Package evaluation to load DMRGenie on Julia 1.14.0-DEV.1638 (63406dfe2c*) started at 2026-02-10T06:00:36.922


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# Set-up
#


Set-up completed after 0.11s


################################################################################
# Installation
#

Installing DMRGenie...
   Resolving package versions...
    Updating `~/.julia/environments/v1.14/Project.toml`
  [8fc702ce] + DMRGenie v0.99.0
    Updating `~/.julia/environments/v1.14/Manifest.toml`
  [c7e460c6] + ArgParse v1.2.0
  [d1d4a3ce] + BitFlags v0.1.9
  [00ebfdb7] + CSTParser v3.4.3
  [da1fd8a2] + CodeTracking v3.0.0
  [944b1d66] + CodecZlib v0.7.8
⌅ [a80b9123] + CommonMark v0.8.16
  [34da2185] + Compat v4.18.1
  [807dbc54] + Compiler v0.1.1
  [f0e56b4a] + ConcurrentUtilities v2.5.0
  [a8cc5b0e] + Crayons v4.1.1
  [8fc702ce] + DMRGenie v0.99.0
⌅ [5b179a51] + DMRJtensor v0.14.2
⌅ [864edb3b] + DataStructures v0.18.22
⌅ [4dc1fcf4] + DotEnv v0.3.1
  [8f5d6c58] + EzXML v1.2.3
  [48062228] + FilePathsBase v0.9.24
⌅ [c43c736e] + Genie v5.18.0
  [c27321d9] + Glob v1.4.0
⌅ [cd3eb016] + HTTP v1.9.0
  [77172c1b] + HttpCommon v0.5.0
  [6d011eab] + Inflector v1.1.0
  [692b3bcd] + JLLWrappers v1.7.1
  [0f8b85d8] + JSON3 v1.14.3
⌅ [98e50ef6] + JuliaFormatter v1.0.62
  [aa1ae85d] + JuliaInterpreter v0.10.9
  [e6f89c97] + LoggingExtras v1.2.0
  [6f1432cf] + LoweredCodeUtils v3.5.0
  [739be429] + MbedTLS v1.1.9
  [39ec1447] + Millboard v0.2.5
  [49dea1ee] + Nettle v1.0.0
  [4d1e1d77] + Nullables v1.0.0
  [4d8831e6] + OpenSSL v1.6.1
  [bac558e1] + OrderedCollections v1.8.1
  [69de0a69] + Parsers v2.8.3
  [aea7be01] + PrecompileTools v1.3.3
  [21216c6a] + Preferences v1.5.1
  [189a3867] + Reexport v1.2.2
  [295af30f] + Revise v3.13.2
  [777ac1f9] + SimpleBufferStream v1.2.0
  [69024149] + StringEncodings v0.3.7
  [856f2bd8] + StructTypes v1.11.0
⌅ [31531b1e] + TensorPACK v0.8.2
  [b718987f] + TextWrap v1.0.2
  [0796e94c] + Tokenize v0.5.29
  [3bb67fe8] + TranscodingStreams v0.11.3
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  [5c2747f8] + URIs v1.6.1
  [ddb6d928] + YAML v0.4.16
  [94ce4f54] + Libiconv_jll v1.18.0+0
  [c8ffd9c3] + MbedTLS_jll v2.28.1010+0
  [4c82536e] + Nettle_jll v3.10.2+0
  [02c8fc9c] + XML2_jll v2.15.1+0
  [0dad84c5] + ArgTools v1.1.2
  [56f22d72] + Artifacts v1.11.0
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  [ade2ca70] + Dates v1.11.0
  [8ba89e20] + Distributed v1.11.0
  [f43a241f] + Downloads v1.7.0
  [7b1f6079] + FileWatching v1.11.0
  [b77e0a4c] + InteractiveUtils v1.11.0
  [ac6e5ff7] + JuliaSyntaxHighlighting v1.13.0
  [b27032c2] + LibCURL v1.0.0
  [76f85450] + LibGit2 v1.11.0
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  [37e2e46d] + LinearAlgebra v1.13.0
  [56ddb016] + Logging v1.11.0
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  [44cfe95a] + Pkg v1.14.0
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  [3fa0cd96] + REPL v1.11.0
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  [ea8e919c] + SHA v1.0.0
  [9e88b42a] + Serialization v1.11.0
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  [fa267f1f] + TOML v1.0.3
  [a4e569a6] + Tar v1.10.0
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  [4ec0a83e] + Unicode v1.11.0
  [e66e0078] + CompilerSupportLibraries_jll v1.3.0+1
  [781609d7] + GMP_jll v6.3.0+2
  [deac9b47] + LibCURL_jll v8.18.0+0
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  [29816b5a] + LibSSH2_jll v1.11.3+1
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  [458c3c95] + OpenSSL_jll v3.5.4+0
  [efcefdf7] + PCRE2_jll v10.47.0+0
  [83775a58] + Zlib_jll v1.3.1+2
  [3161d3a3] + Zstd_jll v1.5.7+1
  [8e850b90] + libblastrampoline_jll v5.15.0+0
  [8e850ede] + nghttp2_jll v1.68.0+1
  [3f19e933] + p7zip_jll v17.7.0+0
        Info Packages marked with ⌅ have new versions available but compatibility constraints restrict them from upgrading. To see why use `status --outdated -m`

Installation completed after 6.92s


################################################################################
# Precompilation
#

Precompiling PkgEval dependencies...
     Project No packages added to or removed from `~/.julia/environments/pkgeval/Project.toml`
    Manifest No packages added to or removed from `~/.julia/environments/pkgeval/Manifest.toml`

Precompiling package dependencies...
Precompiling packages...
 _____ _____ _   _ ______  ___  _____  _   __ 
|_   _|  ___| \ | || ___ \/ _ \/  __ \| | / / 
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  \_/ \____/\_| \_/\_|   \_| |_/\____/\_| \_/ 
version 1.0
(made for julia v1.10.4+, see included license)

Code: https://github.com/bakerte/TENPACK.jl

Please cite: T.E. Baker, "forthcoming"
...and any other algorithms used (noted in documentation)

Funding for this program is graciously provided by:
   + Institut quantique (Université de Sherbrooke)
   + Département de physique, Université de Sherbrooke
   + Canada First Research Excellence Fund (CFREF)
   + Institut Transdisciplinaire d'Information Quantique (INTRIQ)
   + US-UK Fulbright Commission (Bureau of Education and Cultural Affairs from the United States Department of State)
   + Department of Physics, University of York
   + Canada Research Chair in Quantum Computing for Modelling of Molecules and Materials
   + Department of Physics & Astronomy, University of Victoria
   + Department of Chemistry, University of Victoria
   + Faculty of Science, University of Victoria
   + National Science and Engineering Research Council (NSERC)
julia threads: 1    (modify with 'export JULIA_NUM_THREADS=' or `julia -t #`)
julia processes: 1    (modify with 'Distributed' package commands, `addprocs()` or `julia -p #`)

# Warning:
We recommend not defining `using LinearAlgebra` to avoid conflicts.  Instead, define
```

import LinearAlgebra

```

and define functions as `LinearAlgebra.svd` to use functions from that package.

   7460.5 ms  ✓ TensorPACK
   6835.5 ms  ✓ HTTP
_________  _________ _       _ _
|     \  \/  || ___ (_)     | (_)
| | | | .  . || |_/ /_ _   _| |_  __ _ 
| | | | |\/| ||    /| | | | | | |/ _` |
| |/ /| |  | || |\ \| | |_| | | | (_| |
|___/ \_|  |_/\_| \_| |\__,_|_|_|\__,_|
                   _/ |                
                  |__/                 
version 1.0
(made for julia v1.10.4+, see included license)

Code: https://github.com/bakerte/DMRJtensor.jl

Please cite:
Introduction: T.E. Baker, S. Desrosiers, M. Tremblay, M.P. Thompson "Méthodes de calcul avec réseaux de tenseurs en physique" Canadian Journal of Physics 99, 4 (2021)
                 [ibid. "Basic tensor network computations in physics" arxiv: 1911.11566 p. 20]
Documentation: T.E. Baker, et. al."DMRjulia: Tensor recipes for entanglement renormalization computations" arxiv: 2111.14530
          and  T.E. Baker, M.P. Thompson "Build your own tensor network library: DMRjulia I. Basic library for the density matrix renormalization group" arxiv: 2109.03120
...and any other algorithms used (noted in documentation)

Funding for this program is graciously provided by:
   + Institut quantique (Université de Sherbrooke)
   + Département de physique, Université de Sherbrooke
   + Canada First Research Excellence Fund (CFREF)
   + Institut Transdisciplinaire d'Information Quantique (INTRIQ)
   + US-UK Fulbright Commission (Bureau of Education and Cultural Affairs from the United States Department of State)
   + Department of Physics, University of York
   + Canada Research Chair in Quantum Computing for Modelling of Molecules and Materials
   + Department of Physics & Astronomy, University of Victoria
   + Department of Chemistry, University of Victoria
   + Faculty of Science, University of Victoria
   + National Science and Engineering Research Council (NSERC)
julia threads: 1    (modify with 'export JULIA_NUM_THREADS=' or `julia -t #`)
julia processes: 1    (modify with 'Distributed' package commands, `addprocs()` or `julia -p #`)

   3950.0 ms  ✓ DMRJtensor
WARNING: Constructor for type "Dict" was extended in `Router` without explicit qualification or import.
  NOTE: Assumed "Dict" refers to `Base.Dict`. This behavior is deprecated and may differ in future versions.
  NOTE: This behavior may have differed in Julia versions prior to 1.12.
  Hint: If you intended to create a new generic function of the same name, use `function Dict end`.
  Hint: To silence the warning, qualify `Dict` as `Base.Dict` in the method signature or explicitly `import Base: Dict`.
  19052.7 ms  ✓ Genie
Optimizing matrix product state...
  algorithm = DMRG-twosite
  size of renormalized system = 2
  minimum bond dimension = 2
  maximum bond dimension = 100
  number of sweeps = 300
  Lanczos iterations = 2
  cutoff = 1.0e-9
  converge in energy? true (otherwise, entropy)
  specified goal = 1.0e-10
  initial noise parameter = 1.0
  noise increment = 0.01
  fixing SvN values? false
SvN at center bond b=50 = 0.45246072509674506
Singular values at center bond b=50: [0.92676, 0.35944, 0.10175, 0.03954]

Sweep 1 (back and forth): 2.89998 sec
Largest truncation = 0.0, m = 4
Energy at sweep 1 is -32.783736035285

SvN at center bond b=50 = 0.7088494269058085
Singular values at center bond b=50: [0.74135, 0.66874, 0.052731, 0.015007, 0.011153, 0.0063031, 0.0033765, 0.002737]

Sweep 2 (back and forth): 0.25876 sec
Largest truncation = 9.993705420517315e-10, m = 16
Energy at sweep 2 is -37.711014529497

SvN at center bond b=50 = 0.6388415212597374
Singular values at center bond b=50: [0.87111, 0.47026, 0.11877, 0.061999, 0.040329, 0.017031, 0.0094655, 0.0066331]

Sweep 3 (back and forth): 1.10267 sec
Largest truncation = 9.988748305639123e-10, m = 35
Energy at sweep 3 is -39.841508127577

SvN at center bond b=50 = 0.5645196980469712
Singular values at center bond b=50: [0.91101, 0.37048, 0.15018, 0.094706, 0.032004, 0.014279, 0.0057834, 0.0035644]

Sweep 4 (back and forth): 1.72423 sec
Largest truncation = 9.977261290385367e-10, m = 33
Energy at sweep 4 is -40.617774959849

SvN at center bond b=50 = 0.5493440307044652
Singular values at center bond b=50: [0.92135, 0.32648, 0.17073, 0.11981, 0.028108, 0.013158, 0.0045236, 0.0033352]

Sweep 5 (back and forth): 1.21201 sec
Largest truncation = 9.497778450568118e-10, m = 30
Energy at sweep 5 is -41.517661669048

SvN at center bond b=50 = 0.553229688042999
Singular values at center bond b=50: [0.92436, 0.29959, 0.18625, 0.14221, 0.025859, 0.012885, 0.0044695, 0.0039285]

Sweep 6 (back and forth): 1.27891 sec
Largest truncation = 9.811362963375867e-10, m = 30
Energy at sweep 6 is -42.361239454821

SvN at center bond b=50 = 0.5665075703103205
Singular values at center bond b=50: [0.92441, 0.2773, 0.20032, 0.16611, 0.024253, 0.01321, 0.0059267, 0.00557]

Sweep 7 (back and forth): 1.29922 sec
Largest truncation = 9.808508583621893e-10, m = 30
Energy at sweep 7 is -42.906101705420

SvN at center bond b=50 = 0.5834335840143902
Singular values at center bond b=50: [0.92254, 0.26279, 0.21231, 0.18416, 0.023305, 0.013938, 0.0081033, 0.0071929]

Sweep 8 (back and forth): 1.33488 sec
Largest truncation = 9.982729296121176e-10, m = 30
Energy at sweep 8 is -43.325584782887

SvN at center bond b=50 = 0.6030907208427378
Singular values at center bond b=50: [0.91905, 0.26281, 0.2227, 0.18897, 0.023032, 0.015021, 0.010535, 0.0086724]

Sweep 9 (back and forth): 1.42347 sec
Largest truncation = 9.89584390173572e-10, m = 30
Energy at sweep 9 is -43.594400131204

SvN at center bond b=50 = 0.6253886625768057
Singular values at center bond b=50: [0.91367, 0.2861, 0.22407, 0.1788, 0.024056, 0.016961, 0.012916, 0.010494]

Sweep 10 (back and forth): 1.43864 sec
Largest truncation = 9.95835797997069e-10, m = 30
Energy at sweep 10 is -43.759704477070

SvN at center bond b=50 = 0.6460877139971809
Singular values at center bond b=50: [0.90657, 0.32233, 0.21714, 0.15992, 0.027559, 0.01879, 0.014109, 0.012183]

Sweep 11 (back and forth): 1.44964 sec
Largest truncation = 9.913988646004034e-10, m = 31
Energy at sweep 11 is -43.876579292722

SvN at center bond b=50 = 0.6651900707552157
Singular values at center bond b=50: [0.89769, 0.36104, 0.20539, 0.14003, 0.033578, 0.019945, 0.015608, 0.012679]

Sweep 12 (back and forth): 1.90364 sec
Largest truncation = 9.985732635497168e-10, m = 32
Energy at sweep 12 is -43.956442713823

SvN at center bond b=50 = 0.6869653249116108
Singular values at center bond b=50: [0.88613, 0.40054, 0.19161, 0.12186, 0.04176, 0.02174, 0.017336, 0.01223]

Sweep 13 (back and forth): 1.63408 sec
Largest truncation = 9.993027396574528e-10, m = 33
Energy at sweep 13 is -44.014451495696

SvN at center bond b=50 = 0.7088033094571883
Singular values at center bond b=50: [0.87403, 0.43357, 0.18027, 0.10883, 0.049887, 0.0247, 0.017656, 0.0118]

Sweep 14 (back and forth): 1.79076 sec
Largest truncation = 9.927785399648703e-10, m = 33
Energy at sweep 14 is -44.052916665193

SvN at center bond b=50 = 0.7284985126628998
Singular values at center bond b=50: [0.86405, 0.45602, 0.17427, 0.10198, 0.056655, 0.02771, 0.017647, 0.013631]

Sweep 15 (back and forth): 1.84877 sec
Largest truncation = 9.941447048043515e-10, m = 33
Energy at sweep 15 is -44.076063380067

SvN at center bond b=50 = 0.7476234751717825
Singular values at center bond b=50: [0.85651, 0.46966, 0.17348, 0.10019, 0.062593, 0.030601, 0.018046, 0.015733]

Sweep 16 (back and forth): 1.91256 sec
Largest truncation = 9.999150702140594e-10, m = 34
Energy at sweep 16 is -44.090553028880

SvN at center bond b=50 = 0.7672343081066966
Singular values at center bond b=50: [0.85215, 0.47375, 0.17859, 0.10385, 0.067977, 0.033401, 0.019178, 0.017608]

Sweep 17 (back and forth): 2.58919 sec
Largest truncation = 9.973279961919341e-10, m = 38
Energy at sweep 17 is -44.100761941392

SvN at center bond b=50 = 0.8184556872879793
Singular values at center bond b=50: [0.85812, 0.42988, 0.22132, 0.14612, 0.072367, 0.038275, 0.027959, 0.019601]

Sweep 18 (back and forth): 3.27567 sec
Largest truncation = 9.98277565327345e-10, m = 52
Energy at sweep 18 is -44.118289361444

SvN at center bond b=50 = 0.8413168413612573
Singular values at center bond b=50: [0.8628, 0.39189, 0.2476, 0.1798, 0.067352, 0.039901, 0.031716, 0.025349]

Sweep 19 (back and forth): 4.72041 sec
Largest truncation = 9.980298682614892e-10, m = 49
Energy at sweep 19 is -44.121512098864

SvN at center bond b=50 = 0.852784417524787
Singular values at center bond b=50: [0.86358, 0.37529, 0.25811, 0.19594, 0.064786, 0.04132, 0.03287, 0.028318]

Sweep 20 (back and forth): 4.54104 sec
Largest truncation = 9.855934103682302e-10, m = 47
Energy at sweep 20 is -44.123610431451

SvN at center bond b=50 = 0.862154671741926
Singular values at center bond b=50: [0.86388, 0.36104, 0.2661, 0.21016, 0.062535, 0.042721, 0.03348, 0.03089]

Sweep 21 (back and forth): 4.07380 sec
Largest truncation = 9.540220817848923e-10, m = 46
Energy at sweep 21 is -44.124730720094

SvN at center bond b=50 = 0.870097508273086
Singular values at center bond b=50: [0.86361, 0.35072, 0.27161, 0.22114, 0.060997, 0.043989, 0.034004, 0.033055]

Sweep 22 (back and forth): 3.29133 sec
Largest truncation = 5.418682500085664e-10, m = 46
Energy at sweep 22 is -44.125544438262

SvN at center bond b=50 = 0.8775415560459294
Singular values at center bond b=50: [0.86313, 0.34145, 0.27615, 0.23136, 0.05965, 0.045212, 0.035199, 0.034477]

Sweep 23 (back and forth): 4.02608 sec
Largest truncation = 9.721625748041349e-10, m = 46
Energy at sweep 23 is -44.126167477018

SvN at center bond b=50 = 0.8848518998023539
Singular values at center bond b=50: [0.86247, 0.33261, 0.28006, 0.24139, 0.058396, 0.046432, 0.037394, 0.035011]

Sweep 24 (back and forth): 4.25633 sec
Largest truncation = 9.996864213032802e-10, m = 56
Energy at sweep 24 is -44.126791672097

SvN at center bond b=50 = 0.8920307973750626
Singular values at center bond b=50: [0.862, 0.31799, 0.28447, 0.25685, 0.056101, 0.047721, 0.040382, 0.035392]

Sweep 25 (back and forth): 4.87586 sec
Largest truncation = 9.968908867804349e-10, m = 73
Energy at sweep 25 is -44.127212805041

SvN at center bond b=50 = 0.8992292258221213
Singular values at center bond b=50: [0.86102, 0.30733, 0.28729, 0.26919, 0.054563, 0.048944, 0.043253, 0.036032]

Sweep 26 (back and forth): 5.42272 sec
Largest truncation = 9.998134432578193e-10, m = 80
Energy at sweep 26 is -44.127514526881

SvN at center bond b=50 = 0.9069655354367698
Singular values at center bond b=50: [0.85967, 0.29838, 0.2894, 0.28039, 0.053391, 0.050201, 0.046237, 0.036869]

Sweep 27 (back and forth): 6.03933 sec
Largest truncation = 9.983787416535396e-10, m = 69
Energy at sweep 27 is -44.127635486049

SvN at center bond b=50 = 0.9153808071584555
Singular values at center bond b=50: [0.85813, 0.29381, 0.29073, 0.28744, 0.052859, 0.051535, 0.049694, 0.038041]

Sweep 28 (back and forth): 7.03536 sec
Largest truncation = 9.97131883030193e-10, m = 78
Energy at sweep 28 is -44.127711007769

SvN at center bond b=50 = 0.9220069397656235
Singular values at center bond b=50: [0.85693, 0.29196, 0.29157, 0.29114, 0.052731, 0.052575, 0.052339, 0.038972]

Sweep 29 (back and forth): 10.45710 sec
Largest truncation = 9.999348021042569e-10, m = 83
Energy at sweep 29 is -44.127738995236

SvN at center bond b=50 = 0.9227725041336915
Singular values at center bond b=50: [0.85681, 0.29169, 0.29164, 0.29159, 0.052716, 0.052701, 0.05268, 0.039082]

Sweep 30 (back and forth): 11.93332 sec
Largest truncation = 9.995489782387308e-10, m = 78
Energy at sweep 30 is -44.127739505179

SvN at center bond b=50 = 0.9228272800678771
Singular values at center bond b=50: [0.8568, 0.29165, 0.29164, 0.29164, 0.052712, 0.05271, 0.052708, 0.03909]

Sweep 31 (back and forth): 12.16108 sec
Largest truncation = 9.998922244348374e-10, m = 75
Energy at sweep 31 is -44.127739519797

SvN at center bond b=50 = 0.9228325598855319
Singular values at center bond b=50: [0.8568, 0.29165, 0.29164, 0.29164, 0.052712, 0.052711, 0.05271, 0.039091]

Sweep 32 (back and forth): 12.41417 sec
Largest truncation = 9.99957322749465e-10, m = 76
Energy at sweep 32 is -44.127739521362

SvN at center bond b=50 = 0.9228332986322614
Singular values at center bond b=50: [0.8568, 0.29164, 0.29164, 0.29164, 0.052711, 0.052711, 0.052711, 0.039091]

Sweep 33 (back and forth): 12.31294 sec
Largest truncation = 9.998514922049916e-10, m = 76
Energy at sweep 33 is -44.127739522454

SvN at center bond b=50 = 0.9228334528181914
Singular values at center bond b=50: [0.8568, 0.29164, 0.29164, 0.29164, 0.052711, 0.052711, 0.052711, 0.039091]

Sweep 34 (back and forth): 12.28109 sec
Largest truncation = 9.986065415218037e-10, m = 76
Energy at sweep 34 is -44.127739522626

SvN at center bond b=50 = 0.9228335115048654
Singular values at center bond b=50: [0.8568, 0.29164, 0.29164, 0.29164, 0.052711, 0.052711, 0.052711, 0.039091]

Sweep 35 (back and forth): 12.46449 sec
Largest truncation = 9.99652055867526e-10, m = 76
Energy at sweep 35 is -44.127739522671

The energy for DMRG converged to a difference of 4.503419859247515e-11 after 35 sweeps!
(...or it's stuck in a metastable state...)

Success! This is where DMRGenie will boot from in a subsequent push and produce the GUI on a machine
 197882.0 ms  ✓ DMRGenie
  5 dependencies successfully precompiled in 236 seconds. 86 already precompiled.

  4 dependencies had output during precompilation:
┌ DMRGenie
│  Optimizing matrix product state...
│    algorithm = DMRG-twosite
│    size of renormalized system = 2
│    minimum bond dimension = 2
│    maximum bond dimension = 100
│    number of sweeps = 300
│    Lanczos iterations = 2
│    cutoff = 1.0e-9
│    converge in energy? true (otherwise, entropy)
│    specified goal = 1.0e-10
│    initial noise parameter = 1.0
│    noise increment = 0.01
│    fixing SvN values? false
│  SvN at center bond b=50 = 0.45246072509674506
│  Singular values at center bond b=50: [0.92676, 0.35944, 0.10175, 0.03954]
│  
│  Sweep 1 (back and forth): 2.89998 sec
│  Largest truncation = 0.0, m = 4
│  Energy at sweep 1 is -32.783736035285
│  
│  SvN at center bond b=50 = 0.7088494269058085
│  Singular values at center bond b=50: [0.74135, 0.66874, 0.052731, 0.015007, 0.011153, 0.0063031, 0.0033765, 0.002737]
│  
│  Sweep 2 (back and forth): 0.25876 sec
│  Largest truncation = 9.993705420517315e-10, m = 16
│  Energy at sweep 2 is -37.711014529497
│  
│  SvN at center bond b=50 = 0.6388415212597374
│  Singular values at center bond b=50: [0.87111, 0.47026, 0.11877, 0.061999, 0.040329, 0.017031, 0.0094655, 0.0066331]
│  
│  Sweep 3 (back and forth): 1.10267 sec
│  Largest truncation = 9.988748305639123e-10, m = 35
│  Energy at sweep 3 is -39.841508127577
│  
│  SvN at center bond b=50 = 0.5645196980469712
│  Singular values at center bond b=50: [0.91101, 0.37048, 0.15018, 0.094706, 0.032004, 0.014279, 0.0057834, 0.0035644]
│  
│  Sweep 4 (back and forth): 1.72423 sec
│  Largest truncation = 9.977261290385367e-10, m = 33
│  Energy at sweep 4 is -40.617774959849
│  
│  SvN at center bond b=50 = 0.5493440307044652
│  Singular values at center bond b=50: [0.92135, 0.32648, 0.17073, 0.11981, 0.028108, 0.013158, 0.0045236, 0.0033352]
│  
│  Sweep 5 (back and forth): 1.21201 sec
│  Largest truncation = 9.497778450568118e-10, m = 30
│  Energy at sweep 5 is -41.517661669048
│  
│  SvN at center bond b=50 = 0.553229688042999
│  Singular values at center bond b=50: [0.92436, 0.29959, 0.18625, 0.14221, 0.025859, 0.012885, 0.0044695, 0.0039285]
│  
│  Sweep 6 (back and forth): 1.27891 sec
│  Largest truncation = 9.811362963375867e-10, m = 30
│  Energy at sweep 6 is -42.361239454821
│  
│  SvN at center bond b=50 = 0.5665075703103205
│  Singular values at center bond b=50: [0.92441, 0.2773, 0.20032, 0.16611, 0.024253, 0.01321, 0.0059267, 0.00557]
│  
│  Sweep 7 (back and forth): 1.29922 sec
│  Largest truncation = 9.808508583621893e-10, m = 30
│  Energy at sweep 7 is -42.906101705420
│  
│  SvN at center bond b=50 = 0.5834335840143902
│  Singular values at center bond b=50: [0.92254, 0.26279, 0.21231, 0.18416, 0.023305, 0.013938, 0.0081033, 0.0071929]
│  
│  Sweep 8 (back and forth): 1.33488 sec
│  Largest truncation = 9.982729296121176e-10, m = 30
│  Energy at sweep 8 is -43.325584782887
│  
│  SvN at center bond b=50 = 0.6030907208427378
│  Singular values at center bond b=50: [0.91905, 0.26281, 0.2227, 0.18897, 0.023032, 0.015021, 0.010535, 0.0086724]
│  
│  Sweep 9 (back and forth): 1.42347 sec
│  Largest truncation = 9.89584390173572e-10, m = 30
│  Energy at sweep 9 is -43.594400131204
│  
│  SvN at center bond b=50 = 0.6253886625768057
│  Singular values at center bond b=50: [0.91367, 0.2861, 0.22407, 0.1788, 0.024056, 0.016961, 0.012916, 0.010494]
│  
│  Sweep 10 (back and forth): 1.43864 sec
│  Largest truncation = 9.95835797997069e-10, m = 30
│  Energy at sweep 10 is -43.759704477070
│  
│  SvN at center bond b=50 = 0.6460877139971809
│  Singular values at center bond b=50: [0.90657, 0.32233, 0.21714, 0.15992, 0.027559, 0.01879, 0.014109, 0.012183]
│  
│  Sweep 11 (back and forth): 1.44964 sec
│  Largest truncation = 9.913988646004034e-10, m = 31
│  Energy at sweep 11 is -43.876579292722
│  
│  SvN at center bond b=50 = 0.6651900707552157
│  Singular values at center bond b=50: [0.89769, 0.36104, 0.20539, 0.14003, 0.033578, 0.019945, 0.015608, 0.012679]
│  
│  Sweep 12 (back and forth): 1.90364 sec
│  Largest truncation = 9.985732635497168e-10, m = 32
│  Energy at sweep 12 is -43.956442713823
│  
│  SvN at center bond b=50 = 0.6869653249116108
│  Singular values at center bond b=50: [0.88613, 0.40054, 0.19161, 0.12186, 0.04176, 0.02174, 0.017336, 0.01223]
│  
│  Sweep 13 (back and forth): 1.63408 sec
│  Largest truncation = 9.993027396574528e-10, m = 33
│  Energy at sweep 13 is -44.014451495696
│  
│  SvN at center bond b=50 = 0.7088033094571883
│  Singular values at center bond b=50: [0.87403, 0.43357, 0.18027, 0.10883, 0.049887, 0.0247, 0.017656, 0.0118]
│  
│  Sweep 14 (back and forth): 1.79076 sec
│  Largest truncation = 9.927785399648703e-10, m = 33
│  Energy at sweep 14 is -44.052916665193
│  
│  SvN at center bond b=50 = 0.7284985126628998
│  Singular values at center bond b=50: [0.86405, 0.45602, 0.17427, 0.10198, 0.056655, 0.02771, 0.017647, 0.013631]
│  
│  Sweep 15 (back and forth): 1.84877 sec
│  Largest truncation = 9.941447048043515e-10, m = 33
│  Energy at sweep 15 is -44.076063380067
│  
│  SvN at center bond b=50 = 0.7476234751717825
│  Singular values at center bond b=50: [0.85651, 0.46966, 0.17348, 0.10019, 0.062593, 0.030601, 0.018046, 0.015733]
│  
│  Sweep 16 (back and forth): 1.91256 sec
│  Largest truncation = 9.999150702140594e-10, m = 34
│  Energy at sweep 16 is -44.090553028880
│  
│  SvN at center bond b=50 = 0.7672343081066966
│  Singular values at center bond b=50: [0.85215, 0.47375, 0.17859, 0.10385, 0.067977, 0.033401, 0.019178, 0.017608]
│  
│  Sweep 17 (back and forth): 2.58919 sec
│  Largest truncation = 9.973279961919341e-10, m = 38
│  Energy at sweep 17 is -44.100761941392
│  
│  SvN at center bond b=50 = 0.8184556872879793
│  Singular values at center bond b=50: [0.85812, 0.42988, 0.22132, 0.14612, 0.072367, 0.038275, 0.027959, 0.019601]
│  
│  Sweep 18 (back and forth): 3.27567 sec
│  Largest truncation = 9.98277565327345e-10, m = 52
│  Energy at sweep 18 is -44.118289361444
│  
│  SvN at center bond b=50 = 0.8413168413612573
│  Singular values at center bond b=50: [0.8628, 0.39189, 0.2476, 0.1798, 0.067352, 0.039901, 0.031716, 0.025349]
│  
│  Sweep 19 (back and forth): 4.72041 sec
│  Largest truncation = 9.980298682614892e-10, m = 49
│  Energy at sweep 19 is -44.121512098864
│  
│  SvN at center bond b=50 = 0.852784417524787
│  Singular values at center bond b=50: [0.86358, 0.37529, 0.25811, 0.19594, 0.064786, 0.04132, 0.03287, 0.028318]
│  
│  Sweep 20 (back and forth): 4.54104 sec
│  Largest truncation = 9.855934103682302e-10, m = 47
│  Energy at sweep 20 is -44.123610431451
│  
│  SvN at center bond b=50 = 0.862154671741926
│  Singular values at center bond b=50: [0.86388, 0.36104, 0.2661, 0.21016, 0.062535, 0.042721, 0.03348, 0.03089]
│  
│  Sweep 21 (back and forth): 4.07380 sec
│  Largest truncation = 9.540220817848923e-10, m = 46
│  Energy at sweep 21 is -44.124730720094
│  
│  SvN at center bond b=50 = 0.870097508273086
│  Singular values at center bond b=50: [0.86361, 0.35072, 0.27161, 0.22114, 0.060997, 0.043989, 0.034004, 0.033055]
│  
│  Sweep 22 (back and forth): 3.29133 sec
│  Largest truncation = 5.418682500085664e-10, m = 46
│  Energy at sweep 22 is -44.125544438262
│  
│  SvN at center bond b=50 = 0.8775415560459294
│  Singular values at center bond b=50: [0.86313, 0.34145, 0.27615, 0.23136, 0.05965, 0.045212, 0.035199, 0.034477]
│  
│  Sweep 23 (back and forth): 4.02608 sec
│  Largest truncation = 9.721625748041349e-10, m = 46
│  Energy at sweep 23 is -44.126167477018
│  
│  SvN at center bond b=50 = 0.8848518998023539
│  Singular values at center bond b=50: [0.86247, 0.33261, 0.28006, 0.24139, 0.058396, 0.046432, 0.037394, 0.035011]
│  
│  Sweep 24 (back and forth): 4.25633 sec
│  Largest truncation = 9.996864213032802e-10, m = 56
│  Energy at sweep 24 is -44.126791672097
│  
│  SvN at center bond b=50 = 0.8920307973750626
│  Singular values at center bond b=50: [0.862, 0.31799, 0.28447, 0.25685, 0.056101, 0.047721, 0.040382, 0.035392]
│  
│  Sweep 25 (back and forth): 4.87586 sec
│  Largest truncation = 9.968908867804349e-10, m = 73
│  Energy at sweep 25 is -44.127212805041
│  
│  SvN at center bond b=50 = 0.8992292258221213
│  Singular values at center bond b=50: [0.86102, 0.30733, 0.28729, 0.26919, 0.054563, 0.048944, 0.043253, 0.036032]
│  
│  Sweep 26 (back and forth): 5.42272 sec
│  Largest truncation = 9.998134432578193e-10, m = 80
│  Energy at sweep 26 is -44.127514526881
│  
│  SvN at center bond b=50 = 0.9069655354367698
│  Singular values at center bond b=50: [0.85967, 0.29838, 0.2894, 0.28039, 0.053391, 0.050201, 0.046237, 0.036869]
│  
│  Sweep 27 (back and forth): 6.03933 sec
│  Largest truncation = 9.983787416535396e-10, m = 69
│  Energy at sweep 27 is -44.127635486049
│  
│  SvN at center bond b=50 = 0.9153808071584555
│  Singular values at center bond b=50: [0.85813, 0.29381, 0.29073, 0.28744, 0.052859, 0.051535, 0.049694, 0.038041]
│  
│  Sweep 28 (back and forth): 7.03536 sec
│  Largest truncation = 9.97131883030193e-10, m = 78
│  Energy at sweep 28 is -44.127711007769
│  
│  SvN at center bond b=50 = 0.9220069397656235
│  Singular values at center bond b=50: [0.85693, 0.29196, 0.29157, 0.29114, 0.052731, 0.052575, 0.052339, 0.038972]
│  
│  Sweep 29 (back and forth): 10.45710 sec
│  Largest truncation = 9.999348021042569e-10, m = 83
│  Energy at sweep 29 is -44.127738995236
│  
│  SvN at center bond b=50 = 0.9227725041336915
│  Singular values at center bond b=50: [0.85681, 0.29169, 0.29164, 0.29159, 0.052716, 0.052701, 0.05268, 0.039082]
│  
│  Sweep 30 (back and forth): 11.93332 sec
│  Largest truncation = 9.995489782387308e-10, m = 78
│  Energy at sweep 30 is -44.127739505179
│  
│  SvN at center bond b=50 = 0.9228272800678771
│  Singular values at center bond b=50: [0.8568, 0.29165, 0.29164, 0.29164, 0.052712, 0.05271, 0.052708, 0.03909]
│  
│  Sweep 31 (back and forth): 12.16108 sec
│  Largest truncation = 9.998922244348374e-10, m = 75
│  Energy at sweep 31 is -44.127739519797
│  
│  SvN at center bond b=50 = 0.9228325598855319
│  Singular values at center bond b=50: [0.8568, 0.29165, 0.29164, 0.29164, 0.052712, 0.052711, 0.05271, 0.039091]
│  
│  Sweep 32 (back and forth): 12.41417 sec
│  Largest truncation = 9.99957322749465e-10, m = 76
│  Energy at sweep 32 is -44.127739521362
│  
│  SvN at center bond b=50 = 0.9228332986322614
│  Singular values at center bond b=50: [0.8568, 0.29164, 0.29164, 0.29164, 0.052711, 0.052711, 0.052711, 0.039091]
│  
│  Sweep 33 (back and forth): 12.31294 sec
│  Largest truncation = 9.998514922049916e-10, m = 76
│  Energy at sweep 33 is -44.127739522454
│  
│  SvN at center bond b=50 = 0.9228334528181914
│  Singular values at center bond b=50: [0.8568, 0.29164, 0.29164, 0.29164, 0.052711, 0.052711, 0.052711, 0.039091]
│  
│  Sweep 34 (back and forth): 12.28109 sec
│  Largest truncation = 9.986065415218037e-10, m = 76
│  Energy at sweep 34 is -44.127739522626
│  
│  SvN at center bond b=50 = 0.9228335115048654
│  Singular values at center bond b=50: [0.8568, 0.29164, 0.29164, 0.29164, 0.052711, 0.052711, 0.052711, 0.039091]
│  
│  Sweep 35 (back and forth): 12.46449 sec
│  Largest truncation = 9.99652055867526e-10, m = 76
│  Energy at sweep 35 is -44.127739522671
│  
│  The energy for DMRG converged to a difference of 4.503419859247515e-11 after 35 sweeps!
│  (...or it's stuck in a metastable state...)
│  
│  Success! This is where DMRGenie will boot from in a subsequent push and produce the GUI on a machine
└  
┌ DMRJtensor
│  _________  _________ _       _ _
│  |     \  \/  || ___ (_)     | (_)
│  | | | | .  . || |_/ /_ _   _| |_  __ _ 
│  | | | | |\/| ||    /| | | | | | |/ _` |
│  | |/ /| |  | || |\ \| | |_| | | | (_| |
│  |___/ \_|  |_/\_| \_| |\__,_|_|_|\__,_|
│                     _/ |                
│                    |__/                 
│  version 1.0
│  (made for julia v1.10.4+, see included license)
│  
│  Code: https://github.com/bakerte/DMRJtensor.jl
│  
│  Please cite:
│  Introduction: T.E. Baker, S. Desrosiers, M. Tremblay, M.P. Thompson "Méthodes de calcul avec réseaux de tenseurs en physique" Canadian Journal of Physics 99, 4 (2021)
│                   [ibid. "Basic tensor network computations in physics" arxiv: 1911.11566 p. 20]
│  Documentation: T.E. Baker, et. al."DMRjulia: Tensor recipes for entanglement renormalization computations" arxiv: 2111.14530
│            and  T.E. Baker, M.P. Thompson "Build your own tensor network library: DMRjulia I. Basic library for the density matrix renormalization group" arxiv: 2109.03120
│  ...and any other algorithms used (noted in documentation)
│  
│  Funding for this program is graciously provided by:
│     + Institut quantique (Université de Sherbrooke)
│     + Département de physique, Université de Sherbrooke
│     + Canada First Research Excellence Fund (CFREF)
│     + Institut Transdisciplinaire d'Information Quantique (INTRIQ)
│     + US-UK Fulbright Commission (Bureau of Education and Cultural Affairs from the United States Department of State)
│     + Department of Physics, University of York
│     + Canada Research Chair in Quantum Computing for Modelling of Molecules and Materials
│     + Department of Physics & Astronomy, University of Victoria
│     + Department of Chemistry, University of Victoria
│     + Faculty of Science, University of Victoria
│     + National Science and Engineering Research Council (NSERC)
│  julia threads: 1    (modify with 'export JULIA_NUM_THREADS=' or `julia -t #`)
│  julia processes: 1    (modify with 'Distributed' package commands, `addprocs()` or `julia -p #`)
└  
┌ TensorPACK
│  _____ _____ _   _ ______  ___  _____  _   __ 
│  |_   _|  ___| \ | || ___ \/ _ \/  __ \| | / / 
│    | | | |__ |  \| || |_/ / /_\ \ /  \/| |/ /  
│    | | |  __|| . ` ||  __/|  _  | |    |    \  
│    | | | |___| |\  || |   | | | | \__/\| |\  \ 
│    \_/ \____/\_| \_/\_|   \_| |_/\____/\_| \_/ 
│  version 1.0
│  (made for julia v1.10.4+, see included license)
│  
│  Code: https://github.com/bakerte/TENPACK.jl
│  
│  Please cite: T.E. Baker, "forthcoming"
│  ...and any other algorithms used (noted in documentation)
│  
│  Funding for this program is graciously provided by:
│     + Institut quantique (Université de Sherbrooke)
│     + Département de physique, Université de Sherbrooke
│     + Canada First Research Excellence Fund (CFREF)
│     + Institut Transdisciplinaire d'Information Quantique (INTRIQ)
│     + US-UK Fulbright Commission (Bureau of Education and Cultural Affairs from the United States Department of State)
│     + Department of Physics, University of York
│     + Canada Research Chair in Quantum Computing for Modelling of Molecules and Materials
│     + Department of Physics & Astronomy, University of Victoria
│     + Department of Chemistry, University of Victoria
│     + Faculty of Science, University of Victoria
│     + National Science and Engineering Research Council (NSERC)
│  julia threads: 1    (modify with 'export JULIA_NUM_THREADS=' or `julia -t #`)
│  julia processes: 1    (modify with 'Distributed' package commands, `addprocs()` or `julia -p #`)
│  
│  # Warning:
│  We recommend not defining `using LinearAlgebra` to avoid conflicts.  Instead, define
│  ```
│  
│  import LinearAlgebra
│  
│  ```
│  
│  and define functions as `LinearAlgebra.svd` to use functions from that package.
└  
┌ Genie
│  WARNING: Constructor for type "Dict" was extended in `Router` without explicit qualification or import.
│    NOTE: Assumed "Dict" refers to `Base.Dict`. This behavior is deprecated and may differ in future versions.
│    NOTE: This behavior may have differed in Julia versions prior to 1.12.
│    Hint: If you intended to create a new generic function of the same name, use `function Dict end`.
│    Hint: To silence the warning, qualify `Dict` as `Base.Dict` in the method signature or explicitly `import Base: Dict`.
└  

Precompilation completed after 243.94s


################################################################################
# Loading
#

Loading DMRGenie...

Loading completed after 0.99s

PkgEval succeeded after 267.76s