4 h)
+ iter   175 lrate =  1.0000000000 LL =  -2.0418495663 nd =  0.0001764383, D =   0.16843E-01  0.16843E-01  ( 67.26 s,  34.1 h)
+ iter   176 lrate =  1.0000000000 LL =  -2.0418437337 nd =  0.0001761888, D =   0.16848E-01  0.16848E-01  ( 64.92 s,  32.9 h)
+ iter   177 lrate =  1.0000000000 LL =  -2.0418379368 nd =  0.0001758333, D =   0.16852E-01  0.16852E-01  ( 69.44 s,  35.2 h)
+ iter   178 lrate =  1.0000000000 LL =  -2.0418322146 nd =  0.0001756804, D =   0.16856E-01  0.16856E-01  ( 73.02 s,  37.0 h)
+ iter   179 lrate =  1.0000000000 LL =  -2.0418265074 nd =  0.0001750646, D =   0.16861E-01  0.16861E-01  ( 70.09 s,  35.5 h)
+ iter   180 lrate =  1.0000000000 LL =  -2.0418208591 nd =  0.0001746912, D =   0.16865E-01  0.16865E-01  ( 69.92 s,  35.4 h)
+ iter   181 lrate =  1.0000000000 LL =  -2.0418152881 nd =  0.0001747087, D =   0.16868E-01  0.16868E-01  ( 80.42 s,  40.6 h)
+ iter   182 lrate =  1.0000000000 LL =  -2.0418097683 nd =  0.0001743613, D =   0.16872E-01  0.16872E-01  ( 71.02 s,  35.9 h)
+ iter   183 lrate =  1.0000000000 LL =  -2.0418043407 nd =  0.0001740311, D =   0.16876E-01  0.16876E-01  ( 62.24 s,  31.4 h)
+ iter   184 lrate =  1.0000000000 LL =  -2.0417989655 nd =  0.0001738150, D =   0.16879E-01  0.16879E-01  ( 67.97 s,  34.3 h)
+ iter   185 lrate =  1.0000000000 LL =  -2.0417937103 nd =  0.0001735960, D =   0.16882E-01  0.16882E-01  ( 67.46 s,  34.0 h)
+ iter   186 lrate =  1.0000000000 LL =  -2.0417885122 nd =  0.0001736372, D =   0.16883E-01  0.16883E-01  ( 67.05 s,  33.8 h)
+ iter   187 lrate =  1.0000000000 LL =  -2.0417833619 nd =  0.0001730243, D =   0.16884E-01  0.16884E-01  ( 71.22 s,  35.9 h)
+ iter   188 lrate =  1.0000000000 LL =  -2.0417782955 nd =  0.0001730649, D =   0.16885E-01  0.16885E-01  ( 56.57 s,  28.5 h)
+ iter   189 lrate =  1.0000000000 LL =  -2.0417733042 nd =  0.0001728177, D =   0.16886E-01  0.16886E-01  ( 67.76 s,  34.1 h)
+ iter   190 lrate =  1.0000000000 LL =  -2.0417683565 nd =  0.0001726975, D =   0.16888E-01  0.16888E-01  ( 63.95 s,  32.2 h)
+ iter   191 lrate =  1.0000000000 LL =  -2.0417634608 nd =  0.0001726701, D =   0.16889E-01  0.16889E-01  ( 74.76 s,  37.6 h)
+ iter   192 lrate =  1.0000000000 LL =  -2.0417585785 nd =  0.0001728084, D =   0.16892E-01  0.16892E-01  ( 61.36 s,  30.8 h)
+ iter   193 lrate =  1.0000000000 LL =  -2.0417537120 nd =  0.0001728218, D =   0.16895E-01  0.16895E-01  ( 76.05 s,  38.2 h)
+ iter   194 lrate =  1.0000000000 LL =  -2.0417488791 nd =  0.0001729207, D =   0.16896E-01  0.16896E-01  ( 74.37 s,  37.3 h)
+ iter   195 lrate =  1.0000000000 LL =  -2.0417440494 nd =  0.0001726117, D =   0.16895E-01  0.16895E-01  ( 69.47 s,  34.8 h)
+ iter   196 lrate =  1.0000000000 LL =  -2.0417392593 nd =  0.0001722977, D =   0.16896E-01  0.16896E-01  ( 66.21 s,  33.2 h)
+ iter   197 lrate =  1.0000000000 LL =  -2.0417345062 nd =  0.0001721713, D =   0.16894E-01  0.16894E-01  ( 69.43 s,  34.8 h)
+ iter   198 lrate =  1.0000000000 LL =  -2.0417298029 nd =  0.0001720599, D =   0.16894E-01  0.16894E-01  ( 74.45 s,  37.3 h)
+ iter   199 lrate =  1.0000000000 LL =  -2.0417251566 nd =  0.0001716190, D =   0.16891E-01  0.16891E-01  ( 70.73 s,  35.4 h)
+ iter   200 lrate =  1.0000000000 LL =  -2.0417205371 nd =  0.0001714276, D =   0.16889E-01  0.16889E-01  ( 65.81 s,  32.9 h)
+ iter   201 lrate =  1.0000000000 LL =  -2.0417185266 nd =  0.0001736514, D =   0.16889E-01  0.16889E-01  ( 75.30 s,  37.6 h)
+ iter   202 lrate =  1.0000000000 LL =  -2.0417165615 nd =  0.0001747937, D =   0.16889E-01  0.16889E-01  ( 66.19 s,  33.1 h)
+ iter   203 lrate =  1.0000000000 LL =  -2.0417146133 nd =  0.0001756003, D =   0.16889E-01  0.16889E-01  ( 63.33 s,  31.6 h)
+ iter   204 lrate =  1.0000000000 LL =  -2.0417126863 nd =  0.0001761903, D =   0.16889E-01  0.16889E-01  ( 66.92 s,  33.4 h)
+ iter   205 lrate =  1.0000000000 LL =  -2.0417107776 nd =  0.0001767245, D =   0.16889E-01  0.16889E-01  ( 61.69 s,  30.8 h)
+ iter   206 lrate =  1.0000000000 LL =  -2.0417088885 nd =  0.0001771910, D =   0.16889E-01  0.16889E-01  ( 67.97 s,  33.9 h)
+ iter   207 lrate =  1.0000000000 LL =  -2.0417042714 nd =  0.0001745068, D =   0.16890E-01  0.16890E-01  ( 72.15 s,  35.9 h)
+ iter   208 lrate =  1.0000000000 LL =  -2.0416996659 nd =  0.0001738211, D =   0.16885E-01  0.16885E-01  ( 69.26 s,  34.5 h)
+ iter   209 lrate =  1.0000000000 LL =  -2.0416951210 nd =  0.0001724259, D =   0.16883E-01  0.16883E-01  ( 65.91 s,  32.8 h)
+ iter   210 lrate =  1.0000000000 LL =  -2.0416905927 nd =  0.0001720114, D =   0.16878E-01  0.16878E-01  ( 68.07 s,  33.8 h)
+ iter   211 lrate =  1.0000000000 LL =  -2.0416860946 nd =  0.0001712322, D =   0.16874E-01  0.16874E-01  ( 74.84 s,  37.2 h)
+ iter   212 lrate =  1.0000000000 LL =  -2.0416816126 nd =  0.0001708823, D =   0.16870E-01  0.16870E-01  ( 71.46 s,  35.5 h)
+ iter   213 lrate =  1.0000000000 LL =  -2.0416771572 nd =  0.0001700862, D =   0.16866E-01  0.16866E-01  ( 70.37 s,  34.9 h)
+ iter   214 lrate =  1.0000000000 LL =  -2.0416727628 nd =  0.0001698339, D =   0.16861E-01  0.16861E-01  ( 62.06 s,  30.8 h)
+ iter   215 lrate =  1.0000000000 LL =  -2.0416683646 nd =  0.0001692375, D =   0.16856E-01  0.16856E-01  ( 55.23 s,  27.4 h)
+ iter   216 lrate =  1.0000000000 LL =  -2.0416639998 nd =  0.0001686232, D =   0.16852E-01  0.16852E-01  ( 62.34 s,  30.9 h)
+ iter   217 lrate =  1.0000000000 LL =  -2.0416596479 nd =  0.0001678945, D =   0.16848E-01  0.16848E-01  ( 66.50 s,  32.9 h)
+ iter   218 lrate =  1.0000000000 LL =  -2.0416553398 nd =  0.0001673370, D =   0.16844E-01  0.16844E-01  ( 65.99 s,  32.7 h)
+ iter   219 lrate =  1.0000000000 LL =  -2.0416510664 nd =  0.0001664495, D =   0.16839E-01  0.16839E-01  ( 70.29 s,  34.8 h)
+ iter   220 lrate =  1.0000000000 LL =  -2.0416468324 nd =  0.0001654367, D =   0.16834E-01  0.16834E-01  ( 69.41 s,  34.3 h)
+ iter   221 lrate =  1.0000000000 LL =  -2.0416426258 nd =  0.0001644566, D =   0.16830E-01  0.16830E-01  ( 73.83 s,  36.5 h)
+ iter   222 lrate =  1.0000000000 LL =  -2.0416384585 nd =  0.0001634834, D =   0.16827E-01  0.16827E-01  ( 71.47 s,  35.3 h)
+ iter   223 lrate =  1.0000000000 LL =  -2.0416343258 nd =  0.0001624642, D =   0.16824E-01  0.16824E-01  ( 65.86 s,  32.5 h)
+ iter   224 lrate =  1.0000000000 LL =  -2.0416302335 nd =  0.0001616338, D =   0.16820E-01  0.16820E-01  ( 67.58 s,  33.3 h)
+ iter   225 lrate =  1.0000000000 LL =  -2.0416261735 nd =  0.0001605878, D =   0.16817E-01  0.16817E-01  ( 75.35 s,  37.2 h)
+ iter   226 lrate =  1.0000000000 LL =  -2.0416221459 nd =  0.0001596001, D =   0.16814E-01  0.16814E-01  ( 67.47 s,  33.2 h)
+ iter   227 lrate =  1.0000000000 LL =  -2.0416181591 nd =  0.0001585679, D =   0.16810E-01  0.16810E-01  ( 72.23 s,  35.6 h)
+ iter   228 lrate =  1.0000000000 LL =  -2.0416142036 nd =  0.0001575464, D =   0.16806E-01  0.16806E-01  ( 66.90 s,  32.9 h)
+ iter   229 lrate =  1.0000000000 LL =  -2.0416102790 nd =  0.0001565067, D =   0.16802E-01  0.16802E-01  ( 68.60 s,  33.7 h)
+ iter   230 lrate =  1.0000000000 LL =  -2.0416063897 nd =  0.0001555151, D =   0.16799E-01  0.16799E-01  ( 74.28 s,  36.5 h)
+ iter   231 lrate =  1.0000000000 LL =  -2.0416025445 nd =  0.0001545280, D =   0.16795E-01  0.16795E-01  ( 82.24 s,  40.4 h)
+ iter   232 lrate =  1.0000000000 LL =  -2.0415987315 nd =  0.0001537119, D =   0.16791E-01  0.16791E-01  ( 63.75 s,  31.3 h)
+ iter   233 lrate =  1.0000000000 LL =  -2.0415949392 nd =  0.0001526475, D =   0.16787E-01  0.16787E-01  ( 63.01 s,  30.9 h)
+ iter   234 lrate =  1.0000000000 LL =  -2.0415911934 nd =  0.0001516521, D =   0.16783E-01  0.16783E-01  ( 69.80 s,  34.2 h)
+ iter   235 lrate =  1.0000000000 LL =  -2.0415874811 nd =  0.0001507318, D =   0.16779E-01  0.16779E-01  ( 71.38 s,  35.0 h)
+ iter   236 lrate =  1.0000000000 LL =  -2.0415838307 nd =  0.0001499686, D =   0.16775E-01  0.16775E-01  ( 72.63 s,  35.6 h)
+ iter   237 lrate =  1.0000000000 LL =  -2.0415802081 nd =  0.0001491235, D =   0.16772E-01  0.16772E-01  ( 68.62 s,  33.6 h)
+ iter   238 lrate =  1.0000000000 LL =  -2.0415766162 nd =  0.0001484583, D =   0.16768E-01  0.16768E-01  ( 64.66 s,  31.6 h)
+ iter   239 lrate =  1.0000000000 LL =  -2.0415730676 nd =  0.0001476836, D =   0.16764E-01  0.16764E-01  ( 72.14 s,  35.3 h)
+ iter   240 lrate =  1.0000000000 LL =  -2.0415695517 nd =  0.0001469144, D =   0.16760E-01  0.16760E-01  ( 72.91 s,  35.6 h)
+ iter   241 lrate =  1.0000000000 LL =  -2.0415660529 nd =  0.0001464269, D =   0.16758E-01  0.16758E-01  ( 69.94 s,  34.2 h)
+ iter   242 lrate =  1.0000000000 LL =  -2.0415625617 nd =  0.0001458728, D =   0.16755E-01  0.16755E-01  ( 66.45 s,  32.4 h)
+ iter   243 lrate =  1.0000000000 LL =  -2.0415590943 nd =  0.0001453164, D =   0.16752E-01  0.16752E-01  ( 60.73 s,  29.6 h)
+ iter   244 lrate =  1.0000000000 LL =  -2.0415556455 nd =  0.0001447426, D =   0.16749E-01  0.16749E-01  ( 70.48 s,  34.4 h)
+ iter   245 lrate =  1.0000000000 LL =  -2.0415522266 nd =  0.0001440369, D =   0.16746E-01  0.16746E-01  ( 60.24 s,  29.4 h)
+ iter   246 lrate =  1.0000000000 LL =  -2.0415488302 nd =  0.0001435095, D =   0.16743E-01  0.16743E-01  ( 58.90 s,  28.7 h)
+ iter   247 lrate =  1.0000000000 LL =  -2.0415454510 nd =  0.0001429949, D =   0.16741E-01  0.16741E-01  ( 67.16 s,  32.7 h)
+ iter   248 lrate =  1.0000000000 LL =  -2.0415420991 nd =  0.0001425209, D =   0.16738E-01  0.16738E-01  ( 67.98 s,  33.1 h)
+ iter   249 lrate =  1.0000000000 LL =  -2.0415387632 nd =  0.0001421618, D =   0.16736E-01  0.16736E-01  ( 63.44 s,  30.9 h)
+ iter   250 lrate =  1.0000000000 LL =  -2.0415354433 nd =  0.0001417864, D =   0.16733E-01  0.16733E-01  ( 61.58 s,  29.9 h)
+ iter   251 lrate =  1.0000000000 LL =  -2.0415321368 nd =  0.0001414980, D =   0.16731E-01  0.16731E-01  ( 71.36 s,  34.7 h)
+ iter   252 lrate =  1.0000000000 LL =  -2.0415288481 nd =  0.0001412662, D =   0.16728E-01  0.16728E-01  ( 65.21 s,  31.7 h)
+ iter   253 lrate =  1.0000000000 LL =  -2.0415255710 nd =  0.0001410558, D =   0.16726E-01  0.16726E-01  ( 64.84 s,  31.5 h)
+ iter   254 lrate =  1.0000000000 LL =  -2.0415223060 nd =  0.0001407757, D =   0.16723E-01  0.16723E-01  ( 58.60 s,  28.4 h)
+ iter   255 lrate =  1.0000000000 LL =  -2.0415190560 nd =  0.0001406119, D =   0.16721E-01  0.16721E-01  ( 61.15 s,  29.6 h)
+ iter   256 lrate =  1.0000000000 LL =  -2.0415158240 nd =  0.0001404693, D =   0.16719E-01  0.16719E-01  ( 72.29 s,  35.0 h)
+ iter   257 lrate =  1.0000000000 LL =  -2.0415125926 nd =  0.0001402937, D =   0.16716E-01  0.16716E-01  ( 74.52 s,  36.1 h)
+ iter   258 lrate =  1.0000000000 LL =  -2.0415093712 nd =  0.0001402090, D =   0.16713E-01  0.16713E-01  ( 71.75 s,  34.7 h)
+ iter   259 lrate =  1.0000000000 LL =  -2.0415061622 nd =  0.0001400811, D =   0.16711E-01  0.16711E-01  ( 67.90 s,  32.8 h)
+ iter   260 lrate =  1.0000000000 LL =  -2.0415029593 nd =  0.0001399621, D =   0.16710E-01  0.16710E-01  ( 65.24 s,  31.5 h)
+ iter   261 lrate =  1.0000000000 LL =  -2.0414997635 nd =  0.0001399760, D =   0.16709E-01  0.16709E-01  ( 61.92 s,  29.9 h)
+ iter   262 lrate =  1.0000000000 LL =  -2.0414965745 nd =  0.0001401010, D =   0.16707E-01  0.16707E-01  ( 65.06 s,  31.4 h)
+ iter   263 lrate =  1.0000000000 LL =  -2.0414933856 nd =  0.0001402555, D =   0.16706E-01  0.16706E-01  ( 70.98 s,  34.2 h)
+ iter   264 lrate =  1.0000000000 LL =  -2.0414901962 nd =  0.0001403934, D =   0.16705E-01  0.16705E-01  ( 70.52 s,  34.0 h)
+ iter   265 lrate =  1.0000000000 LL =  -2.0414870115 nd =  0.0001406079, D =   0.16704E-01  0.16704E-01  ( 57.75 s,  27.8 h)
+ iter   266 lrate =  1.0000000000 LL =  -2.0414838260 nd =  0.0001407666, D =   0.16703E-01  0.16703E-01  ( 67.12 s,  32.3 h)
+ iter   267 lrate =  1.0000000000 LL =  -2.0414806497 nd =  0.0001410095, D =   0.16701E-01  0.16701E-01  ( 65.42 s,  31.5 h)
+ iter   268 lrate =  1.0000000000 LL =  -2.0414774658 nd =  0.0001412870, D =   0.16700E-01  0.16700E-01  ( 65.46 s,  31.5 h)
+ iter   269 lrate =  1.0000000000 LL =  -2.0414742858 nd =  0.0001416094, D =   0.16700E-01  0.16700E-01  ( 57.47 s,  27.6 h)
+ iter   270 lrate =  1.0000000000 LL =  -2.0414711053 nd =  0.0001419885, D =   0.16699E-01  0.16699E-01  ( 53.76 s,  25.8 h)
+ iter   271 lrate =  1.0000000000 LL =  -2.0414679170 nd =  0.0001423862, D =   0.16699E-01  0.16699E-01  ( 72.66 s,  34.9 h)
+ iter   272 lrate =  1.0000000000 LL =  -2.0414647415 nd =  0.0001428702, D =   0.16699E-01  0.16699E-01  ( 65.19 s,  31.3 h)
+ iter   273 lrate =  1.0000000000 LL =  -2.0414615653 nd =  0.0001434174, D =   0.16699E-01  0.16699E-01  ( 55.91 s,  26.8 h)
+ iter   274 lrate =  1.0000000000 LL =  -2.0414583802 nd =  0.0001439754, D =   0.16700E-01  0.16700E-01  ( 63.99 s,  30.7 h)
+ iter   275 lrate =  1.0000000000 LL =  -2.0414551867 nd =  0.0001446059, D =   0.16699E-01  0.16699E-01  ( 61.73 s,  29.6 h)
+ iter   276 lrate =  1.0000000000 LL =  -2.0414519876 nd =  0.0001452698, D =   0.16699E-01  0.16699E-01  ( 62.36 s,  29.9 h)
+ iter   277 lrate =  1.0000000000 LL =  -2.0414487679 nd =  0.0001458775, D =   0.16700E-01  0.16700E-01  ( 59.74 s,  28.6 h)
+ iter   278 lrate =  1.0000000000 LL =  -2.0414455316 nd =  0.0001466214, D =   0.16700E-01  0.16700E-01  ( 55.96 s,  26.8 h)
+ iter   279 lrate =  1.0000000000 LL =  -2.0414422714 nd =  0.0001473055, D =   0.16700E-01  0.16700E-01  ( 63.90 s,  30.5 h)
+ iter   280 lrate =  1.0000000000 LL =  -2.0414389915 nd =  0.0001481100, D =   0.16700E-01  0.16700E-01  ( 60.01 s,  28.7 h)
+ iter   281 lrate =  1.0000000000 LL =  -2.0414356719 nd =  0.0001488915, D =   0.16701E-01  0.16701E-01  ( 66.89 s,  31.9 h)
+ iter   282 lrate =  1.0000000000 LL =  -2.0414323127 nd =  0.0001496844, D =   0.16702E-01  0.16702E-01  ( 69.18 s,  33.0 h)
+ iter   283 lrate =  1.0000000000 LL =  -2.0414289207 nd =  0.0001505430, D =   0.16704E-01  0.16704E-01  ( 57.50 s,  27.4 h)
+ iter   284 lrate =  1.0000000000 LL =  -2.0414254954 nd =  0.0001514967, D =   0.16705E-01  0.16705E-01  ( 61.27 s,  29.2 h)
+ iter   285 lrate =  1.0000000000 LL =  -2.0414220448 nd =  0.0001524607, D =   0.16706E-01  0.16706E-01  ( 57.74 s,  27.5 h)
+ iter   286 lrate =  1.0000000000 LL =  -2.0414185701 nd =  0.0001534484, D =   0.16708E-01  0.16708E-01  ( 61.63 s,  29.3 h)
+ iter   287 lrate =  1.0000000000 LL =  -2.0414150637 nd =  0.0001544261, D =   0.16709E-01  0.16709E-01  ( 54.80 s,  26.1 h)
+ iter   288 lrate =  1.0000000000 LL =  -2.0414115375 nd =  0.0001554688, D =   0.16711E-01  0.16711E-01  ( 64.02 s,  30.4 h)
+ iter   289 lrate =  1.0000000000 LL =  -2.0414079953 nd =  0.0001565556, D =   0.16713E-01  0.16713E-01  ( 60.90 s,  28.9 h)
+ iter   290 lrate =  1.0000000000 LL =  -2.0414044194 nd =  0.0001577158, D =   0.16715E-01  0.16715E-01  ( 58.46 s,  27.8 h)
+ iter   291 lrate =  1.0000000000 LL =  -2.0414008247 nd =  0.0001588770, D =   0.16717E-01  0.16717E-01  ( 70.27 s,  33.4 h)
+ iter   292 lrate =  1.0000000000 LL =  -2.0413971966 nd =  0.0001600872, D =   0.16719E-01  0.16719E-01  ( 59.88 s,  28.4 h)
+ iter   293 lrate =  1.0000000000 LL =  -2.0413935547 nd =  0.0001614417, D =   0.16721E-01  0.16721E-01  ( 56.74 s,  26.9 h)
+ iter   294 lrate =  1.0000000000 LL =  -2.0413898658 nd =  0.0001629851, D =   0.16724E-01  0.16724E-01  ( 61.79 s,  29.3 h)
+ iter   295 lrate =  1.0000000000 LL =  -2.0413861385 nd =  0.0001644170, D =   0.16727E-01  0.16727E-01  ( 64.63 s,  30.6 h)
+ iter   296 lrate =  1.0000000000 LL =  -2.0413823679 nd =  0.0001660653, D =   0.16730E-01  0.16730E-01  ( 61.40 s,  29.1 h)
+ iter   297 lrate =  1.0000000000 LL =  -2.0413785658 nd =  0.0001678275, D =   0.16733E-01  0.16733E-01  ( 64.22 s,  30.4 h)
+ iter   298 lrate =  1.0000000000 LL =  -2.0413747079 nd =  0.0001697434, D =   0.16735E-01  0.16735E-01  ( 59.32 s,  28.0 h)
+ iter   299 lrate =  1.0000000000 LL =  -2.0413707896 nd =  0.0001718548, D =   0.16739E-01  0.16739E-01  ( 59.67 s,  28.2 h)
+ iter   300 lrate =  1.0000000000 LL =  -2.0413668127 nd =  0.0001740698, D =   0.16743E-01  0.16743E-01  ( 57.13 s,  27.0 h)
+ iter   301 lrate =  1.0000000000 LL =  -2.0413654056 nd =  0.0001765518, D =   0.16743E-01  0.16743E-01  ( 68.12 s,  32.2 h)
+ iter   302 lrate =  1.0000000000 LL =  -2.0413640426 nd =  0.0001779522, D =   0.16743E-01  0.16743E-01  ( 58.21 s,  27.5 h)
+ iter   303 lrate =  1.0000000000 LL =  -2.0413627019 nd =  0.0001789409, D =   0.16743E-01  0.16743E-01  ( 61.66 s,  29.1 h)
+ iter   304 lrate =  1.0000000000 LL =  -2.0413613802 nd =  0.0001797356, D =   0.16743E-01  0.16743E-01  ( 63.24 s,  29.8 h)
+ iter   305 lrate =  1.0000000000 LL =  -2.0413600626 nd =  0.0001803640, D =   0.16743E-01  0.16743E-01  ( 54.80 s,  25.8 h)
+ iter   306 lrate =  1.0000000000 LL =  -2.0413587548 nd =  0.0001809164, D =   0.16743E-01  0.16743E-01  ( 55.83 s,  26.3 h)
+ iter   307 lrate =  1.0000000000 LL =  -2.0413546600 nd =  0.0001810033, D =   0.16754E-01  0.16754E-01  ( 62.79 s,  29.5 h)
+ iter   308 lrate =  1.0000000000 LL =  -2.0413505107 nd =  0.0001830716, D =   0.16757E-01  0.16757E-01  ( 53.16 s,  25.0 h)
+ iter   309 lrate =  1.0000000000 LL =  -2.0413462873 nd =  0.0001848375, D =   0.16762E-01  0.16762E-01  ( 59.84 s,  28.1 h)
+ iter   310 lrate =  1.0000000000 LL =  -2.0413419928 nd =  0.0001873442, D =   0.16765E-01  0.16765E-01  ( 55.72 s,  26.2 h)
+ iter   311 lrate =  1.0000000000 LL =  -2.0413376169 nd =  0.0001897841, D =   0.16770E-01  0.16770E-01  ( 62.01 s,  29.1 h)
+ iter   312 lrate =  1.0000000000 LL =  -2.0413331439 nd =  0.0001927020, D =   0.16774E-01  0.16774E-01  ( 56.01 s,  26.3 h)
+ iter   313 lrate =  1.0000000000 LL =  -2.0413285649 nd =  0.0001954999, D =   0.16779E-01  0.16779E-01  ( 57.71 s,  27.0 h)
+ iter   314 lrate =  1.0000000000 LL =  -2.0413238908 nd =  0.0001985040, D =   0.16784E-01  0.16784E-01  ( 61.46 s,  28.8 h)
+ iter   315 lrate =  1.0000000000 LL =  -2.0413191134 nd =  0.0002015731, D =   0.16789E-01  0.16789E-01  ( 67.87 s,  31.8 h)
+ iter   316 lrate =  1.0000000000 LL =  -2.0413142054 nd =  0.0002051463, D =   0.16794E-01  0.16794E-01  ( 66.98 s,  31.3 h)
+ iter   317 lrate =  1.0000000000 LL =  -2.0413091721 nd =  0.0002086362, D =   0.16800E-01  0.16800E-01  ( 60.85 s,  28.4 h)
+ iter   318 lrate =  1.0000000000 LL =  -2.0413040050 nd =  0.0002122489, D =   0.16806E-01  0.16806E-01  ( 61.23 s,  28.6 h)
+ iter   319 lrate =  1.0000000000 LL =  -2.0412986928 nd =  0.0002159674, D =   0.16812E-01  0.16812E-01  ( 64.93 s,  30.3 h)
+ iter   320 lrate =  1.0000000000 LL =  -2.0412932311 nd =  0.0002196959, D =   0.16818E-01  0.16818E-01  ( 62.57 s,  29.2 h)
+ iter   321 lrate =  1.0000000000 LL =  -2.0412876332 nd =  0.0002230042, D =   0.16825E-01  0.16825E-01  ( 68.00 s,  31.7 h)
+ iter   322 lrate =  1.0000000000 LL =  -2.0412818929 nd =  0.0002264860, D =   0.16831E-01  0.16831E-01  ( 64.16 s,  29.9 h)
+ iter   323 lrate =  1.0000000000 LL =  -2.0412760186 nd =  0.0002296927, D =   0.16837E-01  0.16837E-01  ( 61.41 s,  28.6 h)
+ iter   324 lrate =  1.0000000000 LL =  -2.0412700603 nd =  0.0002330056, D =   0.16843E-01  0.16843E-01  ( 67.64 s,  31.5 h)
+ iter   325 lrate =  1.0000000000 LL =  -2.0412639739 nd =  0.0002357948, D =   0.16850E-01  0.16850E-01  ( 63.73 s,  29.7 h)
+ iter   326 lrate =  1.0000000000 LL =  -2.0412577735 nd =  0.0002383006, D =   0.16856E-01  0.16856E-01  ( 53.52 s,  24.9 h)
+ iter   327 lrate =  1.0000000000 LL =  -2.0412514652 nd =  0.0002405263, D =   0.16862E-01  0.16862E-01  ( 59.03 s,  27.4 h)
+ iter   328 lrate =  1.0000000000 LL =  -2.0412450618 nd =  0.0002423047, D =   0.16867E-01  0.16867E-01  ( 64.09 s,  29.8 h)
+ iter   329 lrate =  1.0000000000 LL =  -2.0412385902 nd =  0.0002435118, D =   0.16871E-01  0.16871E-01  ( 68.86 s,  32.0 h)
+ iter   330 lrate =  1.0000000000 LL =  -2.0412320748 nd =  0.0002447414, D =   0.16875E-01  0.16875E-01  ( 65.41 s,  30.3 h)
+ iter   331 lrate =  1.0000000000 LL =  -2.0412254928 nd =  0.0002449849, D =   0.16879E-01  0.16879E-01  ( 66.68 s,  30.9 h)
+ iter   332 lrate =  1.0000000000 LL =  -2.0412189148 nd =  0.0002449347, D =   0.16882E-01  0.16882E-01  ( 68.06 s,  31.5 h)
+ iter   333 lrate =  1.0000000000 LL =  -2.0412123374 nd =  0.0002442149, D =   0.16885E-01  0.16885E-01  ( 67.19 s,  31.1 h)
+ iter   334 lrate =  1.0000000000 LL =  -2.0412057890 nd =  0.0002427997, D =   0.16886E-01  0.16886E-01  ( 62.77 s,  29.0 h)
+ iter   335 lrate =  1.0000000000 LL =  -2.0411993304 nd =  0.0002408147, D =   0.16887E-01  0.16887E-01  ( 65.31 s,  30.2 h)
+ iter   336 lrate =  1.0000000000 LL =  -2.0411929384 nd =  0.0002385787, D =   0.16889E-01  0.16889E-01  ( 61.54 s,  28.4 h)
+ iter   337 lrate =  1.0000000000 LL =  -2.0411866436 nd =  0.0002360071, D =   0.16889E-01  0.16889E-01  ( 65.24 s,  30.1 h)
+ iter   338 lrate =  1.0000000000 LL =  -2.0411804888 nd =  0.0002330911, D =   0.16889E-01  0.16889E-01  ( 57.43 s,  26.5 h)
+ iter   339 lrate =  1.0000000000 LL =  -2.0411744608 nd =  0.0002294896, D =   0.16888E-01  0.16888E-01  ( 63.36 s,  29.2 h)
+ iter   340 lrate =  1.0000000000 LL =  -2.0411685994 nd =  0.0002252113, D =   0.16886E-01  0.16886E-01  ( 65.71 s,  30.3 h)
+ iter   341 lrate =  1.0000000000 LL =  -2.0411629190 nd =  0.0002209008, D =   0.16885E-01  0.16885E-01  ( 62.62 s,  28.9 h)
+ iter   342 lrate =  1.0000000000 LL =  -2.0411574125 nd =  0.0002162797, D =   0.16883E-01  0.16883E-01  ( 61.60 s,  28.4 h)
+ iter   343 lrate =  1.0000000000 LL =  -2.0411520961 nd =  0.0002116104, D =   0.16881E-01  0.16881E-01  ( 61.92 s,  28.5 h)
+ iter   344 lrate =  1.0000000000 LL =  -2.0411469601 nd =  0.0002068490, D =   0.16878E-01  0.16878E-01  ( 66.74 s,  30.7 h)
+ iter   345 lrate =  1.0000000000 LL =  -2.0411420149 nd =  0.0002020290, D =   0.16875E-01  0.16875E-01  ( 62.65 s,  28.8 h)
+ iter   346 lrate =  1.0000000000 LL =  -2.0411372479 nd =  0.0001971226, D =   0.16873E-01  0.16873E-01  ( 62.75 s,  28.8 h)
+ iter   347 lrate =  1.0000000000 LL =  -2.0411326695 nd =  0.0001923606, D =   0.16870E-01  0.16870E-01  ( 62.29 s,  28.6 h)
+ iter   348 lrate =  1.0000000000 LL =  -2.0411282525 nd =  0.0001879187, D =   0.16868E-01  0.16868E-01  ( 63.53 s,  29.2 h)
+ iter   349 lrate =  1.0000000000 LL =  -2.0411239952 nd =  0.0001835755, D =   0.16866E-01  0.16866E-01  ( 58.65 s,  26.9 h)
+ iter   350 lrate =  1.0000000000 LL =  -2.0411198928 nd =  0.0001787877, D =   0.16863E-01  0.16863E-01  ( 59.63 s,  27.3 h)
+ iter   351 lrate =  1.0000000000 LL =  -2.0411159520 nd =  0.0001745390, D =   0.16861E-01  0.16861E-01  ( 65.99 s,  30.2 h)
+ iter   352 lrate =  1.0000000000 LL =  -2.0411121497 nd =  0.0001703386, D =   0.16859E-01  0.16859E-01  ( 63.02 s,  28.8 h)
+ iter   353 lrate =  1.0000000000 LL =  -2.0411084981 nd =  0.0001661455, D =   0.16857E-01  0.16857E-01  ( 57.63 s,  26.4 h)
+ iter   354 lrate =  1.0000000000 LL =  -2.0411049667 nd =  0.0001624542, D =   0.16856E-01  0.16856E-01  ( 58.25 s,  26.6 h)
+ iter   355 lrate =  1.0000000000 LL =  -2.0411015493 nd =  0.0001586836, D =   0.16855E-01  0.16855E-01  ( 60.29 s,  27.6 h)
+ iter   356 lrate =  1.0000000000 LL =  -2.0410982514 nd =  0.0001552254, D =   0.16854E-01  0.16854E-01  ( 60.35 s,  27.6 h)
+ iter   357 lrate =  1.0000000000 LL =  -2.0410950568 nd =  0.0001520434, D =   0.16852E-01  0.16852E-01  ( 64.28 s,  29.3 h)
+ iter   358 lrate =  1.0000000000 LL =  -2.0410919514 nd =  0.0001488726, D =   0.16852E-01  0.16852E-01  ( 56.35 s,  25.7 h)
+ iter   359 lrate =  1.0000000000 LL =  -2.0410889524 nd =  0.0001457401, D =   0.16852E-01  0.16852E-01  ( 63.57 s,  29.0 h)
+ iter   360 lrate =  1.0000000000 LL =  -2.0410860303 nd =  0.0001430066, D =   0.16851E-01  0.16851E-01  ( 63.29 s,  28.8 h)
+ iter   361 lrate =  1.0000000000 LL =  -2.0410831935 nd =  0.0001400885, D =   0.16851E-01  0.16851E-01  ( 68.47 s,  31.2 h)
+ iter   362 lrate =  1.0000000000 LL =  -2.0410804349 nd =  0.0001373412, D =   0.16851E-01  0.16851E-01  ( 62.79 s,  28.6 h)
+ iter   363 lrate =  1.0000000000 LL =  -2.0410777432 nd =  0.0001347406, D =   0.16851E-01  0.16851E-01  ( 65.21 s,  29.7 h)
+ iter   364 lrate =  1.0000000000 LL =  -2.0410751381 nd =  0.0001323811, D =   0.16851E-01  0.16851E-01  ( 62.81 s,  28.5 h)
+ iter   365 lrate =  1.0000000000 LL =  -2.0410725931 nd =  0.0001300235, D =   0.16851E-01  0.16851E-01  ( 62.42 s,  28.3 h)
+ iter   366 lrate =  1.0000000000 LL =  -2.0410700975 nd =  0.0001279216, D =   0.16852E-01  0.16852E-01  ( 65.30 s,  29.6 h)
+ iter   367 lrate =  1.0000000000 LL =  -2.0410676577 nd =  0.0001258989, D =   0.16852E-01  0.16852E-01  ( 63.05 s,  28.6 h)
+ iter   368 lrate =  1.0000000000 LL =  -2.0410652674 nd =  0.0001242637, D =   0.16853E-01  0.16853E-01  ( 64.42 s,  29.2 h)
+ iter   369 lrate =  1.0000000000 LL =  -2.0410629444 nd =  0.0001225147, D =   0.16853E-01  0.16853E-01  ( 68.74 s,  31.1 h)
+ iter   370 lrate =  1.0000000000 LL =  -2.0410606565 nd =  0.0001207964, D =   0.16854E-01  0.16854E-01  ( 59.44 s,  26.9 h)
+ iter   371 lrate =  1.0000000000 LL =  -2.0410584091 nd =  0.0001190795, D =   0.16855E-01  0.16855E-01  ( 69.03 s,  31.2 h)
+ iter   372 lrate =  1.0000000000 LL =  -2.0410562076 nd =  0.0001178429, D =   0.16856E-01  0.16856E-01  ( 60.34 s,  27.3 h)
+ iter   373 lrate =  1.0000000000 LL =  -2.0410540462 nd =  0.0001162361, D =   0.16856E-01  0.16856E-01  ( 61.20 s,  27.7 h)
+ iter   374 lrate =  1.0000000000 LL =  -2.0410519214 nd =  0.0001150731, D =   0.16857E-01  0.16857E-01  ( 65.85 s,  29.7 h)
+ iter   375 lrate =  1.0000000000 LL =  -2.0410498336 nd =  0.0001136720, D =   0.16857E-01  0.16857E-01  ( 61.30 s,  27.7 h)
+ iter   376 lrate =  1.0000000000 LL =  -2.0410477921 nd =  0.0001128211, D =   0.16858E-01  0.16858E-01  ( 63.08 s,  28.5 h)
+ iter   377 lrate =  1.0000000000 LL =  -2.0410457779 nd =  0.0001116220, D =   0.16859E-01  0.16859E-01  ( 65.47 s,  29.5 h)
+ iter   378 lrate =  1.0000000000 LL =  -2.0410437909 nd =  0.0001109754, D =   0.16860E-01  0.16860E-01  ( 64.29 s,  29.0 h)
+ iter   379 lrate =  1.0000000000 LL =  -2.0410418285 nd =  0.0001100069, D =   0.16861E-01  0.16861E-01  ( 62.42 s,  28.1 h)
+ iter   380 lrate =  1.0000000000 LL =  -2.0410398989 nd =  0.0001096585, D =   0.16861E-01  0.16861E-01  ( 63.41 s,  28.5 h)
+ iter   381 lrate =  1.0000000000 LL =  -2.0410380034 nd =  0.0001090313, D =   0.16861E-01  0.16861E-01  ( 69.99 s,  31.5 h)
+ iter   382 lrate =  1.0000000000 LL =  -2.0410361284 nd =  0.0001089669, D =   0.16861E-01  0.16861E-01  ( 63.03 s,  28.3 h)
+ iter   383 lrate =  1.0000000000 LL =  -2.0410342686 nd =  0.0001085626, D =   0.16862E-01  0.16862E-01  ( 61.32 s,  27.5 h)
+ iter   384 lrate =  1.0000000000 LL =  -2.0410324541 nd =  0.0001088963, D =   0.16862E-01  0.16862E-01  ( 61.59 s,  27.6 h)
+ iter   385 lrate =  1.0000000000 LL =  -2.0410306487 nd =  0.0001088965, D =   0.16863E-01  0.16863E-01  ( 62.17 s,  27.9 h)
+ iter   386 lrate =  1.0000000000 LL =  -2.0410288739 nd =  0.0001097502, D =   0.16862E-01  0.16862E-01  ( 58.26 s,  26.1 h)
+ iter   387 lrate =  1.0000000000 LL =  -2.0410271253 nd =  0.0001104095, D =   0.16862E-01  0.16862E-01  ( 60.13 s,  26.9 h)
+ iter   388 lrate =  1.0000000000 LL =  -2.0410254043 nd =  0.0001120108, D =   0.16863E-01  0.16863E-01  ( 60.16 s,  26.9 h)
+ iter   389 lrate =  1.0000000000 LL =  -2.0410237188 nd =  0.0001137510, D =   0.16863E-01  0.16863E-01  ( 64.78 s,  29.0 h)
+ iter   390 lrate =  1.0000000000 LL =  -2.0410220826 nd =  0.0001161950, D =   0.16864E-01  0.16864E-01  ( 62.36 s,  27.9 h)
+ iter   391 lrate =  1.0000000000 LL =  -2.0410204794 nd =  0.0001195286, D =   0.16864E-01  0.16864E-01  ( 65.84 s,  29.4 h)
+ iter   392 lrate =  1.0000000000 LL =  -2.0410189471 nd =  0.0001229789, D =   0.16864E-01  0.16864E-01  ( 61.95 s,  27.7 h)
+ iter   393 lrate =  1.0000000000 LL =  -2.0410174587 nd =  0.0001291019, D =   0.16865E-01  0.16865E-01  ( 53.16 s,  23.7 h)
+ iter   394 lrate =  1.0000000000 LL =  -2.0410160975 nd =  0.0001337098, D =   0.16865E-01  0.16865E-01  ( 54.02 s,  24.1 h)
+ iter   395 lrate =  1.0000000000 LL =  -2.0410147265 nd =  0.0001438552, D =   0.16866E-01  0.16866E-01  ( 62.01 s,  27.6 h)
+ iter   396 lrate =  1.0000000000 LL =  -2.0410135559 nd =  0.0001497772, D =   0.16866E-01  0.16866E-01  ( 66.34 s,  29.6 h)
+ iter   397 lrate =  1.0000000000 LL =  -2.0410123808 nd =  0.0001660589, D =   0.16867E-01  0.16867E-01  ( 59.07 s,  26.3 h)
+ iter   398 lrate =  1.0000000000 LL =  -2.0410115409 nd =  0.0001726011, D =   0.16867E-01  0.16867E-01  ( 61.81 s,  27.5 h)
+ iter   399 lrate =  1.0000000000 LL =  -2.0410106077 nd =  0.0001976688, D =   0.16867E-01  0.16867E-01  ( 65.82 s,  29.3 h)
+ iter   400 lrate =  1.0000000000 LL =  -2.0410103192 nd =  0.0002034592, D =   0.16867E-01  0.16867E-01  ( 64.17 s,  28.5 h)
+ iter   401 lrate =  1.0000000000 LL =  -2.0410048131 nd =  0.0001085083, D =   0.16867E-01  0.16867E-01  ( 74.16 s,  32.9 h)
+ iter   402 lrate =  1.0000000000 LL =  -2.0410036243 nd =  0.0000986041, D =   0.16867E-01  0.16867E-01  ( 56.79 s,  25.2 h)
+ iter   403 lrate =  1.0000000000 LL =  -2.0410027890 nd =  0.0000979828, D =   0.16867E-01  0.16867E-01  ( 61.98 s,  27.5 h)
+ iter   404 lrate =  1.0000000000 LL =  -2.0410019706 nd =  0.0000982743, D =   0.16867E-01  0.16867E-01  ( 65.91 s,  29.2 h)
+ iter   405 lrate =  1.0000000000 LL =  -2.0410011632 nd =  0.0000984404, D =   0.16867E-01  0.16867E-01  ( 60.62 s,  26.9 h)
+ iter   406 lrate =  1.0000000000 LL =  -2.0410003666 nd =  0.0000986244, D =   0.16867E-01  0.16867E-01  ( 60.93 s,  27.0 h)
+ iter   407 lrate =  1.0000000000 LL =  -2.0409988172 nd =  0.0000970040, D =   0.16870E-01  0.16870E-01  ( 60.68 s,  26.9 h)
+ iter   408 lrate =  1.0000000000 LL =  -2.0409972735 nd =  0.0000967841, D =   0.16870E-01  0.16870E-01  ( 61.17 s,  27.0 h)
+ iter   409 lrate =  1.0000000000 LL =  -2.0409957669 nd =  0.0000957836, D =   0.16870E-01  0.16870E-01  ( 65.29 s,  28.9 h)
+ iter   410 lrate =  1.0000000000 LL =  -2.0409942676 nd =  0.0000956721, D =   0.16870E-01  0.16870E-01  ( 55.76 s,  24.6 h)
+ iter   411 lrate =  1.0000000000 LL =  -2.0409927754 nd =  0.0000949930, D =   0.16870E-01  0.16870E-01  ( 68.94 s,  30.4 h)
+ iter   412 lrate =  1.0000000000 LL =  -2.0409912849 nd =  0.0000948435, D =   0.16870E-01  0.16870E-01  ( 59.82 s,  26.4 h)
+ iter   413 lrate =  1.0000000000 LL =  -2.0409898101 nd =  0.0000943334, D =   0.16870E-01  0.16870E-01  ( 64.64 s,  28.5 h)
+ iter   414 lrate =  1.0000000000 LL =  -2.0409883521 nd =  0.0000943381, D =   0.16870E-01  0.16870E-01  ( 64.03 s,  28.2 h)
+ iter   415 lrate =  1.0000000000 LL =  -2.0409869018 nd =  0.0000938800, D =   0.16871E-01  0.16871E-01  ( 65.47 s,  28.8 h)
+ iter   416 lrate =  1.0000000000 LL =  -2.0409854621 nd =  0.0000938044, D =   0.16871E-01  0.16871E-01  ( 58.25 s,  25.6 h)
+ iter   417 lrate =  1.0000000000 LL =  -2.0409840372 nd =  0.0000933371, D =   0.16871E-01  0.16871E-01  ( 58.60 s,  25.8 h)
+ iter   418 lrate =  1.0000000000 LL =  -2.0409826234 nd =  0.0000932501, D =   0.16871E-01  0.16871E-01  ( 57.35 s,  25.2 h)
+ iter   419 lrate =  1.0000000000 LL =  -2.0409812249 nd =  0.0000927399, D =   0.16872E-01  0.16872E-01  ( 47.89 s,  21.0 h)
+ iter   420 lrate =  1.0000000000 LL =  -2.0409798270 nd =  0.0000928362, D =   0.16872E-01  0.16872E-01  ( 64.23 s,  28.2 h)
+ iter   421 lrate =  1.0000000000 LL =  -2.0409784380 nd =  0.0000924356, D =   0.16872E-01  0.16872E-01  ( 57.70 s,  25.3 h)
+ iter   422 lrate =  1.0000000000 LL =  -2.0409770674 nd =  0.0000927110, D =   0.16873E-01  0.16873E-01  ( 65.86 s,  28.9 h)
+ iter   423 lrate =  1.0000000000 LL =  -2.0409756999 nd =  0.0000922325, D =   0.16873E-01  0.16873E-01  ( 60.52 s,  26.5 h)
+ iter   424 lrate =  1.0000000000 LL =  -2.0409743430 nd =  0.0000925083, D =   0.16873E-01  0.16873E-01  ( 59.41 s,  26.0 h)
+ iter   425 lrate =  1.0000000000 LL =  -2.0409729996 nd =  0.0000921681, D =   0.16874E-01  0.16874E-01  ( 60.07 s,  26.3 h)
+ iter   426 lrate =  1.0000000000 LL =  -2.0409716758 nd =  0.0000926701, D =   0.16874E-01  0.16874E-01  ( 58.06 s,  25.4 h)
+ iter   427 lrate =  1.0000000000 LL =  -2.0409703604 nd =  0.0000924736, D =   0.16875E-01  0.16875E-01  ( 57.10 s,  24.9 h)
+ iter   428 lrate =  1.0000000000 LL =  -2.0409690609 nd =  0.0000931623, D =   0.16875E-01  0.16875E-01  ( 59.68 s,  26.1 h)
+ iter   429 lrate =  1.0000000000 LL =  -2.0409677770 nd =  0.0000930900, D =   0.16876E-01  0.16876E-01  ( 68.06 s,  29.7 h)
+ iter   430 lrate =  1.0000000000 LL =  -2.0409665008 nd =  0.0000942984, D =   0.16876E-01  0.16876E-01  ( 56.01 s,  24.4 h)
+ iter   431 lrate =  1.0000000000 LL =  -2.0409652555 nd =  0.0000948472, D =   0.16876E-01  0.16876E-01  ( 67.03 s,  29.2 h)
+ iter   432 lrate =  1.0000000000 LL =  -2.0409640114 nd =  0.0000968135, D =   0.16876E-01  0.16876E-01  ( 58.51 s,  25.5 h)
+ iter   433 lrate =  1.0000000000 LL =  -2.0409627962 nd =  0.0000982338, D =   0.16876E-01  0.16876E-01  ( 62.12 s,  27.0 h)
+ iter   434 lrate =  1.0000000000 LL =  -2.0409616106 nd =  0.0001011712, D =   0.16876E-01  0.16876E-01  ( 56.79 s,  24.7 h)
+ iter   435 lrate =  1.0000000000 LL =  -2.0409604597 nd =  0.0001040804, D =   0.16877E-01  0.16877E-01  ( 64.73 s,  28.1 h)
+ iter   436 lrate =  1.0000000000 LL =  -2.0409593588 nd =  0.0001085485, D =   0.16877E-01  0.16877E-01  ( 54.55 s,  23.7 h)
+ iter   437 lrate =  1.0000000000 LL =  -2.0409582947 nd =  0.0001140476, D =   0.16878E-01  0.16878E-01  ( 60.21 s,  26.1 h)
+ iter   438 lrate =  1.0000000000 LL =  -2.0409573162 nd =  0.0001207030, D =   0.16878E-01  0.16878E-01  ( 57.80 s,  25.1 h)
+ iter   439 lrate =  1.0000000000 LL =  -2.0409563847 nd =  0.0001304383, D =   0.16878E-01  0.16878E-01  ( 65.83 s,  28.5 h)
+ iter   440 lrate =  1.0000000000 LL =  -2.0409556141 nd =  0.0001394924, D =   0.16878E-01  0.16878E-01  ( 61.03 s,  26.4 h)
+ iter   441 lrate =  1.0000000000 LL =  -2.0409549081 nd =  0.0001557043, D =   0.16879E-01  0.16879E-01  ( 62.43 s,  27.0 h)
+ iter   442 lrate =  1.0000000000 LL =  -2.0409545168 nd =  0.0001672074, D =   0.16879E-01  0.16879E-01  ( 61.82 s,  26.8 h)
+ iter   443 lrate =  1.0000000000 LL =  -2.0409541793 nd =  0.0001932300, D =   0.16879E-01  0.16879E-01  ( 67.48 s,  29.2 h)
+ Exiting because likelihood increasing by less than   1.000000000000000E-006 
+  for more than            5  iterations ...
+... done. Execution time:   7.91 h 
+ output directory = 
+ /net/store/nbp/projects/IntoTheWild/Daten/EEG/Lab/VP33/preprocessed/01Hz/amica/
+
+Lavish subscription of memory-resources:
+
+	8192 Mbytes requested,
+	but peak usage was only 1878.8 Mbytes.
+
+------------> Please request grid resources more carefully! <------------
+

WildLab_setsLab/VP33/preprocessed/causal/amica/input.param

@@ -0,0 +1,78 @@
+files /net/store/nbp/users/agert/nbp_intothewild/Analysis/EEG_analysis/tmpdata54688.fdt
+outdir /net/store/nbp/projects/IntoTheWild/Daten/EEG/Lab/VP33/preprocessed/01Hz/amica/
+block_size 128
+do_opt_block 0
+num_models 1
+num_mix_comps 3
+pdftype 0
+max_iter 2000
+num_samples 1
+data_dim 121
+field_dim 1311289
+field_blocksize 1
+do_history 0
+histstep 10
+share_comps 0
+share_start 100
+comp_thresh 0.990000
+share_iter 100
+lrate 0.100000
+minlrate 1.000000e-08
+lratefact 0.500000
+rholrate 0.050000
+rho0 1.500000
+minrho 1.000000
+maxrho 2.000000
+rholratefact 0.500000
+kurt_start 3
+num_kurt 5
+kurt_int 1
+do_newton 1
+newt_start 50
+newt_ramp 10
+newtrate 1.000000
+do_reject 0
+numrej 3
+rejsig 3.000000
+rejstart 2
+rejint 3
+max_threads 4
+writestep 10
+write_nd 1
+write_LLt 1
+decwindow 1
+max_decs 3
+fix_init 0
+update_A 1
+update_c 1
+update_gm 1
+update_alpha 1
+update_mu 1
+update_beta 1
+invsigmax 100.000000
+invsigmin 0.000000
+do_rho 1
+load_rej 0
+load_W 0
+load_A 0
+load_c 0
+load_gm 0
+load_alpha 0
+load_mu 0
+load_beta 0
+load_rho 0
+load_comp_list 0
+do_mean 1
+do_sphere 1
+doPCA 1
+pcakeep 121
+doscaling 1
+scalestep 1
+dble_data 0
+do_approx_sphere 1
+use_grad_norm 1
+use_min_dll 1
+print_debug 0
+min_dll 1.00000e-06
+min_grad_norm 1.00000e-06
+mineig 1e-15

WildLab_setsLab/VP33/preprocessed/causal/amica/out.txt

@@ -0,0 +1,451 @@
+ minimum eigenvalues =   0.522590991114805       0.532055084190756     
+  0.543956522992917     
+ maximum eigenvalues =    7603.74005015361        2687.09931855911     
+   824.982690932412     
+ num eigs kept =          121
+ iter     1 lrate =  0.1000000000 LL =  -2.1133089541 nd =  0.0296987627, D =   0.60571E-01  0.60571E-01  ( 43.46 s,  24.1 h)
+ iter     2 lrate =  0.1000000000 LL =  -2.0691418990 nd =  0.0089137865, D =   0.45102E-01  0.45102E-01  ( 49.46 s,  27.5 h)
+ iter     3 lrate =  0.1000000000 LL =  -2.0637115616 nd =  0.0067012958, D =   0.30639E-01  0.30639E-01  ( 43.41 s,  24.1 h)
+ iter     4 lrate =  0.1000000000 LL =  -2.0618296192 nd =  0.0066701031, D =   0.25866E-01  0.25866E-01  ( 48.17 s,  26.7 h)
+ iter     5 lrate =  0.1000000000 LL =  -2.0607458293 nd =  0.0066263953, D =   0.30164E-01  0.30164E-01  ( 51.13 s,  28.3 h)
+ iter     6 lrate =  0.1000000000 LL =  -2.0599166513 nd =  0.0066862884, D =   0.40877E-01  0.40877E-01  ( 44.53 s,  24.7 h)
+ iter     7 lrate =  0.1000000000 LL =  -2.0591666134 nd =  0.0068819314, D =   0.55859E-01  0.55859E-01  ( 47.36 s,  26.2 h)
+ iter     8 lrate =  0.1000000000 LL =  -2.0584106583 nd =  0.0072425203, D =   0.73742E-01  0.73742E-01  ( 51.16 s,  28.3 h)
+ iter     9 lrate =  0.1000000000 LL =  -2.0575797622 nd =  0.0078130796, D =   0.93937E-01  0.93937E-01  ( 46.35 s,  25.6 h)
+ iter    10 lrate =  0.1000000000 LL =  -2.0566074145 nd =  0.0085807570, D =   0.11663E+00  0.11663E+00  ( 45.17 s,  25.0 h)
+ iter    11 lrate =  0.1000000000 LL =  -2.0554602004 nd =  0.0091854556, D =   0.14248E+00  0.14248E+00  ( 70.93 s,  39.2 h)
+ iter    12 lrate =  0.1000000000 LL =  -2.0540893704 nd =  0.0095014736, D =   0.16990E+00  0.16990E+00  ( 48.62 s,  26.8 h)
+ iter    13 lrate =  0.1000000000 LL =  -2.0526213411 nd =  0.0082476794, D =   0.19643E+00  0.19643E+00  ( 49.61 s,  27.4 h)
+ iter    14 lrate =  0.1000000000 LL =  -2.0515978455 nd =  0.0057334672, D =   0.20879E+00  0.20879E+00  ( 50.70 s,  28.0 h)
+ iter    15 lrate =  0.1000000000 LL =  -2.0511592425 nd =  0.0050064775, D =   0.18867E+00  0.18867E+00  ( 48.48 s,  26.7 h)
+ iter    16 lrate =  0.1000000000 LL =  -2.0508693641 nd =  0.0045755304, D =   0.16664E+00  0.16664E+00  ( 52.99 s,  29.2 h)
+ iter    17 lrate =  0.1000000000 LL =  -2.0506273613 nd =  0.0045425802, D =   0.15075E+00  0.15075E+00  ( 48.57 s,  26.8 h)
+ iter    18 lrate =  0.1000000000 LL =  -2.0504384070 nd =  0.0059145005, D =   0.13515E+00  0.13515E+00  ( 48.19 s,  26.5 h)
+ iter    19 lrate =  0.1000000000 LL =  -2.0504423115 nd =  0.0122402355, D =   0.12472E+00  0.12472E+00  ( 44.35 s,  24.4 h)
+ iter    20 lrate =  0.1000000000 LL =  -2.0514902929 nd =  0.0255497601, D =   0.12059E+00  0.12059E+00  ( 51.65 s,  28.4 h)
+ iter    21 lrate =  0.1000000000 LL =  -2.0537269445 nd =  0.0277110315, D =   0.12533E+00  0.12533E+00  ( 56.40 s,  31.0 h)
+ iter    22 lrate =  0.0500000000 LL =  -2.0508076483 nd =  0.0070842070, D =   0.10310E+00  0.10310E+00  ( 48.90 s,  26.9 h)
+ iter    23 lrate =  0.0500000000 LL =  -2.0498487847 nd =  0.0034164425, D =   0.99853E-01  0.99853E-01  ( 48.71 s,  26.8 h)
+ iter    24 lrate =  0.0500000000 LL =  -2.0496642157 nd =  0.0030666671, D =   0.97064E-01  0.97064E-01  ( 53.07 s,  29.1 h)
+ iter    25 lrate =  0.0500000000 LL =  -2.0495846305 nd =  0.0029808442, D =   0.94533E-01  0.94533E-01  ( 54.10 s,  29.7 h)
+ iter    26 lrate =  0.0500000000 LL =  -2.0495150384 nd =  0.0029293726, D =   0.92353E-01  0.92353E-01  ( 52.94 s,  29.0 h)
+ iter    27 lrate =  0.0500000000 LL =  -2.0494494786 nd =  0.0028940503, D =   0.90251E-01  0.90251E-01  ( 46.52 s,  25.5 h)
+ iter    28 lrate =  0.0500000000 LL =  -2.0493867078 nd =  0.0028885208, D =   0.88485E-01  0.88485E-01  ( 46.48 s,  25.5 h)
+ iter    29 lrate =  0.0500000000 LL =  -2.0493266123 nd =  0.0029254670, D =   0.86741E-01  0.86741E-01  ( 47.66 s,  26.1 h)
+ iter    30 lrate =  0.0500000000 LL =  -2.0492693126 nd =  0.0030376369, D =   0.85312E-01  0.85312E-01  ( 45.70 s,  25.0 h)
+ iter    31 lrate =  0.0500000000 LL =  -2.0492146456 nd =  0.0032749658, D =   0.83847E-01  0.83847E-01  ( 56.35 s,  30.8 h)
+ iter    32 lrate =  0.0500000000 LL =  -2.0491631190 nd =  0.0036791419, D =   0.82710E-01  0.82710E-01  ( 50.71 s,  27.7 h)
+ iter    33 lrate =  0.0500000000 LL =  -2.0491158498 nd =  0.0043289484, D =   0.81456E-01  0.81456E-01  ( 51.60 s,  28.2 h)
+ iter    34 lrate =  0.0500000000 LL =  -2.0490753030 nd =  0.0052067114, D =   0.80602E-01  0.80602E-01  ( 51.61 s,  28.2 h)
+ iter    35 lrate =  0.0500000000 LL =  -2.0490416360 nd =  0.0063597724, D =   0.79489E-01  0.79489E-01  ( 50.54 s,  27.6 h)
+ iter    36 lrate =  0.0500000000 LL =  -2.0490207427 nd =  0.0077603259, D =   0.78962E-01  0.78962E-01  ( 49.30 s,  26.9 h)
+ iter    37 lrate =  0.0500000000 LL =  -2.0490116184 nd =  0.0093311035, D =   0.77906E-01  0.77906E-01  ( 46.16 s,  25.2 h)
+ iter    38 lrate =  0.0500000000 LL =  -2.0490160602 nd =  0.0109899898, D =   0.77767E-01  0.77767E-01  ( 48.45 s,  26.4 h)
+ iter    39 lrate =  0.0500000000 LL =  -2.0490283931 nd =  0.0124275994, D =   0.76669E-01  0.76669E-01  ( 47.57 s,  25.9 h)
+ iter    40 lrate =  0.0500000000 LL =  -2.0490316685 nd =  0.0135368980, D =   0.76859E-01  0.76859E-01  ( 52.70 s,  28.7 h)
+ iter    41 lrate =  0.0250000000 LL =  -2.0487399503 nd =  0.0024898422, D =   0.75382E-01  0.75382E-01  ( 48.89 s,  26.6 h)
+ iter    42 lrate =  0.0250000000 LL =  -2.0487045488 nd =  0.0023393103, D =   0.75102E-01  0.75102E-01  ( 52.58 s,  28.6 h)
+ iter    43 lrate =  0.0250000000 LL =  -2.0486781672 nd =  0.0023269611, D =   0.74809E-01  0.74809E-01  ( 50.31 s,  27.3 h)
+ iter    44 lrate =  0.0250000000 LL =  -2.0486520730 nd =  0.0023171609, D =   0.74532E-01  0.74532E-01  ( 45.88 s,  24.9 h)
+ iter    45 lrate =  0.0250000000 LL =  -2.0486266500 nd =  0.0023077102, D =   0.74266E-01  0.74266E-01  ( 48.92 s,  26.6 h)
+ iter    46 lrate =  0.0250000000 LL =  -2.0486016032 nd =  0.0022985415, D =   0.74010E-01  0.74010E-01  ( 50.29 s,  27.3 h)
+ iter    47 lrate =  0.0250000000 LL =  -2.0485769562 nd =  0.0022894478, D =   0.73763E-01  0.73763E-01  ( 50.14 s,  27.2 h)
+ iter    48 lrate =  0.0250000000 LL =  -2.0485526990 nd =  0.0022807318, D =   0.73525E-01  0.73525E-01  ( 48.59 s,  26.3 h)
+ iter    49 lrate =  0.0250000000 LL =  -2.0485289350 nd =  0.0022722021, D =   0.73296E-01  0.73296E-01  ( 45.27 s,  24.5 h)
+ iter    50 lrate =  0.0250000000 LL =  -2.0485056475 nd =  0.0020598044, D =   0.73073E-01  0.73073E-01  ( 64.22 s,  34.8 h)
+ iter    51 lrate =  0.0500000000 LL =  -2.0484707304 nd =  0.0020553076, D =   0.72549E-01  0.72549E-01  ( 75.46 s,  40.9 h)
+ iter    52 lrate =  0.1000000000 LL =  -2.0484093478 nd =  0.0020418034, D =   0.71542E-01  0.71542E-01  ( 73.31 s,  39.7 h)
+ iter    53 lrate =  0.2000000000 LL =  -2.0482963514 nd =  0.0020102829, D =   0.69688E-01  0.69688E-01  ( 71.14 s,  38.5 h)
+ iter    54 lrate =  0.3000000000 LL =  -2.0481367998 nd =  0.0019628021, D =   0.67285E-01  0.67285E-01  ( 75.13 s,  40.6 h)
+ iter    55 lrate =  0.4000000000 LL =  -2.0479375032 nd =  0.0019027362, D =   0.64665E-01  0.64665E-01  ( 71.19 s,  38.5 h)
+ iter    56 lrate =  0.5000000000 LL =  -2.0477062246 nd =  0.0018307369, D =   0.62087E-01  0.62087E-01  ( 66.92 s,  36.1 h)
+ iter    57 lrate =  0.6000000000 LL =  -2.0474517122 nd =  0.0017496038, D =   0.59686E-01  0.59686E-01  ( 69.57 s,  37.5 h)
+ iter    58 lrate =  0.7000000000 LL =  -2.0471827552 nd =  0.0016621837, D =   0.57497E-01  0.57497E-01  ( 79.95 s,  43.1 h)
+ iter    59 lrate =  0.8000000000 LL =  -2.0469074024 nd =  0.0015705089, D =   0.55456E-01  0.55456E-01  ( 79.21 s,  42.7 h)
+ iter    60 lrate =  0.9000000000 LL =  -2.0466331212 nd =  0.0014760602, D =   0.53484E-01  0.53484E-01  ( 74.72 s,  40.3 h)
+ iter    61 lrate =  1.0000000000 LL =  -2.0463658446 nd =  0.0013853507, D =   0.51523E-01  0.51523E-01  ( 86.45 s,  46.6 h)
+ iter    62 lrate =  1.0000000000 LL =  -2.0461297653 nd =  0.0013108603, D =   0.49693E-01  0.49693E-01  ( 59.05 s,  31.8 h)
+ iter    63 lrate =  1.0000000000 LL =  -2.0459178326 nd =  0.0012516013, D =   0.47917E-01  0.47917E-01  ( 68.50 s,  36.9 h)
+ iter    64 lrate =  1.0000000000 LL =  -2.0457239955 nd =  0.0012044702, D =   0.46176E-01  0.46176E-01  ( 75.22 s,  40.4 h)
+ iter    65 lrate =  1.0000000000 LL =  -2.0455435204 nd =  0.0011673061, D =   0.44449E-01  0.44449E-01  ( 72.00 s,  38.7 h)
+ iter    66 lrate =  1.0000000000 LL =  -2.0453727818 nd =  0.0011350269, D =   0.42744E-01  0.42744E-01  ( 73.60 s,  39.5 h)
+ iter    67 lrate =  1.0000000000 LL =  -2.0452098063 nd =  0.0011061665, D =   0.41097E-01  0.41097E-01  ( 73.24 s,  39.3 h)
+ iter    68 lrate =  1.0000000000 LL =  -2.0450534788 nd =  0.0010757793, D =   0.39488E-01  0.39488E-01  ( 77.88 s,  41.8 h)
+ iter    69 lrate =  1.0000000000 LL =  -2.0449041712 nd =  0.0010411173, D =   0.37944E-01  0.37944E-01  ( 69.87 s,  37.5 h)
+ iter    70 lrate =  1.0000000000 LL =  -2.0447630733 nd =  0.0010024278, D =   0.36498E-01  0.36498E-01  ( 68.81 s,  36.9 h)
+ iter    71 lrate =  1.0000000000 LL =  -2.0446310412 nd =  0.0009612278, D =   0.35126E-01  0.35126E-01  ( 86.67 s,  46.4 h)
+ iter    72 lrate =  1.0000000000 LL =  -2.0445089843 nd =  0.0009166527, D =   0.33848E-01  0.33848E-01  ( 76.22 s,  40.8 h)
+ iter    73 lrate =  1.0000000000 LL =  -2.0443974225 nd =  0.0008705235, D =   0.32666E-01  0.32666E-01  ( 68.81 s,  36.8 h)
+ iter    74 lrate =  1.0000000000 LL =  -2.0442964616 nd =  0.0008251534, D =   0.31576E-01  0.31576E-01  ( 70.05 s,  37.5 h)
+ iter    75 lrate =  1.0000000000 LL =  -2.0442056447 nd =  0.0007821026, D =   0.30549E-01  0.30549E-01  ( 67.94 s,  36.3 h)
+ iter    76 lrate =  1.0000000000 LL =  -2.0441239942 nd =  0.0007417932, D =   0.29600E-01  0.29600E-01  ( 65.30 s,  34.9 h)
+ iter    77 lrate =  1.0000000000 LL =  -2.0440505993 nd =  0.0007060966, D =   0.28712E-01  0.28712E-01  ( 73.75 s,  39.4 h)
+ iter    78 lrate =  1.0000000000 LL =  -2.0439841681 nd =  0.0006769831, D =   0.27862E-01  0.27862E-01  ( 77.62 s,  41.4 h)
+ iter    79 lrate =  1.0000000000 LL =  -2.0439231287 nd =  0.0006529921, D =   0.27046E-01  0.27046E-01  ( 70.38 s,  37.6 h)
+ iter    80 lrate =  1.0000000000 LL =  -2.0438665057 nd =  0.0006328472, D =   0.26249E-01  0.26249E-01  ( 59.36 s,  31.7 h)
+ iter    81 lrate =  1.0000000000 LL =  -2.0438133279 nd =  0.0006181987, D =   0.25480E-01  0.25480E-01  ( 71.48 s,  38.1 h)
+ iter    82 lrate =  1.0000000000 LL =  -2.0437626592 nd =  0.0006085707, D =   0.24733E-01  0.24733E-01  ( 71.46 s,  38.1 h)
+ iter    83 lrate =  1.0000000000 LL =  -2.0437136507 nd =  0.0006034701, D =   0.24008E-01  0.24008E-01  ( 68.88 s,  36.7 h)
+ iter    84 lrate =  1.0000000000 LL =  -2.0436655510 nd =  0.0006035755, D =   0.23303E-01  0.23303E-01  ( 71.27 s,  37.9 h)
+ iter    85 lrate =  1.0000000000 LL =  -2.0436175511 nd =  0.0006087698, D =   0.22611E-01  0.22611E-01  ( 69.65 s,  37.1 h)
+ iter    86 lrate =  1.0000000000 LL =  -2.0435689393 nd =  0.0006183658, D =   0.21951E-01  0.21951E-01  ( 75.55 s,  40.2 h)
+ iter    87 lrate =  1.0000000000 LL =  -2.0435189440 nd =  0.0006336712, D =   0.21321E-01  0.21321E-01  ( 65.26 s,  34.7 h)
+ iter    88 lrate =  1.0000000000 LL =  -2.0434668595 nd =  0.0006529838, D =   0.20725E-01  0.20725E-01  ( 70.97 s,  37.7 h)
+ iter    89 lrate =  1.0000000000 LL =  -2.0434120011 nd =  0.0006743998, D =   0.20176E-01  0.20176E-01  ( 70.60 s,  37.5 h)
+ iter    90 lrate =  1.0000000000 LL =  -2.0433535909 nd =  0.0006983378, D =   0.19678E-01  0.19678E-01  ( 68.19 s,  36.2 h)
+ iter    91 lrate =  1.0000000000 LL =  -2.0432911085 nd =  0.0007194410, D =   0.19218E-01  0.19218E-01  ( 75.27 s,  39.9 h)
+ iter    92 lrate =  1.0000000000 LL =  -2.0432248499 nd =  0.0007341262, D =   0.18806E-01  0.18806E-01  ( 71.05 s,  37.7 h)
+ iter    93 lrate =  1.0000000000 LL =  -2.0431555989 nd =  0.0007423729, D =   0.18445E-01  0.18445E-01  ( 66.12 s,  35.0 h)
+ iter    94 lrate =  1.0000000000 LL =  -2.0430844343 nd =  0.0007418087, D =   0.18118E-01  0.18118E-01  ( 64.49 s,  34.1 h)
+ iter    95 lrate =  1.0000000000 LL =  -2.0430130455 nd =  0.0007299114, D =   0.17826E-01  0.17826E-01  ( 60.17 s,  31.8 h)
+ iter    96 lrate =  1.0000000000 LL =  -2.0429434067 nd =  0.0007087790, D =   0.17566E-01  0.17566E-01  ( 67.42 s,  35.7 h)
+ iter    97 lrate =  1.0000000000 LL =  -2.0428773452 nd =  0.0006812887, D =   0.17334E-01  0.17334E-01  ( 71.64 s,  37.9 h)
+ iter    98 lrate =  1.0000000000 LL =  -2.0428160317 nd =  0.0006506763, D =   0.17122E-01  0.17122E-01  ( 69.48 s,  36.7 h)
+ iter    99 lrate =  1.0000000000 LL =  -2.0427598250 nd =  0.0006205798, D =   0.16937E-01  0.16937E-01  ( 70.86 s,  37.4 h)
+ iter   100 lrate =  1.0000000000 LL =  -2.0427085401 nd =  0.0005931826, D =   0.16774E-01  0.16774E-01  ( 67.74 s,  35.7 h)
+ iter   101 lrate =  1.0000000000 LL =  -2.0427000168 nd =  0.0006027453, D =   0.16774E-01  0.16774E-01  ( 81.87 s,  43.2 h)
+ iter   102 lrate =  1.0000000000 LL =  -2.0426932132 nd =  0.0006085695, D =   0.16774E-01  0.16774E-01  ( 77.70 s,  41.0 h)
+ iter   103 lrate =  1.0000000000 LL =  -2.0426872010 nd =  0.0006127093, D =   0.16774E-01  0.16774E-01  ( 75.46 s,  39.8 h)
+ iter   104 lrate =  1.0000000000 LL =  -2.0426816197 nd =  0.0006158902, D =   0.16774E-01  0.16774E-01  ( 78.90 s,  41.6 h)
+ iter   105 lrate =  1.0000000000 LL =  -2.0426763035 nd =  0.0006185169, D =   0.16774E-01  0.16774E-01  ( 72.40 s,  38.1 h)
+ iter   106 lrate =  1.0000000000 LL =  -2.0426711831 nd =  0.0006207297, D =   0.16774E-01  0.16774E-01  ( 72.40 s,  38.1 h)
+ iter   107 lrate =  1.0000000000 LL =  -2.0426244169 nd =  0.0005852402, D =   0.16677E-01  0.16677E-01  ( 73.02 s,  38.4 h)
+ iter   108 lrate =  1.0000000000 LL =  -2.0425823211 nd =  0.0005528663, D =   0.16548E-01  0.16548E-01  ( 69.90 s,  36.7 h)
+ iter   109 lrate =  1.0000000000 LL =  -2.0425442829 nd =  0.0005224996, D =   0.16433E-01  0.16433E-01  ( 72.74 s,  38.2 h)
+ iter   110 lrate =  1.0000000000 LL =  -2.0425097861 nd =  0.0004942318, D =   0.16344E-01  0.16344E-01  ( 79.22 s,  41.6 h)
+ iter   111 lrate =  1.0000000000 LL =  -2.0424785283 nd =  0.0004676860, D =   0.16279E-01  0.16279E-01  ( 79.53 s,  41.7 h)
+ iter   112 lrate =  1.0000000000 LL =  -2.0424501817 nd =  0.0004430346, D =   0.16236E-01  0.16236E-01  ( 71.61 s,  37.6 h)
+ iter   113 lrate =  1.0000000000 LL =  -2.0424244314 nd =  0.0004209410, D =   0.16210E-01  0.16210E-01  ( 67.81 s,  35.5 h)
+ iter   114 lrate =  1.0000000000 LL =  -2.0424009059 nd =  0.0004010488, D =   0.16197E-01  0.16197E-01  ( 71.18 s,  37.3 h)
+ iter   115 lrate =  1.0000000000 LL =  -2.0423792824 nd =  0.0003833374, D =   0.16192E-01  0.16192E-01  ( 66.31 s,  34.7 h)
+ iter   116 lrate =  1.0000000000 LL =  -2.0423593182 nd =  0.0003669223, D =   0.16196E-01  0.16196E-01  ( 70.45 s,  36.9 h)
+ iter   117 lrate =  1.0000000000 LL =  -2.0423407694 nd =  0.0003526942, D =   0.16206E-01  0.16206E-01  ( 71.38 s,  37.3 h)
+ iter   118 lrate =  1.0000000000 LL =  -2.0423234399 nd =  0.0003398064, D =   0.16218E-01  0.16218E-01  ( 68.06 s,  35.6 h)
+ iter   119 lrate =  1.0000000000 LL =  -2.0423071733 nd =  0.0003283113, D =   0.16233E-01  0.16233E-01  ( 72.07 s,  37.7 h)
+ iter   120 lrate =  1.0000000000 LL =  -2.0422918241 nd =  0.0003180668, D =   0.16250E-01  0.16250E-01  ( 77.29 s,  40.4 h)
+ iter   121 lrate =  1.0000000000 LL =  -2.0422772340 nd =  0.0003089846, D =   0.16267E-01  0.16267E-01  ( 78.58 s,  41.0 h)
+ iter   122 lrate =  1.0000000000 LL =  -2.0422633506 nd =  0.0003013605, D =   0.16285E-01  0.16285E-01  ( 77.87 s,  40.6 h)
+ iter   123 lrate =  1.0000000000 LL =  -2.0422500308 nd =  0.0002934551, D =   0.16305E-01  0.16305E-01  ( 70.03 s,  36.5 h)
+ iter   124 lrate =  1.0000000000 LL =  -2.0422372817 nd =  0.0002859588, D =   0.16323E-01  0.16323E-01  ( 72.34 s,  37.7 h)
+ iter   125 lrate =  1.0000000000 LL =  -2.0422250411 nd =  0.0002793879, D =   0.16340E-01  0.16340E-01  ( 62.02 s,  32.3 h)
+ iter   126 lrate =  1.0000000000 LL =  -2.0422132539 nd =  0.0002738259, D =   0.16357E-01  0.16357E-01  ( 61.08 s,  31.8 h)
+ iter   127 lrate =  1.0000000000 LL =  -2.0422018434 nd =  0.0002682079, D =   0.16372E-01  0.16372E-01  ( 76.00 s,  39.5 h)
+ iter   128 lrate =  1.0000000000 LL =  -2.0421908269 nd =  0.0002627903, D =   0.16388E-01  0.16388E-01  ( 70.91 s,  36.9 h)
+ iter   129 lrate =  1.0000000000 LL =  -2.0421801457 nd =  0.0002580020, D =   0.16404E-01  0.16404E-01  ( 69.66 s,  36.2 h)
+ iter   130 lrate =  1.0000000000 LL =  -2.0421697987 nd =  0.0002530694, D =   0.16420E-01  0.16420E-01  ( 64.90 s,  33.7 h)
+ iter   131 lrate =  1.0000000000 LL =  -2.0421597413 nd =  0.0002485705, D =   0.16433E-01  0.16433E-01  ( 79.46 s,  41.3 h)
+ iter   132 lrate =  1.0000000000 LL =  -2.0421499560 nd =  0.0002444715, D =   0.16448E-01  0.16448E-01  ( 67.55 s,  35.1 h)
+ iter   133 lrate =  1.0000000000 LL =  -2.0421404352 nd =  0.0002410906, D =   0.16462E-01  0.16462E-01  ( 65.72 s,  34.1 h)
+ iter   134 lrate =  1.0000000000 LL =  -2.0421311261 nd =  0.0002372109, D =   0.16478E-01  0.16478E-01  ( 67.30 s,  34.9 h)
+ iter   135 lrate =  1.0000000000 LL =  -2.0421220370 nd =  0.0002336632, D =   0.16492E-01  0.16492E-01  ( 67.63 s,  35.0 h)
+ iter   136 lrate =  1.0000000000 LL =  -2.0421131570 nd =  0.0002302440, D =   0.16505E-01  0.16505E-01  ( 70.68 s,  36.6 h)
+ iter   137 lrate =  1.0000000000 LL =  -2.0421045351 nd =  0.0002269526, D =   0.16519E-01  0.16519E-01  ( 70.05 s,  36.2 h)
+ iter   138 lrate =  1.0000000000 LL =  -2.0420961276 nd =  0.0002238201, D =   0.16529E-01  0.16529E-01  ( 53.91 s,  27.9 h)
+ iter   139 lrate =  1.0000000000 LL =  -2.0420878780 nd =  0.0002208046, D =   0.16540E-01  0.16540E-01  ( 54.68 s,  28.3 h)
+ iter   140 lrate =  1.0000000000 LL =  -2.0420798044 nd =  0.0002179541, D =   0.16551E-01  0.16551E-01  ( 65.54 s,  33.9 h)
+ iter   141 lrate =  1.0000000000 LL =  -2.0420718801 nd =  0.0002152631, D =   0.16562E-01  0.16562E-01  ( 74.52 s,  38.5 h)
+ iter   142 lrate =  1.0000000000 LL =  -2.0420641049 nd =  0.0002129837, D =   0.16573E-01  0.16573E-01  ( 78.52 s,  40.5 h)
+ iter   143 lrate =  1.0000000000 LL =  -2.0420564561 nd =  0.0002105590, D =   0.16584E-01  0.16584E-01  ( 65.62 s,  33.9 h)
+ iter   144 lrate =  1.0000000000 LL =  -2.0420489318 nd =  0.0002083334, D =   0.16595E-01  0.16595E-01  ( 72.02 s,  37.1 h)
+ iter   145 lrate =  1.0000000000 LL =  -2.0420415130 nd =  0.0002064577, D =   0.16606E-01  0.16606E-01  ( 65.47 s,  33.7 h)
+ iter   146 lrate =  1.0000000000 LL =  -2.0420342235 nd =  0.0002046970, D =   0.16616E-01  0.16616E-01  ( 75.00 s,  38.6 h)
+ iter   147 lrate =  1.0000000000 LL =  -2.0420270128 nd =  0.0002025646, D =   0.16628E-01  0.16628E-01  ( 68.95 s,  35.5 h)
+ iter   148 lrate =  1.0000000000 LL =  -2.0420199314 nd =  0.0002006006, D =   0.16638E-01  0.16638E-01  ( 67.69 s,  34.8 h)
+ iter   149 lrate =  1.0000000000 LL =  -2.0420129036 nd =  0.0001990885, D =   0.16647E-01  0.16647E-01  ( 66.26 s,  34.1 h)
+ iter   150 lrate =  1.0000000000 LL =  -2.0420059738 nd =  0.0001973381, D =   0.16657E-01  0.16657E-01  ( 60.26 s,  31.0 h)
+ iter   151 lrate =  1.0000000000 LL =  -2.0419990942 nd =  0.0001958102, D =   0.16666E-01  0.16666E-01  ( 71.79 s,  36.9 h)
+ iter   152 lrate =  1.0000000000 LL =  -2.0419923256 nd =  0.0001939071, D =   0.16674E-01  0.16674E-01  ( 67.42 s,  34.6 h)
+ iter   153 lrate =  1.0000000000 LL =  -2.0419856161 nd =  0.0001925354, D =   0.16682E-01  0.16682E-01  ( 68.92 s,  35.4 h)
+ iter   154 lrate =  1.0000000000 LL =  -2.0419789606 nd =  0.0001909808, D =   0.16690E-01  0.16690E-01  ( 68.19 s,  35.0 h)
+ iter   155 lrate =  1.0000000000 LL =  -2.0419723865 nd =  0.0001894244, D =   0.16697E-01  0.16697E-01  ( 62.62 s,  32.1 h)
+ iter   156 lrate =  1.0000000000 LL =  -2.0419658907 nd =  0.0001884027, D =   0.16704E-01  0.16704E-01  ( 67.80 s,  34.7 h)
+ iter   157 lrate =  1.0000000000 LL =  -2.0419594230 nd =  0.0001872594, D =   0.16712E-01  0.16712E-01  ( 72.15 s,  36.9 h)
+ iter   158 lrate =  1.0000000000 LL =  -2.0419530173 nd =  0.0001859364, D =   0.16719E-01  0.16719E-01  ( 68.86 s,  35.2 h)
+ iter   159 lrate =  1.0000000000 LL =  -2.0419466993 nd =  0.0001846563, D =   0.16726E-01  0.16726E-01  ( 68.70 s,  35.1 h)
+ iter   160 lrate =  1.0000000000 LL =  -2.0419403903 nd =  0.0001838645, D =   0.16732E-01  0.16732E-01  ( 62.73 s,  32.1 h)
+ iter   161 lrate =  1.0000000000 LL =  -2.0419341363 nd =  0.0001829664, D =   0.16740E-01  0.16740E-01  ( 74.84 s,  38.2 h)
+ iter   162 lrate =  1.0000000000 LL =  -2.0419279023 nd =  0.0001821726, D =   0.16747E-01  0.16747E-01  ( 64.48 s,  32.9 h)
+ iter   163 lrate =  1.0000000000 LL =  -2.0419217260 nd =  0.0001814022, D =   0.16755E-01  0.16755E-01  ( 68.98 s,  35.2 h)
+ iter   164 lrate =  1.0000000000 LL =  -2.0419155697 nd =  0.0001807442, D =   0.16763E-01  0.16763E-01  ( 63.34 s,  32.3 h)
+ iter   165 lrate =  1.0000000000 LL =  -2.0419094411 nd =  0.0001803613, D =   0.16772E-01  0.16772E-01  ( 63.08 s,  32.2 h)
+ iter   166 lrate =  1.0000000000 LL =  -2.0419033640 nd =  0.0001798748, D =   0.16780E-01  0.16780E-01  ( 70.11 s,  35.7 h)
+ iter   167 lrate =  1.0000000000 LL =  -2.0418972607 nd =  0.0001797256, D =   0.16788E-01  0.16788E-01  ( 66.80 s,  34.0 h)
+ iter   168 lrate =  1.0000000000 LL =  -2.0418912324 nd =  0.0001790823, D =   0.16795E-01  0.16795E-01  ( 57.32 s,  29.2 h)
+ iter   169 lrate =  1.0000000000 LL =  -2.0418852280 nd =  0.0001783860, D =   0.16802E-01  0.16802E-01  ( 65.90 s,  33.5 h)
+ iter   170 lrate =  1.0000000000 LL =  -2.0418792229 nd =  0.0001780072, D =   0.16808E-01  0.16808E-01  ( 58.43 s,  29.7 h)
+ iter   171 lrate =  1.0000000000 LL =  -2.0418732364 nd =  0.0001776166, D =   0.16817E-01  0.16817E-01  ( 75.05 s,  38.1 h)
+ iter   172 lrate =  1.0000000000 LL =  -2.0418672851 nd =  0.0001774041, D =   0.16823E-01  0.16823E-01  ( 69.78 s,  35.4 h)
+ iter   173 lrate =  1.0000000000 LL =  -2.0418613382 nd =  0.0001772276, D =   0.16829E-01  0.16829E-01  ( 62.38 s,  31.7 h)
+ iter   174 lrate =  1.0000000000 LL =  -2.0418554196 nd =  0.0001768005, D =   0.16836E-01  0.16836E-01  ( 71.75 s,  36.4 h)
+ iter   175 lrate =  1.0000000000 LL =  -2.0418495663 nd =  0.0001764383, D =   0.16843E-01  0.16843E-01  ( 67.26 s,  34.1 h)
+ iter   176 lrate =  1.0000000000 LL =  -2.0418437337 nd =  0.0001761888, D =   0.16848E-01  0.16848E-01  ( 64.92 s,  32.9 h)
+ iter   177 lrate =  1.0000000000 LL =  -2.0418379368 nd =  0.0001758333, D =   0.16852E-01  0.16852E-01  ( 69.44 s,  35.2 h)
+ iter   178 lrate =  1.0000000000 LL =  -2.0418322146 nd =  0.0001756804, D =   0.16856E-01  0.16856E-01  ( 73.02 s,  37.0 h)
+ iter   179 lrate =  1.0000000000 LL =  -2.0418265074 nd =  0.0001750646, D =   0.16861E-01  0.16861E-01  ( 70.09 s,  35.5 h)
+ iter   180 lrate =  1.0000000000 LL =  -2.0418208591 nd =  0.0001746912, D =   0.16865E-01  0.16865E-01  ( 69.92 s,  35.4 h)
+ iter   181 lrate =  1.0000000000 LL =  -2.0418152881 nd =  0.0001747087, D =   0.16868E-01  0.16868E-01  ( 80.42 s,  40.6 h)
+ iter   182 lrate =  1.0000000000 LL =  -2.0418097683 nd =  0.0001743613, D =   0.16872E-01  0.16872E-01  ( 71.02 s,  35.9 h)
+ iter   183 lrate =  1.0000000000 LL =  -2.0418043407 nd =  0.0001740311, D =   0.16876E-01  0.16876E-01  ( 62.24 s,  31.4 h)
+ iter   184 lrate =  1.0000000000 LL =  -2.0417989655 nd =  0.0001738150, D =   0.16879E-01  0.16879E-01  ( 67.97 s,  34.3 h)
+ iter   185 lrate =  1.0000000000 LL =  -2.0417937103 nd =  0.0001735960, D =   0.16882E-01  0.16882E-01  ( 67.46 s,  34.0 h)
+ iter   186 lrate =  1.0000000000 LL =  -2.0417885122 nd =  0.0001736372, D =   0.16883E-01  0.16883E-01  ( 67.05 s,  33.8 h)
+ iter   187 lrate =  1.0000000000 LL =  -2.0417833619 nd =  0.0001730243, D =   0.16884E-01  0.16884E-01  ( 71.22 s,  35.9 h)
+ iter   188 lrate =  1.0000000000 LL =  -2.0417782955 nd =  0.0001730649, D =   0.16885E-01  0.16885E-01  ( 56.57 s,  28.5 h)
+ iter   189 lrate =  1.0000000000 LL =  -2.0417733042 nd =  0.0001728177, D =   0.16886E-01  0.16886E-01  ( 67.76 s,  34.1 h)
+ iter   190 lrate =  1.0000000000 LL =  -2.0417683565 nd =  0.0001726975, D =   0.16888E-01  0.16888E-01  ( 63.95 s,  32.2 h)
+ iter   191 lrate =  1.0000000000 LL =  -2.0417634608 nd =  0.0001726701, D =   0.16889E-01  0.16889E-01  ( 74.76 s,  37.6 h)
+ iter   192 lrate =  1.0000000000 LL =  -2.0417585785 nd =  0.0001728084, D =   0.16892E-01  0.16892E-01  ( 61.36 s,  30.8 h)
+ iter   193 lrate =  1.0000000000 LL =  -2.0417537120 nd =  0.0001728218, D =   0.16895E-01  0.16895E-01  ( 76.05 s,  38.2 h)
+ iter   194 lrate =  1.0000000000 LL =  -2.0417488791 nd =  0.0001729207, D =   0.16896E-01  0.16896E-01  ( 74.37 s,  37.3 h)
+ iter   195 lrate =  1.0000000000 LL =  -2.0417440494 nd =  0.0001726117, D =   0.16895E-01  0.16895E-01  ( 69.47 s,  34.8 h)
+ iter   196 lrate =  1.0000000000 LL =  -2.0417392593 nd =  0.0001722977, D =   0.16896E-01  0.16896E-01  ( 66.21 s,  33.2 h)
+ iter   197 lrate =  1.0000000000 LL =  -2.0417345062 nd =  0.0001721713, D =   0.16894E-01  0.16894E-01  ( 69.43 s,  34.8 h)
+ iter   198 lrate =  1.0000000000 LL =  -2.0417298029 nd =  0.0001720599, D =   0.16894E-01  0.16894E-01  ( 74.45 s,  37.3 h)
+ iter   199 lrate =  1.0000000000 LL =  -2.0417251566 nd =  0.0001716190, D =   0.16891E-01  0.16891E-01  ( 70.73 s,  35.4 h)
+ iter   200 lrate =  1.0000000000 LL =  -2.0417205371 nd =  0.0001714276, D =   0.16889E-01  0.16889E-01  ( 65.81 s,  32.9 h)
+ iter   201 lrate =  1.0000000000 LL =  -2.0417185266 nd =  0.0001736514, D =   0.16889E-01  0.16889E-01  ( 75.30 s,  37.6 h)
+ iter   202 lrate =  1.0000000000 LL =  -2.0417165615 nd =  0.0001747937, D =   0.16889E-01  0.16889E-01  ( 66.19 s,  33.1 h)
+ iter   203 lrate =  1.0000000000 LL =  -2.0417146133 nd =  0.0001756003, D =   0.16889E-01  0.16889E-01  ( 63.33 s,  31.6 h)
+ iter   204 lrate =  1.0000000000 LL =  -2.0417126863 nd =  0.0001761903, D =   0.16889E-01  0.16889E-01  ( 66.92 s,  33.4 h)
+ iter   205 lrate =  1.0000000000 LL =  -2.0417107776 nd =  0.0001767245, D =   0.16889E-01  0.16889E-01  ( 61.69 s,  30.8 h)
+ iter   206 lrate =  1.0000000000 LL =  -2.0417088885 nd =  0.0001771910, D =   0.16889E-01  0.16889E-01  ( 67.97 s,  33.9 h)
+ iter   207 lrate =  1.0000000000 LL =  -2.0417042714 nd =  0.0001745068, D =   0.16890E-01  0.16890E-01  ( 72.15 s,  35.9 h)
+ iter   208 lrate =  1.0000000000 LL =  -2.0416996659 nd =  0.0001738211, D =   0.16885E-01  0.16885E-01  ( 69.26 s,  34.5 h)
+ iter   209 lrate =  1.0000000000 LL =  -2.0416951210 nd =  0.0001724259, D =   0.16883E-01  0.16883E-01  ( 65.91 s,  32.8 h)
+ iter   210 lrate =  1.0000000000 LL =  -2.0416905927 nd =  0.0001720114, D =   0.16878E-01  0.16878E-01  ( 68.07 s,  33.8 h)
+ iter   211 lrate =  1.0000000000 LL =  -2.0416860946 nd =  0.0001712322, D =   0.16874E-01  0.16874E-01  ( 74.84 s,  37.2 h)
+ iter   212 lrate =  1.0000000000 LL =  -2.0416816126 nd =  0.0001708823, D =   0.16870E-01  0.16870E-01  ( 71.46 s,  35.5 h)
+ iter   213 lrate =  1.0000000000 LL =  -2.0416771572 nd =  0.0001700862, D =   0.16866E-01  0.16866E-01  ( 70.37 s,  34.9 h)
+ iter   214 lrate =  1.0000000000 LL =  -2.0416727628 nd =  0.0001698339, D =   0.16861E-01  0.16861E-01  ( 62.06 s,  30.8 h)
+ iter   215 lrate =  1.0000000000 LL =  -2.0416683646 nd =  0.0001692375, D =   0.16856E-01  0.16856E-01  ( 55.23 s,  27.4 h)
+ iter   216 lrate =  1.0000000000 LL =  -2.0416639998 nd =  0.0001686232, D =   0.16852E-01  0.16852E-01  ( 62.34 s,  30.9 h)
+ iter   217 lrate =  1.0000000000 LL =  -2.0416596479 nd =  0.0001678945, D =   0.16848E-01  0.16848E-01  ( 66.50 s,  32.9 h)
+ iter   218 lrate =  1.0000000000 LL =  -2.0416553398 nd =  0.0001673370, D =   0.16844E-01  0.16844E-01  ( 65.99 s,  32.7 h)
+ iter   219 lrate =  1.0000000000 LL =  -2.0416510664 nd =  0.0001664495, D =   0.16839E-01  0.16839E-01  ( 70.29 s,  34.8 h)
+ iter   220 lrate =  1.0000000000 LL =  -2.0416468324 nd =  0.0001654367, D =   0.16834E-01  0.16834E-01  ( 69.41 s,  34.3 h)
+ iter   221 lrate =  1.0000000000 LL =  -2.0416426258 nd =  0.0001644566, D =   0.16830E-01  0.16830E-01  ( 73.83 s,  36.5 h)
+ iter   222 lrate =  1.0000000000 LL =  -2.0416384585 nd =  0.0001634834, D =   0.16827E-01  0.16827E-01  ( 71.47 s,  35.3 h)
+ iter   223 lrate =  1.0000000000 LL =  -2.0416343258 nd =  0.0001624642, D =   0.16824E-01  0.16824E-01  ( 65.86 s,  32.5 h)
+ iter   224 lrate =  1.0000000000 LL =  -2.0416302335 nd =  0.0001616338, D =   0.16820E-01  0.16820E-01  ( 67.58 s,  33.3 h)
+ iter   225 lrate =  1.0000000000 LL =  -2.0416261735 nd =  0.0001605878, D =   0.16817E-01  0.16817E-01  ( 75.35 s,  37.2 h)
+ iter   226 lrate =  1.0000000000 LL =  -2.0416221459 nd =  0.0001596001, D =   0.16814E-01  0.16814E-01  ( 67.47 s,  33.2 h)
+ iter   227 lrate =  1.0000000000 LL =  -2.0416181591 nd =  0.0001585679, D =   0.16810E-01  0.16810E-01  ( 72.23 s,  35.6 h)
+ iter   228 lrate =  1.0000000000 LL =  -2.0416142036 nd =  0.0001575464, D =   0.16806E-01  0.16806E-01  ( 66.90 s,  32.9 h)
+ iter   229 lrate =  1.0000000000 LL =  -2.0416102790 nd =  0.0001565067, D =   0.16802E-01  0.16802E-01  ( 68.60 s,  33.7 h)
+ iter   230 lrate =  1.0000000000 LL =  -2.0416063897 nd =  0.0001555151, D =   0.16799E-01  0.16799E-01  ( 74.28 s,  36.5 h)
+ iter   231 lrate =  1.0000000000 LL =  -2.0416025445 nd =  0.0001545280, D =   0.16795E-01  0.16795E-01  ( 82.24 s,  40.4 h)
+ iter   232 lrate =  1.0000000000 LL =  -2.0415987315 nd =  0.0001537119, D =   0.16791E-01  0.16791E-01  ( 63.75 s,  31.3 h)
+ iter   233 lrate =  1.0000000000 LL =  -2.0415949392 nd =  0.0001526475, D =   0.16787E-01  0.16787E-01  ( 63.01 s,  30.9 h)
+ iter   234 lrate =  1.0000000000 LL =  -2.0415911934 nd =  0.0001516521, D =   0.16783E-01  0.16783E-01  ( 69.80 s,  34.2 h)
+ iter   235 lrate =  1.0000000000 LL =  -2.0415874811 nd =  0.0001507318, D =   0.16779E-01  0.16779E-01  ( 71.38 s,  35.0 h)
+ iter   236 lrate =  1.0000000000 LL =  -2.0415838307 nd =  0.0001499686, D =   0.16775E-01  0.16775E-01  ( 72.63 s,  35.6 h)
+ iter   237 lrate =  1.0000000000 LL =  -2.0415802081 nd =  0.0001491235, D =   0.16772E-01  0.16772E-01  ( 68.62 s,  33.6 h)
+ iter   238 lrate =  1.0000000000 LL =  -2.0415766162 nd =  0.0001484583, D =   0.16768E-01  0.16768E-01  ( 64.66 s,  31.6 h)
+ iter   239 lrate =  1.0000000000 LL =  -2.0415730676 nd =  0.0001476836, D =   0.16764E-01  0.16764E-01  ( 72.14 s,  35.3 h)
+ iter   240 lrate =  1.0000000000 LL =  -2.0415695517 nd =  0.0001469144, D =   0.16760E-01  0.16760E-01  ( 72.91 s,  35.6 h)
+ iter   241 lrate =  1.0000000000 LL =  -2.0415660529 nd =  0.0001464269, D =   0.16758E-01  0.16758E-01  ( 69.94 s,  34.2 h)
+ iter   242 lrate =  1.0000000000 LL =  -2.0415625617 nd =  0.0001458728, D =   0.16755E-01  0.16755E-01  ( 66.45 s,  32.4 h)
+ iter   243 lrate =  1.0000000000 LL =  -2.0415590943 nd =  0.0001453164, D =   0.16752E-01  0.16752E-01  ( 60.73 s,  29.6 h)
+ iter   244 lrate =  1.0000000000 LL =  -2.0415556455 nd =  0.0001447426, D =   0.16749E-01  0.16749E-01  ( 70.48 s,  34.4 h)
+ iter   245 lrate =  1.0000000000 LL =  -2.0415522266 nd =  0.0001440369, D =   0.16746E-01  0.16746E-01  ( 60.24 s,  29.4 h)
+ iter   246 lrate =  1.0000000000 LL =  -2.0415488302 nd =  0.0001435095, D =   0.16743E-01  0.16743E-01  ( 58.90 s,  28.7 h)
+ iter   247 lrate =  1.0000000000 LL =  -2.0415454510 nd =  0.0001429949, D =   0.16741E-01  0.16741E-01  ( 67.16 s,  32.7 h)
+ iter   248 lrate =  1.0000000000 LL =  -2.0415420991 nd =  0.0001425209, D =   0.16738E-01  0.16738E-01  ( 67.98 s,  33.1 h)
+ iter   249 lrate =  1.0000000000 LL =  -2.0415387632 nd =  0.0001421618, D =   0.16736E-01  0.16736E-01  ( 63.44 s,  30.9 h)
+ iter   250 lrate =  1.0000000000 LL =  -2.0415354433 nd =  0.0001417864, D =   0.16733E-01  0.16733E-01  ( 61.58 s,  29.9 h)
+ iter   251 lrate =  1.0000000000 LL =  -2.0415321368 nd =  0.0001414980, D =   0.16731E-01  0.16731E-01  ( 71.36 s,  34.7 h)
+ iter   252 lrate =  1.0000000000 LL =  -2.0415288481 nd =  0.0001412662, D =   0.16728E-01  0.16728E-01  ( 65.21 s,  31.7 h)
+ iter   253 lrate =  1.0000000000 LL =  -2.0415255710 nd =  0.0001410558, D =   0.16726E-01  0.16726E-01  ( 64.84 s,  31.5 h)
+ iter   254 lrate =  1.0000000000 LL =  -2.0415223060 nd =  0.0001407757, D =   0.16723E-01  0.16723E-01  ( 58.60 s,  28.4 h)
+ iter   255 lrate =  1.0000000000 LL =  -2.0415190560 nd =  0.0001406119, D =   0.16721E-01  0.16721E-01  ( 61.15 s,  29.6 h)
+ iter   256 lrate =  1.0000000000 LL =  -2.0415158240 nd =  0.0001404693, D =   0.16719E-01  0.16719E-01  ( 72.29 s,  35.0 h)
+ iter   257 lrate =  1.0000000000 LL =  -2.0415125926 nd =  0.0001402937, D =   0.16716E-01  0.16716E-01  ( 74.52 s,  36.1 h)
+ iter   258 lrate =  1.0000000000 LL =  -2.0415093712 nd =  0.0001402090, D =   0.16713E-01  0.16713E-01  ( 71.75 s,  34.7 h)
+ iter   259 lrate =  1.0000000000 LL =  -2.0415061622 nd =  0.0001400811, D =   0.16711E-01  0.16711E-01  ( 67.90 s,  32.8 h)
+ iter   260 lrate =  1.0000000000 LL =  -2.0415029593 nd =  0.0001399621, D =   0.16710E-01  0.16710E-01  ( 65.24 s,  31.5 h)
+ iter   261 lrate =  1.0000000000 LL =  -2.0414997635 nd =  0.0001399760, D =   0.16709E-01  0.16709E-01  ( 61.92 s,  29.9 h)
+ iter   262 lrate =  1.0000000000 LL =  -2.0414965745 nd =  0.0001401010, D =   0.16707E-01  0.16707E-01  ( 65.06 s,  31.4 h)
+ iter   263 lrate =  1.0000000000 LL =  -2.0414933856 nd =  0.0001402555, D =   0.16706E-01  0.16706E-01  ( 70.98 s,  34.2 h)
+ iter   264 lrate =  1.0000000000 LL =  -2.0414901962 nd =  0.0001403934, D =   0.16705E-01  0.16705E-01  ( 70.52 s,  34.0 h)
+ iter   265 lrate =  1.0000000000 LL =  -2.0414870115 nd =  0.0001406079, D =   0.16704E-01  0.16704E-01  ( 57.75 s,  27.8 h)
+ iter   266 lrate =  1.0000000000 LL =  -2.0414838260 nd =  0.0001407666, D =   0.16703E-01  0.16703E-01  ( 67.12 s,  32.3 h)
+ iter   267 lrate =  1.0000000000 LL =  -2.0414806497 nd =  0.0001410095, D =   0.16701E-01  0.16701E-01  ( 65.42 s,  31.5 h)
+ iter   268 lrate =  1.0000000000 LL =  -2.0414774658 nd =  0.0001412870, D =   0.16700E-01  0.16700E-01  ( 65.46 s,  31.5 h)
+ iter   269 lrate =  1.0000000000 LL =  -2.0414742858 nd =  0.0001416094, D =   0.16700E-01  0.16700E-01  ( 57.47 s,  27.6 h)
+ iter   270 lrate =  1.0000000000 LL =  -2.0414711053 nd =  0.0001419885, D =   0.16699E-01  0.16699E-01  ( 53.76 s,  25.8 h)
+ iter   271 lrate =  1.0000000000 LL =  -2.0414679170 nd =  0.0001423862, D =   0.16699E-01  0.16699E-01  ( 72.66 s,  34.9 h)
+ iter   272 lrate =  1.0000000000 LL =  -2.0414647415 nd =  0.0001428702, D =   0.16699E-01  0.16699E-01  ( 65.19 s,  31.3 h)
+ iter   273 lrate =  1.0000000000 LL =  -2.0414615653 nd =  0.0001434174, D =   0.16699E-01  0.16699E-01  ( 55.91 s,  26.8 h)
+ iter   274 lrate =  1.0000000000 LL =  -2.0414583802 nd =  0.0001439754, D =   0.16700E-01  0.16700E-01  ( 63.99 s,  30.7 h)
+ iter   275 lrate =  1.0000000000 LL =  -2.0414551867 nd =  0.0001446059, D =   0.16699E-01  0.16699E-01  ( 61.73 s,  29.6 h)
+ iter   276 lrate =  1.0000000000 LL =  -2.0414519876 nd =  0.0001452698, D =   0.16699E-01  0.16699E-01  ( 62.36 s,  29.9 h)
+ iter   277 lrate =  1.0000000000 LL =  -2.0414487679 nd =  0.0001458775, D =   0.16700E-01  0.16700E-01  ( 59.74 s,  28.6 h)
+ iter   278 lrate =  1.0000000000 LL =  -2.0414455316 nd =  0.0001466214, D =   0.16700E-01  0.16700E-01  ( 55.96 s,  26.8 h)
+ iter   279 lrate =  1.0000000000 LL =  -2.0414422714 nd =  0.0001473055, D =   0.16700E-01  0.16700E-01  ( 63.90 s,  30.5 h)
+ iter   280 lrate =  1.0000000000 LL =  -2.0414389915 nd =  0.0001481100, D =   0.16700E-01  0.16700E-01  ( 60.01 s,  28.7 h)
+ iter   281 lrate =  1.0000000000 LL =  -2.0414356719 nd =  0.0001488915, D =   0.16701E-01  0.16701E-01  ( 66.89 s,  31.9 h)
+ iter   282 lrate =  1.0000000000 LL =  -2.0414323127 nd =  0.0001496844, D =   0.16702E-01  0.16702E-01  ( 69.18 s,  33.0 h)
+ iter   283 lrate =  1.0000000000 LL =  -2.0414289207 nd =  0.0001505430, D =   0.16704E-01  0.16704E-01  ( 57.50 s,  27.4 h)
+ iter   284 lrate =  1.0000000000 LL =  -2.0414254954 nd =  0.0001514967, D =   0.16705E-01  0.16705E-01  ( 61.27 s,  29.2 h)
+ iter   285 lrate =  1.0000000000 LL =  -2.0414220448 nd =  0.0001524607, D =   0.16706E-01  0.16706E-01  ( 57.74 s,  27.5 h)
+ iter   286 lrate =  1.0000000000 LL =  -2.0414185701 nd =  0.0001534484, D =   0.16708E-01  0.16708E-01  ( 61.63 s,  29.3 h)
+ iter   287 lrate =  1.0000000000 LL =  -2.0414150637 nd =  0.0001544261, D =   0.16709E-01  0.16709E-01  ( 54.80 s,  26.1 h)
+ iter   288 lrate =  1.0000000000 LL =  -2.0414115375 nd =  0.0001554688, D =   0.16711E-01  0.16711E-01  ( 64.02 s,  30.4 h)
+ iter   289 lrate =  1.0000000000 LL =  -2.0414079953 nd =  0.0001565556, D =   0.16713E-01  0.16713E-01  ( 60.90 s,  28.9 h)
+ iter   290 lrate =  1.0000000000 LL =  -2.0414044194 nd =  0.0001577158, D =   0.16715E-01  0.16715E-01  ( 58.46 s,  27.8 h)
+ iter   291 lrate =  1.0000000000 LL =  -2.0414008247 nd =  0.0001588770, D =   0.16717E-01  0.16717E-01  ( 70.27 s,  33.4 h)
+ iter   292 lrate =  1.0000000000 LL =  -2.0413971966 nd =  0.0001600872, D =   0.16719E-01  0.16719E-01  ( 59.88 s,  28.4 h)
+ iter   293 lrate =  1.0000000000 LL =  -2.0413935547 nd =  0.0001614417, D =   0.16721E-01  0.16721E-01  ( 56.74 s,  26.9 h)
+ iter   294 lrate =  1.0000000000 LL =  -2.0413898658 nd =  0.0001629851, D =   0.16724E-01  0.16724E-01  ( 61.79 s,  29.3 h)
+ iter   295 lrate =  1.0000000000 LL =  -2.0413861385 nd =  0.0001644170, D =   0.16727E-01  0.16727E-01  ( 64.63 s,  30.6 h)
+ iter   296 lrate =  1.0000000000 LL =  -2.0413823679 nd =  0.0001660653, D =   0.16730E-01  0.16730E-01  ( 61.40 s,  29.1 h)
+ iter   297 lrate =  1.0000000000 LL =  -2.0413785658 nd =  0.0001678275, D =   0.16733E-01  0.16733E-01  ( 64.22 s,  30.4 h)
+ iter   298 lrate =  1.0000000000 LL =  -2.0413747079 nd =  0.0001697434, D =   0.16735E-01  0.16735E-01  ( 59.32 s,  28.0 h)
+ iter   299 lrate =  1.0000000000 LL =  -2.0413707896 nd =  0.0001718548, D =   0.16739E-01  0.16739E-01  ( 59.67 s,  28.2 h)
+ iter   300 lrate =  1.0000000000 LL =  -2.0413668127 nd =  0.0001740698, D =   0.16743E-01  0.16743E-01  ( 57.13 s,  27.0 h)
+ iter   301 lrate =  1.0000000000 LL =  -2.0413654056 nd =  0.0001765518, D =   0.16743E-01  0.16743E-01  ( 68.12 s,  32.2 h)
+ iter   302 lrate =  1.0000000000 LL =  -2.0413640426 nd =  0.0001779522, D =   0.16743E-01  0.16743E-01  ( 58.21 s,  27.5 h)
+ iter   303 lrate =  1.0000000000 LL =  -2.0413627019 nd =  0.0001789409, D =   0.16743E-01  0.16743E-01  ( 61.66 s,  29.1 h)
+ iter   304 lrate =  1.0000000000 LL =  -2.0413613802 nd =  0.0001797356, D =   0.16743E-01  0.16743E-01  ( 63.24 s,  29.8 h)
+ iter   305 lrate =  1.0000000000 LL =  -2.0413600626 nd =  0.0001803640, D =   0.16743E-01  0.16743E-01  ( 54.80 s,  25.8 h)
+ iter   306 lrate =  1.0000000000 LL =  -2.0413587548 nd =  0.0001809164, D =   0.16743E-01  0.16743E-01  ( 55.83 s,  26.3 h)
+ iter   307 lrate =  1.0000000000 LL =  -2.0413546600 nd =  0.0001810033, D =   0.16754E-01  0.16754E-01  ( 62.79 s,  29.5 h)
+ iter   308 lrate =  1.0000000000 LL =  -2.0413505107 nd =  0.0001830716, D =   0.16757E-01  0.16757E-01  ( 53.16 s,  25.0 h)
+ iter   309 lrate =  1.0000000000 LL =  -2.0413462873 nd =  0.0001848375, D =   0.16762E-01  0.16762E-01  ( 59.84 s,  28.1 h)
+ iter   310 lrate =  1.0000000000 LL =  -2.0413419928 nd =  0.0001873442, D =   0.16765E-01  0.16765E-01  ( 55.72 s,  26.2 h)
+ iter   311 lrate =  1.0000000000 LL =  -2.0413376169 nd =  0.0001897841, D =   0.16770E-01  0.16770E-01  ( 62.01 s,  29.1 h)
+ iter   312 lrate =  1.0000000000 LL =  -2.0413331439 nd =  0.0001927020, D =   0.16774E-01  0.16774E-01  ( 56.01 s,  26.3 h)
+ iter   313 lrate =  1.0000000000 LL =  -2.0413285649 nd =  0.0001954999, D =   0.16779E-01  0.16779E-01  ( 57.71 s,  27.0 h)
+ iter   314 lrate =  1.0000000000 LL =  -2.0413238908 nd =  0.0001985040, D =   0.16784E-01  0.16784E-01  ( 61.46 s,  28.8 h)
+ iter   315 lrate =  1.0000000000 LL =  -2.0413191134 nd =  0.0002015731, D =   0.16789E-01  0.16789E-01  ( 67.87 s,  31.8 h)
+ iter   316 lrate =  1.0000000000 LL =  -2.0413142054 nd =  0.0002051463, D =   0.16794E-01  0.16794E-01  ( 66.98 s,  31.3 h)
+ iter   317 lrate =  1.0000000000 LL =  -2.0413091721 nd =  0.0002086362, D =   0.16800E-01  0.16800E-01  ( 60.85 s,  28.4 h)
+ iter   318 lrate =  1.0000000000 LL =  -2.0413040050 nd =  0.0002122489, D =   0.16806E-01  0.16806E-01  ( 61.23 s,  28.6 h)
+ iter   319 lrate =  1.0000000000 LL =  -2.0412986928 nd =  0.0002159674, D =   0.16812E-01  0.16812E-01  ( 64.93 s,  30.3 h)
+ iter   320 lrate =  1.0000000000 LL =  -2.0412932311 nd =  0.0002196959, D =   0.16818E-01  0.16818E-01  ( 62.57 s,  29.2 h)
+ iter   321 lrate =  1.0000000000 LL =  -2.0412876332 nd =  0.0002230042, D =   0.16825E-01  0.16825E-01  ( 68.00 s,  31.7 h)
+ iter   322 lrate =  1.0000000000 LL =  -2.0412818929 nd =  0.0002264860, D =   0.16831E-01  0.16831E-01  ( 64.16 s,  29.9 h)
+ iter   323 lrate =  1.0000000000 LL =  -2.0412760186 nd =  0.0002296927, D =   0.16837E-01  0.16837E-01  ( 61.41 s,  28.6 h)
+ iter   324 lrate =  1.0000000000 LL =  -2.0412700603 nd =  0.0002330056, D =   0.16843E-01  0.16843E-01  ( 67.64 s,  31.5 h)
+ iter   325 lrate =  1.0000000000 LL =  -2.0412639739 nd =  0.0002357948, D =   0.16850E-01  0.16850E-01  ( 63.73 s,  29.7 h)
+ iter   326 lrate =  1.0000000000 LL =  -2.0412577735 nd =  0.0002383006, D =   0.16856E-01  0.16856E-01  ( 53.52 s,  24.9 h)
+ iter   327 lrate =  1.0000000000 LL =  -2.0412514652 nd =  0.0002405263, D =   0.16862E-01  0.16862E-01  ( 59.03 s,  27.4 h)
+ iter   328 lrate =  1.0000000000 LL =  -2.0412450618 nd =  0.0002423047, D =   0.16867E-01  0.16867E-01  ( 64.09 s,  29.8 h)
+ iter   329 lrate =  1.0000000000 LL =  -2.0412385902 nd =  0.0002435118, D =   0.16871E-01  0.16871E-01  ( 68.86 s,  32.0 h)
+ iter   330 lrate =  1.0000000000 LL =  -2.0412320748 nd =  0.0002447414, D =   0.16875E-01  0.16875E-01  ( 65.41 s,  30.3 h)
+ iter   331 lrate =  1.0000000000 LL =  -2.0412254928 nd =  0.0002449849, D =   0.16879E-01  0.16879E-01  ( 66.68 s,  30.9 h)
+ iter   332 lrate =  1.0000000000 LL =  -2.0412189148 nd =  0.0002449347, D =   0.16882E-01  0.16882E-01  ( 68.06 s,  31.5 h)
+ iter   333 lrate =  1.0000000000 LL =  -2.0412123374 nd =  0.0002442149, D =   0.16885E-01  0.16885E-01  ( 67.19 s,  31.1 h)
+ iter   334 lrate =  1.0000000000 LL =  -2.0412057890 nd =  0.0002427997, D =   0.16886E-01  0.16886E-01  ( 62.77 s,  29.0 h)
+ iter   335 lrate =  1.0000000000 LL =  -2.0411993304 nd =  0.0002408147, D =   0.16887E-01  0.16887E-01  ( 65.31 s,  30.2 h)
+ iter   336 lrate =  1.0000000000 LL =  -2.0411929384 nd =  0.0002385787, D =   0.16889E-01  0.16889E-01  ( 61.54 s,  28.4 h)
+ iter   337 lrate =  1.0000000000 LL =  -2.0411866436 nd =  0.0002360071, D =   0.16889E-01  0.16889E-01  ( 65.24 s,  30.1 h)
+ iter   338 lrate =  1.0000000000 LL =  -2.0411804888 nd =  0.0002330911, D =   0.16889E-01  0.16889E-01  ( 57.43 s,  26.5 h)
+ iter   339 lrate =  1.0000000000 LL =  -2.0411744608 nd =  0.0002294896, D =   0.16888E-01  0.16888E-01  ( 63.36 s,  29.2 h)
+ iter   340 lrate =  1.0000000000 LL =  -2.0411685994 nd =  0.0002252113, D =   0.16886E-01  0.16886E-01  ( 65.71 s,  30.3 h)
+ iter   341 lrate =  1.0000000000 LL =  -2.0411629190 nd =  0.0002209008, D =   0.16885E-01  0.16885E-01  ( 62.62 s,  28.9 h)
+ iter   342 lrate =  1.0000000000 LL =  -2.0411574125 nd =  0.0002162797, D =   0.16883E-01  0.16883E-01  ( 61.60 s,  28.4 h)
+ iter   343 lrate =  1.0000000000 LL =  -2.0411520961 nd =  0.0002116104, D =   0.16881E-01  0.16881E-01  ( 61.92 s,  28.5 h)
+ iter   344 lrate =  1.0000000000 LL =  -2.0411469601 nd =  0.0002068490, D =   0.16878E-01  0.16878E-01  ( 66.74 s,  30.7 h)
+ iter   345 lrate =  1.0000000000 LL =  -2.0411420149 nd =  0.0002020290, D =   0.16875E-01  0.16875E-01  ( 62.65 s,  28.8 h)
+ iter   346 lrate =  1.0000000000 LL =  -2.0411372479 nd =  0.0001971226, D =   0.16873E-01  0.16873E-01  ( 62.75 s,  28.8 h)
+ iter   347 lrate =  1.0000000000 LL =  -2.0411326695 nd =  0.0001923606, D =   0.16870E-01  0.16870E-01  ( 62.29 s,  28.6 h)
+ iter   348 lrate =  1.0000000000 LL =  -2.0411282525 nd =  0.0001879187, D =   0.16868E-01  0.16868E-01  ( 63.53 s,  29.2 h)
+ iter   349 lrate =  1.0000000000 LL =  -2.0411239952 nd =  0.0001835755, D =   0.16866E-01  0.16866E-01  ( 58.65 s,  26.9 h)
+ iter   350 lrate =  1.0000000000 LL =  -2.0411198928 nd =  0.0001787877, D =   0.16863E-01  0.16863E-01  ( 59.63 s,  27.3 h)
+ iter   351 lrate =  1.0000000000 LL =  -2.0411159520 nd =  0.0001745390, D =   0.16861E-01  0.16861E-01  ( 65.99 s,  30.2 h)
+ iter   352 lrate =  1.0000000000 LL =  -2.0411121497 nd =  0.0001703386, D =   0.16859E-01  0.16859E-01  ( 63.02 s,  28.8 h)
+ iter   353 lrate =  1.0000000000 LL =  -2.0411084981 nd =  0.0001661455, D =   0.16857E-01  0.16857E-01  ( 57.63 s,  26.4 h)
+ iter   354 lrate =  1.0000000000 LL =  -2.0411049667 nd =  0.0001624542, D =   0.16856E-01  0.16856E-01  ( 58.25 s,  26.6 h)
+ iter   355 lrate =  1.0000000000 LL =  -2.0411015493 nd =  0.0001586836, D =   0.16855E-01  0.16855E-01  ( 60.29 s,  27.6 h)
+ iter   356 lrate =  1.0000000000 LL =  -2.0410982514 nd =  0.0001552254, D =   0.16854E-01  0.16854E-01  ( 60.35 s,  27.6 h)
+ iter   357 lrate =  1.0000000000 LL =  -2.0410950568 nd =  0.0001520434, D =   0.16852E-01  0.16852E-01  ( 64.28 s,  29.3 h)
+ iter   358 lrate =  1.0000000000 LL =  -2.0410919514 nd =  0.0001488726, D =   0.16852E-01  0.16852E-01  ( 56.35 s,  25.7 h)
+ iter   359 lrate =  1.0000000000 LL =  -2.0410889524 nd =  0.0001457401, D =   0.16852E-01  0.16852E-01  ( 63.57 s,  29.0 h)
+ iter   360 lrate =  1.0000000000 LL =  -2.0410860303 nd =  0.0001430066, D =   0.16851E-01  0.16851E-01  ( 63.29 s,  28.8 h)
+ iter   361 lrate =  1.0000000000 LL =  -2.0410831935 nd =  0.0001400885, D =   0.16851E-01  0.16851E-01  ( 68.47 s,  31.2 h)
+ iter   362 lrate =  1.0000000000 LL =  -2.0410804349 nd =  0.0001373412, D =   0.16851E-01  0.16851E-01  ( 62.79 s,  28.6 h)
+ iter   363 lrate =  1.0000000000 LL =  -2.0410777432 nd =  0.0001347406, D =   0.16851E-01  0.16851E-01  ( 65.21 s,  29.7 h)
+ iter   364 lrate =  1.0000000000 LL =  -2.0410751381 nd =  0.0001323811, D =   0.16851E-01  0.16851E-01  ( 62.81 s,  28.5 h)
+ iter   365 lrate =  1.0000000000 LL =  -2.0410725931 nd =  0.0001300235, D =   0.16851E-01  0.16851E-01  ( 62.42 s,  28.3 h)
+ iter   366 lrate =  1.0000000000 LL =  -2.0410700975 nd =  0.0001279216, D =   0.16852E-01  0.16852E-01  ( 65.30 s,  29.6 h)
+ iter   367 lrate =  1.0000000000 LL =  -2.0410676577 nd =  0.0001258989, D =   0.16852E-01  0.16852E-01  ( 63.05 s,  28.6 h)
+ iter   368 lrate =  1.0000000000 LL =  -2.0410652674 nd =  0.0001242637, D =   0.16853E-01  0.16853E-01  ( 64.42 s,  29.2 h)
+ iter   369 lrate =  1.0000000000 LL =  -2.0410629444 nd =  0.0001225147, D =   0.16853E-01  0.16853E-01  ( 68.74 s,  31.1 h)
+ iter   370 lrate =  1.0000000000 LL =  -2.0410606565 nd =  0.0001207964, D =   0.16854E-01  0.16854E-01  ( 59.44 s,  26.9 h)
+ iter   371 lrate =  1.0000000000 LL =  -2.0410584091 nd =  0.0001190795, D =   0.16855E-01  0.16855E-01  ( 69.03 s,  31.2 h)
+ iter   372 lrate =  1.0000000000 LL =  -2.0410562076 nd =  0.0001178429, D =   0.16856E-01  0.16856E-01  ( 60.34 s,  27.3 h)
+ iter   373 lrate =  1.0000000000 LL =  -2.0410540462 nd =  0.0001162361, D =   0.16856E-01  0.16856E-01  ( 61.20 s,  27.7 h)
+ iter   374 lrate =  1.0000000000 LL =  -2.0410519214 nd =  0.0001150731, D =   0.16857E-01  0.16857E-01  ( 65.85 s,  29.7 h)
+ iter   375 lrate =  1.0000000000 LL =  -2.0410498336 nd =  0.0001136720, D =   0.16857E-01  0.16857E-01  ( 61.30 s,  27.7 h)
+ iter   376 lrate =  1.0000000000 LL =  -2.0410477921 nd =  0.0001128211, D =   0.16858E-01  0.16858E-01  ( 63.08 s,  28.5 h)
+ iter   377 lrate =  1.0000000000 LL =  -2.0410457779 nd =  0.0001116220, D =   0.16859E-01  0.16859E-01  ( 65.47 s,  29.5 h)
+ iter   378 lrate =  1.0000000000 LL =  -2.0410437909 nd =  0.0001109754, D =   0.16860E-01  0.16860E-01  ( 64.29 s,  29.0 h)
+ iter   379 lrate =  1.0000000000 LL =  -2.0410418285 nd =  0.0001100069, D =   0.16861E-01  0.16861E-01  ( 62.42 s,  28.1 h)
+ iter   380 lrate =  1.0000000000 LL =  -2.0410398989 nd =  0.0001096585, D =   0.16861E-01  0.16861E-01  ( 63.41 s,  28.5 h)
+ iter   381 lrate =  1.0000000000 LL =  -2.0410380034 nd =  0.0001090313, D =   0.16861E-01  0.16861E-01  ( 69.99 s,  31.5 h)
+ iter   382 lrate =  1.0000000000 LL =  -2.0410361284 nd =  0.0001089669, D =   0.16861E-01  0.16861E-01  ( 63.03 s,  28.3 h)
+ iter   383 lrate =  1.0000000000 LL =  -2.0410342686 nd =  0.0001085626, D =   0.16862E-01  0.16862E-01  ( 61.32 s,  27.5 h)
+ iter   384 lrate =  1.0000000000 LL =  -2.0410324541 nd =  0.0001088963, D =   0.16862E-01  0.16862E-01  ( 61.59 s,  27.6 h)
+ iter   385 lrate =  1.0000000000 LL =  -2.0410306487 nd =  0.0001088965, D =   0.16863E-01  0.16863E-01  ( 62.17 s,  27.9 h)
+ iter   386 lrate =  1.0000000000 LL =  -2.0410288739 nd =  0.0001097502, D =   0.16862E-01  0.16862E-01  ( 58.26 s,  26.1 h)
+ iter   387 lrate =  1.0000000000 LL =  -2.0410271253 nd =  0.0001104095, D =   0.16862E-01  0.16862E-01  ( 60.13 s,  26.9 h)
+ iter   388 lrate =  1.0000000000 LL =  -2.0410254043 nd =  0.0001120108, D =   0.16863E-01  0.16863E-01  ( 60.16 s,  26.9 h)
+ iter   389 lrate =  1.0000000000 LL =  -2.0410237188 nd =  0.0001137510, D =   0.16863E-01  0.16863E-01  ( 64.78 s,  29.0 h)
+ iter   390 lrate =  1.0000000000 LL =  -2.0410220826 nd =  0.0001161950, D =   0.16864E-01  0.16864E-01  ( 62.36 s,  27.9 h)
+ iter   391 lrate =  1.0000000000 LL =  -2.0410204794 nd =  0.0001195286, D =   0.16864E-01  0.16864E-01  ( 65.84 s,  29.4 h)
+ iter   392 lrate =  1.0000000000 LL =  -2.0410189471 nd =  0.0001229789, D =   0.16864E-01  0.16864E-01  ( 61.95 s,  27.7 h)
+ iter   393 lrate =  1.0000000000 LL =  -2.0410174587 nd =  0.0001291019, D =   0.16865E-01  0.16865E-01  ( 53.16 s,  23.7 h)
+ iter   394 lrate =  1.0000000000 LL =  -2.0410160975 nd =  0.0001337098, D =   0.16865E-01  0.16865E-01  ( 54.02 s,  24.1 h)
+ iter   395 lrate =  1.0000000000 LL =  -2.0410147265 nd =  0.0001438552, D =   0.16866E-01  0.16866E-01  ( 62.01 s,  27.6 h)
+ iter   396 lrate =  1.0000000000 LL =  -2.0410135559 nd =  0.0001497772, D =   0.16866E-01  0.16866E-01  ( 66.34 s,  29.6 h)
+ iter   397 lrate =  1.0000000000 LL =  -2.0410123808 nd =  0.0001660589, D =   0.16867E-01  0.16867E-01  ( 59.07 s,  26.3 h)
+ iter   398 lrate =  1.0000000000 LL =  -2.0410115409 nd =  0.0001726011, D =   0.16867E-01  0.16867E-01  ( 61.81 s,  27.5 h)
+ iter   399 lrate =  1.0000000000 LL =  -2.0410106077 nd =  0.0001976688, D =   0.16867E-01  0.16867E-01  ( 65.82 s,  29.3 h)
+ iter   400 lrate =  1.0000000000 LL =  -2.0410103192 nd =  0.0002034592, D =   0.16867E-01  0.16867E-01  ( 64.17 s,  28.5 h)
+ iter   401 lrate =  1.0000000000 LL =  -2.0410048131 nd =  0.0001085083, D =   0.16867E-01  0.16867E-01  ( 74.16 s,  32.9 h)
+ iter   402 lrate =  1.0000000000 LL =  -2.0410036243 nd =  0.0000986041, D =   0.16867E-01  0.16867E-01  ( 56.79 s,  25.2 h)
+ iter   403 lrate =  1.0000000000 LL =  -2.0410027890 nd =  0.0000979828, D =   0.16867E-01  0.16867E-01  ( 61.98 s,  27.5 h)
+ iter   404 lrate =  1.0000000000 LL =  -2.0410019706 nd =  0.0000982743, D =   0.16867E-01  0.16867E-01  ( 65.91 s,  29.2 h)
+ iter   405 lrate =  1.0000000000 LL =  -2.0410011632 nd =  0.0000984404, D =   0.16867E-01  0.16867E-01  ( 60.62 s,  26.9 h)
+ iter   406 lrate =  1.0000000000 LL =  -2.0410003666 nd =  0.0000986244, D =   0.16867E-01  0.16867E-01  ( 60.93 s,  27.0 h)
+ iter   407 lrate =  1.0000000000 LL =  -2.0409988172 nd =  0.0000970040, D =   0.16870E-01  0.16870E-01  ( 60.68 s,  26.9 h)
+ iter   408 lrate =  1.0000000000 LL =  -2.0409972735 nd =  0.0000967841, D =   0.16870E-01  0.16870E-01  ( 61.17 s,  27.0 h)
+ iter   409 lrate =  1.0000000000 LL =  -2.0409957669 nd =  0.0000957836, D =   0.16870E-01  0.16870E-01  ( 65.29 s,  28.9 h)
+ iter   410 lrate =  1.0000000000 LL =  -2.0409942676 nd =  0.0000956721, D =   0.16870E-01  0.16870E-01  ( 55.76 s,  24.6 h)
+ iter   411 lrate =  1.0000000000 LL =  -2.0409927754 nd =  0.0000949930, D =   0.16870E-01  0.16870E-01  ( 68.94 s,  30.4 h)
+ iter   412 lrate =  1.0000000000 LL =  -2.0409912849 nd =  0.0000948435, D =   0.16870E-01  0.16870E-01  ( 59.82 s,  26.4 h)
+ iter   413 lrate =  1.0000000000 LL =  -2.0409898101 nd =  0.0000943334, D =   0.16870E-01  0.16870E-01  ( 64.64 s,  28.5 h)
+ iter   414 lrate =  1.0000000000 LL =  -2.0409883521 nd =  0.0000943381, D =   0.16870E-01  0.16870E-01  ( 64.03 s,  28.2 h)
+ iter   415 lrate =  1.0000000000 LL =  -2.0409869018 nd =  0.0000938800, D =   0.16871E-01  0.16871E-01  ( 65.47 s,  28.8 h)
+ iter   416 lrate =  1.0000000000 LL =  -2.0409854621 nd =  0.0000938044, D =   0.16871E-01  0.16871E-01  ( 58.25 s,  25.6 h)
+ iter   417 lrate =  1.0000000000 LL =  -2.0409840372 nd =  0.0000933371, D =   0.16871E-01  0.16871E-01  ( 58.60 s,  25.8 h)
+ iter   418 lrate =  1.0000000000 LL =  -2.0409826234 nd =  0.0000932501, D =   0.16871E-01  0.16871E-01  ( 57.35 s,  25.2 h)
+ iter   419 lrate =  1.0000000000 LL =  -2.0409812249 nd =  0.0000927399, D =   0.16872E-01  0.16872E-01  ( 47.89 s,  21.0 h)
+ iter   420 lrate =  1.0000000000 LL =  -2.0409798270 nd =  0.0000928362, D =   0.16872E-01  0.16872E-01  ( 64.23 s,  28.2 h)
+ iter   421 lrate =  1.0000000000 LL =  -2.0409784380 nd =  0.0000924356, D =   0.16872E-01  0.16872E-01  ( 57.70 s,  25.3 h)
+ iter   422 lrate =  1.0000000000 LL =  -2.0409770674 nd =  0.0000927110, D =   0.16873E-01  0.16873E-01  ( 65.86 s,  28.9 h)
+ iter   423 lrate =  1.0000000000 LL =  -2.0409756999 nd =  0.0000922325, D =   0.16873E-01  0.16873E-01  ( 60.52 s,  26.5 h)
+ iter   424 lrate =  1.0000000000 LL =  -2.0409743430 nd =  0.0000925083, D =   0.16873E-01  0.16873E-01  ( 59.41 s,  26.0 h)
+ iter   425 lrate =  1.0000000000 LL =  -2.0409729996 nd =  0.0000921681, D =   0.16874E-01  0.16874E-01  ( 60.07 s,  26.3 h)
+ iter   426 lrate =  1.0000000000 LL =  -2.0409716758 nd =  0.0000926701, D =   0.16874E-01  0.16874E-01  ( 58.06 s,  25.4 h)
+ iter   427 lrate =  1.0000000000 LL =  -2.0409703604 nd =  0.0000924736, D =   0.16875E-01  0.16875E-01  ( 57.10 s,  24.9 h)
+ iter   428 lrate =  1.0000000000 LL =  -2.0409690609 nd =  0.0000931623, D =   0.16875E-01  0.16875E-01  ( 59.68 s,  26.1 h)
+ iter   429 lrate =  1.0000000000 LL =  -2.0409677770 nd =  0.0000930900, D =   0.16876E-01  0.16876E-01  ( 68.06 s,  29.7 h)
+ iter   430 lrate =  1.0000000000 LL =  -2.0409665008 nd =  0.0000942984, D =   0.16876E-01  0.16876E-01  ( 56.01 s,  24.4 h)
+ iter   431 lrate =  1.0000000000 LL =  -2.0409652555 nd =  0.0000948472, D =   0.16876E-01  0.16876E-01  ( 67.03 s,  29.2 h)
+ iter   432 lrate =  1.0000000000 LL =  -2.0409640114 nd =  0.0000968135, D =   0.16876E-01  0.16876E-01  ( 58.51 s,  25.5 h)
+ iter   433 lrate =  1.0000000000 LL =  -2.0409627962 nd =  0.0000982338, D =   0.16876E-01  0.16876E-01  ( 62.12 s,  27.0 h)
+ iter   434 lrate =  1.0000000000 LL =  -2.0409616106 nd =  0.0001011712, D =   0.16876E-01  0.16876E-01  ( 56.79 s,  24.7 h)
+ iter   435 lrate =  1.0000000000 LL =  -2.0409604597 nd =  0.0001040804, D =   0.16877E-01  0.16877E-01  ( 64.73 s,  28.1 h)
+ iter   436 lrate =  1.0000000000 LL =  -2.0409593588 nd =  0.0001085485, D =   0.16877E-01  0.16877E-01  ( 54.55 s,  23.7 h)
+ iter   437 lrate =  1.0000000000 LL =  -2.0409582947 nd =  0.0001140476, D =   0.16878E-01  0.16878E-01  ( 60.21 s,  26.1 h)
+ iter   438 lrate =  1.0000000000 LL =  -2.0409573162 nd =  0.0001207030, D =   0.16878E-01  0.16878E-01  ( 57.80 s,  25.1 h)
+ iter   439 lrate =  1.0000000000 LL =  -2.0409563847 nd =  0.0001304383, D =   0.16878E-01  0.16878E-01  ( 65.83 s,  28.5 h)
+ iter   440 lrate =  1.0000000000 LL =  -2.0409556141 nd =  0.0001394924, D =   0.16878E-01  0.16878E-01  ( 61.03 s,  26.4 h)
+ iter   441 lrate =  1.0000000000 LL =  -2.0409549081 nd =  0.0001557043, D =   0.16879E-01  0.16879E-01  ( 62.43 s,  27.0 h)
+ iter   442 lrate =  1.0000000000 LL =  -2.0409545168 nd =  0.0001672074, D =   0.16879E-01  0.16879E-01  ( 61.82 s,  26.8 h)
+ iter   443 lrate =  1.0000000000 LL =  -2.0409541793 nd =  0.0001932300, D =   0.16879E-01  0.16879E-01  ( 67.48 s,  29.2 h)
+Exiting because likelihood increasing by less than   0.10000E-05 for more than      5 iterations ...
+... done. Execution time:   7.91 h 
+output directory = /net/store/nbp/projects/IntoTheWild/Daten/EEG/Lab/VP33/preprocessed/01Hz/amica/

WildLab_setsLab/VP33/preprocessed/causal/amica/qsub.sh

@@ -0,0 +1,7 @@
+#!/bin/bash
+#$ -cwd
+#$ -q all.q
+#$ -j y
+#$ -o /net/store/nbp/projects/IntoTheWild/Daten/EEG/Lab/VP33/preprocessed/01Hz/amica/ 
+#$ -e /net/store/nbp/projects/IntoTheWild/Daten/EEG/Lab/VP33/preprocessed/01Hz/amica/ 
+/net/store/nbp/projects/IntoTheWild/EEG_analysis/amica/amica12ubu64 /net/store/nbp/projects/IntoTheWild/Daten/EEG/Lab/VP33/preprocessed/01Hz/amica/input.param

WildLab_setsLab/VP34/preprocessed/causal/2_ITW_Lab_subj34_bandpass_resample_deblank.set

@@ -0,0 +1 @@
+/annex/objects/MD5-s24515944--ef77e54c0b628d83fadd9b5330298eff

WildLab_setsLab/VP34/preprocessed/causal/3_ITW_Lab_subj34_channelrejTriggersXensor.fdt

@@ -0,0 +1 @@
+/annex/objects/MD5-s692363584--3a66c1a7e332b3cd105b5d7bcf43ce64

WildLab_setsLab/VP34/preprocessed/causal/3_ITW_Lab_subj34_channelrejTriggersXensor.set

@@ -0,0 +1 @@
+/annex/objects/MD5-s31598200--ba7150d54f7112f929e44890320bea29

WildLab_setsLab/VP34/preprocessed/causal/amica/LLt

@@ -0,0 +1 @@
+/annex/objects/MD5-s21215840--2324897311f5f7126c29e118fb0be17b

WildLab_setsLab/VP34/preprocessed/causal/amica/ica_VP34.o455389

@@ -0,0 +1,558 @@
+           1 processor name = c03grid
+           1 host_num =   -906968596
+ This is MPI process           1 of           1 ; I am process           1 of
+           1 on node: c03grid
+           1  : node root process           1 of           1
+Processing arguments ...
+ num_files =            1
+ FILES: 
+ /net/store/nbp/users/agert/nbp_intothewild/Analysis/EEG_analysis/tmpdata95751.f
+ dt
+ num_dir_files =            1
+ initial matrix block_size =          128
+ do_opt_block =            0
+ number of models =            1
+ number of density mixture components =            3
+ pdf type =            0
+ max_iter =         2000
+ num_samples =            1
+ data_dim =          116
+ field_dim =      1325990
+ do_history =            0
+ histstep =           10
+ share_comps =            0
+ share_start =          100
+ comp_thresh =   0.990000000000000     
+ share_int =          100
+ initial lrate =   0.100000000000000     
+ minimum lrate =   1.000000000000000E-008
+ lrate factor =   0.500000000000000     
+ initial rholrate =   5.000000000000000E-002
+ rho0 =    1.50000000000000     
+ min rho =    1.00000000000000     
+ max rho =    2.00000000000000     
+ rho lrate factor =   0.500000000000000     
+ kurt_start =            3
+ num kurt =            5
+ kurt interval =            1
+ do_newton =            1
+ newt_start =           50
+ newt_ramp =           10
+ initial newton lrate =    1.00000000000000     
+ do_reject =            0
+ num reject =            3
+ reject sigma =    3.00000000000000     
+ reject start =            2
+ reject interval =            3
+ max_thrds =            4
+ write step =           10
+ write_nd =            1
+ write_LLt =            1
+ dec window =            1
+ max_decs =            3
+ fix_init =            0
+ update_A =            1
+ update_c =            1
+ update_gm =            1
+ update_alpha =            1
+ update_mu =            1
+ update_beta =            1
+ invsigmax =    100.000000000000     
+ invsigmin =   0.000000000000000E+000
+ do_rho =            1
+ load_rej =            0
+ load_A =            0
+ load_c =            0
+ load_gm =            0
+ load_alpha =            0
+ load_mu =            0
+ load_beta =            0
+ load_rho =            0
+ load_comp_list =            0
+ do_mean =            1
+ do_sphere =            1
+ doPCA =            1
+ pcakeep =          116
+ doscaling =            1
+ scalestep =            1
+ dble_data =            0
+ do_approx_sphere =            1
+ use_grad_norm =            1
+ use_min_dll =            1
+ print_debug =            0
+ min dll =   1.000000000000000E-006
+ min grad norm =   1.000000000000000E-006
+ minimum data covariance eigenvalue =   1.000000000000000E-018
+mkdir: cannot create directory ‘/net/store/nbp/projects/IntoTheWild/Daten/EEG/Lab/VP34/preprocessed/01Hz/amica/’: File exists
+ output directory = 
+ /net/store/nbp/projects/IntoTheWild/Daten/EEG/Lab/VP34/preprocessed/01Hz/amica/
+           1 : setting num_thrds to            4  ...
+           1 : using           4 threads.
+           1 : node_thrds =            4
+ i =            1  real ierr =            0
+ bytes in real =            1
+           1 : REAL nbyte =            1
+ getting segment list ...
+ blocks in sample =      1325990
+ total blocks =      1325990
+ node blocks =      1325990
+ node            1  start: file            1  sample            1  index 
+           1
+ node            1  stop : file            1  sample            1  index 
+     1325990
+           1 : data =   -11.4111032485962       -11.7785844802856     
+ getting the mean ...
+  mean =  -0.146223633087772      -0.149615668175346     
+ -0.154886830257425     
+ subtracting the mean ...
+ getting the sphering matrix ...
+ cnt =      1325990
+ doing eig nx =          116  lwork =       134560
+ minimum eigenvalues =   0.554210165815738       0.560188139014672     
+  0.579415028001307     
+ maximum eigenvalues =    12785.8701448472        3896.04942584037     
+   746.931380527673     
+ num eigs kept =          116
+ numeigs =          116
+ sphering the data ...
+           1 Allocating variables ...
+           1 : Initializing variables ...
+           1 : block size =          128
+           1 : entering the main loop ...
+ iter     1 lrate =  0.1000000000 LL =  -2.0788579582 nd =  0.0311075512, D =   0.55407E-01  0.55407E-01  (100.54 s,  55.8 h)
+ iter     2 lrate =  0.1000000000 LL =  -2.0219209627 nd =  0.0126488178, D =   0.41410E-01  0.41410E-01  ( 97.56 s,  54.1 h)
+ iter     3 lrate =  0.1000000000 LL =  -2.0124885739 nd =  0.0113817233, D =   0.33077E-01  0.33077E-01  ( 99.63 s,  55.3 h)
+ iter     4 lrate =  0.1000000000 LL =  -2.0086032351 nd =  0.0111828077, D =   0.47643E-01  0.47643E-01  ( 97.52 s,  54.1 h)
+ iter     5 lrate =  0.1000000000 LL =  -2.0061301658 nd =  0.0104598695, D =   0.82965E-01  0.82965E-01  (100.38 s,  55.6 h)
+ iter     6 lrate =  0.1000000000 LL =  -2.0042689705 nd =  0.0096679453, D =   0.13003E+00  0.13003E+00  ( 95.81 s,  53.1 h)
+ iter     7 lrate =  0.1000000000 LL =  -2.0027593329 nd =  0.0090091165, D =   0.18117E+00  0.18117E+00  ( 98.57 s,  54.6 h)
+ iter     8 lrate =  0.1000000000 LL =  -2.0014745344 nd =  0.0085261312, D =   0.23164E+00  0.23164E+00  ( 99.29 s,  54.9 h)
+ iter     9 lrate =  0.1000000000 LL =  -2.0003372682 nd =  0.0081938716, D =   0.27906E+00  0.27906E+00  ( 94.87 s,  52.5 h)
+ iter    10 lrate =  0.1000000000 LL =  -1.9992965183 nd =  0.0079668900, D =   0.32251E+00  0.32251E+00  ( 98.35 s,  54.4 h)
+ iter    11 lrate =  0.1000000000 LL =  -1.9983238618 nd =  0.0078176425, D =   0.36175E+00  0.36175E+00  ( 98.33 s,  54.3 h)
+ iter    12 lrate =  0.1000000000 LL =  -1.9973943526 nd =  0.0077391473, D =   0.39682E+00  0.39682E+00  ( 93.81 s,  51.8 h)
+ iter    13 lrate =  0.1000000000 LL =  -1.9964910511 nd =  0.0077010839, D =   0.42801E+00  0.42801E+00  ( 93.94 s,  51.8 h)
+ iter    14 lrate =  0.1000000000 LL =  -1.9956034744 nd =  0.0076767907, D =   0.45559E+00  0.45559E+00  ( 94.78 s,  52.3 h)
+ iter    15 lrate =  0.1000000000 LL =  -1.9947187698 nd =  0.0076906500, D =   0.47977E+00  0.47977E+00  ( 91.67 s,  50.5 h)
+ iter    16 lrate =  0.1000000000 LL =  -1.9938287082 nd =  0.0077132703, D =   0.50104E+00  0.50104E+00  ( 95.67 s,  52.7 h)
+ iter    17 lrate =  0.1000000000 LL =  -1.9929247738 nd =  0.0077162473, D =   0.51960E+00  0.51960E+00  ( 95.43 s,  52.6 h)
+ iter    18 lrate =  0.1000000000 LL =  -1.9920077117 nd =  0.0076220114, D =   0.53544E+00  0.53544E+00  ( 91.61 s,  50.4 h)
+ iter    19 lrate =  0.1000000000 LL =  -1.9910939443 nd =  0.0072318810, D =   0.54783E+00  0.54783E+00  ( 95.65 s,  52.6 h)
+ iter    20 lrate =  0.1000000000 LL =  -1.9902630074 nd =  0.0064343791, D =   0.55474E+00  0.55474E+00  ( 93.88 s,  51.6 h)
+ iter    21 lrate =  0.1000000000 LL =  -1.9896240719 nd =  0.0058242670, D =   0.55301E+00  0.55301E+00  ( 95.87 s,  52.7 h)
+ iter    22 lrate =  0.1000000000 LL =  -1.9891410183 nd =  0.0054835777, D =   0.54437E+00  0.54437E+00  ( 90.58 s,  49.8 h)
+ iter    23 lrate =  0.1000000000 LL =  -1.9887420623 nd =  0.0055134349, D =   0.53533E+00  0.53533E+00  ( 93.18 s,  51.2 h)
+ iter    24 lrate =  0.1000000000 LL =  -1.9884717513 nd =  0.0108949374, D =   0.52693E+00  0.52693E+00  ( 88.86 s,  48.8 h)
+ iter    25 lrate =  0.1000000000 LL =  -1.9892417831 nd =  0.0196930604, D =   0.52351E+00  0.52351E+00  ( 87.62 s,  48.1 h)
+ Likelihood decreasing!
+ iter    26 lrate =  0.1000000000 LL =  -1.9900461154 nd =  0.0205316532, D =   0.52179E+00  0.52179E+00  ( 87.74 s,  48.1 h)
+ Likelihood decreasing!
+ iter    27 lrate =  0.1000000000 LL =  -1.9889706157 nd =  0.0196191263, D =   0.51073E+00  0.51073E+00  ( 90.12 s,  49.4 h)
+ iter    28 lrate =  0.1000000000 LL =  -1.9892015736 nd =  0.0213747049, D =   0.50664E+00  0.50664E+00  ( 88.09 s,  48.3 h)
+ Likelihood decreasing!
+ iter    29 lrate =  0.0500000000 LL =  -1.9874399151 nd =  0.0050663043, D =   0.49579E+00  0.49579E+00  ( 83.57 s,  45.8 h)
+ iter    30 lrate =  0.0500000000 LL =  -1.9869880207 nd =  0.0053297226, D =   0.49331E+00  0.49331E+00  ( 88.43 s,  48.4 h)
+ iter    31 lrate =  0.0500000000 LL =  -1.9868199369 nd =  0.0079626460, D =   0.49109E+00  0.49109E+00  (102.20 s,  55.9 h)
+ iter    32 lrate =  0.0500000000 LL =  -1.9868420777 nd =  0.0149784228, D =   0.48897E+00  0.48897E+00  ( 94.74 s,  51.8 h)
+ Likelihood decreasing!
+ iter    33 lrate =  0.0500000000 LL =  -1.9871851956 nd =  0.0194029046, D =   0.48745E+00  0.48745E+00  ( 92.08 s,  50.3 h)
+ Likelihood decreasing!
+ iter    34 lrate =  0.0500000000 LL =  -1.9870486008 nd =  0.0194139844, D =   0.48506E+00  0.48506E+00  ( 94.46 s,  51.6 h)
+ iter    35 lrate =  0.0500000000 LL =  -1.9869086845 nd =  0.0181251163, D =   0.48233E+00  0.48233E+00  ( 90.71 s,  49.5 h)
+ iter    36 lrate =  0.0500000000 LL =  -1.9866611753 nd =  0.0181803061, D =   0.47969E+00  0.47969E+00  ( 92.29 s,  50.3 h)
+ iter    37 lrate =  0.0500000000 LL =  -1.9866776199 nd =  0.0185594373, D =   0.47755E+00  0.47755E+00  ( 95.89 s,  52.3 h)
+ Likelihood decreasing!
+ iter    38 lrate =  0.0250000000 LL =  -1.9859854794 nd =  0.0047667878, D =   0.47487E+00  0.47487E+00  ( 95.09 s,  51.8 h)
+ iter    39 lrate =  0.0250000000 LL =  -1.9858595748 nd =  0.0041753291, D =   0.47374E+00  0.47374E+00  ( 97.08 s,  52.9 h)
+ iter    40 lrate =  0.0250000000 LL =  -1.9857832510 nd =  0.0040422486, D =   0.47262E+00  0.47262E+00  ( 91.81 s,  50.0 h)
+ iter    41 lrate =  0.0250000000 LL =  -1.9857145136 nd =  0.0039795171, D =   0.47152E+00  0.47152E+00  (100.42 s,  54.6 h)
+ iter    42 lrate =  0.0250000000 LL =  -1.9856490511 nd =  0.0039384067, D =   0.47039E+00  0.47039E+00  ( 94.61 s,  51.5 h)
+ iter    43 lrate =  0.0250000000 LL =  -1.9855857994 nd =  0.0039065337, D =   0.46928E+00  0.46928E+00  ( 90.65 s,  49.3 h)
+ iter    44 lrate =  0.0250000000 LL =  -1.9855243370 nd =  0.0038785508, D =   0.46815E+00  0.46815E+00  ( 92.78 s,  50.4 h)
+ iter    45 lrate =  0.0250000000 LL =  -1.9854642302 nd =  0.0038542696, D =   0.46706E+00  0.46706E+00  ( 93.49 s,  50.8 h)
+ iter    46 lrate =  0.0250000000 LL =  -1.9854056260 nd =  0.0038314443, D =   0.46595E+00  0.46595E+00  ( 89.30 s,  48.5 h)
+ iter    47 lrate =  0.0250000000 LL =  -1.9853484323 nd =  0.0038111125, D =   0.46486E+00  0.46486E+00  ( 89.44 s,  48.5 h)
+ iter    48 lrate =  0.0250000000 LL =  -1.9852924157 nd =  0.0037913819, D =   0.46377E+00  0.46377E+00  ( 94.81 s,  51.4 h)
+ iter    49 lrate =  0.0250000000 LL =  -1.9852385000 nd =  0.0037738210, D =   0.46270E+00  0.46270E+00  ( 92.29 s,  50.0 h)
+ iter    50 lrate =  0.0250000000 LL =  -1.9851861118 nd =  0.0027164968, D =   0.46162E+00  0.46162E+00  (125.65 s,  68.1 h)
+ Starting Newton ... setting numdecs to 0
+ iter    51 lrate =  0.0500000000 LL =  -1.9851176091 nd =  0.0027063381, D =   0.45930E+00  0.45930E+00  (134.37 s,  72.7 h)
+ iter    52 lrate =  0.1000000000 LL =  -1.9849984200 nd =  0.0026782211, D =   0.45480E+00  0.45480E+00  (120.78 s,  65.4 h)
+ iter    53 lrate =  0.2000000000 LL =  -1.9847823983 nd =  0.0026165309, D =   0.44629E+00  0.44629E+00  (123.70 s,  66.9 h)
+ iter    54 lrate =  0.3000000000 LL =  -1.9844836319 nd =  0.0025292374, D =   0.43468E+00  0.43468E+00  (124.50 s,  67.3 h)
+ iter    55 lrate =  0.4000000000 LL =  -1.9841197399 nd =  0.0024273672, D =   0.42103E+00  0.42103E+00  (122.32 s,  66.1 h)
+ iter    56 lrate =  0.5000000000 LL =  -1.9837077310 nd =  0.0023212153, D =   0.40618E+00  0.40618E+00  (122.93 s,  66.4 h)
+ iter    57 lrate =  0.6000000000 LL =  -1.9832618598 nd =  0.0022180067, D =   0.39064E+00  0.39064E+00  (114.66 s,  61.9 h)
+ iter    58 lrate =  0.7000000000 LL =  -1.9827928601 nd =  0.0021235505, D =   0.37462E+00  0.37462E+00  (114.85 s,  62.0 h)
+ iter    59 lrate =  0.8000000000 LL =  -1.9823082002 nd =  0.0020338457, D =   0.35817E+00  0.35817E+00  (118.44 s,  63.9 h)
+ iter    60 lrate =  0.9000000000 LL =  -1.9818142089 nd =  0.0019497759, D =   0.34132E+00  0.34132E+00  (124.99 s,  67.4 h)
+ iter    61 lrate =  1.0000000000 LL =  -1.9813149238 nd =  0.0018702952, D =   0.32401E+00  0.32401E+00  (119.71 s,  64.5 h)
+ iter    62 lrate =  1.0000000000 LL =  -1.9808547990 nd =  0.0017988722, D =   0.30767E+00  0.30767E+00  (113.70 s,  61.2 h)
+ iter    63 lrate =  1.0000000000 LL =  -1.9804289802 nd =  0.0017304411, D =   0.29233E+00  0.29233E+00  (117.68 s,  63.3 h)
+ iter    64 lrate =  1.0000000000 LL =  -1.9800357613 nd =  0.0016547260, D =   0.27808E+00  0.27808E+00  (125.32 s,  67.4 h)
+ iter    65 lrate =  1.0000000000 LL =  -1.9796768396 nd =  0.0015732809, D =   0.26521E+00  0.26521E+00  (119.71 s,  64.3 h)
+ iter    66 lrate =  1.0000000000 LL =  -1.9793526909 nd =  0.0014858427, D =   0.25388E+00  0.25388E+00  (113.03 s,  60.7 h)
+ iter    67 lrate =  1.0000000000 LL =  -1.9790622647 nd =  0.0013976039, D =   0.24421E+00  0.24421E+00  (115.86 s,  62.2 h)
+ iter    68 lrate =  1.0000000000 LL =  -1.9788025650 nd =  0.0013121586, D =   0.23618E+00  0.23618E+00  (114.19 s,  61.3 h)
+ iter    69 lrate =  1.0000000000 LL =  -1.9785704051 nd =  0.0012298296, D =   0.22970E+00  0.22970E+00  (115.84 s,  62.1 h)
+ iter    70 lrate =  1.0000000000 LL =  -1.9783623017 nd =  0.0011540204, D =   0.22463E+00  0.22463E+00  (121.30 s,  65.0 h)
+ iter    71 lrate =  1.0000000000 LL =  -1.9781751894 nd =  0.0010842049, D =   0.22081E+00  0.22081E+00  (120.56 s,  64.6 h)
+ iter    72 lrate =  1.0000000000 LL =  -1.9780067485 nd =  0.0010199687, D =   0.21804E+00  0.21804E+00  (114.12 s,  61.1 h)
+ iter    73 lrate =  1.0000000000 LL =  -1.9778554324 nd =  0.0009592337, D =   0.21608E+00  0.21608E+00  (112.01 s,  60.0 h)
+ iter    74 lrate =  1.0000000000 LL =  -1.9777198242 nd =  0.0009018136, D =   0.21469E+00  0.21469E+00  (110.30 s,  59.0 h)
+ iter    75 lrate =  1.0000000000 LL =  -1.9775988524 nd =  0.0008498084, D =   0.21371E+00  0.21371E+00  (118.18 s,  63.2 h)
+ iter    76 lrate =  1.0000000000 LL =  -1.9774906621 nd =  0.0008034114, D =   0.21297E+00  0.21297E+00  (119.09 s,  63.6 h)
+ iter    77 lrate =  1.0000000000 LL =  -1.9773934580 nd =  0.0007630529, D =   0.21237E+00  0.21237E+00  (119.88 s,  64.0 h)
+ iter    78 lrate =  1.0000000000 LL =  -1.9773053732 nd =  0.0007276106, D =   0.21182E+00  0.21182E+00  (116.05 s,  62.0 h)
+ iter    79 lrate =  1.0000000000 LL =  -1.9772251164 nd =  0.0006957620, D =   0.21130E+00  0.21130E+00  (113.94 s,  60.8 h)
+ iter    80 lrate =  1.0000000000 LL =  -1.9771512891 nd =  0.0006675193, D =   0.21077E+00  0.21077E+00  (114.56 s,  61.1 h)
+ iter    81 lrate =  1.0000000000 LL =  -1.9770832059 nd =  0.0006422333, D =   0.21020E+00  0.21020E+00  (126.91 s,  67.7 h)
+ iter    82 lrate =  1.0000000000 LL =  -1.9770195306 nd =  0.0006204516, D =   0.20960E+00  0.20960E+00  (124.34 s,  66.2 h)
+ iter    83 lrate =  1.0000000000 LL =  -1.9769597542 nd =  0.0006022504, D =   0.20894E+00  0.20894E+00  (117.75 s,  62.7 h)
+ iter    84 lrate =  1.0000000000 LL =  -1.9769030658 nd =  0.0005867243, D =   0.20820E+00  0.20820E+00  (119.47 s,  63.6 h)
+ iter    85 lrate =  1.0000000000 LL =  -1.9768491695 nd =  0.0005735555, D =   0.20739E+00  0.20739E+00  (122.02 s,  64.9 h)
+ iter    86 lrate =  1.0000000000 LL =  -1.9767973157 nd =  0.0005624319, D =   0.20650E+00  0.20650E+00  (116.55 s,  62.0 h)
+ iter    87 lrate =  1.0000000000 LL =  -1.9767470173 nd =  0.0005528626, D =   0.20551E+00  0.20551E+00  (121.32 s,  64.5 h)
+ iter    88 lrate =  1.0000000000 LL =  -1.9766981970 nd =  0.0005451664, D =   0.20441E+00  0.20441E+00  (117.76 s,  62.5 h)
+ iter    89 lrate =  1.0000000000 LL =  -1.9766504829 nd =  0.0005390529, D =   0.20321E+00  0.20321E+00  (124.16 s,  65.9 h)
+ iter    90 lrate =  1.0000000000 LL =  -1.9766035774 nd =  0.0005343964, D =   0.20188E+00  0.20188E+00  (118.35 s,  62.8 h)
+ iter    91 lrate =  1.0000000000 LL =  -1.9765572372 nd =  0.0005307346, D =   0.20043E+00  0.20043E+00  (123.17 s,  65.3 h)
+ iter    92 lrate =  1.0000000000 LL =  -1.9765113792 nd =  0.0005274422, D =   0.19884E+00  0.19884E+00  (114.81 s,  60.8 h)
+ iter    93 lrate =  1.0000000000 LL =  -1.9764658064 nd =  0.0005251334, D =   0.19712E+00  0.19712E+00  (117.71 s,  62.4 h)
+ iter    94 lrate =  1.0000000000 LL =  -1.9764202932 nd =  0.0005226768, D =   0.19523E+00  0.19523E+00  (122.61 s,  64.9 h)
+ iter    95 lrate =  1.0000000000 LL =  -1.9763748257 nd =  0.0005198583, D =   0.19318E+00  0.19318E+00  (122.29 s,  64.7 h)
+ iter    96 lrate =  1.0000000000 LL =  -1.9763293048 nd =  0.0005175428, D =   0.19094E+00  0.19094E+00  (121.90 s,  64.5 h)
+ iter    97 lrate =  1.0000000000 LL =  -1.9762837519 nd =  0.0005144518, D =   0.18854E+00  0.18854E+00  (116.79 s,  61.7 h)
+ iter    98 lrate =  1.0000000000 LL =  -1.9762379123 nd =  0.0005116110, D =   0.18595E+00  0.18595E+00  (117.09 s,  61.9 h)
+ iter    99 lrate =  1.0000000000 LL =  -1.9761918219 nd =  0.0005084262, D =   0.18316E+00  0.18316E+00  (116.94 s,  61.7 h)
+ iter   100 lrate =  1.0000000000 LL =  -1.9761453438 nd =  0.0005048599, D =   0.18019E+00  0.18019E+00  (115.35 s,  60.9 h)
+ iter   101 lrate =  1.0000000000 LL =  -1.9761302030 nd =  0.0005140276, D =   0.18019E+00  0.18019E+00  (131.97 s,  69.6 h)
+ iter   102 lrate =  1.0000000000 LL =  -1.9761162824 nd =  0.0005189583, D =   0.18019E+00  0.18019E+00  (124.00 s,  65.4 h)
+ iter   103 lrate =  1.0000000000 LL =  -1.9761031540 nd =  0.0005227112, D =   0.18019E+00  0.18019E+00  (125.65 s,  66.2 h)
+ iter   104 lrate =  1.0000000000 LL =  -1.9760917744 nd =  0.0005257187, D =   0.18019E+00  0.18019E+00  (129.87 s,  68.4 h)
+ iter   105 lrate =  1.0000000000 LL =  -1.9760807909 nd =  0.0005285076, D =   0.18019E+00  0.18019E+00  (121.99 s,  64.2 h)
+ iter   106 lrate =  1.0000000000 LL =  -1.9760700482 nd =  0.0005310927, D =   0.18019E+00  0.18019E+00  (124.92 s,  65.7 h)
+ iter   107 lrate =  1.0000000000 LL =  -1.9760245543 nd =  0.0005190619, D =   0.17694E+00  0.17694E+00  (121.75 s,  64.0 h)
+ iter   108 lrate =  1.0000000000 LL =  -1.9759794310 nd =  0.0005099795, D =   0.17351E+00  0.17351E+00  (127.78 s,  67.2 h)
+ iter   109 lrate =  1.0000000000 LL =  -1.9759345688 nd =  0.0005021023, D =   0.16991E+00  0.16991E+00  (131.36 s,  69.0 h)
+ iter   110 lrate =  1.0000000000 LL =  -1.9758896045 nd =  0.0004953489, D =   0.16609E+00  0.16609E+00  (122.36 s,  64.2 h)
+ iter   111 lrate =  1.0000000000 LL =  -1.9758445341 nd =  0.0004887627, D =   0.16206E+00  0.16206E+00  (131.25 s,  68.9 h)
+ iter   112 lrate =  1.0000000000 LL =  -1.9757990055 nd =  0.0004840743, D =   0.15783E+00  0.15783E+00  (118.34 s,  62.1 h)
+ iter   113 lrate =  1.0000000000 LL =  -1.9757534808 nd =  0.0004790375, D =   0.15340E+00  0.15340E+00  (124.81 s,  65.4 h)
+ iter   114 lrate =  1.0000000000 LL =  -1.9757090338 nd =  0.0004764462, D =   0.14878E+00  0.14878E+00  (126.97 s,  66.5 h)
+ iter   115 lrate =  1.0000000000 LL =  -1.9756639352 nd =  0.0004763426, D =   0.14395E+00  0.14395E+00  (126.76 s,  66.4 h)
+ iter   116 lrate =  1.0000000000 LL =  -1.9756175456 nd =  0.0004784126, D =   0.13890E+00  0.13890E+00  (123.77 s,  64.8 h)
+ iter   117 lrate =  1.0000000000 LL =  -1.9755694443 nd =  0.0004821605, D =   0.13365E+00  0.13365E+00  (131.80 s,  68.9 h)
+ iter   118 lrate =  1.0000000000 LL =  -1.9755201091 nd =  0.0004877894, D =   0.12823E+00  0.12823E+00  (126.13 s,  65.9 h)
+ iter   119 lrate =  1.0000000000 LL =  -1.9754694527 nd =  0.0004943818, D =   0.12271E+00  0.12271E+00  (129.94 s,  67.9 h)
+ iter   120 lrate =  1.0000000000 LL =  -1.9754168900 nd =  0.0005005875, D =   0.11718E+00  0.11718E+00  (131.52 s,  68.7 h)
+ iter   121 lrate =  1.0000000000 LL =  -1.9753626456 nd =  0.0005050689, D =   0.11176E+00  0.11176E+00  (130.05 s,  67.9 h)
+ iter   122 lrate =  1.0000000000 LL =  -1.9753073241 nd =  0.0005065765, D =   0.10660E+00  0.10660E+00  (120.02 s,  62.6 h)
+ iter   123 lrate =  1.0000000000 LL =  -1.9752516620 nd =  0.0005042279, D =   0.10183E+00  0.10183E+00  (121.12 s,  63.1 h)
+ iter   124 lrate =  1.0000000000 LL =  -1.9751967304 nd =  0.0004970255, D =   0.97555E-01  0.97555E-01  (125.46 s,  65.4 h)
+ iter   125 lrate =  1.0000000000 LL =  -1.9751436433 nd =  0.0004849445, D =   0.93872E-01  0.93872E-01  (121.09 s,  63.1 h)
+ iter   126 lrate =  1.0000000000 LL =  -1.9750934415 nd =  0.0004682012, D =   0.90829E-01  0.90829E-01  (122.19 s,  63.6 h)
+ iter   127 lrate =  1.0000000000 LL =  -1.9750468257 nd =  0.0004475449, D =   0.88435E-01  0.88435E-01  (129.18 s,  67.2 h)
+ iter   128 lrate =  1.0000000000 LL =  -1.9750043286 nd =  0.0004244165, D =   0.86656E-01  0.86656E-01  (122.92 s,  63.9 h)
+ iter   129 lrate =  1.0000000000 LL =  -1.9749661558 nd =  0.0003996224, D =   0.85426E-01  0.85426E-01  (117.67 s,  61.2 h)
+ iter   130 lrate =  1.0000000000 LL =  -1.9749321476 nd =  0.0003748969, D =   0.84652E-01  0.84652E-01  ( 99.71 s,  51.8 h)
+ iter   131 lrate =  1.0000000000 LL =  -1.9749018896 nd =  0.0003517804, D =   0.84234E-01  0.84234E-01  (133.53 s,  69.3 h)
+ iter   132 lrate =  1.0000000000 LL =  -1.9748746479 nd =  0.0003313024, D =   0.84081E-01  0.84081E-01  (128.38 s,  66.6 h)
+ iter   133 lrate =  1.0000000000 LL =  -1.9748510097 nd =  0.0003137645, D =   0.84115E-01  0.84115E-01  (128.82 s,  66.8 h)
+ iter   134 lrate =  1.0000000000 LL =  -1.9748314254 nd =  0.0002987486, D =   0.84270E-01  0.84270E-01  (118.59 s,  61.5 h)
+ iter   135 lrate =  1.0000000000 LL =  -1.9748139532 nd =  0.0002863730, D =   0.84500E-01  0.84500E-01  (130.24 s,  67.5 h)
+ iter   136 lrate =  1.0000000000 LL =  -1.9747979164 nd =  0.0002761919, D =   0.84775E-01  0.84775E-01  (128.36 s,  66.5 h)
+ iter   137 lrate =  1.0000000000 LL =  -1.9747830136 nd =  0.0002681270, D =   0.85074E-01  0.85074E-01  (119.06 s,  61.6 h)
+ iter   138 lrate =  1.0000000000 LL =  -1.9747690455 nd =  0.0002614162, D =   0.85385E-01  0.85385E-01  (124.25 s,  64.3 h)
+ iter   139 lrate =  1.0000000000 LL =  -1.9747557400 nd =  0.0002560959, D =   0.85699E-01  0.85699E-01  (120.39 s,  62.2 h)
+ iter   140 lrate =  1.0000000000 LL =  -1.9747430272 nd =  0.0002516076, D =   0.86010E-01  0.86010E-01  (126.17 s,  65.2 h)
+ iter   141 lrate =  1.0000000000 LL =  -1.9747307484 nd =  0.0002477307, D =   0.86314E-01  0.86314E-01  (138.71 s,  71.6 h)
+ iter   142 lrate =  1.0000000000 LL =  -1.9747188281 nd =  0.0002444196, D =   0.86612E-01  0.86612E-01  (131.32 s,  67.8 h)
+ iter   143 lrate =  1.0000000000 LL =  -1.9747071731 nd =  0.0002419909, D =   0.86902E-01  0.86902E-01  (127.36 s,  65.7 h)
+ iter   144 lrate =  1.0000000000 LL =  -1.9746958028 nd =  0.0002399527, D =   0.87183E-01  0.87183E-01  (132.86 s,  68.5 h)
+ iter   145 lrate =  1.0000000000 LL =  -1.9746846264 nd =  0.0002379139, D =   0.87456E-01  0.87456E-01  (129.60 s,  66.8 h)
+ iter   146 lrate =  1.0000000000 LL =  -1.9746736681 nd =  0.0002359884, D =   0.87724E-01  0.87724E-01  (131.08 s,  67.5 h)
+ iter   147 lrate =  1.0000000000 LL =  -1.9746628745 nd =  0.0002343262, D =   0.87985E-01  0.87985E-01  (130.00 s,  66.9 h)
+ iter   148 lrate =  1.0000000000 LL =  -1.9746522608 nd =  0.0002330092, D =   0.88241E-01  0.88241E-01  (132.01 s,  67.9 h)
+ iter   149 lrate =  1.0000000000 LL =  -1.9746417079 nd =  0.0002313999, D =   0.88493E-01  0.88493E-01  (129.62 s,  66.6 h)
+ iter   150 lrate =  1.0000000000 LL =  -1.9746313471 nd =  0.0002298550, D =   0.88741E-01  0.88741E-01  (131.87 s,  67.8 h)
+ iter   151 lrate =  1.0000000000 LL =  -1.9746210077 nd =  0.0002286903, D =   0.88984E-01  0.88984E-01  (133.98 s,  68.8 h)
+ iter   152 lrate =  1.0000000000 LL =  -1.9746107541 nd =  0.0002278272, D =   0.89225E-01  0.89225E-01  (126.76 s,  65.1 h)
+ iter   153 lrate =  1.0000000000 LL =  -1.9746005642 nd =  0.0002267526, D =   0.89466E-01  0.89466E-01  (133.28 s,  68.4 h)
+ iter   154 lrate =  1.0000000000 LL =  -1.9745904144 nd =  0.0002260947, D =   0.89703E-01  0.89703E-01  (127.17 s,  65.2 h)
+ iter   155 lrate =  1.0000000000 LL =  -1.9745803466 nd =  0.0002244382, D =   0.89941E-01  0.89941E-01  (128.71 s,  66.0 h)
+ iter   156 lrate =  1.0000000000 LL =  -1.9745703768 nd =  0.0002230972, D =   0.90175E-01  0.90175E-01  (128.96 s,  66.1 h)
+ iter   157 lrate =  1.0000000000 LL =  -1.9745604517 nd =  0.0002221529, D =   0.90407E-01  0.90407E-01  (130.09 s,  66.6 h)
+ iter   158 lrate =  1.0000000000 LL =  -1.9745506313 nd =  0.0002210466, D =   0.90639E-01  0.90639E-01  (125.60 s,  64.3 h)
+ iter   159 lrate =  1.0000000000 LL =  -1.9745408517 nd =  0.0002192280, D =   0.90868E-01  0.90868E-01  (129.22 s,  66.1 h)
+ iter   160 lrate =  1.0000000000 LL =  -1.9745312310 nd =  0.0002176276, D =   0.91094E-01  0.91094E-01  (132.43 s,  67.7 h)
+ iter   161 lrate =  1.0000000000 LL =  -1.9745217038 nd =  0.0002158818, D =   0.91316E-01  0.91316E-01  (138.22 s,  70.6 h)
+ iter   162 lrate =  1.0000000000 LL =  -1.9745122829 nd =  0.0002143557, D =   0.91535E-01  0.91535E-01  (128.59 s,  65.7 h)
+ iter   163 lrate =  1.0000000000 LL =  -1.9745030047 nd =  0.0002122999, D =   0.91752E-01  0.91752E-01  (129.88 s,  66.3 h)
+ iter   164 lrate =  1.0000000000 LL =  -1.9744938781 nd =  0.0002104300, D =   0.91964E-01  0.91964E-01  (131.76 s,  67.2 h)
+ iter   165 lrate =  1.0000000000 LL =  -1.9744849936 nd =  0.0002086606, D =   0.92172E-01  0.92172E-01  (135.24 s,  68.9 h)
+ iter   166 lrate =  1.0000000000 LL =  -1.9744765210 nd =  0.0002068916, D =   0.92379E-01  0.92379E-01  (125.39 s,  63.9 h)
+ iter   167 lrate =  1.0000000000 LL =  -1.9744682375 nd =  0.0002049472, D =   0.92587E-01  0.92587E-01  (128.37 s,  65.4 h)
+ iter   168 lrate =  1.0000000000 LL =  -1.9744602490 nd =  0.0002028508, D =   0.92789E-01  0.92789E-01  (124.88 s,  63.5 h)
+ iter   169 lrate =  1.0000000000 LL =  -1.9744525107 nd =  0.0002008293, D =   0.92978E-01  0.92978E-01  (134.91 s,  68.6 h)
+ iter   170 lrate =  1.0000000000 LL =  -1.9744448998 nd =  0.0001984500, D =   0.93158E-01  0.93158E-01  (134.46 s,  68.3 h)
+ iter   171 lrate =  1.0000000000 LL =  -1.9744374082 nd =  0.0001965872, D =   0.93328E-01  0.93328E-01  (131.91 s,  67.0 h)
+ iter   172 lrate =  1.0000000000 LL =  -1.9744300492 nd =  0.0001948962, D =   0.93495E-01  0.93495E-01  (131.69 s,  66.9 h)
+ iter   173 lrate =  1.0000000000 LL =  -1.9744227321 nd =  0.0001932551, D =   0.93656E-01  0.93656E-01  (127.39 s,  64.6 h)
+ iter   174 lrate =  1.0000000000 LL =  -1.9744155012 nd =  0.0001920489, D =   0.93811E-01  0.93811E-01  (134.45 s,  68.2 h)
+ iter   175 lrate =  1.0000000000 LL =  -1.9744083684 nd =  0.0001907012, D =   0.93962E-01  0.93962E-01  (129.54 s,  65.7 h)
+ iter   176 lrate =  1.0000000000 LL =  -1.9744012721 nd =  0.0001898603, D =   0.94108E-01  0.94108E-01  (132.12 s,  66.9 h)
+ iter   177 lrate =  1.0000000000 LL =  -1.9743941840 nd =  0.0001896244, D =   0.94250E-01  0.94250E-01  (126.06 s,  63.8 h)
+ iter   178 lrate =  1.0000000000 LL =  -1.9743870836 nd =  0.0001895280, D =   0.94392E-01  0.94392E-01  (138.26 s,  70.0 h)
+ iter   179 lrate =  1.0000000000 LL =  -1.9743799944 nd =  0.0001899370, D =   0.94533E-01  0.94533E-01  (130.54 s,  66.0 h)
+ iter   180 lrate =  1.0000000000 LL =  -1.9743729175 nd =  0.0001907888, D =   0.94672E-01  0.94672E-01  (128.14 s,  64.8 h)
+ iter   181 lrate =  1.0000000000 LL =  -1.9743658165 nd =  0.0001919858, D =   0.94812E-01  0.94812E-01  (143.69 s,  72.6 h)
+ iter   182 lrate =  1.0000000000 LL =  -1.9743587064 nd =  0.0001935895, D =   0.94953E-01  0.94953E-01  (129.06 s,  65.2 h)
+ iter   183 lrate =  1.0000000000 LL =  -1.9743515371 nd =  0.0001958251, D =   0.95095E-01  0.95095E-01  (123.77 s,  62.5 h)
+ iter   184 lrate =  1.0000000000 LL =  -1.9743443559 nd =  0.0001983178, D =   0.95240E-01  0.95240E-01  (132.00 s,  66.6 h)
+ iter   185 lrate =  1.0000000000 LL =  -1.9743371284 nd =  0.0002009605, D =   0.95390E-01  0.95390E-01  (130.17 s,  65.6 h)
+ iter   186 lrate =  1.0000000000 LL =  -1.9743298100 nd =  0.0002037764, D =   0.95542E-01  0.95542E-01  (132.39 s,  66.7 h)
+ iter   187 lrate =  1.0000000000 LL =  -1.9743224287 nd =  0.0002066345, D =   0.95699E-01  0.95699E-01  (131.34 s,  66.1 h)
+ iter   188 lrate =  1.0000000000 LL =  -1.9743149706 nd =  0.0002095643, D =   0.95858E-01  0.95858E-01  (133.76 s,  67.3 h)
+ iter   189 lrate =  1.0000000000 LL =  -1.9743074589 nd =  0.0002124069, D =   0.96020E-01  0.96020E-01  (126.99 s,  63.9 h)
+ iter   190 lrate =  1.0000000000 LL =  -1.9742998298 nd =  0.0002149695, D =   0.96186E-01  0.96186E-01  (131.26 s,  66.0 h)
+ iter   191 lrate =  1.0000000000 LL =  -1.9742921634 nd =  0.0002172605, D =   0.96354E-01  0.96354E-01  (135.44 s,  68.1 h)
+ iter   192 lrate =  1.0000000000 LL =  -1.9742844122 nd =  0.0002191264, D =   0.96524E-01  0.96524E-01  (129.08 s,  64.8 h)
+ iter   193 lrate =  1.0000000000 LL =  -1.9742766094 nd =  0.0002206574, D =   0.96697E-01  0.96697E-01  (125.82 s,  63.2 h)
+ iter   194 lrate =  1.0000000000 LL =  -1.9742688061 nd =  0.0002217396, D =   0.96871E-01  0.96871E-01  (122.49 s,  61.4 h)
+ iter   195 lrate =  1.0000000000 LL =  -1.9742609800 nd =  0.0002223741, D =   0.97046E-01  0.97046E-01  (123.86 s,  62.1 h)
+ iter   196 lrate =  1.0000000000 LL =  -1.9742531407 nd =  0.0002226860, D =   0.97221E-01  0.97221E-01  (126.51 s,  63.4 h)
+ iter   197 lrate =  1.0000000000 LL =  -1.9742453367 nd =  0.0002224173, D =   0.97394E-01  0.97394E-01  (130.77 s,  65.5 h)
+ iter   198 lrate =  1.0000000000 LL =  -1.9742375446 nd =  0.0002217181, D =   0.97565E-01  0.97565E-01  (129.93 s,  65.0 h)
+ iter   199 lrate =  1.0000000000 LL =  -1.9742298474 nd =  0.0002206717, D =   0.97731E-01  0.97731E-01  (129.99 s,  65.0 h)
+ iter   200 lrate =  1.0000000000 LL =  -1.9742221916 nd =  0.0002193954, D =   0.97893E-01  0.97893E-01  (131.19 s,  65.6 h)
+ iter   201 lrate =  1.0000000000 LL =  -1.9742185824 nd =  0.0002226234, D =   0.97893E-01  0.97893E-01  (128.87 s,  64.4 h)
+ iter   202 lrate =  1.0000000000 LL =  -1.9742150495 nd =  0.0002241830, D =   0.97893E-01  0.97893E-01  (125.84 s,  62.9 h)
+ iter   203 lrate =  1.0000000000 LL =  -1.9742115783 nd =  0.0002252935, D =   0.97893E-01  0.97893E-01  (125.81 s,  62.8 h)
+ iter   204 lrate =  1.0000000000 LL =  -1.9742081694 nd =  0.0002262364, D =   0.97893E-01  0.97893E-01  (130.13 s,  64.9 h)
+ iter   205 lrate =  1.0000000000 LL =  -1.9742047971 nd =  0.0002270581, D =   0.97893E-01  0.97893E-01  (125.73 s,  62.7 h)
+ iter   206 lrate =  1.0000000000 LL =  -1.9742014656 nd =  0.0002278493, D =   0.97893E-01  0.97893E-01  (134.84 s,  67.2 h)
+ iter   207 lrate =  1.0000000000 LL =  -1.9741939483 nd =  0.0002231487, D =   0.98109E-01  0.98109E-01  (120.68 s,  60.1 h)
+ iter   208 lrate =  1.0000000000 LL =  -1.9741865364 nd =  0.0002213837, D =   0.98271E-01  0.98271E-01  (122.46 s,  61.0 h)
+ iter   209 lrate =  1.0000000000 LL =  -1.9741792149 nd =  0.0002185220, D =   0.98428E-01  0.98428E-01  (122.67 s,  61.0 h)
+ iter   210 lrate =  1.0000000000 LL =  -1.9741719548 nd =  0.0002167613, D =   0.98570E-01  0.98570E-01  (127.23 s,  63.3 h)
+ iter   211 lrate =  1.0000000000 LL =  -1.9741647863 nd =  0.0002144972, D =   0.98710E-01  0.98710E-01  (131.48 s,  65.3 h)
+ iter   212 lrate =  1.0000000000 LL =  -1.9741576932 nd =  0.0002128782, D =   0.98839E-01  0.98839E-01  (127.19 s,  63.2 h)
+ iter   213 lrate =  1.0000000000 LL =  -1.9741507081 nd =  0.0002111486, D =   0.98964E-01  0.98964E-01  (123.94 s,  61.5 h)
+ iter   214 lrate =  1.0000000000 LL =  -1.9741437295 nd =  0.0002102439, D =   0.99078E-01  0.99078E-01  (129.51 s,  64.2 h)
+ iter   215 lrate =  1.0000000000 LL =  -1.9741367942 nd =  0.0002092324, D =   0.99188E-01  0.99188E-01  (123.50 s,  61.2 h)
+ iter   216 lrate =  1.0000000000 LL =  -1.9741299069 nd =  0.0002088094, D =   0.99290E-01  0.99290E-01  (119.42 s,  59.2 h)
+ iter   217 lrate =  1.0000000000 LL =  -1.9741230494 nd =  0.0002084682, D =   0.99386E-01  0.99386E-01  (118.48 s,  58.7 h)
+ iter   218 lrate =  1.0000000000 LL =  -1.9741162233 nd =  0.0002086956, D =   0.99475E-01  0.99475E-01  (120.56 s,  59.7 h)
+ iter   219 lrate =  1.0000000000 LL =  -1.9741094444 nd =  0.0002088488, D =   0.99559E-01  0.99559E-01  (124.61 s,  61.6 h)
+ iter   220 lrate =  1.0000000000 LL =  -1.9741026562 nd =  0.0002095989, D =   0.99636E-01  0.99636E-01  (120.38 s,  59.5 h)
+ iter   221 lrate =  1.0000000000 LL =  -1.9740958686 nd =  0.0002104894, D =   0.99710E-01  0.99710E-01  (122.80 s,  60.7 h)
+ iter   222 lrate =  1.0000000000 LL =  -1.9740890207 nd =  0.0002116724, D =   0.99779E-01  0.99779E-01  (105.59 s,  52.2 h)
+ iter   223 lrate =  1.0000000000 LL =  -1.9740821912 nd =  0.0002130697, D =   0.99845E-01  0.99845E-01  (109.40 s,  54.0 h)
+ iter   224 lrate =  1.0000000000 LL =  -1.9740752744 nd =  0.0002149306, D =   0.99906E-01  0.99906E-01  (105.30 s,  51.9 h)
+ iter   225 lrate =  1.0000000000 LL =  -1.9740683118 nd =  0.0002169590, D =   0.99965E-01  0.99965E-01  (125.71 s,  62.0 h)
+ iter   226 lrate =  1.0000000000 LL =  -1.9740613119 nd =  0.0002191902, D =   0.10003E+00  0.10003E+00  (121.02 s,  59.6 h)
+ iter   227 lrate =  1.0000000000 LL =  -1.9740542184 nd =  0.0002215797, D =   0.10008E+00  0.10008E+00  (119.36 s,  58.8 h)
+ iter   228 lrate =  1.0000000000 LL =  -1.9740470157 nd =  0.0002244026, D =   0.10014E+00  0.10014E+00  (120.83 s,  59.5 h)
+ iter   229 lrate =  1.0000000000 LL =  -1.9740396920 nd =  0.0002272941, D =   0.10019E+00  0.10019E+00  (115.37 s,  56.8 h)
+ iter   230 lrate =  1.0000000000 LL =  -1.9740322352 nd =  0.0002305070, D =   0.10024E+00  0.10024E+00  (105.29 s,  51.8 h)
+ iter   231 lrate =  1.0000000000 LL =  -1.9740246285 nd =  0.0002340654, D =   0.10029E+00  0.10029E+00  (133.73 s,  65.7 h)
+ iter   232 lrate =  1.0000000000 LL =  -1.9740168727 nd =  0.0002377281, D =   0.10034E+00  0.10034E+00  (129.06 s,  63.4 h)
+ iter   233 lrate =  1.0000000000 LL =  -1.9740089456 nd =  0.0002414675, D =   0.10039E+00  0.10039E+00  (127.03 s,  62.4 h)
+ iter   234 lrate =  1.0000000000 LL =  -1.9740008558 nd =  0.0002453353, D =   0.10044E+00  0.10044E+00  (126.04 s,  61.8 h)
+ iter   235 lrate =  1.0000000000 LL =  -1.9739925822 nd =  0.0002491190, D =   0.10049E+00  0.10049E+00  (129.02 s,  63.3 h)
+ iter   236 lrate =  1.0000000000 LL =  -1.9739840742 nd =  0.0002531283, D =   0.10053E+00  0.10053E+00  (130.71 s,  64.0 h)
+ iter   237 lrate =  1.0000000000 LL =  -1.9739753860 nd =  0.0002569355, D =   0.10058E+00  0.10058E+00  (128.13 s,  62.7 h)
+ iter   238 lrate =  1.0000000000 LL =  -1.9739664604 nd =  0.0002607866, D =   0.10063E+00  0.10063E+00  (122.05 s,  59.7 h)
+ iter   239 lrate =  1.0000000000 LL =  -1.9739573149 nd =  0.0002643651, D =   0.10068E+00  0.10068E+00  (126.53 s,  61.9 h)
+ iter   240 lrate =  1.0000000000 LL =  -1.9739479799 nd =  0.0002678274, D =   0.10072E+00  0.10072E+00  (129.56 s,  63.3 h)
+ iter   241 lrate =  1.0000000000 LL =  -1.9739384075 nd =  0.0002706526, D =   0.10077E+00  0.10077E+00  (133.31 s,  65.1 h)
+ iter   242 lrate =  1.0000000000 LL =  -1.9739286442 nd =  0.0002731090, D =   0.10082E+00  0.10082E+00  (125.33 s,  61.2 h)
+ iter   243 lrate =  1.0000000000 LL =  -1.9739187318 nd =  0.0002749424, D =   0.10086E+00  0.10086E+00  (126.94 s,  62.0 h)
+ iter   244 lrate =  1.0000000000 LL =  -1.9739086905 nd =  0.0002760545, D =   0.10091E+00  0.10091E+00  (123.72 s,  60.3 h)
+ iter   245 lrate =  1.0000000000 LL =  -1.9738985741 nd =  0.0002763101, D =   0.10096E+00  0.10096E+00  (132.08 s,  64.4 h)
+ iter   246 lrate =  1.0000000000 LL =  -1.9738884216 nd =  0.0002757062, D =   0.10100E+00  0.10100E+00  (123.34 s,  60.1 h)
+ iter   247 lrate =  1.0000000000 LL =  -1.9738782726 nd =  0.0002741610, D =   0.10105E+00  0.10105E+00  (131.36 s,  64.0 h)
+ iter   248 lrate =  1.0000000000 LL =  -1.9738682163 nd =  0.0002718368, D =   0.10109E+00  0.10109E+00  (124.03 s,  60.4 h)
+ iter   249 lrate =  1.0000000000 LL =  -1.9738582940 nd =  0.0002686052, D =   0.10113E+00  0.10113E+00  (125.95 s,  61.3 h)
+ iter   250 lrate =  1.0000000000 LL =  -1.9738485586 nd =  0.0002646031, D =   0.10117E+00  0.10117E+00  (120.58 s,  58.6 h)
+ iter   251 lrate =  1.0000000000 LL =  -1.9738390579 nd =  0.0002596992, D =   0.10121E+00  0.10121E+00  (127.32 s,  61.9 h)
+ iter   252 lrate =  1.0000000000 LL =  -1.9738298408 nd =  0.0002543359, D =   0.10125E+00  0.10125E+00  (117.68 s,  57.1 h)
+ iter   253 lrate =  1.0000000000 LL =  -1.9738210255 nd =  0.0002486546, D =   0.10129E+00  0.10129E+00  (116.64 s,  56.6 h)
+ iter   254 lrate =  1.0000000000 LL =  -1.9738126199 nd =  0.0002414261, D =   0.10132E+00  0.10132E+00  (116.70 s,  56.6 h)
+ iter   255 lrate =  1.0000000000 LL =  -1.9738045962 nd =  0.0002341145, D =   0.10136E+00  0.10136E+00  (118.39 s,  57.4 h)
+ iter   256 lrate =  1.0000000000 LL =  -1.9737969389 nd =  0.0002266332, D =   0.10139E+00  0.10139E+00  (116.53 s,  56.5 h)
+ iter   257 lrate =  1.0000000000 LL =  -1.9737896712 nd =  0.0002192202, D =   0.10142E+00  0.10142E+00  (117.33 s,  56.8 h)
+ iter   258 lrate =  1.0000000000 LL =  -1.9737827539 nd =  0.0002119231, D =   0.10145E+00  0.10145E+00  (119.01 s,  57.6 h)
+ iter   259 lrate =  1.0000000000 LL =  -1.9737762326 nd =  0.0002047756, D =   0.10147E+00  0.10147E+00  (121.07 s,  58.6 h)
+ iter   260 lrate =  1.0000000000 LL =  -1.9737700282 nd =  0.0001977028, D =   0.10150E+00  0.10150E+00  (116.83 s,  56.5 h)
+ iter   261 lrate =  1.0000000000 LL =  -1.9737641543 nd =  0.0001912327, D =   0.10152E+00  0.10152E+00  (126.28 s,  61.0 h)
+ iter   262 lrate =  1.0000000000 LL =  -1.9737585569 nd =  0.0001849415, D =   0.10155E+00  0.10155E+00  (115.43 s,  55.7 h)
+ iter   263 lrate =  1.0000000000 LL =  -1.9737532734 nd =  0.0001791366, D =   0.10157E+00  0.10157E+00  (124.88 s,  60.3 h)
+ iter   264 lrate =  1.0000000000 LL =  -1.9737482424 nd =  0.0001734997, D =   0.10159E+00  0.10159E+00  (117.90 s,  56.9 h)
+ iter   265 lrate =  1.0000000000 LL =  -1.9737434590 nd =  0.0001684629, D =   0.10161E+00  0.10161E+00  (114.29 s,  55.1 h)
+ iter   266 lrate =  1.0000000000 LL =  -1.9737388425 nd =  0.0001635999, D =   0.10164E+00  0.10164E+00  (119.23 s,  57.4 h)
+ iter   267 lrate =  1.0000000000 LL =  -1.9737344446 nd =  0.0001591792, D =   0.10165E+00  0.10165E+00  (116.18 s,  55.9 h)
+ iter   268 lrate =  1.0000000000 LL =  -1.9737302170 nd =  0.0001551044, D =   0.10167E+00  0.10167E+00  (119.01 s,  57.3 h)
+ iter   269 lrate =  1.0000000000 LL =  -1.9737261668 nd =  0.0001512134, D =   0.10169E+00  0.10169E+00  (115.83 s,  55.7 h)
+ iter   270 lrate =  1.0000000000 LL =  -1.9737222689 nd =  0.0001475786, D =   0.10171E+00  0.10171E+00  (118.16 s,  56.8 h)
+ iter   271 lrate =  1.0000000000 LL =  -1.9737185230 nd =  0.0001443766, D =   0.10173E+00  0.10173E+00  (127.91 s,  61.4 h)
+ iter   272 lrate =  1.0000000000 LL =  -1.9737148739 nd =  0.0001414417, D =   0.10175E+00  0.10175E+00  (114.77 s,  55.1 h)
+ iter   273 lrate =  1.0000000000 LL =  -1.9737113532 nd =  0.0001385429, D =   0.10176E+00  0.10176E+00  (116.09 s,  55.7 h)
+ iter   274 lrate =  1.0000000000 LL =  -1.9737079257 nd =  0.0001358058, D =   0.10178E+00  0.10178E+00  (114.64 s,  55.0 h)
+ iter   275 lrate =  1.0000000000 LL =  -1.9737046238 nd =  0.0001333025, D =   0.10179E+00  0.10179E+00  (119.32 s,  57.2 h)
+ iter   276 lrate =  1.0000000000 LL =  -1.9737013788 nd =  0.0001310210, D =   0.10181E+00  0.10181E+00  (114.98 s,  55.1 h)
+ iter   277 lrate =  1.0000000000 LL =  -1.9736982538 nd =  0.0001289205, D =   0.10182E+00  0.10182E+00  (117.71 s,  56.3 h)
+ iter   278 lrate =  1.0000000000 LL =  -1.9736951890 nd =  0.0001270296, D =   0.10183E+00  0.10183E+00  (119.29 s,  57.1 h)
+ iter   279 lrate =  1.0000000000 LL =  -1.9736922135 nd =  0.0001250912, D =   0.10184E+00  0.10184E+00  (119.76 s,  57.3 h)
+ iter   280 lrate =  1.0000000000 LL =  -1.9736892592 nd =  0.0001231565, D =   0.10186E+00  0.10186E+00  (116.13 s,  55.5 h)
+ iter   281 lrate =  1.0000000000 LL =  -1.9736864160 nd =  0.0001215523, D =   0.10187E+00  0.10187E+00  (123.46 s,  59.0 h)
+ iter   282 lrate =  1.0000000000 LL =  -1.9736835880 nd =  0.0001201228, D =   0.10189E+00  0.10189E+00  (114.24 s,  54.5 h)
+ iter   283 lrate =  1.0000000000 LL =  -1.9736808721 nd =  0.0001187670, D =   0.10189E+00  0.10189E+00  (114.69 s,  54.7 h)
+ iter   284 lrate =  1.0000000000 LL =  -1.9736781442 nd =  0.0001173669, D =   0.10191E+00  0.10191E+00  (114.41 s,  54.5 h)
+ iter   285 lrate =  1.0000000000 LL =  -1.9736755231 nd =  0.0001160803, D =   0.10192E+00  0.10192E+00  (110.26 s,  52.5 h)
+ iter   286 lrate =  1.0000000000 LL =  -1.9736728940 nd =  0.0001148350, D =   0.10194E+00  0.10194E+00  (111.61 s,  53.1 h)
+ iter   287 lrate =  1.0000000000 LL =  -1.9736703944 nd =  0.0001136473, D =   0.10194E+00  0.10194E+00  (120.12 s,  57.2 h)
+ iter   288 lrate =  1.0000000000 LL =  -1.9736678388 nd =  0.0001126478, D =   0.10196E+00  0.10196E+00  (112.86 s,  53.7 h)
+ iter   289 lrate =  1.0000000000 LL =  -1.9736654258 nd =  0.0001116438, D =   0.10197E+00  0.10197E+00  (118.18 s,  56.2 h)
+ iter   290 lrate =  1.0000000000 LL =  -1.9736629257 nd =  0.0001107450, D =   0.10198E+00  0.10198E+00  (113.35 s,  53.8 h)
+ iter   291 lrate =  1.0000000000 LL =  -1.9736606074 nd =  0.0001101535, D =   0.10199E+00  0.10199E+00  (126.74 s,  60.2 h)
+ iter   292 lrate =  1.0000000000 LL =  -1.9736581586 nd =  0.0001094828, D =   0.10201E+00  0.10201E+00  (112.84 s,  53.5 h)
+ iter   293 lrate =  1.0000000000 LL =  -1.9736559535 nd =  0.0001091330, D =   0.10201E+00  0.10201E+00  (101.02 s,  47.9 h)
+ iter   294 lrate =  1.0000000000 LL =  -1.9736535598 nd =  0.0001087129, D =   0.10203E+00  0.10203E+00  (113.42 s,  53.7 h)
+ iter   295 lrate =  1.0000000000 LL =  -1.9736514612 nd =  0.0001086036, D =   0.10204E+00  0.10204E+00  (110.13 s,  52.2 h)
+ iter   296 lrate =  1.0000000000 LL =  -1.9736490979 nd =  0.0001084496, D =   0.10206E+00  0.10206E+00  (112.00 s,  53.0 h)
+ iter   297 lrate =  1.0000000000 LL =  -1.9736471309 nd =  0.0001087553, D =   0.10206E+00  0.10206E+00  (113.78 s,  53.8 h)
+ iter   298 lrate =  1.0000000000 LL =  -1.9736448165 nd =  0.0001086905, D =   0.10208E+00  0.10208E+00  (105.43 s,  49.8 h)
+ iter   299 lrate =  1.0000000000 LL =  -1.9736430404 nd =  0.0001093902, D =   0.10208E+00  0.10208E+00  (111.06 s,  52.5 h)
+ iter   300 lrate =  1.0000000000 LL =  -1.9736406621 nd =  0.0001096501, D =   0.10211E+00  0.10211E+00  (111.87 s,  52.8 h)
+ iter   301 lrate =  1.0000000000 LL =  -1.9736384550 nd =  0.0001049728, D =   0.10211E+00  0.10211E+00  (119.66 s,  56.5 h)
+ iter   302 lrate =  1.0000000000 LL =  -1.9736362744 nd =  0.0001056075, D =   0.10211E+00  0.10211E+00  (115.19 s,  54.3 h)
+ iter   303 lrate =  1.0000000000 LL =  -1.9736347038 nd =  0.0001052653, D =   0.10211E+00  0.10211E+00  (109.74 s,  51.7 h)
+ iter   304 lrate =  1.0000000000 LL =  -1.9736332015 nd =  0.0001057023, D =   0.10211E+00  0.10211E+00  (107.36 s,  50.6 h)
+ iter   305 lrate =  1.0000000000 LL =  -1.9736317495 nd =  0.0001059540, D =   0.10211E+00  0.10211E+00  (112.16 s,  52.8 h)
+ iter   306 lrate =  1.0000000000 LL =  -1.9736303202 nd =  0.0001063150, D =   0.10211E+00  0.10211E+00  (109.78 s,  51.7 h)
+ iter   307 lrate =  1.0000000000 LL =  -1.9736279993 nd =  0.0001042040, D =   0.10214E+00  0.10214E+00  (112.28 s,  52.8 h)
+ iter   308 lrate =  1.0000000000 LL =  -1.9736256948 nd =  0.0001045879, D =   0.10215E+00  0.10215E+00  (108.07 s,  50.8 h)
+ iter   309 lrate =  1.0000000000 LL =  -1.9736233914 nd =  0.0001035784, D =   0.10216E+00  0.10216E+00  (106.96 s,  50.2 h)
+ iter   310 lrate =  1.0000000000 LL =  -1.9736210913 nd =  0.0001032928, D =   0.10217E+00  0.10217E+00  (109.06 s,  51.2 h)
+ iter   311 lrate =  1.0000000000 LL =  -1.9736187810 nd =  0.0001026803, D =   0.10219E+00  0.10219E+00  (115.54 s,  54.2 h)
+ iter   312 lrate =  1.0000000000 LL =  -1.9736164454 nd =  0.0001027550, D =   0.10220E+00  0.10220E+00  (111.11 s,  52.1 h)
+ iter   313 lrate =  1.0000000000 LL =  -1.9736142650 nd =  0.0001024175, D =   0.10221E+00  0.10221E+00  (111.80 s,  52.4 h)
+ iter   314 lrate =  1.0000000000 LL =  -1.9736121478 nd =  0.0001025450, D =   0.10223E+00  0.10223E+00  (107.68 s,  50.4 h)
+ iter   315 lrate =  1.0000000000 LL =  -1.9736100557 nd =  0.0001021858, D =   0.10225E+00  0.10225E+00  (114.14 s,  53.4 h)
+ iter   316 lrate =  1.0000000000 LL =  -1.9736079708 nd =  0.0001022499, D =   0.10226E+00  0.10226E+00  (115.18 s,  53.9 h)
+ iter   317 lrate =  1.0000000000 LL =  -1.9736058973 nd =  0.0001021798, D =   0.10228E+00  0.10228E+00  (109.64 s,  51.3 h)
+ iter   318 lrate =  1.0000000000 LL =  -1.9736038316 nd =  0.0001023962, D =   0.10229E+00  0.10229E+00  (109.87 s,  51.3 h)
+ iter   319 lrate =  1.0000000000 LL =  -1.9736017880 nd =  0.0001024520, D =   0.10231E+00  0.10231E+00  (114.63 s,  53.5 h)
+ iter   320 lrate =  1.0000000000 LL =  -1.9735997573 nd =  0.0001024575, D =   0.10232E+00  0.10232E+00  (113.52 s,  53.0 h)
+ iter   321 lrate =  1.0000000000 LL =  -1.9735977415 nd =  0.0001025042, D =   0.10234E+00  0.10234E+00  (116.28 s,  54.2 h)
+ iter   322 lrate =  1.0000000000 LL =  -1.9735957320 nd =  0.0001030284, D =   0.10235E+00  0.10235E+00  (112.78 s,  52.6 h)
+ iter   323 lrate =  1.0000000000 LL =  -1.9735937535 nd =  0.0001034014, D =   0.10237E+00  0.10237E+00  (105.36 s,  49.1 h)
+ iter   324 lrate =  1.0000000000 LL =  -1.9735917460 nd =  0.0001038360, D =   0.10239E+00  0.10239E+00  (109.01 s,  50.7 h)
+ iter   325 lrate =  1.0000000000 LL =  -1.9735898012 nd =  0.0001041351, D =   0.10240E+00  0.10240E+00  (108.92 s,  50.7 h)
+ iter   326 lrate =  1.0000000000 LL =  -1.9735878087 nd =  0.0001046070, D =   0.10242E+00  0.10242E+00  (110.29 s,  51.3 h)
+ iter   327 lrate =  1.0000000000 LL =  -1.9735858753 nd =  0.0001050735, D =   0.10244E+00  0.10244E+00  (109.40 s,  50.8 h)
+ iter   328 lrate =  1.0000000000 LL =  -1.9735839270 nd =  0.0001052265, D =   0.10246E+00  0.10246E+00  (105.91 s,  49.2 h)
+ iter   329 lrate =  1.0000000000 LL =  -1.9735820979 nd =  0.0001055251, D =   0.10247E+00  0.10247E+00  (112.07 s,  52.0 h)
+ iter   330 lrate =  1.0000000000 LL =  -1.9735801578 nd =  0.0001061323, D =   0.10249E+00  0.10249E+00  (111.73 s,  51.8 h)
+ iter   331 lrate =  1.0000000000 LL =  -1.9735784080 nd =  0.0001067048, D =   0.10250E+00  0.10250E+00  (119.67 s,  55.5 h)
+ iter   332 lrate =  1.0000000000 LL =  -1.9735764589 nd =  0.0001073081, D =   0.10253E+00  0.10253E+00  (111.10 s,  51.5 h)
+ iter   333 lrate =  1.0000000000 LL =  -1.9735747934 nd =  0.0001078022, D =   0.10254E+00  0.10254E+00  (112.78 s,  52.2 h)
+ iter   334 lrate =  1.0000000000 LL =  -1.9735728606 nd =  0.0001082686, D =   0.10256E+00  0.10256E+00  (114.06 s,  52.8 h)
+ iter   335 lrate =  1.0000000000 LL =  -1.9735713147 nd =  0.0001089770, D =   0.10257E+00  0.10257E+00  (113.44 s,  52.5 h)
+ iter   336 lrate =  1.0000000000 LL =  -1.9735693376 nd =  0.0001096940, D =   0.10259E+00  0.10259E+00  (110.47 s,  51.1 h)
+ iter   337 lrate =  1.0000000000 LL =  -1.9735679458 nd =  0.0001109530, D =   0.10260E+00  0.10260E+00  (112.97 s,  52.2 h)
+ iter   338 lrate =  1.0000000000 LL =  -1.9735658697 nd =  0.0001115607, D =   0.10263E+00  0.10263E+00  (109.04 s,  50.3 h)
+ iter   339 lrate =  1.0000000000 LL =  -1.9735645752 nd =  0.0001127161, D =   0.10264E+00  0.10264E+00  (112.27 s,  51.8 h)
+ iter   340 lrate =  1.0000000000 LL =  -1.9735623688 nd =  0.0001132738, D =   0.10267E+00  0.10267E+00  (100.87 s,  46.5 h)
+ iter   341 lrate =  1.0000000000 LL =  -1.9735610967 nd =  0.0001143355, D =   0.10268E+00  0.10268E+00  (112.44 s,  51.8 h)
+ iter   342 lrate =  1.0000000000 LL =  -1.9735587454 nd =  0.0001146884, D =   0.10271E+00  0.10271E+00  (104.81 s,  48.3 h)
+ iter   343 lrate =  1.0000000000 LL =  -1.9735574386 nd =  0.0001153786, D =   0.10272E+00  0.10272E+00  (105.48 s,  48.5 h)
+ iter   344 lrate =  1.0000000000 LL =  -1.9735549781 nd =  0.0001153552, D =   0.10275E+00  0.10275E+00  (105.85 s,  48.7 h)
+ iter   345 lrate =  1.0000000000 LL =  -1.9735535750 nd =  0.0001155877, D =   0.10275E+00  0.10275E+00  (108.45 s,  49.9 h)
+ iter   346 lrate =  1.0000000000 LL =  -1.9735510711 nd =  0.0001150680, D =   0.10279E+00  0.10279E+00  (108.41 s,  49.8 h)
+ iter   347 lrate =  1.0000000000 LL =  -1.9735495430 nd =  0.0001150641, D =   0.10279E+00  0.10279E+00  (105.96 s,  48.7 h)
+ iter   348 lrate =  1.0000000000 LL =  -1.9735470552 nd =  0.0001148866, D =   0.10282E+00  0.10282E+00  (106.67 s,  48.9 h)
+ iter   349 lrate =  1.0000000000 LL =  -1.9735454087 nd =  0.0001145713, D =   0.10283E+00  0.10283E+00  (103.44 s,  47.4 h)
+ iter   350 lrate =  1.0000000000 LL =  -1.9735429698 nd =  0.0001144014, D =   0.10286E+00  0.10286E+00  (108.60 s,  49.8 h)
+ iter   351 lrate =  1.0000000000 LL =  -1.9735412254 nd =  0.0001138383, D =   0.10287E+00  0.10287E+00  (116.21 s,  53.2 h)
+ iter   352 lrate =  1.0000000000 LL =  -1.9735388579 nd =  0.0001139432, D =   0.10290E+00  0.10290E+00  (108.11 s,  49.5 h)
+ iter   353 lrate =  1.0000000000 LL =  -1.9735370681 nd =  0.0001136277, D =   0.10290E+00  0.10290E+00  (105.16 s,  48.1 h)
+ iter   354 lrate =  1.0000000000 LL =  -1.9735347588 nd =  0.0001138236, D =   0.10293E+00  0.10293E+00  (109.47 s,  50.1 h)
+ iter   355 lrate =  1.0000000000 LL =  -1.9735329424 nd =  0.0001135478, D =   0.10294E+00  0.10294E+00  (107.72 s,  49.2 h)
+ iter   356 lrate =  1.0000000000 LL =  -1.9735307014 nd =  0.0001140245, D =   0.10297E+00  0.10297E+00  (104.90 s,  47.9 h)
+ iter   357 lrate =  1.0000000000 LL =  -1.9735288406 nd =  0.0001137372, D =   0.10298E+00  0.10298E+00  (106.22 s,  48.5 h)
+ iter   358 lrate =  1.0000000000 LL =  -1.9735266574 nd =  0.0001150157, D =   0.10301E+00  0.10301E+00  (108.96 s,  49.7 h)
+ iter   359 lrate =  1.0000000000 LL =  -1.9735247953 nd =  0.0001150352, D =   0.10301E+00  0.10301E+00  (102.73 s,  46.8 h)
+ iter   360 lrate =  1.0000000000 LL =  -1.9735226849 nd =  0.0001163487, D =   0.10304E+00  0.10304E+00  (106.96 s,  48.7 h)
+ iter   361 lrate =  1.0000000000 LL =  -1.9735208520 nd =  0.0001169927, D =   0.10305E+00  0.10305E+00  (114.34 s,  52.1 h)
+ iter   362 lrate =  1.0000000000 LL =  -1.9735188194 nd =  0.0001193639, D =   0.10307E+00  0.10307E+00  (108.54 s,  49.4 h)
+ iter   363 lrate =  1.0000000000 LL =  -1.9735170212 nd =  0.0001209486, D =   0.10308E+00  0.10308E+00  (108.60 s,  49.4 h)
+ iter   364 lrate =  1.0000000000 LL =  -1.9735150858 nd =  0.0001246489, D =   0.10310E+00  0.10310E+00  (105.42 s,  47.9 h)
+ iter   365 lrate =  1.0000000000 LL =  -1.9735133840 nd =  0.0001286714, D =   0.10311E+00  0.10311E+00  (107.90 s,  49.0 h)
+ iter   366 lrate =  1.0000000000 LL =  -1.9735115961 nd =  0.0001346569, D =   0.10314E+00  0.10314E+00  (110.49 s,  50.1 h)
+ iter   367 lrate =  1.0000000000 LL =  -1.9735099952 nd =  0.0001419988, D =   0.10315E+00  0.10315E+00  (106.13 s,  48.1 h)
+ iter   368 lrate =  1.0000000000 LL =  -1.9735083924 nd =  0.0001496271, D =   0.10317E+00  0.10317E+00  (110.83 s,  50.2 h)
+ iter   369 lrate =  1.0000000000 LL =  -1.9735069872 nd =  0.0001630492, D =   0.10318E+00  0.10318E+00  (108.06 s,  49.0 h)
+ iter   370 lrate =  1.0000000000 LL =  -1.9735057291 nd =  0.0001726393, D =   0.10320E+00  0.10320E+00  (109.70 s,  49.7 h)
+ iter   371 lrate =  1.0000000000 LL =  -1.9735046109 nd =  0.0001953313, D =   0.10321E+00  0.10321E+00  (117.04 s,  53.0 h)
+ iter   372 lrate =  1.0000000000 LL =  -1.9735039264 nd =  0.0002061307, D =   0.10323E+00  0.10323E+00  (117.18 s,  53.0 h)
+ iter   373 lrate =  1.0000000000 LL =  -1.9735032536 nd =  0.0002427776, D =   0.10324E+00  0.10324E+00  ( 90.96 s,  41.1 h)
+ iter   374 lrate =  1.0000000000 LL =  -1.9735035953 nd =  0.0002523417, D =   0.10325E+00  0.10325E+00  (116.09 s,  52.4 h)
+ Likelihood decreasing!
+ iter   375 lrate =  0.6000000000 LL =  -1.9734985403 nd =  0.0002228709, D =   0.10326E+00  0.10326E+00  ( 99.63 s,  45.0 h)
+ iter   376 lrate =  0.7000000000 LL =  -1.9734954332 nd =  0.0001879537, D =   0.10327E+00  0.10327E+00  (106.05 s,  47.8 h)
+ iter   377 lrate =  0.8000000000 LL =  -1.9734931763 nd =  0.0001862322, D =   0.10328E+00  0.10328E+00  (111.42 s,  50.2 h)
+ iter   378 lrate =  0.9000000000 LL =  -1.9734917200 nd =  0.0001856561, D =   0.10329E+00  0.10329E+00  (103.59 s,  46.7 h)
+ iter   379 lrate =  1.0000000000 LL =  -1.9734906310 nd =  0.0002113404, D =   0.10330E+00  0.10330E+00  (110.42 s,  49.7 h)
+ iter   380 lrate =  1.0000000000 LL =  -1.9734903433 nd =  0.0002226719, D =   0.10332E+00  0.10332E+00  (109.30 s,  49.2 h)
+ iter   381 lrate =  1.0000000000 LL =  -1.9734896983 nd =  0.0002639731, D =   0.10333E+00  0.10333E+00  (117.12 s,  52.7 h)
+ iter   382 lrate =  1.0000000000 LL =  -1.9734906275 nd =  0.0002725474, D =   0.10334E+00  0.10334E+00  (110.86 s,  49.8 h)
+ Likelihood decreasing!
+ iter   383 lrate =  0.6000000000 LL =  -1.9734847472 nd =  0.0002374477, D =   0.10335E+00  0.10335E+00  (107.49 s,  48.3 h)
+ iter   384 lrate =  0.7000000000 LL =  -1.9734814753 nd =  0.0001968056, D =   0.10336E+00  0.10336E+00  (110.90 s,  49.8 h)
+ iter   385 lrate =  0.8000000000 LL =  -1.9734790265 nd =  0.0001933030, D =   0.10337E+00  0.10337E+00  (116.29 s,  52.2 h)
+ iter   386 lrate =  0.9000000000 LL =  -1.9734775805 nd =  0.0001922632, D =   0.10338E+00  0.10338E+00  (107.54 s,  48.2 h)
+ iter   387 lrate =  1.0000000000 LL =  -1.9734764396 nd =  0.0002191538, D =   0.10339E+00  0.10339E+00  (106.74 s,  47.8 h)
+ iter   388 lrate =  1.0000000000 LL =  -1.9734762446 nd =  0.0002307430, D =   0.10340E+00  0.10340E+00  (112.08 s,  50.2 h)
+ iter   389 lrate =  1.0000000000 LL =  -1.9734755155 nd =  0.0002738939, D =   0.10341E+00  0.10341E+00  (112.66 s,  50.4 h)
+ iter   390 lrate =  1.0000000000 LL =  -1.9734766751 nd =  0.0002820864, D =   0.10342E+00  0.10342E+00  (113.92 s,  50.9 h)
+ Likelihood decreasing!
+ Reducing maximum Newton lrate
+ iter   391 lrate =  0.5000000000 LL =  -1.9734667892 nd =  0.0001682500, D =   0.10342E+00  0.10342E+00  (122.92 s,  54.9 h)
+ iter   392 lrate =  0.5000000000 LL =  -1.9734632251 nd =  0.0001131476, D =   0.10343E+00  0.10343E+00  (111.39 s,  49.8 h)
+ iter   393 lrate =  0.5000000000 LL =  -1.9734611132 nd =  0.0000916892, D =   0.10344E+00  0.10344E+00  (113.32 s,  50.6 h)
+ iter   394 lrate =  0.5000000000 LL =  -1.9734593946 nd =  0.0000872763, D =   0.10345E+00  0.10345E+00  (110.74 s,  49.4 h)
+ iter   395 lrate =  0.5000000000 LL =  -1.9734578023 nd =  0.0000846644, D =   0.10346E+00  0.10346E+00  (110.65 s,  49.3 h)
+ iter   396 lrate =  0.5000000000 LL =  -1.9734562615 nd =  0.0000843678, D =   0.10346E+00  0.10346E+00  (114.08 s,  50.8 h)
+ iter   397 lrate =  0.5000000000 LL =  -1.9734547691 nd =  0.0000838038, D =   0.10347E+00  0.10347E+00  (113.47 s,  50.5 h)
+ iter   398 lrate =  0.5000000000 LL =  -1.9734533300 nd =  0.0000836339, D =   0.10348E+00  0.10348E+00  (113.28 s,  50.4 h)
+ iter   399 lrate =  0.5000000000 LL =  -1.9734519433 nd =  0.0000832971, D =   0.10349E+00  0.10349E+00  (113.17 s,  50.3 h)
+ iter   400 lrate =  0.5000000000 LL =  -1.9734506142 nd =  0.0000830622, D =   0.10349E+00  0.10349E+00  (113.54 s,  50.5 h)
+ iter   401 lrate =  0.5000000000 LL =  -1.9734496128 nd =  0.0000840610, D =   0.10349E+00  0.10349E+00  (120.19 s,  53.4 h)
+ iter   402 lrate =  0.5000000000 LL =  -1.9734486648 nd =  0.0000845641, D =   0.10349E+00  0.10349E+00  (120.55 s,  53.5 h)
+ iter   403 lrate =  0.5000000000 LL =  -1.9734477792 nd =  0.0000849720, D =   0.10349E+00  0.10349E+00  (113.07 s,  50.2 h)
+ iter   404 lrate =  0.5000000000 LL =  -1.9734469349 nd =  0.0000853256, D =   0.10349E+00  0.10349E+00  (113.78 s,  50.4 h)
+ iter   405 lrate =  0.5000000000 LL =  -1.9734461374 nd =  0.0000856244, D =   0.10349E+00  0.10349E+00  (118.60 s,  52.5 h)
+ iter   406 lrate =  0.5000000000 LL =  -1.9734453745 nd =  0.0000859315, D =   0.10349E+00  0.10349E+00  (118.54 s,  52.5 h)
+ iter   407 lrate =  0.5000000000 LL =  -1.9734443674 nd =  0.0000845956, D =   0.10351E+00  0.10351E+00  (123.34 s,  54.6 h)
+ iter   408 lrate =  0.5000000000 LL =  -1.9734433871 nd =  0.0000840893, D =   0.10352E+00  0.10352E+00  (115.09 s,  50.9 h)
+ iter   409 lrate =  0.5000000000 LL =  -1.9734424354 nd =  0.0000835333, D =   0.10353E+00  0.10353E+00  (123.35 s,  54.5 h)
+ iter   410 lrate =  0.5000000000 LL =  -1.9734414962 nd =  0.0000831048, D =   0.10354E+00  0.10354E+00  (121.36 s,  53.6 h)
+ iter   411 lrate =  0.5000000000 LL =  -1.9734405751 nd =  0.0000827001, D =   0.10354E+00  0.10354E+00  (126.54 s,  55.9 h)
+ iter   412 lrate =  0.5000000000 LL =  -1.9734396674 nd =  0.0000822855, D =   0.10355E+00  0.10355E+00  (121.40 s,  53.6 h)
+ iter   413 lrate =  0.5000000000 LL =  -1.9734387709 nd =  0.0000819277, D =   0.10355E+00  0.10355E+00  (122.47 s,  54.0 h)
+ Exiting because likelihood increasing by less than   1.000000000000000E-006 
+  for more than            5  iterations ...
+... done. Execution time:  13.39 h 
+ output directory = 
+ /net/store/nbp/projects/IntoTheWild/Daten/EEG/Lab/VP34/preprocessed/01Hz/amica/
+
+Lavish subscription of memory-resources:
+
+	8192 Mbytes requested,
+	but peak usage was only 1823.9 Mbytes.
+
+------------> Please request grid resources more carefully! <------------
+

WildLab_setsLab/VP34/preprocessed/causal/amica/input.param

@@ -0,0 +1,78 @@
+files /net/store/nbp/users/agert/nbp_intothewild/Analysis/EEG_analysis/tmpdata95751.fdt
+outdir /net/store/nbp/projects/IntoTheWild/Daten/EEG/Lab/VP34/preprocessed/01Hz/amica/
+block_size 128
+do_opt_block 0
+num_models 1
+num_mix_comps 3
+pdftype 0
+max_iter 2000
+num_samples 1
+data_dim 116
+field_dim 1325990
+field_blocksize 1
+do_history 0
+histstep 10
+share_comps 0
+share_start 100
+comp_thresh 0.990000
+share_iter 100
+lrate 0.100000
+minlrate 1.000000e-08
+lratefact 0.500000
+rholrate 0.050000
+rho0 1.500000
+minrho 1.000000
+maxrho 2.000000
+rholratefact 0.500000
+kurt_start 3
+num_kurt 5
+kurt_int 1
+do_newton 1
+newt_start 50
+newt_ramp 10
+newtrate 1.000000
+do_reject 0
+numrej 3
+rejsig 3.000000
+rejstart 2
+rejint 3
+max_threads 4
+writestep 10
+write_nd 1
+write_LLt 1
+decwindow 1
+max_decs 3
+fix_init 0
+update_A 1
+update_c 1
+update_gm 1
+update_alpha 1
+update_mu 1
+update_beta 1
+invsigmax 100.000000
+invsigmin 0.000000
+do_rho 1
+load_rej 0
+load_W 0
+load_A 0
+load_c 0
+load_gm 0
+load_alpha 0
+load_mu 0
+load_beta 0
+load_rho 0
+load_comp_list 0
+do_mean 1
+do_sphere 1
+doPCA 1
+pcakeep 116
+doscaling 1
+scalestep 1
+dble_data 0
+do_approx_sphere 1
+use_grad_norm 1
+use_min_dll 1
+print_debug 0
+min_dll 1.00000e-06
+min_grad_norm 1.00000e-06
+mineig 1e-15

WildLab_setsLab/VP34/preprocessed/causal/amica/out.txt

@@ -0,0 +1,421 @@
+ minimum eigenvalues =   0.554210165815738       0.560188139014672     
+  0.579415028001307     
+ maximum eigenvalues =    12785.8701448472        3896.04942584037     
+   746.931380527673     
+ num eigs kept =          116
+ iter     1 lrate =  0.1000000000 LL =  -2.0788579582 nd =  0.0311075512, D =   0.55407E-01  0.55407E-01  (100.54 s,  55.8 h)
+ iter     2 lrate =  0.1000000000 LL =  -2.0219209627 nd =  0.0126488178, D =   0.41410E-01  0.41410E-01  ( 97.56 s,  54.1 h)
+ iter     3 lrate =  0.1000000000 LL =  -2.0124885739 nd =  0.0113817233, D =   0.33077E-01  0.33077E-01  ( 99.63 s,  55.3 h)
+ iter     4 lrate =  0.1000000000 LL =  -2.0086032351 nd =  0.0111828077, D =   0.47643E-01  0.47643E-01  ( 97.52 s,  54.1 h)
+ iter     5 lrate =  0.1000000000 LL =  -2.0061301658 nd =  0.0104598695, D =   0.82965E-01  0.82965E-01  (100.38 s,  55.6 h)
+ iter     6 lrate =  0.1000000000 LL =  -2.0042689705 nd =  0.0096679453, D =   0.13003E+00  0.13003E+00  ( 95.81 s,  53.1 h)
+ iter     7 lrate =  0.1000000000 LL =  -2.0027593329 nd =  0.0090091165, D =   0.18117E+00  0.18117E+00  ( 98.57 s,  54.6 h)
+ iter     8 lrate =  0.1000000000 LL =  -2.0014745344 nd =  0.0085261312, D =   0.23164E+00  0.23164E+00  ( 99.29 s,  54.9 h)
+ iter     9 lrate =  0.1000000000 LL =  -2.0003372682 nd =  0.0081938716, D =   0.27906E+00  0.27906E+00  ( 94.87 s,  52.5 h)
+ iter    10 lrate =  0.1000000000 LL =  -1.9992965183 nd =  0.0079668900, D =   0.32251E+00  0.32251E+00  ( 98.35 s,  54.4 h)
+ iter    11 lrate =  0.1000000000 LL =  -1.9983238618 nd =  0.0078176425, D =   0.36175E+00  0.36175E+00  ( 98.33 s,  54.3 h)
+ iter    12 lrate =  0.1000000000 LL =  -1.9973943526 nd =  0.0077391473, D =   0.39682E+00  0.39682E+00  ( 93.81 s,  51.8 h)
+ iter    13 lrate =  0.1000000000 LL =  -1.9964910511 nd =  0.0077010839, D =   0.42801E+00  0.42801E+00  ( 93.94 s,  51.8 h)
+ iter    14 lrate =  0.1000000000 LL =  -1.9956034744 nd =  0.0076767907, D =   0.45559E+00  0.45559E+00  ( 94.78 s,  52.3 h)
+ iter    15 lrate =  0.1000000000 LL =  -1.9947187698 nd =  0.0076906500, D =   0.47977E+00  0.47977E+00  ( 91.67 s,  50.5 h)
+ iter    16 lrate =  0.1000000000 LL =  -1.9938287082 nd =  0.0077132703, D =   0.50104E+00  0.50104E+00  ( 95.67 s,  52.7 h)
+ iter    17 lrate =  0.1000000000 LL =  -1.9929247738 nd =  0.0077162473, D =   0.51960E+00  0.51960E+00  ( 95.43 s,  52.6 h)
+ iter    18 lrate =  0.1000000000 LL =  -1.9920077117 nd =  0.0076220114, D =   0.53544E+00  0.53544E+00  ( 91.61 s,  50.4 h)
+ iter    19 lrate =  0.1000000000 LL =  -1.9910939443 nd =  0.0072318810, D =   0.54783E+00  0.54783E+00  ( 95.65 s,  52.6 h)
+ iter    20 lrate =  0.1000000000 LL =  -1.9902630074 nd =  0.0064343791, D =   0.55474E+00  0.55474E+00  ( 93.88 s,  51.6 h)
+ iter    21 lrate =  0.1000000000 LL =  -1.9896240719 nd =  0.0058242670, D =   0.55301E+00  0.55301E+00  ( 95.87 s,  52.7 h)
+ iter    22 lrate =  0.1000000000 LL =  -1.9891410183 nd =  0.0054835777, D =   0.54437E+00  0.54437E+00  ( 90.58 s,  49.8 h)
+ iter    23 lrate =  0.1000000000 LL =  -1.9887420623 nd =  0.0055134349, D =   0.53533E+00  0.53533E+00  ( 93.18 s,  51.2 h)
+ iter    24 lrate =  0.1000000000 LL =  -1.9884717513 nd =  0.0108949374, D =   0.52693E+00  0.52693E+00  ( 88.86 s,  48.8 h)
+ iter    25 lrate =  0.1000000000 LL =  -1.9892417831 nd =  0.0196930604, D =   0.52351E+00  0.52351E+00  ( 87.62 s,  48.1 h)
+ iter    26 lrate =  0.1000000000 LL =  -1.9900461154 nd =  0.0205316532, D =   0.52179E+00  0.52179E+00  ( 87.74 s,  48.1 h)
+ iter    27 lrate =  0.1000000000 LL =  -1.9889706157 nd =  0.0196191263, D =   0.51073E+00  0.51073E+00  ( 90.12 s,  49.4 h)
+ iter    28 lrate =  0.1000000000 LL =  -1.9892015736 nd =  0.0213747049, D =   0.50664E+00  0.50664E+00  ( 88.09 s,  48.3 h)
+ iter    29 lrate =  0.0500000000 LL =  -1.9874399151 nd =  0.0050663043, D =   0.49579E+00  0.49579E+00  ( 83.57 s,  45.8 h)
+ iter    30 lrate =  0.0500000000 LL =  -1.9869880207 nd =  0.0053297226, D =   0.49331E+00  0.49331E+00  ( 88.43 s,  48.4 h)
+ iter    31 lrate =  0.0500000000 LL =  -1.9868199369 nd =  0.0079626460, D =   0.49109E+00  0.49109E+00  (102.20 s,  55.9 h)
+ iter    32 lrate =  0.0500000000 LL =  -1.9868420777 nd =  0.0149784228, D =   0.48897E+00  0.48897E+00  ( 94.74 s,  51.8 h)
+ iter    33 lrate =  0.0500000000 LL =  -1.9871851956 nd =  0.0194029046, D =   0.48745E+00  0.48745E+00  ( 92.08 s,  50.3 h)
+ iter    34 lrate =  0.0500000000 LL =  -1.9870486008 nd =  0.0194139844, D =   0.48506E+00  0.48506E+00  ( 94.46 s,  51.6 h)
+ iter    35 lrate =  0.0500000000 LL =  -1.9869086845 nd =  0.0181251163, D =   0.48233E+00  0.48233E+00  ( 90.71 s,  49.5 h)
+ iter    36 lrate =  0.0500000000 LL =  -1.9866611753 nd =  0.0181803061, D =   0.47969E+00  0.47969E+00  ( 92.29 s,  50.3 h)
+ iter    37 lrate =  0.0500000000 LL =  -1.9866776199 nd =  0.0185594373, D =   0.47755E+00  0.47755E+00  ( 95.89 s,  52.3 h)
+ iter    38 lrate =  0.0250000000 LL =  -1.9859854794 nd =  0.0047667878, D =   0.47487E+00  0.47487E+00  ( 95.09 s,  51.8 h)
+ iter    39 lrate =  0.0250000000 LL =  -1.9858595748 nd =  0.0041753291, D =   0.47374E+00  0.47374E+00  ( 97.08 s,  52.9 h)
+ iter    40 lrate =  0.0250000000 LL =  -1.9857832510 nd =  0.0040422486, D =   0.47262E+00  0.47262E+00  ( 91.81 s,  50.0 h)
+ iter    41 lrate =  0.0250000000 LL =  -1.9857145136 nd =  0.0039795171, D =   0.47152E+00  0.47152E+00  (100.42 s,  54.6 h)
+ iter    42 lrate =  0.0250000000 LL =  -1.9856490511 nd =  0.0039384067, D =   0.47039E+00  0.47039E+00  ( 94.61 s,  51.5 h)
+ iter    43 lrate =  0.0250000000 LL =  -1.9855857994 nd =  0.0039065337, D =   0.46928E+00  0.46928E+00  ( 90.65 s,  49.3 h)
+ iter    44 lrate =  0.0250000000 LL =  -1.9855243370 nd =  0.0038785508, D =   0.46815E+00  0.46815E+00  ( 92.78 s,  50.4 h)
+ iter    45 lrate =  0.0250000000 LL =  -1.9854642302 nd =  0.0038542696, D =   0.46706E+00  0.46706E+00  ( 93.49 s,  50.8 h)
+ iter    46 lrate =  0.0250000000 LL =  -1.9854056260 nd =  0.0038314443, D =   0.46595E+00  0.46595E+00  ( 89.30 s,  48.5 h)
+ iter    47 lrate =  0.0250000000 LL =  -1.9853484323 nd =  0.0038111125, D =   0.46486E+00  0.46486E+00  ( 89.44 s,  48.5 h)
+ iter    48 lrate =  0.0250000000 LL =  -1.9852924157 nd =  0.0037913819, D =   0.46377E+00  0.46377E+00  ( 94.81 s,  51.4 h)
+ iter    49 lrate =  0.0250000000 LL =  -1.9852385000 nd =  0.0037738210, D =   0.46270E+00  0.46270E+00  ( 92.29 s,  50.0 h)
+ iter    50 lrate =  0.0250000000 LL =  -1.9851861118 nd =  0.0027164968, D =   0.46162E+00  0.46162E+00  (125.65 s,  68.1 h)
+ iter    51 lrate =  0.0500000000 LL =  -1.9851176091 nd =  0.0027063381, D =   0.45930E+00  0.45930E+00  (134.37 s,  72.7 h)
+ iter    52 lrate =  0.1000000000 LL =  -1.9849984200 nd =  0.0026782211, D =   0.45480E+00  0.45480E+00  (120.78 s,  65.4 h)
+ iter    53 lrate =  0.2000000000 LL =  -1.9847823983 nd =  0.0026165309, D =   0.44629E+00  0.44629E+00  (123.70 s,  66.9 h)
+ iter    54 lrate =  0.3000000000 LL =  -1.9844836319 nd =  0.0025292374, D =   0.43468E+00  0.43468E+00  (124.50 s,  67.3 h)
+ iter    55 lrate =  0.4000000000 LL =  -1.9841197399 nd =  0.0024273672, D =   0.42103E+00  0.42103E+00  (122.32 s,  66.1 h)
+ iter    56 lrate =  0.5000000000 LL =  -1.9837077310 nd =  0.0023212153, D =   0.40618E+00  0.40618E+00  (122.93 s,  66.4 h)
+ iter    57 lrate =  0.6000000000 LL =  -1.9832618598 nd =  0.0022180067, D =   0.39064E+00  0.39064E+00  (114.66 s,  61.9 h)
+ iter    58 lrate =  0.7000000000 LL =  -1.9827928601 nd =  0.0021235505, D =   0.37462E+00  0.37462E+00  (114.85 s,  62.0 h)
+ iter    59 lrate =  0.8000000000 LL =  -1.9823082002 nd =  0.0020338457, D =   0.35817E+00  0.35817E+00  (118.44 s,  63.9 h)
+ iter    60 lrate =  0.9000000000 LL =  -1.9818142089 nd =  0.0019497759, D =   0.34132E+00  0.34132E+00  (124.99 s,  67.4 h)
+ iter    61 lrate =  1.0000000000 LL =  -1.9813149238 nd =  0.0018702952, D =   0.32401E+00  0.32401E+00  (119.71 s,  64.5 h)
+ iter    62 lrate =  1.0000000000 LL =  -1.9808547990 nd =  0.0017988722, D =   0.30767E+00  0.30767E+00  (113.70 s,  61.2 h)
+ iter    63 lrate =  1.0000000000 LL =  -1.9804289802 nd =  0.0017304411, D =   0.29233E+00  0.29233E+00  (117.68 s,  63.3 h)
+ iter    64 lrate =  1.0000000000 LL =  -1.9800357613 nd =  0.0016547260, D =   0.27808E+00  0.27808E+00  (125.32 s,  67.4 h)
+ iter    65 lrate =  1.0000000000 LL =  -1.9796768396 nd =  0.0015732809, D =   0.26521E+00  0.26521E+00  (119.71 s,  64.3 h)
+ iter    66 lrate =  1.0000000000 LL =  -1.9793526909 nd =  0.0014858427, D =   0.25388E+00  0.25388E+00  (113.03 s,  60.7 h)
+ iter    67 lrate =  1.0000000000 LL =  -1.9790622647 nd =  0.0013976039, D =   0.24421E+00  0.24421E+00  (115.86 s,  62.2 h)
+ iter    68 lrate =  1.0000000000 LL =  -1.9788025650 nd =  0.0013121586, D =   0.23618E+00  0.23618E+00  (114.19 s,  61.3 h)
+ iter    69 lrate =  1.0000000000 LL =  -1.9785704051 nd =  0.0012298296, D =   0.22970E+00  0.22970E+00  (115.84 s,  62.1 h)
+ iter    70 lrate =  1.0000000000 LL =  -1.9783623017 nd =  0.0011540204, D =   0.22463E+00  0.22463E+00  (121.30 s,  65.0 h)
+ iter    71 lrate =  1.0000000000 LL =  -1.9781751894 nd =  0.0010842049, D =   0.22081E+00  0.22081E+00  (120.56 s,  64.6 h)
+ iter    72 lrate =  1.0000000000 LL =  -1.9780067485 nd =  0.0010199687, D =   0.21804E+00  0.21804E+00  (114.12 s,  61.1 h)
+ iter    73 lrate =  1.0000000000 LL =  -1.9778554324 nd =  0.0009592337, D =   0.21608E+00  0.21608E+00  (112.01 s,  60.0 h)
+ iter    74 lrate =  1.0000000000 LL =  -1.9777198242 nd =  0.0009018136, D =   0.21469E+00  0.21469E+00  (110.30 s,  59.0 h)
+ iter    75 lrate =  1.0000000000 LL =  -1.9775988524 nd =  0.0008498084, D =   0.21371E+00  0.21371E+00  (118.18 s,  63.2 h)
+ iter    76 lrate =  1.0000000000 LL =  -1.9774906621 nd =  0.0008034114, D =   0.21297E+00  0.21297E+00  (119.09 s,  63.6 h)
+ iter    77 lrate =  1.0000000000 LL =  -1.9773934580 nd =  0.0007630529, D =   0.21237E+00  0.21237E+00  (119.88 s,  64.0 h)
+ iter    78 lrate =  1.0000000000 LL =  -1.9773053732 nd =  0.0007276106, D =   0.21182E+00  0.21182E+00  (116.05 s,  62.0 h)
+ iter    79 lrate =  1.0000000000 LL =  -1.9772251164 nd =  0.0006957620, D =   0.21130E+00  0.21130E+00  (113.94 s,  60.8 h)
+ iter    80 lrate =  1.0000000000 LL =  -1.9771512891 nd =  0.0006675193, D =   0.21077E+00  0.21077E+00  (114.56 s,  61.1 h)
+ iter    81 lrate =  1.0000000000 LL =  -1.9770832059 nd =  0.0006422333, D =   0.21020E+00  0.21020E+00  (126.91 s,  67.7 h)
+ iter    82 lrate =  1.0000000000 LL =  -1.9770195306 nd =  0.0006204516, D =   0.20960E+00  0.20960E+00  (124.34 s,  66.2 h)
+ iter    83 lrate =  1.0000000000 LL =  -1.9769597542 nd =  0.0006022504, D =   0.20894E+00  0.20894E+00  (117.75 s,  62.7 h)
+ iter    84 lrate =  1.0000000000 LL =  -1.9769030658 nd =  0.0005867243, D =   0.20820E+00  0.20820E+00  (119.47 s,  63.6 h)
+ iter    85 lrate =  1.0000000000 LL =  -1.9768491695 nd =  0.0005735555, D =   0.20739E+00  0.20739E+00  (122.02 s,  64.9 h)
+ iter    86 lrate =  1.0000000000 LL =  -1.9767973157 nd =  0.0005624319, D =   0.20650E+00  0.20650E+00  (116.55 s,  62.0 h)
+ iter    87 lrate =  1.0000000000 LL =  -1.9767470173 nd =  0.0005528626, D =   0.20551E+00  0.20551E+00  (121.32 s,  64.5 h)
+ iter    88 lrate =  1.0000000000 LL =  -1.9766981970 nd =  0.0005451664, D =   0.20441E+00  0.20441E+00  (117.76 s,  62.5 h)
+ iter    89 lrate =  1.0000000000 LL =  -1.9766504829 nd =  0.0005390529, D =   0.20321E+00  0.20321E+00  (124.16 s,  65.9 h)
+ iter    90 lrate =  1.0000000000 LL =  -1.9766035774 nd =  0.0005343964, D =   0.20188E+00  0.20188E+00  (118.35 s,  62.8 h)
+ iter    91 lrate =  1.0000000000 LL =  -1.9765572372 nd =  0.0005307346, D =   0.20043E+00  0.20043E+00  (123.17 s,  65.3 h)
+ iter    92 lrate =  1.0000000000 LL =  -1.9765113792 nd =  0.0005274422, D =   0.19884E+00  0.19884E+00  (114.81 s,  60.8 h)
+ iter    93 lrate =  1.0000000000 LL =  -1.9764658064 nd =  0.0005251334, D =   0.19712E+00  0.19712E+00  (117.71 s,  62.4 h)
+ iter    94 lrate =  1.0000000000 LL =  -1.9764202932 nd =  0.0005226768, D =   0.19523E+00  0.19523E+00  (122.61 s,  64.9 h)
+ iter    95 lrate =  1.0000000000 LL =  -1.9763748257 nd =  0.0005198583, D =   0.19318E+00  0.19318E+00  (122.29 s,  64.7 h)
+ iter    96 lrate =  1.0000000000 LL =  -1.9763293048 nd =  0.0005175428, D =   0.19094E+00  0.19094E+00  (121.90 s,  64.5 h)
+ iter    97 lrate =  1.0000000000 LL =  -1.9762837519 nd =  0.0005144518, D =   0.18854E+00  0.18854E+00  (116.79 s,  61.7 h)
+ iter    98 lrate =  1.0000000000 LL =  -1.9762379123 nd =  0.0005116110, D =   0.18595E+00  0.18595E+00  (117.09 s,  61.9 h)
+ iter    99 lrate =  1.0000000000 LL =  -1.9761918219 nd =  0.0005084262, D =   0.18316E+00  0.18316E+00  (116.94 s,  61.7 h)
+ iter   100 lrate =  1.0000000000 LL =  -1.9761453438 nd =  0.0005048599, D =   0.18019E+00  0.18019E+00  (115.35 s,  60.9 h)
+ iter   101 lrate =  1.0000000000 LL =  -1.9761302030 nd =  0.0005140276, D =   0.18019E+00  0.18019E+00  (131.97 s,  69.6 h)
+ iter   102 lrate =  1.0000000000 LL =  -1.9761162824 nd =  0.0005189583, D =   0.18019E+00  0.18019E+00  (124.00 s,  65.4 h)
+ iter   103 lrate =  1.0000000000 LL =  -1.9761031540 nd =  0.0005227112, D =   0.18019E+00  0.18019E+00  (125.65 s,  66.2 h)
+ iter   104 lrate =  1.0000000000 LL =  -1.9760917744 nd =  0.0005257187, D =   0.18019E+00  0.18019E+00  (129.87 s,  68.4 h)
+ iter   105 lrate =  1.0000000000 LL =  -1.9760807909 nd =  0.0005285076, D =   0.18019E+00  0.18019E+00  (121.99 s,  64.2 h)
+ iter   106 lrate =  1.0000000000 LL =  -1.9760700482 nd =  0.0005310927, D =   0.18019E+00  0.18019E+00  (124.92 s,  65.7 h)
+ iter   107 lrate =  1.0000000000 LL =  -1.9760245543 nd =  0.0005190619, D =   0.17694E+00  0.17694E+00  (121.75 s,  64.0 h)
+ iter   108 lrate =  1.0000000000 LL =  -1.9759794310 nd =  0.0005099795, D =   0.17351E+00  0.17351E+00  (127.78 s,  67.2 h)
+ iter   109 lrate =  1.0000000000 LL =  -1.9759345688 nd =  0.0005021023, D =   0.16991E+00  0.16991E+00  (131.36 s,  69.0 h)
+ iter   110 lrate =  1.0000000000 LL =  -1.9758896045 nd =  0.0004953489, D =   0.16609E+00  0.16609E+00  (122.36 s,  64.2 h)
+ iter   111 lrate =  1.0000000000 LL =  -1.9758445341 nd =  0.0004887627, D =   0.16206E+00  0.16206E+00  (131.25 s,  68.9 h)
+ iter   112 lrate =  1.0000000000 LL =  -1.9757990055 nd =  0.0004840743, D =   0.15783E+00  0.15783E+00  (118.34 s,  62.1 h)
+ iter   113 lrate =  1.0000000000 LL =  -1.9757534808 nd =  0.0004790375, D =   0.15340E+00  0.15340E+00  (124.81 s,  65.4 h)
+ iter   114 lrate =  1.0000000000 LL =  -1.9757090338 nd =  0.0004764462, D =   0.14878E+00  0.14878E+00  (126.97 s,  66.5 h)
+ iter   115 lrate =  1.0000000000 LL =  -1.9756639352 nd =  0.0004763426, D =   0.14395E+00  0.14395E+00  (126.76 s,  66.4 h)
+ iter   116 lrate =  1.0000000000 LL =  -1.9756175456 nd =  0.0004784126, D =   0.13890E+00  0.13890E+00  (123.77 s,  64.8 h)
+ iter   117 lrate =  1.0000000000 LL =  -1.9755694443 nd =  0.0004821605, D =   0.13365E+00  0.13365E+00  (131.80 s,  68.9 h)
+ iter   118 lrate =  1.0000000000 LL =  -1.9755201091 nd =  0.0004877894, D =   0.12823E+00  0.12823E+00  (126.13 s,  65.9 h)
+ iter   119 lrate =  1.0000000000 LL =  -1.9754694527 nd =  0.0004943818, D =   0.12271E+00  0.12271E+00  (129.94 s,  67.9 h)
+ iter   120 lrate =  1.0000000000 LL =  -1.9754168900 nd =  0.0005005875, D =   0.11718E+00  0.11718E+00  (131.52 s,  68.7 h)
+ iter   121 lrate =  1.0000000000 LL =  -1.9753626456 nd =  0.0005050689, D =   0.11176E+00  0.11176E+00  (130.05 s,  67.9 h)
+ iter   122 lrate =  1.0000000000 LL =  -1.9753073241 nd =  0.0005065765, D =   0.10660E+00  0.10660E+00  (120.02 s,  62.6 h)
+ iter   123 lrate =  1.0000000000 LL =  -1.9752516620 nd =  0.0005042279, D =   0.10183E+00  0.10183E+00  (121.12 s,  63.1 h)
+ iter   124 lrate =  1.0000000000 LL =  -1.9751967304 nd =  0.0004970255, D =   0.97555E-01  0.97555E-01  (125.46 s,  65.4 h)
+ iter   125 lrate =  1.0000000000 LL =  -1.9751436433 nd =  0.0004849445, D =   0.93872E-01  0.93872E-01  (121.09 s,  63.1 h)
+ iter   126 lrate =  1.0000000000 LL =  -1.9750934415 nd =  0.0004682012, D =   0.90829E-01  0.90829E-01  (122.19 s,  63.6 h)
+ iter   127 lrate =  1.0000000000 LL =  -1.9750468257 nd =  0.0004475449, D =   0.88435E-01  0.88435E-01  (129.18 s,  67.2 h)
+ iter   128 lrate =  1.0000000000 LL =  -1.9750043286 nd =  0.0004244165, D =   0.86656E-01  0.86656E-01  (122.92 s,  63.9 h)
+ iter   129 lrate =  1.0000000000 LL =  -1.9749661558 nd =  0.0003996224, D =   0.85426E-01  0.85426E-01  (117.67 s,  61.2 h)
+ iter   130 lrate =  1.0000000000 LL =  -1.9749321476 nd =  0.0003748969, D =   0.84652E-01  0.84652E-01  ( 99.71 s,  51.8 h)
+ iter   131 lrate =  1.0000000000 LL =  -1.9749018896 nd =  0.0003517804, D =   0.84234E-01  0.84234E-01  (133.53 s,  69.3 h)
+ iter   132 lrate =  1.0000000000 LL =  -1.9748746479 nd =  0.0003313024, D =   0.84081E-01  0.84081E-01  (128.38 s,  66.6 h)
+ iter   133 lrate =  1.0000000000 LL =  -1.9748510097 nd =  0.0003137645, D =   0.84115E-01  0.84115E-01  (128.82 s,  66.8 h)
+ iter   134 lrate =  1.0000000000 LL =  -1.9748314254 nd =  0.0002987486, D =   0.84270E-01  0.84270E-01  (118.59 s,  61.5 h)
+ iter   135 lrate =  1.0000000000 LL =  -1.9748139532 nd =  0.0002863730, D =   0.84500E-01  0.84500E-01  (130.24 s,  67.5 h)
+ iter   136 lrate =  1.0000000000 LL =  -1.9747979164 nd =  0.0002761919, D =   0.84775E-01  0.84775E-01  (128.36 s,  66.5 h)
+ iter   137 lrate =  1.0000000000 LL =  -1.9747830136 nd =  0.0002681270, D =   0.85074E-01  0.85074E-01  (119.06 s,  61.6 h)
+ iter   138 lrate =  1.0000000000 LL =  -1.9747690455 nd =  0.0002614162, D =   0.85385E-01  0.85385E-01  (124.25 s,  64.3 h)
+ iter   139 lrate =  1.0000000000 LL =  -1.9747557400 nd =  0.0002560959, D =   0.85699E-01  0.85699E-01  (120.39 s,  62.2 h)
+ iter   140 lrate =  1.0000000000 LL =  -1.9747430272 nd =  0.0002516076, D =   0.86010E-01  0.86010E-01  (126.17 s,  65.2 h)
+ iter   141 lrate =  1.0000000000 LL =  -1.9747307484 nd =  0.0002477307, D =   0.86314E-01  0.86314E-01  (138.71 s,  71.6 h)
+ iter   142 lrate =  1.0000000000 LL =  -1.9747188281 nd =  0.0002444196, D =   0.86612E-01  0.86612E-01  (131.32 s,  67.8 h)
+ iter   143 lrate =  1.0000000000 LL =  -1.9747071731 nd =  0.0002419909, D =   0.86902E-01  0.86902E-01  (127.36 s,  65.7 h)
+ iter   144 lrate =  1.0000000000 LL =  -1.9746958028 nd =  0.0002399527, D =   0.87183E-01  0.87183E-01  (132.86 s,  68.5 h)
+ iter   145 lrate =  1.0000000000 LL =  -1.9746846264 nd =  0.0002379139, D =   0.87456E-01  0.87456E-01  (129.60 s,  66.8 h)
+ iter   146 lrate =  1.0000000000 LL =  -1.9746736681 nd =  0.0002359884, D =   0.87724E-01  0.87724E-01  (131.08 s,  67.5 h)
+ iter   147 lrate =  1.0000000000 LL =  -1.9746628745 nd =  0.0002343262, D =   0.87985E-01  0.87985E-01  (130.00 s,  66.9 h)
+ iter   148 lrate =  1.0000000000 LL =  -1.9746522608 nd =  0.0002330092, D =   0.88241E-01  0.88241E-01  (132.01 s,  67.9 h)
+ iter   149 lrate =  1.0000000000 LL =  -1.9746417079 nd =  0.0002313999, D =   0.88493E-01  0.88493E-01  (129.62 s,  66.6 h)
+ iter   150 lrate =  1.0000000000 LL =  -1.9746313471 nd =  0.0002298550, D =   0.88741E-01  0.88741E-01  (131.87 s,  67.8 h)
+ iter   151 lrate =  1.0000000000 LL =  -1.9746210077 nd =  0.0002286903, D =   0.88984E-01  0.88984E-01  (133.98 s,  68.8 h)
+ iter   152 lrate =  1.0000000000 LL =  -1.9746107541 nd =  0.0002278272, D =   0.89225E-01  0.89225E-01  (126.76 s,  65.1 h)
+ iter   153 lrate =  1.0000000000 LL =  -1.9746005642 nd =  0.0002267526, D =   0.89466E-01  0.89466E-01  (133.28 s,  68.4 h)
+ iter   154 lrate =  1.0000000000 LL =  -1.9745904144 nd =  0.0002260947, D =   0.89703E-01  0.89703E-01  (127.17 s,  65.2 h)
+ iter   155 lrate =  1.0000000000 LL =  -1.9745803466 nd =  0.0002244382, D =   0.89941E-01  0.89941E-01  (128.71 s,  66.0 h)
+ iter   156 lrate =  1.0000000000 LL =  -1.9745703768 nd =  0.0002230972, D =   0.90175E-01  0.90175E-01  (128.96 s,  66.1 h)
+ iter   157 lrate =  1.0000000000 LL =  -1.9745604517 nd =  0.0002221529, D =   0.90407E-01  0.90407E-01  (130.09 s,  66.6 h)
+ iter   158 lrate =  1.0000000000 LL =  -1.9745506313 nd =  0.0002210466, D =   0.90639E-01  0.90639E-01  (125.60 s,  64.3 h)
+ iter   159 lrate =  1.0000000000 LL =  -1.9745408517 nd =  0.0002192280, D =   0.90868E-01  0.90868E-01  (129.22 s,  66.1 h)
+ iter   160 lrate =  1.0000000000 LL =  -1.9745312310 nd =  0.0002176276, D =   0.91094E-01  0.91094E-01  (132.43 s,  67.7 h)
+ iter   161 lrate =  1.0000000000 LL =  -1.9745217038 nd =  0.0002158818, D =   0.91316E-01  0.91316E-01  (138.22 s,  70.6 h)
+ iter   162 lrate =  1.0000000000 LL =  -1.9745122829 nd =  0.0002143557, D =   0.91535E-01  0.91535E-01  (128.59 s,  65.7 h)
+ iter   163 lrate =  1.0000000000 LL =  -1.9745030047 nd =  0.0002122999, D =   0.91752E-01  0.91752E-01  (129.88 s,  66.3 h)
+ iter   164 lrate =  1.0000000000 LL =  -1.9744938781 nd =  0.0002104300, D =   0.91964E-01  0.91964E-01  (131.76 s,  67.2 h)
+ iter   165 lrate =  1.0000000000 LL =  -1.9744849936 nd =  0.0002086606, D =   0.92172E-01  0.92172E-01  (135.24 s,  68.9 h)
+ iter   166 lrate =  1.0000000000 LL =  -1.9744765210 nd =  0.0002068916, D =   0.92379E-01  0.92379E-01  (125.39 s,  63.9 h)
+ iter   167 lrate =  1.0000000000 LL =  -1.9744682375 nd =  0.0002049472, D =   0.92587E-01  0.92587E-01  (128.37 s,  65.4 h)
+ iter   168 lrate =  1.0000000000 LL =  -1.9744602490 nd =  0.0002028508, D =   0.92789E-01  0.92789E-01  (124.88 s,  63.5 h)
+ iter   169 lrate =  1.0000000000 LL =  -1.9744525107 nd =  0.0002008293, D =   0.92978E-01  0.92978E-01  (134.91 s,  68.6 h)
+ iter   170 lrate =  1.0000000000 LL =  -1.9744448998 nd =  0.0001984500, D =   0.93158E-01  0.93158E-01  (134.46 s,  68.3 h)
+ iter   171 lrate =  1.0000000000 LL =  -1.9744374082 nd =  0.0001965872, D =   0.93328E-01  0.93328E-01  (131.91 s,  67.0 h)
+ iter   172 lrate =  1.0000000000 LL =  -1.9744300492 nd =  0.0001948962, D =   0.93495E-01  0.93495E-01  (131.69 s,  66.9 h)
+ iter   173 lrate =  1.0000000000 LL =  -1.9744227321 nd =  0.0001932551, D =   0.93656E-01  0.93656E-01  (127.39 s,  64.6 h)
+ iter   174 lrate =  1.0000000000 LL =  -1.9744155012 nd =  0.0001920489, D =   0.93811E-01  0.93811E-01  (134.45 s,  68.2 h)
+ iter   175 lrate =  1.0000000000 LL =  -1.9744083684 nd =  0.0001907012, D =   0.93962E-01  0.93962E-01  (129.54 s,  65.7 h)
+ iter   176 lrate =  1.0000000000 LL =  -1.9744012721 nd =  0.0001898603, D =   0.94108E-01  0.94108E-01  (132.12 s,  66.9 h)
+ iter   177 lrate =  1.0000000000 LL =  -1.9743941840 nd =  0.0001896244, D =   0.94250E-01  0.94250E-01  (126.06 s,  63.8 h)
+ iter   178 lrate =  1.0000000000 LL =  -1.9743870836 nd =  0.0001895280, D =   0.94392E-01  0.94392E-01  (138.26 s,  70.0 h)
+ iter   179 lrate =  1.0000000000 LL =  -1.9743799944 nd =  0.0001899370, D =   0.94533E-01  0.94533E-01  (130.54 s,  66.0 h)
+ iter   180 lrate =  1.0000000000 LL =  -1.9743729175 nd =  0.0001907888, D =   0.94672E-01  0.94672E-01  (128.14 s,  64.8 h)
+ iter   181 lrate =  1.0000000000 LL =  -1.9743658165 nd =  0.0001919858, D =   0.94812E-01  0.94812E-01  (143.69 s,  72.6 h)
+ iter   182 lrate =  1.0000000000 LL =  -1.9743587064 nd =  0.0001935895, D =   0.94953E-01  0.94953E-01  (129.06 s,  65.2 h)
+ iter   183 lrate =  1.0000000000 LL =  -1.9743515371 nd =  0.0001958251, D =   0.95095E-01  0.95095E-01  (123.77 s,  62.5 h)
+ iter   184 lrate =  1.0000000000 LL =  -1.9743443559 nd =  0.0001983178, D =   0.95240E-01  0.95240E-01  (132.00 s,  66.6 h)
+ iter   185 lrate =  1.0000000000 LL =  -1.9743371284 nd =  0.0002009605, D =   0.95390E-01  0.95390E-01  (130.17 s,  65.6 h)
+ iter   186 lrate =  1.0000000000 LL =  -1.9743298100 nd =  0.0002037764, D =   0.95542E-01  0.95542E-01  (132.39 s,  66.7 h)
+ iter   187 lrate =  1.0000000000 LL =  -1.9743224287 nd =  0.0002066345, D =   0.95699E-01  0.95699E-01  (131.34 s,  66.1 h)
+ iter   188 lrate =  1.0000000000 LL =  -1.9743149706 nd =  0.0002095643, D =   0.95858E-01  0.95858E-01  (133.76 s,  67.3 h)
+ iter   189 lrate =  1.0000000000 LL =  -1.9743074589 nd =  0.0002124069, D =   0.96020E-01  0.96020E-01  (126.99 s,  63.9 h)
+ iter   190 lrate =  1.0000000000 LL =  -1.9742998298 nd =  0.0002149695, D =   0.96186E-01  0.96186E-01  (131.26 s,  66.0 h)
+ iter   191 lrate =  1.0000000000 LL =  -1.9742921634 nd =  0.0002172605, D =   0.96354E-01  0.96354E-01  (135.44 s,  68.1 h)
+ iter   192 lrate =  1.0000000000 LL =  -1.9742844122 nd =  0.0002191264, D =   0.96524E-01  0.96524E-01  (129.08 s,  64.8 h)
+ iter   193 lrate =  1.0000000000 LL =  -1.9742766094 nd =  0.0002206574, D =   0.96697E-01  0.96697E-01  (125.82 s,  63.2 h)
+ iter   194 lrate =  1.0000000000 LL =  -1.9742688061 nd =  0.0002217396, D =   0.96871E-01  0.96871E-01  (122.49 s,  61.4 h)
+ iter   195 lrate =  1.0000000000 LL =  -1.9742609800 nd =  0.0002223741, D =   0.97046E-01  0.97046E-01  (123.86 s,  62.1 h)
+ iter   196 lrate =  1.0000000000 LL =  -1.9742531407 nd =  0.0002226860, D =   0.97221E-01  0.97221E-01  (126.51 s,  63.4 h)
+ iter   197 lrate =  1.0000000000 LL =  -1.9742453367 nd =  0.0002224173, D =   0.97394E-01  0.97394E-01  (130.77 s,  65.5 h)
+ iter   198 lrate =  1.0000000000 LL =  -1.9742375446 nd =  0.0002217181, D =   0.97565E-01  0.97565E-01  (129.93 s,  65.0 h)
+ iter   199 lrate =  1.0000000000 LL =  -1.9742298474 nd =  0.0002206717, D =   0.97731E-01  0.97731E-01  (129.99 s,  65.0 h)
+ iter   200 lrate =  1.0000000000 LL =  -1.9742221916 nd =  0.0002193954, D =   0.97893E-01  0.97893E-01  (131.19 s,  65.6 h)
+ iter   201 lrate =  1.0000000000 LL =  -1.9742185824 nd =  0.0002226234, D =   0.97893E-01  0.97893E-01  (128.87 s,  64.4 h)
+ iter   202 lrate =  1.0000000000 LL =  -1.9742150495 nd =  0.0002241830, D =   0.97893E-01  0.97893E-01  (125.84 s,  62.9 h)
+ iter   203 lrate =  1.0000000000 LL =  -1.9742115783 nd =  0.0002252935, D =   0.97893E-01  0.97893E-01  (125.81 s,  62.8 h)
+ iter   204 lrate =  1.0000000000 LL =  -1.9742081694 nd =  0.0002262364, D =   0.97893E-01  0.97893E-01  (130.13 s,  64.9 h)
+ iter   205 lrate =  1.0000000000 LL =  -1.9742047971 nd =  0.0002270581, D =   0.97893E-01  0.97893E-01  (125.73 s,  62.7 h)
+ iter   206 lrate =  1.0000000000 LL =  -1.9742014656 nd =  0.0002278493, D =   0.97893E-01  0.97893E-01  (134.84 s,  67.2 h)
+ iter   207 lrate =  1.0000000000 LL =  -1.9741939483 nd =  0.0002231487, D =   0.98109E-01  0.98109E-01  (120.68 s,  60.1 h)
+ iter   208 lrate =  1.0000000000 LL =  -1.9741865364 nd =  0.0002213837, D =   0.98271E-01  0.98271E-01  (122.46 s,  61.0 h)
+ iter   209 lrate =  1.0000000000 LL =  -1.9741792149 nd =  0.0002185220, D =   0.98428E-01  0.98428E-01  (122.67 s,  61.0 h)
+ iter   210 lrate =  1.0000000000 LL =  -1.9741719548 nd =  0.0002167613, D =   0.98570E-01  0.98570E-01  (127.23 s,  63.3 h)
+ iter   211 lrate =  1.0000000000 LL =  -1.9741647863 nd =  0.0002144972, D =   0.98710E-01  0.98710E-01  (131.48 s,  65.3 h)
+ iter   212 lrate =  1.0000000000 LL =  -1.9741576932 nd =  0.0002128782, D =   0.98839E-01  0.98839E-01  (127.19 s,  63.2 h)
+ iter   213 lrate =  1.0000000000 LL =  -1.9741507081 nd =  0.0002111486, D =   0.98964E-01  0.98964E-01  (123.94 s,  61.5 h)
+ iter   214 lrate =  1.0000000000 LL =  -1.9741437295 nd =  0.0002102439, D =   0.99078E-01  0.99078E-01  (129.51 s,  64.2 h)
+ iter   215 lrate =  1.0000000000 LL =  -1.9741367942 nd =  0.0002092324, D =   0.99188E-01  0.99188E-01  (123.50 s,  61.2 h)
+ iter   216 lrate =  1.0000000000 LL =  -1.9741299069 nd =  0.0002088094, D =   0.99290E-01  0.99290E-01  (119.42 s,  59.2 h)
+ iter   217 lrate =  1.0000000000 LL =  -1.9741230494 nd =  0.0002084682, D =   0.99386E-01  0.99386E-01  (118.48 s,  58.7 h)
+ iter   218 lrate =  1.0000000000 LL =  -1.9741162233 nd =  0.0002086956, D =   0.99475E-01  0.99475E-01  (120.56 s,  59.7 h)
+ iter   219 lrate =  1.0000000000 LL =  -1.9741094444 nd =  0.0002088488, D =   0.99559E-01  0.99559E-01  (124.61 s,  61.6 h)
+ iter   220 lrate =  1.0000000000 LL =  -1.9741026562 nd =  0.0002095989, D =   0.99636E-01  0.99636E-01  (120.38 s,  59.5 h)
+ iter   221 lrate =  1.0000000000 LL =  -1.9740958686 nd =  0.0002104894, D =   0.99710E-01  0.99710E-01  (122.80 s,  60.7 h)
+ iter   222 lrate =  1.0000000000 LL =  -1.9740890207 nd =  0.0002116724, D =   0.99779E-01  0.99779E-01  (105.59 s,  52.2 h)
+ iter   223 lrate =  1.0000000000 LL =  -1.9740821912 nd =  0.0002130697, D =   0.99845E-01  0.99845E-01  (109.40 s,  54.0 h)
+ iter   224 lrate =  1.0000000000 LL =  -1.9740752744 nd =  0.0002149306, D =   0.99906E-01  0.99906E-01  (105.30 s,  51.9 h)
+ iter   225 lrate =  1.0000000000 LL =  -1.9740683118 nd =  0.0002169590, D =   0.99965E-01  0.99965E-01  (125.71 s,  62.0 h)
+ iter   226 lrate =  1.0000000000 LL =  -1.9740613119 nd =  0.0002191902, D =   0.10003E+00  0.10003E+00  (121.02 s,  59.6 h)
+ iter   227 lrate =  1.0000000000 LL =  -1.9740542184 nd =  0.0002215797, D =   0.10008E+00  0.10008E+00  (119.36 s,  58.8 h)
+ iter   228 lrate =  1.0000000000 LL =  -1.9740470157 nd =  0.0002244026, D =   0.10014E+00  0.10014E+00  (120.83 s,  59.5 h)
+ iter   229 lrate =  1.0000000000 LL =  -1.9740396920 nd =  0.0002272941, D =   0.10019E+00  0.10019E+00  (115.37 s,  56.8 h)
+ iter   230 lrate =  1.0000000000 LL =  -1.9740322352 nd =  0.0002305070, D =   0.10024E+00  0.10024E+00  (105.29 s,  51.8 h)
+ iter   231 lrate =  1.0000000000 LL =  -1.9740246285 nd =  0.0002340654, D =   0.10029E+00  0.10029E+00  (133.73 s,  65.7 h)
+ iter   232 lrate =  1.0000000000 LL =  -1.9740168727 nd =  0.0002377281, D =   0.10034E+00  0.10034E+00  (129.06 s,  63.4 h)
+ iter   233 lrate =  1.0000000000 LL =  -1.9740089456 nd =  0.0002414675, D =   0.10039E+00  0.10039E+00  (127.03 s,  62.4 h)
+ iter   234 lrate =  1.0000000000 LL =  -1.9740008558 nd =  0.0002453353, D =   0.10044E+00  0.10044E+00  (126.04 s,  61.8 h)
+ iter   235 lrate =  1.0000000000 LL =  -1.9739925822 nd =  0.0002491190, D =   0.10049E+00  0.10049E+00  (129.02 s,  63.3 h)
+ iter   236 lrate =  1.0000000000 LL =  -1.9739840742 nd =  0.0002531283, D =   0.10053E+00  0.10053E+00  (130.71 s,  64.0 h)
+ iter   237 lrate =  1.0000000000 LL =  -1.9739753860 nd =  0.0002569355, D =   0.10058E+00  0.10058E+00  (128.13 s,  62.7 h)
+ iter   238 lrate =  1.0000000000 LL =  -1.9739664604 nd =  0.0002607866, D =   0.10063E+00  0.10063E+00  (122.05 s,  59.7 h)
+ iter   239 lrate =  1.0000000000 LL =  -1.9739573149 nd =  0.0002643651, D =   0.10068E+00  0.10068E+00  (126.53 s,  61.9 h)
+ iter   240 lrate =  1.0000000000 LL =  -1.9739479799 nd =  0.0002678274, D =   0.10072E+00  0.10072E+00  (129.56 s,  63.3 h)
+ iter   241 lrate =  1.0000000000 LL =  -1.9739384075 nd =  0.0002706526, D =   0.10077E+00  0.10077E+00  (133.31 s,  65.1 h)
+ iter   242 lrate =  1.0000000000 LL =  -1.9739286442 nd =  0.0002731090, D =   0.10082E+00  0.10082E+00  (125.33 s,  61.2 h)
+ iter   243 lrate =  1.0000000000 LL =  -1.9739187318 nd =  0.0002749424, D =   0.10086E+00  0.10086E+00  (126.94 s,  62.0 h)
+ iter   244 lrate =  1.0000000000 LL =  -1.9739086905 nd =  0.0002760545, D =   0.10091E+00  0.10091E+00  (123.72 s,  60.3 h)
+ iter   245 lrate =  1.0000000000 LL =  -1.9738985741 nd =  0.0002763101, D =   0.10096E+00  0.10096E+00  (132.08 s,  64.4 h)
+ iter   246 lrate =  1.0000000000 LL =  -1.9738884216 nd =  0.0002757062, D =   0.10100E+00  0.10100E+00  (123.34 s,  60.1 h)
+ iter   247 lrate =  1.0000000000 LL =  -1.9738782726 nd =  0.0002741610, D =   0.10105E+00  0.10105E+00  (131.36 s,  64.0 h)
+ iter   248 lrate =  1.0000000000 LL =  -1.9738682163 nd =  0.0002718368, D =   0.10109E+00  0.10109E+00  (124.03 s,  60.4 h)
+ iter   249 lrate =  1.0000000000 LL =  -1.9738582940 nd =  0.0002686052, D =   0.10113E+00  0.10113E+00  (125.95 s,  61.3 h)
+ iter   250 lrate =  1.0000000000 LL =  -1.9738485586 nd =  0.0002646031, D =   0.10117E+00  0.10117E+00  (120.58 s,  58.6 h)
+ iter   251 lrate =  1.0000000000 LL =  -1.9738390579 nd =  0.0002596992, D =   0.10121E+00  0.10121E+00  (127.32 s,  61.9 h)
+ iter   252 lrate =  1.0000000000 LL =  -1.9738298408 nd =  0.0002543359, D =   0.10125E+00  0.10125E+00  (117.68 s,  57.1 h)
+ iter   253 lrate =  1.0000000000 LL =  -1.9738210255 nd =  0.0002486546, D =   0.10129E+00  0.10129E+00  (116.64 s,  56.6 h)
+ iter   254 lrate =  1.0000000000 LL =  -1.9738126199 nd =  0.0002414261, D =   0.10132E+00  0.10132E+00  (116.70 s,  56.6 h)
+ iter   255 lrate =  1.0000000000 LL =  -1.9738045962 nd =  0.0002341145, D =   0.10136E+00  0.10136E+00  (118.39 s,  57.4 h)
+ iter   256 lrate =  1.0000000000 LL =  -1.9737969389 nd =  0.0002266332, D =   0.10139E+00  0.10139E+00  (116.53 s,  56.5 h)
+ iter   257 lrate =  1.0000000000 LL =  -1.9737896712 nd =  0.0002192202, D =   0.10142E+00  0.10142E+00  (117.33 s,  56.8 h)
+ iter   258 lrate =  1.0000000000 LL =  -1.9737827539 nd =  0.0002119231, D =   0.10145E+00  0.10145E+00  (119.01 s,  57.6 h)
+ iter   259 lrate =  1.0000000000 LL =  -1.9737762326 nd =  0.0002047756, D =   0.10147E+00  0.10147E+00  (121.07 s,  58.6 h)
+ iter   260 lrate =  1.0000000000 LL =  -1.9737700282 nd =  0.0001977028, D =   0.10150E+00  0.10150E+00  (116.83 s,  56.5 h)
+ iter   261 lrate =  1.0000000000 LL =  -1.9737641543 nd =  0.0001912327, D =   0.10152E+00  0.10152E+00  (126.28 s,  61.0 h)
+ iter   262 lrate =  1.0000000000 LL =  -1.9737585569 nd =  0.0001849415, D =   0.10155E+00  0.10155E+00  (115.43 s,  55.7 h)
+ iter   263 lrate =  1.0000000000 LL =  -1.9737532734 nd =  0.0001791366, D =   0.10157E+00  0.10157E+00  (124.88 s,  60.3 h)
+ iter   264 lrate =  1.0000000000 LL =  -1.9737482424 nd =  0.0001734997, D =   0.10159E+00  0.10159E+00  (117.90 s,  56.9 h)
+ iter   265 lrate =  1.0000000000 LL =  -1.9737434590 nd =  0.0001684629, D =   0.10161E+00  0.10161E+00  (114.29 s,  55.1 h)
+ iter   266 lrate =  1.0000000000 LL =  -1.9737388425 nd =  0.0001635999, D =   0.10164E+00  0.10164E+00  (119.23 s,  57.4 h)
+ iter   267 lrate =  1.0000000000 LL =  -1.9737344446 nd =  0.0001591792, D =   0.10165E+00  0.10165E+00  (116.18 s,  55.9 h)
+ iter   268 lrate =  1.0000000000 LL =  -1.9737302170 nd =  0.0001551044, D =   0.10167E+00  0.10167E+00  (119.01 s,  57.3 h)
+ iter   269 lrate =  1.0000000000 LL =  -1.9737261668 nd =  0.0001512134, D =   0.10169E+00  0.10169E+00  (115.83 s,  55.7 h)
+ iter   270 lrate =  1.0000000000 LL =  -1.9737222689 nd =  0.0001475786, D =   0.10171E+00  0.10171E+00  (118.16 s,  56.8 h)
+ iter   271 lrate =  1.0000000000 LL =  -1.9737185230 nd =  0.0001443766, D =   0.10173E+00  0.10173E+00  (127.91 s,  61.4 h)
+ iter   272 lrate =  1.0000000000 LL =  -1.9737148739 nd =  0.0001414417, D =   0.10175E+00  0.10175E+00  (114.77 s,  55.1 h)
+ iter   273 lrate =  1.0000000000 LL =  -1.9737113532 nd =  0.0001385429, D =   0.10176E+00  0.10176E+00  (116.09 s,  55.7 h)
+ iter   274 lrate =  1.0000000000 LL =  -1.9737079257 nd =  0.0001358058, D =   0.10178E+00  0.10178E+00  (114.64 s,  55.0 h)
+ iter   275 lrate =  1.0000000000 LL =  -1.9737046238 nd =  0.0001333025, D =   0.10179E+00  0.10179E+00  (119.32 s,  57.2 h)
+ iter   276 lrate =  1.0000000000 LL =  -1.9737013788 nd =  0.0001310210, D =   0.10181E+00  0.10181E+00  (114.98 s,  55.1 h)
+ iter   277 lrate =  1.0000000000 LL =  -1.9736982538 nd =  0.0001289205, D =   0.10182E+00  0.10182E+00  (117.71 s,  56.3 h)
+ iter   278 lrate =  1.0000000000 LL =  -1.9736951890 nd =  0.0001270296, D =   0.10183E+00  0.10183E+00  (119.29 s,  57.1 h)
+ iter   279 lrate =  1.0000000000 LL =  -1.9736922135 nd =  0.0001250912, D =   0.10184E+00  0.10184E+00  (119.76 s,  57.3 h)
+ iter   280 lrate =  1.0000000000 LL =  -1.9736892592 nd =  0.0001231565, D =   0.10186E+00  0.10186E+00  (116.13 s,  55.5 h)
+ iter   281 lrate =  1.0000000000 LL =  -1.9736864160 nd =  0.0001215523, D =   0.10187E+00  0.10187E+00  (123.46 s,  59.0 h)
+ iter   282 lrate =  1.0000000000 LL =  -1.9736835880 nd =  0.0001201228, D =   0.10189E+00  0.10189E+00  (114.24 s,  54.5 h)
+ iter   283 lrate =  1.0000000000 LL =  -1.9736808721 nd =  0.0001187670, D =   0.10189E+00  0.10189E+00  (114.69 s,  54.7 h)
+ iter   284 lrate =  1.0000000000 LL =  -1.9736781442 nd =  0.0001173669, D =   0.10191E+00  0.10191E+00  (114.41 s,  54.5 h)
+ iter   285 lrate =  1.0000000000 LL =  -1.9736755231 nd =  0.0001160803, D =   0.10192E+00  0.10192E+00  (110.26 s,  52.5 h)
+ iter   286 lrate =  1.0000000000 LL =  -1.9736728940 nd =  0.0001148350, D =   0.10194E+00  0.10194E+00  (111.61 s,  53.1 h)
+ iter   287 lrate =  1.0000000000 LL =  -1.9736703944 nd =  0.0001136473, D =   0.10194E+00  0.10194E+00  (120.12 s,  57.2 h)
+ iter   288 lrate =  1.0000000000 LL =  -1.9736678388 nd =  0.0001126478, D =   0.10196E+00  0.10196E+00  (112.86 s,  53.7 h)
+ iter   289 lrate =  1.0000000000 LL =  -1.9736654258 nd =  0.0001116438, D =   0.10197E+00  0.10197E+00  (118.18 s,  56.2 h)
+ iter   290 lrate =  1.0000000000 LL =  -1.9736629257 nd =  0.0001107450, D =   0.10198E+00  0.10198E+00  (113.35 s,  53.8 h)
+ iter   291 lrate =  1.0000000000 LL =  -1.9736606074 nd =  0.0001101535, D =   0.10199E+00  0.10199E+00  (126.74 s,  60.2 h)
+ iter   292 lrate =  1.0000000000 LL =  -1.9736581586 nd =  0.0001094828, D =   0.10201E+00  0.10201E+00  (112.84 s,  53.5 h)
+ iter   293 lrate =  1.0000000000 LL =  -1.9736559535 nd =  0.0001091330, D =   0.10201E+00  0.10201E+00  (101.02 s,  47.9 h)
+ iter   294 lrate =  1.0000000000 LL =  -1.9736535598 nd =  0.0001087129, D =   0.10203E+00  0.10203E+00  (113.42 s,  53.7 h)
+ iter   295 lrate =  1.0000000000 LL =  -1.9736514612 nd =  0.0001086036, D =   0.10204E+00  0.10204E+00  (110.13 s,  52.2 h)
+ iter   296 lrate =  1.0000000000 LL =  -1.9736490979 nd =  0.0001084496, D =   0.10206E+00  0.10206E+00  (112.00 s,  53.0 h)
+ iter   297 lrate =  1.0000000000 LL =  -1.9736471309 nd =  0.0001087553, D =   0.10206E+00  0.10206E+00  (113.78 s,  53.8 h)
+ iter   298 lrate =  1.0000000000 LL =  -1.9736448165 nd =  0.0001086905, D =   0.10208E+00  0.10208E+00  (105.43 s,  49.8 h)
+ iter   299 lrate =  1.0000000000 LL =  -1.9736430404 nd =  0.0001093902, D =   0.10208E+00  0.10208E+00  (111.06 s,  52.5 h)
+ iter   300 lrate =  1.0000000000 LL =  -1.9736406621 nd =  0.0001096501, D =   0.10211E+00  0.10211E+00  (111.87 s,  52.8 h)
+ iter   301 lrate =  1.0000000000 LL =  -1.9736384550 nd =  0.0001049728, D =   0.10211E+00  0.10211E+00  (119.66 s,  56.5 h)
+ iter   302 lrate =  1.0000000000 LL =  -1.9736362744 nd =  0.0001056075, D =   0.10211E+00  0.10211E+00  (115.19 s,  54.3 h)
+ iter   303 lrate =  1.0000000000 LL =  -1.9736347038 nd =  0.0001052653, D =   0.10211E+00  0.10211E+00  (109.74 s,  51.7 h)
+ iter   304 lrate =  1.0000000000 LL =  -1.9736332015 nd =  0.0001057023, D =   0.10211E+00  0.10211E+00  (107.36 s,  50.6 h)
+ iter   305 lrate =  1.0000000000 LL =  -1.9736317495 nd =  0.0001059540, D =   0.10211E+00  0.10211E+00  (112.16 s,  52.8 h)
+ iter   306 lrate =  1.0000000000 LL =  -1.9736303202 nd =  0.0001063150, D =   0.10211E+00  0.10211E+00  (109.78 s,  51.7 h)
+ iter   307 lrate =  1.0000000000 LL =  -1.9736279993 nd =  0.0001042040, D =   0.10214E+00  0.10214E+00  (112.28 s,  52.8 h)
+ iter   308 lrate =  1.0000000000 LL =  -1.9736256948 nd =  0.0001045879, D =   0.10215E+00  0.10215E+00  (108.07 s,  50.8 h)
+ iter   309 lrate =  1.0000000000 LL =  -1.9736233914 nd =  0.0001035784, D =   0.10216E+00  0.10216E+00  (106.96 s,  50.2 h)
+ iter   310 lrate =  1.0000000000 LL =  -1.9736210913 nd =  0.0001032928, D =   0.10217E+00  0.10217E+00  (109.06 s,  51.2 h)
+ iter   311 lrate =  1.0000000000 LL =  -1.9736187810 nd =  0.0001026803, D =   0.10219E+00  0.10219E+00  (115.54 s,  54.2 h)
+ iter   312 lrate =  1.0000000000 LL =  -1.9736164454 nd =  0.0001027550, D =   0.10220E+00  0.10220E+00  (111.11 s,  52.1 h)
+ iter   313 lrate =  1.0000000000 LL =  -1.9736142650 nd =  0.0001024175, D =   0.10221E+00  0.10221E+00  (111.80 s,  52.4 h)
+ iter   314 lrate =  1.0000000000 LL =  -1.9736121478 nd =  0.0001025450, D =   0.10223E+00  0.10223E+00  (107.68 s,  50.4 h)
+ iter   315 lrate =  1.0000000000 LL =  -1.9736100557 nd =  0.0001021858, D =   0.10225E+00  0.10225E+00  (114.14 s,  53.4 h)
+ iter   316 lrate =  1.0000000000 LL =  -1.9736079708 nd =  0.0001022499, D =   0.10226E+00  0.10226E+00  (115.18 s,  53.9 h)
+ iter   317 lrate =  1.0000000000 LL =  -1.9736058973 nd =  0.0001021798, D =   0.10228E+00  0.10228E+00  (109.64 s,  51.3 h)
+ iter   318 lrate =  1.0000000000 LL =  -1.9736038316 nd =  0.0001023962, D =   0.10229E+00  0.10229E+00  (109.87 s,  51.3 h)
+ iter   319 lrate =  1.0000000000 LL =  -1.9736017880 nd =  0.0001024520, D =   0.10231E+00  0.10231E+00  (114.63 s,  53.5 h)
+ iter   320 lrate =  1.0000000000 LL =  -1.9735997573 nd =  0.0001024575, D =   0.10232E+00  0.10232E+00  (113.52 s,  53.0 h)
+ iter   321 lrate =  1.0000000000 LL =  -1.9735977415 nd =  0.0001025042, D =   0.10234E+00  0.10234E+00  (116.28 s,  54.2 h)
+ iter   322 lrate =  1.0000000000 LL =  -1.9735957320 nd =  0.0001030284, D =   0.10235E+00  0.10235E+00  (112.78 s,  52.6 h)
+ iter   323 lrate =  1.0000000000 LL =  -1.9735937535 nd =  0.0001034014, D =   0.10237E+00  0.10237E+00  (105.36 s,  49.1 h)
+ iter   324 lrate =  1.0000000000 LL =  -1.9735917460 nd =  0.0001038360, D =   0.10239E+00  0.10239E+00  (109.01 s,  50.7 h)
+ iter   325 lrate =  1.0000000000 LL =  -1.9735898012 nd =  0.0001041351, D =   0.10240E+00  0.10240E+00  (108.92 s,  50.7 h)
+ iter   326 lrate =  1.0000000000 LL =  -1.9735878087 nd =  0.0001046070, D =   0.10242E+00  0.10242E+00  (110.29 s,  51.3 h)
+ iter   327 lrate =  1.0000000000 LL =  -1.9735858753 nd =  0.0001050735, D =   0.10244E+00  0.10244E+00  (109.40 s,  50.8 h)
+ iter   328 lrate =  1.0000000000 LL =  -1.9735839270 nd =  0.0001052265, D =   0.10246E+00  0.10246E+00  (105.91 s,  49.2 h)
+ iter   329 lrate =  1.0000000000 LL =  -1.9735820979 nd =  0.0001055251, D =   0.10247E+00  0.10247E+00  (112.07 s,  52.0 h)
+ iter   330 lrate =  1.0000000000 LL =  -1.9735801578 nd =  0.0001061323, D =   0.10249E+00  0.10249E+00  (111.73 s,  51.8 h)
+ iter   331 lrate =  1.0000000000 LL =  -1.9735784080 nd =  0.0001067048, D =   0.10250E+00  0.10250E+00  (119.67 s,  55.5 h)
+ iter   332 lrate =  1.0000000000 LL =  -1.9735764589 nd =  0.0001073081, D =   0.10253E+00  0.10253E+00  (111.10 s,  51.5 h)
+ iter   333 lrate =  1.0000000000 LL =  -1.9735747934 nd =  0.0001078022, D =   0.10254E+00  0.10254E+00  (112.78 s,  52.2 h)
+ iter   334 lrate =  1.0000000000 LL =  -1.9735728606 nd =  0.0001082686, D =   0.10256E+00  0.10256E+00  (114.06 s,  52.8 h)
+ iter   335 lrate =  1.0000000000 LL =  -1.9735713147 nd =  0.0001089770, D =   0.10257E+00  0.10257E+00  (113.44 s,  52.5 h)
+ iter   336 lrate =  1.0000000000 LL =  -1.9735693376 nd =  0.0001096940, D =   0.10259E+00  0.10259E+00  (110.47 s,  51.1 h)
+ iter   337 lrate =  1.0000000000 LL =  -1.9735679458 nd =  0.0001109530, D =   0.10260E+00  0.10260E+00  (112.97 s,  52.2 h)
+ iter   338 lrate =  1.0000000000 LL =  -1.9735658697 nd =  0.0001115607, D =   0.10263E+00  0.10263E+00  (109.04 s,  50.3 h)
+ iter   339 lrate =  1.0000000000 LL =  -1.9735645752 nd =  0.0001127161, D =   0.10264E+00  0.10264E+00  (112.27 s,  51.8 h)
+ iter   340 lrate =  1.0000000000 LL =  -1.9735623688 nd =  0.0001132738, D =   0.10267E+00  0.10267E+00  (100.87 s,  46.5 h)
+ iter   341 lrate =  1.0000000000 LL =  -1.9735610967 nd =  0.0001143355, D =   0.10268E+00  0.10268E+00  (112.44 s,  51.8 h)
+ iter   342 lrate =  1.0000000000 LL =  -1.9735587454 nd =  0.0001146884, D =   0.10271E+00  0.10271E+00  (104.81 s,  48.3 h)
+ iter   343 lrate =  1.0000000000 LL =  -1.9735574386 nd =  0.0001153786, D =   0.10272E+00  0.10272E+00  (105.48 s,  48.5 h)
+ iter   344 lrate =  1.0000000000 LL =  -1.9735549781 nd =  0.0001153552, D =   0.10275E+00  0.10275E+00  (105.85 s,  48.7 h)
+ iter   345 lrate =  1.0000000000 LL =  -1.9735535750 nd =  0.0001155877, D =   0.10275E+00  0.10275E+00  (108.45 s,  49.9 h)
+ iter   346 lrate =  1.0000000000 LL =  -1.9735510711 nd =  0.0001150680, D =   0.10279E+00  0.10279E+00  (108.41 s,  49.8 h)
+ iter   347 lrate =  1.0000000000 LL =  -1.9735495430 nd =  0.0001150641, D =   0.10279E+00  0.10279E+00  (105.96 s,  48.7 h)
+ iter   348 lrate =  1.0000000000 LL =  -1.9735470552 nd =  0.0001148866, D =   0.10282E+00  0.10282E+00  (106.67 s,  48.9 h)
+ iter   349 lrate =  1.0000000000 LL =  -1.9735454087 nd =  0.0001145713, D =   0.10283E+00  0.10283E+00  (103.44 s,  47.4 h)
+ iter   350 lrate =  1.0000000000 LL =  -1.9735429698 nd =  0.0001144014, D =   0.10286E+00  0.10286E+00  (108.60 s,  49.8 h)
+ iter   351 lrate =  1.0000000000 LL =  -1.9735412254 nd =  0.0001138383, D =   0.10287E+00  0.10287E+00  (116.21 s,  53.2 h)
+ iter   352 lrate =  1.0000000000 LL =  -1.9735388579 nd =  0.0001139432, D =   0.10290E+00  0.10290E+00  (108.11 s,  49.5 h)
+ iter   353 lrate =  1.0000000000 LL =  -1.9735370681 nd =  0.0001136277, D =   0.10290E+00  0.10290E+00  (105.16 s,  48.1 h)
+ iter   354 lrate =  1.0000000000 LL =  -1.9735347588 nd =  0.0001138236, D =   0.10293E+00  0.10293E+00  (109.47 s,  50.1 h)
+ iter   355 lrate =  1.0000000000 LL =  -1.9735329424 nd =  0.0001135478, D =   0.10294E+00  0.10294E+00  (107.72 s,  49.2 h)
+ iter   356 lrate =  1.0000000000 LL =  -1.9735307014 nd =  0.0001140245, D =   0.10297E+00  0.10297E+00  (104.90 s,  47.9 h)
+ iter   357 lrate =  1.0000000000 LL =  -1.9735288406 nd =  0.0001137372, D =   0.10298E+00  0.10298E+00  (106.22 s,  48.5 h)
+ iter   358 lrate =  1.0000000000 LL =  -1.9735266574 nd =  0.0001150157, D =   0.10301E+00  0.10301E+00  (108.96 s,  49.7 h)
+ iter   359 lrate =  1.0000000000 LL =  -1.9735247953 nd =  0.0001150352, D =   0.10301E+00  0.10301E+00  (102.73 s,  46.8 h)
+ iter   360 lrate =  1.0000000000 LL =  -1.9735226849 nd =  0.0001163487, D =   0.10304E+00  0.10304E+00  (106.96 s,  48.7 h)
+ iter   361 lrate =  1.0000000000 LL =  -1.9735208520 nd =  0.0001169927, D =   0.10305E+00  0.10305E+00  (114.34 s,  52.1 h)
+ iter   362 lrate =  1.0000000000 LL =  -1.9735188194 nd =  0.0001193639, D =   0.10307E+00  0.10307E+00  (108.54 s,  49.4 h)
+ iter   363 lrate =  1.0000000000 LL =  -1.9735170212 nd =  0.0001209486, D =   0.10308E+00  0.10308E+00  (108.60 s,  49.4 h)
+ iter   364 lrate =  1.0000000000 LL =  -1.9735150858 nd =  0.0001246489, D =   0.10310E+00  0.10310E+00  (105.42 s,  47.9 h)
+ iter   365 lrate =  1.0000000000 LL =  -1.9735133840 nd =  0.0001286714, D =   0.10311E+00  0.10311E+00  (107.90 s,  49.0 h)
+ iter   366 lrate =  1.0000000000 LL =  -1.9735115961 nd =  0.0001346569, D =   0.10314E+00  0.10314E+00  (110.49 s,  50.1 h)
+ iter   367 lrate =  1.0000000000 LL =  -1.9735099952 nd =  0.0001419988, D =   0.10315E+00  0.10315E+00  (106.13 s,  48.1 h)
+ iter   368 lrate =  1.0000000000 LL =  -1.9735083924 nd =  0.0001496271, D =   0.10317E+00  0.10317E+00  (110.83 s,  50.2 h)
+ iter   369 lrate =  1.0000000000 LL =  -1.9735069872 nd =  0.0001630492, D =   0.10318E+00  0.10318E+00  (108.06 s,  49.0 h)
+ iter   370 lrate =  1.0000000000 LL =  -1.9735057291 nd =  0.0001726393, D =   0.10320E+00  0.10320E+00  (109.70 s,  49.7 h)
+ iter   371 lrate =  1.0000000000 LL =  -1.9735046109 nd =  0.0001953313, D =   0.10321E+00  0.10321E+00  (117.04 s,  53.0 h)
+ iter   372 lrate =  1.0000000000 LL =  -1.9735039264 nd =  0.0002061307, D =   0.10323E+00  0.10323E+00  (117.18 s,  53.0 h)
+ iter   373 lrate =  1.0000000000 LL =  -1.9735032536 nd =  0.0002427776, D =   0.10324E+00  0.10324E+00  ( 90.96 s,  41.1 h)
+ iter   374 lrate =  1.0000000000 LL =  -1.9735035953 nd =  0.0002523417, D =   0.10325E+00  0.10325E+00  (116.09 s,  52.4 h)
+ iter   375 lrate =  0.6000000000 LL =  -1.9734985403 nd =  0.0002228709, D =   0.10326E+00  0.10326E+00  ( 99.63 s,  45.0 h)
+ iter   376 lrate =  0.7000000000 LL =  -1.9734954332 nd =  0.0001879537, D =   0.10327E+00  0.10327E+00  (106.05 s,  47.8 h)
+ iter   377 lrate =  0.8000000000 LL =  -1.9734931763 nd =  0.0001862322, D =   0.10328E+00  0.10328E+00  (111.42 s,  50.2 h)
+ iter   378 lrate =  0.9000000000 LL =  -1.9734917200 nd =  0.0001856561, D =   0.10329E+00  0.10329E+00  (103.59 s,  46.7 h)
+ iter   379 lrate =  1.0000000000 LL =  -1.9734906310 nd =  0.0002113404, D =   0.10330E+00  0.10330E+00  (110.42 s,  49.7 h)
+ iter   380 lrate =  1.0000000000 LL =  -1.9734903433 nd =  0.0002226719, D =   0.10332E+00  0.10332E+00  (109.30 s,  49.2 h)
+ iter   381 lrate =  1.0000000000 LL =  -1.9734896983 nd =  0.0002639731, D =   0.10333E+00  0.10333E+00  (117.12 s,  52.7 h)
+ iter   382 lrate =  1.0000000000 LL =  -1.9734906275 nd =  0.0002725474, D =   0.10334E+00  0.10334E+00  (110.86 s,  49.8 h)
+ iter   383 lrate =  0.6000000000 LL =  -1.9734847472 nd =  0.0002374477, D =   0.10335E+00  0.10335E+00  (107.49 s,  48.3 h)
+ iter   384 lrate =  0.7000000000 LL =  -1.9734814753 nd =  0.0001968056, D =   0.10336E+00  0.10336E+00  (110.90 s,  49.8 h)
+ iter   385 lrate =  0.8000000000 LL =  -1.9734790265 nd =  0.0001933030, D =   0.10337E+00  0.10337E+00  (116.29 s,  52.2 h)
+ iter   386 lrate =  0.9000000000 LL =  -1.9734775805 nd =  0.0001922632, D =   0.10338E+00  0.10338E+00  (107.54 s,  48.2 h)
+ iter   387 lrate =  1.0000000000 LL =  -1.9734764396 nd =  0.0002191538, D =   0.10339E+00  0.10339E+00  (106.74 s,  47.8 h)
+ iter   388 lrate =  1.0000000000 LL =  -1.9734762446 nd =  0.0002307430, D =   0.10340E+00  0.10340E+00  (112.08 s,  50.2 h)
+ iter   389 lrate =  1.0000000000 LL =  -1.9734755155 nd =  0.0002738939, D =   0.10341E+00  0.10341E+00  (112.66 s,  50.4 h)
+ iter   390 lrate =  1.0000000000 LL =  -1.9734766751 nd =  0.0002820864, D =   0.10342E+00  0.10342E+00  (113.92 s,  50.9 h)
+ iter   391 lrate =  0.5000000000 LL =  -1.9734667892 nd =  0.0001682500, D =   0.10342E+00  0.10342E+00  (122.92 s,  54.9 h)
+ iter   392 lrate =  0.5000000000 LL =  -1.9734632251 nd =  0.0001131476, D =   0.10343E+00  0.10343E+00  (111.39 s,  49.8 h)
+ iter   393 lrate =  0.5000000000 LL =  -1.9734611132 nd =  0.0000916892, D =   0.10344E+00  0.10344E+00  (113.32 s,  50.6 h)
+ iter   394 lrate =  0.5000000000 LL =  -1.9734593946 nd =  0.0000872763, D =   0.10345E+00  0.10345E+00  (110.74 s,  49.4 h)
+ iter   395 lrate =  0.5000000000 LL =  -1.9734578023 nd =  0.0000846644, D =   0.10346E+00  0.10346E+00  (110.65 s,  49.3 h)
+ iter   396 lrate =  0.5000000000 LL =  -1.9734562615 nd =  0.0000843678, D =   0.10346E+00  0.10346E+00  (114.08 s,  50.8 h)
+ iter   397 lrate =  0.5000000000 LL =  -1.9734547691 nd =  0.0000838038, D =   0.10347E+00  0.10347E+00  (113.47 s,  50.5 h)
+ iter   398 lrate =  0.5000000000 LL =  -1.9734533300 nd =  0.0000836339, D =   0.10348E+00  0.10348E+00  (113.28 s,  50.4 h)
+ iter   399 lrate =  0.5000000000 LL =  -1.9734519433 nd =  0.0000832971, D =   0.10349E+00  0.10349E+00  (113.17 s,  50.3 h)
+ iter   400 lrate =  0.5000000000 LL =  -1.9734506142 nd =  0.0000830622, D =   0.10349E+00  0.10349E+00  (113.54 s,  50.5 h)
+ iter   401 lrate =  0.5000000000 LL =  -1.9734496128 nd =  0.0000840610, D =   0.10349E+00  0.10349E+00  (120.19 s,  53.4 h)
+ iter   402 lrate =  0.5000000000 LL =  -1.9734486648 nd =  0.0000845641, D =   0.10349E+00  0.10349E+00  (120.55 s,  53.5 h)
+ iter   403 lrate =  0.5000000000 LL =  -1.9734477792 nd =  0.0000849720, D =   0.10349E+00  0.10349E+00  (113.07 s,  50.2 h)
+ iter   404 lrate =  0.5000000000 LL =  -1.9734469349 nd =  0.0000853256, D =   0.10349E+00  0.10349E+00  (113.78 s,  50.4 h)
+ iter   405 lrate =  0.5000000000 LL =  -1.9734461374 nd =  0.0000856244, D =   0.10349E+00  0.10349E+00  (118.60 s,  52.5 h)
+ iter   406 lrate =  0.5000000000 LL =  -1.9734453745 nd =  0.0000859315, D =   0.10349E+00  0.10349E+00  (118.54 s,  52.5 h)
+ iter   407 lrate =  0.5000000000 LL =  -1.9734443674 nd =  0.0000845956, D =   0.10351E+00  0.10351E+00  (123.34 s,  54.6 h)
+ iter   408 lrate =  0.5000000000 LL =  -1.9734433871 nd =  0.0000840893, D =   0.10352E+00  0.10352E+00  (115.09 s,  50.9 h)
+ iter   409 lrate =  0.5000000000 LL =  -1.9734424354 nd =  0.0000835333, D =   0.10353E+00  0.10353E+00  (123.35 s,  54.5 h)
+ iter   410 lrate =  0.5000000000 LL =  -1.9734414962 nd =  0.0000831048, D =   0.10354E+00  0.10354E+00  (121.36 s,  53.6 h)
+ iter   411 lrate =  0.5000000000 LL =  -1.9734405751 nd =  0.0000827001, D =   0.10354E+00  0.10354E+00  (126.54 s,  55.9 h)
+ iter   412 lrate =  0.5000000000 LL =  -1.9734396674 nd =  0.0000822855, D =   0.10355E+00  0.10355E+00  (121.40 s,  53.6 h)
+ iter   413 lrate =  0.5000000000 LL =  -1.9734387709 nd =  0.0000819277, D =   0.10355E+00  0.10355E+00  (122.47 s,  54.0 h)
+Exiting because likelihood increasing by less than   0.10000E-05 for more than      5 iterations ...
+... done. Execution time:  13.39 h 
+output directory = /net/store/nbp/projects/IntoTheWild/Daten/EEG/Lab/VP34/preprocessed/01Hz/amica/

WildLab_setsLab/VP34/preprocessed/causal/amica/qsub.sh

@@ -0,0 +1,7 @@
+#!/bin/bash
+#$ -cwd
+#$ -q all.q
+#$ -j y
+#$ -o /net/store/nbp/projects/IntoTheWild/Daten/EEG/Lab/VP34/preprocessed/01Hz/amica/ 
+#$ -e /net/store/nbp/projects/IntoTheWild/Daten/EEG/Lab/VP34/preprocessed/01Hz/amica/ 
+/net/store/nbp/projects/IntoTheWild/EEG_analysis/amica/amica12ubu64 /net/store/nbp/projects/IntoTheWild/Daten/EEG/Lab/VP34/preprocessed/01Hz/amica/input.param