NRG Ljubljana 2.3.20 - (c) Rok Zitko <rok.zitko@ijs.si>
$Id: nrg.cc,v 1.31 2012/10/26 10:18:22 rokzitko Exp rokzitko $
Timestamp: Fri May 31 11:54:49 2013
Compiled on Jun  5 2013 at 18:59:39

No MPI: single node calculation.

workdir=.
Tmin=1e-10 -> Nmax=42
TEMPERATURE T=1.00479754808e-10
Nmax=42
Tmin=1e-10
Ninit=0
Lambda=3
strategy=kept
lastall=0
lastalloverride=0
z=1
discretization=Z
band=flat
betabar=1
T=1.00479754808e-10
T_ratio=1
Tmin_ratio=-999
keep=5000
keepenergy=10
keepmin=0
keepblock=0
keepzrescale=0
log=
logall=0
logenumber=10
smooth=old
alpha=0.3
omega0=-1
omega0_ratio=1
brcut=0
loggauss_b=0.3
gauss_b=0.1
limitLL=0
eta=0
finite=0
bins=100
discard_trim=1e-16
discard_immediately=1e-16
NN1=0
NN2even=1
NN2avg=0
NNtanh=0
goodE=2
savebins=0
broaden=1
broaden_max=2.5
broaden_min=-99
broaden_min_ratio=3
broaden_ratio=1.05
dumpenergies=0
saveall=0
dumpannotated=0
dumpscaled=1
dumpabs=0
dumpprecision=8
dumpgroups=1
grouptol=1e-06
dumpdiagonal=0
ops=n_d n_d^2
specs=
specd=
spect=
specb=
reim=0
trsq=
specgt=
gtp=0.7
speci1t=
speci2t=
speckubo=
kubop=0.7
kubor=4
kubob=2
cond=
specchit=
chitp=1
chitp_ratio=-999
dm=0
T0opt=-1
dmnrg=0
cfs=0
fdm=0
fdmexpv=0
fdmexpvn=0
mats=0
nromegan=100
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
restart=1
restartfactor=2
checkdiag=0
checkrho=0
calc0=1
tdht=0
spin=2
tri=old
preccpp=2000
checksumrules=0
showEs=0
globalB=0
globalBx=0
polarized=0
pol2x2=0
mpi=0
saveF=0
trunc=
noimag=1
dumpsubspaces=0
done=0
resume=0
forcestop=-1
stopafter=
removefiles=1
store=one

>>  Input file for NRG Ljubljana, Rok Zitko, rok.zitko@ijs.si, 2005-2012
SYMMETRY TYPE: QS
>>  $Id: initial.m,v 1.1 2012/05/15 09:58:19 rokzitko Exp rokzitko $
>>  Using sneg version 	1.233
>>  Model: 	SIAM	 Variant: 		 Channels: 	1
>>  U=	1	 Gamma=	0.06	 Delta=	0.980000000000001	 t=	0.
>> 
>>  Gamma^(1/2)=	0.19544100476116796
>>  Lambda=	3.	 BAND=	flat
>>  DISCRETIZATION=	Z	 z=	1.
>>  ops=	n_d n_d^2
V7
>>  Number of channels, impurities, subspaces: 
channels=1 impurities=1 subspaces=6
Reading <||||> (e)
Reading <||n_d||> (s)
Reading <||n_d^2||> (s)
Reading <||||> (z)

# $Id: nrg.cc,v 1.31 2012/10/26 10:18:22 rokzitko Exp rokzitko $ QS
# disk=Z band=flat Lambda=3 z=1
# keep=5000 keepenergy=10 Nmax=42 channels=1 dots=1 betabar=1

Number of invariant subspaces: 6
(-2 1) 1 states
0.126165035199 
(-1 2) 2 states
0.0600302564872 0.64898436634 
(0 1) 3 states
0 0.660337474398 2.03963743939 
(0 3) 1 states
0.582849587629 
(1 2) 2 states
0.558708208335 2.01510167025 
(2 1) 1 states
1.99096029096 
Number of states (multiplicity taken into account): 16

Computing the following operators:
s=[]
p=[]
g=[]
d=[]
v=[]
t=[]

Computing the following spectra:

Before NRG iteration (N=-1)
<n_d>=0.652437177003
<n_d^2>=0.782042058617

 ***** [NRG] Iteration 1/42 (scale 0.60682615108455829) ***** 
[1] xi(0)=0.832050294338 zeta(1)=0
Stats: nr=10 min=1 max=8 sum3=1055
Emax=6.65348365693 nrkept=35 nrkeptmult=64 
Total energy=-0.548324313124  Egs=-1.50902870826
Kept: 35 out of 35, ratio=1
<n_d>=0.510876948116
<n_d^2>=0.555087033207
Memory used: 4 MB  Time elapsed: 0 s

 ***** [NRG] Iteration 2/42 (scale 0.35035124167997428) ***** 
[1] xi(1)=0.907691230187 zeta(2)=0
Stats: nr=15 min=1 max=20 sum3=30066
Emax=10.9153319198 nrkept=116 nrkeptmult=238 
Total energy=-0.760831076194  Egs=-0.606553474881
Kept: 116 out of 126, ratio=0.921
<n_d>=0.354283217168
<n_d^2>=0.363301034256
Memory used: 4 MB  Time elapsed: 0 s

 ***** [NRG] Iteration 3/42 (scale 0.20227538369485276) ***** 
[1] xi(2)=0.965171190957 zeta(3)=0
Stats: nr=21 min=1 max=68 sum3=761592
Emax=10.0184968427 nrkept=190 nrkeptmult=424 
Total energy=-1.0810591356  Egs=-1.58312916556
Kept: 190 out of 426, ratio=0.446
<n_d>=0.193359986448
<n_d^2>=0.195760076734
Memory used: 4 MB  Time elapsed: 0 s

 ***** [NRG] Iteration 4/42 (scale 0.11678374722665809) ***** 
[1] xi(3)=0.987905295336 zeta(4)=0
Stats: nr=25 min=1 max=99 sum3=2815325
Emax=10.207275566 nrkept=178 nrkeptmult=395 
Total energy=-1.1612567237  Egs=-0.686718743062
Kept: 178 out of 707, ratio=0.252
<n_d>=0.0899753996037
<n_d^2>=0.0910016897397
Memory used: 5 MB  Time elapsed: 0 s

 ***** [NRG] Iteration 5/42 (scale 0.067425127898284254) ***** 
[1] xi(4)=0.995912883703 zeta(5)=0
Stats: nr=25 min=1 max=94 sum3=2451189
Emax=10.0311662513 nrkept=119 nrkeptmult=245 
Total energy=-1.26975423047  Egs=-1.60915537199
Kept: 119 out of 663, ratio=0.179
<n_d>=0.0601802385818
<n_d^2>=0.0608388576589
Memory used: 5 MB  Time elapsed: 0 s

 ***** [NRG] Iteration 6/42 (scale 0.038927915742219356) ***** 
[1] xi(5)=0.998631389726 zeta(6)=0
Stats: nr=21 min=1 max=69 sum3=814666
Emax=10.0006022678 nrkept=122 nrkeptmult=263 
Total energy=-1.2967232642  Egs=-0.692794186842
Kept: 122 out of 436, ratio=0.28
<n_d>=0.0554925799082
<n_d^2>=0.0560868153071
Memory used: 5 MB  Time elapsed: 0 s

 ***** [NRG] Iteration 7/42 (scale 0.022475042632761417) ***** 
[1] xi(6)=0.999543100929 zeta(7)=0
Stats: nr=25 min=1 max=61 sum3=747932
Emax=10.0092397704 nrkept=104 nrkeptmult=213 
Total energy=-1.33301554646  Egs=-1.61478146482
Kept: 104 out of 452, ratio=0.23
<n_d>=0.0544412624289
<n_d^2>=0.0550201952795
Memory used: 5 MB  Time elapsed: 0 s

 ***** [NRG] Iteration 8/42 (scale 0.01297597191407312) ***** 
[1] xi(7)=0.999847622921 zeta(8)=0
Stats: nr=21 min=1 max=60 sum3=530745
Emax=10.0144516219 nrkept=116 nrkeptmult=251 
Total energy=-1.34199791413  Egs=-0.692230819202
Kept: 116 out of 381, ratio=0.304
<n_d>=0.0541055006281
<n_d^2>=0.0546794737403
Memory used: 5 MB  Time elapsed: 0 s

 ***** [NRG] Iteration 9/42 (scale 0.0074916808775871389) ***** 
[1] xi(8)=0.999949199038 zeta(9)=0
Stats: nr=25 min=1 max=55 sum3=632584
Emax=10.0517251718 nrkept=103 nrkeptmult=210 
Total energy=-1.35410652195  Egs=-1.61627383947
Kept: 103 out of 430, ratio=0.24
<n_d>=0.0540037561768
<n_d^2>=0.0545762386516
Memory used: 5 MB  Time elapsed: 0 s

 ***** [NRG] Iteration 10/42 (scale 0.0043253239713577068) ***** 
[1] xi(9)=0.99998306539 zeta(10)=0
Stats: nr=21 min=1 max=59 sum3=510647
Emax=10.0067934568 nrkept=115 nrkeptmult=247 
Total energy=-1.35709858411  Egs=-0.691754462418
Kept: 115 out of 377, ratio=0.305
<n_d>=0.053966152662
<n_d^2>=0.054538074002
Memory used: 5 MB  Time elapsed: 0 s

 ***** [NRG] Iteration 11/42 (scale 0.0024972269591957133) ***** 
[1] xi(10)=0.999994355024 zeta(11)=0
Stats: nr=25 min=1 max=55 sum3=629046
Emax=10.0880385149 nrkept=103 nrkeptmult=210 
Total energy=-1.36113591923  Egs=-1.61672734991
Kept: 103 out of 426, ratio=0.242
<n_d>=0.0539556465534
<n_d^2>=0.0545274160481
Memory used: 5 MB  Time elapsed: 0 s

 ***** [NRG] Iteration 12/42 (scale 0.0014417746571192356) ***** 
[1] xi(11)=0.999998118329 zeta(12)=0
Stats: nr=21 min=1 max=59 sum3=510647
Emax=10.0188422556 nrkept=115 nrkeptmult=247 
Total energy=-1.36213299834  Egs=-0.691563765243
Kept: 115 out of 377, ratio=0.305
<n_d>=0.0539510434086
<n_d^2>=0.054522742786
Memory used: 5 MB  Time elapsed: 0 s

 ***** [NRG] Iteration 13/42 (scale 0.00083240898639857098) ***** 
[1] xi(12)=0.999999372775 zeta(13)=0
Stats: nr=25 min=1 max=55 sum3=629046
Emax=10.0989185848 nrkept=103 nrkeptmult=210 
Total energy=-1.36347889849  Egs=-1.61687364138
Kept: 103 out of 426, ratio=0.242
<n_d>=0.0539500790159
<n_d^2>=0.0545217652032
Memory used: 5 MB  Time elapsed: 0 s

 ***** [NRG] Iteration 14/42 (scale 0.00048059155237307853) ***** 
[1] xi(13)=0.999999790925 zeta(14)=0
Stats: nr=21 min=1 max=59 sum3=510647
Emax=10.0227279952 nrkept=115 nrkeptmult=247 
Total energy=-1.36381122593  Egs=-0.69149663917
Kept: 115 out of 377, ratio=0.305
<n_d>=0.0539494222063
<n_d^2>=0.0545210979582
Memory used: 5 MB  Time elapsed: 0 s

 ***** [NRG] Iteration 15/42 (scale 0.00027746966213285698) ***** 
[1] xi(14)=0.999999930308 zeta(15)=0
Stats: nr=25 min=1 max=55 sum3=629046
Emax=10.1024236379 nrkept=103 nrkeptmult=210 
Total energy=-1.36425987271  Egs=-1.61692189922
Kept: 103 out of 426, ratio=0.242
<n_d>=0.0539493818714
<n_d^2>=0.0545210573733
Memory used: 5 MB  Time elapsed: 0 s

 ***** [NRG] Iteration 16/42 (scale 0.00016019718412435953) ***** 
[1] xi(15)=0.999999976769 zeta(16)=0
Stats: nr=21 min=1 max=59 sum3=510647
Emax=10.0240093047 nrkept=115 nrkeptmult=247 
Total energy=-1.36437064487  Egs=-0.691473844575
Kept: 115 out of 377, ratio=0.305
<n_d>=0.0539492604809
<n_d^2>=0.0545209339425
Memory used: 5 MB  Time elapsed: 0 s

 ***** [NRG] Iteration 17/42 (scale 9.2489887377619005e-05) ***** 
[1] xi(16)=0.999999992256 zeta(17)=0
Stats: nr=25 min=1 max=55 sum3=629046
Emax=10.1035790962 nrkept=103 nrkeptmult=210 
Total energy=-1.36452019528  Egs=-1.61693796727
Kept: 103 out of 426, ratio=0.242
<n_d>=0.053949278258
<n_d^2>=0.0545209520967
Memory used: 5 MB  Time elapsed: 0 s

 ***** [NRG] Iteration 18/42 (scale 5.33990613747865e-05) ***** 
[1] xi(17)=0.999999997419 zeta(18)=0
Stats: nr=21 min=1 max=59 sum3=510647
Emax=10.0244350068 nrkept=115 nrkeptmult=247 
Total energy=-1.36455711892  Egs=-0.691466175567
Kept: 115 out of 377, ratio=0.305
<n_d>=0.0539492486453
<n_d^2>=0.054520921964
Memory used: 5 MB  Time elapsed: 0 s

 ***** [NRG] Iteration 19/42 (scale 3.0829962459206333e-05) ***** 
[1] xi(18)=0.99999999914 zeta(19)=0
Stats: nr=25 min=1 max=55 sum3=629046
Emax=10.1039630109 nrkept=103 nrkeptmult=210 
Total energy=-1.36460696923  Egs=-1.61694335985
Kept: 103 out of 426, ratio=0.242
<n_d>=0.0539492580377
<n_d^2>=0.0545209315332
Memory used: 5 MB  Time elapsed: 0 s

 ***** [NRG] Iteration 20/42 (scale 1.7799687124928835e-05) ***** 
[1] xi(19)=0.999999999713 zeta(20)=0
Stats: nr=21 min=1 max=59 sum3=510647
Emax=10.0245768856 nrkept=115 nrkeptmult=247 
Total energy=-1.36461927706  Egs=-0.691463587041
Kept: 115 out of 377, ratio=0.305
<n_d>=0.0539492493754
<n_d^2>=0.0545209227155
Memory used: 5 MB  Time elapsed: 0 s

 ***** [NRG] Iteration 21/42 (scale 1.0276654153068778e-05) ***** 
[1] xi(20)=0.999999999904 zeta(21)=0
Stats: nr=25 min=1 max=55 sum3=629046
Emax=10.1040910273 nrkept=103 nrkeptmult=210 
Total energy=-1.36463589385  Egs=-1.61694520004
Kept: 103 out of 426, ratio=0.242
<n_d>=0.0539492528904
<n_d^2>=0.0545209262951
Memory used: 5 MB  Time elapsed: 0 s

 ***** [NRG] Iteration 22/42 (scale 5.9332290416429446e-06) ***** 
[1] xi(21)=0.999999999968 zeta(22)=0
Stats: nr=21 min=1 max=59 sum3=510647
Emax=10.0246243107 nrkept=115 nrkeptmult=247 
Total energy=-1.36463999646  Egs=-0.691462696273
Kept: 115 out of 377, ratio=0.305
<n_d>=0.0539492501382
<n_d^2>=0.054520923493
Memory used: 5 MB  Time elapsed: 0 s

 ***** [NRG] Iteration 23/42 (scale 3.4255513843562592e-06) ***** 
[1] xi(22)=0.999999999989 zeta(23)=0
Stats: nr=25 min=1 max=55 sum3=629046
Emax=10.1041338878 nrkept=103 nrkeptmult=210 
Total energy=-1.36464553539  Egs=-1.6169458568
Kept: 103 out of 426, ratio=0.242
<n_d>=0.0539492513522
<n_d^2>=0.0545209247292
Memory used: 5 MB  Time elapsed: 0 s

 ***** [NRG] Iteration 24/42 (scale 1.9777430138809818e-06) ***** 
[1] xi(23)=0.999999999996 zeta(24)=0
Stats: nr=21 min=1 max=59 sum3=510647
Emax=10.0246402688 nrkept=115 nrkeptmult=247 
Total energy=-1.36464690292  Egs=-0.691462371888
Kept: 115 out of 377, ratio=0.305
<n_d>=0.0539492504501
<n_d^2>=0.0545209238106
Memory used: 5 MB  Time elapsed: 0 s

 ***** [NRG] Iteration 25/42 (scale 1.1418504614520865e-06) ***** 
[1] xi(24)=0.999999999999 zeta(25)=0
Stats: nr=25 min=1 max=55 sum3=629046
Emax=10.1041483793 nrkept=103 nrkeptmult=210 
Total energy=-1.36464874923  Egs=-1.61694611916
Kept: 103 out of 426, ratio=0.242
<n_d>=0.0539492508593
<n_d^2>=0.0545209242273
Memory used: 5 MB  Time elapsed: 0 s

 ***** [NRG] Iteration 26/42 (scale 6.592476712936605e-07) ***** 
[1] xi(25)=1 zeta(26)=0
Stats: nr=21 min=1 max=59 sum3=510647
Emax=10.02464574 nrkept=115 nrkeptmult=247 
Total energy=-1.36464920508  Egs=-0.691462236347
Kept: 115 out of 377, ratio=0.305
<n_d>=0.0539492505604
<n_d^2>=0.054520923923
Memory used: 5 MB  Time elapsed: 0 s

 ***** [NRG] Iteration 27/42 (scale 3.8061682048402881e-07) ***** 
[1] xi(26)=1 zeta(27)=0
Stats: nr=25 min=1 max=55 sum3=629046
Emax=10.1041534164 nrkept=103 nrkeptmult=210 
Total energy=-1.36464982051  Egs=-1.61694625007
Kept: 103 out of 426, ratio=0.242
<n_d>=0.0539492506973
<n_d^2>=0.0545209240624
Memory used: 5 MB  Time elapsed: 0 s

 ***** [NRG] Iteration 28/42 (scale 2.1974922376455349e-07) ***** 
[1] xi(27)=1 zeta(28)=0
Stats: nr=21 min=1 max=59 sum3=510647
Emax=10.0246477159 nrkept=115 nrkeptmult=247 
Total energy=-1.36464997246  Egs=-0.691462163758
Kept: 115 out of 377, ratio=0.305
<n_d>=0.0539492505979
<n_d^2>=0.0545209239612
Memory used: 5 MB  Time elapsed: 0 s

 ***** [NRG] Iteration 29/42 (scale 1.2687227349467628e-07) ***** 
[1] xi(28)=1 zeta(29)=0
Stats: nr=25 min=1 max=55 sum3=629046
Emax=10.1041553024 nrkept=103 nrkeptmult=210 
Total energy=-1.36465017761  Egs=-1.61694633716
Kept: 103 out of 426, ratio=0.242
<n_d>=0.0539492506435
<n_d^2>=0.0545209240076
Memory used: 5 MB  Time elapsed: 0 s

 ***** [NRG] Iteration 30/42 (scale 7.3249741254851168e-08) ***** 
[1] xi(29)=1 zeta(30)=0
Stats: nr=21 min=1 max=59 sum3=510647
Emax=10.0246485268 nrkept=115 nrkeptmult=247 
Total energy=-1.36465022826  Egs=-0.691462112153
Kept: 115 out of 377, ratio=0.305
<n_d>=0.0539492506104
<n_d^2>=0.0545209239739
Memory used: 5 MB  Time elapsed: 0 s

 ***** [NRG] Iteration 31/42 (scale 4.2290757831558757e-08) ***** 
[1] xi(30)=1 zeta(31)=0
Stats: nr=25 min=1 max=55 sum3=629046
Emax=10.104156138 nrkept=103 nrkeptmult=210 
Total energy=-1.36465029664  Egs=-1.61694640965
Kept: 103 out of 426, ratio=0.242
<n_d>=0.0539492506257
<n_d^2>=0.0545209239894
Memory used: 5 MB  Time elapsed: 0 s

 ***** [NRG] Iteration 32/42 (scale 2.4416580418283724e-08) ***** 
[1] xi(31)=1 zeta(32)=0
Stats: nr=21 min=1 max=59 sum3=510647
Emax=10.0246489493 nrkept=115 nrkeptmult=247 
Total energy=-1.36465031352  Egs=-0.691462067542
Kept: 115 out of 377, ratio=0.305
<n_d>=0.0539492506146
<n_d^2>=0.0545209239782
Memory used: 5 MB  Time elapsed: 0 s

 ***** [NRG] Iteration 33/42 (scale 1.4096919277186252e-08) ***** 
[1] xi(32)=1 zeta(33)=0
Stats: nr=25 min=1 max=55 sum3=629046
Emax=10.1041566235 nrkept=103 nrkeptmult=210 
Total energy=-1.36465033632  Egs=-1.61694647727
Kept: 103 out of 426, ratio=0.242
<n_d>=0.0539492506197
<n_d^2>=0.0545209239834
Memory used: 5 MB  Time elapsed: 0 s

 ***** [NRG] Iteration 34/42 (scale 8.1388601394279074e-09) ***** 
[1] xi(33)=1 zeta(34)=0
Stats: nr=21 min=1 max=59 sum3=510647
Emax=10.0246492423 nrkept=115 nrkeptmult=247 
Total energy=-1.36465034194  Egs=-0.691462025264
Kept: 115 out of 377, ratio=0.305
<n_d>=0.053949250616
<n_d^2>=0.0545209239796
Memory used: 5 MB  Time elapsed: 0 s

 ***** [NRG] Iteration 35/42 (scale 4.6989730923954177e-09) ***** 
[1] xi(34)=1 zeta(35)=0
Stats: nr=25 min=1 max=55 sum3=629046
Emax=10.1041569923 nrkept=103 nrkeptmult=210 
Total energy=-1.36465034954  Egs=-1.61694654327
Kept: 103 out of 426, ratio=0.242
<n_d>=0.0539492506177
<n_d^2>=0.0545209239814
Memory used: 5 MB  Time elapsed: 0 s

 ***** [NRG] Iteration 36/42 (scale 2.7129533798093026e-09) ***** 
[1] xi(35)=1 zeta(36)=0
Stats: nr=21 min=1 max=59 sum3=510647
Emax=10.0246494922 nrkept=115 nrkeptmult=247 
Total energy=-1.36465035142  Egs=-0.691461983762
Kept: 115 out of 377, ratio=0.305
<n_d>=0.0539492506165
<n_d^2>=0.0545209239801
Memory used: 5 MB  Time elapsed: 0 s

 ***** [NRG] Iteration 37/42 (scale 1.5663243641318058e-09) ***** 
[1] xi(36)=1 zeta(37)=0
Stats: nr=25 min=1 max=55 sum3=629046
Emax=10.1041573222 nrkept=103 nrkeptmult=210 
Total energy=-1.36465035395  Egs=-1.61694660872
Kept: 103 out of 426, ratio=0.242
<n_d>=0.0539492506171
<n_d^2>=0.0545209239807
Memory used: 5 MB  Time elapsed: 0 s

 ***** [NRG] Iteration 38/42 (scale 9.0431779326976753e-10) ***** 
[1] xi(37)=1 zeta(38)=0
Stats: nr=21 min=1 max=59 sum3=510647
Emax=10.0246497278 nrkept=115 nrkeptmult=247 
Total energy=-1.36465035458  Egs=-0.691461942519
Kept: 115 out of 377, ratio=0.305
<n_d>=0.0539492506167
<n_d^2>=0.0545209239803
Memory used: 5 MB  Time elapsed: 0 s

 ***** [NRG] Iteration 39/42 (scale 5.2210812137726861e-10) ***** 
[1] xi(38)=1 zeta(39)=0
Stats: nr=25 min=1 max=55 sum3=629046
Emax=10.1041576392 nrkept=103 nrkeptmult=210 
Total energy=-1.36465035542  Egs=-1.616946674
Kept: 103 out of 426, ratio=0.242
<n_d>=0.0539492506168
<n_d^2>=0.0545209239805
Memory used: 5 MB  Time elapsed: 0 s

 ***** [NRG] Iteration 40/42 (scale 3.0143926442325579e-10) ***** 
[1] xi(39)=1 zeta(40)=0
Stats: nr=21 min=1 max=59 sum3=510647
Emax=10.0246499585 nrkept=115 nrkeptmult=247 
Total energy=-1.36465035563  Egs=-0.691461901363
Kept: 115 out of 377, ratio=0.305
<n_d>=0.0539492506167
<n_d^2>=0.0545209239803
Memory used: 5 MB  Time elapsed: 0 s

 ***** [NRG] Iteration 41/42 (scale 1.7403604045908955e-10) ***** 
[1] xi(40)=1 zeta(41)=0
Stats: nr=25 min=1 max=55 sum3=629046
Emax=10.1041579518 nrkept=103 nrkeptmult=210 
Total energy=-1.36465035591  Egs=-1.61694673921
Kept: 103 out of 426, ratio=0.242
<n_d>=0.0539492506168
<n_d^2>=0.0545209239804
Memory used: 5 MB  Time elapsed: 0 s

 ***** [NRG] Iteration 42/42 (scale 1.0047975480775194e-10) ***** 
[1] xi(41)=1 zeta(42)=0
Stats: nr=21 min=1 max=59 sum3=510647
Emax=10.0246501876 nrkept=115 nrkeptmult=247 
Total energy=-1.36465035598  Egs=-0.691461860236
Kept: 115 out of 377, ratio=0.305
<n_d>=0.0539492506167
<n_d^2>=0.0545209239803
Memory used: 5 MB  Time elapsed: 0 s

** Iteration completed.


Total energy:             -1.364650355979837
TKW=0.339905745178
Grand canonical Z=              7.564076854530601
Zft (last shell)=               7.560804321682947

Memory usage report
===================
  after diag: 5696 kB
after recalc: 5708 kB
 after split: 5700 kB
  after trim: 5708 kB
 after trunc: 5696 kB
      diag_h: 5696 kB

Peak usage: 5708 kB

Timing report
=============
         All: 0 s
        diag: 0 s
    recalc f: 0 s
    recalc s: 0 s
       Other: 0 s
