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@@ -0,0 +1,551 @@
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+ 1 processor name = c01grid
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+ 1 host_num = -908815638
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+ This is MPI process 1 of 1 ; I am process 1 of
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+ 1 on node: c01grid
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+ 1 : node root process 1 of 1
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+Processing arguments ...
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+ num_files = 1
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+ FILES:
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+ /net/store/nbp/users/agert/nbp_intothewild/Analysis/EEG_analysis/tmpdata91338.f
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+ dt
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+ num_dir_files = 1
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+ initial matrix block_size = 128
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+ do_opt_block = 0
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+ number of models = 1
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+ number of density mixture components = 3
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+ pdf type = 0
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+ max_iter = 2000
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+ num_samples = 1
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+ data_dim = 123
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+ field_dim = 1517548
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+ do_history = 0
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+ histstep = 10
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+ share_comps = 0
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+ share_start = 100
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+ comp_thresh = 0.990000000000000
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+ share_int = 100
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+ initial lrate = 0.100000000000000
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+ minimum lrate = 1.000000000000000E-008
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+ lrate factor = 0.500000000000000
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+ initial rholrate = 5.000000000000000E-002
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+ rho0 = 1.50000000000000
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+ min rho = 1.00000000000000
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+ max rho = 2.00000000000000
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+ rho lrate factor = 0.500000000000000
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+ kurt_start = 3
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+ num kurt = 5
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+ kurt interval = 1
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+ do_newton = 1
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+ newt_start = 50
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+ newt_ramp = 10
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+ initial newton lrate = 1.00000000000000
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+ do_reject = 0
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+ num reject = 3
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+ reject sigma = 3.00000000000000
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+ reject start = 2
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+ reject interval = 3
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+ max_thrds = 4
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+ write step = 10
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+ write_nd = 1
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+ write_LLt = 1
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+ dec window = 1
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+ max_decs = 3
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+ fix_init = 0
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+ update_A = 1
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+ update_c = 1
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+ update_gm = 1
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+ update_alpha = 1
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+ update_mu = 1
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+ update_beta = 1
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+ invsigmax = 100.000000000000
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+ invsigmin = 0.000000000000000E+000
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+ do_rho = 1
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+ load_rej = 0
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+ load_A = 0
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+ load_c = 0
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+ load_gm = 0
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+ load_alpha = 0
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+ load_mu = 0
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+ load_beta = 0
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+ load_rho = 0
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+ load_comp_list = 0
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+ do_mean = 1
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+ do_sphere = 1
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+ doPCA = 1
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+ pcakeep = 123
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+ doscaling = 1
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+ scalestep = 1
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+ dble_data = 0
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+ do_approx_sphere = 1
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+ use_grad_norm = 1
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+ use_min_dll = 1
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+ print_debug = 0
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+ min dll = 1.000000000000000E-006
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+ min grad norm = 1.000000000000000E-006
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+ minimum data covariance eigenvalue = 1.000000000000000E-018
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+mkdir: cannot create directory ‘/net/store/nbp/projects/IntoTheWild/Daten/EEG/WLFO/VP52/preprocessed/01Hz/amica/’: File exists
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+ output directory =
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+ /net/store/nbp/projects/IntoTheWild/Daten/EEG/WLFO/VP52/preprocessed/01Hz/amica
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+ /
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+ 1 : setting num_thrds to 4 ...
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+ 1 : using 4 threads.
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+ 1 : node_thrds = 4
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+ i = 1 real ierr = 0
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+ bytes in real = 1
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+ 1 : REAL nbyte = 1
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+ getting segment list ...
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+ blocks in sample = 1517548
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+ total blocks = 1517548
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+ node blocks = 1517548
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+ node 1 start: file 1 sample 1 index
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+ 1
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+ node 1 stop : file 1 sample 1 index
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+ 1517548
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+ 1 : data = 6.16284036636353 5.36848497390747
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+ getting the mean ...
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+ mean = -2.487428727236531E-004 -6.996111070298499E-005
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+ 1.147630632160130E-004
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+ subtracting the mean ...
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+ getting the sphering matrix ...
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+ cnt = 1517548
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+ doing eig nx = 123 lwork = 151290
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+ minimum eigenvalues = 0.546024058819725 0.556639157931710
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+ 0.564120679343021
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+ maximum eigenvalues = 9414.67822273398 4272.00612914556
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+ 1918.27464751102
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+ num eigs kept = 123
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+ numeigs = 123
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+ sphering the data ...
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+ 1 Allocating variables ...
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+ 1 : Initializing variables ...
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+ 1 : block size = 128
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+ 1 : entering the main loop ...
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+ iter 1 lrate = 0.1000000000 LL = -2.5390565673 nd = 0.0386591481, D = 0.62722E-01 0.62722E-01 ( 39.11 s, 21.7 h)
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+ iter 2 lrate = 0.1000000000 LL = -2.3209786673 nd = 0.0373483868, D = 0.49176E-01 0.49176E-01 ( 44.70 s, 24.8 h)
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+ iter 3 lrate = 0.1000000000 LL = -2.2493715123 nd = 0.0400479483, D = 0.15549E+00 0.15549E+00 ( 39.65 s, 22.0 h)
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+ iter 4 lrate = 0.1000000000 LL = -2.2148423266 nd = 0.0364258552, D = 0.61381E+00 0.61381E+00 ( 33.08 s, 18.3 h)
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+ iter 5 lrate = 0.1000000000 LL = -2.1950112092 nd = 0.0291702488, D = 0.13002E+01 0.13002E+01 ( 38.52 s, 21.3 h)
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+ iter 6 lrate = 0.1000000000 LL = -2.1833459745 nd = 0.0220884447, D = 0.19886E+01 0.19886E+01 ( 45.78 s, 25.4 h)
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+ iter 7 lrate = 0.1000000000 LL = -2.1762282539 nd = 0.0173753128, D = 0.25643E+01 0.25643E+01 ( 44.72 s, 24.8 h)
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+ iter 8 lrate = 0.1000000000 LL = -2.1714446274 nd = 0.0146339399, D = 0.30250E+01 0.30250E+01 ( 45.52 s, 25.2 h)
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+ iter 9 lrate = 0.1000000000 LL = -2.1680441371 nd = 0.0140568524, D = 0.33997E+01 0.33997E+01 ( 45.74 s, 25.3 h)
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+ iter 10 lrate = 0.1000000000 LL = -2.1656662452 nd = 0.0159740482, D = 0.37032E+01 0.37032E+01 ( 34.51 s, 19.1 h)
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+ iter 11 lrate = 0.1000000000 LL = -2.1642398179 nd = 0.0224395186, D = 0.39515E+01 0.39515E+01 ( 55.40 s, 30.6 h)
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+ iter 12 lrate = 0.1000000000 LL = -2.1642129520 nd = 0.0302267900, D = 0.41593E+01 0.41593E+01 ( 35.42 s, 19.6 h)
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+ iter 13 lrate = 0.1000000000 LL = -2.1637302900 nd = 0.0293682091, D = 0.43260E+01 0.43260E+01 ( 30.64 s, 16.9 h)
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+ iter 14 lrate = 0.1000000000 LL = -2.1614754772 nd = 0.0233347088, D = 0.44479E+01 0.44479E+01 ( 27.74 s, 15.3 h)
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+ iter 15 lrate = 0.1000000000 LL = -2.1596105908 nd = 0.0229573047, D = 0.45447E+01 0.45447E+01 ( 42.46 s, 23.4 h)
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+ iter 16 lrate = 0.1000000000 LL = -2.1592530850 nd = 0.0274056116, D = 0.46338E+01 0.46338E+01 ( 42.21 s, 23.3 h)
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+ iter 17 lrate = 0.1000000000 LL = -2.1594560863 nd = 0.0317043164, D = 0.47059E+01 0.47059E+01 ( 41.40 s, 22.8 h)
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+ Likelihood decreasing!
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+ iter 18 lrate = 0.1000000000 LL = -2.1592102887 nd = 0.0316538982, D = 0.47647E+01 0.47647E+01 ( 35.45 s, 19.5 h)
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+ iter 19 lrate = 0.1000000000 LL = -2.1580357002 nd = 0.0305034387, D = 0.48024E+01 0.48024E+01 ( 41.34 s, 22.8 h)
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+ iter 20 lrate = 0.1000000000 LL = -2.1573600763 nd = 0.0314395781, D = 0.48364E+01 0.48364E+01 ( 34.98 s, 19.2 h)
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+ iter 21 lrate = 0.1000000000 LL = -2.1570774532 nd = 0.0335126812, D = 0.48655E+01 0.48655E+01 ( 47.16 s, 25.9 h)
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+ iter 22 lrate = 0.1000000000 LL = -2.1570926433 nd = 0.0347621888, D = 0.48896E+01 0.48896E+01 ( 46.85 s, 25.7 h)
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+ Likelihood decreasing!
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+ iter 23 lrate = 0.1000000000 LL = -2.1564790270 nd = 0.0339622209, D = 0.49034E+01 0.49034E+01 ( 37.78 s, 20.7 h)
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+ iter 24 lrate = 0.1000000000 LL = -2.1557578021 nd = 0.0336861045, D = 0.49125E+01 0.49125E+01 ( 36.99 s, 20.3 h)
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+ iter 25 lrate = 0.1000000000 LL = -2.1553724673 nd = 0.0351677780, D = 0.49193E+01 0.49193E+01 ( 43.47 s, 23.8 h)
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+ iter 26 lrate = 0.1000000000 LL = -2.1554814043 nd = 0.0371589199, D = 0.49272E+01 0.49272E+01 ( 40.48 s, 22.2 h)
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+ Likelihood decreasing!
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+ iter 27 lrate = 0.0500000000 LL = -2.1504318488 nd = 0.0085410589, D = 0.49001E+01 0.49001E+01 ( 34.29 s, 18.8 h)
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+ iter 28 lrate = 0.0500000000 LL = -2.1498218035 nd = 0.0146589169, D = 0.48998E+01 0.48998E+01 ( 32.72 s, 17.9 h)
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+ iter 29 lrate = 0.0500000000 LL = -2.1499136975 nd = 0.0187244509, D = 0.49018E+01 0.49018E+01 ( 33.94 s, 18.6 h)
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+ Likelihood decreasing!
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+ iter 30 lrate = 0.0500000000 LL = -2.1495624967 nd = 0.0192850519, D = 0.49028E+01 0.49028E+01 ( 33.77 s, 18.5 h)
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+ iter 31 lrate = 0.0500000000 LL = -2.1494115038 nd = 0.0196249580, D = 0.49041E+01 0.49041E+01 ( 31.58 s, 17.3 h)
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+ iter 32 lrate = 0.0500000000 LL = -2.1490679629 nd = 0.0198736226, D = 0.49041E+01 0.49041E+01 ( 39.04 s, 21.3 h)
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+ iter 33 lrate = 0.0500000000 LL = -2.1489349881 nd = 0.0200879412, D = 0.49045E+01 0.49045E+01 ( 41.61 s, 22.7 h)
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+ iter 34 lrate = 0.0500000000 LL = -2.1486020107 nd = 0.0201751830, D = 0.49035E+01 0.49035E+01 ( 32.60 s, 17.8 h)
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+ iter 35 lrate = 0.0500000000 LL = -2.1484772406 nd = 0.0203331346, D = 0.49029E+01 0.49029E+01 ( 29.86 s, 16.3 h)
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+ iter 36 lrate = 0.0500000000 LL = -2.1481621751 nd = 0.0203822639, D = 0.49010E+01 0.49010E+01 ( 28.06 s, 15.3 h)
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+ iter 37 lrate = 0.0500000000 LL = -2.1480505945 nd = 0.0205158414, D = 0.48994E+01 0.48994E+01 ( 33.87 s, 18.5 h)
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+ iter 38 lrate = 0.0500000000 LL = -2.1477571694 nd = 0.0205460449, D = 0.48966E+01 0.48966E+01 ( 31.60 s, 17.2 h)
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+ iter 39 lrate = 0.0500000000 LL = -2.1476539310 nd = 0.0206597929, D = 0.48942E+01 0.48942E+01 ( 19.78 s, 10.8 h)
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+ iter 40 lrate = 0.0500000000 LL = -2.1473770645 nd = 0.0206729235, D = 0.48906E+01 0.48906E+01 ( 19.73 s, 10.7 h)
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+ iter 41 lrate = 0.0500000000 LL = -2.1472802591 nd = 0.0207738639, D = 0.48874E+01 0.48874E+01 ( 42.62 s, 23.2 h)
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+ iter 42 lrate = 0.0500000000 LL = -2.1470186752 nd = 0.0207753493, D = 0.48831E+01 0.48831E+01 ( 36.63 s, 19.9 h)
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+ iter 43 lrate = 0.0500000000 LL = -2.1469268780 nd = 0.0208628573, D = 0.48792E+01 0.48792E+01 ( 40.09 s, 21.8 h)
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+ iter 44 lrate = 0.0500000000 LL = -2.1466794054 nd = 0.0208530802, D = 0.48744E+01 0.48744E+01 ( 44.98 s, 24.4 h)
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+ iter 45 lrate = 0.0500000000 LL = -2.1465903833 nd = 0.0209251435, D = 0.48699E+01 0.48699E+01 ( 40.20 s, 21.8 h)
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+ iter 46 lrate = 0.0500000000 LL = -2.1463550827 nd = 0.0209012572, D = 0.48645E+01 0.48645E+01 ( 29.11 s, 15.8 h)
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+ iter 47 lrate = 0.0500000000 LL = -2.1462681905 nd = 0.0209583938, D = 0.48595E+01 0.48595E+01 ( 21.01 s, 11.4 h)
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+ iter 48 lrate = 0.0500000000 LL = -2.1460446137 nd = 0.0209244382, D = 0.48537E+01 0.48537E+01 ( 39.86 s, 21.6 h)
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+ iter 49 lrate = 0.0500000000 LL = -2.1459595044 nd = 0.0209687084, D = 0.48482E+01 0.48482E+01 ( 39.69 s, 21.5 h)
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+ iter 50 lrate = 0.0500000000 LL = -2.1457469174 nd = 0.0019624308, D = 0.48421E+01 0.48421E+01 ( 32.70 s, 17.7 h)
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+ Starting Newton ... setting numdecs to 0
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+ iter 51 lrate = 0.1000000000 LL = -2.1455772184 nd = 0.0019503760, D = 0.48375E+01 0.48375E+01 ( 59.06 s, 32.0 h)
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+ iter 52 lrate = 0.2000000000 LL = -2.1452832239 nd = 0.0019220037, D = 0.48286E+01 0.48286E+01 ( 47.92 s, 25.9 h)
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+ iter 53 lrate = 0.3000000000 LL = -2.1448927415 nd = 0.0018801689, D = 0.48155E+01 0.48155E+01 ( 33.97 s, 18.4 h)
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+ iter 54 lrate = 0.4000000000 LL = -2.1444423880 nd = 0.0018303154, D = 0.47985E+01 0.47985E+01 ( 49.48 s, 26.7 h)
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+ iter 55 lrate = 0.5000000000 LL = -2.1439629043 nd = 0.0017775718, D = 0.47776E+01 0.47776E+01 ( 47.63 s, 25.7 h)
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+ iter 56 lrate = 0.6000000000 LL = -2.1434754704 nd = 0.0017267074, D = 0.47528E+01 0.47528E+01 ( 32.24 s, 17.4 h)
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+ iter 57 lrate = 0.7000000000 LL = -2.1429814243 nd = 0.0016794235, D = 0.47243E+01 0.47243E+01 ( 43.55 s, 23.5 h)
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+ iter 58 lrate = 0.8000000000 LL = -2.1424542367 nd = 0.0016336597, D = 0.46922E+01 0.46922E+01 ( 55.90 s, 30.2 h)
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+ iter 59 lrate = 0.9000000000 LL = -2.1418881492 nd = 0.0015832821, D = 0.46567E+01 0.46567E+01 ( 53.02 s, 28.6 h)
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+ iter 60 lrate = 1.0000000000 LL = -2.1412893789 nd = 0.0015232449, D = 0.46186E+01 0.46186E+01 ( 43.46 s, 23.4 h)
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+ iter 61 lrate = 1.0000000000 LL = -2.1407213193 nd = 0.0014611152, D = 0.45822E+01 0.45822E+01 ( 65.65 s, 35.4 h)
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+ iter 62 lrate = 1.0000000000 LL = -2.1401860968 nd = 0.0014081249, D = 0.45478E+01 0.45478E+01 ( 54.38 s, 29.3 h)
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+ iter 63 lrate = 1.0000000000 LL = -2.1396828443 nd = 0.0013638290, D = 0.45150E+01 0.45150E+01 ( 59.91 s, 32.2 h)
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+ iter 64 lrate = 1.0000000000 LL = -2.1392156859 nd = 0.0013213554, D = 0.44833E+01 0.44833E+01 ( 33.91 s, 18.2 h)
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+ iter 65 lrate = 1.0000000000 LL = -2.1387889561 nd = 0.0012894268, D = 0.44517E+01 0.44517E+01 ( 42.68 s, 22.9 h)
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+ iter 66 lrate = 1.0000000000 LL = -2.1383898404 nd = 0.0012772182, D = 0.44192E+01 0.44192E+01 ( 59.85 s, 32.2 h)
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+ iter 67 lrate = 1.0000000000 LL = -2.1380033292 nd = 0.0012743462, D = 0.43857E+01 0.43857E+01 ( 32.17 s, 17.3 h)
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+ iter 68 lrate = 1.0000000000 LL = -2.1376241602 nd = 0.0012675795, D = 0.43513E+01 0.43513E+01 ( 61.31 s, 32.9 h)
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+ iter 69 lrate = 1.0000000000 LL = -2.1372541901 nd = 0.0012469502, D = 0.43165E+01 0.43165E+01 ( 54.36 s, 29.2 h)
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+ iter 70 lrate = 1.0000000000 LL = -2.1368992578 nd = 0.0012063990, D = 0.42818E+01 0.42818E+01 ( 57.98 s, 31.1 h)
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+ iter 71 lrate = 1.0000000000 LL = -2.1365677941 nd = 0.0011448038, D = 0.42483E+01 0.42483E+01 ( 41.51 s, 22.2 h)
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+ iter 72 lrate = 1.0000000000 LL = -2.1362670111 nd = 0.0010726091, D = 0.42169E+01 0.42169E+01 ( 36.22 s, 19.4 h)
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+ iter 73 lrate = 1.0000000000 LL = -2.1359996034 nd = 0.0009967379, D = 0.41883E+01 0.41883E+01 ( 47.86 s, 25.6 h)
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+ iter 74 lrate = 1.0000000000 LL = -2.1357651149 nd = 0.0009275637, D = 0.41628E+01 0.41628E+01 ( 42.13 s, 22.5 h)
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+ iter 75 lrate = 1.0000000000 LL = -2.1355591007 nd = 0.0008698738, D = 0.41401E+01 0.41401E+01 ( 66.28 s, 35.4 h)
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+ iter 76 lrate = 1.0000000000 LL = -2.1353759052 nd = 0.0008235406, D = 0.41196E+01 0.41196E+01 ( 55.09 s, 29.4 h)
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+ iter 77 lrate = 1.0000000000 LL = -2.1352103651 nd = 0.0007866266, D = 0.41009E+01 0.41009E+01 ( 39.55 s, 21.1 h)
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+ iter 78 lrate = 1.0000000000 LL = -2.1350588908 nd = 0.0007566834, D = 0.40835E+01 0.40835E+01 ( 52.79 s, 28.2 h)
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+ iter 79 lrate = 1.0000000000 LL = -2.1349185601 nd = 0.0007319836, D = 0.40673E+01 0.40673E+01 ( 50.61 s, 27.0 h)
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+ iter 80 lrate = 1.0000000000 LL = -2.1347876649 nd = 0.0007090238, D = 0.40518E+01 0.40518E+01 ( 51.15 s, 27.3 h)
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+ iter 81 lrate = 1.0000000000 LL = -2.1346650582 nd = 0.0006882022, D = 0.40372E+01 0.40372E+01 ( 72.70 s, 38.8 h)
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+ iter 82 lrate = 1.0000000000 LL = -2.1345498871 nd = 0.0006684609, D = 0.40231E+01 0.40231E+01 ( 54.08 s, 28.8 h)
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+ iter 83 lrate = 1.0000000000 LL = -2.1344412581 nd = 0.0006493945, D = 0.40096E+01 0.40096E+01 ( 55.37 s, 29.5 h)
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+ iter 84 lrate = 1.0000000000 LL = -2.1343386621 nd = 0.0006320804, D = 0.39966E+01 0.39966E+01 ( 47.43 s, 25.2 h)
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+ iter 85 lrate = 1.0000000000 LL = -2.1342413741 nd = 0.0006157248, D = 0.39841E+01 0.39841E+01 ( 40.73 s, 21.7 h)
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+ iter 86 lrate = 1.0000000000 LL = -2.1341488964 nd = 0.0006002455, D = 0.39720E+01 0.39720E+01 ( 41.80 s, 22.2 h)
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+ iter 87 lrate = 1.0000000000 LL = -2.1340609403 nd = 0.0005844868, D = 0.39603E+01 0.39603E+01 ( 40.55 s, 21.5 h)
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+ iter 88 lrate = 1.0000000000 LL = -2.1339770891 nd = 0.0005694456, D = 0.39491E+01 0.39491E+01 ( 40.63 s, 21.6 h)
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+ iter 89 lrate = 1.0000000000 LL = -2.1338971314 nd = 0.0005550355, D = 0.39382E+01 0.39382E+01 ( 39.48 s, 21.0 h)
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+ iter 90 lrate = 1.0000000000 LL = -2.1338207578 nd = 0.0005421826, D = 0.39278E+01 0.39278E+01 ( 42.01 s, 22.3 h)
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+ iter 91 lrate = 1.0000000000 LL = -2.1337476198 nd = 0.0005293602, D = 0.39177E+01 0.39177E+01 ( 51.90 s, 27.5 h)
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+ iter 92 lrate = 1.0000000000 LL = -2.1336775480 nd = 0.0005185794, D = 0.39079E+01 0.39079E+01 ( 42.24 s, 22.4 h)
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+ iter 93 lrate = 1.0000000000 LL = -2.1336102086 nd = 0.0005094536, D = 0.38984E+01 0.38984E+01 ( 51.33 s, 27.2 h)
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+ iter 94 lrate = 1.0000000000 LL = -2.1335452523 nd = 0.0005016880, D = 0.38892E+01 0.38892E+01 ( 43.85 s, 23.2 h)
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+ iter 95 lrate = 1.0000000000 LL = -2.1334824180 nd = 0.0004954031, D = 0.38803E+01 0.38803E+01 ( 38.33 s, 20.3 h)
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+ iter 96 lrate = 1.0000000000 LL = -2.1334214038 nd = 0.0004900609, D = 0.38716E+01 0.38716E+01 ( 35.50 s, 18.8 h)
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+ iter 97 lrate = 1.0000000000 LL = -2.1333620711 nd = 0.0004860644, D = 0.38632E+01 0.38632E+01 ( 39.68 s, 21.0 h)
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+ iter 98 lrate = 1.0000000000 LL = -2.1333042102 nd = 0.0004821853, D = 0.38550E+01 0.38550E+01 ( 29.93 s, 15.8 h)
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+ iter 99 lrate = 1.0000000000 LL = -2.1332477550 nd = 0.0004798895, D = 0.38470E+01 0.38470E+01 ( 41.43 s, 21.9 h)
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+ iter 100 lrate = 1.0000000000 LL = -2.1331924594 nd = 0.0004776838, D = 0.38392E+01 0.38392E+01 ( 29.85 s, 15.8 h)
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+ iter 101 lrate = 1.0000000000 LL = -2.1331849203 nd = 0.0004832817, D = 0.38392E+01 0.38392E+01 ( 42.79 s, 22.6 h)
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+ iter 102 lrate = 1.0000000000 LL = -2.1331779107 nd = 0.0004868861, D = 0.38392E+01 0.38392E+01 ( 25.52 s, 13.5 h)
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+ iter 103 lrate = 1.0000000000 LL = -2.1331711476 nd = 0.0004896132, D = 0.38392E+01 0.38392E+01 ( 22.08 s, 11.6 h)
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+ iter 104 lrate = 1.0000000000 LL = -2.1331645671 nd = 0.0004917557, D = 0.38392E+01 0.38392E+01 ( 24.56 s, 12.9 h)
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+ iter 105 lrate = 1.0000000000 LL = -2.1331581182 nd = 0.0004936169, D = 0.38392E+01 0.38392E+01 ( 32.39 s, 17.1 h)
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+ iter 106 lrate = 1.0000000000 LL = -2.1331518114 nd = 0.0004952589, D = 0.38392E+01 0.38392E+01 ( 31.37 s, 16.5 h)
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+ iter 107 lrate = 1.0000000000 LL = -2.1330973113 nd = 0.0004901234, D = 0.38318E+01 0.38318E+01 ( 22.12 s, 11.6 h)
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+ iter 108 lrate = 1.0000000000 LL = -2.1330440091 nd = 0.0004872456, D = 0.38245E+01 0.38245E+01 ( 29.55 s, 15.5 h)
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+ iter 109 lrate = 1.0000000000 LL = -2.1329918415 nd = 0.0004856707, D = 0.38174E+01 0.38174E+01 ( 35.64 s, 18.7 h)
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+ iter 110 lrate = 1.0000000000 LL = -2.1329405831 nd = 0.0004849419, D = 0.38104E+01 0.38104E+01 ( 52.25 s, 27.4 h)
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+ iter 111 lrate = 1.0000000000 LL = -2.1328902030 nd = 0.0004856512, D = 0.38036E+01 0.38036E+01 ( 53.55 s, 28.1 h)
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+ iter 112 lrate = 1.0000000000 LL = -2.1328406983 nd = 0.0004869483, D = 0.37969E+01 0.37969E+01 ( 55.00 s, 28.8 h)
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+ iter 113 lrate = 1.0000000000 LL = -2.1327920192 nd = 0.0004899396, D = 0.37904E+01 0.37904E+01 ( 48.73 s, 25.5 h)
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+ iter 114 lrate = 1.0000000000 LL = -2.1327442651 nd = 0.0004942221, D = 0.37840E+01 0.37840E+01 ( 49.52 s, 25.9 h)
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+ iter 115 lrate = 1.0000000000 LL = -2.1326974205 nd = 0.0005014735, D = 0.37777E+01 0.37777E+01 ( 42.39 s, 22.2 h)
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+ iter 116 lrate = 1.0000000000 LL = -2.1326514762 nd = 0.0005108309, D = 0.37716E+01 0.37716E+01 ( 46.91 s, 24.5 h)
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+ iter 117 lrate = 1.0000000000 LL = -2.1326064612 nd = 0.0005252167, D = 0.37656E+01 0.37656E+01 ( 37.40 s, 19.6 h)
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+ iter 118 lrate = 1.0000000000 LL = -2.1325624586 nd = 0.0005434732, D = 0.37597E+01 0.37597E+01 ( 23.79 s, 12.4 h)
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+ iter 119 lrate = 1.0000000000 LL = -2.1325194890 nd = 0.0005687891, D = 0.37540E+01 0.37540E+01 ( 42.77 s, 22.3 h)
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+ iter 120 lrate = 1.0000000000 LL = -2.1324776277 nd = 0.0006000149, D = 0.37483E+01 0.37483E+01 ( 36.11 s, 18.9 h)
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+ iter 121 lrate = 1.0000000000 LL = -2.1324370834 nd = 0.0006409677, D = 0.37428E+01 0.37428E+01 ( 61.47 s, 32.1 h)
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+ iter 122 lrate = 1.0000000000 LL = -2.1323979603 nd = 0.0006899531, D = 0.37373E+01 0.37373E+01 ( 42.69 s, 22.3 h)
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+ iter 123 lrate = 1.0000000000 LL = -2.1323603018 nd = 0.0007503049, D = 0.37319E+01 0.37319E+01 ( 40.52 s, 21.1 h)
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+ iter 124 lrate = 1.0000000000 LL = -2.1323245961 nd = 0.0008196358, D = 0.37267E+01 0.37267E+01 ( 53.81 s, 28.0 h)
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+ iter 125 lrate = 1.0000000000 LL = -2.1322906460 nd = 0.0009003870, D = 0.37215E+01 0.37215E+01 ( 41.57 s, 21.7 h)
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+ iter 126 lrate = 1.0000000000 LL = -2.1322590357 nd = 0.0009872507, D = 0.37163E+01 0.37163E+01 ( 58.45 s, 30.4 h)
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+ iter 127 lrate = 1.0000000000 LL = -2.1322287914 nd = 0.0010822778, D = 0.37113E+01 0.37113E+01 ( 52.59 s, 27.4 h)
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+ iter 128 lrate = 1.0000000000 LL = -2.1322015528 nd = 0.0011743670, D = 0.37063E+01 0.37063E+01 ( 38.43 s, 20.0 h)
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+ iter 129 lrate = 1.0000000000 LL = -2.1321734917 nd = 0.0012663097, D = 0.37012E+01 0.37012E+01 ( 44.87 s, 23.3 h)
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+ iter 130 lrate = 1.0000000000 LL = -2.1321486208 nd = 0.0013374259, D = 0.36963E+01 0.36963E+01 ( 41.99 s, 21.8 h)
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+ iter 131 lrate = 1.0000000000 LL = -2.1321180012 nd = 0.0013938245, D = 0.36912E+01 0.36912E+01 ( 71.83 s, 37.3 h)
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+ iter 132 lrate = 1.0000000000 LL = -2.1320909124 nd = 0.0014035549, D = 0.36862E+01 0.36862E+01 ( 56.54 s, 29.3 h)
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+ iter 133 lrate = 1.0000000000 LL = -2.1320505075 nd = 0.0013889978, D = 0.36809E+01 0.36809E+01 ( 37.04 s, 19.2 h)
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+ iter 134 lrate = 1.0000000000 LL = -2.1320181741 nd = 0.0013377680, D = 0.36761E+01 0.36761E+01 ( 48.05 s, 24.9 h)
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+ iter 135 lrate = 1.0000000000 LL = -2.1319717300 nd = 0.0012902843, D = 0.36708E+01 0.36708E+01 ( 62.85 s, 32.6 h)
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+ iter 136 lrate = 1.0000000000 LL = -2.1319415943 nd = 0.0012420500, D = 0.36663E+01 0.36663E+01 ( 51.77 s, 26.8 h)
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+ iter 137 lrate = 1.0000000000 LL = -2.1318979243 nd = 0.0012131801, D = 0.36614E+01 0.36614E+01 ( 43.74 s, 22.6 h)
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+ iter 138 lrate = 1.0000000000 LL = -2.1318732877 nd = 0.0011862257, D = 0.36572E+01 0.36572E+01 ( 57.39 s, 29.7 h)
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+ iter 139 lrate = 1.0000000000 LL = -2.1318324848 nd = 0.0011790541, D = 0.36524E+01 0.36524E+01 ( 41.75 s, 21.6 h)
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+ iter 140 lrate = 1.0000000000 LL = -2.1318135136 nd = 0.0011639944, D = 0.36484E+01 0.36484E+01 ( 57.44 s, 29.7 h)
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+ iter 141 lrate = 1.0000000000 LL = -2.1317736890 nd = 0.0011710409, D = 0.36436E+01 0.36436E+01 ( 46.74 s, 24.1 h)
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+ iter 142 lrate = 1.0000000000 LL = -2.1317608497 nd = 0.0011585064, D = 0.36397E+01 0.36397E+01 ( 46.86 s, 24.2 h)
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+ iter 143 lrate = 1.0000000000 LL = -2.1317203080 nd = 0.0011767091, D = 0.36348E+01 0.36348E+01 ( 33.66 s, 17.4 h)
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+ iter 144 lrate = 1.0000000000 LL = -2.1317150843 nd = 0.0011597243, D = 0.36311E+01 0.36311E+01 ( 54.34 s, 28.0 h)
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+ iter 145 lrate = 1.0000000000 LL = -2.1316724742 nd = 0.0011917597, D = 0.36261E+01 0.36261E+01 ( 51.18 s, 26.4 h)
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+ iter 146 lrate = 1.0000000000 LL = -2.1316770319 nd = 0.0011625727, D = 0.36224E+01 0.36224E+01 ( 62.99 s, 32.4 h)
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+ Likelihood decreasing!
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+ iter 147 lrate = 0.6000000000 LL = -2.1315872970 nd = 0.0005390814, D = 0.36180E+01 0.36180E+01 ( 48.38 s, 24.9 h)
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+ iter 148 lrate = 0.7000000000 LL = -2.1315631484 nd = 0.0004373942, D = 0.36155E+01 0.36155E+01 ( 50.78 s, 26.1 h)
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+ iter 149 lrate = 0.8000000000 LL = -2.1315393968 nd = 0.0004263202, D = 0.36125E+01 0.36125E+01 ( 35.00 s, 18.0 h)
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+ iter 150 lrate = 0.9000000000 LL = -2.1315189889 nd = 0.0004065259, D = 0.36090E+01 0.36090E+01 ( 57.61 s, 29.6 h)
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+ iter 151 lrate = 1.0000000000 LL = -2.1314967303 nd = 0.0004317606, D = 0.36051E+01 0.36051E+01 ( 58.75 s, 30.2 h)
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+ iter 152 lrate = 1.0000000000 LL = -2.1314784007 nd = 0.0004265967, D = 0.36011E+01 0.36011E+01 ( 59.99 s, 30.8 h)
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+ iter 153 lrate = 1.0000000000 LL = -2.1314571497 nd = 0.0004686159, D = 0.35970E+01 0.35970E+01 ( 51.93 s, 26.6 h)
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+ iter 154 lrate = 1.0000000000 LL = -2.1314417001 nd = 0.0004570228, D = 0.35928E+01 0.35928E+01 ( 46.70 s, 23.9 h)
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+ iter 155 lrate = 1.0000000000 LL = -2.1314209452 nd = 0.0005191569, D = 0.35886E+01 0.35886E+01 ( 52.34 s, 26.8 h)
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+ iter 156 lrate = 1.0000000000 LL = -2.1314089457 nd = 0.0004963830, D = 0.35843E+01 0.35843E+01 ( 49.31 s, 25.3 h)
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+ iter 157 lrate = 1.0000000000 LL = -2.1313878758 nd = 0.0005812991, D = 0.35800E+01 0.35800E+01 ( 41.51 s, 21.3 h)
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+ iter 158 lrate = 1.0000000000 LL = -2.1313799924 nd = 0.0005434067, D = 0.35756E+01 0.35756E+01 ( 40.71 s, 20.8 h)
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+ iter 159 lrate = 1.0000000000 LL = -2.1313574541 nd = 0.0006508920, D = 0.35712E+01 0.35712E+01 ( 39.21 s, 20.1 h)
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+ iter 160 lrate = 1.0000000000 LL = -2.1313542126 nd = 0.0005944909, D = 0.35669E+01 0.35669E+01 ( 46.05 s, 23.5 h)
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+ iter 161 lrate = 1.0000000000 LL = -2.1313289253 nd = 0.0007202457, D = 0.35624E+01 0.35624E+01 ( 53.95 s, 27.6 h)
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+ iter 162 lrate = 1.0000000000 LL = -2.1313302045 nd = 0.0006450897, D = 0.35580E+01 0.35580E+01 ( 55.39 s, 28.3 h)
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+ Likelihood decreasing!
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+ iter 163 lrate = 0.6000000000 LL = -2.1312806782 nd = 0.0005262553, D = 0.35552E+01 0.35552E+01 ( 31.64 s, 16.1 h)
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+ iter 164 lrate = 0.7000000000 LL = -2.1312591601 nd = 0.0004040182, D = 0.35521E+01 0.35521E+01 ( 44.39 s, 22.6 h)
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+ iter 165 lrate = 0.8000000000 LL = -2.1312393378 nd = 0.0003683754, D = 0.35485E+01 0.35485E+01 ( 41.15 s, 21.0 h)
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+ iter 166 lrate = 0.9000000000 LL = -2.1312231062 nd = 0.0003529006, D = 0.35444E+01 0.35444E+01 ( 38.60 s, 19.7 h)
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+ iter 167 lrate = 1.0000000000 LL = -2.1312055003 nd = 0.0003569859, D = 0.35399E+01 0.35399E+01 ( 42.88 s, 21.8 h)
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+ iter 168 lrate = 1.0000000000 LL = -2.1311898267 nd = 0.0003597006, D = 0.35353E+01 0.35353E+01 ( 30.88 s, 15.7 h)
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+ iter 169 lrate = 1.0000000000 LL = -2.1311727175 nd = 0.0003685612, D = 0.35307E+01 0.35307E+01 ( 34.92 s, 17.8 h)
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+ iter 170 lrate = 1.0000000000 LL = -2.1311576921 nd = 0.0003713159, D = 0.35261E+01 0.35261E+01 ( 36.01 s, 18.3 h)
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+ iter 171 lrate = 1.0000000000 LL = -2.1311410997 nd = 0.0003861751, D = 0.35214E+01 0.35214E+01 ( 42.26 s, 21.5 h)
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+ iter 172 lrate = 1.0000000000 LL = -2.1311267928 nd = 0.0003887199, D = 0.35167E+01 0.35167E+01 ( 46.66 s, 23.7 h)
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+ iter 173 lrate = 1.0000000000 LL = -2.1311104478 nd = 0.0004121647, D = 0.35119E+01 0.35119E+01 ( 42.98 s, 21.8 h)
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+ iter 174 lrate = 1.0000000000 LL = -2.1310971892 nd = 0.0004139465, D = 0.35072E+01 0.35072E+01 ( 40.22 s, 20.4 h)
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+ iter 175 lrate = 1.0000000000 LL = -2.1310812758 nd = 0.0004488011, D = 0.35023E+01 0.35023E+01 ( 44.62 s, 22.6 h)
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+ iter 176 lrate = 1.0000000000 LL = -2.1310694140 nd = 0.0004481445, D = 0.34975E+01 0.34975E+01 ( 60.18 s, 30.5 h)
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+ iter 177 lrate = 1.0000000000 LL = -2.1310536410 nd = 0.0004982306, D = 0.34926E+01 0.34926E+01 ( 45.87 s, 23.2 h)
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+ iter 178 lrate = 1.0000000000 LL = -2.1310439658 nd = 0.0004919470, D = 0.34877E+01 0.34877E+01 ( 32.34 s, 16.4 h)
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+ iter 179 lrate = 1.0000000000 LL = -2.1310280551 nd = 0.0005621861, D = 0.34827E+01 0.34827E+01 ( 53.08 s, 26.9 h)
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+ iter 180 lrate = 1.0000000000 LL = -2.1310211770 nd = 0.0005469033, D = 0.34777E+01 0.34777E+01 ( 28.52 s, 14.4 h)
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+ iter 181 lrate = 1.0000000000 LL = -2.1310045341 nd = 0.0006420183, D = 0.34726E+01 0.34726E+01 ( 52.81 s, 26.7 h)
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+ iter 182 lrate = 1.0000000000 LL = -2.1310018469 nd = 0.0006115825, D = 0.34675E+01 0.34675E+01 ( 40.21 s, 20.3 h)
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+ iter 183 lrate = 1.0000000000 LL = -2.1309832262 nd = 0.0007340185, D = 0.34624E+01 0.34624E+01 ( 36.41 s, 18.4 h)
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+ iter 184 lrate = 1.0000000000 LL = -2.1309861679 nd = 0.0006832595, D = 0.34573E+01 0.34573E+01 ( 41.20 s, 20.8 h)
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+ Likelihood decreasing!
|
|
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+ Reducing maximum Newton lrate
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+ iter 185 lrate = 0.5000000000 LL = -2.1309214119 nd = 0.0004085457, D = 0.34547E+01 0.34547E+01 ( 42.26 s, 21.3 h)
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+ iter 186 lrate = 0.5000000000 LL = -2.1309031476 nd = 0.0002998031, D = 0.34521E+01 0.34521E+01 ( 54.79 s, 27.6 h)
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+ iter 187 lrate = 0.5000000000 LL = -2.1308918255 nd = 0.0002725859, D = 0.34495E+01 0.34495E+01 ( 57.09 s, 28.8 h)
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+ iter 188 lrate = 0.5000000000 LL = -2.1308822529 nd = 0.0002693120, D = 0.34468E+01 0.34468E+01 ( 50.26 s, 25.3 h)
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+ iter 189 lrate = 0.5000000000 LL = -2.1308729187 nd = 0.0002683226, D = 0.34442E+01 0.34442E+01 ( 47.78 s, 24.0 h)
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+ iter 190 lrate = 0.5000000000 LL = -2.1308637145 nd = 0.0002693537, D = 0.34416E+01 0.34416E+01 ( 60.87 s, 30.6 h)
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+ iter 191 lrate = 0.5000000000 LL = -2.1308543889 nd = 0.0002699558, D = 0.34390E+01 0.34390E+01 ( 72.83 s, 36.6 h)
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+ iter 192 lrate = 0.5000000000 LL = -2.1308450736 nd = 0.0002709035, D = 0.34363E+01 0.34363E+01 ( 60.89 s, 30.6 h)
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+ iter 193 lrate = 0.5000000000 LL = -2.1308358538 nd = 0.0002717770, D = 0.34337E+01 0.34337E+01 ( 55.90 s, 28.1 h)
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+ iter 194 lrate = 0.5000000000 LL = -2.1308266284 nd = 0.0002730398, D = 0.34311E+01 0.34311E+01 ( 47.92 s, 24.0 h)
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+ iter 195 lrate = 0.5000000000 LL = -2.1308173965 nd = 0.0002741679, D = 0.34284E+01 0.34284E+01 ( 56.41 s, 28.3 h)
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+ iter 196 lrate = 0.5000000000 LL = -2.1308081381 nd = 0.0002746458, D = 0.34258E+01 0.34258E+01 ( 57.85 s, 29.0 h)
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+ iter 197 lrate = 0.5000000000 LL = -2.1307988578 nd = 0.0002752367, D = 0.34231E+01 0.34231E+01 ( 47.49 s, 23.8 h)
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+ iter 198 lrate = 0.5000000000 LL = -2.1307896152 nd = 0.0002760752, D = 0.34204E+01 0.34204E+01 ( 52.18 s, 26.1 h)
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+ iter 199 lrate = 0.5000000000 LL = -2.1307803305 nd = 0.0002772616, D = 0.34178E+01 0.34178E+01 ( 26.45 s, 13.2 h)
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+ iter 200 lrate = 0.5000000000 LL = -2.1307710767 nd = 0.0002783297, D = 0.34151E+01 0.34151E+01 ( 55.06 s, 27.5 h)
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+ iter 201 lrate = 0.5000000000 LL = -2.1307693659 nd = 0.0002789204, D = 0.34151E+01 0.34151E+01 ( 69.54 s, 34.8 h)
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+ iter 202 lrate = 0.5000000000 LL = -2.1307676955 nd = 0.0002795758, D = 0.34151E+01 0.34151E+01 ( 36.83 s, 18.4 h)
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+ iter 203 lrate = 0.5000000000 LL = -2.1307660461 nd = 0.0002802080, D = 0.34151E+01 0.34151E+01 ( 44.07 s, 22.0 h)
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+ iter 204 lrate = 0.5000000000 LL = -2.1307644026 nd = 0.0002807692, D = 0.34151E+01 0.34151E+01 ( 47.61 s, 23.8 h)
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+ iter 205 lrate = 0.5000000000 LL = -2.1307627995 nd = 0.0002813524, D = 0.34151E+01 0.34151E+01 ( 47.82 s, 23.8 h)
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+ iter 206 lrate = 0.5000000000 LL = -2.1307612295 nd = 0.0002818642, D = 0.34151E+01 0.34151E+01 ( 31.23 s, 15.6 h)
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+ iter 207 lrate = 0.5000000000 LL = -2.1307520754 nd = 0.0002829521, D = 0.34124E+01 0.34124E+01 ( 38.53 s, 19.2 h)
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+ iter 208 lrate = 0.5000000000 LL = -2.1307428655 nd = 0.0002834945, D = 0.34098E+01 0.34098E+01 ( 49.22 s, 24.5 h)
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+ iter 209 lrate = 0.5000000000 LL = -2.1307337287 nd = 0.0002838665, D = 0.34071E+01 0.34071E+01 ( 54.36 s, 27.0 h)
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+ iter 210 lrate = 0.5000000000 LL = -2.1307245485 nd = 0.0002842518, D = 0.34044E+01 0.34044E+01 ( 38.80 s, 19.3 h)
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+ iter 211 lrate = 0.5000000000 LL = -2.1307154177 nd = 0.0002853865, D = 0.34018E+01 0.34018E+01 ( 61.31 s, 30.5 h)
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+ iter 212 lrate = 0.5000000000 LL = -2.1307062713 nd = 0.0002860549, D = 0.33991E+01 0.33991E+01 ( 36.06 s, 17.9 h)
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+ iter 213 lrate = 0.5000000000 LL = -2.1306971163 nd = 0.0002864074, D = 0.33964E+01 0.33964E+01 ( 55.87 s, 27.7 h)
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+ iter 214 lrate = 0.5000000000 LL = -2.1306879889 nd = 0.0002872312, D = 0.33937E+01 0.33937E+01 ( 48.38 s, 24.0 h)
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+ iter 215 lrate = 0.5000000000 LL = -2.1306788397 nd = 0.0002877956, D = 0.33910E+01 0.33910E+01 ( 47.92 s, 23.8 h)
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+ iter 216 lrate = 0.5000000000 LL = -2.1306697109 nd = 0.0002882905, D = 0.33883E+01 0.33883E+01 ( 61.18 s, 30.3 h)
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+ iter 217 lrate = 0.5000000000 LL = -2.1306605953 nd = 0.0002887776, D = 0.33856E+01 0.33856E+01 ( 54.71 s, 27.1 h)
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+ iter 218 lrate = 0.5000000000 LL = -2.1306514491 nd = 0.0002891102, D = 0.33830E+01 0.33830E+01 ( 37.32 s, 18.5 h)
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+ iter 219 lrate = 0.5000000000 LL = -2.1306423349 nd = 0.0002897657, D = 0.33803E+01 0.33803E+01 ( 46.04 s, 22.8 h)
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+ iter 220 lrate = 0.5000000000 LL = -2.1306332165 nd = 0.0002898610, D = 0.33776E+01 0.33776E+01 ( 62.89 s, 31.1 h)
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+ iter 221 lrate = 0.5000000000 LL = -2.1306242112 nd = 0.0002902976, D = 0.33749E+01 0.33749E+01 ( 64.20 s, 31.7 h)
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+ iter 222 lrate = 0.5000000000 LL = -2.1306150987 nd = 0.0002906890, D = 0.33722E+01 0.33722E+01 ( 66.12 s, 32.7 h)
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+ iter 223 lrate = 0.5000000000 LL = -2.1306060012 nd = 0.0002913155, D = 0.33695E+01 0.33695E+01 ( 50.94 s, 25.1 h)
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+ iter 224 lrate = 0.5000000000 LL = -2.1305969915 nd = 0.0002917790, D = 0.33668E+01 0.33668E+01 ( 35.84 s, 17.7 h)
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+ iter 225 lrate = 0.5000000000 LL = -2.1305879407 nd = 0.0002925328, D = 0.33641E+01 0.33641E+01 ( 32.37 s, 16.0 h)
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+ iter 226 lrate = 0.5000000000 LL = -2.1305788772 nd = 0.0002929142, D = 0.33615E+01 0.33615E+01 ( 51.95 s, 25.6 h)
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+ iter 227 lrate = 0.5000000000 LL = -2.1305698638 nd = 0.0002935448, D = 0.33588E+01 0.33588E+01 ( 45.15 s, 22.2 h)
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+ iter 228 lrate = 0.5000000000 LL = -2.1305608055 nd = 0.0002936883, D = 0.33561E+01 0.33561E+01 ( 45.41 s, 22.3 h)
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+ iter 229 lrate = 0.5000000000 LL = -2.1305518092 nd = 0.0002942814, D = 0.33534E+01 0.33534E+01 ( 45.07 s, 22.2 h)
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+ iter 230 lrate = 0.5000000000 LL = -2.1305428141 nd = 0.0002942868, D = 0.33507E+01 0.33507E+01 ( 51.22 s, 25.2 h)
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+ iter 231 lrate = 0.5000000000 LL = -2.1305338078 nd = 0.0002944487, D = 0.33480E+01 0.33480E+01 ( 65.89 s, 32.4 h)
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+ iter 232 lrate = 0.5000000000 LL = -2.1305247991 nd = 0.0002943312, D = 0.33453E+01 0.33453E+01 ( 58.90 s, 28.9 h)
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+ iter 233 lrate = 0.5000000000 LL = -2.1305158514 nd = 0.0002943104, D = 0.33426E+01 0.33426E+01 ( 51.83 s, 25.4 h)
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+ iter 234 lrate = 0.5000000000 LL = -2.1305068965 nd = 0.0002941959, D = 0.33399E+01 0.33399E+01 ( 63.86 s, 31.3 h)
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+ iter 235 lrate = 0.5000000000 LL = -2.1304979808 nd = 0.0002942851, D = 0.33373E+01 0.33373E+01 ( 59.00 s, 28.9 h)
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+ iter 236 lrate = 0.5000000000 LL = -2.1304890889 nd = 0.0002935386, D = 0.33346E+01 0.33346E+01 ( 54.60 s, 26.8 h)
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+ iter 237 lrate = 0.5000000000 LL = -2.1304802309 nd = 0.0002936583, D = 0.33319E+01 0.33319E+01 ( 47.31 s, 23.2 h)
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+ iter 238 lrate = 0.5000000000 LL = -2.1304713717 nd = 0.0002931572, D = 0.33292E+01 0.33292E+01 ( 56.61 s, 27.7 h)
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+ iter 239 lrate = 0.5000000000 LL = -2.1304625378 nd = 0.0002924747, D = 0.33265E+01 0.33265E+01 ( 39.92 s, 19.5 h)
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+ iter 240 lrate = 0.5000000000 LL = -2.1304537488 nd = 0.0002918424, D = 0.33238E+01 0.33238E+01 ( 56.59 s, 27.7 h)
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+ iter 241 lrate = 0.5000000000 LL = -2.1304450238 nd = 0.0002908279, D = 0.33211E+01 0.33211E+01 ( 72.41 s, 35.4 h)
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+ iter 242 lrate = 0.5000000000 LL = -2.1304363033 nd = 0.0002895430, D = 0.33185E+01 0.33185E+01 ( 49.30 s, 24.1 h)
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+ iter 243 lrate = 0.5000000000 LL = -2.1304276080 nd = 0.0002882615, D = 0.33158E+01 0.33158E+01 ( 59.98 s, 29.3 h)
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+ iter 244 lrate = 0.5000000000 LL = -2.1304189608 nd = 0.0002869778, D = 0.33131E+01 0.33131E+01 ( 64.66 s, 31.5 h)
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+ iter 245 lrate = 0.5000000000 LL = -2.1304103799 nd = 0.0002852981, D = 0.33105E+01 0.33105E+01 ( 55.11 s, 26.9 h)
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+ iter 246 lrate = 0.5000000000 LL = -2.1304018277 nd = 0.0002833949, D = 0.33078E+01 0.33078E+01 ( 46.44 s, 22.6 h)
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+ iter 247 lrate = 0.5000000000 LL = -2.1303933270 nd = 0.0002819932, D = 0.33052E+01 0.33052E+01 ( 65.75 s, 32.0 h)
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+ iter 248 lrate = 0.5000000000 LL = -2.1303848737 nd = 0.0002806036, D = 0.33026E+01 0.33026E+01 ( 55.99 s, 27.2 h)
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+ iter 249 lrate = 0.5000000000 LL = -2.1303764561 nd = 0.0002792380, D = 0.32999E+01 0.32999E+01 ( 53.15 s, 25.9 h)
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+ iter 250 lrate = 0.5000000000 LL = -2.1303681211 nd = 0.0002779275, D = 0.32973E+01 0.32973E+01 ( 45.65 s, 22.2 h)
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+ iter 251 lrate = 0.5000000000 LL = -2.1303597983 nd = 0.0002764533, D = 0.32947E+01 0.32947E+01 ( 50.26 s, 24.4 h)
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+ iter 252 lrate = 0.5000000000 LL = -2.1303515266 nd = 0.0002747707, D = 0.32921E+01 0.32921E+01 ( 51.03 s, 24.8 h)
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+ iter 253 lrate = 0.5000000000 LL = -2.1303433429 nd = 0.0002728977, D = 0.32895E+01 0.32895E+01 ( 55.15 s, 26.8 h)
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+ iter 254 lrate = 0.5000000000 LL = -2.1303351502 nd = 0.0002711901, D = 0.32869E+01 0.32869E+01 ( 44.70 s, 21.7 h)
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+ iter 255 lrate = 0.5000000000 LL = -2.1303270105 nd = 0.0002696747, D = 0.32843E+01 0.32843E+01 ( 42.09 s, 20.4 h)
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+ iter 256 lrate = 0.5000000000 LL = -2.1303189101 nd = 0.0002680190, D = 0.32817E+01 0.32817E+01 ( 50.24 s, 24.3 h)
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+ iter 257 lrate = 0.5000000000 LL = -2.1303108640 nd = 0.0002665152, D = 0.32791E+01 0.32791E+01 ( 54.95 s, 26.6 h)
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+ iter 258 lrate = 0.5000000000 LL = -2.1303028663 nd = 0.0002647561, D = 0.32766E+01 0.32766E+01 ( 58.88 s, 28.5 h)
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+ iter 259 lrate = 0.5000000000 LL = -2.1302949086 nd = 0.0002629338, D = 0.32740E+01 0.32740E+01 ( 50.43 s, 24.4 h)
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+ iter 260 lrate = 0.5000000000 LL = -2.1302870059 nd = 0.0002614634, D = 0.32715E+01 0.32715E+01 ( 44.48 s, 21.5 h)
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+ iter 261 lrate = 0.5000000000 LL = -2.1302791322 nd = 0.0002597919, D = 0.32689E+01 0.32689E+01 ( 59.01 s, 28.5 h)
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+ iter 262 lrate = 0.5000000000 LL = -2.1302713407 nd = 0.0002584093, D = 0.32664E+01 0.32664E+01 ( 60.09 s, 29.0 h)
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+ iter 263 lrate = 0.5000000000 LL = -2.1302635868 nd = 0.0002567111, D = 0.32639E+01 0.32639E+01 ( 49.15 s, 23.7 h)
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+ iter 264 lrate = 0.5000000000 LL = -2.1302558904 nd = 0.0002554537, D = 0.32614E+01 0.32614E+01 ( 50.53 s, 24.4 h)
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+ iter 265 lrate = 0.5000000000 LL = -2.1302482308 nd = 0.0002540610, D = 0.32590E+01 0.32590E+01 ( 29.75 s, 14.3 h)
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+ iter 266 lrate = 0.5000000000 LL = -2.1302406507 nd = 0.0002527074, D = 0.32565E+01 0.32565E+01 ( 52.97 s, 25.5 h)
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+ iter 267 lrate = 0.5000000000 LL = -2.1302331173 nd = 0.0002513216, D = 0.32541E+01 0.32541E+01 ( 37.61 s, 18.1 h)
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+ iter 268 lrate = 0.5000000000 LL = -2.1302256271 nd = 0.0002493289, D = 0.32517E+01 0.32517E+01 ( 42.74 s, 20.6 h)
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+ iter 269 lrate = 0.5000000000 LL = -2.1302181904 nd = 0.0002478812, D = 0.32493E+01 0.32493E+01 ( 49.93 s, 24.0 h)
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+ iter 270 lrate = 0.5000000000 LL = -2.1302108171 nd = 0.0002463231, D = 0.32469E+01 0.32469E+01 ( 45.99 s, 22.1 h)
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+ iter 271 lrate = 0.5000000000 LL = -2.1302034725 nd = 0.0002450164, D = 0.32446E+01 0.32446E+01 ( 62.70 s, 30.1 h)
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+ iter 272 lrate = 0.5000000000 LL = -2.1301961830 nd = 0.0002436719, D = 0.32422E+01 0.32422E+01 ( 63.02 s, 30.3 h)
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+ iter 273 lrate = 0.5000000000 LL = -2.1301889425 nd = 0.0002424363, D = 0.32399E+01 0.32399E+01 ( 57.72 s, 27.7 h)
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+ iter 274 lrate = 0.5000000000 LL = -2.1301817570 nd = 0.0002412782, D = 0.32376E+01 0.32376E+01 ( 57.58 s, 27.6 h)
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+ iter 275 lrate = 0.5000000000 LL = -2.1301745963 nd = 0.0002400016, D = 0.32354E+01 0.32354E+01 ( 46.45 s, 22.3 h)
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+ iter 276 lrate = 0.5000000000 LL = -2.1301674746 nd = 0.0002390587, D = 0.32331E+01 0.32331E+01 ( 42.44 s, 20.3 h)
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+ iter 277 lrate = 0.5000000000 LL = -2.1301603902 nd = 0.0002378323, D = 0.32309E+01 0.32309E+01 ( 38.16 s, 18.3 h)
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+ iter 278 lrate = 0.5000000000 LL = -2.1301533544 nd = 0.0002367956, D = 0.32287E+01 0.32287E+01 ( 64.95 s, 31.1 h)
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+ iter 279 lrate = 0.5000000000 LL = -2.1301463527 nd = 0.0002358643, D = 0.32265E+01 0.32265E+01 ( 55.99 s, 26.8 h)
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+ iter 280 lrate = 0.5000000000 LL = -2.1301393757 nd = 0.0002347820, D = 0.32243E+01 0.32243E+01 ( 65.39 s, 31.2 h)
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+ iter 281 lrate = 0.5000000000 LL = -2.1301324513 nd = 0.0002338787, D = 0.32222E+01 0.32222E+01 ( 67.04 s, 32.0 h)
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+ iter 282 lrate = 0.5000000000 LL = -2.1301255418 nd = 0.0002330149, D = 0.32201E+01 0.32201E+01 ( 54.48 s, 26.0 h)
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+ iter 283 lrate = 0.5000000000 LL = -2.1301186713 nd = 0.0002318264, D = 0.32180E+01 0.32180E+01 ( 63.29 s, 30.2 h)
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+ iter 284 lrate = 0.5000000000 LL = -2.1301118424 nd = 0.0002304295, D = 0.32159E+01 0.32159E+01 ( 48.78 s, 23.3 h)
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+ iter 285 lrate = 0.5000000000 LL = -2.1301050636 nd = 0.0002294331, D = 0.32138E+01 0.32138E+01 ( 42.61 s, 20.3 h)
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+ iter 286 lrate = 0.5000000000 LL = -2.1300983385 nd = 0.0002284145, D = 0.32118E+01 0.32118E+01 ( 50.52 s, 24.1 h)
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+ iter 287 lrate = 0.5000000000 LL = -2.1300916522 nd = 0.0002274320, D = 0.32098E+01 0.32098E+01 ( 68.21 s, 32.5 h)
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+ iter 288 lrate = 0.5000000000 LL = -2.1300850252 nd = 0.0002265667, D = 0.32079E+01 0.32079E+01 ( 67.58 s, 32.1 h)
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+ iter 289 lrate = 0.5000000000 LL = -2.1300784311 nd = 0.0002260090, D = 0.32059E+01 0.32059E+01 ( 61.64 s, 29.3 h)
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+ iter 290 lrate = 0.5000000000 LL = -2.1300718776 nd = 0.0002252494, D = 0.32040E+01 0.32040E+01 ( 53.02 s, 25.2 h)
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+ iter 291 lrate = 0.5000000000 LL = -2.1300653691 nd = 0.0002244095, D = 0.32022E+01 0.32022E+01 ( 64.77 s, 30.7 h)
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+ iter 292 lrate = 0.5000000000 LL = -2.1300589222 nd = 0.0002234800, D = 0.32003E+01 0.32003E+01 ( 54.48 s, 25.8 h)
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+ iter 293 lrate = 0.5000000000 LL = -2.1300525013 nd = 0.0002225746, D = 0.31985E+01 0.31985E+01 ( 47.07 s, 22.3 h)
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+ iter 294 lrate = 0.5000000000 LL = -2.1300461340 nd = 0.0002217896, D = 0.31967E+01 0.31967E+01 ( 55.34 s, 26.2 h)
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+ iter 295 lrate = 0.5000000000 LL = -2.1300398184 nd = 0.0002209489, D = 0.31950E+01 0.31950E+01 ( 37.64 s, 17.8 h)
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+ iter 296 lrate = 0.5000000000 LL = -2.1300335694 nd = 0.0002200450, D = 0.31933E+01 0.31933E+01 ( 36.43 s, 17.2 h)
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+ iter 297 lrate = 0.5000000000 LL = -2.1300273756 nd = 0.0002191613, D = 0.31916E+01 0.31916E+01 ( 43.36 s, 20.5 h)
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+ iter 298 lrate = 0.5000000000 LL = -2.1300212265 nd = 0.0002184693, D = 0.31899E+01 0.31899E+01 ( 39.89 s, 18.9 h)
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+ iter 299 lrate = 0.5000000000 LL = -2.1300151334 nd = 0.0002179322, D = 0.31883E+01 0.31883E+01 ( 47.19 s, 22.3 h)
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+ iter 300 lrate = 0.5000000000 LL = -2.1300090847 nd = 0.0002173958, D = 0.31867E+01 0.31867E+01 ( 46.27 s, 21.9 h)
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+ iter 301 lrate = 0.5000000000 LL = -2.1300080082 nd = 0.0002177906, D = 0.31867E+01 0.31867E+01 ( 57.14 s, 27.0 h)
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+ iter 302 lrate = 0.5000000000 LL = -2.1300069482 nd = 0.0002182623, D = 0.31867E+01 0.31867E+01 ( 38.82 s, 18.3 h)
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+ iter 303 lrate = 0.5000000000 LL = -2.1300059021 nd = 0.0002187258, D = 0.31867E+01 0.31867E+01 ( 48.37 s, 22.8 h)
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+ iter 304 lrate = 0.5000000000 LL = -2.1300048641 nd = 0.0002191351, D = 0.31867E+01 0.31867E+01 ( 47.03 s, 22.2 h)
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+ iter 305 lrate = 0.5000000000 LL = -2.1300038484 nd = 0.0002195400, D = 0.31867E+01 0.31867E+01 ( 40.88 s, 19.2 h)
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+ iter 306 lrate = 0.5000000000 LL = -2.1300028233 nd = 0.0002199501, D = 0.31867E+01 0.31867E+01 ( 43.49 s, 20.5 h)
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+ iter 307 lrate = 0.5000000000 LL = -2.1299968086 nd = 0.0002192083, D = 0.31852E+01 0.31852E+01 ( 45.12 s, 21.2 h)
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+ iter 308 lrate = 0.5000000000 LL = -2.1299908484 nd = 0.0002182172, D = 0.31837E+01 0.31837E+01 ( 49.78 s, 23.4 h)
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+ iter 309 lrate = 0.5000000000 LL = -2.1299849278 nd = 0.0002177269, D = 0.31822E+01 0.31822E+01 ( 47.31 s, 22.2 h)
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+ iter 310 lrate = 0.5000000000 LL = -2.1299790404 nd = 0.0002169925, D = 0.31807E+01 0.31807E+01 ( 50.51 s, 23.7 h)
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+ iter 311 lrate = 0.5000000000 LL = -2.1299731856 nd = 0.0002165194, D = 0.31793E+01 0.31793E+01 ( 51.51 s, 24.2 h)
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+ iter 312 lrate = 0.5000000000 LL = -2.1299673460 nd = 0.0002160793, D = 0.31779E+01 0.31779E+01 ( 45.38 s, 21.3 h)
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+ iter 313 lrate = 0.5000000000 LL = -2.1299615350 nd = 0.0002156454, D = 0.31764E+01 0.31764E+01 ( 42.63 s, 20.0 h)
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+ iter 314 lrate = 0.5000000000 LL = -2.1299558413 nd = 0.0002149275, D = 0.31751E+01 0.31751E+01 ( 44.52 s, 20.9 h)
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+ iter 315 lrate = 0.5000000000 LL = -2.1299503090 nd = 0.0002146258, D = 0.31737E+01 0.31737E+01 ( 54.34 s, 25.4 h)
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+ iter 316 lrate = 0.5000000000 LL = -2.1299448173 nd = 0.0002142373, D = 0.31724E+01 0.31724E+01 ( 53.36 s, 25.0 h)
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+ iter 317 lrate = 0.5000000000 LL = -2.1299393760 nd = 0.0002135039, D = 0.31711E+01 0.31711E+01 ( 50.44 s, 23.6 h)
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+ iter 318 lrate = 0.5000000000 LL = -2.1299339761 nd = 0.0002130179, D = 0.31698E+01 0.31698E+01 ( 37.55 s, 17.5 h)
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+ iter 319 lrate = 0.5000000000 LL = -2.1299286052 nd = 0.0002126416, D = 0.31686E+01 0.31686E+01 ( 42.31 s, 19.8 h)
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+ iter 320 lrate = 0.5000000000 LL = -2.1299232600 nd = 0.0002122735, D = 0.31673E+01 0.31673E+01 ( 61.81 s, 28.8 h)
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+ iter 321 lrate = 0.5000000000 LL = -2.1299179483 nd = 0.0002121332, D = 0.31661E+01 0.31661E+01 ( 60.82 s, 28.4 h)
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+ iter 322 lrate = 0.5000000000 LL = -2.1299126706 nd = 0.0002117852, D = 0.31650E+01 0.31650E+01 ( 46.50 s, 21.7 h)
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+ iter 323 lrate = 0.5000000000 LL = -2.1299074434 nd = 0.0002114090, D = 0.31638E+01 0.31638E+01 ( 53.48 s, 24.9 h)
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+ iter 324 lrate = 0.5000000000 LL = -2.1299022565 nd = 0.0002108105, D = 0.31627E+01 0.31627E+01 ( 53.61 s, 25.0 h)
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+ iter 325 lrate = 0.5000000000 LL = -2.1298971188 nd = 0.0002104088, D = 0.31617E+01 0.31617E+01 ( 61.82 s, 28.8 h)
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+ iter 326 lrate = 0.5000000000 LL = -2.1298920287 nd = 0.0002099576, D = 0.31606E+01 0.31606E+01 ( 63.35 s, 29.5 h)
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+ iter 327 lrate = 0.5000000000 LL = -2.1298869827 nd = 0.0002095603, D = 0.31596E+01 0.31596E+01 ( 48.66 s, 22.6 h)
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+ iter 328 lrate = 0.5000000000 LL = -2.1298819868 nd = 0.0002089826, D = 0.31586E+01 0.31586E+01 ( 42.94 s, 19.9 h)
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+ iter 329 lrate = 0.5000000000 LL = -2.1298770391 nd = 0.0002085580, D = 0.31577E+01 0.31577E+01 ( 46.48 s, 21.6 h)
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+ iter 330 lrate = 0.5000000000 LL = -2.1298721359 nd = 0.0002081594, D = 0.31568E+01 0.31568E+01 ( 64.57 s, 30.0 h)
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+ iter 331 lrate = 0.5000000000 LL = -2.1298672743 nd = 0.0002076740, D = 0.31559E+01 0.31559E+01 ( 57.02 s, 26.4 h)
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+ iter 332 lrate = 0.5000000000 LL = -2.1298624601 nd = 0.0002073380, D = 0.31550E+01 0.31550E+01 ( 52.37 s, 24.3 h)
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+ iter 333 lrate = 0.5000000000 LL = -2.1298576657 nd = 0.0002071694, D = 0.31542E+01 0.31542E+01 ( 61.26 s, 28.4 h)
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+ iter 334 lrate = 0.5000000000 LL = -2.1298529058 nd = 0.0002068144, D = 0.31534E+01 0.31534E+01 ( 58.04 s, 26.9 h)
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+ iter 335 lrate = 0.5000000000 LL = -2.1298481860 nd = 0.0002064839, D = 0.31526E+01 0.31526E+01 ( 61.10 s, 28.3 h)
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+ iter 336 lrate = 0.5000000000 LL = -2.1298435047 nd = 0.0002061516, D = 0.31519E+01 0.31519E+01 ( 47.08 s, 21.8 h)
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+ iter 337 lrate = 0.5000000000 LL = -2.1298388669 nd = 0.0002057135, D = 0.31511E+01 0.31511E+01 ( 49.35 s, 22.8 h)
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+ iter 338 lrate = 0.5000000000 LL = -2.1298342830 nd = 0.0002051790, D = 0.31504E+01 0.31504E+01 ( 50.10 s, 23.1 h)
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+ iter 339 lrate = 0.5000000000 LL = -2.1298297411 nd = 0.0002046077, D = 0.31497E+01 0.31497E+01 ( 65.07 s, 30.0 h)
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+ iter 340 lrate = 0.5000000000 LL = -2.1298252427 nd = 0.0002039614, D = 0.31491E+01 0.31491E+01 ( 50.83 s, 23.4 h)
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+ iter 341 lrate = 0.5000000000 LL = -2.1298208091 nd = 0.0002034357, D = 0.31485E+01 0.31485E+01 ( 74.15 s, 34.2 h)
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+ iter 342 lrate = 0.5000000000 LL = -2.1298164170 nd = 0.0002028199, D = 0.31478E+01 0.31478E+01 ( 52.85 s, 24.3 h)
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+ iter 343 lrate = 0.5000000000 LL = -2.1298120790 nd = 0.0002020022, D = 0.31473E+01 0.31473E+01 ( 59.40 s, 27.3 h)
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+ iter 344 lrate = 0.5000000000 LL = -2.1298078104 nd = 0.0002012057, D = 0.31467E+01 0.31467E+01 ( 63.95 s, 29.4 h)
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+ iter 345 lrate = 0.5000000000 LL = -2.1298035885 nd = 0.0002002342, D = 0.31462E+01 0.31462E+01 ( 51.07 s, 23.5 h)
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+ iter 346 lrate = 0.5000000000 LL = -2.1297994274 nd = 0.0001994935, D = 0.31457E+01 0.31457E+01 ( 57.60 s, 26.5 h)
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+ iter 347 lrate = 0.5000000000 LL = -2.1297953191 nd = 0.0001989839, D = 0.31452E+01 0.31452E+01 ( 49.49 s, 22.7 h)
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+ iter 348 lrate = 0.5000000000 LL = -2.1297912507 nd = 0.0001982719, D = 0.31447E+01 0.31447E+01 ( 60.86 s, 27.9 h)
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+ iter 349 lrate = 0.5000000000 LL = -2.1297872227 nd = 0.0001978304, D = 0.31443E+01 0.31443E+01 ( 53.69 s, 24.6 h)
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+ iter 350 lrate = 0.5000000000 LL = -2.1297832266 nd = 0.0001972311, D = 0.31439E+01 0.31439E+01 ( 59.06 s, 27.1 h)
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+ iter 351 lrate = 0.5000000000 LL = -2.1297792714 nd = 0.0001967698, D = 0.31435E+01 0.31435E+01 ( 65.87 s, 30.2 h)
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+ iter 352 lrate = 0.5000000000 LL = -2.1297753551 nd = 0.0001962033, D = 0.31431E+01 0.31431E+01 ( 46.73 s, 21.4 h)
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+ iter 353 lrate = 0.5000000000 LL = -2.1297714708 nd = 0.0001958030, D = 0.31427E+01 0.31427E+01 ( 59.59 s, 27.3 h)
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+ iter 354 lrate = 0.5000000000 LL = -2.1297676093 nd = 0.0001955024, D = 0.31423E+01 0.31423E+01 ( 59.78 s, 27.3 h)
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+ iter 355 lrate = 0.5000000000 LL = -2.1297637774 nd = 0.0001951641, D = 0.31420E+01 0.31420E+01 ( 62.31 s, 28.5 h)
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+ iter 356 lrate = 0.5000000000 LL = -2.1297599784 nd = 0.0001946613, D = 0.31416E+01 0.31416E+01 ( 70.01 s, 32.0 h)
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+ iter 357 lrate = 0.5000000000 LL = -2.1297562195 nd = 0.0001940851, D = 0.31413E+01 0.31413E+01 ( 51.44 s, 23.5 h)
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+ iter 358 lrate = 0.5000000000 LL = -2.1297524880 nd = 0.0001934884, D = 0.31410E+01 0.31410E+01 ( 50.52 s, 23.0 h)
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+ iter 359 lrate = 0.5000000000 LL = -2.1297487885 nd = 0.0001932841, D = 0.31407E+01 0.31407E+01 ( 64.77 s, 29.5 h)
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+ iter 360 lrate = 0.5000000000 LL = -2.1297451256 nd = 0.0001927429, D = 0.31404E+01 0.31404E+01 ( 57.59 s, 26.2 h)
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+ iter 361 lrate = 0.5000000000 LL = -2.1297414923 nd = 0.0001922861, D = 0.31402E+01 0.31402E+01 ( 66.31 s, 30.2 h)
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+ iter 362 lrate = 0.5000000000 LL = -2.1297378766 nd = 0.0001917931, D = 0.31399E+01 0.31399E+01 ( 57.54 s, 26.2 h)
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+ iter 363 lrate = 0.5000000000 LL = -2.1297342971 nd = 0.0001914665, D = 0.31396E+01 0.31396E+01 ( 60.77 s, 27.6 h)
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+ iter 364 lrate = 0.5000000000 LL = -2.1297307409 nd = 0.0001911935, D = 0.31394E+01 0.31394E+01 ( 67.88 s, 30.8 h)
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+ iter 365 lrate = 0.5000000000 LL = -2.1297272149 nd = 0.0001907482, D = 0.31392E+01 0.31392E+01 ( 63.61 s, 28.9 h)
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+ iter 366 lrate = 0.5000000000 LL = -2.1297237207 nd = 0.0001901198, D = 0.31390E+01 0.31390E+01 ( 57.60 s, 26.1 h)
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+ iter 367 lrate = 0.5000000000 LL = -2.1297202546 nd = 0.0001897129, D = 0.31388E+01 0.31388E+01 ( 56.24 s, 25.5 h)
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+ iter 368 lrate = 0.5000000000 LL = -2.1297168173 nd = 0.0001892058, D = 0.31386E+01 0.31386E+01 ( 72.88 s, 33.0 h)
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+ iter 369 lrate = 0.5000000000 LL = -2.1297134091 nd = 0.0001887285, D = 0.31384E+01 0.31384E+01 ( 52.04 s, 23.6 h)
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+ iter 370 lrate = 0.5000000000 LL = -2.1297100325 nd = 0.0001881960, D = 0.31382E+01 0.31382E+01 ( 55.95 s, 25.3 h)
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+ iter 371 lrate = 0.5000000000 LL = -2.1297066824 nd = 0.0001878338, D = 0.31380E+01 0.31380E+01 ( 76.13 s, 34.4 h)
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+ iter 372 lrate = 0.5000000000 LL = -2.1297033490 nd = 0.0001874258, D = 0.31379E+01 0.31379E+01 ( 59.18 s, 26.8 h)
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+ iter 373 lrate = 0.5000000000 LL = -2.1297000388 nd = 0.0001871280, D = 0.31377E+01 0.31377E+01 ( 62.86 s, 28.4 h)
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+ iter 374 lrate = 0.5000000000 LL = -2.1296967465 nd = 0.0001867070, D = 0.31375E+01 0.31375E+01 ( 66.11 s, 29.9 h)
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+ iter 375 lrate = 0.5000000000 LL = -2.1296934746 nd = 0.0001863842, D = 0.31374E+01 0.31374E+01 ( 55.96 s, 25.3 h)
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+ iter 376 lrate = 0.5000000000 LL = -2.1296902207 nd = 0.0001861021, D = 0.31373E+01 0.31373E+01 ( 59.75 s, 27.0 h)
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+ iter 377 lrate = 0.5000000000 LL = -2.1296869866 nd = 0.0001858253, D = 0.31371E+01 0.31371E+01 ( 58.86 s, 26.5 h)
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+ iter 378 lrate = 0.5000000000 LL = -2.1296837712 nd = 0.0001854356, D = 0.31370E+01 0.31370E+01 ( 67.08 s, 30.2 h)
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+ iter 379 lrate = 0.5000000000 LL = -2.1296805785 nd = 0.0001852299, D = 0.31369E+01 0.31369E+01 ( 50.57 s, 22.8 h)
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+ iter 380 lrate = 0.5000000000 LL = -2.1296773979 nd = 0.0001849246, D = 0.31367E+01 0.31367E+01 ( 42.68 s, 19.2 h)
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+ iter 381 lrate = 0.5000000000 LL = -2.1296742337 nd = 0.0001844185, D = 0.31366E+01 0.31366E+01 ( 68.61 s, 30.9 h)
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+ iter 382 lrate = 0.5000000000 LL = -2.1296711002 nd = 0.0001840921, D = 0.31365E+01 0.31365E+01 ( 48.78 s, 21.9 h)
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+ iter 383 lrate = 0.5000000000 LL = -2.1296679810 nd = 0.0001837818, D = 0.31364E+01 0.31364E+01 ( 59.69 s, 26.8 h)
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+ iter 384 lrate = 0.5000000000 LL = -2.1296648733 nd = 0.0001834127, D = 0.31363E+01 0.31363E+01 ( 68.37 s, 30.7 h)
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+ iter 385 lrate = 0.5000000000 LL = -2.1296617883 nd = 0.0001830303, D = 0.31362E+01 0.31362E+01 ( 60.12 s, 27.0 h)
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+ iter 386 lrate = 0.5000000000 LL = -2.1296587147 nd = 0.0001824815, D = 0.31361E+01 0.31361E+01 ( 56.64 s, 25.4 h)
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+ iter 387 lrate = 0.5000000000 LL = -2.1296556633 nd = 0.0001819368, D = 0.31360E+01 0.31360E+01 ( 65.84 s, 29.5 h)
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+ iter 388 lrate = 0.5000000000 LL = -2.1296526387 nd = 0.0001816387, D = 0.31359E+01 0.31359E+01 ( 57.83 s, 25.9 h)
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+ iter 389 lrate = 0.5000000000 LL = -2.1296496197 nd = 0.0001813202, D = 0.31358E+01 0.31358E+01 ( 54.05 s, 24.2 h)
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+ iter 390 lrate = 0.5000000000 LL = -2.1296466151 nd = 0.0001810120, D = 0.31358E+01 0.31358E+01 ( 38.01 s, 17.0 h)
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+ iter 391 lrate = 0.5000000000 LL = -2.1296436332 nd = 0.0001806685, D = 0.31357E+01 0.31357E+01 ( 67.75 s, 30.3 h)
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+ iter 392 lrate = 0.5000000000 LL = -2.1296406580 nd = 0.0001802688, D = 0.31356E+01 0.31356E+01 ( 60.07 s, 26.8 h)
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+ iter 393 lrate = 0.5000000000 LL = -2.1296377033 nd = 0.0001797668, D = 0.31355E+01 0.31355E+01 ( 61.05 s, 27.3 h)
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+ iter 394 lrate = 0.5000000000 LL = -2.1296347607 nd = 0.0001793113, D = 0.31354E+01 0.31354E+01 ( 46.82 s, 20.9 h)
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+ iter 395 lrate = 0.5000000000 LL = -2.1296318343 nd = 0.0001788146, D = 0.31354E+01 0.31354E+01 ( 52.94 s, 23.6 h)
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+ iter 396 lrate = 0.5000000000 LL = -2.1296289120 nd = 0.0001782827, D = 0.31353E+01 0.31353E+01 ( 68.85 s, 30.7 h)
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+ iter 397 lrate = 0.5000000000 LL = -2.1296260130 nd = 0.0001777971, D = 0.31352E+01 0.31352E+01 ( 51.61 s, 23.0 h)
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+ iter 398 lrate = 0.5000000000 LL = -2.1296231156 nd = 0.0001774051, D = 0.31352E+01 0.31352E+01 ( 63.34 s, 28.2 h)
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+ iter 399 lrate = 0.5000000000 LL = -2.1296202280 nd = 0.0001769202, D = 0.31351E+01 0.31351E+01 ( 66.92 s, 29.8 h)
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+ iter 400 lrate = 0.5000000000 LL = -2.1296173538 nd = 0.0001765134, D = 0.31350E+01 0.31350E+01 ( 60.20 s, 26.8 h)
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+ iter 401 lrate = 0.5000000000 LL = -2.1296169228 nd = 0.0001773599, D = 0.31350E+01 0.31350E+01 ( 63.02 s, 28.0 h)
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+ iter 402 lrate = 0.5000000000 LL = -2.1296165055 nd = 0.0001780346, D = 0.31350E+01 0.31350E+01 ( 53.76 s, 23.9 h)
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+ iter 403 lrate = 0.5000000000 LL = -2.1296160990 nd = 0.0001785824, D = 0.31350E+01 0.31350E+01 ( 63.30 s, 28.1 h)
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+ iter 404 lrate = 0.5000000000 LL = -2.1296156887 nd = 0.0001790512, D = 0.31350E+01 0.31350E+01 ( 58.83 s, 26.1 h)
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+ iter 405 lrate = 0.5000000000 LL = -2.1296152861 nd = 0.0001794575, D = 0.31350E+01 0.31350E+01 ( 64.83 s, 28.7 h)
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+ iter 406 lrate = 0.5000000000 LL = -2.1296148818 nd = 0.0001798127, D = 0.31350E+01 0.31350E+01 ( 52.87 s, 23.4 h)
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|
+ Exiting because likelihood increasing by less than 1.000000000000000E-006
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+ for more than 5 iterations ...
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|
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+... done. Execution time: 5.54 h
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|
+ output directory =
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|
|
+ /net/store/nbp/projects/IntoTheWild/Daten/EEG/WLFO/VP52/preprocessed/01Hz/amica
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+ /
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+
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+Lavish subscription of memory-resources:
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+
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+ 8192 Mbytes requested,
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+ but peak usage was only 2219.7 Mbytes.
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+
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+------------> Please request grid resources more carefully! <------------
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+
|
