NRG Ljubljana 2.4.3.31 - (c) Rok Zitko <rok.zitko@ijs.si>
Timestamp: Mon Nov 13 12:55:52 2017
Compiled on Aug 14 2018 at 10:37:37
Compiled-in symmetry types: ANYJ DBLISOSZ DBLSU2 ISO ISO2 ISO2LR ISOLR ISOSZ ISOSZLR NONE P PP QJ QS QSC3 QSLR QST QSTZ QSZ QSZLR QSZTZ SL SL3 SPSU2 SPSU2C3 SPSU2LR SPSU2T SPU1 SPU1LR SU2 U1 

No MPI: single node calculation.

[OMP] Max. number of threads: 1
[OMP] Number of processors: 32
[OMP] Dynamic thread adjustment: 0
[OMP] Nested parallelism: 0

Using Intel MKL library 11.3.2
Processor optimization: Intel(R) Advanced Vector Extensions 2 (Intel(R) AVX2) enabled processors
max_threads=1 blas_max_threads=1 dynamic=1

workdir=.
substeps=0
Ninit=0
Lambda=4
strategy=kept
lastall=1
lastalloverride=0
z=1
discretization=Z
band=flat
bandrescale=1
betabar=1
T=1e-10
keep=3000
keepenergy=7
keepmin=0
log=
logall=0
logenumber=10
smooth=new
alpha=0.8
omega0=1e-99
omega0_ratio=1
brcut=0
loggauss_b=0.3
gauss_b=0.1
limitLL=0
eta=0
finite=0
bins=100
accumulation=0
linstep=0
discard_trim=1e-16
discard_immediately=1e-16
NN1=0
NN2even=1
NN2avg=0
NNtanh=0
goodE=2
savebins=0
broaden=1
broaden_max=3
broaden_min=1e-07
broaden_min_ratio=3
broaden_ratio=1.02
dumpenergies=0
dumpannotated=0
dumpscaled=1
dumpabs=0
dumpprecision=8
dumpgroups=1
grouptol=1e-06
dumpdiagonal=0
ops=n_d n_a n_d^2 n_a^2 SaSd A_a A_d
specs=
specd=A_d-A_d A_a-A_a
spect=
specq=
specot=
reim=0
specgt=
gtp=0.7
speci1t=
speci2t=
specchit=
chitp=1
chitp_ratio=-999
dm=1
T0opt=-1
dmnrg=0
cfs=0
cfsgt=0
cfsls=0
fdm=1
fdmgt=0
fdmls=0
fdmexpv=0
fdmexpvn=0
cfsold=0
fdmold=0
width_td=12
width_custom=12
prec_td=6
prec_custom=6
prec_xy=6
safeguard=1e-05
safeguardmax=200
fixeps=1e-15
diag=dsyev
diagratio=1
dsyevrlimit=100
zheevrlimit=100
restart=1
restartfactor=2
checkdiag=0
checkrho=0
calc0=1
tdht=0
spin=2
tri=old
preccpp=2000
checksumrules=0
globalB=0
globalBx=0
polarized=0
pol2x2=0
mpi=0
noimag=1
dumpsubspaces=0
done=1
resume=0
forcestop=-1
stopafter=
removefiles=1
dump_f=0
rungs=0

>>  Input file for NRG Ljubljana, Rok Zitko, rok.zitko@ijs.si, 2005-2015
SYMMETRY TYPE: QS
invdim=2
0 Q additive
1 SS additive
I=(0 1) [0 (additive), 1 (additive)]
singlet QNs=(0 1) mult=1
>>  Using sneg version 	1.250
V8
>>  Number of channels, impurities, chain sites, subspaces: 
channels=2 impurities=2 Nmax=33 subspaces=15
Reading <||||> (e)
Reading <||n_d||> (s)
Reading <||n_d^2||> (s)
Reading <||A_d||> (d)
Reading <||n_a||> (s)
Reading <||n_a^2||> (s)
Reading <||SaSd||> (s)
Reading <||A_a||> (d)
Reading <||||> (z)

length_coef_table=33 Nmax=33

Number of invariant subspaces: 15
(-4 1) 1 states
1.542919298735797 
(-3 2) 4 states
0.8008847925882183 1.149324949199378 1.616199122624165 1.681072089784834 
(-2 1) 10 states
0.3665255786787762 0.6065977893208675 0.9106050323524589 1.003137902273839 1.188904031455066 1.332968054061176 1.674105526180693 1.707868862399981 1.765707633702889 2.10018385469244 
(-2 3) 6 states
0.4072904430517973 0.8741646164765858 0.9390375836372549 1.222604773087745 1.287477740248415 1.754351913673201 
(-1 2) 20 states
0.158537498929157 0.2460612743852454 0.4568297728429997 0.5123205456005038 0.7245501612916729 0.7644961650340036 0.882250945478378 0.9497783792369476 0.9893491473942182 1.069654879234653 1.210112378356365 1.262063777830897 1.315624636128886 1.360900531954305 1.38202653076685 1.474988846237453 1.749461163943408 1.85436794896736 2.001454737485875 2.175790486897427 
(-1 4) 4 states
0.4805702669401657 0.5454432341008355 1.012317407525623 1.360757564136783 
(0 1) 20 states
0 0.3278824907567795 0.4352344373914354 0.5860854550366823 0.7066156756623898 0.746793144234923 0.8741646164765858 0.889699305224988 1.12937547463365 1.149526161185346 1.204323502349574 1.245672398956553 1.287477740248415 1.449958757785267 1.456790362417808 1.848131015187301 1.848419818613062 1.926007104031206 2.078298673440429 2.274359915110803 
(0 3) 15 states
0.2802327020252498 0.3132225381119429 0.3665211032873359 0.4702506882494628 0.5987369554176042 0.8741646164765854 0.8981976480677847 1.012116195539654 1.026199993502263 1.281786883880206 1.287477740248415 1.365329453725233 1.45502668106261 1.520079388742454 2.07668072598082 
(0 5) 1 states
0.6187230579892032 
(1 2) 20 states
0.1585374989291513 0.2460612743852439 0.4568297728430014 0.5123205456005057 0.7245501612916747 0.7644961650340032 0.8822509454783775 0.9497783792369469 0.9893491473942172 1.069654879234653 1.210112378356365 1.262063777830898 1.315624636128886 1.360900531954305 1.38202653076685 1.474988846237453 1.749461163943408 1.854367948967359 2.001454737485874 2.175790486897427 
(1 4) 4 states
0.4805702669401665 0.5454432341008357 1.012317407525622 1.360757564136783 
(2 1) 10 states
0.3665255786787762 0.6065977893208689 0.9106050323524604 1.003137902273838 1.188904031455066 1.332968054061176 1.674105526180693 1.707868862399982 1.76570763370289 2.100183854692441 
(2 3) 6 states
0.4072904430517983 0.8741646164765858 0.9390375836372548 1.222604773087746 1.287477740248415 1.754351913673201 
(3 2) 4 states
0.8008847925882175 1.149324949199378 1.616199122624165 1.681072089784834 
(4 1) 1 states
1.542919298735797 
Number of states (multiplicity taken into account): 256

Computing the following operators:
s=[]
p=[]
g=[]
d=[A_a A_d ]
v=[]
t=[]
q=[]
ot=[]

Computing the following spectra:

Before NRG iteration (N=-1)
<SaSd>=-0.0008843549235111815
<n_a>=0.9291047533803308
<n_a^2>=1.250932398508991
<n_d>=1.070895246619669
<n_d^2>=1.534513384987668

 ***** [NRG] Iteration 1/33 (scale 0.54101064033336133) ***** 
[1] xi(0)=0.4722328021150775 xi_scaled(0)=0.8728715609439694 zeta(1)=0
[2] xi(0)=0.4722328021150775 xi_scaled(0)=0.8728715609439694 zeta(1)=0
Stats: nr=28 min=1 max=210
Emax=7.011219014107438 nrkept=1554 nrkeptmult=3764 
Total energy=-3.07575072014161  Egs=-2.599355908585415
Kept: 1554 out of 1716, ratio=0.906
<SaSd>=-0.00355983085533092
<n_a>=0.8950900153096643
<n_a^2>=1.101071978483092
<n_d>=1.104909984690336
<n_d^2>=1.520711917244436
Memory used: 84 MB  Time elapsed: 0 s

 ***** [NRG] Iteration 2/33 (scale 0.27050532016668066) ***** 
[1] xi(1)=0.2557283998403092 xi_scaled(1)=0.9453729031382221 zeta(2)=0
[2] xi(1)=0.2557283998403092 xi_scaled(1)=0.9453729031382221 zeta(2)=0
Stats: nr=45 min=1 max=2131
Emax=6.991191667353127 nrkept=3000 nrkeptmult=8120 
Total energy=-3.4969822945396  Egs=-1.557202550169567
Kept: 3000 out of 22098, ratio=0.136
<SaSd>=-0.01295871338575427
<n_a>=0.8844719996757989
<n_a^2>=0.9878891251702269
<n_d>=1.1155280003242
<n_d^2>=1.450001126467029
Memory used: 325 MB  Time elapsed: 18 s

 ***** [NRG] Iteration 3/33 (scale 0.13525266008334033) ***** 
[1] xi(2)=0.1332084596262889 xi_scaled(2)=0.9848860609780851 zeta(3)=0
[2] xi(2)=0.1332084596262889 xi_scaled(2)=0.9848860609780851 zeta(3)=0
Stats: nr=55 min=2 max=4029
Safeguard: keep additional 1 states
Emax=7.003774356013199 nrkept=1614 nrkeptmult=4258 
Total energy=-3.842847306687103  Egs=-2.557177152259973
Kept: 1614 out of 43578, ratio=0.037
<SaSd>=-0.0358126707449928
<n_a>=0.9012806640382088
<n_a^2>=0.9756529084080823
<n_d>=1.098719335961791
<n_d^2>=1.370530252255244
Memory used: 929 MB  Time elapsed: 137 s

 ***** [NRG] Iteration 4/33 (scale 0.067626330041670166) ***** 
[1] xi(3)=0.06736434900159863 xi_scaled(3)=0.996126049721904 zeta(4)=0
[2] xi(3)=0.06736434900159863 xi_scaled(3)=0.996126049721904 zeta(4)=0
Stats: nr=49 min=1 max=2320
Emax=7.002429106657047 nrkept=1578 nrkeptmult=4214 
Total energy=-3.957604397437261  Egs=-1.696929149924993
Kept: 1578 out of 23374, ratio=0.0675
<SaSd>=-0.08086037695937798
<n_a>=0.9096887416699402
<n_a^2>=0.984079551215534
<n_d>=1.090311258330049
<n_d^2>=1.34532458453575
Memory used: 929 MB  Time elapsed: 158 s

 ***** [NRG] Iteration 5/33 (scale 0.033813165020835083) ***** 
[1] xi(4)=0.03378021280948131 xi_scaled(4)=0.9990254620845619 zeta(5)=0
[2] xi(4)=0.03378021280948131 xi_scaled(4)=0.9990254620845619 zeta(5)=0
Stats: nr=53 min=1 max=2221
Emax=7.001343021022059 nrkept=987 nrkeptmult=2513 
Total energy=-4.043133455830809  Egs=-2.529460295741188
Kept: 987 out of 22908, ratio=0.0431
<SaSd>=-0.1578952475686977
<n_a>=0.9040777491660109
<n_a^2>=0.9832974995162015
<n_d>=1.095922250833977
<n_d^2>=1.366986502852128
Memory used: 929 MB  Time elapsed: 178 s

 ***** [NRG] Iteration 6/33 (scale 0.016906582510417541) ***** 
[1] xi(5)=0.01690245706765996 xi_scaled(5)=0.9997559860039696 zeta(6)=0
[2] xi(5)=0.01690245706765996 xi_scaled(5)=0.9997559860039696 zeta(6)=0
Stats: nr=43 min=1 max=1451
Emax=7.001622573983646 nrkept=972 nrkeptmult=2450 
Total energy=-4.071506305807549  Egs=-1.678213202417346
Kept: 972 out of 14208, ratio=0.0684
<SaSd>=-0.2598290406764866
<n_a>=0.8962745229651031
<n_a^2>=0.9798979039142267
<n_d>=1.103725477034881
<n_d^2>=1.394799812053777
Memory used: 929 MB  Time elapsed: 184 s

 ***** [NRG] Iteration 7/33 (scale 0.0084532912552087707) ***** 
[1] xi(6)=0.008452775374170397 xi_scaled(6)=0.9999389727595088 zeta(7)=0
[2] xi(6)=0.008452775374170397 xi_scaled(6)=0.9999389727595088 zeta(7)=0
Stats: nr=42 min=2 max=1409
Safeguard: keep additional 1 states
Emax=7.008407763715974 nrkept=582 nrkeptmult=1378 
Total energy=-4.093413771437716  Egs=-2.591590064599728
Kept: 582 out of 13976, ratio=0.0416
<SaSd>=-0.3304330694299024
<n_a>=0.8924393898969256
<n_a^2>=0.9780040553984382
<n_d>=1.107560610103055
<n_d^2>=1.408246495810692
Memory used: 929 MB  Time elapsed: 189 s

 ***** [NRG] Iteration 8/33 (scale 0.0042266456276043854) ***** 
[1] xi(7)=0.004226581136201476 xi_scaled(7)=0.999984741705695 zeta(8)=0
[2] xi(7)=0.004226581136201476 xi_scaled(7)=0.999984741705695 zeta(8)=0
Stats: nr=42 min=1 max=851
Emax=7.002891223582442 nrkept=614 nrkeptmult=1444 
Total energy=-4.100381332200069  Egs=-1.648484726717312
Kept: 614 out of 8248, ratio=0.0744
<SaSd>=-0.3529128160974626
<n_a>=0.8919252062171734
<n_a^2>=0.9777183045810862
<n_d>=1.108074793782808
<n_d^2>=1.410017479712351
Memory used: 929 MB  Time elapsed: 191 s

 ***** [NRG] Iteration 9/33 (scale 0.0021133228138021927) ***** 
[1] xi(8)=0.002113314752180783 xi_scaled(8)=0.9999961853336569 zeta(9)=0
[2] xi(8)=0.002113314752180783 xi_scaled(8)=0.9999961853336569 zeta(9)=0
Stats: nr=42 min=2 max=874
Emax=7.003101494968428 nrkept=451 nrkeptmult=1043 
Total energy=-4.10595227974814  Egs=-2.636108176037756
Kept: 451 out of 8688, ratio=0.0519
<SaSd>=-0.3574550883798372
<n_a>=0.8918725612482383
<n_a^2>=0.9776861876478808
<n_d>=1.108127438751742
<n_d^2>=1.410195942654882
Memory used: 929 MB  Time elapsed: 193 s

 ***** [NRG] Iteration 10/33 (scale 0.0010566614069010963) ***** 
[1] xi(9)=0.001056660399192293 xi_scaled(9)=0.999999046327616 zeta(10)=0
[2] xi(9)=0.001056660399192293 xi_scaled(9)=0.999999046327616 zeta(10)=0
Stats: nr=42 min=1 max=671
Safeguard: keep additional 1 states
Emax=7.059017527070662 nrkept=579 nrkeptmult=1363 
Total energy=-4.10768141079565  Egs=-1.636409767800493
Kept: 579 out of 6384, ratio=0.0907
<SaSd>=-0.3586792613303666
<n_a>=0.8918780397522664
<n_a^2>=0.9776856397821638
<n_d>=1.108121960247709
<n_d^2>=1.410173480773045
Memory used: 929 MB  Time elapsed: 194 s

 ***** [NRG] Iteration 11/33 (scale 0.00052833070345054817) ***** 
[1] xi(10)=0.0005283305774867564 xi_scaled(10)=0.9999997615815417 zeta(11)=0
[2] xi(10)=0.0005283305774867564 xi_scaled(10)=0.9999997615815417 zeta(11)=0
Stats: nr=42 min=2 max=822
Safeguard: keep additional 1 states
Emax=7.051001681872696 nrkept=436 nrkeptmult=1010 
Total energy=-4.109081712783683  Egs=-2.650427050495731
Kept: 436 out of 8208, ratio=0.0531
<SaSd>=-0.3589294737808458
<n_a>=0.8918737223432218
<n_a^2>=0.9776832681097585
<n_d>=1.108126277656749
<n_d^2>=1.410188378736807
Memory used: 929 MB  Time elapsed: 195 s

 ***** [NRG] Iteration 12/33 (scale 0.00026416535172527408) ***** 
[1] xi(11)=0.0002641653359797941 xi_scaled(11)=0.9999999403953626 zeta(12)=0
[2] xi(11)=0.0002641653359797941 xi_scaled(11)=0.9999999403953626 zeta(12)=0
Stats: nr=42 min=1 max=642
Safeguard: keep additional 1 states
Emax=7.103206923959635 nrkept=579 nrkeptmult=1363 
Total energy=-4.109513087917052  Egs=-1.632973932998111
Kept: 579 out of 6162, ratio=0.094
<SaSd>=-0.3590258549822721
<n_a>=0.8918759908643504
<n_a^2>=0.9776839732616547
<n_d>=1.108124009135622
<n_d^2>=1.410180009804194
Memory used: 929 MB  Time elapsed: 196 s

 ***** [NRG] Iteration 13/33 (scale 0.00013208267586263704) ***** 
[1] xi(12)=0.0001320826738944519 xi_scaled(12)=0.9999999850988393 zeta(13)=0
[2] xi(12)=0.0001320826738944519 xi_scaled(12)=0.9999999850988393 zeta(13)=0
Stats: nr=42 min=2 max=822
Safeguard: keep additional 1 states
Emax=7.095609670726637 nrkept=436 nrkeptmult=1010 
Total energy=-4.109863662320341  Egs=-2.654204277731893
Kept: 436 out of 8208, ratio=0.0531
<SaSd>=-0.3590366275598744
<n_a>=0.8918752832078595
<n_a^2>=0.9776836535917943
<n_d>=1.10812471679212
<n_d^2>=1.410182520760311
Memory used: 929 MB  Time elapsed: 198 s

 ***** [NRG] Iteration 14/33 (scale 6.6041337931318521e-05) ***** 
[1] xi(13)=6.604133768529536e-05 xi_scaled(13)=0.9999999962747097 zeta(14)=0
[2] xi(13)=6.604133768529536e-05 xi_scaled(13)=0.9999999962747097 zeta(14)=0
Stats: nr=42 min=1 max=642
Safeguard: keep additional 1 states
Emax=7.004427039625331 nrkept=569 nrkeptmult=1343 
Total energy=-4.109971448404437  Egs=-1.632100249219064
Kept: 569 out of 6162, ratio=0.0923
<SaSd>=-0.3590486343380546
<n_a>=0.8918759059588244
<n_a^2>=0.977683881092946
<n_d>=1.108124094041156
<n_d^2>=1.410180257257605
Memory used: 929 MB  Time elapsed: 199 s

 ***** [NRG] Iteration 15/33 (scale 3.3020668965659261e-05) ***** 
[1] xi(14)=3.302066893490636e-05 xi_scaled(14)=0.9999999990686772 zeta(15)=0
[2] xi(14)=3.302066893490636e-05 xi_scaled(14)=0.9999999990686772 zeta(15)=0
Stats: nr=42 min=2 max=801
Safeguard: keep additional 1 states
Emax=7.106536078015845 nrkept=436 nrkeptmult=1010 
Total energy=-4.110059122135753  Egs=-2.655116751484952
Kept: 436 out of 8058, ratio=0.0541
<SaSd>=-0.3590476792984368
<n_a>=0.8918757292138796
<n_a^2>=0.9776838104165518
<n_d>=1.108124270786109
<n_d^2>=1.410180893561005
Memory used: 929 MB  Time elapsed: 200 s

 ***** [NRG] Iteration 16/33 (scale 1.651033448282963e-05) ***** 
[1] xi(15)=1.651033447898552e-05 xi_scaled(15)=0.9999999997671692 zeta(16)=0
[2] xi(15)=1.651033447898552e-05 xi_scaled(15)=0.9999999997671692 zeta(16)=0
Stats: nr=42 min=1 max=642
Safeguard: keep additional 1 states
Emax=7.011502581727746 nrkept=569 nrkeptmult=1343 
Total energy=-4.110086065534467  Egs=-1.631911136722128
Kept: 569 out of 6162, ratio=0.0923
<SaSd>=-0.3590502680516868
<n_a>=0.8918759158911921
<n_a^2>=0.9776838810356541
<n_d>=1.108124084108792
<n_d^2>=1.410180217470849
Memory used: 929 MB  Time elapsed: 201 s

 ***** [NRG] Iteration 17/33 (scale 8.2551672414148151e-06) ***** 
[1] xi(16)=8.2551672409343e-06 xi_scaled(16)=0.9999999999417922 zeta(17)=0
[2] xi(16)=8.2551672409343e-06 xi_scaled(16)=0.9999999999417922 zeta(17)=0
Stats: nr=42 min=2 max=801
Safeguard: keep additional 1 states
Emax=7.109158503619896 nrkept=436 nrkeptmult=1010 
Total energy=-4.110107985559748  Egs=-2.655309655122664
Kept: 436 out of 8058, ratio=0.0541
<SaSd>=-0.3590500368894001
<n_a>=0.8918758908109563
<n_a^2>=0.9776838712443716
<n_d>=1.108124109189027
<n_d^2>=1.41018030800051
Memory used: 929 MB  Time elapsed: 203 s

 ***** [NRG] Iteration 18/33 (scale 4.1275836207074076e-06) ***** 
[1] xi(17)=4.127583620647343e-06 xi_scaled(17)=0.999999999985448 zeta(18)=0
[2] xi(17)=4.127583620647343e-06 xi_scaled(17)=0.999999999985448 zeta(18)=0
Stats: nr=42 min=1 max=642
Safeguard: keep additional 1 states
Emax=7.01325565126649 nrkept=569 nrkeptmult=1343 
Total energy=-4.110114721315542  Egs=-1.631888391177292
Kept: 569 out of 6162, ratio=0.0923
<SaSd>=-0.3590506826339613
<n_a>=0.8918759414449755
<n_a^2>=0.9776838905371489
<n_d>=1.108124058555007
<n_d^2>=1.410180124757208
Memory used: 929 MB  Time elapsed: 204 s

 ***** [NRG] Iteration 19/33 (scale 2.0637918103537038e-06) ***** 
[1] xi(18)=2.063791810346196e-06 xi_scaled(18)=0.999999999996362 zeta(19)=0
[2] xi(18)=2.063791810346196e-06 xi_scaled(18)=0.999999999996362 zeta(19)=0
Stats: nr=42 min=2 max=801
Safeguard: keep additional 1 states
Emax=7.109748461784509 nrkept=436 nrkeptmult=1010 
Total energy=-4.110120201353668  Egs=-2.655325066630747
Kept: 436 out of 8058, ratio=0.0541
<SaSd>=-0.3590506250194627
<n_a>=0.8918759363848822
<n_a^2>=0.9776838885906287
<n_d>=1.108124063615098
<n_d^2>=1.410180143051055
Memory used: 929 MB  Time elapsed: 205 s

 ***** [NRG] Iteration 20/33 (scale 1.0318959051768519e-06) ***** 
[1] xi(19)=1.031895905175913e-06 xi_scaled(19)=0.9999999999990905 zeta(20)=0
[2] xi(19)=1.031895905175913e-06 xi_scaled(19)=0.9999999999990905 zeta(20)=0
Stats: nr=42 min=1 max=642
Safeguard: keep additional 1 states
Emax=7.013658228666476 nrkept=569 nrkeptmult=1343 
Total energy=-4.1101218853125  Egs=-1.631907660294469
Kept: 569 out of 6162, ratio=0.0923
<SaSd>=-0.3590507869791002
<n_a>=0.8918759493485032
<n_a^2>=0.9776838935386185
<n_d>=1.10812405065148
<n_d^2>=1.410180096144566
Memory used: 929 MB  Time elapsed: 206 s

 ***** [NRG] Iteration 21/33 (scale 5.1594795258842595e-07) ***** 
[1] xi(20)=5.159479525883086e-07 xi_scaled(20)=0.9999999999997726 zeta(21)=0
[2] xi(20)=5.159479525883086e-07 xi_scaled(20)=0.9999999999997726 zeta(21)=0
Stats: nr=42 min=2 max=801
Safeguard: keep additional 1 states
Emax=7.109833326079434 nrkept=436 nrkeptmult=1010 
Total energy=-4.11012325530709  Egs=-2.655296106419956
Kept: 436 out of 8058, ratio=0.0541
<SaSd>=-0.3590507725312252
<n_a>=0.8918759481570808
<n_a^2>=0.9776838930826843
<n_d>=1.10812405184291
<n_d^2>=1.410180100454338
Memory used: 929 MB  Time elapsed: 208 s

 ***** [NRG] Iteration 22/33 (scale 2.5797397629421297e-07) ***** 
[1] xi(21)=2.579739762941983e-07 xi_scaled(21)=0.9999999999999432 zeta(22)=0
[2] xi(21)=2.579739762941983e-07 xi_scaled(21)=0.9999999999999432 zeta(22)=0
Stats: nr=42 min=1 max=642
Safeguard: keep additional 1 states
Emax=7.013725730064751 nrkept=569 nrkeptmult=1343 
Total energy=-4.110123676304483  Egs=-1.631937451884776
Kept: 569 out of 6162, ratio=0.0923
<SaSd>=-0.3590508131802498
<n_a>=0.8918759514277672
<n_a^2>=0.9776838943316016
<n_d>=1.108124048572227
<n_d^2>=1.410180088620516
Memory used: 929 MB  Time elapsed: 209 s

 ***** [NRG] Iteration 23/33 (scale 1.2898698814710649e-07) ***** 
[1] xi(22)=1.289869881471046e-07 xi_scaled(22)=0.9999999999999857 zeta(23)=0
[2] xi(22)=1.289869881471046e-07 xi_scaled(22)=0.9999999999999857 zeta(23)=0
Stats: nr=42 min=2 max=801
Safeguard: keep additional 1 states
Emax=7.10979213401602 nrkept=436 nrkeptmult=1010 
Total energy=-4.110124018797964  Egs=-2.655256053151968
Kept: 436 out of 8058, ratio=0.0541
<SaSd>=-0.3590508095534137
<n_a>=0.8918759511336908
<n_a^2>=0.977683894219231
<n_d>=1.108124048866306
<n_d^2>=1.410180089684456
Memory used: 929 MB  Time elapsed: 210 s

 ***** [NRG] Iteration 24/33 (scale 6.4493494073553243e-08) ***** 
[1] xi(23)=6.449349407355301e-08 xi_scaled(23)=0.9999999999999963 zeta(24)=0
[2] xi(23)=6.449349407355301e-08 xi_scaled(23)=0.9999999999999963 zeta(24)=0
Stats: nr=42 min=1 max=642
Safeguard: keep additional 1 states
Emax=7.013709723640553 nrkept=569 nrkeptmult=1343 
Total energy=-4.110124124049404  Egs=-1.631969875228545
Kept: 569 out of 6162, ratio=0.0923
<SaSd>=-0.3590508197572684
<n_a>=0.8918759519558083
<n_a^2>=0.9776838945331934
<n_d>=1.108124048044187
<n_d^2>=1.410180086709947
Memory used: 929 MB  Time elapsed: 211 s

 ***** [NRG] Iteration 25/33 (scale 3.2246747036776622e-08) ***** 
[1] xi(24)=3.224674703677659e-08 xi_scaled(24)=0.999999999999999 zeta(25)=0
[2] xi(24)=3.224674703677659e-08 xi_scaled(24)=0.999999999999999 zeta(25)=0
Stats: nr=42 min=2 max=801
Safeguard: keep additional 1 states
Emax=7.109719447890559 nrkept=436 nrkeptmult=1010 
Total energy=-4.110124209671393  Egs=-2.655213226315331
Kept: 436 out of 8058, ratio=0.0541
<SaSd>=-0.3590508188466644
<n_a>=0.8918759518822967
<n_a^2>=0.9776838945051155
<n_d>=1.108124048117701
<n_d^2>=1.410180086975919
Memory used: 929 MB  Time elapsed: 213 s

 ***** [NRG] Iteration 26/33 (scale 1.6123373518388311e-08) ***** 
[1] xi(25)=1.61233735183883e-08 xi_scaled(25)=0.9999999999999996 zeta(26)=0
[2] xi(25)=1.61233735183883e-08 xi_scaled(25)=0.9999999999999996 zeta(26)=0
Stats: nr=42 min=1 max=642
Safeguard: keep additional 1 states
Emax=7.013672865878673 nrkept=569 nrkeptmult=1343 
Total energy=-4.110124235984786  Egs=-1.632002957504203
Kept: 569 out of 6162, ratio=0.0923
<SaSd>=-0.3590508214081853
<n_a>=0.8918759520887497
<n_a^2>=0.9776838945839623
<n_d>=1.108124047911252
<n_d^2>=1.410180086228964
Memory used: 929 MB  Time elapsed: 214 s

 ***** [NRG] Iteration 27/33 (scale 8.0616867591941554e-09) ***** 
[1] xi(26)=8.061686759194154e-09 xi_scaled(26)=0.9999999999999998 zeta(27)=0
[2] xi(26)=8.061686759194154e-09 xi_scaled(26)=0.9999999999999998 zeta(27)=0
Stats: nr=42 min=2 max=801
Safeguard: keep additional 1 states
Emax=7.109638889641318 nrkept=436 nrkeptmult=1010 
Total energy=-4.110124257389932  Egs=-2.655169705254013
Kept: 436 out of 8058, ratio=0.0541
<SaSd>=-0.3590508211795506
<n_a>=0.8918759520703149
<n_a^2>=0.977683894576924
<n_d>=1.108124047929691
<n_d^2>=1.410180086295672
Memory used: 929 MB  Time elapsed: 215 s

 ***** [NRG] Iteration 28/33 (scale 4.0308433795970777e-09) ***** 
[1] xi(27)=4.030843379597078e-09 xi_scaled(27)=1 zeta(28)=0
[2] xi(27)=4.030843379597078e-09 xi_scaled(27)=1 zeta(28)=0
Stats: nr=42 min=1 max=642
Safeguard: keep additional 1 states
Emax=7.013630798455883 nrkept=569 nrkeptmult=1343 
Total energy=-4.110124263968415  Egs=-1.632036205741015
Kept: 569 out of 6162, ratio=0.0923
<SaSd>=-0.3590508218225889
<n_a>=0.8918759521221473
<n_a^2>=0.977683894596719
<n_d>=1.108124047877861
<n_d^2>=1.410180086108142
Memory used: 929 MB  Time elapsed: 216 s

 ***** [NRG] Iteration 29/33 (scale 2.0154216897985389e-09) ***** 
[1] xi(28)=2.015421689798539e-09 xi_scaled(28)=1 zeta(29)=0
[2] xi(28)=2.015421689798539e-09 xi_scaled(28)=1 zeta(29)=0
Stats: nr=42 min=2 max=801
Safeguard: keep additional 1 states
Emax=7.109556362073103 nrkept=436 nrkeptmult=1010 
Total energy=-4.110124269319614  Egs=-2.655126009634129
Kept: 436 out of 8058, ratio=0.0541
<SaSd>=-0.3590508217651824
<n_a>=0.8918759521175185
<n_a^2>=0.9776838945949505
<n_d>=1.108124047882487
<n_d^2>=1.410180086124884
Memory used: 929 MB  Time elapsed: 218 s

 ***** [NRG] Iteration 30/33 (scale 1.0077108448992694e-09) ***** 
[1] xi(29)=1.007710844899269e-09 xi_scaled(29)=1 zeta(30)=0
[2] xi(29)=1.007710844899269e-09 xi_scaled(29)=1 zeta(30)=0
Stats: nr=42 min=1 max=642
Safeguard: keep additional 1 states
Emax=7.013587428655359 nrkept=569 nrkeptmult=1343 
Total energy=-4.110124270964268  Egs=-1.632069496771811
Kept: 569 out of 6162, ratio=0.0923
<SaSd>=-0.3590508219266097
<n_a>=0.8918759521305303
<n_a^2>=0.9776838945999199
<n_d>=1.108124047869475
<n_d^2>=1.410180086077806
Memory used: 929 MB  Time elapsed: 219 s

 ***** [NRG] Iteration 31/33 (scale 5.0385542244963471e-10) ***** 
[1] xi(30)=5.038554224496347e-10 xi_scaled(30)=1 zeta(31)=0
[2] xi(30)=5.038554224496347e-10 xi_scaled(30)=1 zeta(31)=0
Stats: nr=42 min=2 max=801
Safeguard: keep additional 1 states
Emax=7.109473340342362 nrkept=436 nrkeptmult=1010 
Total energy=-4.110124272302046  Egs=-2.655082269327038
Kept: 436 out of 8058, ratio=0.0541
<SaSd>=-0.3590508219121961
<n_a>=0.891875952129369
<n_a^2>=0.9776838945994768
<n_d>=1.108124047870638
<n_d^2>=1.41018008608201
Memory used: 929 MB  Time elapsed: 220 s

 ***** [NRG] Iteration 32/33 (scale 2.5192771122481736e-10) ***** 
[1] xi(31)=2.519277112248174e-10 xi_scaled(31)=1 zeta(32)=0
[2] xi(31)=2.519277112248174e-10 xi_scaled(31)=1 zeta(32)=0
Stats: nr=42 min=1 max=642
Safeguard: keep additional 1 states
Emax=7.013543732671742 nrkept=569 nrkeptmult=1343 
Total energy=-4.110124272713217  Egs=-1.632102799824886
Kept: 569 out of 6162, ratio=0.0923
<SaSd>=-0.3590508219527211
<n_a>=0.8918759521326364
<n_a^2>=0.9776838946007257
<n_d>=1.108124047867372
<n_d^2>=1.410180086070193
Memory used: 929 MB  Time elapsed: 221 s

 ***** [NRG] Iteration 33/33 (scale 1.2596385561240868e-10) ***** 
[1] xi(32)=1.259638556124087e-10 xi_scaled(32)=1 zeta(33)=0
[2] xi(32)=1.259638556124087e-10 xi_scaled(32)=1 zeta(33)=0
Stats: nr=42 min=2 max=801
Safeguard: keep additional 1 states
Emax=7.109390193109368 nrkept=8058 nrkeptmult=21488 
Total energy=-4.110124273047656  Egs=-2.655038516789222
Kept: 8058 out of 8058, ratio=1
<SaSd>=-0.3590508219538631
<n_a>=0.8918759521327216
<n_a^2>=0.9776838946007529
<n_d>=1.108124047867271
<n_d^2>=1.410180086069847
Memory used: 929 MB  Time elapsed: 224 s

** Iteration completed.


Total energy:             -4.110124273047656
TKW=0.01246720215389694
Grand canonical Z=              11.85317019283799
Zft (last shell)=               11.85317086872089
Calculating density matrices.
[DM] 32
[DM] 31
[DM] 30
[DM] 29
[DM] 28
[DM] 27
[DM] 26
[DM] 25
[DM] 24
[DM] 23
[DM] 22
[DM] 21
[DM] 20
[DM] 19
[DM] 18
[DM] 17
[DM] 16
[DM] 15
[DM] 14
[DM] 13
[DM] 12
[DM] 11
[DM] 10
[DM] 9
[DM] 8
[DM] 7
[DM] 6
[DM] 5
[DM] 4
[DM] 3
[DM] 2
[DM] 1
Calculating full density matrices.
[FDM] 32
[FDM] 31
[FDM] 30
[FDM] 29
[FDM] 28
[FDM] 27
[FDM] 26
[FDM] 25
[FDM] 24
[FDM] 23
[FDM] 22
[FDM] 21
[FDM] 20
[FDM] 19
[FDM] 18
[FDM] 17
[FDM] 16
[FDM] 15
[FDM] 14
[FDM] 13
[FDM] 12
[FDM] 11
[FDM] 10
[FDM] 9
[FDM] 8
[FDM] 7
[FDM] 6
[FDM] 5
[FDM] 4
[FDM] 3
[FDM] 2
[FDM] 1

>>  Input file for NRG Ljubljana, Rok Zitko, rok.zitko@ijs.si, 2005-2015
SYMMETRY TYPE: QS
>>  Using sneg version 	1.250
V8
>>  Number of channels, impurities, chain sites, subspaces: 
channels=2 impurities=2 Nmax=33 subspaces=15
Reading <||||> (e)
Reading <||n_d||> (s)
Reading <||n_d^2||> (s)
Reading <||A_d||> (d)
Reading <||n_a||> (s)
Reading <||n_a^2||> (s)
Reading <||SaSd||> (s)
Reading <||A_a||> (d)
Reading <||||> (z)
Number of invariant subspaces: 15
(-4 1) 1 states
1.542919298735797 
(-3 2) 4 states
0.8008847925882183 1.149324949199378 1.616199122624165 1.681072089784834 
(-2 1) 10 states
0.3665255786787762 0.6065977893208675 0.9106050323524589 1.003137902273839 1.188904031455066 1.332968054061176 1.674105526180693 1.707868862399981 1.765707633702889 2.10018385469244 
(-2 3) 6 states
0.4072904430517973 0.8741646164765858 0.9390375836372549 1.222604773087745 1.287477740248415 1.754351913673201 
(-1 2) 20 states
0.158537498929157 0.2460612743852454 0.4568297728429997 0.5123205456005038 0.7245501612916729 0.7644961650340036 0.882250945478378 0.9497783792369476 0.9893491473942182 1.069654879234653 1.210112378356365 1.262063777830897 1.315624636128886 1.360900531954305 1.38202653076685 1.474988846237453 1.749461163943408 1.85436794896736 2.001454737485875 2.175790486897427 
(-1 4) 4 states
0.4805702669401657 0.5454432341008355 1.012317407525623 1.360757564136783 
(0 1) 20 states
0 0.3278824907567795 0.4352344373914354 0.5860854550366823 0.7066156756623898 0.746793144234923 0.8741646164765858 0.889699305224988 1.12937547463365 1.149526161185346 1.204323502349574 1.245672398956553 1.287477740248415 1.449958757785267 1.456790362417808 1.848131015187301 1.848419818613062 1.926007104031206 2.078298673440429 2.274359915110803 
(0 3) 15 states
0.2802327020252498 0.3132225381119429 0.3665211032873359 0.4702506882494628 0.5987369554176042 0.8741646164765854 0.8981976480677847 1.012116195539654 1.026199993502263 1.281786883880206 1.287477740248415 1.365329453725233 1.45502668106261 1.520079388742454 2.07668072598082 
(0 5) 1 states
0.6187230579892032 
(1 2) 20 states
0.1585374989291513 0.2460612743852439 0.4568297728430014 0.5123205456005057 0.7245501612916747 0.7644961650340032 0.8822509454783775 0.9497783792369469 0.9893491473942172 1.069654879234653 1.210112378356365 1.262063777830898 1.315624636128886 1.360900531954305 1.38202653076685 1.474988846237453 1.749461163943408 1.854367948967359 2.001454737485874 2.175790486897427 
(1 4) 4 states
0.4805702669401665 0.5454432341008357 1.012317407525622 1.360757564136783 
(2 1) 10 states
0.3665255786787762 0.6065977893208689 0.9106050323524604 1.003137902273838 1.188904031455066 1.332968054061176 1.674105526180693 1.707868862399982 1.76570763370289 2.100183854692441 
(2 3) 6 states
0.4072904430517983 0.8741646164765858 0.9390375836372548 1.222604773087746 1.287477740248415 1.754351913673201 
(3 2) 4 states
0.8008847925882175 1.149324949199378 1.616199122624165 1.681072089784834 
(4 1) 1 states
1.542919298735797 
Number of states (multiplicity taken into account): 256

Computing the following operators:
s=[]
p=[]
g=[]
d=[A_a A_d ]
v=[]
t=[]
q=[]
ot=[]

Computing the following spectra:
Spectrum: A_a-A_a FDM
Spectrum: A_d-A_d FDM

 ***** [DM] Iteration 1/33 (scale 0.54101064033336133) ***** 
[1] xi(0)=0.4722328021150775 xi_scaled(0)=0.8728715609439694 zeta(1)=0
[2] xi(0)=0.4722328021150775 xi_scaled(0)=0.8728715609439694 zeta(1)=0
Stats: nr=28 min=1 max=210
Emax=7.011219014107438 nrkept=1554 nrkeptmult=3764 
Kept: 1554 out of 1716, ratio=0.906
Memory used: 941 MB  Time elapsed: 271 s

 ***** [DM] Iteration 2/33 (scale 0.27050532016668066) ***** 
[1] xi(1)=0.2557283998403092 xi_scaled(1)=0.9453729031382221 zeta(2)=0
[2] xi(1)=0.2557283998403092 xi_scaled(1)=0.9453729031382221 zeta(2)=0
Stats: nr=45 min=1 max=2131
Emax=6.991191667353127 nrkept=3000 nrkeptmult=8120 
Kept: 3000 out of 22098, ratio=0.136
Memory used: 918 MB  Time elapsed: 290 s

 ***** [DM] Iteration 3/33 (scale 0.13525266008334033) ***** 
[1] xi(2)=0.1332084596262889 xi_scaled(2)=0.9848860609780851 zeta(3)=0
[2] xi(2)=0.1332084596262889 xi_scaled(2)=0.9848860609780851 zeta(3)=0
Stats: nr=55 min=2 max=4029
Safeguard: keep additional 1 states
Emax=7.003774356013199 nrkept=1614 nrkeptmult=4258 
Kept: 1614 out of 43578, ratio=0.037
Memory used: 1333 MB  Time elapsed: 393 s

 ***** [DM] Iteration 4/33 (scale 0.067626330041670166) ***** 
[1] xi(3)=0.06736434900159863 xi_scaled(3)=0.996126049721904 zeta(4)=0
[2] xi(3)=0.06736434900159863 xi_scaled(3)=0.996126049721904 zeta(4)=0
Stats: nr=49 min=1 max=2320
Emax=7.002429106657047 nrkept=1578 nrkeptmult=4214 
Kept: 1578 out of 23374, ratio=0.0675
Memory used: 1333 MB  Time elapsed: 415 s

 ***** [DM] Iteration 5/33 (scale 0.033813165020835083) ***** 
[1] xi(4)=0.03378021280948131 xi_scaled(4)=0.9990254620845619 zeta(5)=0
[2] xi(4)=0.03378021280948131 xi_scaled(4)=0.9990254620845619 zeta(5)=0
Stats: nr=53 min=1 max=2221
Emax=7.001343021022059 nrkept=987 nrkeptmult=2513 
Kept: 987 out of 22908, ratio=0.0431
Memory used: 1333 MB  Time elapsed: 436 s

 ***** [DM] Iteration 6/33 (scale 0.016906582510417541) ***** 
[1] xi(5)=0.01690245706765996 xi_scaled(5)=0.9997559860039696 zeta(6)=0
[2] xi(5)=0.01690245706765996 xi_scaled(5)=0.9997559860039696 zeta(6)=0
Stats: nr=43 min=1 max=1451
Emax=7.001622573983646 nrkept=972 nrkeptmult=2450 
Kept: 972 out of 14208, ratio=0.0684
Memory used: 1333 MB  Time elapsed: 443 s

 ***** [DM] Iteration 7/33 (scale 0.0084532912552087707) ***** 
[1] xi(6)=0.008452775374170397 xi_scaled(6)=0.9999389727595088 zeta(7)=0
[2] xi(6)=0.008452775374170397 xi_scaled(6)=0.9999389727595088 zeta(7)=0
Stats: nr=42 min=2 max=1409
Safeguard: keep additional 1 states
Emax=7.008407763715974 nrkept=582 nrkeptmult=1378 
Kept: 582 out of 13976, ratio=0.0416
Memory used: 1333 MB  Time elapsed: 450 s

 ***** [DM] Iteration 8/33 (scale 0.0042266456276043854) ***** 
[1] xi(7)=0.004226581136201476 xi_scaled(7)=0.999984741705695 zeta(8)=0
[2] xi(7)=0.004226581136201476 xi_scaled(7)=0.999984741705695 zeta(8)=0
Stats: nr=42 min=1 max=851
Emax=7.002891223582442 nrkept=614 nrkeptmult=1444 
Kept: 614 out of 8248, ratio=0.0744
Memory used: 1333 MB  Time elapsed: 452 s

 ***** [DM] Iteration 9/33 (scale 0.0021133228138021927) ***** 
[1] xi(8)=0.002113314752180783 xi_scaled(8)=0.9999961853336569 zeta(9)=0
[2] xi(8)=0.002113314752180783 xi_scaled(8)=0.9999961853336569 zeta(9)=0
Stats: nr=42 min=2 max=874
Emax=7.003101494968428 nrkept=451 nrkeptmult=1043 
Kept: 451 out of 8688, ratio=0.0519
Memory used: 1333 MB  Time elapsed: 454 s

 ***** [DM] Iteration 10/33 (scale 0.0010566614069010963) ***** 
[1] xi(9)=0.001056660399192293 xi_scaled(9)=0.999999046327616 zeta(10)=0
[2] xi(9)=0.001056660399192293 xi_scaled(9)=0.999999046327616 zeta(10)=0
Stats: nr=42 min=1 max=671
Safeguard: keep additional 1 states
Emax=7.059017527070662 nrkept=579 nrkeptmult=1363 
Kept: 579 out of 6384, ratio=0.0907
Memory used: 1333 MB  Time elapsed: 455 s

 ***** [DM] Iteration 11/33 (scale 0.00052833070345054817) ***** 
[1] xi(10)=0.0005283305774867564 xi_scaled(10)=0.9999997615815417 zeta(11)=0
[2] xi(10)=0.0005283305774867564 xi_scaled(10)=0.9999997615815417 zeta(11)=0
Stats: nr=42 min=2 max=822
Safeguard: keep additional 1 states
Emax=7.051001681872696 nrkept=436 nrkeptmult=1010 
Kept: 436 out of 8208, ratio=0.0531
Memory used: 1333 MB  Time elapsed: 457 s

 ***** [DM] Iteration 12/33 (scale 0.00026416535172527408) ***** 
[1] xi(11)=0.0002641653359797941 xi_scaled(11)=0.9999999403953626 zeta(12)=0
[2] xi(11)=0.0002641653359797941 xi_scaled(11)=0.9999999403953626 zeta(12)=0
Stats: nr=42 min=1 max=642
Safeguard: keep additional 1 states
Emax=7.103206923959635 nrkept=579 nrkeptmult=1363 
Kept: 579 out of 6162, ratio=0.094
Memory used: 1333 MB  Time elapsed: 458 s

 ***** [DM] Iteration 13/33 (scale 0.00013208267586263704) ***** 
[1] xi(12)=0.0001320826738944519 xi_scaled(12)=0.9999999850988393 zeta(13)=0
[2] xi(12)=0.0001320826738944519 xi_scaled(12)=0.9999999850988393 zeta(13)=0
Stats: nr=42 min=2 max=822
Safeguard: keep additional 1 states
Emax=7.095609670726637 nrkept=436 nrkeptmult=1010 
Kept: 436 out of 8208, ratio=0.0531
Memory used: 1333 MB  Time elapsed: 460 s

 ***** [DM] Iteration 14/33 (scale 6.6041337931318521e-05) ***** 
[1] xi(13)=6.604133768529536e-05 xi_scaled(13)=0.9999999962747097 zeta(14)=0
[2] xi(13)=6.604133768529536e-05 xi_scaled(13)=0.9999999962747097 zeta(14)=0
Stats: nr=42 min=1 max=642
Safeguard: keep additional 1 states
Emax=7.004427039625331 nrkept=569 nrkeptmult=1343 
Kept: 569 out of 6162, ratio=0.0923
Memory used: 1333 MB  Time elapsed: 461 s

 ***** [DM] Iteration 15/33 (scale 3.3020668965659261e-05) ***** 
[1] xi(14)=3.302066893490636e-05 xi_scaled(14)=0.9999999990686772 zeta(15)=0
[2] xi(14)=3.302066893490636e-05 xi_scaled(14)=0.9999999990686772 zeta(15)=0
Stats: nr=42 min=2 max=801
Safeguard: keep additional 1 states
Emax=7.106536078015845 nrkept=436 nrkeptmult=1010 
Kept: 436 out of 8058, ratio=0.0541
Memory used: 1333 MB  Time elapsed: 463 s

 ***** [DM] Iteration 16/33 (scale 1.651033448282963e-05) ***** 
[1] xi(15)=1.651033447898552e-05 xi_scaled(15)=0.9999999997671692 zeta(16)=0
[2] xi(15)=1.651033447898552e-05 xi_scaled(15)=0.9999999997671692 zeta(16)=0
Stats: nr=42 min=1 max=642
Safeguard: keep additional 1 states
Emax=7.011502581727746 nrkept=569 nrkeptmult=1343 
Kept: 569 out of 6162, ratio=0.0923
Memory used: 1333 MB  Time elapsed: 464 s

 ***** [DM] Iteration 17/33 (scale 8.2551672414148151e-06) ***** 
[1] xi(16)=8.2551672409343e-06 xi_scaled(16)=0.9999999999417922 zeta(17)=0
[2] xi(16)=8.2551672409343e-06 xi_scaled(16)=0.9999999999417922 zeta(17)=0
Stats: nr=42 min=2 max=801
Safeguard: keep additional 1 states
Emax=7.109158503619896 nrkept=436 nrkeptmult=1010 
Kept: 436 out of 8058, ratio=0.0541
Memory used: 1333 MB  Time elapsed: 466 s

 ***** [DM] Iteration 18/33 (scale 4.1275836207074076e-06) ***** 
[1] xi(17)=4.127583620647343e-06 xi_scaled(17)=0.999999999985448 zeta(18)=0
[2] xi(17)=4.127583620647343e-06 xi_scaled(17)=0.999999999985448 zeta(18)=0
Stats: nr=42 min=1 max=642
Safeguard: keep additional 1 states
Emax=7.01325565126649 nrkept=569 nrkeptmult=1343 
Kept: 569 out of 6162, ratio=0.0923
Memory used: 1333 MB  Time elapsed: 466 s

 ***** [DM] Iteration 19/33 (scale 2.0637918103537038e-06) ***** 
[1] xi(18)=2.063791810346196e-06 xi_scaled(18)=0.999999999996362 zeta(19)=0
[2] xi(18)=2.063791810346196e-06 xi_scaled(18)=0.999999999996362 zeta(19)=0
Stats: nr=42 min=2 max=801
Safeguard: keep additional 1 states
Emax=7.109748461784509 nrkept=436 nrkeptmult=1010 
Kept: 436 out of 8058, ratio=0.0541
Memory used: 1333 MB  Time elapsed: 468 s

 ***** [DM] Iteration 20/33 (scale 1.0318959051768519e-06) ***** 
[1] xi(19)=1.031895905175913e-06 xi_scaled(19)=0.9999999999990905 zeta(20)=0
[2] xi(19)=1.031895905175913e-06 xi_scaled(19)=0.9999999999990905 zeta(20)=0
Stats: nr=42 min=1 max=642
Safeguard: keep additional 1 states
Emax=7.013658228666476 nrkept=569 nrkeptmult=1343 
Kept: 569 out of 6162, ratio=0.0923
Memory used: 1333 MB  Time elapsed: 469 s

 ***** [DM] Iteration 21/33 (scale 5.1594795258842595e-07) ***** 
[1] xi(20)=5.159479525883086e-07 xi_scaled(20)=0.9999999999997726 zeta(21)=0
[2] xi(20)=5.159479525883086e-07 xi_scaled(20)=0.9999999999997726 zeta(21)=0
Stats: nr=42 min=2 max=801
Safeguard: keep additional 1 states
Emax=7.109833326079434 nrkept=436 nrkeptmult=1010 
Kept: 436 out of 8058, ratio=0.0541
Memory used: 1333 MB  Time elapsed: 471 s

 ***** [DM] Iteration 22/33 (scale 2.5797397629421297e-07) ***** 
[1] xi(21)=2.579739762941983e-07 xi_scaled(21)=0.9999999999999432 zeta(22)=0
[2] xi(21)=2.579739762941983e-07 xi_scaled(21)=0.9999999999999432 zeta(22)=0
Stats: nr=42 min=1 max=642
Safeguard: keep additional 1 states
Emax=7.013725730064751 nrkept=569 nrkeptmult=1343 
Kept: 569 out of 6162, ratio=0.0923
Memory used: 1333 MB  Time elapsed: 472 s

 ***** [DM] Iteration 23/33 (scale 1.2898698814710649e-07) ***** 
[1] xi(22)=1.289869881471046e-07 xi_scaled(22)=0.9999999999999857 zeta(23)=0
[2] xi(22)=1.289869881471046e-07 xi_scaled(22)=0.9999999999999857 zeta(23)=0
Stats: nr=42 min=2 max=801
Safeguard: keep additional 1 states
Emax=7.10979213401602 nrkept=436 nrkeptmult=1010 
Kept: 436 out of 8058, ratio=0.0541
Memory used: 1333 MB  Time elapsed: 473 s

 ***** [DM] Iteration 24/33 (scale 6.4493494073553243e-08) ***** 
[1] xi(23)=6.449349407355301e-08 xi_scaled(23)=0.9999999999999963 zeta(24)=0
[2] xi(23)=6.449349407355301e-08 xi_scaled(23)=0.9999999999999963 zeta(24)=0
Stats: nr=42 min=1 max=642
Safeguard: keep additional 1 states
Emax=7.013709723640553 nrkept=569 nrkeptmult=1343 
Kept: 569 out of 6162, ratio=0.0923
Memory used: 1333 MB  Time elapsed: 474 s

 ***** [DM] Iteration 25/33 (scale 3.2246747036776622e-08) ***** 
[1] xi(24)=3.224674703677659e-08 xi_scaled(24)=0.999999999999999 zeta(25)=0
[2] xi(24)=3.224674703677659e-08 xi_scaled(24)=0.999999999999999 zeta(25)=0
Stats: nr=42 min=2 max=801
Safeguard: keep additional 1 states
Emax=7.109719447890559 nrkept=436 nrkeptmult=1010 
Kept: 436 out of 8058, ratio=0.0541
Memory used: 1333 MB  Time elapsed: 476 s

 ***** [DM] Iteration 26/33 (scale 1.6123373518388311e-08) ***** 
[1] xi(25)=1.61233735183883e-08 xi_scaled(25)=0.9999999999999996 zeta(26)=0
[2] xi(25)=1.61233735183883e-08 xi_scaled(25)=0.9999999999999996 zeta(26)=0
Stats: nr=42 min=1 max=642
Safeguard: keep additional 1 states
Emax=7.013672865878673 nrkept=569 nrkeptmult=1343 
Kept: 569 out of 6162, ratio=0.0923
Memory used: 1333 MB  Time elapsed: 477 s

 ***** [DM] Iteration 27/33 (scale 8.0616867591941554e-09) ***** 
[1] xi(26)=8.061686759194154e-09 xi_scaled(26)=0.9999999999999998 zeta(27)=0
[2] xi(26)=8.061686759194154e-09 xi_scaled(26)=0.9999999999999998 zeta(27)=0
Stats: nr=42 min=2 max=801
Safeguard: keep additional 1 states
Emax=7.109638889641318 nrkept=436 nrkeptmult=1010 
Kept: 436 out of 8058, ratio=0.0541
Memory used: 1333 MB  Time elapsed: 479 s

 ***** [DM] Iteration 28/33 (scale 4.0308433795970777e-09) ***** 
[1] xi(27)=4.030843379597078e-09 xi_scaled(27)=1 zeta(28)=0
[2] xi(27)=4.030843379597078e-09 xi_scaled(27)=1 zeta(28)=0
Stats: nr=42 min=1 max=642
Safeguard: keep additional 1 states
Emax=7.013630798455883 nrkept=569 nrkeptmult=1343 
Kept: 569 out of 6162, ratio=0.0923
Memory used: 1333 MB  Time elapsed: 480 s

 ***** [DM] Iteration 29/33 (scale 2.0154216897985389e-09) ***** 
[1] xi(28)=2.015421689798539e-09 xi_scaled(28)=1 zeta(29)=0
[2] xi(28)=2.015421689798539e-09 xi_scaled(28)=1 zeta(29)=0
Stats: nr=42 min=2 max=801
Safeguard: keep additional 1 states
Emax=7.109556362073103 nrkept=436 nrkeptmult=1010 
Kept: 436 out of 8058, ratio=0.0541
Memory used: 1333 MB  Time elapsed: 481 s

 ***** [DM] Iteration 30/33 (scale 1.0077108448992694e-09) ***** 
[1] xi(29)=1.007710844899269e-09 xi_scaled(29)=1 zeta(30)=0
[2] xi(29)=1.007710844899269e-09 xi_scaled(29)=1 zeta(30)=0
Stats: nr=42 min=1 max=642
Safeguard: keep additional 1 states
Emax=7.013587428655359 nrkept=569 nrkeptmult=1343 
Kept: 569 out of 6162, ratio=0.0923
Memory used: 1333 MB  Time elapsed: 482 s

 ***** [DM] Iteration 31/33 (scale 5.0385542244963471e-10) ***** 
[1] xi(30)=5.038554224496347e-10 xi_scaled(30)=1 zeta(31)=0
[2] xi(30)=5.038554224496347e-10 xi_scaled(30)=1 zeta(31)=0
Stats: nr=42 min=2 max=801
Safeguard: keep additional 1 states
Emax=7.109473340342362 nrkept=436 nrkeptmult=1010 
Kept: 436 out of 8058, ratio=0.0541
Memory used: 1333 MB  Time elapsed: 484 s

 ***** [DM] Iteration 32/33 (scale 2.5192771122481736e-10) ***** 
[1] xi(31)=2.519277112248174e-10 xi_scaled(31)=1 zeta(32)=0
[2] xi(31)=2.519277112248174e-10 xi_scaled(31)=1 zeta(32)=0
Stats: nr=42 min=1 max=642
Safeguard: keep additional 1 states
Emax=7.013543732671742 nrkept=569 nrkeptmult=1343 
Kept: 569 out of 6162, ratio=0.0923
Memory used: 1333 MB  Time elapsed: 485 s

 ***** [DM] Iteration 33/33 (scale 1.2596385561240868e-10) ***** 
[1] xi(32)=1.259638556124087e-10 xi_scaled(32)=1 zeta(33)=0
[2] xi(32)=1.259638556124087e-10 xi_scaled(32)=1 zeta(33)=0
Stats: nr=42 min=2 max=801
Safeguard: keep additional 1 states
Emax=7.109390193109368 nrkept=8058 nrkeptmult=21488 
Kept: 8058 out of 8058, ratio=1
Memory used: 1333 MB  Time elapsed: 487 s

** Iteration completed.

Spectrum: A_a-A_a FDM
[A_a-A_a] pos=0.5540620239330488 neg=0.4459379760628486 sum= 0.9999999999958975
mu1=0.1487111282548875 mu2=0.3521663396678701 mu3=0.1885351689256892 mu4=0.3016288921690637
f=0.5540620239315459 b=0.5540620239394811

Spectrum: A_d-A_d FDM
[A_d-A_d] pos=0.4459379760628497 neg=0.5540620239330484 sum= 0.9999999999958981
mu1=-0.1487111282548888 mu2=0.352166339667871 mu3=-0.1885351689256881 mu4=0.3016288921690616
f=0.4459379760643526 b=0.4459379760564173


Memory usage report
===================
  after diag: 1365140 kB
after recalc: 3528928 kB
 after split: 1365140 kB
  after trim: 1365140 kB
 after trunc: 1365140 kB
      diag_h: 998848 kB

Peak usage: 3528928 kB

Timing report
=============
         All: 487 s
         FDM: 42 s
        diag: 210 s
    recalc d: 146 s
      spec d: 65 s
       Other: 22 s
