|
|
@@ -0,0 +1,579 @@
|
|
|
+ 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/tmpdata12699.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 = 113
|
|
|
+ field_dim = 1161807
|
|
|
+ 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 = 113
|
|
|
+ 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/WLFO/VP30/preprocessed/01Hz/amica/’: File exists
|
|
|
+ output directory =
|
|
|
+ /net/store/nbp/projects/IntoTheWild/Daten/EEG/WLFO/VP30/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 = 1161807
|
|
|
+ total blocks = 1161807
|
|
|
+ node blocks = 1161807
|
|
|
+ node 1 start: file 1 sample 1 index
|
|
|
+ 1
|
|
|
+ node 1 stop : file 1 sample 1 index
|
|
|
+ 1161807
|
|
|
+ 1 : data = 53.8904914855957 46.7838745117188
|
|
|
+ getting the mean ...
|
|
|
+ mean = -3.418269587533435E-002 -3.484756722283768E-002
|
|
|
+ -3.688042416663986E-002
|
|
|
+ subtracting the mean ...
|
|
|
+ getting the sphering matrix ...
|
|
|
+ cnt = 1161807
|
|
|
+ doing eig nx = 113 lwork = 127690
|
|
|
+ minimum eigenvalues = 0.515588056102892 0.544481740668955
|
|
|
+ 0.554844543950063
|
|
|
+ maximum eigenvalues = 5323.73078655161 3349.96316512649
|
|
|
+ 794.751077659566
|
|
|
+ num eigs kept = 113
|
|
|
+ numeigs = 113
|
|
|
+ sphering the data ...
|
|
|
+ 1 Allocating variables ...
|
|
|
+ 1 : Initializing variables ...
|
|
|
+ 1 : block size = 128
|
|
|
+ 1 : entering the main loop ...
|
|
|
+ iter 1 lrate = 0.1000000000 LL = -2.0559055305 nd = 0.0323441430, D = 0.52106E-01 0.52106E-01 ( 33.77 s, 18.8 h)
|
|
|
+ iter 2 lrate = 0.1000000000 LL = -1.9864339585 nd = 0.0147168297, D = 0.39129E-01 0.39129E-01 ( 36.94 s, 20.5 h)
|
|
|
+ iter 3 lrate = 0.1000000000 LL = -1.9735460193 nd = 0.0133970681, D = 0.34597E-01 0.34597E-01 ( 33.66 s, 18.7 h)
|
|
|
+ iter 4 lrate = 0.1000000000 LL = -1.9678874849 nd = 0.0130899634, D = 0.63055E-01 0.63055E-01 ( 34.38 s, 19.1 h)
|
|
|
+ iter 5 lrate = 0.1000000000 LL = -1.9643763592 nd = 0.0118279476, D = 0.12247E+00 0.12247E+00 ( 35.55 s, 19.7 h)
|
|
|
+ iter 6 lrate = 0.1000000000 LL = -1.9619263432 nd = 0.0103287392, D = 0.19818E+00 0.19818E+00 ( 34.33 s, 19.0 h)
|
|
|
+ iter 7 lrate = 0.1000000000 LL = -1.9601346291 nd = 0.0089886399, D = 0.27663E+00 0.27663E+00 ( 42.46 s, 23.5 h)
|
|
|
+ iter 8 lrate = 0.1000000000 LL = -1.9587827017 nd = 0.0079065542, D = 0.34970E+00 0.34970E+00 ( 37.28 s, 20.6 h)
|
|
|
+ iter 9 lrate = 0.1000000000 LL = -1.9577250359 nd = 0.0070511777, D = 0.41384E+00 0.41384E+00 ( 38.66 s, 21.4 h)
|
|
|
+ iter 10 lrate = 0.1000000000 LL = -1.9568763013 nd = 0.0063688027, D = 0.46797E+00 0.46797E+00 ( 37.41 s, 20.7 h)
|
|
|
+ iter 11 lrate = 0.1000000000 LL = -1.9561830794 nd = 0.0058233687, D = 0.51211E+00 0.51211E+00 ( 43.33 s, 23.9 h)
|
|
|
+ iter 12 lrate = 0.1000000000 LL = -1.9556001446 nd = 0.0053938933, D = 0.54687E+00 0.54687E+00 ( 37.80 s, 20.9 h)
|
|
|
+ iter 13 lrate = 0.1000000000 LL = -1.9550968743 nd = 0.0050658355, D = 0.57321E+00 0.57321E+00 ( 37.09 s, 20.5 h)
|
|
|
+ iter 14 lrate = 0.1000000000 LL = -1.9546534434 nd = 0.0048207343, D = 0.59234E+00 0.59234E+00 ( 36.43 s, 20.1 h)
|
|
|
+ iter 15 lrate = 0.1000000000 LL = -1.9542553766 nd = 0.0046356727, D = 0.60559E+00 0.60559E+00 ( 39.80 s, 21.9 h)
|
|
|
+ iter 16 lrate = 0.1000000000 LL = -1.9538912752 nd = 0.0044929412, D = 0.61414E+00 0.61414E+00 ( 35.40 s, 19.5 h)
|
|
|
+ iter 17 lrate = 0.1000000000 LL = -1.9535537283 nd = 0.0043812241, D = 0.61899E+00 0.61899E+00 ( 34.20 s, 18.8 h)
|
|
|
+ iter 18 lrate = 0.1000000000 LL = -1.9532381267 nd = 0.0042910491, D = 0.62102E+00 0.62102E+00 ( 39.72 s, 21.9 h)
|
|
|
+ iter 19 lrate = 0.1000000000 LL = -1.9529408797 nd = 0.0042160962, D = 0.62090E+00 0.62090E+00 ( 39.18 s, 21.6 h)
|
|
|
+ iter 20 lrate = 0.1000000000 LL = -1.9526596223 nd = 0.0041526689, D = 0.61920E+00 0.61920E+00 ( 34.68 s, 19.1 h)
|
|
|
+ iter 21 lrate = 0.1000000000 LL = -1.9523911459 nd = 0.0040986205, D = 0.61635E+00 0.61635E+00 ( 44.79 s, 24.6 h)
|
|
|
+ iter 22 lrate = 0.1000000000 LL = -1.9521339844 nd = 0.0040527202, D = 0.61271E+00 0.61271E+00 ( 39.29 s, 21.6 h)
|
|
|
+ iter 23 lrate = 0.1000000000 LL = -1.9518861489 nd = 0.0040123995, D = 0.60854E+00 0.60854E+00 ( 35.89 s, 19.7 h)
|
|
|
+ iter 24 lrate = 0.1000000000 LL = -1.9516461299 nd = 0.0039786625, D = 0.60406E+00 0.60406E+00 ( 34.61 s, 19.0 h)
|
|
|
+ iter 25 lrate = 0.1000000000 LL = -1.9514127911 nd = 0.0039505492, D = 0.59945E+00 0.59945E+00 ( 35.77 s, 19.6 h)
|
|
|
+ iter 26 lrate = 0.1000000000 LL = -1.9511851942 nd = 0.0039279930, D = 0.59482E+00 0.59482E+00 ( 45.52 s, 25.0 h)
|
|
|
+ iter 27 lrate = 0.1000000000 LL = -1.9509618408 nd = 0.0039108234, D = 0.59027E+00 0.59027E+00 ( 38.89 s, 21.3 h)
|
|
|
+ iter 28 lrate = 0.1000000000 LL = -1.9507417310 nd = 0.0038991882, D = 0.58588E+00 0.58588E+00 ( 36.44 s, 20.0 h)
|
|
|
+ iter 29 lrate = 0.1000000000 LL = -1.9505245162 nd = 0.0038927669, D = 0.58173E+00 0.58173E+00 ( 31.24 s, 17.1 h)
|
|
|
+ iter 30 lrate = 0.1000000000 LL = -1.9503093093 nd = 0.0038922776, D = 0.57785E+00 0.57785E+00 ( 34.38 s, 18.8 h)
|
|
|
+ iter 31 lrate = 0.1000000000 LL = -1.9500955578 nd = 0.0038969391, D = 0.57429E+00 0.57429E+00 ( 43.62 s, 23.9 h)
|
|
|
+ iter 32 lrate = 0.1000000000 LL = -1.9498828247 nd = 0.0039010611, D = 0.57109E+00 0.57109E+00 ( 37.67 s, 20.6 h)
|
|
|
+ iter 33 lrate = 0.1000000000 LL = -1.9496697235 nd = 0.0039140100, D = 0.56823E+00 0.56823E+00 ( 39.92 s, 21.8 h)
|
|
|
+ iter 34 lrate = 0.1000000000 LL = -1.9494552493 nd = 0.0039359645, D = 0.56576E+00 0.56576E+00 ( 36.03 s, 19.7 h)
|
|
|
+ iter 35 lrate = 0.1000000000 LL = -1.9492383909 nd = 0.0039669270, D = 0.56371E+00 0.56371E+00 ( 34.71 s, 18.9 h)
|
|
|
+ iter 36 lrate = 0.1000000000 LL = -1.9490184382 nd = 0.0040084031, D = 0.56210E+00 0.56210E+00 ( 38.08 s, 20.8 h)
|
|
|
+ iter 37 lrate = 0.1000000000 LL = -1.9487948793 nd = 0.0040601396, D = 0.56097E+00 0.56097E+00 ( 39.01 s, 21.3 h)
|
|
|
+ iter 38 lrate = 0.1000000000 LL = -1.9485665136 nd = 0.0041242304, D = 0.56033E+00 0.56033E+00 ( 37.63 s, 20.5 h)
|
|
|
+ iter 39 lrate = 0.1000000000 LL = -1.9483315260 nd = 0.0042010786, D = 0.56019E+00 0.56019E+00 ( 37.61 s, 20.5 h)
|
|
|
+ iter 40 lrate = 0.1000000000 LL = -1.9480886547 nd = 0.0042941657, D = 0.56057E+00 0.56057E+00 ( 40.12 s, 21.8 h)
|
|
|
+ iter 41 lrate = 0.1000000000 LL = -1.9478358442 nd = 0.0044023237, D = 0.56147E+00 0.56147E+00 ( 47.31 s, 25.7 h)
|
|
|
+ iter 42 lrate = 0.1000000000 LL = -1.9475711721 nd = 0.0045255404, D = 0.56290E+00 0.56290E+00 ( 34.31 s, 18.7 h)
|
|
|
+ iter 43 lrate = 0.1000000000 LL = -1.9472926809 nd = 0.0046639749, D = 0.56488E+00 0.56488E+00 ( 39.62 s, 21.5 h)
|
|
|
+ iter 44 lrate = 0.1000000000 LL = -1.9469989740 nd = 0.0048053399, D = 0.56736E+00 0.56736E+00 ( 44.28 s, 24.1 h)
|
|
|
+ iter 45 lrate = 0.1000000000 LL = -1.9466888924 nd = 0.0049448764, D = 0.57022E+00 0.57022E+00 ( 44.38 s, 24.1 h)
|
|
|
+ iter 46 lrate = 0.1000000000 LL = -1.9463612198 nd = 0.0050837111, D = 0.57325E+00 0.57325E+00 ( 41.88 s, 22.7 h)
|
|
|
+ iter 47 lrate = 0.1000000000 LL = -1.9460168480 nd = 0.0052002258, D = 0.57634E+00 0.57634E+00 ( 38.85 s, 21.1 h)
|
|
|
+ iter 48 lrate = 0.1000000000 LL = -1.9456587964 nd = 0.0052696700, D = 0.57915E+00 0.57915E+00 ( 35.24 s, 19.1 h)
|
|
|
+ iter 49 lrate = 0.1000000000 LL = -1.9452946283 nd = 0.0052605541, D = 0.58117E+00 0.58117E+00 ( 41.73 s, 22.6 h)
|
|
|
+ iter 50 lrate = 0.1000000000 LL = -1.9449361396 nd = 0.0027034235, D = 0.58165E+00 0.58165E+00 ( 41.59 s, 22.5 h)
|
|
|
+ Starting Newton ... setting numdecs to 0
|
|
|
+ iter 51 lrate = 0.2000000000 LL = -1.9446495991 nd = 0.0026192602, D = 0.56495E+00 0.56495E+00 ( 43.43 s, 23.5 h)
|
|
|
+ iter 52 lrate = 0.3000000000 LL = -1.9442710143 nd = 0.0025524159, D = 0.54062E+00 0.54062E+00 ( 38.22 s, 20.7 h)
|
|
|
+ iter 53 lrate = 0.4000000000 LL = -1.9438025471 nd = 0.0024773317, D = 0.51013E+00 0.51013E+00 ( 39.85 s, 21.6 h)
|
|
|
+ iter 54 lrate = 0.5000000000 LL = -1.9432612941 nd = 0.0023865258, D = 0.47544E+00 0.47544E+00 ( 39.26 s, 21.2 h)
|
|
|
+ iter 55 lrate = 0.6000000000 LL = -1.9426751264 nd = 0.0022708251, D = 0.43904E+00 0.43904E+00 ( 41.39 s, 22.4 h)
|
|
|
+ iter 56 lrate = 0.7000000000 LL = -1.9420835922 nd = 0.0021232324, D = 0.40405E+00 0.40405E+00 ( 41.02 s, 22.2 h)
|
|
|
+ iter 57 lrate = 0.8000000000 LL = -1.9415307528 nd = 0.0019541587, D = 0.37358E+00 0.37358E+00 ( 44.72 s, 24.1 h)
|
|
|
+ iter 58 lrate = 0.9000000000 LL = -1.9410413472 nd = 0.0018061765, D = 0.34933E+00 0.34933E+00 ( 40.28 s, 21.7 h)
|
|
|
+ iter 59 lrate = 1.0000000000 LL = -1.9406035718 nd = 0.0017040322, D = 0.33037E+00 0.33037E+00 ( 40.15 s, 21.6 h)
|
|
|
+ iter 60 lrate = 1.0000000000 LL = -1.9402226753 nd = 0.0016528867, D = 0.31572E+00 0.31572E+00 ( 43.22 s, 23.3 h)
|
|
|
+ iter 61 lrate = 1.0000000000 LL = -1.9398658192 nd = 0.0016303760, D = 0.30305E+00 0.30305E+00 ( 47.31 s, 25.5 h)
|
|
|
+ iter 62 lrate = 1.0000000000 LL = -1.9395182579 nd = 0.0016214420, D = 0.29153E+00 0.29153E+00 ( 43.86 s, 23.6 h)
|
|
|
+ iter 63 lrate = 1.0000000000 LL = -1.9391742200 nd = 0.0016159934, D = 0.28099E+00 0.28099E+00 (****** s, ***** h)
|
|
|
+ iter 64 lrate = 1.0000000000 LL = -1.9388326715 nd = 0.0016069979, D = 0.27155E+00 0.27155E+00 ( 44.98 s, 24.2 h)
|
|
|
+ iter 65 lrate = 1.0000000000 LL = -1.9384956317 nd = 0.0015829595, D = 0.26335E+00 0.26335E+00 ( 41.73 s, 22.4 h)
|
|
|
+ iter 66 lrate = 1.0000000000 LL = -1.9381704089 nd = 0.0015365990, D = 0.25655E+00 0.25655E+00 ( 42.02 s, 22.6 h)
|
|
|
+ iter 67 lrate = 1.0000000000 LL = -1.9378642095 nd = 0.0014692006, D = 0.25111E+00 0.25111E+00 ( 39.95 s, 21.4 h)
|
|
|
+ iter 68 lrate = 1.0000000000 LL = -1.9375823007 nd = 0.0013822727, D = 0.24681E+00 0.24681E+00 ( 40.20 s, 21.6 h)
|
|
|
+ iter 69 lrate = 1.0000000000 LL = -1.9373289956 nd = 0.0012821334, D = 0.24336E+00 0.24336E+00 ( 37.24 s, 20.0 h)
|
|
|
+ iter 70 lrate = 1.0000000000 LL = -1.9371065757 nd = 0.0011756040, D = 0.24055E+00 0.24055E+00 ( 43.35 s, 23.2 h)
|
|
|
+ iter 71 lrate = 1.0000000000 LL = -1.9369160731 nd = 0.0010749928, D = 0.23823E+00 0.23823E+00 ( 47.77 s, 25.6 h)
|
|
|
+ iter 72 lrate = 1.0000000000 LL = -1.9367548225 nd = 0.0009893033, D = 0.23631E+00 0.23631E+00 ( 41.59 s, 22.3 h)
|
|
|
+ iter 73 lrate = 1.0000000000 LL = -1.9366176351 nd = 0.0009211238, D = 0.23472E+00 0.23472E+00 ( 41.55 s, 22.2 h)
|
|
|
+ iter 74 lrate = 1.0000000000 LL = -1.9364987414 nd = 0.0008698708, D = 0.23341E+00 0.23341E+00 ( 40.71 s, 21.8 h)
|
|
|
+ iter 75 lrate = 1.0000000000 LL = -1.9363929137 nd = 0.0008331642, D = 0.23234E+00 0.23234E+00 ( 46.83 s, 25.0 h)
|
|
|
+ iter 76 lrate = 1.0000000000 LL = -1.9362960366 nd = 0.0008066607, D = 0.23147E+00 0.23147E+00 ( 40.71 s, 21.8 h)
|
|
|
+ iter 77 lrate = 1.0000000000 LL = -1.9362052916 nd = 0.0007869501, D = 0.23080E+00 0.23080E+00 ( 43.29 s, 23.1 h)
|
|
|
+ iter 78 lrate = 1.0000000000 LL = -1.9361190285 nd = 0.0007727359, D = 0.23031E+00 0.23031E+00 ( 38.48 s, 20.5 h)
|
|
|
+ iter 79 lrate = 1.0000000000 LL = -1.9360356074 nd = 0.0007676204, D = 0.22999E+00 0.22999E+00 ( 48.10 s, 25.7 h)
|
|
|
+ iter 80 lrate = 1.0000000000 LL = -1.9359533984 nd = 0.0007728631, D = 0.22979E+00 0.22979E+00 ( 38.43 s, 20.5 h)
|
|
|
+ iter 81 lrate = 1.0000000000 LL = -1.9358703451 nd = 0.0007871990, D = 0.22968E+00 0.22968E+00 ( 49.62 s, 26.5 h)
|
|
|
+ iter 82 lrate = 1.0000000000 LL = -1.9357845727 nd = 0.0008094863, D = 0.22964E+00 0.22964E+00 ( 41.94 s, 22.3 h)
|
|
|
+ iter 83 lrate = 1.0000000000 LL = -1.9356944618 nd = 0.0008374264, D = 0.22963E+00 0.22963E+00 ( 44.54 s, 23.7 h)
|
|
|
+ iter 84 lrate = 1.0000000000 LL = -1.9355990913 nd = 0.0008676730, D = 0.22967E+00 0.22967E+00 ( 38.51 s, 20.5 h)
|
|
|
+ iter 85 lrate = 1.0000000000 LL = -1.9354974838 nd = 0.0008959298, D = 0.22974E+00 0.22974E+00 ( 40.25 s, 21.4 h)
|
|
|
+ iter 86 lrate = 1.0000000000 LL = -1.9353897966 nd = 0.0009174726, D = 0.22984E+00 0.22984E+00 ( 42.58 s, 22.6 h)
|
|
|
+ iter 87 lrate = 1.0000000000 LL = -1.9352772798 nd = 0.0009284324, D = 0.22995E+00 0.22995E+00 ( 41.01 s, 21.8 h)
|
|
|
+ iter 88 lrate = 1.0000000000 LL = -1.9351616792 nd = 0.0009249823, D = 0.23006E+00 0.23006E+00 ( 36.44 s, 19.4 h)
|
|
|
+ iter 89 lrate = 1.0000000000 LL = -1.9350463861 nd = 0.0009061857, D = 0.23014E+00 0.23014E+00 ( 40.61 s, 21.6 h)
|
|
|
+ iter 90 lrate = 1.0000000000 LL = -1.9349347442 nd = 0.0008721268, D = 0.23020E+00 0.23020E+00 ( 42.22 s, 22.4 h)
|
|
|
+ iter 91 lrate = 1.0000000000 LL = -1.9348304181 nd = 0.0008273671, D = 0.23024E+00 0.23024E+00 ( 46.24 s, 24.5 h)
|
|
|
+ iter 92 lrate = 1.0000000000 LL = -1.9347353201 nd = 0.0007763977, D = 0.23025E+00 0.23025E+00 ( 42.23 s, 22.4 h)
|
|
|
+ iter 93 lrate = 1.0000000000 LL = -1.9346503821 nd = 0.0007241119, D = 0.23026E+00 0.23026E+00 ( 45.04 s, 23.9 h)
|
|
|
+ iter 94 lrate = 1.0000000000 LL = -1.9345753850 nd = 0.0006756072, D = 0.23027E+00 0.23027E+00 ( 42.15 s, 22.3 h)
|
|
|
+ iter 95 lrate = 1.0000000000 LL = -1.9345092862 nd = 0.0006313953, D = 0.23031E+00 0.23031E+00 ( 43.42 s, 23.0 h)
|
|
|
+ iter 96 lrate = 1.0000000000 LL = -1.9344507197 nd = 0.0005925661, D = 0.23036E+00 0.23036E+00 ( 38.18 s, 20.2 h)
|
|
|
+ iter 97 lrate = 1.0000000000 LL = -1.9343985421 nd = 0.0005593599, D = 0.23042E+00 0.23042E+00 ( 37.90 s, 20.0 h)
|
|
|
+ iter 98 lrate = 1.0000000000 LL = -1.9343512443 nd = 0.0005319693, D = 0.23052E+00 0.23052E+00 ( 40.51 s, 21.4 h)
|
|
|
+ iter 99 lrate = 1.0000000000 LL = -1.9343093458 nd = 0.0005090150, D = 0.23063E+00 0.23063E+00 ( 42.84 s, 22.6 h)
|
|
|
+ iter 100 lrate = 1.0000000000 LL = -1.9342707982 nd = 0.0004904640, D = 0.23077E+00 0.23077E+00 ( 45.82 s, 24.2 h)
|
|
|
+ iter 101 lrate = 1.0000000000 LL = -1.9342587493 nd = 0.0004958485, D = 0.23077E+00 0.23077E+00 ( 43.16 s, 22.8 h)
|
|
|
+ iter 102 lrate = 1.0000000000 LL = -1.9342471653 nd = 0.0004990545, D = 0.23077E+00 0.23077E+00 ( 37.46 s, 19.8 h)
|
|
|
+ iter 103 lrate = 1.0000000000 LL = -1.9342358596 nd = 0.0005015007, D = 0.23077E+00 0.23077E+00 ( 44.14 s, 23.3 h)
|
|
|
+ iter 104 lrate = 1.0000000000 LL = -1.9342246655 nd = 0.0005036554, D = 0.23077E+00 0.23077E+00 ( 36.49 s, 19.2 h)
|
|
|
+ iter 105 lrate = 1.0000000000 LL = -1.9342137890 nd = 0.0005056194, D = 0.23077E+00 0.23077E+00 ( 40.21 s, 21.2 h)
|
|
|
+ iter 106 lrate = 1.0000000000 LL = -1.9342030307 nd = 0.0005074086, D = 0.23077E+00 0.23077E+00 ( 44.43 s, 23.4 h)
|
|
|
+ iter 107 lrate = 1.0000000000 LL = -1.9341675995 nd = 0.0004868513, D = 0.23124E+00 0.23124E+00 ( 40.30 s, 21.2 h)
|
|
|
+ iter 108 lrate = 1.0000000000 LL = -1.9341340549 nd = 0.0004735148, D = 0.23148E+00 0.23148E+00 ( 46.66 s, 24.5 h)
|
|
|
+ iter 109 lrate = 1.0000000000 LL = -1.9341023107 nd = 0.0004615941, D = 0.23169E+00 0.23169E+00 ( 45.27 s, 23.8 h)
|
|
|
+ iter 110 lrate = 1.0000000000 LL = -1.9340719359 nd = 0.0004526264, D = 0.23187E+00 0.23187E+00 ( 41.73 s, 21.9 h)
|
|
|
+ iter 111 lrate = 1.0000000000 LL = -1.9340425235 nd = 0.0004445311, D = 0.23206E+00 0.23206E+00 ( 49.85 s, 26.2 h)
|
|
|
+ iter 112 lrate = 1.0000000000 LL = -1.9340140062 nd = 0.0004385383, D = 0.23224E+00 0.23224E+00 ( 38.76 s, 20.3 h)
|
|
|
+ iter 113 lrate = 1.0000000000 LL = -1.9339863653 nd = 0.0004323213, D = 0.23242E+00 0.23242E+00 ( 44.98 s, 23.6 h)
|
|
|
+ iter 114 lrate = 1.0000000000 LL = -1.9339593782 nd = 0.0004274616, D = 0.23259E+00 0.23259E+00 ( 37.82 s, 19.8 h)
|
|
|
+ iter 115 lrate = 1.0000000000 LL = -1.9339330070 nd = 0.0004222201, D = 0.23277E+00 0.23277E+00 ( 44.51 s, 23.3 h)
|
|
|
+ iter 116 lrate = 1.0000000000 LL = -1.9339072978 nd = 0.0004177318, D = 0.23294E+00 0.23294E+00 ( 42.56 s, 22.3 h)
|
|
|
+ iter 117 lrate = 1.0000000000 LL = -1.9338820065 nd = 0.0004139678, D = 0.23311E+00 0.23311E+00 ( 44.77 s, 23.4 h)
|
|
|
+ iter 118 lrate = 1.0000000000 LL = -1.9338572472 nd = 0.0004105600, D = 0.23328E+00 0.23328E+00 ( 41.45 s, 21.7 h)
|
|
|
+ iter 119 lrate = 1.0000000000 LL = -1.9338329750 nd = 0.0004069193, D = 0.23345E+00 0.23345E+00 ( 37.84 s, 19.8 h)
|
|
|
+ iter 120 lrate = 1.0000000000 LL = -1.9338090321 nd = 0.0004044184, D = 0.23361E+00 0.23361E+00 ( 40.68 s, 21.2 h)
|
|
|
+ iter 121 lrate = 1.0000000000 LL = -1.9337854814 nd = 0.0004023222, D = 0.23376E+00 0.23376E+00 ( 48.88 s, 25.5 h)
|
|
|
+ iter 122 lrate = 1.0000000000 LL = -1.9337621768 nd = 0.0004005439, D = 0.23392E+00 0.23392E+00 ( 39.30 s, 20.5 h)
|
|
|
+ iter 123 lrate = 1.0000000000 LL = -1.9337392233 nd = 0.0003995176, D = 0.23406E+00 0.23406E+00 ( 37.83 s, 19.7 h)
|
|
|
+ iter 124 lrate = 1.0000000000 LL = -1.9337163964 nd = 0.0003987631, D = 0.23420E+00 0.23420E+00 ( 39.20 s, 20.4 h)
|
|
|
+ iter 125 lrate = 1.0000000000 LL = -1.9336938136 nd = 0.0003984870, D = 0.23433E+00 0.23433E+00 ( 40.32 s, 21.0 h)
|
|
|
+ iter 126 lrate = 1.0000000000 LL = -1.9336713044 nd = 0.0003986854, D = 0.23446E+00 0.23446E+00 ( 38.95 s, 20.3 h)
|
|
|
+ iter 127 lrate = 1.0000000000 LL = -1.9336488916 nd = 0.0003995201, D = 0.23459E+00 0.23459E+00 ( 39.49 s, 20.5 h)
|
|
|
+ iter 128 lrate = 1.0000000000 LL = -1.9336266036 nd = 0.0004010516, D = 0.23471E+00 0.23471E+00 ( 40.97 s, 21.3 h)
|
|
|
+ iter 129 lrate = 1.0000000000 LL = -1.9336043578 nd = 0.0004030050, D = 0.23483E+00 0.23483E+00 ( 39.38 s, 20.5 h)
|
|
|
+ iter 130 lrate = 1.0000000000 LL = -1.9335820721 nd = 0.0004071207, D = 0.23493E+00 0.23493E+00 ( 38.57 s, 20.0 h)
|
|
|
+ iter 131 lrate = 1.0000000000 LL = -1.9335596453 nd = 0.0004120310, D = 0.23504E+00 0.23504E+00 ( 46.75 s, 24.3 h)
|
|
|
+ iter 132 lrate = 1.0000000000 LL = -1.9335370525 nd = 0.0004182632, D = 0.23514E+00 0.23514E+00 ( 42.53 s, 22.1 h)
|
|
|
+ iter 133 lrate = 1.0000000000 LL = -1.9335141715 nd = 0.0004250752, D = 0.23523E+00 0.23523E+00 ( 39.42 s, 20.4 h)
|
|
|
+ iter 134 lrate = 1.0000000000 LL = -1.9334910144 nd = 0.0004329983, D = 0.23532E+00 0.23532E+00 ( 47.60 s, 24.7 h)
|
|
|
+ iter 135 lrate = 1.0000000000 LL = -1.9334675240 nd = 0.0004425006, D = 0.23539E+00 0.23539E+00 ( 41.35 s, 21.4 h)
|
|
|
+ iter 136 lrate = 1.0000000000 LL = -1.9334435544 nd = 0.0004519799, D = 0.23546E+00 0.23546E+00 ( 37.65 s, 19.5 h)
|
|
|
+ iter 137 lrate = 1.0000000000 LL = -1.9334191578 nd = 0.0004618198, D = 0.23553E+00 0.23553E+00 ( 40.63 s, 21.0 h)
|
|
|
+ iter 138 lrate = 1.0000000000 LL = -1.9333942094 nd = 0.0004712534, D = 0.23560E+00 0.23560E+00 ( 40.85 s, 21.1 h)
|
|
|
+ iter 139 lrate = 1.0000000000 LL = -1.9333688684 nd = 0.0004795969, D = 0.23566E+00 0.23566E+00 ( 40.66 s, 21.0 h)
|
|
|
+ iter 140 lrate = 1.0000000000 LL = -1.9333431315 nd = 0.0004870545, D = 0.23572E+00 0.23572E+00 ( 45.36 s, 23.4 h)
|
|
|
+ iter 141 lrate = 1.0000000000 LL = -1.9333171980 nd = 0.0004925650, D = 0.23579E+00 0.23579E+00 ( 46.70 s, 24.1 h)
|
|
|
+ iter 142 lrate = 1.0000000000 LL = -1.9332910468 nd = 0.0004932837, D = 0.23586E+00 0.23586E+00 ( 39.68 s, 20.5 h)
|
|
|
+ iter 143 lrate = 1.0000000000 LL = -1.9332650919 nd = 0.0004938421, D = 0.23594E+00 0.23594E+00 ( 40.61 s, 20.9 h)
|
|
|
+ iter 144 lrate = 1.0000000000 LL = -1.9332392969 nd = 0.0004901407, D = 0.23602E+00 0.23602E+00 ( 43.36 s, 22.4 h)
|
|
|
+ iter 145 lrate = 1.0000000000 LL = -1.9332139141 nd = 0.0004841245, D = 0.23610E+00 0.23610E+00 ( 40.40 s, 20.8 h)
|
|
|
+ iter 146 lrate = 1.0000000000 LL = -1.9331891319 nd = 0.0004742585, D = 0.23620E+00 0.23620E+00 ( 39.57 s, 20.4 h)
|
|
|
+ iter 147 lrate = 1.0000000000 LL = -1.9331652283 nd = 0.0004634065, D = 0.23630E+00 0.23630E+00 ( 48.62 s, 25.0 h)
|
|
|
+ iter 148 lrate = 1.0000000000 LL = -1.9331421476 nd = 0.0004494696, D = 0.23640E+00 0.23640E+00 ( 38.59 s, 19.9 h)
|
|
|
+ iter 149 lrate = 1.0000000000 LL = -1.9331201099 nd = 0.0004348083, D = 0.23650E+00 0.23650E+00 ( 42.31 s, 21.8 h)
|
|
|
+ iter 150 lrate = 1.0000000000 LL = -1.9330990880 nd = 0.0004187841, D = 0.23661E+00 0.23661E+00 ( 46.68 s, 24.0 h)
|
|
|
+ iter 151 lrate = 1.0000000000 LL = -1.9330791475 nd = 0.0004021884, D = 0.23672E+00 0.23672E+00 ( 45.75 s, 23.5 h)
|
|
|
+ iter 152 lrate = 1.0000000000 LL = -1.9330607157 nd = 0.0003861192, D = 0.23684E+00 0.23684E+00 ( 41.24 s, 21.2 h)
|
|
|
+ iter 153 lrate = 1.0000000000 LL = -1.9330434865 nd = 0.0003716356, D = 0.23696E+00 0.23696E+00 ( 41.59 s, 21.3 h)
|
|
|
+ iter 154 lrate = 1.0000000000 LL = -1.9330270942 nd = 0.0003578607, D = 0.23709E+00 0.23709E+00 ( 43.61 s, 22.4 h)
|
|
|
+ iter 155 lrate = 1.0000000000 LL = -1.9330114614 nd = 0.0003460548, D = 0.23721E+00 0.23721E+00 ( 39.22 s, 20.1 h)
|
|
|
+ iter 156 lrate = 1.0000000000 LL = -1.9329965997 nd = 0.0003363123, D = 0.23733E+00 0.23733E+00 ( 42.09 s, 21.6 h)
|
|
|
+ iter 157 lrate = 1.0000000000 LL = -1.9329822660 nd = 0.0003277862, D = 0.23744E+00 0.23744E+00 ( 41.59 s, 21.3 h)
|
|
|
+ iter 158 lrate = 1.0000000000 LL = -1.9329684462 nd = 0.0003202418, D = 0.23756E+00 0.23756E+00 ( 43.74 s, 22.4 h)
|
|
|
+ iter 159 lrate = 1.0000000000 LL = -1.9329550941 nd = 0.0003128120, D = 0.23767E+00 0.23767E+00 ( 40.42 s, 20.7 h)
|
|
|
+ iter 160 lrate = 1.0000000000 LL = -1.9329421500 nd = 0.0003069258, D = 0.23778E+00 0.23778E+00 ( 39.41 s, 20.1 h)
|
|
|
+ iter 161 lrate = 1.0000000000 LL = -1.9329296224 nd = 0.0003017033, D = 0.23789E+00 0.23789E+00 ( 42.87 s, 21.9 h)
|
|
|
+ iter 162 lrate = 1.0000000000 LL = -1.9329174054 nd = 0.0002966297, D = 0.23800E+00 0.23800E+00 ( 44.33 s, 22.6 h)
|
|
|
+ iter 163 lrate = 1.0000000000 LL = -1.9329055320 nd = 0.0002919044, D = 0.23811E+00 0.23811E+00 ( 45.75 s, 23.3 h)
|
|
|
+ iter 164 lrate = 1.0000000000 LL = -1.9328939832 nd = 0.0002872762, D = 0.23822E+00 0.23822E+00 ( 42.81 s, 21.8 h)
|
|
|
+ iter 165 lrate = 1.0000000000 LL = -1.9328826912 nd = 0.0002825985, D = 0.23832E+00 0.23832E+00 ( 46.29 s, 23.6 h)
|
|
|
+ iter 166 lrate = 1.0000000000 LL = -1.9328717977 nd = 0.0002783151, D = 0.23843E+00 0.23843E+00 ( 46.58 s, 23.7 h)
|
|
|
+ iter 167 lrate = 1.0000000000 LL = -1.9328611755 nd = 0.0002743928, D = 0.23853E+00 0.23853E+00 ( 49.15 s, 25.0 h)
|
|
|
+ iter 168 lrate = 1.0000000000 LL = -1.9328507899 nd = 0.0002703293, D = 0.23863E+00 0.23863E+00 ( 40.79 s, 20.8 h)
|
|
|
+ iter 169 lrate = 1.0000000000 LL = -1.9328406631 nd = 0.0002667916, D = 0.23872E+00 0.23872E+00 ( 42.22 s, 21.5 h)
|
|
|
+ iter 170 lrate = 1.0000000000 LL = -1.9328307553 nd = 0.0002634013, D = 0.23882E+00 0.23882E+00 ( 38.83 s, 19.7 h)
|
|
|
+ iter 171 lrate = 1.0000000000 LL = -1.9328210850 nd = 0.0002602074, D = 0.23892E+00 0.23892E+00 ( 53.49 s, 27.2 h)
|
|
|
+ iter 172 lrate = 1.0000000000 LL = -1.9328116591 nd = 0.0002568739, D = 0.23902E+00 0.23902E+00 ( 45.67 s, 23.2 h)
|
|
|
+ iter 173 lrate = 1.0000000000 LL = -1.9328023832 nd = 0.0002537347, D = 0.23911E+00 0.23911E+00 ( 46.32 s, 23.5 h)
|
|
|
+ iter 174 lrate = 1.0000000000 LL = -1.9327933314 nd = 0.0002507422, D = 0.23921E+00 0.23921E+00 ( 43.84 s, 22.2 h)
|
|
|
+ iter 175 lrate = 1.0000000000 LL = -1.9327844553 nd = 0.0002475701, D = 0.23931E+00 0.23931E+00 ( 39.45 s, 20.0 h)
|
|
|
+ iter 176 lrate = 1.0000000000 LL = -1.9327757420 nd = 0.0002448336, D = 0.23941E+00 0.23941E+00 ( 41.96 s, 21.3 h)
|
|
|
+ iter 177 lrate = 1.0000000000 LL = -1.9327671928 nd = 0.0002420854, D = 0.23950E+00 0.23950E+00 ( 46.75 s, 23.7 h)
|
|
|
+ iter 178 lrate = 1.0000000000 LL = -1.9327587498 nd = 0.0002394362, D = 0.23960E+00 0.23960E+00 ( 49.97 s, 25.3 h)
|
|
|
+ iter 179 lrate = 1.0000000000 LL = -1.9327505450 nd = 0.0002370075, D = 0.23970E+00 0.23970E+00 ( 38.99 s, 19.7 h)
|
|
|
+ iter 180 lrate = 1.0000000000 LL = -1.9327423741 nd = 0.0002349326, D = 0.23980E+00 0.23980E+00 ( 43.78 s, 22.1 h)
|
|
|
+ iter 181 lrate = 1.0000000000 LL = -1.9327343257 nd = 0.0002329033, D = 0.23990E+00 0.23990E+00 ( 53.81 s, 27.2 h)
|
|
|
+ iter 182 lrate = 1.0000000000 LL = -1.9327264119 nd = 0.0002310029, D = 0.24000E+00 0.24000E+00 ( 40.37 s, 20.4 h)
|
|
|
+ iter 183 lrate = 1.0000000000 LL = -1.9327186233 nd = 0.0002288263, D = 0.24010E+00 0.24010E+00 ( 42.82 s, 21.6 h)
|
|
|
+ iter 184 lrate = 1.0000000000 LL = -1.9327110127 nd = 0.0002264562, D = 0.24019E+00 0.24019E+00 ( 48.93 s, 24.7 h)
|
|
|
+ iter 185 lrate = 1.0000000000 LL = -1.9327034967 nd = 0.0002243914, D = 0.24029E+00 0.24029E+00 ( 49.24 s, 24.8 h)
|
|
|
+ iter 186 lrate = 1.0000000000 LL = -1.9326960484 nd = 0.0002225245, D = 0.24038E+00 0.24038E+00 ( 42.86 s, 21.6 h)
|
|
|
+ iter 187 lrate = 1.0000000000 LL = -1.9326887229 nd = 0.0002207943, D = 0.24048E+00 0.24048E+00 ( 43.24 s, 21.8 h)
|
|
|
+ iter 188 lrate = 1.0000000000 LL = -1.9326814523 nd = 0.0002192998, D = 0.24057E+00 0.24057E+00 ( 47.76 s, 24.0 h)
|
|
|
+ iter 189 lrate = 1.0000000000 LL = -1.9326742687 nd = 0.0002177788, D = 0.24067E+00 0.24067E+00 ( 39.07 s, 19.7 h)
|
|
|
+ iter 190 lrate = 1.0000000000 LL = -1.9326671993 nd = 0.0002161835, D = 0.24076E+00 0.24076E+00 ( 35.86 s, 18.0 h)
|
|
|
+ iter 191 lrate = 1.0000000000 LL = -1.9326601982 nd = 0.0002149495, D = 0.24086E+00 0.24086E+00 ( 47.46 s, 23.8 h)
|
|
|
+ iter 192 lrate = 1.0000000000 LL = -1.9326532274 nd = 0.0002136736, D = 0.24095E+00 0.24095E+00 ( 46.51 s, 23.4 h)
|
|
|
+ iter 193 lrate = 1.0000000000 LL = -1.9326463659 nd = 0.0002127555, D = 0.24104E+00 0.24104E+00 ( 43.58 s, 21.9 h)
|
|
|
+ iter 194 lrate = 1.0000000000 LL = -1.9326395995 nd = 0.0002115650, D = 0.24113E+00 0.24113E+00 ( 43.32 s, 21.7 h)
|
|
|
+ iter 195 lrate = 1.0000000000 LL = -1.9326328743 nd = 0.0002101264, D = 0.24122E+00 0.24122E+00 ( 42.30 s, 21.2 h)
|
|
|
+ iter 196 lrate = 1.0000000000 LL = -1.9326261827 nd = 0.0002091285, D = 0.24130E+00 0.24130E+00 ( 47.36 s, 23.7 h)
|
|
|
+ iter 197 lrate = 1.0000000000 LL = -1.9326195562 nd = 0.0002081208, D = 0.24139E+00 0.24139E+00 ( 38.89 s, 19.5 h)
|
|
|
+ iter 198 lrate = 1.0000000000 LL = -1.9326129716 nd = 0.0002073531, D = 0.24148E+00 0.24148E+00 ( 49.51 s, 24.8 h)
|
|
|
+ iter 199 lrate = 1.0000000000 LL = -1.9326064437 nd = 0.0002064831, D = 0.24157E+00 0.24157E+00 ( 44.17 s, 22.1 h)
|
|
|
+ iter 200 lrate = 1.0000000000 LL = -1.9325999833 nd = 0.0002057087, D = 0.24165E+00 0.24165E+00 ( 43.21 s, 21.6 h)
|
|
|
+ iter 201 lrate = 1.0000000000 LL = -1.9325969002 nd = 0.0002084046, D = 0.24165E+00 0.24165E+00 ( 47.43 s, 23.7 h)
|
|
|
+ iter 202 lrate = 1.0000000000 LL = -1.9325939164 nd = 0.0002099975, D = 0.24165E+00 0.24165E+00 ( 41.96 s, 21.0 h)
|
|
|
+ iter 203 lrate = 1.0000000000 LL = -1.9325909598 nd = 0.0002111703, D = 0.24165E+00 0.24165E+00 ( 42.82 s, 21.4 h)
|
|
|
+ iter 204 lrate = 1.0000000000 LL = -1.9325880750 nd = 0.0002121190, D = 0.24165E+00 0.24165E+00 ( 42.80 s, 21.4 h)
|
|
|
+ iter 205 lrate = 1.0000000000 LL = -1.9325852215 nd = 0.0002129261, D = 0.24165E+00 0.24165E+00 ( 34.00 s, 17.0 h)
|
|
|
+ iter 206 lrate = 1.0000000000 LL = -1.9325823889 nd = 0.0002136233, D = 0.24165E+00 0.24165E+00 ( 47.89 s, 23.9 h)
|
|
|
+ iter 207 lrate = 1.0000000000 LL = -1.9325760462 nd = 0.0002097295, D = 0.24180E+00 0.24180E+00 ( 49.83 s, 24.8 h)
|
|
|
+ iter 208 lrate = 1.0000000000 LL = -1.9325698143 nd = 0.0002086527, D = 0.24190E+00 0.24190E+00 ( 46.48 s, 23.1 h)
|
|
|
+ iter 209 lrate = 1.0000000000 LL = -1.9325635810 nd = 0.0002075389, D = 0.24200E+00 0.24200E+00 ( 39.96 s, 19.9 h)
|
|
|
+ iter 210 lrate = 1.0000000000 LL = -1.9325573900 nd = 0.0002075226, D = 0.24208E+00 0.24208E+00 ( 41.86 s, 20.8 h)
|
|
|
+ iter 211 lrate = 1.0000000000 LL = -1.9325511953 nd = 0.0002065255, D = 0.24217E+00 0.24217E+00 ( 52.35 s, 26.0 h)
|
|
|
+ iter 212 lrate = 1.0000000000 LL = -1.9325450550 nd = 0.0002058440, D = 0.24226E+00 0.24226E+00 ( 35.71 s, 17.7 h)
|
|
|
+ iter 213 lrate = 1.0000000000 LL = -1.9325389444 nd = 0.0002052170, D = 0.24235E+00 0.24235E+00 ( 41.29 s, 20.5 h)
|
|
|
+ iter 214 lrate = 1.0000000000 LL = -1.9325328572 nd = 0.0002048110, D = 0.24243E+00 0.24243E+00 ( 44.29 s, 22.0 h)
|
|
|
+ iter 215 lrate = 1.0000000000 LL = -1.9325268251 nd = 0.0002046017, D = 0.24252E+00 0.24252E+00 ( 45.65 s, 22.6 h)
|
|
|
+ iter 216 lrate = 1.0000000000 LL = -1.9325208031 nd = 0.0002043927, D = 0.24261E+00 0.24261E+00 ( 46.72 s, 23.2 h)
|
|
|
+ iter 217 lrate = 1.0000000000 LL = -1.9325148308 nd = 0.0002038223, D = 0.24269E+00 0.24269E+00 ( 35.77 s, 17.7 h)
|
|
|
+ iter 218 lrate = 1.0000000000 LL = -1.9325088972 nd = 0.0002035537, D = 0.24277E+00 0.24277E+00 ( 40.96 s, 20.3 h)
|
|
|
+ iter 219 lrate = 1.0000000000 LL = -1.9325029444 nd = 0.0002030348, D = 0.24286E+00 0.24286E+00 ( 39.85 s, 19.7 h)
|
|
|
+ iter 220 lrate = 1.0000000000 LL = -1.9324970226 nd = 0.0002026464, D = 0.24294E+00 0.24294E+00 ( 46.88 s, 23.2 h)
|
|
|
+ iter 221 lrate = 1.0000000000 LL = -1.9324911382 nd = 0.0002025853, D = 0.24302E+00 0.24302E+00 ( 51.38 s, 25.4 h)
|
|
|
+ iter 222 lrate = 1.0000000000 LL = -1.9324852651 nd = 0.0002021335, D = 0.24310E+00 0.24310E+00 ( 45.06 s, 22.3 h)
|
|
|
+ iter 223 lrate = 1.0000000000 LL = -1.9324794276 nd = 0.0002013758, D = 0.24318E+00 0.24318E+00 ( 36.01 s, 17.8 h)
|
|
|
+ iter 224 lrate = 1.0000000000 LL = -1.9324736513 nd = 0.0002009320, D = 0.24326E+00 0.24326E+00 ( 36.74 s, 18.1 h)
|
|
|
+ iter 225 lrate = 1.0000000000 LL = -1.9324679290 nd = 0.0002007076, D = 0.24334E+00 0.24334E+00 ( 41.40 s, 20.4 h)
|
|
|
+ iter 226 lrate = 1.0000000000 LL = -1.9324622674 nd = 0.0002001283, D = 0.24342E+00 0.24342E+00 ( 49.36 s, 24.3 h)
|
|
|
+ iter 227 lrate = 1.0000000000 LL = -1.9324566141 nd = 0.0001999598, D = 0.24350E+00 0.24350E+00 ( 47.07 s, 23.2 h)
|
|
|
+ iter 228 lrate = 1.0000000000 LL = -1.9324509932 nd = 0.0001996522, D = 0.24357E+00 0.24357E+00 ( 44.43 s, 21.9 h)
|
|
|
+ iter 229 lrate = 1.0000000000 LL = -1.9324454077 nd = 0.0001996951, D = 0.24365E+00 0.24365E+00 ( 42.28 s, 20.8 h)
|
|
|
+ iter 230 lrate = 1.0000000000 LL = -1.9324398647 nd = 0.0001994522, D = 0.24373E+00 0.24373E+00 ( 51.76 s, 25.4 h)
|
|
|
+ iter 231 lrate = 1.0000000000 LL = -1.9324343303 nd = 0.0001992167, D = 0.24380E+00 0.24380E+00 ( 48.04 s, 23.6 h)
|
|
|
+ iter 232 lrate = 1.0000000000 LL = -1.9324288506 nd = 0.0001989587, D = 0.24388E+00 0.24388E+00 ( 38.83 s, 19.1 h)
|
|
|
+ iter 233 lrate = 1.0000000000 LL = -1.9324233889 nd = 0.0001986189, D = 0.24396E+00 0.24396E+00 ( 47.56 s, 23.3 h)
|
|
|
+ iter 234 lrate = 1.0000000000 LL = -1.9324179508 nd = 0.0001984373, D = 0.24403E+00 0.24403E+00 ( 50.14 s, 24.6 h)
|
|
|
+ iter 235 lrate = 1.0000000000 LL = -1.9324125443 nd = 0.0001983540, D = 0.24411E+00 0.24411E+00 ( 42.87 s, 21.0 h)
|
|
|
+ iter 236 lrate = 1.0000000000 LL = -1.9324071273 nd = 0.0001986817, D = 0.24418E+00 0.24418E+00 ( 49.92 s, 24.5 h)
|
|
|
+ iter 237 lrate = 1.0000000000 LL = -1.9324017296 nd = 0.0001983397, D = 0.24426E+00 0.24426E+00 ( 32.04 s, 15.7 h)
|
|
|
+ iter 238 lrate = 1.0000000000 LL = -1.9323963500 nd = 0.0001985561, D = 0.24433E+00 0.24433E+00 ( 49.14 s, 24.1 h)
|
|
|
+ iter 239 lrate = 1.0000000000 LL = -1.9323910366 nd = 0.0001985467, D = 0.24441E+00 0.24441E+00 ( 41.55 s, 20.3 h)
|
|
|
+ iter 240 lrate = 1.0000000000 LL = -1.9323857127 nd = 0.0001989964, D = 0.24448E+00 0.24448E+00 ( 52.52 s, 25.7 h)
|
|
|
+ iter 241 lrate = 1.0000000000 LL = -1.9323803876 nd = 0.0001990285, D = 0.24456E+00 0.24456E+00 ( 46.11 s, 22.5 h)
|
|
|
+ iter 242 lrate = 1.0000000000 LL = -1.9323750637 nd = 0.0001987511, D = 0.24464E+00 0.24464E+00 ( 43.56 s, 21.3 h)
|
|
|
+ iter 243 lrate = 1.0000000000 LL = -1.9323697732 nd = 0.0001989191, D = 0.24471E+00 0.24471E+00 ( 47.93 s, 23.4 h)
|
|
|
+ iter 244 lrate = 1.0000000000 LL = -1.9323645050 nd = 0.0001980929, D = 0.24479E+00 0.24479E+00 ( 44.04 s, 21.5 h)
|
|
|
+ iter 245 lrate = 1.0000000000 LL = -1.9323592746 nd = 0.0001970381, D = 0.24487E+00 0.24487E+00 ( 40.93 s, 20.0 h)
|
|
|
+ iter 246 lrate = 1.0000000000 LL = -1.9323540787 nd = 0.0001963838, D = 0.24495E+00 0.24495E+00 ( 46.77 s, 22.8 h)
|
|
|
+ iter 247 lrate = 1.0000000000 LL = -1.9323489235 nd = 0.0001956661, D = 0.24503E+00 0.24503E+00 ( 40.42 s, 19.7 h)
|
|
|
+ iter 248 lrate = 1.0000000000 LL = -1.9323438144 nd = 0.0001945477, D = 0.24511E+00 0.24511E+00 ( 43.47 s, 21.2 h)
|
|
|
+ iter 249 lrate = 1.0000000000 LL = -1.9323387509 nd = 0.0001935458, D = 0.24518E+00 0.24518E+00 ( 44.30 s, 21.5 h)
|
|
|
+ iter 250 lrate = 1.0000000000 LL = -1.9323337461 nd = 0.0001919976, D = 0.24526E+00 0.24526E+00 ( 41.06 s, 20.0 h)
|
|
|
+ iter 251 lrate = 1.0000000000 LL = -1.9323287895 nd = 0.0001912876, D = 0.24534E+00 0.24534E+00 ( 49.62 s, 24.1 h)
|
|
|
+ iter 252 lrate = 1.0000000000 LL = -1.9323238900 nd = 0.0001906767, D = 0.24543E+00 0.24543E+00 ( 41.37 s, 20.1 h)
|
|
|
+ iter 253 lrate = 1.0000000000 LL = -1.9323190510 nd = 0.0001888700, D = 0.24551E+00 0.24551E+00 ( 49.87 s, 24.2 h)
|
|
|
+ iter 254 lrate = 1.0000000000 LL = -1.9323142449 nd = 0.0001877222, D = 0.24559E+00 0.24559E+00 ( 46.94 s, 22.8 h)
|
|
|
+ iter 255 lrate = 1.0000000000 LL = -1.9323094989 nd = 0.0001868525, D = 0.24567E+00 0.24567E+00 ( 43.74 s, 21.2 h)
|
|
|
+ iter 256 lrate = 1.0000000000 LL = -1.9323047547 nd = 0.0001858504, D = 0.24576E+00 0.24576E+00 ( 41.68 s, 20.2 h)
|
|
|
+ iter 257 lrate = 1.0000000000 LL = -1.9323001763 nd = 0.0001834130, D = 0.24584E+00 0.24584E+00 ( 42.46 s, 20.6 h)
|
|
|
+ iter 258 lrate = 1.0000000000 LL = -1.9322956926 nd = 0.0001814015, D = 0.24592E+00 0.24592E+00 ( 43.41 s, 21.0 h)
|
|
|
+ iter 259 lrate = 1.0000000000 LL = -1.9322912682 nd = 0.0001796349, D = 0.24599E+00 0.24599E+00 ( 42.04 s, 20.3 h)
|
|
|
+ iter 260 lrate = 1.0000000000 LL = -1.9322869067 nd = 0.0001777954, D = 0.24607E+00 0.24607E+00 ( 45.90 s, 22.2 h)
|
|
|
+ iter 261 lrate = 1.0000000000 LL = -1.9322826229 nd = 0.0001760290, D = 0.24614E+00 0.24614E+00 ( 46.75 s, 22.6 h)
|
|
|
+ iter 262 lrate = 1.0000000000 LL = -1.9322783866 nd = 0.0001742820, D = 0.24622E+00 0.24622E+00 ( 44.95 s, 21.7 h)
|
|
|
+ iter 263 lrate = 1.0000000000 LL = -1.9322741842 nd = 0.0001718885, D = 0.24629E+00 0.24629E+00 ( 43.18 s, 20.8 h)
|
|
|
+ iter 264 lrate = 1.0000000000 LL = -1.9322700486 nd = 0.0001701603, D = 0.24637E+00 0.24637E+00 ( 37.18 s, 17.9 h)
|
|
|
+ iter 265 lrate = 1.0000000000 LL = -1.9322659964 nd = 0.0001678133, D = 0.24644E+00 0.24644E+00 ( 42.39 s, 20.4 h)
|
|
|
+ iter 266 lrate = 1.0000000000 LL = -1.9322619918 nd = 0.0001665391, D = 0.24652E+00 0.24652E+00 ( 40.83 s, 19.7 h)
|
|
|
+ iter 267 lrate = 1.0000000000 LL = -1.9322580430 nd = 0.0001646377, D = 0.24659E+00 0.24659E+00 ( 37.59 s, 18.1 h)
|
|
|
+ iter 268 lrate = 1.0000000000 LL = -1.9322541774 nd = 0.0001627245, D = 0.24666E+00 0.24666E+00 ( 45.98 s, 22.1 h)
|
|
|
+ iter 269 lrate = 1.0000000000 LL = -1.9322503643 nd = 0.0001609993, D = 0.24674E+00 0.24674E+00 ( 45.73 s, 22.0 h)
|
|
|
+ iter 270 lrate = 1.0000000000 LL = -1.9322466188 nd = 0.0001590234, D = 0.24681E+00 0.24681E+00 ( 46.01 s, 22.1 h)
|
|
|
+ iter 271 lrate = 1.0000000000 LL = -1.9322429357 nd = 0.0001575446, D = 0.24688E+00 0.24688E+00 ( 53.35 s, 25.6 h)
|
|
|
+ iter 272 lrate = 1.0000000000 LL = -1.9322393230 nd = 0.0001558905, D = 0.24695E+00 0.24695E+00 ( 45.44 s, 21.8 h)
|
|
|
+ iter 273 lrate = 1.0000000000 LL = -1.9322357749 nd = 0.0001540371, D = 0.24702E+00 0.24702E+00 ( 42.55 s, 20.4 h)
|
|
|
+ iter 274 lrate = 1.0000000000 LL = -1.9322322547 nd = 0.0001518988, D = 0.24709E+00 0.24709E+00 ( 47.73 s, 22.9 h)
|
|
|
+ iter 275 lrate = 1.0000000000 LL = -1.9322288030 nd = 0.0001498566, D = 0.24717E+00 0.24717E+00 ( 44.84 s, 21.5 h)
|
|
|
+ iter 276 lrate = 1.0000000000 LL = -1.9322254040 nd = 0.0001478374, D = 0.24723E+00 0.24723E+00 ( 35.40 s, 17.0 h)
|
|
|
+ iter 277 lrate = 1.0000000000 LL = -1.9322220531 nd = 0.0001459835, D = 0.24730E+00 0.24730E+00 ( 41.64 s, 19.9 h)
|
|
|
+ iter 278 lrate = 1.0000000000 LL = -1.9322187812 nd = 0.0001437693, D = 0.24737E+00 0.24737E+00 ( 49.85 s, 23.8 h)
|
|
|
+ iter 279 lrate = 1.0000000000 LL = -1.9322155531 nd = 0.0001420827, D = 0.24744E+00 0.24744E+00 ( 45.91 s, 21.9 h)
|
|
|
+ iter 280 lrate = 1.0000000000 LL = -1.9322123755 nd = 0.0001401579, D = 0.24751E+00 0.24751E+00 ( 46.24 s, 22.1 h)
|
|
|
+ iter 281 lrate = 1.0000000000 LL = -1.9322092590 nd = 0.0001381791, D = 0.24757E+00 0.24757E+00 ( 52.21 s, 24.9 h)
|
|
|
+ iter 282 lrate = 1.0000000000 LL = -1.9322061976 nd = 0.0001365914, D = 0.24764E+00 0.24764E+00 ( 40.73 s, 19.4 h)
|
|
|
+ iter 283 lrate = 1.0000000000 LL = -1.9322032223 nd = 0.0001348334, D = 0.24770E+00 0.24770E+00 ( 45.77 s, 21.8 h)
|
|
|
+ iter 284 lrate = 1.0000000000 LL = -1.9322002697 nd = 0.0001331702, D = 0.24776E+00 0.24776E+00 ( 40.28 s, 19.2 h)
|
|
|
+ iter 285 lrate = 1.0000000000 LL = -1.9321973583 nd = 0.0001314856, D = 0.24782E+00 0.24782E+00 ( 42.66 s, 20.3 h)
|
|
|
+ iter 286 lrate = 1.0000000000 LL = -1.9321945370 nd = 0.0001294517, D = 0.24788E+00 0.24788E+00 ( 44.45 s, 21.2 h)
|
|
|
+ iter 287 lrate = 1.0000000000 LL = -1.9321917481 nd = 0.0001278296, D = 0.24794E+00 0.24794E+00 ( 49.69 s, 23.6 h)
|
|
|
+ iter 288 lrate = 1.0000000000 LL = -1.9321890141 nd = 0.0001260130, D = 0.24799E+00 0.24799E+00 ( 46.78 s, 22.2 h)
|
|
|
+ iter 289 lrate = 1.0000000000 LL = -1.9321863418 nd = 0.0001246504, D = 0.24805E+00 0.24805E+00 ( 50.95 s, 24.2 h)
|
|
|
+ iter 290 lrate = 1.0000000000 LL = -1.9321837222 nd = 0.0001236065, D = 0.24810E+00 0.24810E+00 ( 42.73 s, 20.3 h)
|
|
|
+ iter 291 lrate = 1.0000000000 LL = -1.9321811332 nd = 0.0001224895, D = 0.24816E+00 0.24816E+00 ( 48.11 s, 22.8 h)
|
|
|
+ iter 292 lrate = 1.0000000000 LL = -1.9321785806 nd = 0.0001216524, D = 0.24821E+00 0.24821E+00 ( 37.71 s, 17.9 h)
|
|
|
+ iter 293 lrate = 1.0000000000 LL = -1.9321760616 nd = 0.0001210637, D = 0.24826E+00 0.24826E+00 ( 37.48 s, 17.8 h)
|
|
|
+ iter 294 lrate = 1.0000000000 LL = -1.9321735774 nd = 0.0001202778, D = 0.24831E+00 0.24831E+00 ( 44.78 s, 21.2 h)
|
|
|
+ iter 295 lrate = 1.0000000000 LL = -1.9321711297 nd = 0.0001196893, D = 0.24836E+00 0.24836E+00 ( 44.39 s, 21.0 h)
|
|
|
+ iter 296 lrate = 1.0000000000 LL = -1.9321687314 nd = 0.0001188065, D = 0.24841E+00 0.24841E+00 ( 45.86 s, 21.7 h)
|
|
|
+ iter 297 lrate = 1.0000000000 LL = -1.9321663689 nd = 0.0001185438, D = 0.24846E+00 0.24846E+00 ( 41.73 s, 19.7 h)
|
|
|
+ iter 298 lrate = 1.0000000000 LL = -1.9321640347 nd = 0.0001179128, D = 0.24850E+00 0.24850E+00 ( 41.51 s, 19.6 h)
|
|
|
+ iter 299 lrate = 1.0000000000 LL = -1.9321617267 nd = 0.0001178861, D = 0.24855E+00 0.24855E+00 ( 47.27 s, 22.3 h)
|
|
|
+ iter 300 lrate = 1.0000000000 LL = -1.9321594685 nd = 0.0001176841, D = 0.24859E+00 0.24859E+00 ( 41.99 s, 19.8 h)
|
|
|
+ iter 301 lrate = 1.0000000000 LL = -1.9321578464 nd = 0.0001100615, D = 0.24859E+00 0.24859E+00 ( 53.40 s, 25.2 h)
|
|
|
+ iter 302 lrate = 1.0000000000 LL = -1.9321565078 nd = 0.0001106150, D = 0.24859E+00 0.24859E+00 ( 45.72 s, 21.6 h)
|
|
|
+ iter 303 lrate = 1.0000000000 LL = -1.9321551830 nd = 0.0001112254, D = 0.24859E+00 0.24859E+00 ( 48.12 s, 22.7 h)
|
|
|
+ iter 304 lrate = 1.0000000000 LL = -1.9321538672 nd = 0.0001117233, D = 0.24859E+00 0.24859E+00 ( 48.69 s, 22.9 h)
|
|
|
+ iter 305 lrate = 1.0000000000 LL = -1.9321525696 nd = 0.0001122201, D = 0.24859E+00 0.24859E+00 ( 32.66 s, 15.4 h)
|
|
|
+ iter 306 lrate = 1.0000000000 LL = -1.9321512909 nd = 0.0001126393, D = 0.24859E+00 0.24859E+00 ( 41.38 s, 19.5 h)
|
|
|
+ iter 307 lrate = 1.0000000000 LL = -1.9321490630 nd = 0.0001098246, D = 0.24868E+00 0.24868E+00 ( 54.36 s, 25.6 h)
|
|
|
+ iter 308 lrate = 1.0000000000 LL = -1.9321468654 nd = 0.0001089984, D = 0.24873E+00 0.24873E+00 ( 35.22 s, 16.6 h)
|
|
|
+ iter 309 lrate = 1.0000000000 LL = -1.9321446918 nd = 0.0001072465, D = 0.24878E+00 0.24878E+00 ( 36.03 s, 16.9 h)
|
|
|
+ iter 310 lrate = 1.0000000000 LL = -1.9321425698 nd = 0.0001065495, D = 0.24882E+00 0.24882E+00 ( 44.02 s, 20.7 h)
|
|
|
+ iter 311 lrate = 1.0000000000 LL = -1.9321404433 nd = 0.0001053590, D = 0.24886E+00 0.24886E+00 ( 51.63 s, 24.2 h)
|
|
|
+ iter 312 lrate = 1.0000000000 LL = -1.9321383591 nd = 0.0001047579, D = 0.24890E+00 0.24890E+00 ( 55.25 s, 25.9 h)
|
|
|
+ iter 313 lrate = 1.0000000000 LL = -1.9321362962 nd = 0.0001038278, D = 0.24893E+00 0.24893E+00 ( 43.82 s, 20.5 h)
|
|
|
+ iter 314 lrate = 1.0000000000 LL = -1.9321342760 nd = 0.0001030683, D = 0.24897E+00 0.24897E+00 ( 53.29 s, 25.0 h)
|
|
|
+ iter 315 lrate = 1.0000000000 LL = -1.9321322270 nd = 0.0001022755, D = 0.24900E+00 0.24900E+00 ( 46.78 s, 21.9 h)
|
|
|
+ iter 316 lrate = 1.0000000000 LL = -1.9321302040 nd = 0.0001015937, D = 0.24904E+00 0.24904E+00 ( 48.60 s, 22.7 h)
|
|
|
+ iter 317 lrate = 1.0000000000 LL = -1.9321282055 nd = 0.0001009613, D = 0.24907E+00 0.24907E+00 ( 44.99 s, 21.0 h)
|
|
|
+ iter 318 lrate = 1.0000000000 LL = -1.9321262011 nd = 0.0001005054, D = 0.24910E+00 0.24910E+00 ( 39.68 s, 18.5 h)
|
|
|
+ iter 319 lrate = 1.0000000000 LL = -1.9321242102 nd = 0.0001000308, D = 0.24913E+00 0.24913E+00 ( 42.86 s, 20.0 h)
|
|
|
+ iter 320 lrate = 1.0000000000 LL = -1.9321222498 nd = 0.0000996219, D = 0.24916E+00 0.24916E+00 ( 47.19 s, 22.0 h)
|
|
|
+ iter 321 lrate = 1.0000000000 LL = -1.9321203012 nd = 0.0000991713, D = 0.24919E+00 0.24919E+00 ( 49.89 s, 23.3 h)
|
|
|
+ iter 322 lrate = 1.0000000000 LL = -1.9321183467 nd = 0.0000988250, D = 0.24922E+00 0.24922E+00 ( 49.99 s, 23.3 h)
|
|
|
+ iter 323 lrate = 1.0000000000 LL = -1.9321164133 nd = 0.0000985822, D = 0.24924E+00 0.24924E+00 ( 47.24 s, 22.0 h)
|
|
|
+ iter 324 lrate = 1.0000000000 LL = -1.9321144848 nd = 0.0000983919, D = 0.24927E+00 0.24927E+00 ( 45.23 s, 21.1 h)
|
|
|
+ iter 325 lrate = 1.0000000000 LL = -1.9321126451 nd = 0.0000983281, D = 0.24930E+00 0.24930E+00 ( 45.05 s, 21.0 h)
|
|
|
+ iter 326 lrate = 1.0000000000 LL = -1.9321108725 nd = 0.0000982920, D = 0.24933E+00 0.24933E+00 ( 34.94 s, 16.2 h)
|
|
|
+ iter 327 lrate = 1.0000000000 LL = -1.9321090980 nd = 0.0000982455, D = 0.24936E+00 0.24936E+00 ( 42.84 s, 19.9 h)
|
|
|
+ iter 328 lrate = 1.0000000000 LL = -1.9321073276 nd = 0.0000981974, D = 0.24940E+00 0.24940E+00 ( 48.91 s, 22.7 h)
|
|
|
+ iter 329 lrate = 1.0000000000 LL = -1.9321055619 nd = 0.0000981652, D = 0.24942E+00 0.24942E+00 ( 49.44 s, 22.9 h)
|
|
|
+ iter 330 lrate = 1.0000000000 LL = -1.9321038058 nd = 0.0000981105, D = 0.24945E+00 0.24945E+00 ( 50.07 s, 23.2 h)
|
|
|
+ iter 331 lrate = 1.0000000000 LL = -1.9321020757 nd = 0.0000981738, D = 0.24947E+00 0.24947E+00 ( 44.03 s, 20.4 h)
|
|
|
+ iter 332 lrate = 1.0000000000 LL = -1.9321003517 nd = 0.0000982334, D = 0.24950E+00 0.24950E+00 ( 42.69 s, 19.8 h)
|
|
|
+ iter 333 lrate = 1.0000000000 LL = -1.9320986237 nd = 0.0000984472, D = 0.24952E+00 0.24952E+00 ( 52.19 s, 24.2 h)
|
|
|
+ iter 334 lrate = 1.0000000000 LL = -1.9320969039 nd = 0.0000986516, D = 0.24954E+00 0.24954E+00 ( 53.74 s, 24.9 h)
|
|
|
+ iter 335 lrate = 1.0000000000 LL = -1.9320951979 nd = 0.0000988771, D = 0.24956E+00 0.24956E+00 ( 38.53 s, 17.8 h)
|
|
|
+ iter 336 lrate = 1.0000000000 LL = -1.9320934938 nd = 0.0000991551, D = 0.24958E+00 0.24958E+00 ( 39.13 s, 18.1 h)
|
|
|
+ iter 337 lrate = 1.0000000000 LL = -1.9320917870 nd = 0.0000994188, D = 0.24960E+00 0.24960E+00 ( 42.53 s, 19.6 h)
|
|
|
+ iter 338 lrate = 1.0000000000 LL = -1.9320900947 nd = 0.0000997502, D = 0.24962E+00 0.24962E+00 ( 35.30 s, 16.3 h)
|
|
|
+ iter 339 lrate = 1.0000000000 LL = -1.9320884082 nd = 0.0000998648, D = 0.24964E+00 0.24964E+00 ( 43.17 s, 19.9 h)
|
|
|
+ iter 340 lrate = 1.0000000000 LL = -1.9320866902 nd = 0.0001001357, D = 0.24965E+00 0.24965E+00 ( 49.40 s, 22.8 h)
|
|
|
+ iter 341 lrate = 1.0000000000 LL = -1.9320849784 nd = 0.0001004465, D = 0.24967E+00 0.24967E+00 ( 39.71 s, 18.3 h)
|
|
|
+ iter 342 lrate = 1.0000000000 LL = -1.9320832812 nd = 0.0001007623, D = 0.24969E+00 0.24969E+00 ( 38.77 s, 17.9 h)
|
|
|
+ iter 343 lrate = 1.0000000000 LL = -1.9320815984 nd = 0.0001011173, D = 0.24970E+00 0.24970E+00 ( 39.95 s, 18.4 h)
|
|
|
+ iter 344 lrate = 1.0000000000 LL = -1.9320798863 nd = 0.0001015439, D = 0.24972E+00 0.24972E+00 ( 40.96 s, 18.8 h)
|
|
|
+ iter 345 lrate = 1.0000000000 LL = -1.9320781981 nd = 0.0001019889, D = 0.24973E+00 0.24973E+00 ( 50.28 s, 23.1 h)
|
|
|
+ iter 346 lrate = 1.0000000000 LL = -1.9320765115 nd = 0.0001025622, D = 0.24975E+00 0.24975E+00 ( 49.21 s, 22.6 h)
|
|
|
+ iter 347 lrate = 1.0000000000 LL = -1.9320747913 nd = 0.0001031085, D = 0.24976E+00 0.24976E+00 ( 44.10 s, 20.2 h)
|
|
|
+ iter 348 lrate = 1.0000000000 LL = -1.9320730877 nd = 0.0001035752, D = 0.24978E+00 0.24978E+00 ( 42.43 s, 19.5 h)
|
|
|
+ iter 349 lrate = 1.0000000000 LL = -1.9320713744 nd = 0.0001039868, D = 0.24979E+00 0.24979E+00 ( 44.96 s, 20.6 h)
|
|
|
+ iter 350 lrate = 1.0000000000 LL = -1.9320696768 nd = 0.0001042590, D = 0.24980E+00 0.24980E+00 ( 48.57 s, 22.3 h)
|
|
|
+ iter 351 lrate = 1.0000000000 LL = -1.9320679696 nd = 0.0001046093, D = 0.24982E+00 0.24982E+00 ( 48.99 s, 22.4 h)
|
|
|
+ iter 352 lrate = 1.0000000000 LL = -1.9320662561 nd = 0.0001051147, D = 0.24983E+00 0.24983E+00 ( 51.23 s, 23.5 h)
|
|
|
+ iter 353 lrate = 1.0000000000 LL = -1.9320645757 nd = 0.0001055395, D = 0.24984E+00 0.24984E+00 ( 43.07 s, 19.7 h)
|
|
|
+ iter 354 lrate = 1.0000000000 LL = -1.9320628666 nd = 0.0001060432, D = 0.24986E+00 0.24986E+00 ( 45.53 s, 20.8 h)
|
|
|
+ iter 355 lrate = 1.0000000000 LL = -1.9320611562 nd = 0.0001064994, D = 0.24987E+00 0.24987E+00 ( 44.83 s, 20.5 h)
|
|
|
+ iter 356 lrate = 1.0000000000 LL = -1.9320594893 nd = 0.0001070205, D = 0.24988E+00 0.24988E+00 ( 52.23 s, 23.9 h)
|
|
|
+ iter 357 lrate = 1.0000000000 LL = -1.9320577929 nd = 0.0001078046, D = 0.24990E+00 0.24990E+00 ( 48.62 s, 22.2 h)
|
|
|
+ iter 358 lrate = 1.0000000000 LL = -1.9320561134 nd = 0.0001084675, D = 0.24991E+00 0.24991E+00 ( 47.36 s, 21.6 h)
|
|
|
+ iter 359 lrate = 1.0000000000 LL = -1.9320544378 nd = 0.0001093458, D = 0.24992E+00 0.24992E+00 ( 42.05 s, 19.2 h)
|
|
|
+ iter 360 lrate = 1.0000000000 LL = -1.9320527567 nd = 0.0001103803, D = 0.24993E+00 0.24993E+00 ( 46.45 s, 21.2 h)
|
|
|
+ iter 361 lrate = 1.0000000000 LL = -1.9320510917 nd = 0.0001115178, D = 0.24994E+00 0.24994E+00 ( 50.96 s, 23.2 h)
|
|
|
+ iter 362 lrate = 1.0000000000 LL = -1.9320494251 nd = 0.0001130478, D = 0.24995E+00 0.24995E+00 ( 42.60 s, 19.4 h)
|
|
|
+ iter 363 lrate = 1.0000000000 LL = -1.9320477623 nd = 0.0001144317, D = 0.24996E+00 0.24996E+00 ( 44.51 s, 20.2 h)
|
|
|
+ iter 364 lrate = 1.0000000000 LL = -1.9320461463 nd = 0.0001165963, D = 0.24997E+00 0.24997E+00 ( 31.18 s, 14.2 h)
|
|
|
+ iter 365 lrate = 1.0000000000 LL = -1.9320445200 nd = 0.0001186046, D = 0.24998E+00 0.24998E+00 ( 30.97 s, 14.1 h)
|
|
|
+ iter 366 lrate = 1.0000000000 LL = -1.9320429156 nd = 0.0001218889, D = 0.24999E+00 0.24999E+00 ( 44.87 s, 20.4 h)
|
|
|
+ iter 367 lrate = 1.0000000000 LL = -1.9320413441 nd = 0.0001245625, D = 0.25000E+00 0.25000E+00 ( 42.42 s, 19.2 h)
|
|
|
+ iter 368 lrate = 1.0000000000 LL = -1.9320397874 nd = 0.0001295179, D = 0.25002E+00 0.25002E+00 ( 45.78 s, 20.8 h)
|
|
|
+ iter 369 lrate = 1.0000000000 LL = -1.9320383086 nd = 0.0001330147, D = 0.25003E+00 0.25003E+00 ( 49.68 s, 22.5 h)
|
|
|
+ iter 370 lrate = 1.0000000000 LL = -1.9320368225 nd = 0.0001406839, D = 0.25004E+00 0.25004E+00 ( 46.52 s, 21.1 h)
|
|
|
+ iter 371 lrate = 1.0000000000 LL = -1.9320354574 nd = 0.0001451763, D = 0.25004E+00 0.25004E+00 ( 49.66 s, 22.5 h)
|
|
|
+ iter 372 lrate = 1.0000000000 LL = -1.9320340644 nd = 0.0001565550, D = 0.25005E+00 0.25005E+00 ( 44.34 s, 20.1 h)
|
|
|
+ iter 373 lrate = 1.0000000000 LL = -1.9320329009 nd = 0.0001617556, D = 0.25006E+00 0.25006E+00 ( 49.00 s, 22.1 h)
|
|
|
+ iter 374 lrate = 1.0000000000 LL = -1.9320316531 nd = 0.0001784437, D = 0.25007E+00 0.25007E+00 ( 43.35 s, 19.6 h)
|
|
|
+ iter 375 lrate = 1.0000000000 LL = -1.9320307755 nd = 0.0001840018, D = 0.25008E+00 0.25008E+00 ( 41.01 s, 18.5 h)
|
|
|
+ iter 376 lrate = 1.0000000000 LL = -1.9320297005 nd = 0.0002082485, D = 0.25009E+00 0.25009E+00 ( 49.85 s, 22.5 h)
|
|
|
+ iter 377 lrate = 1.0000000000 LL = -1.9320293007 nd = 0.0002131735, D = 0.25010E+00 0.25010E+00 ( 53.68 s, 24.2 h)
|
|
|
+ iter 378 lrate = 1.0000000000 LL = -1.9320284196 nd = 0.0002475213, D = 0.25011E+00 0.25011E+00 ( 44.21 s, 19.9 h)
|
|
|
+ iter 379 lrate = 1.0000000000 LL = -1.9320287304 nd = 0.0002498190, D = 0.25011E+00 0.25011E+00 ( 35.96 s, 16.2 h)
|
|
|
+ Likelihood decreasing!
|
|
|
+ iter 380 lrate = 0.6000000000 LL = -1.9320240069 nd = 0.0002137394, D = 0.25012E+00 0.25012E+00 ( 37.89 s, 17.1 h)
|
|
|
+ iter 381 lrate = 0.7000000000 LL = -1.9320214901 nd = 0.0001775243, D = 0.25013E+00 0.25013E+00 ( 53.49 s, 24.1 h)
|
|
|
+ iter 382 lrate = 0.8000000000 LL = -1.9320195441 nd = 0.0001719434, D = 0.25013E+00 0.25013E+00 ( 39.74 s, 17.9 h)
|
|
|
+ iter 383 lrate = 0.9000000000 LL = -1.9320181970 nd = 0.0001681701, D = 0.25014E+00 0.25014E+00 ( 43.29 s, 19.4 h)
|
|
|
+ iter 384 lrate = 1.0000000000 LL = -1.9320169805 nd = 0.0001829265, D = 0.25015E+00 0.25015E+00 ( 46.23 s, 20.8 h)
|
|
|
+ iter 385 lrate = 1.0000000000 LL = -1.9320161961 nd = 0.0001883864, D = 0.25016E+00 0.25016E+00 ( 44.70 s, 20.1 h)
|
|
|
+ iter 386 lrate = 1.0000000000 LL = -1.9320151085 nd = 0.0002098845, D = 0.25017E+00 0.25017E+00 ( 42.69 s, 19.1 h)
|
|
|
+ iter 387 lrate = 1.0000000000 LL = -1.9320147397 nd = 0.0002140916, D = 0.25017E+00 0.25017E+00 ( 47.98 s, 21.5 h)
|
|
|
+ iter 388 lrate = 1.0000000000 LL = -1.9320137832 nd = 0.0002441932, D = 0.25018E+00 0.25018E+00 ( 41.26 s, 18.5 h)
|
|
|
+ iter 389 lrate = 1.0000000000 LL = -1.9320139883 nd = 0.0002458093, D = 0.25019E+00 0.25019E+00 ( 42.76 s, 19.1 h)
|
|
|
+ Likelihood decreasing!
|
|
|
+ iter 390 lrate = 0.6000000000 LL = -1.9320093345 nd = 0.0002042689, D = 0.25020E+00 0.25020E+00 ( 44.76 s, 20.0 h)
|
|
|
+ iter 391 lrate = 0.7000000000 LL = -1.9320069134 nd = 0.0001694923, D = 0.25020E+00 0.25020E+00 ( 45.40 s, 20.3 h)
|
|
|
+ iter 392 lrate = 0.8000000000 LL = -1.9320050528 nd = 0.0001611527, D = 0.25021E+00 0.25021E+00 ( 48.04 s, 21.5 h)
|
|
|
+ iter 393 lrate = 0.9000000000 LL = -1.9320037372 nd = 0.0001577194, D = 0.25022E+00 0.25022E+00 ( 44.99 s, 20.1 h)
|
|
|
+ iter 394 lrate = 1.0000000000 LL = -1.9320025567 nd = 0.0001684542, D = 0.25023E+00 0.25023E+00 ( 44.42 s, 19.8 h)
|
|
|
+ iter 395 lrate = 1.0000000000 LL = -1.9320016817 nd = 0.0001735135, D = 0.25024E+00 0.25024E+00 ( 41.08 s, 18.3 h)
|
|
|
+ iter 396 lrate = 1.0000000000 LL = -1.9320005844 nd = 0.0001892952, D = 0.25024E+00 0.25024E+00 ( 33.69 s, 15.0 h)
|
|
|
+ iter 397 lrate = 1.0000000000 LL = -1.9320000036 nd = 0.0001936671, D = 0.25025E+00 0.25025E+00 ( 32.51 s, 14.5 h)
|
|
|
+ iter 398 lrate = 1.0000000000 LL = -1.9319990180 nd = 0.0002157189, D = 0.25026E+00 0.25026E+00 ( 37.73 s, 16.8 h)
|
|
|
+ iter 399 lrate = 1.0000000000 LL = -1.9319988180 nd = 0.0002183878, D = 0.25027E+00 0.25027E+00 ( 45.28 s, 20.1 h)
|
|
|
+ iter 400 lrate = 1.0000000000 LL = -1.9319979306 nd = 0.0002483347, D = 0.25028E+00 0.25028E+00 ( 40.61 s, 18.0 h)
|
|
|
+ iter 401 lrate = 1.0000000000 LL = -1.9319914630 nd = 0.0000989776, D = 0.25028E+00 0.25028E+00 ( 47.17 s, 21.0 h)
|
|
|
+ iter 402 lrate = 1.0000000000 LL = -1.9319906800 nd = 0.0000955315, D = 0.25028E+00 0.25028E+00 ( 47.22 s, 21.0 h)
|
|
|
+ iter 403 lrate = 1.0000000000 LL = -1.9319899891 nd = 0.0000960122, D = 0.25028E+00 0.25028E+00 ( 41.44 s, 18.4 h)
|
|
|
+ iter 404 lrate = 1.0000000000 LL = -1.9319893167 nd = 0.0000964295, D = 0.25028E+00 0.25028E+00 ( 36.63 s, 16.2 h)
|
|
|
+ iter 405 lrate = 1.0000000000 LL = -1.9319886440 nd = 0.0000967928, D = 0.25028E+00 0.25028E+00 ( 42.64 s, 18.9 h)
|
|
|
+ iter 406 lrate = 1.0000000000 LL = -1.9319879811 nd = 0.0000971386, D = 0.25028E+00 0.25028E+00 ( 41.28 s, 18.3 h)
|
|
|
+ iter 407 lrate = 1.0000000000 LL = -1.9319866620 nd = 0.0000951168, D = 0.25030E+00 0.25030E+00 ( 42.63 s, 18.9 h)
|
|
|
+ iter 408 lrate = 1.0000000000 LL = -1.9319853608 nd = 0.0000944066, D = 0.25031E+00 0.25031E+00 ( 38.12 s, 16.9 h)
|
|
|
+ iter 409 lrate = 1.0000000000 LL = -1.9319840699 nd = 0.0000932665, D = 0.25032E+00 0.25032E+00 ( 37.38 s, 16.5 h)
|
|
|
+ iter 410 lrate = 1.0000000000 LL = -1.9319827992 nd = 0.0000926302, D = 0.25033E+00 0.25033E+00 ( 45.12 s, 19.9 h)
|
|
|
+ iter 411 lrate = 1.0000000000 LL = -1.9319815445 nd = 0.0000916382, D = 0.25034E+00 0.25034E+00 ( 48.62 s, 21.5 h)
|
|
|
+ iter 412 lrate = 1.0000000000 LL = -1.9319802994 nd = 0.0000909222, D = 0.25035E+00 0.25035E+00 ( 45.45 s, 20.0 h)
|
|
|
+ iter 413 lrate = 1.0000000000 LL = -1.9319790626 nd = 0.0000901159, D = 0.25036E+00 0.25036E+00 ( 40.06 s, 17.7 h)
|
|
|
+ iter 414 lrate = 1.0000000000 LL = -1.9319778398 nd = 0.0000894727, D = 0.25037E+00 0.25037E+00 ( 44.06 s, 19.4 h)
|
|
|
+ iter 415 lrate = 1.0000000000 LL = -1.9319766294 nd = 0.0000888429, D = 0.25038E+00 0.25038E+00 ( 47.88 s, 21.1 h)
|
|
|
+ iter 416 lrate = 1.0000000000 LL = -1.9319754336 nd = 0.0000883220, D = 0.25039E+00 0.25039E+00 ( 41.36 s, 18.2 h)
|
|
|
+ iter 417 lrate = 1.0000000000 LL = -1.9319742454 nd = 0.0000877361, D = 0.25040E+00 0.25040E+00 ( 43.51 s, 19.1 h)
|
|
|
+ iter 418 lrate = 1.0000000000 LL = -1.9319730896 nd = 0.0000872916, D = 0.25041E+00 0.25041E+00 ( 46.34 s, 20.4 h)
|
|
|
+ iter 419 lrate = 1.0000000000 LL = -1.9319719297 nd = 0.0000868922, D = 0.25042E+00 0.25042E+00 ( 37.82 s, 16.6 h)
|
|
|
+ iter 420 lrate = 1.0000000000 LL = -1.9319707735 nd = 0.0000864009, D = 0.25043E+00 0.25043E+00 ( 37.00 s, 16.2 h)
|
|
|
+ iter 421 lrate = 1.0000000000 LL = -1.9319696357 nd = 0.0000857562, D = 0.25044E+00 0.25044E+00 ( 53.33 s, 23.4 h)
|
|
|
+ iter 422 lrate = 1.0000000000 LL = -1.9319685123 nd = 0.0000852331, D = 0.25045E+00 0.25045E+00 ( 45.32 s, 19.9 h)
|
|
|
+ iter 423 lrate = 1.0000000000 LL = -1.9319673955 nd = 0.0000845226, D = 0.25046E+00 0.25046E+00 ( 43.15 s, 18.9 h)
|
|
|
+ iter 424 lrate = 1.0000000000 LL = -1.9319662862 nd = 0.0000841727, D = 0.25047E+00 0.25047E+00 ( 47.52 s, 20.8 h)
|
|
|
+ iter 425 lrate = 1.0000000000 LL = -1.9319651931 nd = 0.0000836752, D = 0.25048E+00 0.25048E+00 ( 33.97 s, 14.9 h)
|
|
|
+ iter 426 lrate = 1.0000000000 LL = -1.9319641058 nd = 0.0000834864, D = 0.25049E+00 0.25049E+00 ( 33.20 s, 14.5 h)
|
|
|
+ iter 427 lrate = 1.0000000000 LL = -1.9319630219 nd = 0.0000830688, D = 0.25050E+00 0.25050E+00 ( 42.86 s, 18.7 h)
|
|
|
+ iter 428 lrate = 1.0000000000 LL = -1.9319619498 nd = 0.0000828432, D = 0.25051E+00 0.25051E+00 ( 36.23 s, 15.8 h)
|
|
|
+ iter 429 lrate = 1.0000000000 LL = -1.9319608866 nd = 0.0000822268, D = 0.25052E+00 0.25052E+00 ( 31.76 s, 13.9 h)
|
|
|
+ iter 430 lrate = 1.0000000000 LL = -1.9319598372 nd = 0.0000821389, D = 0.25052E+00 0.25052E+00 ( 35.00 s, 15.3 h)
|
|
|
+ iter 431 lrate = 1.0000000000 LL = -1.9319587975 nd = 0.0000816686, D = 0.25053E+00 0.25053E+00 ( 58.83 s, 25.6 h)
|
|
|
+ iter 432 lrate = 1.0000000000 LL = -1.9319577681 nd = 0.0000816582, D = 0.25054E+00 0.25054E+00 ( 55.78 s, 24.3 h)
|
|
|
+ iter 433 lrate = 1.0000000000 LL = -1.9319567461 nd = 0.0000813748, D = 0.25055E+00 0.25055E+00 ( 52.56 s, 22.9 h)
|
|
|
+ iter 434 lrate = 1.0000000000 LL = -1.9319557363 nd = 0.0000816373, D = 0.25056E+00 0.25056E+00 ( 46.77 s, 20.3 h)
|
|
|
+ iter 435 lrate = 1.0000000000 LL = -1.9319547480 nd = 0.0000815841, D = 0.25057E+00 0.25057E+00 ( 45.50 s, 19.8 h)
|
|
|
+ iter 436 lrate = 1.0000000000 LL = -1.9319537772 nd = 0.0000821918, D = 0.25058E+00 0.25058E+00 ( 42.13 s, 18.3 h)
|
|
|
+ iter 437 lrate = 1.0000000000 LL = -1.9319528219 nd = 0.0000824060, D = 0.25059E+00 0.25059E+00 ( 46.89 s, 20.4 h)
|
|
|
+ iter 438 lrate = 1.0000000000 LL = -1.9319518875 nd = 0.0000834022, D = 0.25060E+00 0.25060E+00 ( 39.90 s, 17.3 h)
|
|
|
+ iter 439 lrate = 1.0000000000 LL = -1.9319509582 nd = 0.0000841339, D = 0.25061E+00 0.25061E+00 ( 44.62 s, 19.3 h)
|
|
|
+ iter 440 lrate = 1.0000000000 LL = -1.9319500453 nd = 0.0000859609, D = 0.25061E+00 0.25061E+00 ( 49.16 s, 21.3 h)
|
|
|
+ Exiting because likelihood increasing by less than 1.000000000000000E-006
|
|
|
+ for more than 5 iterations ...
|
|
|
+... done. Execution time: -54.39 h
|
|
|
+ output directory =
|
|
|
+ /net/store/nbp/projects/IntoTheWild/Daten/EEG/WLFO/VP30/preprocessed/01Hz/amica
|
|
|
+ /
|
|
|
+
|
|
|
+Lavish subscription of memory-resources:
|
|
|
+
|
|
|
+ 8192 Mbytes requested,
|
|
|
+ but peak usage was only 1570.1 Mbytes.
|
|
|
+
|
|
|
+------------> Please request grid resources more carefully! <------------
|
|
|
+
|
