Package evaluation of DualDecomposition on Julia 1.13.0-DEV.140 (fac1ce7906*) started at 2025-03-02T12:22:12.830 ################################################################################ # Set-up # Installing PkgEval dependencies (TestEnv)... Set-up completed after 7.1s ################################################################################ # Installation # Installing DualDecomposition... Resolving package versions... Updating `~/.julia/environments/v1.13/Project.toml` [d0e446f1] + DualDecomposition v0.3.4 Updating `~/.julia/environments/v1.13/Manifest.toml` [6e4b80f9] + BenchmarkTools v1.6.0 [e8a6717a] + BundleMethod v0.4.0 [523fee87] + CodecBzip2 v0.8.5 [944b1d66] + CodecZlib v0.7.8 [bbf7d656] + CommonSubexpressions v0.3.1 [34da2185] + Compat v4.16.0 [864edb3b] + DataStructures v0.18.20 [163ba53b] + DiffResults v1.1.0 [b552c78f] + DiffRules v1.15.1 [ffbed154] + DocStringExtensions v0.9.3 [d0e446f1] + DualDecomposition v0.3.4 [f6369f11] + ForwardDiff v0.10.38 [92d709cd] + IrrationalConstants v0.2.4 [692b3bcd] + JLLWrappers v1.7.0 [682c06a0] + JSON v0.21.4 [0f8b85d8] + JSON3 v1.14.1 [4076af6c] + JuMP v1.24.0 [2ab3a3ac] + LogExpFunctions v0.3.29 [da04e1cc] + MPI v0.20.22 [3da0fdf6] + MPIPreferences v0.1.11 [1914dd2f] + MacroTools v0.5.15 [b8f27783] + MathOptInterface v1.37.0 [d8a4904e] + MutableArithmetics v1.6.4 [77ba4419] + NaNMath v1.1.2 [bac558e1] + OrderedCollections v1.8.0 [69de0a69] + Parsers v2.8.1 [eebad327] + PkgVersion v0.3.3 [aea7be01] + PrecompileTools v1.2.1 [21216c6a] + Preferences v1.4.3 [ae029012] + Requires v1.3.1 [276daf66] + SpecialFunctions v2.5.0 [1e83bf80] + StaticArraysCore v1.4.3 [10745b16] + Statistics v1.11.1 [856f2bd8] + StructTypes v1.11.0 [3bb67fe8] + TranscodingStreams v0.11.3 [6e34b625] + Bzip2_jll v1.0.9+0 [e33a78d0] + Hwloc_jll v2.12.0+0 [7cb0a576] + MPICH_jll v4.3.0+0 [f1f71cc9] + MPItrampoline_jll v5.5.2+0 [9237b28f] + MicrosoftMPI_jll v10.1.4+3 [fe0851c0] + OpenMPI_jll v5.0.7+0 [efe28fd5] + OpenSpecFun_jll v0.5.6+0 [0dad84c5] + ArgTools v1.1.2 [56f22d72] + Artifacts v1.11.0 [2a0f44e3] + Base64 v1.11.0 [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 v1.12.0 [4af54fe1] + LazyArtifacts v1.11.0 [b27032c2] + LibCURL v0.6.4 [76f85450] + LibGit2 v1.11.0 [8f399da3] + Libdl v1.11.0 [37e2e46d] + LinearAlgebra v1.12.0 [56ddb016] + Logging v1.11.0 [d6f4376e] + Markdown v1.11.0 [a63ad114] + Mmap v1.11.0 [ca575930] + NetworkOptions v1.3.0 [44cfe95a] + Pkg v1.12.0 [de0858da] + Printf v1.11.0 [9abbd945] + Profile v1.11.0 [9a3f8284] + Random v1.11.0 [ea8e919c] + SHA v0.7.0 [9e88b42a] + Serialization v1.11.0 [6462fe0b] + Sockets v1.11.0 [2f01184e] + SparseArrays v1.12.0 [f489334b] + StyledStrings v1.11.0 [fa267f1f] + TOML v1.0.3 [a4e569a6] + Tar v1.10.0 [8dfed614] + Test v1.11.0 [cf7118a7] + UUIDs v1.11.0 [4ec0a83e] + Unicode v1.11.0 [e66e0078] + CompilerSupportLibraries_jll v1.3.0+1 [deac9b47] + LibCURL_jll v8.11.1+1 [e37daf67] + LibGit2_jll v1.9.0+0 [29816b5a] + LibSSH2_jll v1.11.3+1 [14a3606d] + MozillaCACerts_jll v2024.12.31 [4536629a] + OpenBLAS_jll v0.3.29+0 [05823500] + OpenLibm_jll v0.8.5+0 [458c3c95] + OpenSSL_jll v3.0.16+0 [bea87d4a] + SuiteSparse_jll v7.8.3+2 [83775a58] + Zlib_jll v1.3.1+2 [8e850b90] + libblastrampoline_jll v5.12.0+0 [8e850ede] + nghttp2_jll v1.64.0+1 [3f19e933] + p7zip_jll v17.5.0+2 Installation completed after 5.85s ################################################################################ # Precompilation # Precompiling PkgEval dependencies... Precompiling package dependencies... Precompilation completed after 76.15s ################################################################################ # Testing # Testing DualDecomposition Status `/tmp/jl_zSP13X/Project.toml` [e8a6717a] BundleMethod v0.4.0 [d0e446f1] DualDecomposition v0.3.4 [60bf3e95] GLPK v1.2.1 [b6b21f68] Ipopt v1.7.2 [4076af6c] JuMP v1.24.0 [da04e1cc] MPI v0.20.22 [37e2e46d] LinearAlgebra v1.12.0 [de0858da] Printf v1.11.0 [9a3f8284] Random v1.11.0 [2f01184e] SparseArrays v1.12.0 [8dfed614] Test v1.11.0 Status `/tmp/jl_zSP13X/Manifest.toml` [6e4b80f9] BenchmarkTools v1.6.0 [e8a6717a] BundleMethod v0.4.0 [523fee87] CodecBzip2 v0.8.5 [944b1d66] CodecZlib v0.7.8 [bbf7d656] CommonSubexpressions v0.3.1 [34da2185] Compat v4.16.0 [864edb3b] DataStructures v0.18.20 [163ba53b] DiffResults v1.1.0 [b552c78f] DiffRules v1.15.1 [ffbed154] DocStringExtensions v0.9.3 [d0e446f1] DualDecomposition v0.3.4 [f6369f11] ForwardDiff v0.10.38 [60bf3e95] GLPK v1.2.1 [b6b21f68] Ipopt v1.7.2 [92d709cd] IrrationalConstants v0.2.4 [692b3bcd] JLLWrappers v1.7.0 [682c06a0] JSON v0.21.4 [0f8b85d8] JSON3 v1.14.1 [4076af6c] JuMP v1.24.0 [2ab3a3ac] LogExpFunctions v0.3.29 [da04e1cc] MPI v0.20.22 [3da0fdf6] MPIPreferences v0.1.11 [1914dd2f] MacroTools v0.5.15 [b8f27783] MathOptInterface v1.37.0 [d8a4904e] MutableArithmetics v1.6.4 [77ba4419] NaNMath v1.1.2 [bac558e1] OrderedCollections v1.8.0 [69de0a69] Parsers v2.8.1 [eebad327] PkgVersion v0.3.3 [aea7be01] PrecompileTools v1.2.1 [21216c6a] Preferences v1.4.3 [ae029012] Requires v1.3.1 [276daf66] SpecialFunctions v2.5.0 [1e83bf80] StaticArraysCore v1.4.3 [10745b16] Statistics v1.11.1 [856f2bd8] StructTypes v1.11.0 [3bb67fe8] TranscodingStreams v0.11.3 [ae81ac8f] ASL_jll v0.1.3+0 [6e34b625] Bzip2_jll v1.0.9+0 [e8aa6df9] GLPK_jll v5.0.1+1 [e33a78d0] Hwloc_jll v2.12.0+0 [9cc047cb] Ipopt_jll v300.1400.1700+0 [d00139f3] METIS_jll v5.1.3+0 [7cb0a576] MPICH_jll v4.3.0+0 [f1f71cc9] MPItrampoline_jll v5.5.2+0 [d7ed1dd3] MUMPS_seq_jll v500.700.301+0 [9237b28f] MicrosoftMPI_jll v10.1.4+3 [656ef2d0] OpenBLAS32_jll v0.3.29+0 [fe0851c0] OpenMPI_jll v5.0.7+0 [efe28fd5] OpenSpecFun_jll v0.5.6+0 ⌅ [319450e9] SPRAL_jll v2024.5.8+0 [0dad84c5] ArgTools v1.1.2 [56f22d72] Artifacts v1.11.0 [2a0f44e3] Base64 v1.11.0 [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 v1.12.0 [4af54fe1] LazyArtifacts v1.11.0 [b27032c2] LibCURL v0.6.4 [76f85450] LibGit2 v1.11.0 [8f399da3] Libdl v1.11.0 [37e2e46d] LinearAlgebra v1.12.0 [56ddb016] Logging v1.11.0 [d6f4376e] Markdown v1.11.0 [a63ad114] Mmap v1.11.0 [ca575930] NetworkOptions v1.3.0 [44cfe95a] Pkg v1.12.0 [de0858da] Printf v1.11.0 [9abbd945] Profile v1.11.0 [9a3f8284] Random v1.11.0 [ea8e919c] SHA v0.7.0 [9e88b42a] Serialization v1.11.0 [6462fe0b] Sockets v1.11.0 [2f01184e] SparseArrays v1.12.0 [f489334b] StyledStrings v1.11.0 [fa267f1f] TOML v1.0.3 [a4e569a6] Tar v1.10.0 [8dfed614] Test v1.11.0 [cf7118a7] UUIDs v1.11.0 [4ec0a83e] Unicode v1.11.0 [e66e0078] CompilerSupportLibraries_jll v1.3.0+1 [781609d7] GMP_jll v6.3.0+2 [deac9b47] LibCURL_jll v8.11.1+1 [e37daf67] LibGit2_jll v1.9.0+0 [29816b5a] LibSSH2_jll v1.11.3+1 [14a3606d] MozillaCACerts_jll v2024.12.31 [4536629a] OpenBLAS_jll v0.3.29+0 [05823500] OpenLibm_jll v0.8.5+0 [458c3c95] OpenSSL_jll v3.0.16+0 [bea87d4a] SuiteSparse_jll v7.8.3+2 [83775a58] Zlib_jll v1.3.1+2 [8e850b90] libblastrampoline_jll v5.12.0+0 [8e850ede] nghttp2_jll v1.64.0+1 [3f19e933] p7zip_jll v17.5.0+2 Info Packages marked with ⌅ have new versions available but compatibility constraints restrict them from upgrading. Testing Running tests... Precompiling packages... 35229.9 ms ✓ Ipopt 1 dependency successfully precompiled in 37 seconds. 73 already precompiled. Iter fbest f |∇f| α sg time tot time 1 -1.154000e+05 -1.154000e+05 +6.021030e+02 +1.933644e-02 0.90 17.35 2 -1.151424e+05 -1.151424e+05 +6.021030e+02 +1.862587e-02 0.90 18.89 3 -1.148943e+05 -1.148943e+05 +6.021030e+02 +1.794142e-02 0.90 18.89 4 -1.146553e+05 -1.146553e+05 +6.021030e+02 +1.728211e-02 0.90 18.89 5 -1.144250e+05 -1.144250e+05 +6.021030e+02 +1.664704e-02 0.90 18.89 6 -1.142032e+05 -1.142032e+05 +6.021030e+02 +1.603530e-02 0.90 18.89 7 -1.139896e+05 -1.139896e+05 +6.021030e+02 +1.544605e-02 0.90 18.89 8 -1.137839e+05 -1.137839e+05 +6.021030e+02 +1.487844e-02 0.90 18.89 9 -1.135856e+05 -1.135856e+05 +6.021030e+02 +1.433170e-02 0.90 18.89 10 -1.134624e+05 -1.134624e+05 +5.668139e+02 +1.578806e-02 0.90 18.89 11 -1.133681e+05 -1.133681e+05 +5.668139e+02 +1.549459e-02 0.90 18.89 12 -1.132755e+05 -1.132755e+05 +5.668139e+02 +1.520657e-02 0.90 18.89 13 -1.131847e+05 -1.131847e+05 +5.668139e+02 +1.492391e-02 0.90 18.89 14 -1.130956e+05 -1.130956e+05 +5.668139e+02 +1.464650e-02 0.90 18.89 15 -1.130081e+05 -1.130081e+05 +5.668139e+02 +1.437425e-02 0.90 18.89 16 -1.129223e+05 -1.129223e+05 +5.668139e+02 +1.410706e-02 0.90 18.89 17 -1.128380e+05 -1.128380e+05 +5.668139e+02 +1.384483e-02 0.90 18.89 18 -1.127554e+05 -1.127554e+05 +5.668139e+02 +1.358748e-02 0.90 18.89 19 -1.126742e+05 -1.126742e+05 +5.668139e+02 +1.333491e-02 0.90 18.89 20 -1.125946e+05 -1.125946e+05 +5.668139e+02 +1.308704e-02 0.90 18.89 21 -1.125164e+05 -1.125164e+05 +5.668139e+02 +1.284377e-02 0.90 18.89 22 -1.124586e+05 -1.124586e+05 +5.668139e+02 +1.266391e-02 0.90 18.89 23 -1.124581e+05 -1.124581e+05 +5.668139e+02 +1.266226e-02 0.90 18.89 24 -1.123825e+05 -1.123825e+05 +5.668139e+02 +1.242689e-02 0.90 18.89 25 -1.123803e+05 -1.123803e+05 +5.668139e+02 +1.241997e-02 0.90 18.89 26 -1.123263e+05 -1.123263e+05 +5.668139e+02 +1.225203e-02 0.90 18.90 27 -1.122855e+05 -1.122855e+05 +5.668139e+02 +1.212489e-02 0.90 18.90 28 -1.122707e+05 -1.122707e+05 +5.668139e+02 +1.207908e-02 0.90 18.90 29 -1.121986e+05 -1.121986e+05 +5.668139e+02 +1.185456e-02 0.90 18.90 30 -1.121986e+05 -1.122103e+05 +5.668139e+02 +1.189094e-02 0.90 18.90 31 -1.121451e+05 -1.121451e+05 +5.668139e+02 +1.168794e-02 0.90 18.90 32 -1.121195e+05 -1.121195e+05 +5.668139e+02 +1.160824e-02 0.90 18.90 33 -1.120921e+05 -1.120921e+05 +5.668139e+02 +1.152314e-02 0.90 18.90 34 -1.120310e+05 -1.120310e+05 +5.668139e+02 +1.133278e-02 0.90 18.90 35 -1.120310e+05 -1.120398e+05 +5.668139e+02 +1.136017e-02 0.90 18.90 36 -1.119719e+05 -1.119719e+05 +5.668139e+02 +1.114900e-02 0.90 18.90 37 -1.119609e+05 -1.119609e+05 +5.668139e+02 +1.111473e-02 0.90 18.90 38 -1.119215e+05 -1.119215e+05 +5.668139e+02 +1.099199e-02 0.90 18.90 39 -1.118761e+05 -1.118761e+05 +5.668139e+02 +1.085079e-02 0.90 18.90 40 -1.118716e+05 -1.118716e+05 +5.668139e+02 +1.083671e-02 0.90 18.90 41 -1.118069e+05 -1.118069e+05 +5.668139e+02 +1.063528e-02 0.90 18.90 42 -1.118069e+05 -1.118089e+05 +5.668139e+02 +1.064166e-02 0.90 18.90 43 -1.117588e+05 -1.117588e+05 +5.668139e+02 +1.048568e-02 0.90 18.90 44 -1.117277e+05 -1.117277e+05 +5.668139e+02 +1.038878e-02 0.90 18.90 45 -1.117113e+05 -1.117113e+05 +5.668139e+02 +1.033772e-02 0.90 18.90 46 -1.116495e+05 -1.116495e+05 +5.668139e+02 +1.014556e-02 0.90 18.90 47 -1.116495e+05 -1.116633e+05 +5.668139e+02 +1.018822e-02 0.90 18.90 48 -1.116037e+05 -1.116037e+05 +5.668139e+02 +1.000302e-02 0.90 18.90 49 -1.115854e+05 -1.115854e+05 +5.668139e+02 +9.945953e-03 0.90 18.90 50 -1.115585e+05 -1.115585e+05 +5.668139e+02 +9.862028e-03 0.90 18.90 51 -1.115096e+05 -1.115096e+05 +5.668139e+02 +9.709884e-03 0.90 18.90 52 -1.115096e+05 -1.115137e+05 +5.668139e+02 +9.722593e-03 0.90 18.90 53 -1.114556e+05 -1.114556e+05 +5.668139e+02 +9.541867e-03 0.90 18.90 54 -1.114495e+05 -1.114495e+05 +5.668139e+02 +9.522970e-03 0.90 18.90 55 -1.114124e+05 -1.114124e+05 +5.668139e+02 +9.407539e-03 0.90 18.90 56 -1.113769e+05 -1.113769e+05 +5.668139e+02 +9.296783e-03 0.90 18.90 57 -1.113698e+05 -1.113698e+05 +5.668139e+02 +9.274685e-03 0.90 18.90 58 -1.113144e+05 -1.113144e+05 +5.668139e+02 +9.102285e-03 0.90 18.90 59 -1.113144e+05 -1.113193e+05 +5.668139e+02 +9.117514e-03 0.90 18.90 60 -1.112732e+05 -1.112732e+05 +5.668139e+02 +8.974296e-03 0.90 18.90 61 -1.112496e+05 -1.112496e+05 +5.668139e+02 +8.900809e-03 0.90 18.90 62 -1.112326e+05 -1.112326e+05 +5.668139e+02 +8.847706e-03 0.90 18.91 63 -1.111818e+05 -1.111818e+05 +5.668139e+02 +8.689646e-03 0.90 18.91 64 -1.111818e+05 -1.111924e+05 +5.668139e+02 +8.722515e-03 0.90 18.91 65 -1.111403e+05 -1.111403e+05 +5.668139e+02 +8.560378e-03 0.90 18.91 66 -1.111281e+05 -1.111281e+05 +5.668139e+02 +8.522564e-03 0.90 18.91 67 -1.111015e+05 -1.111015e+05 +5.668139e+02 +8.439773e-03 0.90 18.91 68 -1.110631e+05 -1.110631e+05 +5.668139e+02 +8.320230e-03 0.90 18.91 69 -1.110631e+05 -1.110632e+05 +5.668139e+02 +8.320495e-03 0.90 18.91 70 -1.110135e+05 -1.110135e+05 +5.668139e+02 +8.165832e-03 0.90 18.91 71 -1.110116e+05 -1.110116e+05 +5.668139e+02 +8.159972e-03 0.90 18.91 72 -1.109766e+05 -1.109766e+05 +5.668139e+02 +8.050922e-03 0.90 18.91 73 -1.109766e+05 -1.110002e+05 +6.174771e+02 +6.845895e-03 0.90 18.91 74 -1.109766e+05 -1.110432e+05 +5.668139e+02 +8.258226e-03 0.90 18.91 75 -1.109766e+05 -1.109939e+05 +5.668139e+02 +8.104720e-03 0.90 18.91 76 -1.109455e+05 -1.109455e+05 +5.668139e+02 +7.954067e-03 0.90 18.91 77 -1.109455e+05 -1.109479e+05 +5.668139e+02 +7.961685e-03 0.90 18.91 78 -1.109095e+05 -1.109095e+05 +5.668139e+02 +7.842197e-03 0.90 18.91 79 -1.108871e+05 -1.108871e+05 +5.668139e+02 +7.772477e-03 0.90 18.91 80 -1.108740e+05 -1.108740e+05 +5.668139e+02 +7.731552e-03 0.90 18.91 81 -1.108279e+05 -1.108279e+05 +5.668139e+02 +7.588107e-03 0.90 18.91 82 -1.108279e+05 -1.108388e+05 +5.668139e+02 +7.622130e-03 0.90 18.91 83 -1.108279e+05 -1.108612e+05 +6.174771e+02 +6.481408e-03 0.90 18.91 84 -1.108279e+05 -1.108538e+05 +5.668139e+02 +7.668629e-03 0.90 18.91 85 -1.108147e+05 -1.108147e+05 +5.668139e+02 +7.547039e-03 0.90 18.91 86 -1.108147e+05 -1.108189e+05 +5.668139e+02 +7.560191e-03 0.90 18.91 87 -1.107738e+05 -1.107738e+05 +5.668139e+02 +7.419660e-03 0.90 18.91 88 -1.107680e+05 -1.107680e+05 +5.668139e+02 +7.401789e-03 0.90 18.91 89 -1.107402e+05 -1.107402e+05 +5.668139e+02 +7.315194e-03 0.90 18.91 90 -1.107116e+05 -1.107116e+05 +5.668139e+02 +7.225997e-03 0.90 18.91 91 -1.107070e+05 -1.107070e+05 +5.668139e+02 +7.211875e-03 0.90 18.91 92 -1.107041e+05 -1.107041e+05 +6.174771e+02 +6.069303e-03 0.90 18.91 93 -1.107041e+05 -1.107206e+05 +5.668139e+02 +7.254035e-03 0.90 18.91 94 -1.106983e+05 -1.106983e+05 +5.668139e+02 +7.184810e-03 0.90 18.91 95 -1.106877e+05 -1.106877e+05 +5.668139e+02 +7.151666e-03 0.90 18.91 96 -1.106450e+05 -1.106450e+05 +5.668139e+02 +7.018729e-03 0.90 18.91 97 -1.106450e+05 -1.106538e+05 +5.668139e+02 +7.046123e-03 0.90 18.92 98 -1.106133e+05 -1.106133e+05 +5.668139e+02 +6.920108e-03 0.90 18.92 99 -1.105999e+05 -1.105999e+05 +5.668139e+02 +6.878581e-03 0.90 18.92 100 -1.105819e+05 -1.105819e+05 +5.668139e+02 +6.822562e-03 0.90 18.92 Iter fbest f |∇f| α sg time tot time 101 -1.105683e+05 -1.105683e+05 +6.174771e+02 +5.713250e-03 0.90 18.92 102 -1.105683e+05 -1.106369e+05 +5.668139e+02 +6.993642e-03 0.90 18.92 103 -1.105683e+05 -1.105951e+05 +5.668139e+02 +6.863642e-03 0.90 18.92 104 -1.105541e+05 -1.105541e+05 +5.668139e+02 +6.736059e-03 0.90 18.92 105 -1.105467e+05 -1.105467e+05 +5.668139e+02 +6.712985e-03 0.90 18.92 106 -1.105237e+05 -1.105237e+05 +5.668139e+02 +6.641186e-03 0.90 18.92 107 -1.104955e+05 -1.104955e+05 +5.668139e+02 +6.553583e-03 0.90 18.92 108 -1.104935e+05 -1.104935e+05 +5.668139e+02 +6.547357e-03 0.90 18.92 109 -1.104544e+05 -1.104544e+05 +5.668139e+02 +6.425653e-03 0.90 18.92 110 -1.104544e+05 -1.104756e+05 +6.174771e+02 +5.470049e-03 0.90 18.92 111 -1.104544e+05 -1.105077e+05 +5.668139e+02 +6.591429e-03 0.90 18.92 112 -1.104544e+05 -1.104683e+05 +5.668139e+02 +6.468906e-03 0.90 18.92 113 -1.104446e+05 -1.104446e+05 +5.668139e+02 +6.394971e-03 0.90 18.92 114 -1.104390e+05 -1.104390e+05 +5.668139e+02 +6.377562e-03 0.90 18.92 115 -1.104009e+05 -1.104009e+05 +5.668139e+02 +6.259014e-03 0.90 18.92 116 -1.104009e+05 -1.104049e+05 +5.668139e+02 +6.271638e-03 0.90 18.92 117 -1.103726e+05 -1.103726e+05 +5.668139e+02 +6.171014e-03 0.90 18.92 118 -1.103570e+05 -1.103570e+05 +5.668139e+02 +6.122564e-03 0.90 18.92 119 -1.103446e+05 -1.103446e+05 +5.668139e+02 +6.083976e-03 0.90 18.92 120 -1.103446e+05 -1.103451e+05 +6.174771e+02 +5.127634e-03 0.90 18.92 121 -1.103446e+05 -1.103942e+05 +5.668139e+02 +6.238250e-03 0.90 18.92 122 -1.103446e+05 -1.103570e+05 +5.668139e+02 +6.122291e-03 0.90 18.92 123 -1.103204e+05 -1.103204e+05 +5.668139e+02 +6.008489e-03 0.90 18.92 124 -1.103095e+05 -1.103095e+05 +5.668139e+02 +5.974689e-03 0.90 18.92 125 -1.102932e+05 -1.102932e+05 +5.668139e+02 +5.923804e-03 0.90 18.92 126 -1.102640e+05 -1.102640e+05 +5.668139e+02 +5.832877e-03 0.90 18.92 127 -1.102640e+05 -1.102663e+05 +5.668139e+02 +5.840052e-03 0.90 18.92 128 -1.102314e+05 -1.102314e+05 +5.668139e+02 +5.731495e-03 0.90 18.92 129 -1.102314e+05 -1.102586e+05 +6.174771e+02 +4.901010e-03 0.90 18.92 130 -1.102314e+05 -1.102793e+05 +5.668139e+02 +5.880504e-03 0.90 18.92 131 -1.102314e+05 -1.102442e+05 +5.668139e+02 +5.771196e-03 0.90 18.92 132 -1.102185e+05 -1.102185e+05 +5.668139e+02 +5.691403e-03 0.90 18.93 133 -1.102180e+05 -1.102180e+05 +5.668139e+02 +5.689641e-03 0.90 18.93 134 -1.101840e+05 -1.101840e+05 +5.668139e+02 +5.583881e-03 0.90 18.93 135 -1.101833e+05 -1.101833e+05 +5.668139e+02 +5.581762e-03 0.90 18.93 136 -1.101587e+05 -1.101587e+05 +5.668139e+02 +5.505313e-03 0.90 18.93 137 -1.101407e+05 -1.101407e+05 +5.668139e+02 +5.449145e-03 0.90 18.93 138 -1.101338e+05 -1.101338e+05 +5.668139e+02 +5.427606e-03 0.90 18.93 139 -1.101338e+05 -1.101420e+05 +6.174771e+02 +4.595121e-03 0.90 18.93 140 -1.101338e+05 -1.101442e+05 +5.668139e+02 +5.460131e-03 0.90 18.93 141 -1.101308e+05 -1.101308e+05 +5.668139e+02 +5.418283e-03 0.90 18.93 142 -1.101195e+05 -1.101195e+05 +5.668139e+02 +5.383124e-03 0.90 18.93 143 -1.100895e+05 -1.100895e+05 +5.668139e+02 +5.289727e-03 0.90 18.93 144 -1.100895e+05 -1.100950e+05 +5.668139e+02 +5.306968e-03 0.90 18.93 145 -1.100633e+05 -1.100633e+05 +5.668139e+02 +5.208320e-03 0.90 18.93 146 -1.100568e+05 -1.100568e+05 +5.668139e+02 +5.187993e-03 0.90 18.93 147 -1.100397e+05 -1.100397e+05 +5.668139e+02 +5.134954e-03 0.90 18.93 148 -1.100397e+05 -1.100409e+05 +6.174771e+02 +4.329994e-03 0.90 18.93 149 -1.100397e+05 -1.100816e+05 +5.668139e+02 +5.265277e-03 0.90 18.93 150 -1.100397e+05 -1.100502e+05 +5.668139e+02 +5.167405e-03 0.90 18.93 151 -1.100193e+05 -1.100193e+05 +5.668139e+02 +5.071352e-03 0.90 18.93 152 -1.100165e+05 -1.100165e+05 +5.668139e+02 +5.062572e-03 0.90 18.93 153 -1.099964e+05 -1.099964e+05 +5.668139e+02 +4.999964e-03 0.90 18.93 DD.dual_objective_value(algo) = -109996.3785357534 154 -1.099964e+05 -1.154000e+05 +6.021030e+02 +1.933644e-02 0.00 0.00 155 -1.099964e+05 -1.151424e+05 +6.021030e+02 +1.862587e-02 0.00 0.00 156 -1.099964e+05 -1.148943e+05 +6.021030e+02 +1.794142e-02 0.00 0.00 157 -1.099964e+05 -1.146553e+05 +6.021030e+02 +1.728211e-02 0.00 0.00 158 -1.099964e+05 -1.144250e+05 +6.021030e+02 +1.664704e-02 0.00 0.00 159 -1.099964e+05 -1.142032e+05 +6.021030e+02 +1.603530e-02 0.00 0.00 160 -1.099964e+05 -1.139896e+05 +6.021030e+02 +1.544605e-02 0.00 0.00 161 -1.099964e+05 -1.137839e+05 +6.021030e+02 +1.487844e-02 0.00 0.00 162 -1.099964e+05 -1.135856e+05 +6.021030e+02 +1.433170e-02 0.00 0.00 163 -1.099964e+05 -1.134624e+05 +5.668139e+02 +1.578806e-02 0.00 0.00 164 -1.099964e+05 -1.133681e+05 +5.668139e+02 +1.549459e-02 0.00 0.00 165 -1.099964e+05 -1.132755e+05 +5.668139e+02 +1.520657e-02 0.00 0.00 166 -1.099964e+05 -1.131847e+05 +5.668139e+02 +1.492391e-02 0.00 0.00 167 -1.099964e+05 -1.130956e+05 +5.668139e+02 +1.464650e-02 0.00 0.00 168 -1.099964e+05 -1.130081e+05 +5.668139e+02 +1.437425e-02 0.00 0.00 169 -1.099964e+05 -1.129223e+05 +5.668139e+02 +1.410706e-02 0.00 0.01 170 -1.099964e+05 -1.128380e+05 +5.668139e+02 +1.384483e-02 0.00 0.01 171 -1.099964e+05 -1.127554e+05 +5.668139e+02 +1.358748e-02 0.00 0.01 172 -1.099964e+05 -1.126742e+05 +5.668139e+02 +1.333491e-02 0.00 0.01 173 -1.099964e+05 -1.125946e+05 +5.668139e+02 +1.308704e-02 0.00 0.01 174 -1.099964e+05 -1.125164e+05 +5.668139e+02 +1.284377e-02 0.00 0.01 175 -1.099964e+05 -1.124586e+05 +5.668139e+02 +1.266391e-02 0.00 0.01 176 -1.099964e+05 -1.124581e+05 +5.668139e+02 +1.266226e-02 0.00 0.01 177 -1.099964e+05 -1.123825e+05 +5.668139e+02 +1.242689e-02 0.00 0.01 178 -1.099964e+05 -1.123803e+05 +5.668139e+02 +1.241997e-02 0.00 0.01 179 -1.099964e+05 -1.123263e+05 +5.668139e+02 +1.225203e-02 0.00 0.01 180 -1.099964e+05 -1.122855e+05 +5.668139e+02 +1.212489e-02 0.00 0.01 181 -1.099964e+05 -1.122707e+05 +5.668139e+02 +1.207908e-02 0.00 0.01 182 -1.099964e+05 -1.121986e+05 +5.668139e+02 +1.185456e-02 0.00 0.01 183 -1.099964e+05 -1.122103e+05 +5.668139e+02 +1.189094e-02 0.00 0.01 184 -1.099964e+05 -1.121451e+05 +5.668139e+02 +1.168794e-02 0.00 0.01 185 -1.099964e+05 -1.121195e+05 +5.668139e+02 +1.160824e-02 0.00 0.01 186 -1.099964e+05 -1.120921e+05 +5.668139e+02 +1.152314e-02 0.00 0.01 187 -1.099964e+05 -1.120310e+05 +5.668139e+02 +1.133278e-02 0.00 0.01 188 -1.099964e+05 -1.120398e+05 +5.668139e+02 +1.136017e-02 0.00 0.01 189 -1.099964e+05 -1.119719e+05 +5.668139e+02 +1.114900e-02 0.00 0.01 190 -1.099964e+05 -1.119609e+05 +5.668139e+02 +1.111473e-02 0.00 0.01 191 -1.099964e+05 -1.119215e+05 +5.668139e+02 +1.099199e-02 0.00 0.01 192 -1.099964e+05 -1.118761e+05 +5.668139e+02 +1.085079e-02 0.00 0.01 193 -1.099964e+05 -1.118716e+05 +5.668139e+02 +1.083671e-02 0.00 0.01 194 -1.099964e+05 -1.118069e+05 +5.668139e+02 +1.063528e-02 0.00 0.01 195 -1.099964e+05 -1.118089e+05 +5.668139e+02 +1.064166e-02 0.00 0.01 196 -1.099964e+05 -1.117588e+05 +5.668139e+02 +1.048568e-02 0.00 0.01 197 -1.099964e+05 -1.117277e+05 +5.668139e+02 +1.038878e-02 0.00 0.01 198 -1.099964e+05 -1.117113e+05 +5.668139e+02 +1.033772e-02 0.00 0.01 199 -1.099964e+05 -1.116495e+05 +5.668139e+02 +1.014556e-02 0.00 0.01 200 -1.099964e+05 -1.116633e+05 +5.668139e+02 +1.018822e-02 0.00 0.01 Iter fbest f |∇f| α sg time tot time 201 -1.099964e+05 -1.116037e+05 +5.668139e+02 +1.000302e-02 0.00 0.02 202 -1.099964e+05 -1.115854e+05 +5.668139e+02 +9.945953e-03 0.00 0.02 203 -1.099964e+05 -1.115585e+05 +5.668139e+02 +9.862028e-03 0.00 0.02 204 -1.099964e+05 -1.115096e+05 +5.668139e+02 +9.709884e-03 0.00 0.02 205 -1.099964e+05 -1.115137e+05 +5.668139e+02 +9.722593e-03 0.00 0.02 206 -1.099964e+05 -1.114556e+05 +5.668139e+02 +9.541867e-03 0.00 0.02 207 -1.099964e+05 -1.114495e+05 +5.668139e+02 +9.522970e-03 0.00 0.02 208 -1.099964e+05 -1.114124e+05 +5.668139e+02 +9.407539e-03 0.00 0.02 209 -1.099964e+05 -1.113769e+05 +5.668139e+02 +9.296783e-03 0.00 0.02 210 -1.099964e+05 -1.113698e+05 +5.668139e+02 +9.274685e-03 0.00 0.02 211 -1.099964e+05 -1.113144e+05 +5.668139e+02 +9.102285e-03 0.00 0.02 212 -1.099964e+05 -1.113193e+05 +5.668139e+02 +9.117514e-03 0.00 0.02 213 -1.099964e+05 -1.112732e+05 +5.668139e+02 +8.974296e-03 0.00 0.02 214 -1.099964e+05 -1.112496e+05 +5.668139e+02 +8.900809e-03 0.00 0.02 215 -1.099964e+05 -1.112326e+05 +5.668139e+02 +8.847706e-03 0.00 0.02 216 -1.099964e+05 -1.111818e+05 +5.668139e+02 +8.689646e-03 0.00 0.02 217 -1.099964e+05 -1.111924e+05 +5.668139e+02 +8.722515e-03 0.00 0.02 218 -1.099964e+05 -1.111403e+05 +5.668139e+02 +8.560378e-03 0.00 0.02 219 -1.099964e+05 -1.111281e+05 +5.668139e+02 +8.522564e-03 0.00 0.02 220 -1.099964e+05 -1.111015e+05 +5.668139e+02 +8.439773e-03 0.00 0.02 221 -1.099964e+05 -1.110631e+05 +5.668139e+02 +8.320230e-03 0.00 0.02 222 -1.099964e+05 -1.110632e+05 +5.668139e+02 +8.320495e-03 0.00 0.02 223 -1.099964e+05 -1.110135e+05 +5.668139e+02 +8.165832e-03 0.00 0.02 224 -1.099964e+05 -1.110116e+05 +5.668139e+02 +8.159972e-03 0.00 0.02 225 -1.099964e+05 -1.109766e+05 +5.668139e+02 +8.050922e-03 0.00 0.02 226 -1.099964e+05 -1.110002e+05 +6.174771e+02 +6.845895e-03 0.00 0.02 227 -1.099964e+05 -1.110432e+05 +5.668139e+02 +8.258226e-03 0.00 0.02 228 -1.099964e+05 -1.109939e+05 +5.668139e+02 +8.104720e-03 0.00 0.02 229 -1.099964e+05 -1.109455e+05 +5.668139e+02 +7.954067e-03 0.00 0.02 230 -1.099964e+05 -1.109479e+05 +5.668139e+02 +7.961685e-03 0.00 0.02 231 -1.099964e+05 -1.109095e+05 +5.668139e+02 +7.842197e-03 0.00 0.02 232 -1.099964e+05 -1.108871e+05 +5.668139e+02 +7.772477e-03 0.00 0.02 233 -1.099964e+05 -1.108740e+05 +5.668139e+02 +7.731552e-03 0.00 0.03 234 -1.099964e+05 -1.108279e+05 +5.668139e+02 +7.588107e-03 0.00 0.03 235 -1.099964e+05 -1.108388e+05 +5.668139e+02 +7.622130e-03 0.00 0.03 236 -1.099964e+05 -1.108612e+05 +6.174771e+02 +6.481408e-03 0.00 0.03 237 -1.099964e+05 -1.108538e+05 +5.668139e+02 +7.668629e-03 0.00 0.03 238 -1.099964e+05 -1.108147e+05 +5.668139e+02 +7.547039e-03 0.00 0.03 239 -1.099964e+05 -1.108189e+05 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+6.822562e-03 0.00 0.03 254 -1.099964e+05 -1.105683e+05 +6.174771e+02 +5.713250e-03 0.00 0.03 255 -1.099964e+05 -1.106369e+05 +5.668139e+02 +6.993642e-03 0.00 0.03 256 -1.099964e+05 -1.105951e+05 +5.668139e+02 +6.863642e-03 0.00 0.03 257 -1.099964e+05 -1.105541e+05 +5.668139e+02 +6.736059e-03 0.00 0.03 258 -1.099964e+05 -1.105467e+05 +5.668139e+02 +6.712985e-03 0.00 0.03 259 -1.099964e+05 -1.105237e+05 +5.668139e+02 +6.641186e-03 0.00 0.03 260 -1.099964e+05 -1.104955e+05 +5.668139e+02 +6.553583e-03 0.00 0.03 261 -1.099964e+05 -1.104935e+05 +5.668139e+02 +6.547357e-03 0.00 0.03 262 -1.099964e+05 -1.104544e+05 +5.668139e+02 +6.425653e-03 0.00 0.03 263 -1.099964e+05 -1.104756e+05 +6.174771e+02 +5.470049e-03 0.00 0.03 264 -1.099964e+05 -1.105077e+05 +5.668139e+02 +6.591429e-03 0.00 0.03 265 -1.099964e+05 -1.104683e+05 +5.668139e+02 +6.468906e-03 0.00 0.04 266 -1.099964e+05 -1.104446e+05 +5.668139e+02 +6.394971e-03 0.00 0.04 267 -1.099964e+05 -1.104390e+05 +5.668139e+02 +6.377562e-03 0.00 0.04 268 -1.099964e+05 -1.104009e+05 +5.668139e+02 +6.259014e-03 0.00 0.04 269 -1.099964e+05 -1.104049e+05 +5.668139e+02 +6.271638e-03 0.00 0.04 270 -1.099964e+05 -1.103726e+05 +5.668139e+02 +6.171014e-03 0.00 0.04 271 -1.099964e+05 -1.103570e+05 +5.668139e+02 +6.122564e-03 0.00 0.04 272 -1.099964e+05 -1.103446e+05 +5.668139e+02 +6.083976e-03 0.00 0.04 273 -1.099964e+05 -1.103451e+05 +6.174771e+02 +5.127634e-03 0.00 0.04 274 -1.099964e+05 -1.103942e+05 +5.668139e+02 +6.238250e-03 0.00 0.04 275 -1.099964e+05 -1.103570e+05 +5.668139e+02 +6.122291e-03 0.00 0.04 276 -1.099964e+05 -1.103204e+05 +5.668139e+02 +6.008489e-03 0.00 0.04 277 -1.099964e+05 -1.103095e+05 +5.668139e+02 +5.974689e-03 0.00 0.04 278 -1.099964e+05 -1.102932e+05 +5.668139e+02 +5.923804e-03 0.00 0.04 279 -1.099964e+05 -1.102640e+05 +5.668139e+02 +5.832877e-03 0.00 0.04 280 -1.099964e+05 -1.102663e+05 +5.668139e+02 +5.840052e-03 0.00 0.04 281 -1.099964e+05 -1.102314e+05 +5.668139e+02 +5.731495e-03 0.00 0.04 282 -1.099964e+05 -1.102586e+05 +6.174771e+02 +4.901010e-03 0.00 0.04 283 -1.099964e+05 -1.102793e+05 +5.668139e+02 +5.880504e-03 0.00 0.04 284 -1.099964e+05 -1.102442e+05 +5.668139e+02 +5.771196e-03 0.00 0.04 285 -1.099964e+05 -1.102185e+05 +5.668139e+02 +5.691403e-03 0.00 0.04 286 -1.099964e+05 -1.102180e+05 +5.668139e+02 +5.689641e-03 0.00 0.04 287 -1.099964e+05 -1.101840e+05 +5.668139e+02 +5.583881e-03 0.00 0.04 288 -1.099964e+05 -1.101833e+05 +5.668139e+02 +5.581762e-03 0.00 0.04 289 -1.099964e+05 -1.101587e+05 +5.668139e+02 +5.505313e-03 0.00 0.04 290 -1.099964e+05 -1.101407e+05 +5.668139e+02 +5.449145e-03 0.00 0.04 291 -1.099964e+05 -1.101338e+05 +5.668139e+02 +5.427606e-03 0.00 0.04 292 -1.099964e+05 -1.101420e+05 +6.174771e+02 +4.595121e-03 0.00 0.04 293 -1.099964e+05 -1.101442e+05 +5.668139e+02 +5.460131e-03 0.00 0.04 294 -1.099964e+05 -1.101308e+05 +5.668139e+02 +5.418283e-03 0.00 0.04 295 -1.099964e+05 -1.101195e+05 +5.668139e+02 +5.383124e-03 0.00 0.04 296 -1.099964e+05 -1.100895e+05 +5.668139e+02 +5.289727e-03 0.00 0.04 297 -1.099964e+05 -1.100950e+05 +5.668139e+02 +5.306968e-03 0.00 0.04 298 -1.099964e+05 -1.100633e+05 +5.668139e+02 +5.208320e-03 0.00 0.05 299 -1.099964e+05 -1.100568e+05 +5.668139e+02 +5.187993e-03 0.00 0.05 300 -1.099964e+05 -1.100397e+05 +5.668139e+02 +5.134954e-03 0.00 0.05 Iter fbest f |∇f| α sg time tot time 301 -1.099964e+05 -1.100409e+05 +6.174771e+02 +4.329994e-03 0.00 0.05 302 -1.099964e+05 -1.100816e+05 +5.668139e+02 +5.265277e-03 0.00 0.05 303 -1.099964e+05 -1.100502e+05 +5.668139e+02 +5.167405e-03 0.00 0.05 304 -1.099964e+05 -1.100193e+05 +5.668139e+02 +5.071352e-03 0.00 0.05 305 -1.099964e+05 -1.100165e+05 +5.668139e+02 +5.062572e-03 0.00 0.05 306 -1.099964e+05 -1.099964e+05 +5.668139e+02 +4.999964e-03 0.00 0.05 307 -1.099779e+05 -1.099779e+05 +5.668139e+02 +4.942322e-03 0.00 0.05 308 -1.099737e+05 -1.099737e+05 +5.668139e+02 +4.929360e-03 0.00 0.05 309 -1.099443e+05 -1.099443e+05 +5.668139e+02 +4.837732e-03 0.00 0.05 310 -1.099443e+05 -1.099675e+05 +6.174771e+02 +4.137514e-03 0.00 0.05 311 -1.099443e+05 -1.099847e+05 +5.668139e+02 +4.963544e-03 0.00 0.05 312 -1.099443e+05 -1.099550e+05 +5.668139e+02 +4.871281e-03 0.00 0.05 313 -1.099393e+05 -1.099393e+05 +5.668139e+02 +4.822360e-03 0.00 0.05 314 -1.099329e+05 -1.099329e+05 +5.668139e+02 +4.802526e-03 0.00 0.05 315 -1.099043e+05 -1.099043e+05 +5.668139e+02 +4.713256e-03 0.00 0.05 316 -1.099043e+05 -1.099094e+05 +5.668139e+02 +4.729296e-03 0.00 0.05 317 -1.098830e+05 -1.098830e+05 +5.668139e+02 +4.647018e-03 0.00 0.05 318 -1.098733e+05 -1.098733e+05 +5.668139e+02 +4.616854e-03 0.00 0.05 319 -1.098619e+05 -1.098619e+05 +5.668139e+02 +4.581504e-03 0.00 0.05 320 -1.098619e+05 -1.098669e+05 +6.174771e+02 +3.873525e-03 0.00 0.05 321 -1.098619e+05 -1.098995e+05 +5.668139e+02 +4.698314e-03 0.00 0.05 322 -1.098619e+05 -1.098714e+05 +5.668139e+02 +4.610981e-03 0.00 0.05 323 -1.098439e+05 -1.098439e+05 +5.668139e+02 +4.525271e-03 0.00 0.05 324 -1.098374e+05 -1.098374e+05 +5.668139e+02 +4.505126e-03 0.00 0.05 325 -1.098234e+05 -1.098234e+05 +5.668139e+02 +4.461514e-03 0.00 0.05 326 -1.098030e+05 -1.098030e+05 +5.668139e+02 +4.398170e-03 0.00 0.05 327 -1.098030e+05 -1.098031e+05 +5.668139e+02 +4.398460e-03 0.00 0.05 328 -1.097769e+05 -1.097769e+05 +5.668139e+02 +4.316700e-03 0.00 0.05 329 -1.097769e+05 -1.098003e+05 +6.174771e+02 +3.698979e-03 0.00 0.05 330 -1.097769e+05 -1.098130e+05 +5.668139e+02 +4.429331e-03 0.00 0.05 331 -1.097769e+05 -1.097866e+05 +5.668139e+02 +4.346998e-03 0.00 0.06 332 -1.097687e+05 -1.097687e+05 +5.668139e+02 +4.291349e-03 0.00 0.06 333 -1.097669e+05 -1.097669e+05 +5.668139e+02 +4.285589e-03 0.00 0.06 334 -1.097413e+05 -1.097413e+05 +5.668139e+02 +4.205928e-03 0.00 0.06 335 -1.097413e+05 -1.097421e+05 +5.668139e+02 +4.208639e-03 0.00 0.06 336 -1.097223e+05 -1.097223e+05 +5.668139e+02 +4.146767e-03 0.00 0.06 337 -1.097100e+05 -1.097100e+05 +5.668139e+02 +4.108627e-03 0.00 0.06 338 -1.097035e+05 -1.097035e+05 +5.668139e+02 +4.088255e-03 0.00 0.06 339 -1.097035e+05 -1.097102e+05 +6.174771e+02 +3.462634e-03 0.00 0.06 340 -1.097035e+05 -1.097114e+05 +5.668139e+02 +4.112796e-03 0.00 0.06 341 -1.097025e+05 -1.097025e+05 +5.668139e+02 +4.085287e-03 0.00 0.06 342 -1.096927e+05 -1.096927e+05 +5.668139e+02 +4.054809e-03 0.00 0.06 343 -1.096714e+05 -1.096714e+05 +5.668139e+02 +3.988340e-03 0.00 0.06 344 -1.096714e+05 -1.096743e+05 +5.668139e+02 +3.997462e-03 0.00 0.06 345 -1.096504e+05 -1.096504e+05 +5.668139e+02 +3.923157e-03 0.00 0.06 346 -1.096467e+05 -1.096467e+05 +5.668139e+02 +3.911600e-03 0.00 0.06 347 -1.096327e+05 -1.096327e+05 +5.668139e+02 +3.867910e-03 0.00 0.06 348 -1.096327e+05 -1.096352e+05 +6.174771e+02 +3.265802e-03 0.00 0.06 349 -1.096327e+05 -1.096643e+05 +5.668139e+02 +3.966297e-03 0.00 0.06 350 -1.096327e+05 -1.096406e+05 +5.668139e+02 +3.892571e-03 0.00 0.06 351 -1.096174e+05 -1.096174e+05 +5.668139e+02 +3.820214e-03 0.00 0.06 352 -1.096163e+05 -1.096163e+05 +5.668139e+02 +3.816953e-03 0.00 0.06 353 -1.096001e+05 -1.096001e+05 +5.668139e+02 +3.766454e-03 0.00 0.06 354 -1.095872e+05 -1.095872e+05 +5.668139e+02 +3.726275e-03 0.00 0.06 355 -1.095830e+05 -1.095830e+05 +5.668139e+02 +3.713283e-03 0.00 0.06 356 -1.095608e+05 -1.095608e+05 +5.668139e+02 +3.644259e-03 0.00 0.06 357 -1.095608e+05 -1.095794e+05 +6.174771e+02 +3.119427e-03 0.00 0.06 358 -1.095608e+05 -1.095913e+05 +5.668139e+02 +3.739171e-03 0.00 0.06 359 -1.095608e+05 -1.095690e+05 +5.668139e+02 +3.669666e-03 0.00 0.06 360 -1.095581e+05 -1.095581e+05 +5.668139e+02 +3.635774e-03 0.00 0.06 361 -1.095523e+05 -1.095523e+05 +5.668139e+02 +3.617885e-03 0.00 0.07 362 -1.095307e+05 -1.095307e+05 +5.668139e+02 +3.550635e-03 0.00 0.07 363 -1.095307e+05 -1.095355e+05 +5.668139e+02 +3.565583e-03 0.00 0.07 364 -1.095147e+05 -1.095147e+05 +5.668139e+02 +3.500750e-03 0.00 0.07 365 -1.095083e+05 -1.095083e+05 +5.668139e+02 +3.480796e-03 0.00 0.07 366 -1.094989e+05 -1.094989e+05 +5.668139e+02 +3.451408e-03 0.00 0.07 367 -1.094989e+05 -1.095032e+05 +6.174771e+02 +2.919633e-03 0.00 0.07 368 -1.094989e+05 -1.095272e+05 +5.668139e+02 +3.539487e-03 0.00 0.07 369 -1.094989e+05 -1.095060e+05 +5.668139e+02 +3.473694e-03 0.00 0.07 370 -1.094853e+05 -1.094853e+05 +5.668139e+02 +3.409124e-03 0.00 0.07 371 -1.094812e+05 -1.094812e+05 +5.668139e+02 +3.396524e-03 0.00 0.07 372 -1.094698e+05 -1.094698e+05 +5.668139e+02 +3.361105e-03 0.00 0.07 373 -1.094553e+05 -1.094553e+05 +5.668139e+02 +3.315877e-03 0.00 0.07 374 -1.094546e+05 -1.094546e+05 +5.668139e+02 +3.313614e-03 0.00 0.07 375 -1.094348e+05 -1.094348e+05 +5.668139e+02 +3.252019e-03 0.00 0.07 376 -1.094348e+05 -1.094528e+05 +6.174771e+02 +2.787590e-03 0.00 0.07 377 -1.094348e+05 -1.094621e+05 +5.668139e+02 +3.336920e-03 0.00 0.07 378 -1.094348e+05 -1.094422e+05 +5.668139e+02 +3.274892e-03 0.00 0.07 379 -1.094294e+05 -1.094294e+05 +5.668139e+02 +3.235316e-03 0.00 0.07 380 -1.094273e+05 -1.094273e+05 +5.668139e+02 +3.228640e-03 0.00 0.07 381 -1.094080e+05 -1.094080e+05 +5.668139e+02 +3.168625e-03 0.00 0.07 382 -1.094080e+05 -1.094094e+05 +5.668139e+02 +3.172939e-03 0.00 0.07 383 -1.093937e+05 -1.093937e+05 +5.668139e+02 +3.124066e-03 0.00 0.07 384 -1.093852e+05 -1.093852e+05 +5.668139e+02 +3.097529e-03 0.00 0.07 385 -1.093795e+05 -1.093795e+05 +5.668139e+02 +3.079994e-03 0.00 0.07 386 -1.093795e+05 -1.093846e+05 +6.174771e+02 +2.608465e-03 0.00 0.07 387 -1.093795e+05 -1.094048e+05 +5.668139e+02 +3.158752e-03 0.00 0.07 388 -1.093795e+05 -1.093860e+05 +5.668139e+02 +3.100036e-03 0.00 0.07 389 -1.093675e+05 -1.093675e+05 +5.668139e+02 +3.042412e-03 0.00 0.07 390 -1.093611e+05 -1.093611e+05 +5.668139e+02 +3.022523e-03 0.00 0.07 391 -1.093537e+05 -1.093537e+05 +5.668139e+02 +2.999519e-03 0.00 0.07 392 -1.093380e+05 -1.093380e+05 +5.668139e+02 +2.950794e-03 0.00 0.07 393 -1.093380e+05 -1.093401e+05 +5.668139e+02 +2.957099e-03 0.00 0.07 394 -1.093224e+05 -1.093224e+05 +5.668139e+02 +2.902132e-03 0.00 0.07 395 -1.093224e+05 -1.093394e+05 +6.174771e+02 +2.489934e-03 0.00 0.08 396 -1.093224e+05 -1.093468e+05 +5.668139e+02 +2.978016e-03 0.00 0.08 397 -1.093224e+05 -1.093290e+05 +5.668139e+02 +2.922660e-03 0.00 0.08 398 -1.093150e+05 -1.093150e+05 +5.668139e+02 +2.879099e-03 0.00 0.08 399 -1.093150e+05 -1.093157e+05 +5.668139e+02 +2.881344e-03 0.00 0.08 400 -1.092985e+05 -1.092985e+05 +5.668139e+02 +2.827785e-03 0.00 0.08 Iter fbest f |∇f| α sg time tot time 401 -1.092972e+05 -1.092972e+05 +5.668139e+02 +2.823664e-03 0.00 0.08 402 -1.092857e+05 -1.092857e+05 +5.668139e+02 +2.787983e-03 0.00 0.08 403 -1.092756e+05 -1.092756e+05 +5.668139e+02 +2.756590e-03 0.00 0.08 404 -1.092731e+05 -1.092731e+05 +5.668139e+02 +2.748617e-03 0.00 0.08 405 -1.092731e+05 -1.092803e+05 +6.174771e+02 +2.335016e-03 0.00 0.08 406 -1.092731e+05 -1.092784e+05 +5.668139e+02 +2.765320e-03 0.00 0.08 407 -1.092707e+05 -1.092707e+05 +5.668139e+02 +2.741173e-03 0.00 0.08 408 -1.092659e+05 -1.092659e+05 +5.668139e+02 +2.726306e-03 0.00 0.08 409 -1.092498e+05 -1.092498e+05 +5.668139e+02 +2.676148e-03 0.00 0.08 410 -1.092498e+05 -1.092535e+05 +5.668139e+02 +2.687724e-03 0.00 0.08 411 -1.092375e+05 -1.092375e+05 +5.668139e+02 +2.637764e-03 0.00 0.08 412 -1.092333e+05 -1.092333e+05 +5.668139e+02 +2.624705e-03 0.00 0.08 413 -1.092255e+05 -1.092255e+05 +5.668139e+02 +2.600595e-03 0.00 0.08 414 -1.092255e+05 -1.092274e+05 +6.174771e+02 +2.196421e-03 0.00 0.08 415 -1.092255e+05 -1.092468e+05 +5.668139e+02 +2.666779e-03 0.00 0.08 416 -1.092255e+05 -1.092309e+05 +5.668139e+02 +2.617208e-03 0.00 0.08 417 -1.092152e+05 -1.092152e+05 +5.668139e+02 +2.568559e-03 0.00 0.08 418 -1.092129e+05 -1.092129e+05 +5.668139e+02 +2.561207e-03 0.00 0.08 419 -1.092036e+05 -1.092036e+05 +5.668139e+02 +2.532389e-03 0.00 0.08 420 -1.091933e+05 -1.091933e+05 +5.668139e+02 +2.500384e-03 0.00 0.08 421 -1.091921e+05 -1.091921e+05 +5.668139e+02 +2.496617e-03 0.00 0.08 422 -1.091772e+05 -1.091772e+05 +5.668139e+02 +2.450209e-03 0.00 0.08 423 -1.091772e+05 -1.091899e+05 +6.174771e+02 +2.097942e-03 0.00 0.08 424 -1.091772e+05 -1.091977e+05 +5.668139e+02 +2.514054e-03 0.00 0.09 425 -1.091772e+05 -1.091827e+05 +5.668139e+02 +2.467323e-03 0.00 0.09 426 -1.091738e+05 -1.091738e+05 +5.668139e+02 +2.439666e-03 0.00 0.09 427 -1.091715e+05 -1.091715e+05 +5.668139e+02 +2.432485e-03 0.00 0.09 428 -1.091570e+05 -1.091570e+05 +5.668139e+02 +2.387270e-03 0.00 0.09 429 -1.091570e+05 -1.091587e+05 +5.668139e+02 +2.392610e-03 0.00 0.09 430 -1.091462e+05 -1.091462e+05 +5.668139e+02 +2.353708e-03 0.00 0.09 431 -1.091404e+05 -1.091404e+05 +5.668139e+02 +2.335737e-03 0.00 0.09 432 -1.091355e+05 -1.091355e+05 +5.668139e+02 +2.320513e-03 0.00 0.09 433 -1.091355e+05 -1.091387e+05 +6.174771e+02 +1.963619e-03 0.00 0.09 434 -1.091355e+05 -1.091546e+05 +5.668139e+02 +2.379765e-03 0.00 0.09 435 -1.091355e+05 -1.091404e+05 +5.668139e+02 +2.335529e-03 0.00 0.09 436 -1.091264e+05 -1.091264e+05 +5.668139e+02 +2.292116e-03 0.00 0.09 437 -1.091223e+05 -1.091223e+05 +5.668139e+02 +2.279195e-03 0.00 0.09 438 -1.091160e+05 -1.091160e+05 +5.668139e+02 +2.259810e-03 0.00 0.09 439 -1.091049e+05 -1.091049e+05 +5.668139e+02 +2.225097e-03 0.00 0.09 440 -1.091049e+05 -1.091058e+05 +5.668139e+02 +2.227860e-03 0.00 0.09 441 -1.090925e+05 -1.090925e+05 +5.668139e+02 +2.186448e-03 0.00 0.09 442 -1.090925e+05 -1.091048e+05 +6.174771e+02 +1.874764e-03 0.00 0.09 443 -1.090925e+05 -1.091108e+05 +5.668139e+02 +2.243559e-03 0.00 0.09 444 -1.090925e+05 -1.090974e+05 +5.668139e+02 +2.201856e-03 0.00 0.09 445 -1.090875e+05 -1.090875e+05 +5.668139e+02 +2.171045e-03 0.00 0.09 446 -1.090874e+05 -1.090874e+05 +5.668139e+02 +2.170739e-03 0.00 0.09 447 -1.090744e+05 -1.090744e+05 +5.668139e+02 +2.130389e-03 0.00 0.09 448 -1.090741e+05 -1.090741e+05 +5.668139e+02 +2.129225e-03 0.00 0.09 449 -1.090648e+05 -1.090648e+05 +5.668139e+02 +2.100411e-03 0.00 0.10 450 -1.090578e+05 -1.090578e+05 +5.668139e+02 +2.078638e-03 0.00 0.10 451 -1.090553e+05 -1.090553e+05 +5.668139e+02 +2.070763e-03 0.00 0.10 452 -1.090553e+05 -1.090598e+05 +6.174771e+02 +1.756789e-03 0.00 0.10 453 -1.090553e+05 -1.090593e+05 +5.668139e+02 +2.083277e-03 0.00 0.10 454 -1.090541e+05 -1.090541e+05 +5.668139e+02 +2.066932e-03 0.00 0.10 455 -1.090499e+05 -1.090499e+05 +5.668139e+02 +2.053894e-03 0.00 0.10 456 -1.090383e+05 -1.090383e+05 +5.668139e+02 +2.017893e-03 0.00 0.10 457 -1.090383e+05 -1.090405e+05 +5.668139e+02 +2.024836e-03 0.00 0.10 458 -1.090284e+05 -1.090284e+05 +5.668139e+02 +1.987198e-03 0.00 0.10 459 -1.090258e+05 -1.090258e+05 +5.668139e+02 +1.979088e-03 0.00 0.10 460 -1.090194e+05 -1.090194e+05 +5.668139e+02 +1.959203e-03 0.00 0.10 461 -1.090194e+05 -1.090208e+05 +6.174771e+02 +1.654440e-03 0.00 0.10 462 -1.090194e+05 -1.090355e+05 +5.668139e+02 +2.009051e-03 0.00 0.10 463 -1.090194e+05 -1.090235e+05 +5.668139e+02 +1.971706e-03 0.00 0.10 464 -1.090117e+05 -1.090117e+05 +5.668139e+02 +1.935055e-03 0.00 0.10 465 -1.090105e+05 -1.090105e+05 +5.668139e+02 +1.931206e-03 0.00 0.10 466 -1.090029e+05 -1.090029e+05 +5.668139e+02 +1.907814e-03 0.00 0.10 467 -1.089957e+05 -1.089957e+05 +5.668139e+02 +1.885337e-03 0.00 0.10 468 -1.089943e+05 -1.089943e+05 +5.668139e+02 +1.880872e-03 0.00 0.10 469 -1.089831e+05 -1.089831e+05 +5.668139e+02 +1.845909e-03 0.00 0.10 470 -1.089831e+05 -1.089925e+05 +6.174771e+02 +1.580288e-03 0.00 0.10 471 -1.089831e+05 -1.089985e+05 +5.668139e+02 +1.893996e-03 0.00 0.10 472 -1.089831e+05 -1.089872e+05 +5.668139e+02 +1.858790e-03 0.00 0.10 473 -1.089810e+05 -1.089810e+05 +5.668139e+02 +1.839552e-03 0.00 0.10 474 -1.089788e+05 -1.089788e+05 +5.668139e+02 +1.832552e-03 0.00 0.10 475 -1.089678e+05 -1.089678e+05 +5.668139e+02 +1.798488e-03 0.00 0.10 476 -1.089678e+05 -1.089696e+05 +5.668139e+02 +1.804057e-03 0.00 0.10 477 -1.089597e+05 -1.089597e+05 +5.668139e+02 +1.773211e-03 0.00 0.10 478 -1.089558e+05 -1.089558e+05 +5.668139e+02 +1.761166e-03 0.00 0.10 479 -1.089517e+05 -1.089517e+05 +5.668139e+02 +1.748209e-03 0.00 0.10 480 -1.089517e+05 -1.089539e+05 +6.174771e+02 +1.479102e-03 0.00 0.11 481 -1.089517e+05 -1.089660e+05 +5.668139e+02 +1.792836e-03 0.00 0.11 482 -1.089517e+05 -1.089553e+05 +5.668139e+02 +1.759510e-03 0.00 0.11 483 -1.089448e+05 -1.089448e+05 +5.668139e+02 +1.726804e-03 0.00 0.11 484 -1.089421e+05 -1.089421e+05 +5.668139e+02 +1.718531e-03 0.00 0.11 485 -1.089370e+05 -1.089370e+05 +5.668139e+02 +1.702473e-03 0.00 0.11 486 -1.089290e+05 -1.089290e+05 +5.668139e+02 +1.677735e-03 0.00 0.11 487 -1.089290e+05 -1.089292e+05 +5.668139e+02 +1.678409e-03 0.00 0.11 488 -1.089192e+05 -1.089192e+05 +5.668139e+02 +1.647210e-03 0.00 0.11 489 -1.089192e+05 -1.089284e+05 +6.174771e+02 +1.412194e-03 0.00 0.11 490 -1.089192e+05 -1.089330e+05 +5.668139e+02 +1.690226e-03 0.00 0.11 491 -1.089192e+05 -1.089229e+05 +5.668139e+02 +1.658808e-03 0.00 0.11 492 -1.089159e+05 -1.089159e+05 +5.668139e+02 +1.636977e-03 0.00 0.11 493 -1.089154e+05 -1.089154e+05 +5.668139e+02 +1.635371e-03 0.00 0.11 494 -1.089056e+05 -1.089056e+05 +5.668139e+02 +1.604973e-03 0.00 0.11 495 -1.089056e+05 -1.089058e+05 +5.668139e+02 +1.605432e-03 0.00 0.11 496 -1.088984e+05 -1.088984e+05 +5.668139e+02 +1.582395e-03 0.00 0.11 497 -1.088935e+05 -1.088935e+05 +5.668139e+02 +1.567284e-03 0.00 0.11 498 -1.088912e+05 -1.088912e+05 +5.668139e+02 +1.560064e-03 0.00 0.11 499 -1.088912e+05 -1.088942e+05 +6.174771e+02 +1.322269e-03 0.00 0.11 500 -1.088912e+05 -1.088942e+05 +5.668139e+02 +1.569456e-03 0.00 0.11 Iter fbest f |∇f| α sg time tot time 501 -1.088907e+05 -1.088907e+05 +5.668139e+02 +1.558408e-03 0.00 0.11 502 -1.088871e+05 -1.088871e+05 +5.668139e+02 +1.547326e-03 0.00 0.11 503 -1.088788e+05 -1.088788e+05 +5.668139e+02 +1.521428e-03 0.00 0.11 504 -1.088788e+05 -1.088801e+05 +5.668139e+02 +1.525440e-03 0.00 0.11 505 -1.088710e+05 -1.088710e+05 +5.668139e+02 +1.497084e-03 0.00 0.11 506 -1.088694e+05 -1.088694e+05 +5.668139e+02 +1.492159e-03 0.00 0.11 507 -1.088642e+05 -1.088642e+05 +5.668139e+02 +1.476000e-03 0.00 0.11 508 -1.088642e+05 -1.088653e+05 +6.174771e+02 +1.246486e-03 0.00 0.12 509 -1.088642e+05 -1.088763e+05 +5.668139e+02 +1.513558e-03 0.00 0.12 510 -1.088642e+05 -1.088672e+05 +5.668139e+02 +1.485423e-03 0.00 0.12 511 -1.088584e+05 -1.088584e+05 +5.668139e+02 +1.457812e-03 0.00 0.12 512 -1.088578e+05 -1.088578e+05 +5.668139e+02 +1.456052e-03 0.00 0.12 513 -1.088518e+05 -1.088518e+05 +5.668139e+02 +1.437294e-03 0.00 0.12 514 -1.088467e+05 -1.088467e+05 +5.668139e+02 +1.421464e-03 0.00 0.12 515 -1.088453e+05 -1.088453e+05 +5.668139e+02 +1.417002e-03 0.00 0.12 516 -1.088368e+05 -1.088368e+05 +5.668139e+02 +1.390662e-03 0.00 0.12 517 -1.088368e+05 -1.088439e+05 +6.174771e+02 +1.190565e-03 0.00 0.12 518 -1.088368e+05 -1.088484e+05 +5.668139e+02 +1.426890e-03 0.00 0.12 519 -1.088368e+05 -1.088399e+05 +5.668139e+02 +1.400367e-03 0.00 0.12 520 -1.088356e+05 -1.088356e+05 +5.668139e+02 +1.386939e-03 0.00 0.12 521 -1.088336e+05 -1.088336e+05 +5.668139e+02 +1.380605e-03 0.00 0.12 522 -1.088253e+05 -1.088253e+05 +5.668139e+02 +1.354941e-03 0.00 0.12 523 -1.088253e+05 -1.088270e+05 +5.668139e+02 +1.360168e-03 0.00 0.12 524 -1.088192e+05 -1.088192e+05 +5.668139e+02 +1.335903e-03 0.00 0.12 525 -1.088166e+05 -1.088166e+05 +5.668139e+02 +1.327826e-03 0.00 0.12 526 -1.088131e+05 -1.088131e+05 +5.668139e+02 +1.317072e-03 0.00 0.12 527 -1.088131e+05 -1.088149e+05 +6.174771e+02 +1.114287e-03 0.00 0.12 528 -1.088131e+05 -1.088239e+05 +5.668139e+02 +1.350690e-03 0.00 0.12 529 -1.088131e+05 -1.088159e+05 +5.668139e+02 +1.325583e-03 0.00 0.12 530 -1.088080e+05 -1.088080e+05 +5.668139e+02 +1.300943e-03 0.00 0.12 531 -1.088063e+05 -1.088063e+05 +5.668139e+02 +1.295678e-03 0.00 0.12 532 -1.088021e+05 -1.088021e+05 +5.668139e+02 +1.282617e-03 0.00 0.12 533 -1.087964e+05 -1.087964e+05 +5.668139e+02 +1.264916e-03 0.00 0.12 534 -1.087963e+05 -1.087963e+05 +5.668139e+02 +1.264492e-03 0.00 0.13 535 -1.087887e+05 -1.087887e+05 +5.668139e+02 +1.240987e-03 0.00 0.13 536 -1.087887e+05 -1.087956e+05 +6.174771e+02 +1.063867e-03 0.00 0.13 537 -1.087887e+05 -1.087991e+05 +5.668139e+02 +1.273391e-03 0.00 0.13 538 -1.087887e+05 -1.087915e+05 +5.668139e+02 +1.249721e-03 0.00 0.13 539 -1.087865e+05 -1.087865e+05 +5.668139e+02 +1.234184e-03 0.00 0.13 540 -1.087858e+05 -1.087858e+05 +5.668139e+02 +1.232069e-03 0.00 0.13 541 -1.087785e+05 -1.087785e+05 +5.668139e+02 +1.209167e-03 0.00 0.13 542 -1.087785e+05 -1.087789e+05 +5.668139e+02 +1.210393e-03 0.00 0.13 543 -1.087730e+05 -1.087730e+05 +5.668139e+02 +1.192161e-03 0.00 0.13 544 -1.087696e+05 -1.087696e+05 +5.668139e+02 +1.181628e-03 0.00 0.13 545 -1.087676e+05 -1.087676e+05 +5.668139e+02 +1.175341e-03 0.00 0.13 546 -1.087676e+05 -1.087696e+05 +6.174771e+02 +9.954960e-04 0.00 0.13 547 -1.087676e+05 -1.087773e+05 +5.668139e+02 +1.205400e-03 0.00 0.13 548 -1.087676e+05 -1.087701e+05 +5.668139e+02 +1.182994e-03 0.00 0.13 549 -1.087630e+05 -1.087630e+05 +5.668139e+02 +1.161004e-03 0.00 0.13 550 -1.087604e+05 -1.087604e+05 +5.668139e+02 +1.153015e-03 0.00 0.13 551 -1.087577e+05 -1.087577e+05 +5.668139e+02 +1.144634e-03 0.00 0.13 552 -1.087516e+05 -1.087516e+05 +5.668139e+02 +1.125654e-03 0.00 0.13 553 -1.087516e+05 -1.087525e+05 +5.668139e+02 +1.128445e-03 0.00 0.13 554 -1.087458e+05 -1.087458e+05 +5.668139e+02 +1.107469e-03 0.00 0.13 555 -1.087458e+05 -1.087523e+05 +6.174771e+02 +9.502463e-04 0.00 0.13 556 -1.087458e+05 -1.087551e+05 +5.668139e+02 +1.136430e-03 0.00 0.13 557 -1.087458e+05 -1.087483e+05 +5.668139e+02 +1.115306e-03 0.00 0.14 558 -1.087429e+05 -1.087429e+05 +5.668139e+02 +1.098305e-03 0.00 0.14 559 -1.087429e+05 -1.087433e+05 +5.668139e+02 +1.099538e-03 0.00 0.14 560 -1.087367e+05 -1.087367e+05 +5.668139e+02 +1.079100e-03 0.00 0.14 561 -1.087361e+05 -1.087361e+05 +5.668139e+02 +1.077160e-03 0.00 0.14 562 -1.087318e+05 -1.087318e+05 +5.668139e+02 +1.063909e-03 0.00 0.14 563 -1.087278e+05 -1.087278e+05 +5.668139e+02 +1.051575e-03 0.00 0.14 564 -1.087270e+05 -1.087270e+05 +5.668139e+02 +1.048886e-03 0.00 0.14 565 -1.087270e+05 -1.087299e+05 +6.174771e+02 +8.914096e-04 0.00 0.14 566 -1.087270e+05 -1.087290e+05 +5.668139e+02 +1.055270e-03 0.00 0.14 567 -1.087260e+05 -1.087260e+05 +5.668139e+02 +1.045708e-03 0.00 0.14 568 -1.087243e+05 -1.087243e+05 +5.668139e+02 +1.040380e-03 0.00 0.14 569 -1.087180e+05 -1.087180e+05 +5.668139e+02 +1.021041e-03 0.00 0.14 570 -1.087180e+05 -1.087195e+05 +5.668139e+02 +1.025518e-03 0.00 0.14 571 -1.087134e+05 -1.087134e+05 +5.668139e+02 +1.006697e-03 0.00 0.14 572 -1.087116e+05 -1.087116e+05 +5.668139e+02 +1.001131e-03 0.00 0.14 573 -1.087089e+05 -1.087089e+05 +5.668139e+02 +9.925086e-04 0.00 0.14 574 -1.087089e+05 -1.087095e+05 +6.174771e+02 +8.378984e-04 0.00 0.14 575 -1.087089e+05 -1.087170e+05 +5.668139e+02 +1.017749e-03 0.00 0.14 576 -1.087089e+05 -1.087109e+05 +5.668139e+02 +9.988309e-04 0.00 0.14 577 -1.087049e+05 -1.087049e+05 +5.668139e+02 +9.802644e-04 0.00 0.14 578 -1.087039e+05 -1.087039e+05 +5.668139e+02 +9.769195e-04 0.00 0.14 579 -1.087005e+05 -1.087005e+05 +5.668139e+02 +9.664581e-04 0.00 0.14 580 -1.086964e+05 -1.086964e+05 +5.668139e+02 +9.537222e-04 0.00 0.14 581 -1.086961e+05 -1.086961e+05 +5.668139e+02 +9.528036e-04 0.00 0.14 582 -1.086904e+05 -1.086904e+05 +5.668139e+02 +9.350927e-04 0.00 0.14 583 -1.086904e+05 -1.086952e+05 +6.174771e+02 +8.004390e-04 0.00 0.15 584 -1.086904e+05 -1.086982e+05 +5.668139e+02 +9.594472e-04 0.00 0.15 585 -1.086904e+05 -1.086925e+05 +5.668139e+02 +9.416128e-04 0.00 0.15 586 -1.086890e+05 -1.086890e+05 +5.668139e+02 +9.305682e-04 0.00 0.15 587 -1.086882e+05 -1.086882e+05 +5.668139e+02 +9.283155e-04 0.00 0.15 588 -1.086827e+05 -1.086827e+05 +5.668139e+02 +9.110597e-04 0.00 0.15 589 -1.086827e+05 -1.086832e+05 +5.668139e+02 +9.126238e-04 0.00 0.15 590 -1.086786e+05 -1.086786e+05 +5.668139e+02 +8.982492e-04 0.00 0.15 591 -1.086762e+05 -1.086762e+05 +5.668139e+02 +8.909323e-04 0.00 0.15 592 -1.086745e+05 -1.086745e+05 +5.668139e+02 +8.855789e-04 0.00 0.15 593 -1.086745e+05 -1.086757e+05 +6.174771e+02 +7.492619e-04 0.00 0.15 594 -1.086745e+05 -1.086818e+05 +5.668139e+02 +9.081853e-04 0.00 0.15 595 -1.086745e+05 -1.086764e+05 +5.668139e+02 +8.913037e-04 0.00 0.15 596 -1.086710e+05 -1.086710e+05 +5.668139e+02 +8.747360e-04 0.00 0.15 597 -1.086693e+05 -1.086693e+05 +5.668139e+02 +8.693691e-04 0.00 0.15 598 -1.086671e+05 -1.086671e+05 +5.668139e+02 +8.624052e-04 0.00 0.15 599 -1.086627e+05 -1.086627e+05 +5.668139e+02 +8.487361e-04 0.00 0.15 600 -1.086627e+05 -1.086632e+05 +5.668139e+02 +8.502104e-04 0.00 0.15 Iter fbest f |∇f| α sg time tot time 601 -1.086581e+05 -1.086581e+05 +5.668139e+02 +8.344065e-04 0.00 0.15 602 -1.086581e+05 -1.086628e+05 +6.174771e+02 +7.153993e-04 0.00 0.15 603 -1.086581e+05 -1.086651e+05 +5.668139e+02 +8.561985e-04 0.00 0.15 604 -1.086581e+05 -1.086600e+05 +5.668139e+02 +8.402832e-04 0.00 0.15 605 -1.086561e+05 -1.086561e+05 +5.668139e+02 +8.281214e-04 0.00 0.15 606 -1.086561e+05 -1.086561e+05 +5.668139e+02 +8.284065e-04 0.00 0.16 607 -1.086512e+05 -1.086512e+05 +5.668139e+02 +8.130078e-04 0.00 0.16 608 -1.086509e+05 -1.086509e+05 +5.668139e+02 +8.121730e-04 0.00 0.16 609 -1.086475e+05 -1.086475e+05 +5.668139e+02 +8.015660e-04 0.00 0.16 610 -1.086447e+05 -1.086447e+05 +5.668139e+02 +7.928790e-04 0.00 0.16 611 -1.086439e+05 -1.086439e+05 +5.668139e+02 +7.902497e-04 0.00 0.16 612 -1.086439e+05 -1.086457e+05 +6.174771e+02 +6.707196e-04 0.00 0.16 613 -1.086439e+05 -1.086454e+05 +5.668139e+02 +7.950340e-04 0.00 0.16 614 -1.086433e+05 -1.086433e+05 +5.668139e+02 +7.884270e-04 0.00 0.16 615 -1.086418e+05 -1.086418e+05 +5.668139e+02 +7.838190e-04 0.00 0.16 616 -1.086373e+05 -1.086373e+05 +5.668139e+02 +7.697228e-04 0.00 0.16 617 -1.086373e+05 -1.086383e+05 +5.668139e+02 +7.727279e-04 0.00 0.16 618 -1.086336e+05 -1.086336e+05 +5.668139e+02 +7.583642e-04 0.00 0.16 619 -1.086325e+05 -1.086325e+05 +5.668139e+02 +7.549236e-04 0.00 0.16 620 -1.086302e+05 -1.086302e+05 +5.668139e+02 +7.476794e-04 0.00 0.16 621 -1.086302e+05 -1.086307e+05 +6.174771e+02 +6.312931e-04 0.00 0.16 622 -1.086302e+05 -1.086363e+05 +5.668139e+02 +7.666980e-04 0.00 0.16 623 -1.086302e+05 -1.086317e+05 +5.668139e+02 +7.524464e-04 0.00 0.16 624 -1.086273e+05 -1.086273e+05 +5.668139e+02 +7.384598e-04 0.00 0.16 625 -1.086267e+05 -1.086267e+05 +5.668139e+02 +7.366620e-04 0.00 0.16 626 -1.086239e+05 -1.086239e+05 +5.668139e+02 +7.280624e-04 0.00 0.16 627 -1.086211e+05 -1.086211e+05 +5.668139e+02 +7.191664e-04 0.00 0.16 628 -1.086206e+05 -1.086206e+05 +5.668139e+02 +7.177792e-04 0.00 0.16 629 -1.086163e+05 -1.086163e+05 +5.668139e+02 +7.044369e-04 0.00 0.16 630 -1.086163e+05 -1.086199e+05 +6.174771e+02 +6.030286e-04 0.00 0.16 631 -1.086163e+05 -1.086222e+05 +5.668139e+02 +7.227857e-04 0.00 0.16 632 -1.086163e+05 -1.086179e+05 +5.668139e+02 +7.093503e-04 0.00 0.16 633 -1.086154e+05 -1.086154e+05 +5.668139e+02 +7.017036e-04 0.00 0.17 634 -1.086147e+05 -1.086147e+05 +5.668139e+02 +6.993361e-04 0.00 0.17 635 -1.086105e+05 -1.086105e+05 +5.668139e+02 +6.863366e-04 0.00 0.17 636 -1.086105e+05 -1.086111e+05 +5.668139e+02 +6.881665e-04 0.00 0.17 637 -1.086074e+05 -1.086074e+05 +5.668139e+02 +6.766889e-04 0.00 0.17 638 -1.086058e+05 -1.086058e+05 +5.668139e+02 +6.718071e-04 0.00 0.17 639 -1.086043e+05 -1.086043e+05 +5.668139e+02 +6.671467e-04 0.00 0.17 640 -1.086043e+05 -1.086052e+05 +6.174771e+02 +5.644389e-04 0.00 0.17 641 -1.086043e+05 -1.086098e+05 +5.668139e+02 +6.841764e-04 0.00 0.17 642 -1.086043e+05 -1.086057e+05 +5.668139e+02 +6.714588e-04 0.00 0.17 643 -1.086017e+05 -1.086017e+05 +5.668139e+02 +6.589775e-04 0.00 0.17 644 -1.086006e+05 -1.086006e+05 +5.668139e+02 +6.555450e-04 0.00 0.17 645 -1.085987e+05 -1.085987e+05 +5.668139e+02 +6.496910e-04 0.00 0.17 646 -1.085956e+05 -1.085956e+05 +5.668139e+02 +6.399841e-04 0.00 0.17 647 -1.085956e+05 -1.085958e+05 +5.668139e+02 +6.405067e-04 0.00 0.17 648 -1.085920e+05 -1.085920e+05 +5.668139e+02 +6.286008e-04 0.00 0.17 649 -1.085920e+05 -1.085955e+05 +6.174771e+02 +5.389166e-04 0.00 0.17 650 -1.085920e+05 -1.085972e+05 +5.668139e+02 +6.450163e-04 0.00 0.17 651 -1.085920e+05 -1.085934e+05 +5.668139e+02 +6.330265e-04 0.00 0.17 652 -1.085906e+05 -1.085906e+05 +5.668139e+02 +6.244378e-04 0.00 0.17 653 -1.085905e+05 -1.085905e+05 +5.668139e+02 +6.240818e-04 0.00 0.17 654 -1.085868e+05 -1.085868e+05 +5.668139e+02 +6.124812e-04 0.00 0.17 655 -1.085868e+05 -1.085868e+05 +5.668139e+02 +6.124070e-04 0.00 0.17 656 -1.085840e+05 -1.085840e+05 +5.668139e+02 +6.038640e-04 0.00 0.18 657 -1.085821e+05 -1.085821e+05 +5.668139e+02 +5.978561e-04 0.00 0.18 658 -1.085813e+05 -1.085813e+05 +5.668139e+02 +5.953412e-04 0.00 0.18 659 -1.085813e+05 -1.085825e+05 +6.174771e+02 +5.048062e-04 0.00 0.18 660 -1.085813e+05 -1.085824e+05 +5.668139e+02 +5.989314e-04 0.00 0.18 661 -1.085810e+05 -1.085810e+05 +5.668139e+02 +5.944793e-04 0.00 0.18 662 -1.085797e+05 -1.085797e+05 +5.668139e+02 +5.904850e-04 0.00 0.18 663 -1.085765e+05 -1.085765e+05 +5.668139e+02 +5.803738e-04 0.00 0.18 664 -1.085765e+05 -1.085770e+05 +5.668139e+02 +5.821319e-04 0.00 0.18 665 -1.085735e+05 -1.085735e+05 +5.668139e+02 +5.713111e-04 0.00 0.18 666 -1.085729e+05 -1.085729e+05 +5.668139e+02 +5.692106e-04 0.00 0.18 667 -1.085710e+05 -1.085710e+05 +5.668139e+02 +5.632639e-04 0.00 0.18 668 -1.085710e+05 -1.085714e+05 +6.174771e+02 +4.756451e-04 0.00 0.18 669 -1.085710e+05 -1.085756e+05 +5.668139e+02 +5.775948e-04 0.00 0.18 670 -1.085710e+05 -1.085721e+05 +5.668139e+02 +5.668583e-04 0.00 0.18 671 -1.085687e+05 -1.085687e+05 +5.668139e+02 +5.563214e-04 0.00 0.18 672 -1.085685e+05 -1.085685e+05 +5.668139e+02 +5.554385e-04 0.00 0.18 673 -1.085662e+05 -1.085662e+05 +5.668139e+02 +5.484906e-04 0.00 0.18 674 -1.085642e+05 -1.085642e+05 +5.668139e+02 +5.422448e-04 0.00 0.18 675 -1.085637e+05 -1.085637e+05 +5.668139e+02 +5.407458e-04 0.00 0.18 676 -1.085605e+05 -1.085605e+05 +5.668139e+02 +5.306942e-04 0.00 0.18 677 -1.085605e+05 -1.085632e+05 +6.174771e+02 +4.543207e-04 0.00 0.18 678 -1.085605e+05 -1.085649e+05 +5.668139e+02 +5.445186e-04 0.00 0.18 679 -1.085605e+05 -1.085617e+05 +5.668139e+02 +5.343970e-04 0.00 0.18 680 -1.085600e+05 -1.085600e+05 +5.668139e+02 +5.290759e-04 0.00 0.18 681 -1.085593e+05 -1.085593e+05 +5.668139e+02 +5.268546e-04 0.00 0.18 682 -1.085561e+05 -1.085561e+05 +5.668139e+02 +5.170613e-04 0.00 0.18 683 -1.085561e+05 -1.085567e+05 +5.668139e+02 +5.188651e-04 0.00 0.19 684 -1.085538e+05 -1.085538e+05 +5.668139e+02 +5.097950e-04 0.00 0.19 685 -1.085527e+05 -1.085527e+05 +5.668139e+02 +5.065286e-04 0.00 0.19 686 -1.085515e+05 -1.085515e+05 +5.668139e+02 +5.026080e-04 0.00 0.19 687 -1.085515e+05 -1.085521e+05 +6.174771e+02 +4.252242e-04 0.00 0.19 688 -1.085515e+05 -1.085556e+05 +5.668139e+02 +5.154374e-04 0.00 0.19 689 -1.085515e+05 -1.085525e+05 +5.668139e+02 +5.058563e-04 0.00 0.19 690 -1.085495e+05 -1.085495e+05 +5.668139e+02 +4.964533e-04 0.00 0.19 691 -1.085488e+05 -1.085488e+05 +5.668139e+02 +4.942658e-04 0.00 0.19 692 -1.085473e+05 -1.085473e+05 +5.668139e+02 +4.894589e-04 0.00 0.19 693 -1.085450e+05 -1.085450e+05 +5.668139e+02 +4.825314e-04 0.00 0.19 694 -1.085450e+05 -1.085450e+05 +5.668139e+02 +4.825415e-04 0.00 0.19 695 -1.085421e+05 -1.085421e+05 +5.668139e+02 +4.735719e-04 0.00 0.19 696 -1.085421e+05 -1.085448e+05 +6.174771e+02 +4.059879e-04 0.00 0.19 697 -1.085421e+05 -1.085461e+05 +5.668139e+02 +4.859379e-04 0.00 0.19 698 -1.085421e+05 -1.085432e+05 +5.668139e+02 +4.769052e-04 0.00 0.19 699 -1.085413e+05 -1.085413e+05 +5.668139e+02 +4.708088e-04 0.00 0.19 700 -1.085411e+05 -1.085411e+05 +5.668139e+02 +4.701681e-04 0.00 0.19 Iter fbest f |∇f| α sg time tot time 701 -1.085382e+05 -1.085382e+05 +5.668139e+02 +4.614285e-04 0.00 0.19 702 -1.085382e+05 -1.085383e+05 +5.668139e+02 +4.617345e-04 0.00 0.19 703 -1.085362e+05 -1.085362e+05 +5.668139e+02 +4.549382e-04 0.00 0.19 704 -1.085348e+05 -1.085348e+05 +5.668139e+02 +4.507620e-04 0.00 0.19 705 -1.085341e+05 -1.085341e+05 +5.668139e+02 +4.485188e-04 0.00 0.19 706 -1.085341e+05 -1.085349e+05 +6.174771e+02 +3.799954e-04 0.00 0.20 707 -1.085341e+05 -1.085350e+05 +5.668139e+02 +4.512145e-04 0.00 0.20 708 -1.085340e+05 -1.085340e+05 +5.668139e+02 +4.482030e-04 0.00 0.20 709 -1.085329e+05 -1.085329e+05 +5.668139e+02 +4.448528e-04 0.00 0.20 710 -1.085306e+05 -1.085306e+05 +5.668139e+02 +4.375668e-04 0.00 0.20 711 -1.085306e+05 -1.085309e+05 +5.668139e+02 +4.385613e-04 0.00 0.20 712 -1.085283e+05 -1.085283e+05 +5.668139e+02 +4.304092e-04 0.00 0.20 713 -1.085279e+05 -1.085279e+05 +5.668139e+02 +4.291475e-04 0.00 0.20 714 -1.085263e+05 -1.085263e+05 +5.668139e+02 +4.243482e-04 0.00 0.20 715 -1.085263e+05 -1.085266e+05 +6.174771e+02 +3.583787e-04 0.00 0.20 716 -1.085263e+05 -1.085298e+05 +5.668139e+02 +4.351468e-04 0.00 0.20 717 -1.085263e+05 -1.085272e+05 +5.668139e+02 +4.270582e-04 0.00 0.20 718 -1.085247e+05 -1.085247e+05 +5.668139e+02 +4.191199e-04 0.00 0.20 719 -1.085245e+05 -1.085245e+05 +5.668139e+02 +4.187622e-04 0.00 0.20 720 -1.085228e+05 -1.085228e+05 +5.668139e+02 +4.132217e-04 0.00 0.20 721 -1.085213e+05 -1.085213e+05 +5.668139e+02 +4.088138e-04 0.00 0.20 722 -1.085209e+05 -1.085209e+05 +5.668139e+02 +4.073883e-04 0.00 0.20 723 -1.085185e+05 -1.085185e+05 +5.668139e+02 +3.998156e-04 0.00 0.20 724 -1.085185e+05 -1.085205e+05 +6.174771e+02 +3.422929e-04 0.00 0.20 725 -1.085185e+05 -1.085218e+05 +5.668139e+02 +4.102315e-04 0.00 0.20 726 -1.085185e+05 -1.085193e+05 +5.668139e+02 +4.026060e-04 0.00 0.20 727 -1.085182e+05 -1.085182e+05 +5.668139e+02 +3.988839e-04 0.00 0.20 728 -1.085175e+05 -1.085175e+05 +5.668139e+02 +3.969250e-04 0.00 0.20 729 -1.085152e+05 -1.085152e+05 +5.668139e+02 +3.895469e-04 0.00 0.20 730 -1.085152e+05 -1.085157e+05 +5.668139e+02 +3.911832e-04 0.00 0.20 731 -1.085134e+05 -1.085134e+05 +5.668139e+02 +3.840738e-04 0.00 0.20 732 -1.085127e+05 -1.085127e+05 +5.668139e+02 +3.818812e-04 0.00 0.21 733 -1.085117e+05 -1.085117e+05 +5.668139e+02 +3.786604e-04 0.00 0.21 734 -1.085117e+05 -1.085121e+05 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+3.476387e-04 0.00 0.21 749 -1.085017e+05 -1.085018e+05 +5.668139e+02 +3.481051e-04 0.00 0.21 750 -1.085001e+05 -1.085001e+05 +5.668139e+02 +3.427499e-04 0.00 0.21 751 -1.084992e+05 -1.084992e+05 +5.668139e+02 +3.398319e-04 0.00 0.21 752 -1.084986e+05 -1.084986e+05 +5.668139e+02 +3.379146e-04 0.00 0.21 753 -1.084986e+05 -1.084991e+05 +6.174771e+02 +2.861983e-04 0.00 0.21 754 -1.084986e+05 -1.085013e+05 +5.668139e+02 +3.465563e-04 0.00 0.21 755 -1.084986e+05 -1.084993e+05 +5.668139e+02 +3.401144e-04 0.00 0.21 756 -1.084972e+05 -1.084972e+05 +5.668139e+02 +3.337922e-04 0.00 0.21 757 -1.084965e+05 -1.084965e+05 +5.668139e+02 +3.316026e-04 0.00 0.22 758 -1.084957e+05 -1.084957e+05 +5.668139e+02 +3.290863e-04 0.00 0.22 759 -1.084940e+05 -1.084940e+05 +5.668139e+02 +3.237333e-04 0.00 0.22 760 -1.084940e+05 -1.084942e+05 +5.668139e+02 +3.244322e-04 0.00 0.22 761 -1.084923e+05 -1.084923e+05 +5.668139e+02 +3.184016e-04 0.00 0.22 762 -1.084923e+05 -1.084942e+05 +6.174771e+02 +2.731891e-04 0.00 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-1.084843e+05 -1.084847e+05 +5.668139e+02 +2.948790e-04 0.00 0.22 778 -1.084830e+05 -1.084830e+05 +5.668139e+02 +2.893977e-04 0.00 0.22 779 -1.084825e+05 -1.084825e+05 +5.668139e+02 +2.879582e-04 0.00 0.22 780 -1.084817e+05 -1.084817e+05 +5.668139e+02 +2.853197e-04 0.00 0.22 781 -1.084817e+05 -1.084819e+05 +6.174771e+02 +2.409807e-04 0.00 0.22 782 -1.084817e+05 -1.084840e+05 +5.668139e+02 +2.925813e-04 0.00 0.22 783 -1.084817e+05 -1.084823e+05 +5.668139e+02 +2.871427e-04 0.00 0.22 784 -1.084805e+05 -1.084805e+05 +5.668139e+02 +2.818052e-04 0.00 0.22 785 -1.084803e+05 -1.084803e+05 +5.668139e+02 +2.809918e-04 0.00 0.23 786 -1.084793e+05 -1.084793e+05 +5.668139e+02 +2.778369e-04 0.00 0.23 787 -1.084781e+05 -1.084781e+05 +5.668139e+02 +2.743189e-04 0.00 0.23 788 -1.084780e+05 -1.084780e+05 +5.668139e+02 +2.739122e-04 0.00 0.23 789 -1.084764e+05 -1.084764e+05 +5.668139e+02 +2.688206e-04 0.00 0.23 790 -1.084764e+05 -1.084778e+05 +6.174771e+02 +2.301752e-04 0.00 0.23 791 -1.084764e+05 -1.084786e+05 +5.668139e+02 +2.758254e-04 0.00 0.23 792 -1.084764e+05 -1.084770e+05 +5.668139e+02 +2.706983e-04 0.00 0.23 793 -1.084760e+05 -1.084760e+05 +5.668139e+02 +2.676575e-04 0.00 0.23 794 -1.084757e+05 -1.084757e+05 +5.668139e+02 +2.668762e-04 0.00 0.23 795 -1.084741e+05 -1.084741e+05 +5.668139e+02 +2.619154e-04 0.00 0.23 796 -1.084741e+05 -1.084743e+05 +5.668139e+02 +2.624950e-04 0.00 0.23 797 -1.084730e+05 -1.084730e+05 +5.668139e+02 +2.582332e-04 0.00 0.23 798 -1.084723e+05 -1.084723e+05 +5.668139e+02 +2.562554e-04 0.00 0.23 799 -1.084718e+05 -1.084718e+05 +5.668139e+02 +2.545912e-04 0.00 0.23 800 -1.084718e+05 -1.084721e+05 +6.174771e+02 +2.154375e-04 0.00 0.23 Iter fbest f |∇f| α sg time tot time 801 -1.084718e+05 -1.084739e+05 +5.668139e+02 +2.610921e-04 0.00 0.23 802 -1.084718e+05 -1.084723e+05 +5.668139e+02 +2.562388e-04 0.00 0.23 803 -1.084708e+05 -1.084708e+05 +5.668139e+02 +2.514758e-04 0.00 0.23 804 -1.084703e+05 -1.084703e+05 +5.668139e+02 +2.500522e-04 0.00 0.23 805 -1.084697e+05 -1.084697e+05 +5.668139e+02 +2.479314e-04 0.00 0.23 806 -1.084684e+05 -1.084684e+05 +5.668139e+02 +2.441171e-04 0.00 0.23 807 -1.084684e+05 -1.084685e+05 +5.668139e+02 +2.444261e-04 0.00 0.23 808 -1.084671e+05 -1.084671e+05 +5.668139e+02 +2.398826e-04 0.00 0.23 809 -1.084671e+05 -1.084684e+05 +6.174771e+02 +2.056884e-04 0.00 0.23 810 -1.084671e+05 -1.084691e+05 +5.668139e+02 +2.461486e-04 0.00 0.24 811 -1.084671e+05 -1.084676e+05 +5.668139e+02 +2.415731e-04 0.00 0.24 812 -1.084665e+05 -1.084665e+05 +5.668139e+02 +2.381870e-04 0.00 0.24 813 -1.084665e+05 -1.084665e+05 +5.668139e+02 +2.381591e-04 0.00 0.24 814 -1.084651e+05 -1.084651e+05 +5.668139e+02 +2.337322e-04 0.00 0.24 815 -1.084651e+05 -1.084651e+05 +5.668139e+02 +2.335989e-04 0.00 0.24 816 -1.084640e+05 -1.084640e+05 +5.668139e+02 +2.304432e-04 0.00 0.24 817 -1.084633e+05 -1.084633e+05 +5.668139e+02 +2.280491e-04 0.00 0.24 818 -1.084630e+05 -1.084630e+05 +5.668139e+02 +2.271904e-04 0.00 0.24 819 -1.084630e+05 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+5.668139e+02 +2.093128e-04 0.00 0.24 834 -1.084565e+05 -1.084565e+05 +5.668139e+02 +2.068421e-04 0.00 0.24 835 -1.084563e+05 -1.084563e+05 +5.668139e+02 +2.063568e-04 0.00 0.24 836 -1.084551e+05 -1.084551e+05 +5.668139e+02 +2.025210e-04 0.00 0.24 837 -1.084551e+05 -1.084561e+05 +6.174771e+02 +1.733789e-04 0.00 0.24 838 -1.084551e+05 -1.084568e+05 +5.668139e+02 +2.077968e-04 0.00 0.24 839 -1.084551e+05 -1.084555e+05 +5.668139e+02 +2.039342e-04 0.00 0.25 840 -1.084548e+05 -1.084548e+05 +5.668139e+02 +2.018190e-04 0.00 0.25 841 -1.084546e+05 -1.084546e+05 +5.668139e+02 +2.010555e-04 0.00 0.25 842 -1.084534e+05 -1.084534e+05 +5.668139e+02 +1.973183e-04 0.00 0.25 843 -1.084534e+05 -1.084536e+05 +5.668139e+02 +1.979248e-04 0.00 0.25 844 -1.084525e+05 -1.084525e+05 +5.668139e+02 +1.945450e-04 0.00 0.25 845 -1.084521e+05 -1.084521e+05 +5.668139e+02 +1.932193e-04 0.00 0.25 846 -1.084516e+05 -1.084516e+05 +5.668139e+02 +1.918020e-04 0.00 0.25 847 -1.084516e+05 -1.084519e+05 +6.174771e+02 +1.622776e-04 0.00 0.25 848 -1.084516e+05 -1.084532e+05 +5.668139e+02 +1.966981e-04 0.00 0.25 849 -1.084516e+05 -1.084520e+05 +5.668139e+02 +1.930419e-04 0.00 0.25 850 -1.084509e+05 -1.084509e+05 +5.668139e+02 +1.894535e-04 0.00 0.25 851 -1.084506e+05 -1.084506e+05 +5.668139e+02 +1.885418e-04 0.00 0.25 852 -1.084500e+05 -1.084500e+05 +5.668139e+02 +1.867840e-04 0.00 0.25 853 -1.084491e+05 -1.084491e+05 +5.668139e+02 +1.840660e-04 0.00 0.25 854 -1.084491e+05 -1.084492e+05 +5.668139e+02 +1.841439e-04 0.00 0.25 855 -1.084481e+05 -1.084481e+05 +5.668139e+02 +1.807210e-04 0.00 0.25 856 -1.084481e+05 -1.084491e+05 +6.174771e+02 +1.549369e-04 0.00 0.25 857 -1.084481e+05 -1.084496e+05 +5.668139e+02 +1.854404e-04 0.00 0.25 858 -1.084481e+05 -1.084485e+05 +5.668139e+02 +1.819934e-04 0.00 0.25 859 -1.084477e+05 -1.084477e+05 +5.668139e+02 +1.795944e-04 0.00 0.25 860 -1.084476e+05 -1.084476e+05 +5.668139e+02 +1.794221e-04 0.00 0.25 861 -1.084466e+05 -1.084466e+05 +5.668139e+02 +1.760870e-04 0.00 0.25 862 -1.084466e+05 -1.084466e+05 +5.668139e+02 +1.761336e-04 0.00 0.25 863 -1.084458e+05 -1.084458e+05 +5.668139e+02 +1.736098e-04 0.00 0.25 864 -1.084452e+05 -1.084452e+05 +5.668139e+02 +1.719484e-04 0.00 0.26 865 -1.084450e+05 -1.084450e+05 +5.668139e+02 +1.711598e-04 0.00 0.26 866 -1.084450e+05 -1.084453e+05 +6.174771e+02 +1.450739e-04 0.00 0.26 867 -1.084450e+05 -1.084453e+05 +5.668139e+02 +1.721904e-04 0.00 0.26 868 -1.084449e+05 -1.084449e+05 +5.668139e+02 +1.709747e-04 0.00 0.26 869 -1.084445e+05 -1.084445e+05 +5.668139e+02 +1.697624e-04 0.00 0.26 870 -1.084436e+05 -1.084436e+05 +5.668139e+02 +1.669177e-04 0.00 0.26 871 -1.084436e+05 -1.084438e+05 +5.668139e+02 +1.673611e-04 0.00 0.26 872 -1.084428e+05 -1.084428e+05 +5.668139e+02 +1.642502e-04 0.00 0.26 873 -1.084426e+05 -1.084426e+05 +5.668139e+02 +1.637065e-04 0.00 0.26 874 -1.084420e+05 -1.084420e+05 +5.668139e+02 +1.619369e-04 0.00 0.26 875 -1.084420e+05 -1.084421e+05 +6.174771e+02 +1.367558e-04 0.00 0.26 876 -1.084420e+05 -1.084434e+05 +5.668139e+02 +1.660575e-04 0.00 0.26 877 -1.084420e+05 -1.084424e+05 +5.668139e+02 +1.629708e-04 0.00 0.26 878 -1.084414e+05 -1.084414e+05 +5.668139e+02 +1.599414e-04 0.00 0.26 879 -1.084413e+05 -1.084413e+05 +5.668139e+02 +1.597452e-04 0.00 0.26 880 -1.084407e+05 -1.084407e+05 +5.668139e+02 +1.576904e-04 0.00 0.26 881 -1.084401e+05 -1.084401e+05 +5.668139e+02 +1.559505e-04 0.00 0.26 882 -1.084399e+05 -1.084399e+05 +5.668139e+02 +1.554640e-04 0.00 0.26 883 -1.084390e+05 -1.084390e+05 +5.668139e+02 +1.525742e-04 0.00 0.26 884 -1.084390e+05 -1.084398e+05 +6.174771e+02 +1.306208e-04 0.00 0.26 885 -1.084390e+05 -1.084403e+05 +5.668139e+02 +1.565489e-04 0.00 0.26 886 -1.084390e+05 -1.084394e+05 +5.668139e+02 +1.536389e-04 0.00 0.26 887 -1.084389e+05 -1.084389e+05 +5.668139e+02 +1.521628e-04 0.00 0.26 888 -1.084387e+05 -1.084387e+05 +5.668139e+02 +1.514707e-04 0.00 0.26 889 -1.084378e+05 -1.084378e+05 +5.668139e+02 +1.486551e-04 0.00 0.26 890 -1.084378e+05 -1.084379e+05 +5.668139e+02 +1.492257e-04 0.00 0.26 891 -1.084371e+05 -1.084371e+05 +5.668139e+02 +1.465663e-04 0.00 0.26 892 -1.084368e+05 -1.084368e+05 +5.668139e+02 +1.456774e-04 0.00 0.26 893 -1.084364e+05 -1.084364e+05 +5.668139e+02 +1.445003e-04 0.00 0.26 894 -1.084364e+05 -1.084366e+05 +6.174771e+02 +1.222522e-04 0.00 0.26 895 -1.084364e+05 -1.084376e+05 +5.668139e+02 +1.481887e-04 0.00 0.26 896 -1.084364e+05 -1.084367e+05 +5.668139e+02 +1.454342e-04 0.01 0.27 897 -1.084359e+05 -1.084359e+05 +5.668139e+02 +1.427308e-04 0.01 0.27 898 -1.084357e+05 -1.084357e+05 +5.668139e+02 +1.421505e-04 0.01 0.27 899 -1.084352e+05 -1.084352e+05 +5.668139e+02 +1.407201e-04 0.01 0.27 900 -1.084346e+05 -1.084346e+05 +5.668139e+02 +1.387755e-04 0.01 0.27 Iter fbest f |∇f| α sg time tot time 901 -1.084346e+05 -1.084346e+05 +5.668139e+02 +1.387316e-04 0.01 0.27 902 -1.084337e+05 -1.084337e+05 +5.668139e+02 +1.361528e-04 0.01 0.27 903 -1.084337e+05 -1.084345e+05 +6.174771e+02 +1.167205e-04 0.01 0.27 904 -1.084337e+05 -1.084349e+05 +5.668139e+02 +1.397079e-04 0.01 0.27 905 -1.084337e+05 -1.084341e+05 +5.668139e+02 +1.371110e-04 0.01 0.27 906 -1.084335e+05 -1.084335e+05 +5.668139e+02 +1.354039e-04 0.01 0.27 907 -1.084334e+05 -1.084334e+05 +5.668139e+02 +1.351743e-04 0.01 0.27 908 -1.084326e+05 -1.084326e+05 +5.668139e+02 +1.326617e-04 0.01 0.27 909 -1.084326e+05 -1.084327e+05 +5.668139e+02 +1.327937e-04 0.01 0.27 910 -1.084320e+05 -1.084320e+05 +5.668139e+02 +1.307959e-04 0.01 0.27 911 -1.084316e+05 -1.084316e+05 +5.668139e+02 +1.296379e-04 0.01 0.27 912 -1.084314e+05 -1.084314e+05 +5.668139e+02 +1.289505e-04 0.01 0.27 913 -1.084314e+05 -1.084316e+05 +6.174771e+02 +1.092193e-04 0.01 0.27 914 -1.084314e+05 -1.084325e+05 +5.668139e+02 +1.322484e-04 0.01 0.27 915 -1.084314e+05 -1.084317e+05 +5.668139e+02 +1.297901e-04 0.01 0.27 916 -1.084309e+05 -1.084309e+05 +5.668139e+02 +1.273776e-04 0.01 0.27 917 -1.084306e+05 -1.084306e+05 +5.668139e+02 +1.264987e-04 0.01 0.27 918 -1.084303e+05 -1.084303e+05 +5.668139e+02 +1.255815e-04 0.01 0.27 919 -1.084297e+05 -1.084297e+05 +5.668139e+02 +1.234969e-04 0.01 0.27 920 -1.084297e+05 -1.084298e+05 +5.668139e+02 +1.238053e-04 0.01 0.27 921 -1.084290e+05 -1.084290e+05 +5.668139e+02 +1.215040e-04 0.01 0.27 922 -1.084290e+05 -1.084298e+05 +6.174771e+02 +1.042548e-04 0.01 0.27 923 -1.084290e+05 -1.084301e+05 +5.668139e+02 +1.246815e-04 0.01 0.27 924 -1.084290e+05 -1.084293e+05 +5.668139e+02 +1.223639e-04 0.01 0.27 925 -1.084287e+05 -1.084287e+05 +5.668139e+02 +1.204964e-04 0.01 0.27 926 -1.084287e+05 -1.084288e+05 +5.668139e+02 +1.206339e-04 0.01 0.27 927 -1.084280e+05 -1.084280e+05 +5.668139e+02 +1.183916e-04 0.01 0.27 928 -1.084280e+05 -1.084280e+05 +5.668139e+02 +1.181767e-04 0.01 0.27 929 -1.084275e+05 -1.084275e+05 +5.668139e+02 +1.167250e-04 0.01 0.28 930 -1.084271e+05 -1.084271e+05 +5.668139e+02 +1.153697e-04 0.01 0.28 931 -1.084270e+05 -1.084270e+05 +5.668139e+02 +1.150766e-04 0.01 0.28 932 -1.084270e+05 -1.084273e+05 +6.174771e+02 +9.780136e-05 0.01 0.28 933 -1.084270e+05 -1.084272e+05 +5.668139e+02 +1.157771e-04 0.01 0.28 934 -1.084269e+05 -1.084269e+05 +5.668139e+02 +1.147260e-04 0.01 0.28 935 -1.084267e+05 -1.084267e+05 +5.668139e+02 +1.141435e-04 0.01 0.28 936 -1.084260e+05 -1.084260e+05 +5.668139e+02 +1.120218e-04 0.01 0.28 937 -1.084260e+05 -1.084261e+05 +5.668139e+02 +1.125110e-04 0.01 0.28 938 -1.084255e+05 -1.084255e+05 +5.668139e+02 +1.104480e-04 0.01 0.28 939 -1.084253e+05 -1.084253e+05 +5.668139e+02 +1.098355e-04 0.01 0.28 940 -1.084250e+05 -1.084250e+05 +5.668139e+02 +1.088914e-04 0.01 0.28 941 -1.084250e+05 -1.084251e+05 +6.174771e+02 +9.192840e-05 0.01 0.28 942 -1.084250e+05 -1.084259e+05 +5.668139e+02 +1.116606e-04 0.01 0.28 943 -1.084250e+05 -1.084252e+05 +5.668139e+02 +1.095850e-04 0.01 0.28 944 -1.084246e+05 -1.084246e+05 +5.668139e+02 +1.075480e-04 0.01 0.28 945 -1.084244e+05 -1.084244e+05 +5.668139e+02 +1.071792e-04 0.01 0.28 946 -1.084241e+05 -1.084241e+05 +5.668139e+02 +1.060333e-04 0.01 0.28 947 -1.084236e+05 -1.084236e+05 +5.668139e+02 +1.046342e-04 0.01 0.28 948 -1.084236e+05 -1.084236e+05 +5.668139e+02 +1.045352e-04 0.01 0.28 949 -1.084230e+05 -1.084230e+05 +5.668139e+02 +1.025921e-04 0.01 0.28 950 -1.084230e+05 -1.084235e+05 +6.174771e+02 +8.781871e-05 0.01 0.28 951 -1.084230e+05 -1.084238e+05 +5.668139e+02 +1.052641e-04 0.01 0.28 952 -1.084230e+05 -1.084232e+05 +5.668139e+02 +1.033074e-04 0.01 0.28 953 -1.084228e+05 -1.084228e+05 +5.668139e+02 +1.020940e-04 0.01 0.28 954 -1.084227e+05 -1.084227e+05 +5.668139e+02 +1.018485e-04 0.01 0.28 955 -1.084221e+05 -1.084221e+05 +5.668139e+02 +9.995531e-05 0.01 0.28 956 -1.084221e+05 -1.084222e+05 +5.668139e+02 +1.001253e-04 0.01 0.28 957 -1.084217e+05 -1.084217e+05 +5.668139e+02 +9.854983e-05 0.01 0.28 958 -1.084214e+05 -1.084214e+05 +5.668139e+02 +9.774550e-05 0.01 0.28 959 -1.084212e+05 -1.084212e+05 +5.668139e+02 +9.715971e-05 0.01 0.28 960 -1.084212e+05 -1.084213e+05 +6.174771e+02 +8.220399e-05 0.01 0.28 961 -1.084212e+05 -1.084220e+05 +5.668139e+02 +9.963994e-05 0.01 0.28 962 -1.084212e+05 -1.084214e+05 +5.668139e+02 +9.778781e-05 0.01 0.29 963 -1.084208e+05 -1.084208e+05 +5.668139e+02 +9.597010e-05 0.01 0.29 964 -1.084206e+05 -1.084206e+05 +5.668139e+02 +9.537977e-05 0.01 0.29 965 -1.084204e+05 -1.084204e+05 +5.668139e+02 +9.461725e-05 0.01 0.29 966 -1.084199e+05 -1.084199e+05 +5.668139e+02 +9.311610e-05 0.01 0.29 967 -1.084199e+05 -1.084200e+05 +5.668139e+02 +9.327931e-05 0.01 0.29 968 -1.084194e+05 -1.084194e+05 +5.668139e+02 +9.154541e-05 0.01 0.29 969 -1.084194e+05 -1.084199e+05 +6.174771e+02 +7.848884e-05 0.01 0.29 970 -1.084194e+05 -1.084202e+05 +5.668139e+02 +9.393629e-05 0.01 0.29 971 -1.084194e+05 -1.084196e+05 +5.668139e+02 +9.219018e-05 0.01 0.29 972 -1.084192e+05 -1.084192e+05 +5.668139e+02 +9.085443e-05 0.01 0.29 973 -1.084192e+05 -1.084192e+05 +5.668139e+02 +9.088713e-05 0.01 0.29 974 -1.084187e+05 -1.084187e+05 +5.668139e+02 +8.919770e-05 0.01 0.29 975 -1.084186e+05 -1.084186e+05 +5.668139e+02 +8.910472e-05 0.01 0.29 976 -1.084183e+05 -1.084183e+05 +5.668139e+02 +8.794237e-05 0.01 0.29 977 -1.084179e+05 -1.084179e+05 +5.668139e+02 +8.698795e-05 0.01 0.29 978 -1.084179e+05 -1.084179e+05 +5.668139e+02 +8.670082e-05 0.01 0.29 979 -1.084179e+05 -1.084181e+05 +6.174771e+02 +7.358801e-05 0.01 0.29 980 -1.084179e+05 -1.084180e+05 +5.668139e+02 +8.722576e-05 0.01 0.29 981 -1.084178e+05 -1.084178e+05 +5.668139e+02 +8.649957e-05 0.01 0.29 982 -1.084176e+05 -1.084176e+05 +5.668139e+02 +8.599531e-05 0.01 0.29 983 -1.084171e+05 -1.084171e+05 +5.668139e+02 +8.444750e-05 0.01 0.29 984 -1.084171e+05 -1.084172e+05 +5.668139e+02 +8.477846e-05 0.01 0.29 985 -1.084167e+05 -1.084167e+05 +5.668139e+02 +8.320258e-05 0.01 0.29 986 -1.084166e+05 -1.084166e+05 +5.668139e+02 +8.282387e-05 0.01 0.29 987 -1.084164e+05 -1.084164e+05 +5.668139e+02 +8.203031e-05 0.01 0.29 988 -1.084164e+05 -1.084164e+05 +6.174771e+02 +6.926105e-05 0.01 0.29 989 -1.084164e+05 -1.084170e+05 +5.668139e+02 +8.411690e-05 0.01 0.29 990 -1.084164e+05 -1.084165e+05 +5.668139e+02 +8.255331e-05 0.01 0.29 991 -1.084160e+05 -1.084160e+05 +5.668139e+02 +8.101879e-05 0.01 0.29 992 -1.084160e+05 -1.084160e+05 +5.668139e+02 +8.082037e-05 0.01 0.29 993 -1.084157e+05 -1.084157e+05 +5.668139e+02 +7.987805e-05 0.01 0.30 994 -1.084153e+05 -1.084153e+05 +5.668139e+02 +7.890091e-05 0.01 0.30 995 -1.084153e+05 -1.084153e+05 +5.668139e+02 +7.874985e-05 0.01 0.30 996 -1.084148e+05 -1.084148e+05 +5.668139e+02 +7.728603e-05 0.01 0.30 997 -1.084148e+05 -1.084152e+05 +6.174771e+02 +6.616014e-05 0.01 0.30 998 -1.084148e+05 -1.084155e+05 +5.668139e+02 +7.929912e-05 0.01 0.30 999 -1.084148e+05 -1.084150e+05 +5.668139e+02 +7.782509e-05 0.01 0.30 1000 -1.084147e+05 -1.084147e+05 +5.668139e+02 +7.698504e-05 0.01 0.30 DD.dual_objective_value(algo) = -108414.7336000847 DD.dual_solution(algo) = [40.02837978993153, 23.367013067530266, -63.395392857461815, -16.907484318949756, -27.62427268056398, 44.5317569995137, -23.120895470981772, 4.257259613033712, 18.86363585794811] ****************************************************************************** This program contains Ipopt, a library for large-scale nonlinear optimization. Ipopt is released as open source code under the Eclipse Public License (EPL). For more information visit https://github.com/coin-or/Ipopt ****************************************************************************** Iter 1: ncols 10, nrows 4, fx0 +1.154000e+05, fy +1.154000e+05, m -1.216800e+06, v -1.332200e+06, u 1.000000e-02, i +0, master time 1.7s, eval time 0.0s, time 22.5s Iter 2: ncols 10, nrows 5, fx0 +1.154000e+05, fy +5.387233e+06, m -2.440467e+05, v -3.594467e+05, u 1.000000e-02, i -1, master time 1.7s, eval time 0.0s, time 23.9s Iter 3: ncols 10, nrows 6, fx0 +1.154000e+05, fy +3.332575e+06, m +6.418420e+04, v -5.121580e+04, u 1.000000e-02, i -2, master time 1.7s, eval time 0.0s, time 23.9s Iter 4: ncols 10, nrows 7, fx0 +1.154000e+05, fy +1.251737e+06, m +9.227554e+04, v -2.312446e+04, u 1.000000e-02, i -3, master time 1.7s, eval time 0.0s, time 23.9s Iter 5: ncols 10, nrows 8, fx0 +1.154000e+05, fy +2.326776e+05, m +9.327913e+04, v -2.212087e+04, u 1.000000e-02, i -4, master time 1.7s, eval time 0.0s, time 23.9s Iter 6: ncols 10, nrows 9, fx0 +1.154000e+05, fy +1.785821e+05, m +1.023305e+05, v -1.306945e+04, u 1.000000e-02, i -5, master time 1.7s, eval time 0.0s, time 23.9s Iter 7: ncols 10, nrows 10, fx0 +1.154000e+05, fy +1.527007e+05, m +1.029119e+05, v -1.248813e+04, u 1.000000e-02, i -6, master time 1.7s, eval time 0.0s, time 23.9s Iter 8: ncols 10, nrows 11, fx0 +1.154000e+05, fy +1.179714e+05, m +1.038162e+05, v -1.158385e+04, u 1.000000e-02, i -7, master time 1.7s, eval time 0.0s, time 23.9s Iter 9: ncols 10, nrows 12, fx0 +1.154000e+05, fy +2.056245e+05, m +1.044640e+05, v -1.093600e+04, u 1.000000e-02, i -8, master time 1.7s, eval time 0.0s, time 24.0s Iter 10: ncols 10, nrows 13, fx0 +1.154000e+05, fy +1.285070e+05, m +1.057059e+05, v -9.694098e+03, u 1.000000e-02, i -9, master time 1.8s, eval time 0.0s, time 24.0s Iter 11: ncols 10, nrows 14, fx0 +1.151550e+05, fy +1.151550e+05, m +1.060115e+05, v -9.143505e+03, u 1.000000e-02, i +1, master time 1.8s, eval time 0.0s, time 24.4s Iter 12: ncols 10, nrows 15, fx0 +1.118179e+05, fy +1.118179e+05, m +1.063641e+05, v -5.453794e+03, u 1.000000e-02, i +2, master time 1.8s, eval time 0.0s, time 24.4s Iter 13: ncols 10, nrows 16, fx0 +1.114122e+05, fy +1.114122e+05, m +1.065173e+05, v -4.894860e+03, u 1.000000e-02, i +3, master time 1.8s, eval time 0.0s, time 24.4s Iter 14: ncols 10, nrows 17, fx0 +1.108414e+05, fy +1.108414e+05, m +1.070019e+05, v -3.839479e+03, u 1.000000e-02, i +4, master time 1.8s, eval time 0.0s, time 24.4s TERMINATION: Dual objective limit reached. DD.dual_objective_value(algo) = -110841.39211995454 Iter 1: ncols 10, nrows 4, fx0 +1.154000e+05, fy +1.154000e+05, m -1.216800e+06, v -1.332200e+06, u 1.000000e-02, i +0, master time 0.0s, eval time 0.0s, time 0.0s Iter 2: ncols 10, nrows 5, fx0 +1.154000e+05, fy +5.387233e+06, m -2.440467e+05, v -3.594467e+05, u 1.000000e-02, i -1, master time 0.0s, eval time 0.0s, time 0.0s Iter 3: ncols 10, nrows 6, fx0 +1.154000e+05, fy +3.332575e+06, m +6.418420e+04, v -5.121580e+04, u 1.000000e-02, i -2, master time 0.0s, eval time 0.0s, time 0.0s Iter 4: ncols 10, nrows 7, fx0 +1.154000e+05, fy +1.251737e+06, m +9.227554e+04, v -2.312446e+04, u 1.000000e-02, i -3, master time 0.0s, eval time 0.0s, time 0.0s Iter 5: ncols 10, nrows 8, fx0 +1.154000e+05, fy +2.326776e+05, m +9.327913e+04, v -2.212087e+04, u 1.000000e-02, i -4, master time 0.0s, eval time 0.0s, time 0.0s Iter 6: ncols 10, nrows 9, fx0 +1.154000e+05, fy +1.785821e+05, m +1.023305e+05, v -1.306945e+04, u 1.000000e-02, i -5, master time 0.0s, eval time 0.0s, time 0.0s Iter 7: ncols 10, nrows 10, fx0 +1.154000e+05, fy +1.527007e+05, m +1.029119e+05, v -1.248813e+04, u 1.000000e-02, i -6, master time 0.0s, eval time 0.0s, time 0.0s Iter 8: ncols 10, nrows 11, fx0 +1.154000e+05, fy +1.179714e+05, m +1.038162e+05, v -1.158385e+04, u 1.000000e-02, i -7, master time 0.0s, eval time 0.0s, time 0.0s Iter 9: ncols 10, nrows 12, fx0 +1.154000e+05, fy +2.056245e+05, m +1.044640e+05, v -1.093600e+04, u 1.000000e-02, i -8, master time 0.0s, eval time 0.0s, time 0.0s Iter 10: ncols 10, nrows 13, fx0 +1.154000e+05, fy +1.285070e+05, m +1.057059e+05, v -9.694098e+03, u 1.000000e-02, i -9, master time 0.0s, eval time 0.0s, time 0.0s Iter 11: ncols 10, nrows 14, fx0 +1.151550e+05, fy +1.151550e+05, m +1.060115e+05, v -9.143505e+03, u 1.000000e-02, i +1, master time 0.0s, eval time 0.0s, time 0.1s Iter 12: ncols 10, nrows 15, fx0 +1.118179e+05, fy +1.118179e+05, m +1.063641e+05, v -5.453794e+03, u 1.000000e-02, i +2, master time 0.1s, eval time 0.0s, time 0.1s Iter 13: ncols 10, nrows 16, fx0 +1.114122e+05, fy +1.114122e+05, m +1.065173e+05, v -4.894860e+03, u 1.000000e-02, i +3, master time 0.1s, eval time 0.0s, time 0.1s Iter 14: ncols 10, nrows 17, fx0 +1.108414e+05, fy +1.108414e+05, m +1.070019e+05, v -3.839479e+03, u 1.000000e-02, i +4, master time 0.1s, eval time 0.0s, time 0.1s Iter 15: ncols 10, nrows 18, fx0 +1.105321e+05, fy +1.105321e+05, m +1.074300e+05, v -3.102106e+03, u 5.000000e-03, i +1, master time 0.1s, eval time 0.0s, time 0.1s Removed 1 inactive cuts. Iter 16: ncols 10, nrows 18, fx0 +1.103100e+05, fy +1.103100e+05, m +1.077528e+05, v -2.557241e+03, u 5.000000e-03, i +2, master time 0.1s, eval time 0.0s, time 0.7s Removed 1 inactive cuts. Iter 17: ncols 10, nrows 18, fx0 +1.103100e+05, fy +1.106328e+05, m +1.083900e+05, v -1.920000e+03, u 5.000000e-03, i -1, master time 0.1s, eval time 0.0s, time 0.7s Iter 18: ncols 10, nrows 19, fx0 +1.083900e+05, fy +1.083900e+05, m +1.083900e+05, v -2.158979e-05, u 5.000000e-03, i +1, master time 0.1s, eval time 0.0s, time 0.7s TERMINATION: Optimal: v = -2.1589787176939886e-5 DD.dual_objective_value(algo) = -108390.0000215972 DD.dual_solution(algo) = [40.111111174983115, 23.444444508598277, -63.55555568357949, -16.777777649731902, -28.1111114631559, 44.888889112881174, -23.3333335252512, 4.666666954557623, 18.666666570698325] Iter 1: ncols 10, nrows 4, Δ 1.000000e+01, fx0 +1.154000e+05, m +1.127700e+05, fy +1.154000e+05, linerr +0.000000e+00, master time 0.0s, eval time 0.0s, time 17.3s Iter 2: ncols 10, nrows 4, Δ 2.000000e+01, fx0 +1.132200e+05, m +1.075100e+05, fy +1.132200e+05, linerr +0.000000e+00, master time 0.0s, eval time 0.0s, time 18.4s Iter 3: ncols 10, nrows 5, Δ 2.000000e+01, fx0 +1.132200e+05, m +1.085843e+05, fy +1.179067e+05, linerr +7.373333e+03, master time 0.0s, eval time 0.0s, time 18.4s Iter 4: ncols 10, nrows 5, Δ 2.000000e+01, fx0 +1.120343e+05, m +1.057803e+05, fy +1.120343e+05, linerr +7.373333e+03, master time 0.0s, eval time 0.0s, time 18.4s Iter 5: ncols 10, nrows 6, Δ 2.000000e+01, fx0 +1.120343e+05, m +1.068408e+05, fy +1.236170e+05, linerr +1.533333e+03, master time 0.0s, eval time 0.0s, time 18.4s Iter 6: ncols 10, nrows 6, Δ 2.000000e+01, fx0 +1.099075e+05, m +1.048408e+05, fy +1.099075e+05, linerr +1.533333e+03, master time 0.0s, eval time 0.0s, time 18.4s TERMINATION: Dual objective limit reached. DD.dual_objective_value(algo) = -109907.47863247851 Iter 1: ncols 10, nrows 4, Δ 1.000000e+01, fx0 +1.154000e+05, m +1.127700e+05, fy +1.154000e+05, linerr +0.000000e+00, master time 0.0s, eval time 0.0s, time 0.0s Iter 2: ncols 10, nrows 4, Δ 2.000000e+01, fx0 +1.132200e+05, m +1.075100e+05, fy +1.132200e+05, linerr +0.000000e+00, master time 0.0s, eval time 0.0s, time 0.0s Iter 3: ncols 10, nrows 5, Δ 2.000000e+01, fx0 +1.132200e+05, m +1.085843e+05, fy +1.179067e+05, linerr +7.373333e+03, master time 0.0s, eval time 0.0s, time 0.0s Iter 4: ncols 10, nrows 5, Δ 2.000000e+01, fx0 +1.120343e+05, m +1.057803e+05, fy +1.120343e+05, linerr +7.373333e+03, master time 0.0s, eval time 0.0s, time 0.0s Iter 5: ncols 10, nrows 6, Δ 2.000000e+01, fx0 +1.120343e+05, m +1.068408e+05, fy +1.236170e+05, linerr +1.533333e+03, master time 0.0s, eval time 0.0s, time 0.0s Iter 6: ncols 10, nrows 6, Δ 2.000000e+01, fx0 +1.099075e+05, m +1.048408e+05, fy +1.099075e+05, linerr +1.533333e+03, master time 0.0s, eval time 0.0s, time 0.0s Iter 7: ncols 10, nrows 7, Δ 2.000000e+01, fx0 +1.099075e+05, m +1.061982e+05, fy +1.203166e+05, linerr +4.230838e+03, master time 0.0s, eval time 0.0s, time 0.0s Iter 8: ncols 10, nrows 8, Δ 2.000000e+01, fx0 +1.099075e+05, m +1.068147e+05, fy +1.106285e+05, linerr +2.248718e+03, master time 0.0s, eval time 0.0s, time 0.0s Iter 9: ncols 10, nrows 9, Δ 2.000000e+01, fx0 +1.099075e+05, m +1.074089e+05, fy +1.103801e+05, linerr +5.000000e+02, master time 0.0s, eval time 0.0s, time 0.0s Iter 10: ncols 10, nrows 10, Δ 2.000000e+01, fx0 +1.099075e+05, m +1.085577e+05, fy +1.103521e+05, linerr +1.182343e-11, master time 0.0s, eval time 0.0s, time 0.0s Iter 11: ncols 10, nrows 10, Δ 4.000000e+01, fx0 +1.085577e+05, m +1.083900e+05, fy +1.085577e+05, linerr +1.182343e-11, master time 0.0s, eval time 0.0s, time 0.0s Iter 12: ncols 10, nrows 10, Δ 8.000000e+01, fx0 +1.083900e+05, m +1.083900e+05, fy +1.083900e+05, linerr +1.182343e-11, master time 0.0s, eval time 0.0s, time 0.0s TERMINATION: Optimal DD.dual_objective_value(algo) = -108389.99999999983 DD.dual_solution(algo) = [92.05929487179412, 75.3926282051276, -11.607371794872407, -58.666666666666615, -70.0, 3.0000000000002043, -33.39262820512743, -5.39262820512765, 8.607371794872353] objval = 96480.08276953863 Iter 1: ncols 10, nrows 4, fx0 -9.643955e+04, fy -9.643955e+04, m -9.650136e+04, v -6.181184e+01, u 1.000000e-02, i +0, master time 0.0s, eval time 0.3s, time 0.3s Iter 2: ncols 10, nrows 5, fx0 -9.647631e+04, fy -9.647631e+04, m -9.648087e+04, v -4.560713e+00, u 1.000000e-02, i +1, master time 0.0s, eval time 0.4s, time 0.4s TERMINATION: Optimal: v = -4.560712941460995 DD.dual_objective_value(algo) = 96476.31169475346 DD.dual_solution(algo) = [39.66666666641418, 27.391304347589745, 27.69230769190068, -3.5002519401435464e-11, -3.312091342465484e-11, -5.801338174638221e-11, -39.66666666637918, -27.391304347556623, -27.692307691842668] Iter 1: ncols 10, nrows 4, Δ 1.000000e+01, fx0 -9.643955e+04, m -9.645850e+04, fy -9.643955e+04, linerr +0.000000e+00, master time 0.0s, eval time 0.0s, time 0.0s Iter 2: ncols 10, nrows 4, Δ 2.000000e+01, fx0 -9.645627e+04, m -9.649640e+04, fy -9.645627e+04, linerr +0.000000e+00, master time 0.0s, eval time 0.0s, time 0.0s Iter 3: ncols 10, nrows 4, Δ 4.000000e+01, fx0 -9.647634e+04, m -9.657220e+04, fy -9.647634e+04, linerr +0.000000e+00, master time 0.0s, eval time 0.1s, time 0.1s Iter 4: ncols 10, nrows 5, Δ 4.000000e+01, fx0 -9.647634e+04, m -9.651031e+04, fy -9.646298e+04, linerr +3.566555e+01, master time 0.0s, eval time 0.1s, time 0.1s Iter 5: ncols 10, nrows 6, Δ 4.000000e+01, fx0 -9.647634e+04, m -9.650856e+04, fy -9.644932e+04, linerr +3.423734e+01, master time 0.0s, eval time 0.1s, time 0.1s Iter 6: ncols 10, nrows 7, Δ 4.000000e+01, fx0 -9.647634e+04, m -9.650848e+04, fy -9.645079e+04, linerr +3.102638e+01, master time 0.0s, eval time 0.1s, time 0.1s Iter 7: ncols 10, nrows 8, Δ 4.000000e+01, fx0 -9.647634e+04, m -9.650668e+04, fy -9.646186e+04, linerr +1.986991e+01, master time 0.0s, eval time 0.1s, time 0.1s Iter 8: ncols 10, nrows 9, Δ 4.000000e+01, fx0 -9.647634e+04, m -9.650608e+04, fy -9.645727e+04, linerr +2.266249e+01, master time 0.0s, eval time 0.1s, time 0.2s Iter 9: ncols 10, nrows 10, Δ 4.000000e+01, fx0 -9.647634e+04, m -9.650486e+04, fy -9.646986e+04, linerr +9.472372e+00, master time 0.0s, eval time 0.2s, time 0.2s Iter 10: ncols 10, nrows 11, Δ 4.000000e+01, fx0 -9.647634e+04, m -9.649844e+04, fy -9.645030e+04, linerr +2.781169e+01, master time 0.0s, eval time 0.2s, time 0.2s Iter 11: ncols 10, nrows 12, Δ 4.000000e+01, fx0 -9.647634e+04, m -9.649815e+04, fy -9.646342e+04, linerr +1.630366e+01, master time 0.0s, eval time 0.2s, time 0.2s Iter 12: ncols 10, nrows 13, Δ 4.000000e+01, fx0 -9.647634e+04, m -9.649552e+04, fy -9.647548e+04, linerr +9.572999e+00, master time 0.0s, eval time 0.2s, time 0.2s Iter 13: ncols 10, nrows 14, Δ 3.332188e+01, fx0 -9.647634e+04, m -9.649176e+04, fy -9.645332e+04, linerr +2.733087e+01, master time 0.0s, eval time 0.2s, time 0.2s Iter 14: ncols 10, nrows 15, Δ 3.332188e+01, fx0 -9.647634e+04, m -9.649055e+04, fy -9.647104e+04, linerr +1.301842e+01, master time 0.0s, eval time 0.3s, time 0.3s Iter 15: ncols 10, nrows 16, Δ 3.332188e+01, fx0 -9.647634e+04, m -9.648880e+04, fy -9.646996e+04, linerr +1.715430e+01, master time 0.0s, eval time 0.3s, time 0.3s Iter 16: ncols 10, nrows 17, Δ 3.332188e+01, fx0 -9.647634e+04, m -9.648824e+04, fy -9.646966e+04, linerr +1.245536e+01, master time 0.0s, eval time 0.3s, time 0.3s Iter 17: ncols 10, nrows 18, Δ 3.332188e+01, fx0 -9.647634e+04, m -9.648797e+04, fy -9.647571e+04, linerr +1.118965e+01, master time 0.0s, eval time 0.3s, time 0.3s Iter 18: ncols 10, nrows 19, Δ 3.332188e+01, fx0 -9.647634e+04, m -9.648725e+04, fy -9.647202e+04, linerr +2.106329e+00, master time 0.0s, eval time 0.3s, time 0.3s Iter 19: ncols 10, nrows 19, Δ 3.332188e+01, fx0 -9.647820e+04, m -9.648725e+04, fy -9.647820e+04, linerr +2.106329e+00, master time 0.0s, eval time 0.3s, time 0.4s Iter 20: ncols 10, nrows 20, Δ 3.332188e+01, fx0 -9.647820e+04, m -9.648494e+04, fy -9.647820e+04, linerr +5.238579e-12, master time 0.0s, eval time 0.4s, time 0.4s Iter 21: ncols 10, nrows 21, Δ 3.332188e+01, fx0 -9.647820e+04, m -9.648433e+04, fy -9.647169e+04, linerr +1.325631e+01, master time 0.0s, eval time 0.4s, time 0.4s Iter 22: ncols 10, nrows 22, Δ 3.332188e+01, fx0 -9.647820e+04, m -9.648401e+04, fy -9.647627e+04, linerr +8.060647e+00, master time 0.0s, eval time 0.4s, time 0.4s Iter 23: ncols 10, nrows 23, Δ 3.332188e+01, fx0 -9.647820e+04, m -9.648392e+04, fy -9.647365e+04, linerr +1.036125e+01, master time 0.0s, eval time 0.4s, time 0.4s Iter 24: ncols 10, nrows 24, Δ 3.332188e+01, fx0 -9.647820e+04, m -9.648342e+04, fy -9.647785e+04, linerr +6.068858e+00, master time 0.0s, eval time 0.4s, time 0.4s Iter 25: ncols 10, nrows 25, Δ 3.332188e+01, fx0 -9.647820e+04, m -9.648317e+04, fy -9.647710e+04, linerr +6.320603e+00, master time 0.0s, eval time 0.5s, time 0.5s Iter 26: ncols 10, nrows 25, Δ 3.332188e+01, fx0 -9.647822e+04, m -9.648317e+04, fy -9.647822e+04, linerr +6.320603e+00, master time 0.0s, eval time 0.5s, time 0.5s Iter 27: ncols 10, nrows 26, Δ 3.332188e+01, fx0 -9.647822e+04, m -9.648304e+04, fy -9.647822e+04, linerr -5.896318e-12, master time 0.0s, eval time 0.5s, time 0.5s Iter 28: ncols 10, nrows 27, Δ 3.332188e+01, fx0 -9.647822e+04, m -9.648231e+04, fy -9.647811e+04, linerr +4.932022e+00, master time 0.0s, eval time 0.5s, time 0.5s Iter 29: ncols 10, nrows 27, Δ 3.332188e+01, fx0 -9.647929e+04, m -9.648231e+04, fy -9.647929e+04, linerr +4.932022e+00, master time 0.0s, eval time 0.5s, time 0.5s Iter 30: ncols 10, nrows 28, Δ 3.332188e+01, fx0 -9.647929e+04, m -9.648205e+04, fy -9.647929e+04, linerr +4.517017e-12, master time 0.0s, eval time 0.5s, time 0.6s Iter 31: ncols 10, nrows 28, Δ 3.332188e+01, fx0 -9.647935e+04, m -9.648205e+04, fy -9.647935e+04, linerr +4.517017e-12, master time 0.0s, eval time 0.6s, time 0.6s Iter 32: ncols 10, nrows 29, Δ 3.332188e+01, fx0 -9.647935e+04, m -9.648162e+04, fy -9.647935e+04, linerr -1.749209e-11, master time 0.0s, eval time 0.6s, time 0.6s Iter 33: ncols 10, nrows 30, Δ 3.332188e+01, fx0 -9.647935e+04, m -9.648130e+04, fy -9.647793e+04, linerr +3.687155e+00, master time 0.0s, eval time 0.6s, time 0.6s Iter 34: ncols 10, nrows 31, Δ 3.332188e+01, fx0 -9.647935e+04, m -9.648122e+04, fy -9.647733e+04, linerr +3.972094e+00, master time 0.0s, eval time 0.6s, time 0.6s Iter 35: ncols 10, nrows 31, Δ 3.332188e+01, fx0 -9.647944e+04, m -9.648122e+04, fy -9.647944e+04, linerr +3.972094e+00, master time 0.0s, eval time 0.6s, time 0.7s Iter 36: ncols 10, nrows 32, Δ 3.332188e+01, fx0 -9.647944e+04, m -9.648103e+04, fy -9.647944e+04, linerr +8.410438e-12, master time 0.0s, eval time 0.7s, time 0.7s Iter 37: ncols 10, nrows 33, Δ 3.332188e+01, fx0 -9.647944e+04, m -9.648098e+04, fy -9.647861e+04, linerr +2.422970e+00, master time 0.0s, eval time 0.7s, time 0.7s Iter 38: ncols 10, nrows 34, Δ 3.332188e+01, fx0 -9.647944e+04, m -9.648095e+04, fy -9.647943e+04, linerr +1.545074e+00, master time 0.0s, eval time 0.7s, time 0.7s Iter 39: ncols 10, nrows 35, Δ 3.332188e+01, fx0 -9.647944e+04, m -9.648088e+04, fy -9.647890e+04, linerr +2.056609e+00, master time 0.0s, eval time 0.7s, time 0.7s Iter 40: ncols 10, nrows 35, Δ 3.332188e+01, fx0 -9.647971e+04, m -9.648088e+04, fy -9.647971e+04, linerr +2.056609e+00, master time 0.0s, eval time 0.7s, time 0.8s Iter 41: ncols 10, nrows 36, Δ 3.332188e+01, fx0 -9.647971e+04, m -9.648083e+04, fy -9.647971e+04, linerr +3.575724e-12, master time 0.0s, eval time 0.8s, time 0.8s Iter 42: ncols 10, nrows 37, Δ 3.332188e+01, fx0 -9.647971e+04, m -9.648077e+04, fy -9.647951e+04, linerr +1.313628e+00, master time 0.0s, eval time 0.8s, time 0.8s Iter 43: ncols 10, nrows 37, Δ 3.332188e+01, fx0 -9.647982e+04, m -9.648077e+04, fy -9.647982e+04, linerr +1.313628e+00, master time 0.0s, eval time 0.8s, time 0.8s TERMINATION: Optimal DD.dual_objective_value(algo) = 96479.8236187095 DD.dual_solution(algo) = [39.49928240432159, 41.47106078983125, 53.11940518549196, 0.5900147441546864, -0.9727818671686492, 2.2167813443678384, -40.089297148483816, -40.49827892266259, -55.3361865298598] Test Summary: | Pass Total Time farmer | 10 10 2m01.9s Test Summary: | Pass Total Time combine_dict with 1 procs | 9 9 7.3s ┌ Warning: mpiexec() is deprecated, use the non-do-block form │ caller = ip:0x0 └ @ Core :-1 Test Summary: | Total Time combine_dict with 2 procs | 0 15.0s Test Summary: | Pass Total Time combine_dict with 2 procs | 18 18 16.4s Test Summary: | Total Time combine_dict with 3 procs | 0 23.7s Test Summary: | Total Time combine_dict with 3 procs | 0 23.7s Test Summary: | Pass Total Time combine_dict with 3 procs | 27 27 25.4s ****************************************************************************** This program contains Ipopt, a library for large-scale nonlinear optimization. Ipopt is released as open source code under the Eclipse Public License (EPL). For more information visit https://github.com/coin-or/Ipopt ****************************************************************************** Iter 1: ncols 10, nrows 4, fx0 +1.154000e+05, fy +1.154000e+05, m -1.216800e+06, v -1.332200e+06, u 1.000000e-02, i +0, master time 1.7s, eval time 15.7s, time 38.1s Iter 2: ncols 10, nrows 5, fx0 +1.154000e+05, fy +5.387233e+06, m -2.440467e+05, v -3.594467e+05, u 1.000000e-02, i -1, master time 1.7s, eval time 15.7s, time 40.5s Iter 3: ncols 10, nrows 6, fx0 +1.154000e+05, fy +3.332575e+06, m +6.418420e+04, v -5.121580e+04, u 1.000000e-02, i -2, master time 1.7s, eval time 15.7s, time 40.5s Iter 4: ncols 10, nrows 7, fx0 +1.154000e+05, fy +1.251737e+06, m +9.227554e+04, v -2.312446e+04, u 1.000000e-02, i -3, master time 1.7s, eval time 15.7s, time 40.5s Iter 5: ncols 10, nrows 8, fx0 +1.154000e+05, fy +2.326776e+05, m +9.327913e+04, v -2.212087e+04, u 1.000000e-02, i -4, master time 1.7s, eval time 15.7s, time 40.5s Iter 6: ncols 10, nrows 9, fx0 +1.154000e+05, fy +1.785821e+05, m +1.023305e+05, v -1.306945e+04, u 1.000000e-02, i -5, master time 1.7s, eval time 15.7s, time 40.5s Iter 7: ncols 10, nrows 10, fx0 +1.154000e+05, fy +1.527007e+05, m +1.029119e+05, v -1.248813e+04, u 1.000000e-02, i -6, master time 1.7s, eval time 15.7s, time 40.5s Iter 8: ncols 10, nrows 11, fx0 +1.154000e+05, fy +1.179714e+05, m +1.038162e+05, v -1.158385e+04, u 1.000000e-02, i -7, master time 1.7s, eval time 15.7s, time 40.5s Iter 9: ncols 10, nrows 12, fx0 +1.154000e+05, fy +2.056245e+05, m +1.044640e+05, v -1.093600e+04, u 1.000000e-02, i -8, master time 1.7s, eval time 15.7s, time 40.5s Iter 10: ncols 10, nrows 13, fx0 +1.154000e+05, fy +1.285070e+05, m +1.057059e+05, v -9.694098e+03, u 1.000000e-02, i -9, master time 1.7s, eval time 15.7s, time 40.5s Iter 11: ncols 10, nrows 14, fx0 +1.151550e+05, fy +1.151550e+05, m +1.060115e+05, v -9.143505e+03, u 1.000000e-02, i +1, master time 1.7s, eval time 15.7s, time 41.0s Iter 12: ncols 10, nrows 15, fx0 +1.118179e+05, fy +1.118179e+05, m +1.063641e+05, v -5.453794e+03, u 1.000000e-02, i +2, master time 1.7s, eval time 15.7s, time 41.0s Iter 13: ncols 10, nrows 16, fx0 +1.114122e+05, fy +1.114122e+05, m +1.065173e+05, v -4.894860e+03, u 1.000000e-02, i +3, master time 1.7s, eval time 15.7s, time 41.0s Iter 14: ncols 10, nrows 17, fx0 +1.108414e+05, fy +1.108414e+05, m +1.070019e+05, v -3.839479e+03, u 1.000000e-02, i +4, master time 1.8s, eval time 15.7s, time 41.0s Iter 15: ncols 10, nrows 18, fx0 +1.105321e+05, fy +1.105321e+05, m +1.074300e+05, v -3.102106e+03, u 5.000000e-03, i +1, master time 1.8s, eval time 15.7s, time 41.0s Removed 1 inactive cuts. Iter 16: ncols 10, nrows 18, fx0 +1.103100e+05, fy +1.103100e+05, m +1.077528e+05, v -2.557241e+03, u 5.000000e-03, i +2, master time 1.8s, eval time 15.7s, time 41.7s Removed 1 inactive cuts. Iter 17: ncols 10, nrows 18, fx0 +1.103100e+05, fy +1.106328e+05, m +1.083900e+05, v -1.920000e+03, u 5.000000e-03, i -1, master time 1.8s, eval time 15.7s, time 41.7s Iter 18: ncols 10, nrows 19, fx0 +1.083900e+05, fy +1.083900e+05, m +1.083900e+05, v -2.158958e-05, u 5.000000e-03, i +1, master time 1.8s, eval time 15.7s, time 41.7s TERMINATION: Optimal: v = -2.1589579703675233e-5 ****************************************************************************** This program contains Ipopt, a library for large-scale nonlinear optimization. Ipopt is released as open source code under the Eclipse Public License (EPL). For more information visit https://github.com/coin-or/Ipopt ****************************************************************************** Iter 1: ncols 10, nrows 4, fx0 +1.154000e+05, fy +1.154000e+05, m -1.216800e+06, v -1.332200e+06, u 1.000000e-02, i +0, master time 3.6s, eval time 36.0s, time 86.0s Iter 2: ncols 10, nrows 5, fx0 +1.154000e+05, fy +5.387233e+06, m -2.440467e+05, v -3.594467e+05, u 1.000000e-02, i -1, master time 3.6s, eval time 36.1s, time 91.4s Iter 3: ncols 10, nrows 6, fx0 +1.154000e+05, fy +3.332575e+06, m +6.418420e+04, v -5.121580e+04, u 1.000000e-02, i -2, master time 3.6s, eval time 36.1s, time 91.4s Iter 4: ncols 10, nrows 7, fx0 +1.154000e+05, fy +1.251737e+06, m +9.227554e+04, v -2.312446e+04, u 1.000000e-02, i -3, master time 3.6s, eval time 36.1s, time 91.5s Iter 5: ncols 10, nrows 8, fx0 +1.154000e+05, fy +2.326776e+05, m +9.327913e+04, v -2.212087e+04, u 1.000000e-02, i -4, master time 3.6s, eval time 36.1s, time 91.5s Iter 6: ncols 10, nrows 9, fx0 +1.154000e+05, fy +1.785821e+05, m +1.023305e+05, v -1.306945e+04, u 1.000000e-02, i -5, master time 3.6s, eval time 36.1s, time 91.5s Iter 7: ncols 10, nrows 10, fx0 +1.154000e+05, fy +1.527007e+05, m +1.029119e+05, v -1.248813e+04, u 1.000000e-02, i -6, master time 3.6s, eval time 36.2s, time 91.6s Iter 8: ncols 10, nrows 11, fx0 +1.154000e+05, fy +1.179714e+05, m +1.038162e+05, v -1.158385e+04, u 1.000000e-02, i -7, master time 3.6s, eval time 36.2s, time 91.6s Iter 9: ncols 10, nrows 12, fx0 +1.154000e+05, fy +2.056245e+05, m +1.044640e+05, v -1.093600e+04, u 1.000000e-02, i -8, master time 3.7s, eval time 36.2s, time 91.6s Iter 10: ncols 10, nrows 13, fx0 +1.154000e+05, fy +1.285070e+05, m +1.057059e+05, v -9.694098e+03, u 1.000000e-02, i -9, master time 3.7s, eval time 36.2s, time 91.7s Iter 11: ncols 10, nrows 14, fx0 +1.151550e+05, fy +1.151550e+05, m +1.060115e+05, v -9.143505e+03, u 1.000000e-02, i +1, master time 3.7s, eval time 36.3s, time 92.7s Iter 12: ncols 10, nrows 15, fx0 +1.118179e+05, fy +1.118179e+05, m +1.063641e+05, v -5.453794e+03, u 1.000000e-02, i +2, master time 3.7s, eval time 36.3s, time 92.7s Iter 13: ncols 10, nrows 16, fx0 +1.114122e+05, fy +1.114122e+05, m +1.065173e+05, v -4.894860e+03, u 1.000000e-02, i +3, master time 3.7s, eval time 36.3s, time 92.8s Iter 14: ncols 10, nrows 17, fx0 +1.108414e+05, fy +1.108414e+05, m +1.070019e+05, v -3.839479e+03, u 1.000000e-02, i +4, master time 3.7s, eval time 36.3s, time 92.8s Iter 15: ncols 10, nrows 18, fx0 +1.105321e+05, fy +1.105321e+05, m +1.074300e+05, v -3.102106e+03, u 5.000000e-03, i +1, master time 3.7s, eval time 36.4s, time 92.8s Removed 1 inactive cuts. Iter 16: ncols 10, nrows 18, fx0 +1.103100e+05, fy +1.103100e+05, m +1.077528e+05, v -2.557241e+03, u 5.000000e-03, i +2, master time 3.7s, eval time 36.4s, time 94.3s Removed 1 inactive cuts. Iter 17: ncols 10, nrows 18, fx0 +1.103100e+05, fy +1.106328e+05, m +1.083900e+05, v -1.920000e+03, u 5.000000e-03, i -1, master time 3.7s, eval time 36.4s, time 94.4s Iter 18: ncols 10, nrows 19, fx0 +1.083900e+05, fy +1.083900e+05, m +1.083900e+05, v -2.158958e-05, u 5.000000e-03, i +1, master time 3.8s, eval time 36.4s, time 94.4s TERMINATION: Optimal: v = -2.158958299724034e-5 ****************************************************************************** This program contains Ipopt, a library for large-scale nonlinear optimization. Ipopt is released as open source code under the Eclipse Public License (EPL). For more information visit https://github.com/coin-or/Ipopt ****************************************************************************** Iter 1: ncols 10, nrows 4, fx0 +1.154000e+05, fy +1.154000e+05, m -1.216800e+06, v -1.332200e+06, u 1.000000e-02, i +0, master time 5.4s, eval time 53.6s, time 128.1s Iter 2: ncols 10, nrows 5, fx0 +1.154000e+05, fy +5.387233e+06, m -2.440467e+05, v -3.594467e+05, u 1.000000e-02, i -1, master time 5.4s, eval time 53.7s, time 136.5s Iter 3: ncols 10, nrows 6, fx0 +1.154000e+05, fy +3.332575e+06, m +6.418420e+04, v -5.121580e+04, u 1.000000e-02, i -2, master time 5.4s, eval time 53.8s, time 136.6s Iter 4: ncols 10, nrows 7, fx0 +1.154000e+05, fy +1.251737e+06, m +9.227554e+04, v -2.312446e+04, u 1.000000e-02, i -3, master time 5.4s, eval time 53.8s, time 136.6s Iter 5: ncols 10, nrows 8, fx0 +1.154000e+05, fy +2.326776e+05, m +9.327913e+04, v -2.212087e+04, u 1.000000e-02, i -4, master time 5.4s, eval time 53.9s, time 136.7s Iter 6: ncols 10, nrows 9, fx0 +1.154000e+05, fy +1.785821e+05, m +1.023305e+05, v -1.306945e+04, u 1.000000e-02, i -5, master time 5.4s, eval time 54.0s, time 136.8s Iter 7: ncols 10, nrows 10, fx0 +1.154000e+05, fy +1.527007e+05, m +1.029119e+05, v -1.248813e+04, u 1.000000e-02, i -6, master time 5.4s, eval time 54.0s, time 136.9s Iter 8: ncols 10, nrows 11, fx0 +1.154000e+05, fy +1.179714e+05, m +1.038162e+05, v -1.158385e+04, u 1.000000e-02, i -7, master time 5.4s, eval time 54.1s, time 136.9s Iter 9: ncols 10, nrows 12, fx0 +1.154000e+05, fy +2.056245e+05, m +1.044640e+05, v -1.093600e+04, u 1.000000e-02, i -8, master time 5.4s, eval time 54.1s, time 137.0s Iter 10: ncols 10, nrows 13, fx0 +1.154000e+05, fy +1.285070e+05, m +1.057059e+05, v -9.694098e+03, u 1.000000e-02, i -9, master time 5.5s, eval time 54.2s, time 137.1s Iter 11: ncols 10, nrows 14, fx0 +1.151550e+05, fy +1.151550e+05, m +1.060115e+05, v -9.143505e+03, u 1.000000e-02, i +1, master time 5.5s, eval time 54.3s, time 138.7s Iter 12: ncols 10, nrows 15, fx0 +1.118179e+05, fy +1.118179e+05, m +1.063641e+05, v -5.453794e+03, u 1.000000e-02, i +2, master time 5.5s, eval time 54.4s, time 138.8s Iter 13: ncols 10, nrows 16, fx0 +1.114122e+05, fy +1.114122e+05, m +1.065173e+05, v -4.894860e+03, u 1.000000e-02, i +3, master time 5.5s, eval time 54.4s, time 138.8s Iter 14: ncols 10, nrows 17, fx0 +1.108414e+05, fy +1.108414e+05, m +1.070019e+05, v -3.839479e+03, u 1.000000e-02, i +4, master time 5.5s, eval time 54.5s, time 138.9s Iter 15: ncols 10, nrows 18, fx0 +1.105321e+05, fy +1.105321e+05, m +1.074300e+05, v -3.102106e+03, u 5.000000e-03, i +1, master time 5.6s, eval time 54.5s, time 139.0s Removed 1 inactive cuts. Iter 16: ncols 10, nrows 18, fx0 +1.103100e+05, fy +1.103100e+05, m +1.077528e+05, v -2.557241e+03, u 5.000000e-03, i +2, master time 5.6s, eval time 54.6s, time 141.2s Removed 1 inactive cuts. Iter 17: ncols 10, nrows 18, fx0 +1.103100e+05, fy +1.106328e+05, m +1.083900e+05, v -1.920000e+03, u 5.000000e-03, i -1, master time 5.6s, eval time 54.6s, time 141.3s Iter 18: ncols 10, nrows 19, fx0 +1.083900e+05, fy +1.083900e+05, m +1.083900e+05, v -2.158958e-05, u 5.000000e-03, i +1, master time 5.6s, eval time 54.7s, time 141.4s TERMINATION: Optimal: v = -2.1589579703675233e-5 Test Summary: | Total Time MPI tests | 0 16m40.0s Iter 1: ncols 145, nrows 64, fx0 +1.790400e+02, fy +1.790400e+02, m -2.329971e+07, v -2.329989e+07, u 1.000000e-02, i +0, master time 0.0s, eval time 0.0s, time 0.1s Iter 2: ncols 145, nrows 65, fx0 +1.790400e+02, fy +2.263019e+07, m -4.198654e+03, v -4.377694e+03, u 1.000000e-02, i -1, master time 0.0s, eval time 0.0s, time 0.1s Iter 3: ncols 145, nrows 66, fx0 +1.790400e+02, fy +2.830285e+05, m -3.033549e+02, v -4.823949e+02, u 1.000000e-02, i -2, master time 0.0s, eval time 0.0s, time 0.1s Iter 4: ncols 145, nrows 67, fx0 +1.790400e+02, fy +8.838308e+04, m +3.203016e+01, v -1.470098e+02, u 1.000000e-02, i -3, master time 0.0s, eval time 0.0s, time 0.1s Iter 5: ncols 145, nrows 68, fx0 +1.790400e+02, fy +5.382713e+04, m +1.707684e+02, v -8.271616e+00, u 1.000000e-02, i -4, master time 0.0s, eval time 0.0s, time 0.1s Iter 6: ncols 145, nrows 69, fx0 +1.790400e+02, fy +2.878457e+03, m +1.712475e+02, v -7.792494e+00, u 1.000000e-02, i -5, master time 0.0s, eval time 0.0s, time 0.1s Iter 7: ncols 145, nrows 70, fx0 +1.790400e+02, fy +2.942331e+03, m +1.717500e+02, v -7.290000e+00, u 1.000000e-02, i -6, master time 0.0s, eval time 0.0s, time 0.1s Iter 8: ncols 145, nrows 71, fx0 +1.744290e+02, fy +1.744290e+02, m +1.717500e+02, v -2.679043e+00, u 1.000000e-02, i +1, master time 0.0s, eval time 0.0s, time 0.1s Iter 9: ncols 145, nrows 72, fx0 +1.733392e+02, fy +1.733392e+02, m +1.717500e+02, v -1.589218e+00, u 1.000000e-02, i +2, master time 0.1s, eval time 0.0s, time 0.2s Iter 10: ncols 145, nrows 73, fx0 +1.723606e+02, fy +1.723606e+02, m +1.717500e+02, v -6.106426e-01, u 7.684817e-03, i +1, master time 0.1s, eval time 0.0s, time 0.2s Iter 11: ncols 145, nrows 74, fx0 +1.723224e+02, fy +1.723224e+02, m +1.717500e+02, v -5.723669e-01, u 7.684817e-03, i +2, master time 0.1s, eval time 0.0s, time 0.2s Iter 12: ncols 145, nrows 75, fx0 +1.723213e+02, fy +1.723213e+02, m +1.717500e+02, v -5.712731e-01, u 7.684817e-03, i +3, master time 0.1s, eval time 0.0s, time 0.2s Iter 13: ncols 145, nrows 76, fx0 +1.722287e+02, fy +1.722287e+02, m +1.717500e+02, v -4.786679e-01, u 7.684817e-03, i +4, master time 0.1s, eval time 0.0s, time 0.2s Iter 14: ncols 145, nrows 77, fx0 +1.721390e+02, fy +1.721390e+02, m +1.717500e+02, v -3.890023e-01, u 3.842409e-03, i +1, master time 0.1s, eval time 0.0s, time 0.2s Iter 15: ncols 145, nrows 78, fx0 +1.721390e+02, fy +1.722145e+02, m +1.717500e+02, v -3.890023e-01, u 3.842409e-03, i -1, master time 0.1s, eval time 0.0s, time 0.2s Iter 16: ncols 145, nrows 79, fx0 +1.721390e+02, fy +1.723546e+02, m +1.717500e+02, v -3.890023e-01, u 3.842409e-03, i -2, master time 0.1s, eval time 0.0s, time 0.2s Iter 17: ncols 145, nrows 80, fx0 +1.721390e+02, fy +1.727489e+02, m +1.717500e+02, v -3.890023e-01, u 3.842409e-03, i -3, master time 0.1s, eval time 0.0s, time 0.3s Iter 18: ncols 145, nrows 81, fx0 +1.721390e+02, fy +1.725416e+02, m +1.717500e+02, v -3.890023e-01, u 3.842409e-03, i -4, master time 0.1s, eval time 0.1s, time 0.3s Iter 19: ncols 145, nrows 82, fx0 +1.721390e+02, fy +1.725505e+02, m +1.717500e+02, v -3.890023e-01, u 3.842409e-03, i -5, master time 0.2s, eval time 0.1s, time 0.3s Iter 20: ncols 145, nrows 83, fx0 +1.721390e+02, fy +1.726267e+02, m +1.717500e+02, v -3.890023e-01, u 3.842409e-03, i -6, master time 0.2s, eval time 0.1s, time 0.3s Iter 21: ncols 145, nrows 84, fx0 +1.721390e+02, fy +1.727482e+02, m +1.717500e+02, v -3.890023e-01, u 3.842409e-03, i -7, master time 0.2s, eval time 0.1s, time 0.3s Iter 22: ncols 145, nrows 85, fx0 +1.721390e+02, fy +1.726898e+02, m +1.717500e+02, v -3.890023e-01, u 3.842409e-03, i -8, master time 0.2s, eval time 0.1s, time 0.3s Iter 23: ncols 145, nrows 86, fx0 +1.721390e+02, fy +1.726823e+02, m +1.717500e+02, v -3.890023e-01, u 3.842409e-03, i -9, master time 0.2s, eval time 0.1s, time 0.4s Iter 24: ncols 145, nrows 87, fx0 +1.721390e+02, fy +1.726918e+02, m +1.717500e+02, v -3.890023e-01, u 3.842409e-03, i -10, master time 0.2s, eval time 0.1s, time 0.4s Iter 25: ncols 145, nrows 88, fx0 +1.721390e+02, fy +1.726797e+02, m +1.717500e+02, v -3.890023e-01, u 3.842409e-03, i -11, master time 0.2s, eval time 0.1s, time 0.4s Iter 26: ncols 145, nrows 89, fx0 +1.721390e+02, fy +1.724896e+02, m +1.717500e+02, v -3.890023e-01, u 3.842409e-03, i -12, master time 0.3s, eval time 0.1s, time 0.4s Iter 27: ncols 145, nrows 90, fx0 +1.721390e+02, fy +1.725062e+02, m +1.717500e+02, v -3.890023e-01, u 3.842409e-03, i -13, master time 0.3s, eval time 0.1s, time 0.4s Iter 28: ncols 145, nrows 91, fx0 +1.718218e+02, fy +1.718218e+02, m +1.717500e+02, v -7.183472e-02, u 3.842409e-03, i +1, master time 0.3s, eval time 0.1s, time 0.5s Iter 29: ncols 145, nrows 92, fx0 +1.718218e+02, fy +1.720167e+02, m +1.717500e+02, v -7.183472e-02, u 3.842409e-03, i -1, master time 0.3s, eval time 0.1s, time 0.5s Iter 30: ncols 145, nrows 93, fx0 +1.718218e+02, fy +1.722533e+02, m +1.717500e+02, v -7.183471e-02, u 3.842409e-03, i -2, master time 0.3s, eval time 0.1s, time 0.5s Iter 31: ncols 145, nrows 94, fx0 +1.717588e+02, fy +1.717588e+02, m +1.717500e+02, v -8.771294e-03, u 3.842409e-03, i +1, master time 0.3s, eval time 0.1s, time 0.5s Iter 32: ncols 145, nrows 95, fx0 +1.717588e+02, fy +1.720129e+02, m +1.717500e+02, v -8.771335e-03, u 3.842409e-03, i -1, master time 0.4s, eval time 0.1s, time 0.5s Iter 33: ncols 145, nrows 96, fx0 +1.717509e+02, fy +1.717509e+02, m +1.717500e+02, v -9.228872e-04, u 3.842409e-03, i +1, master time 0.4s, eval time 0.1s, time 0.6s TERMINATION: Optimal: v = -0.0009228871714554494 DD.dual_objective_value(algo) = -171.75092290345737 DD.dual_solution(algo) = [4.661496621260159e-24, 1.0797346501484914e-17, 3.870758964629272e-17, -0.002362477552832199, 0.0029980894341590705, -0.0005263417400684595, 0.00045618704178729475, -0.0015298368659660369, 0.0010736498235831443, 1.99407064089078e-25, 0.0, -7.219817454930778e-18, -0.0006855746258297511, 0.001238314704558358, -0.0006371499729720846, -0.002890364078420193, 0.003248247352067546, -0.0003578832745277147, 0.0, 0.0, -9.877420308874217e-20, -0.002714415959059007, 0.0031690225049764886, -0.0005630632568174219, -0.0008138386786747134, 0.001171721954172642, -0.0003578832745277147, -0.00011715072818155148, -0.0018694133965486098, 0.0018707807717052696, 0.0, 3.3488887001786946e-18, -3.826029359527173e-19, 0.0030528108788116255, -0.002694927603314641, -0.0003578832745277147, 0.003245260039419131, -0.0026227172076100634, -0.0005630632568174219, -0.0007879121274216724, 0.0011457954029195938, -0.0003578832745277147, 0.0, 0.0, 1.618519173885548e-19, 7.022715736816302e-24, 1.0797346501484914e-17, 1.92341889338679e-18, -0.0006003875945495018, 0.0011806808498433738, -0.0005263417400684595, 0.0004849599847992214, -0.0015586098108271698, 0.0010736498235831443, -0.0005421100633715642, 0.0012677577579663696, -0.0006235935905684231, 0.0, 7.899454219391788e-18, 7.082225492589783e-18, 0.003240126485348285, -0.002882243211700937, -0.0003578832745277147, 0.002960842968475336, -0.002585369955208778, -0.0006235935905684231, 0.0, 1.1191656223565714e-18, -2.0139375427457196e-18, 0.0030856994594242707, -0.002727816183927705, -0.0003578832745277147, 0.0032660767076336406, -0.00239338432893444, -0.0006371499729720846, -3.424258742735432e-18, 0.0, 1.0555786673095242e-17, -0.002707039734202523, 0.003064923007848965, -0.0003578832745277147, 4.086389388887983e-5, -0.0017228998928621316, 0.0015790252202053784, -1.951721258796868e-18, -2.208334045185618e-18, 1.5949510407398685e-18, 0.00041879375408537014, -0.0014924435782641182, 0.0010736498235831443, 1.1141852331518132e-17, -7.590889395395948e-18, -1.5014358045537727e-17, 0.002922001253492819, -0.002455870391140293, -0.0005263417400684595, 0.00043026049053424594, -0.001503910314713008, 0.0010736498235831443, 1.1141887886185697e-21, 0.0, 2.2439274677228518e-17, 8.802062381220316e-5, -0.0018913124764580315, 0.0019114499189162538, -0.002685725104330618, 0.0030436083816754813, -0.0003578832745277147, 5.0304559016630285e-24, 0.0, -7.221200753041893e-18, -0.0026685227056160773, 0.003046382100834104, -0.0006371499729720846, -0.0028136062180440435, 0.003171489491690473, -0.0003578832745277147, -0.002301582176922185, 0.003187025593790994, -0.0006235935905684234, 0.0, 5.783910733188691e-18, -8.490344341734783e-18, 0.0031496317835241366, -0.002791748508027574, -0.0003578832745277147, 0.0, 0.0, 3.648149612078485e-18, 0.00019646208662469215, -0.0017853148547479656, 0.0016891897704522654, -0.0007758329058279042, 0.0011337161813258256, -0.0003578832745277147, 0.0, 0.0, 3.9705859961058076e-18, -0.0007273061669848407, 0.0012390095573815544, -0.0005630632568174219, -0.0008441510313927705, 0.0012020343050405794, -0.0003578832745277147] Iter 1: ncols 145, nrows 64, Δ 1.000000e+01, fx0 +1.790400e+02, m -3.793274e+04, fy +1.790400e+02, linerr +0.000000e+00, master time 0.0s, eval time 0.0s, time 0.0s Iter 2: ncols 145, nrows 65, Δ 1.000000e+01, fx0 +1.790400e+02, m -8.539803e+03, fy +3.760743e+04, linerr +1.437312e+01, master time 0.0s, eval time 0.0s, time 0.0s Iter 3: ncols 145, nrows 66, Δ 2.500000e+00, fx0 +1.790400e+02, m -1.923023e+03, fy +3.798305e+04, linerr +9.050625e+00, master time 0.0s, eval time 0.0s, time 0.0s Iter 4: ncols 145, nrows 67, Δ 6.745846e-01, fx0 +1.790400e+02, m -3.892810e+02, fy +7.969254e+03, linerr +1.067313e+01, master time 0.0s, eval time 0.0s, time 0.0s Iter 5: ncols 145, nrows 68, Δ 6.745846e-01, fx0 +1.790400e+02, m -2.341738e+02, fy +2.701805e+03, linerr +1.191500e+01, master time 0.0s, eval time 0.0s, time 0.0s Iter 6: ncols 145, nrows 69, Δ 1.860268e-01, fx0 +1.790400e+02, m +7.006174e+01, fy +2.400300e+03, linerr +8.582500e+00, master time 0.0s, eval time 0.0s, time 0.0s Iter 7: ncols 145, nrows 70, Δ 1.860268e-01, fx0 +1.790400e+02, m +1.051479e+02, fy +8.386069e+02, linerr +1.082937e+01, master time 0.0s, eval time 0.0s, time 0.0s Iter 8: ncols 145, nrows 71, Δ 1.860268e-01, fx0 +1.790400e+02, m +1.144667e+02, fy +7.266996e+02, linerr +9.645000e+00, master time 0.0s, eval time 0.0s, time 0.0s Iter 9: ncols 145, nrows 72, Δ 1.000094e-01, fx0 +1.790400e+02, m +1.452922e+02, fy +8.247125e+02, linerr +1.139125e+01, master time 0.0s, eval time 0.0s, time 0.0s Iter 10: ncols 145, nrows 73, Δ 1.000094e-01, fx0 +1.790400e+02, m +1.508253e+02, fy +5.379098e+02, linerr +1.240063e+01, master time 0.0s, eval time 0.0s, time 0.0s Iter 11: ncols 145, nrows 74, Δ 1.000094e-01, fx0 +1.790400e+02, m +1.578476e+02, fy +5.365373e+02, linerr +1.032938e+01, master time 0.0s, eval time 0.0s, time 0.1s Iter 12: ncols 145, nrows 75, Δ 6.193950e-02, fx0 +1.790400e+02, m +1.635484e+02, fy +5.211865e+02, linerr +9.545625e+00, master time 0.0s, eval time 0.0s, time 0.1s Iter 13: ncols 145, nrows 76, Δ 6.193950e-02, fx0 +1.790400e+02, m +1.646481e+02, fy +3.878642e+02, linerr +9.496875e+00, master time 0.0s, eval time 0.0s, time 0.1s Iter 14: ncols 145, nrows 77, Δ 6.193950e-02, fx0 +1.790400e+02, m +1.659058e+02, fy +3.805737e+02, linerr +1.035063e+01, master time 0.0s, eval time 0.0s, time 0.1s Iter 15: ncols 145, nrows 78, Δ 6.006301e-02, fx0 +1.790400e+02, m +1.673309e+02, fy +3.977144e+02, linerr +1.043250e+01, master time 0.0s, eval time 0.0s, time 0.1s Iter 16: ncols 145, nrows 79, Δ 6.006301e-02, fx0 +1.790400e+02, m +1.677648e+02, fy +3.661148e+02, linerr +1.011562e+01, master time 0.0s, eval time 0.0s, time 0.1s Iter 17: ncols 145, nrows 80, Δ 6.006301e-02, fx0 +1.790400e+02, m +1.683115e+02, fy +3.666060e+02, linerr +1.029375e+01, master time 0.0s, eval time 0.0s, time 0.1s Iter 18: ncols 145, nrows 81, Δ 5.732066e-02, fx0 +1.790400e+02, m +1.686179e+02, fy +3.662059e+02, linerr +1.163062e+01, master time 0.0s, eval time 0.0s, time 0.1s Iter 19: ncols 145, nrows 82, Δ 5.732066e-02, fx0 +1.790400e+02, m +1.688960e+02, fy +3.742397e+02, linerr +1.079000e+01, master time 0.0s, eval time 0.0s, time 0.1s Iter 20: ncols 145, nrows 83, Δ 5.732066e-02, fx0 +1.790400e+02, m +1.690330e+02, fy +3.732905e+02, linerr +1.135688e+01, master time 0.0s, eval time 0.1s, time 0.1s Iter 21: ncols 145, nrows 84, Δ 5.078414e-02, fx0 +1.790400e+02, m +1.692153e+02, fy +3.760905e+02, linerr +1.030750e+01, master time 0.0s, eval time 0.1s, time 0.1s Iter 22: ncols 145, nrows 85, Δ 5.078414e-02, fx0 +1.790400e+02, m +1.692803e+02, fy +3.449487e+02, linerr +1.033938e+01, master time 0.0s, eval time 0.1s, time 0.1s Iter 23: ncols 145, nrows 86, Δ 5.078414e-02, fx0 +1.790400e+02, m +1.693167e+02, fy +3.278525e+02, linerr +9.772500e+00, master time 0.0s, eval time 0.1s, time 0.1s Iter 24: ncols 145, nrows 87, Δ 5.078414e-02, fx0 +1.790400e+02, m +1.693556e+02, fy +3.469939e+02, linerr +8.281250e+00, master time 0.0s, eval time 0.1s, time 0.1s Iter 25: ncols 145, nrows 88, Δ 5.078414e-02, fx0 +1.790400e+02, m +1.693755e+02, fy +3.227783e+02, linerr +8.848750e+00, master time 0.0s, eval time 0.1s, time 0.1s Iter 26: ncols 145, nrows 89, Δ 5.078414e-02, fx0 +1.790400e+02, m +1.693921e+02, fy +3.444863e+02, linerr +1.096438e+01, master time 0.0s, eval time 0.1s, time 0.1s Iter 27: ncols 145, nrows 90, Δ 5.078414e-02, fx0 +1.790400e+02, m +1.694045e+02, fy +3.293335e+02, linerr +9.174375e+00, master time 0.0s, eval time 0.1s, time 0.1s Iter 28: ncols 145, nrows 91, Δ 5.078414e-02, fx0 +1.790400e+02, m +1.694198e+02, fy +3.274390e+02, linerr +1.075438e+01, master time 0.0s, eval time 0.1s, time 0.2s Iter 29: ncols 145, nrows 92, Δ 5.078414e-02, fx0 +1.790400e+02, m +1.694288e+02, fy +3.221605e+02, linerr +9.920625e+00, master time 0.0s, eval time 0.1s, time 0.2s Iter 30: ncols 145, nrows 93, Δ 5.078414e-02, fx0 +1.790400e+02, m +1.694393e+02, fy +3.324624e+02, linerr +1.096437e+01, master time 0.1s, eval time 0.1s, time 0.2s Iter 31: ncols 145, nrows 94, Δ 5.078414e-02, fx0 +1.790400e+02, m +1.694473e+02, fy +3.218914e+02, linerr +8.711250e+00, master time 0.1s, eval time 0.1s, time 0.2s Iter 32: ncols 145, nrows 95, Δ 5.078414e-02, fx0 +1.790400e+02, m +1.694539e+02, fy +3.083118e+02, linerr +9.765000e+00, master time 0.1s, eval time 0.2s, time 0.2s Iter 33: ncols 145, nrows 96, Δ 5.078414e-02, fx0 +1.790400e+02, m +1.694615e+02, fy +3.250255e+02, linerr +1.352625e+01, master time 0.1s, eval time 0.2s, time 0.3s Iter 34: ncols 145, nrows 97, Δ 5.078414e-02, fx0 +1.790400e+02, m +1.694705e+02, fy +3.252689e+02, linerr +1.070750e+01, master time 0.1s, eval time 0.2s, time 0.3s Iter 35: ncols 145, nrows 98, Δ 5.078414e-02, fx0 +1.790400e+02, m +1.694743e+02, fy +2.954842e+02, linerr +1.050062e+01, master time 0.1s, eval time 0.2s, time 0.3s Iter 36: ncols 145, nrows 99, Δ 5.078414e-02, fx0 +1.790400e+02, m +1.694762e+02, fy +2.943887e+02, linerr +1.126375e+01, master time 0.1s, eval time 0.2s, time 0.3s Iter 37: ncols 145, nrows 100, Δ 5.078414e-02, fx0 +1.790400e+02, m +1.694780e+02, fy +3.170462e+02, linerr +8.693125e+00, master time 0.1s, eval time 0.2s, time 0.3s Iter 38: ncols 145, nrows 101, Δ 5.078414e-02, fx0 +1.790400e+02, m +1.694791e+02, fy +3.114790e+02, linerr +1.069312e+01, master time 0.1s, eval time 0.2s, time 0.3s Iter 39: ncols 145, nrows 102, Δ 5.078414e-02, fx0 +1.790400e+02, m +1.694809e+02, fy +3.127004e+02, linerr +1.218500e+01, master time 0.1s, eval time 0.2s, time 0.3s Iter 40: ncols 145, nrows 103, Δ 5.078414e-02, fx0 +1.790400e+02, m +1.694817e+02, fy +3.048782e+02, linerr +9.846875e+00, master time 0.1s, eval time 0.2s, time 0.3s Iter 41: ncols 145, nrows 104, Δ 5.078414e-02, fx0 +1.790400e+02, m +1.694819e+02, fy +2.852981e+02, linerr +1.125563e+01, master time 0.1s, eval time 0.2s, time 0.3s Iter 42: ncols 145, nrows 105, Δ 5.078414e-02, fx0 +1.790400e+02, m +1.694829e+02, fy +2.962646e+02, linerr +1.073312e+01, master time 0.1s, eval time 0.2s, time 0.3s Iter 43: ncols 145, nrows 106, Δ 5.078414e-02, fx0 +1.790400e+02, m +1.694834e+02, fy +2.882258e+02, linerr +1.034000e+01, master time 0.1s, eval time 0.2s, time 0.3s Iter 44: ncols 145, nrows 107, Δ 5.078414e-02, fx0 +1.790400e+02, m +1.694837e+02, fy +2.638212e+02, linerr +1.071688e+01, master time 0.1s, eval time 0.2s, time 0.3s Iter 45: ncols 145, nrows 108, Δ 5.078414e-02, fx0 +1.790400e+02, m +1.694848e+02, fy +2.858618e+02, linerr +9.778750e+00, master time 0.1s, eval time 0.2s, time 0.3s Iter 46: ncols 145, nrows 109, Δ 5.078414e-02, fx0 +1.790400e+02, m +1.694860e+02, fy +3.052605e+02, linerr +1.066437e+01, master time 0.1s, eval time 0.2s, time 0.3s Iter 47: ncols 145, nrows 110, Δ 5.078414e-02, fx0 +1.790400e+02, m +1.694877e+02, fy +2.724501e+02, linerr +1.180625e+01, master time 0.1s, eval time 0.2s, time 0.3s Iter 48: ncols 145, nrows 111, Δ 5.078414e-02, fx0 +1.790400e+02, m +1.694879e+02, fy +2.796986e+02, linerr +8.768125e+00, master time 0.1s, eval time 0.2s, time 0.4s Iter 49: ncols 145, nrows 112, Δ 5.078414e-02, fx0 +1.790400e+02, m +1.694945e+02, fy +2.634809e+02, linerr +9.850000e+00, master time 0.1s, eval time 0.2s, time 0.4s Iter 50: ncols 145, nrows 113, Δ 5.078414e-02, fx0 +1.790400e+02, m +1.695013e+02, fy +2.654070e+02, linerr +1.180125e+01, master time 0.1s, eval time 0.2s, time 0.4s Iter 51: ncols 145, nrows 114, Δ 5.078414e-02, fx0 +1.790400e+02, m +1.695091e+02, fy +2.718087e+02, linerr +1.065437e+01, master time 0.1s, eval time 0.2s, time 0.4s Iter 52: ncols 145, nrows 115, Δ 5.078414e-02, fx0 +1.790400e+02, m +1.695128e+02, fy +2.593551e+02, linerr +1.200563e+01, master time 0.1s, eval time 0.2s, time 0.4s Iter 53: ncols 145, nrows 116, Δ 5.078414e-02, fx0 +1.790400e+02, m +1.695133e+02, fy +2.567198e+02, linerr +1.185625e+01, master time 0.1s, eval time 0.2s, time 0.4s Iter 54: ncols 145, nrows 117, Δ 5.078414e-02, fx0 +1.790400e+02, m +1.695138e+02, fy +2.552083e+02, linerr +9.360625e+00, master time 0.1s, eval time 0.2s, time 0.4s Iter 55: ncols 145, nrows 118, Δ 5.078414e-02, fx0 +1.790400e+02, m +1.695154e+02, fy +2.361216e+02, linerr +1.003375e+01, master time 0.1s, eval time 0.2s, time 0.4s Iter 56: ncols 145, nrows 118, Δ 5.078414e-02, fx0 +1.772005e+02, m +1.695154e+02, fy +1.772005e+02, linerr +1.003375e+01, master time 0.1s, eval time 0.2s, time 0.4s Iter 57: ncols 145, nrows 119, Δ 5.078414e-02, fx0 +1.772005e+02, m +1.695218e+02, fy +1.772005e+02, linerr -4.529710e-14, master time 0.1s, eval time 0.2s, time 0.4s Iter 58: ncols 145, nrows 120, Δ 5.078414e-02, fx0 +1.772005e+02, m +1.695246e+02, fy +1.947823e+02, linerr +7.022452e+00, master time 0.1s, eval time 0.2s, time 0.4s Iter 59: ncols 145, nrows 121, Δ 5.078414e-02, fx0 +1.772005e+02, m +1.695250e+02, 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1.1s, time 3.2s Iter 374: ncols 145, nrows 418, Δ 5.078414e-02, fx0 +1.724905e+02, m +1.717446e+02, fy +1.727706e+02, linerr +6.347388e-01, master time 1.7s, eval time 1.1s, time 3.2s Iter 375: ncols 145, nrows 419, Δ 5.078414e-02, fx0 +1.724905e+02, m +1.717447e+02, fy +1.732230e+02, linerr +1.170704e+00, master time 1.7s, eval time 1.1s, time 3.2s Iter 376: ncols 145, nrows 420, Δ 5.078414e-02, fx0 +1.724905e+02, m +1.717461e+02, fy +1.729212e+02, linerr +6.316627e-01, master time 1.7s, eval time 1.1s, time 3.2s Iter 377: ncols 145, nrows 421, Δ 5.078414e-02, fx0 +1.724905e+02, m +1.717465e+02, fy +1.734341e+02, linerr +1.736458e+00, master time 1.7s, eval time 1.1s, time 3.3s Iter 378: ncols 145, nrows 422, Δ 5.078414e-02, fx0 +1.724905e+02, m +1.717477e+02, fy +1.729103e+02, linerr +7.289277e-01, master time 1.7s, eval time 1.1s, time 3.3s Iter 379: ncols 145, nrows 423, Δ 5.078414e-02, fx0 +1.724905e+02, m +1.717491e+02, fy +1.730167e+02, linerr +5.947766e-01, master time 1.7s, eval time 1.1s, time 3.3s Iter 380: ncols 145, nrows 424, Δ 5.078414e-02, fx0 +1.724905e+02, m +1.717492e+02, fy +1.733898e+02, linerr +1.649587e+00, master time 1.7s, eval time 1.1s, time 3.3s Iter 381: ncols 145, nrows 425, Δ 5.078414e-02, fx0 +1.724905e+02, m +1.717493e+02, fy +1.734516e+02, linerr +1.590972e+00, master time 1.8s, eval time 1.1s, time 3.3s Iter 382: ncols 145, nrows 426, Δ 5.078414e-02, fx0 +1.724905e+02, m +1.717494e+02, fy +1.729541e+02, linerr +1.120006e+00, master time 1.8s, eval time 1.1s, time 3.3s Iter 383: ncols 145, nrows 427, Δ 5.078414e-02, fx0 +1.724905e+02, m +1.717494e+02, fy +1.729961e+02, linerr +7.342542e-01, master time 1.8s, eval time 1.1s, time 3.3s Iter 384: ncols 145, nrows 428, Δ 5.078414e-02, fx0 +1.724905e+02, m +1.717494e+02, fy +1.730188e+02, linerr +1.024572e+00, master time 1.8s, eval time 1.1s, time 3.3s Iter 385: ncols 145, nrows 429, Δ 5.078414e-02, fx0 +1.724905e+02, m +1.717499e+02, fy +1.727089e+02, linerr +5.477980e-01, master time 1.8s, eval time 1.1s, time 3.4s Iter 386: ncols 145, nrows 430, Δ 5.078414e-02, fx0 +1.724905e+02, m +1.717499e+02, fy +1.731751e+02, linerr +1.061119e+00, master time 1.8s, eval time 1.2s, time 3.4s Iter 387: ncols 145, nrows 431, Δ 5.078414e-02, fx0 +1.724905e+02, m +1.717500e+02, fy +1.730757e+02, linerr +6.970958e-01, master time 1.8s, eval time 1.2s, time 3.4s Iter 388: ncols 145, nrows 432, Δ 5.078414e-02, fx0 +1.724905e+02, m +1.717500e+02, fy +1.728925e+02, linerr +8.039216e-01, master time 1.8s, eval time 1.2s, time 3.4s Iter 389: ncols 145, nrows 433, Δ 5.078414e-02, fx0 +1.724905e+02, m +1.717500e+02, fy +1.728188e+02, linerr +6.812402e-01, master time 1.8s, eval time 1.2s, time 3.4s Iter 390: ncols 145, nrows 434, Δ 5.078414e-02, fx0 +1.724905e+02, m +1.717500e+02, fy +1.725595e+02, linerr +8.561077e-01, master time 1.8s, eval time 1.2s, time 3.4s Iter 391: ncols 145, nrows 435, Δ 5.078414e-02, fx0 +1.724905e+02, m +1.717500e+02, fy +1.726649e+02, linerr +8.468603e-01, master time 1.8s, eval time 1.2s, time 3.4s Iter 392: ncols 145, nrows 436, Δ 5.078414e-02, fx0 +1.724905e+02, m +1.717500e+02, fy +1.725603e+02, linerr +8.162506e-01, master time 1.8s, eval time 1.2s, time 3.4s Iter 393: ncols 145, nrows 437, Δ 5.078414e-02, fx0 +1.724905e+02, m +1.717500e+02, fy +1.728894e+02, linerr +8.680752e-01, master time 1.8s, eval time 1.2s, time 3.4s Iter 394: ncols 145, nrows 438, Δ 5.078414e-02, fx0 +1.724905e+02, m +1.717500e+02, fy +1.725619e+02, linerr +9.693167e-01, master time 1.8s, eval time 1.2s, time 3.5s Iter 395: ncols 145, nrows 438, Δ 5.078414e-02, fx0 +1.724411e+02, m +1.717500e+02, fy +1.724411e+02, linerr +9.693167e-01, master time 1.8s, eval time 1.2s, time 3.5s Iter 396: ncols 145, nrows 439, Δ 5.078414e-02, fx0 +1.724411e+02, m +1.717500e+02, fy +1.724411e+02, linerr -1.154632e-13, master time 1.8s, eval time 1.2s, time 3.5s Iter 397: ncols 145, nrows 440, Δ 5.078414e-02, fx0 +1.724411e+02, m +1.717500e+02, fy +1.724680e+02, linerr +2.384779e-01, master time 1.8s, eval time 1.2s, time 3.5s Iter 398: ncols 145, nrows 440, Δ 5.078414e-02, fx0 +1.724254e+02, m +1.717500e+02, fy +1.724254e+02, linerr +2.384779e-01, master time 1.8s, eval time 1.2s, time 3.5s Iter 399: ncols 145, nrows 441, Δ 5.078414e-02, fx0 +1.724254e+02, m +1.717500e+02, fy +1.724254e+02, linerr +1.776357e-15, master time 1.9s, eval time 1.2s, time 3.5s Iter 400: ncols 145, nrows 441, Δ 5.078414e-02, fx0 +1.723963e+02, m +1.717500e+02, fy +1.723963e+02, linerr +1.776357e-15, master time 1.9s, eval time 1.2s, time 3.5s Iter 401: ncols 145, nrows 442, Δ 5.078414e-02, fx0 +1.723963e+02, m +1.717500e+02, fy +1.723963e+02, linerr +7.371881e-14, master time 1.9s, eval time 1.2s, time 3.5s Iter 402: ncols 145, nrows 443, Δ 5.078414e-02, fx0 +1.723963e+02, m +1.717500e+02, fy +1.724639e+02, linerr +6.463495e-01, master time 1.9s, eval time 1.2s, time 3.5s Iter 403: ncols 145, nrows 443, Δ 5.078414e-02, fx0 +1.723572e+02, m +1.717500e+02, fy +1.723572e+02, linerr +6.463495e-01, master time 1.9s, eval time 1.2s, time 3.5s Iter 404: ncols 145, nrows 444, Δ 5.078414e-02, fx0 +1.723572e+02, m +1.717500e+02, fy +1.723572e+02, linerr -5.151435e-14, master time 1.9s, eval time 1.2s, time 3.5s Iter 405: ncols 145, nrows 444, Δ 5.078414e-02, fx0 +1.723302e+02, m +1.717500e+02, fy +1.723302e+02, linerr -5.151435e-14, master time 1.9s, eval time 1.2s, time 3.5s Iter 406: ncols 145, nrows 445, Δ 5.078414e-02, fx0 +1.723302e+02, m +1.717500e+02, fy +1.723302e+02, linerr -5.329071e-14, master time 1.9s, eval time 1.2s, time 3.6s Iter 407: ncols 145, nrows 446, Δ 5.078414e-02, fx0 +1.723302e+02, m +1.717500e+02, fy +1.728597e+02, linerr +8.311171e-01, master time 1.9s, eval time 1.2s, time 3.6s Iter 408: ncols 145, nrows 447, Δ 5.078414e-02, fx0 +1.723302e+02, m +1.717500e+02, fy +1.725350e+02, linerr +5.907626e-01, master time 1.9s, eval time 1.2s, time 3.6s Iter 409: ncols 145, nrows 447, Δ 1.015683e-01, fx0 +1.717500e+02, m +1.717500e+02, fy +1.717500e+02, linerr +5.907626e-01, master time 1.9s, eval time 1.2s, time 3.6s TERMINATION: Optimal DD.dual_objective_value(algo) = -171.7500000000001 DD.dual_solution(algo) = [0.0, 0.0, 0.0, -0.1769300758530749, -0.16617051165143243, -0.18302714005471638, -1.2096699867634084, -1.2170545509650497, -1.210189834080803, 0.0, 0.0, 0.0, -0.43002569130246926, -0.4679374822480597, -0.4477004549510014, 1.1768300637654971, 1.222804354711087, 1.1717218092159896, 0.0, 0.0, 0.0, 0.039639789103583296, 0.046756846067765236, 0.03786023213940212, -1.1815951610666806, -1.1808372180308624, -1.1833636948169177, -1.1391733631554952, -1.0413964430739473, -1.106362367184985, 0.0, 0.0, 0.0, 1.235594884443669, 1.1303179643621217, 1.1537128354913553, -0.0420313960503355, -0.049218111469276744, -0.045182180631392725, 1.2033550398010076, 1.2066042552199507, 1.198777143265094, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.27883881626461665, 0.27197743534921465, 0.29145505651188225, -1.220523971766844, -1.213925090851443, -1.215378990804463, 1.1386646013692856, 1.0409321362010957, 1.1093313717528117, 0.0, 0.0, 0.0, -1.222606254696387, -1.1291862895281952, -1.1499462817877926, -1.2489808315296118, -1.1451340841144029, -1.2154406971074618, 0.0, 0.0, 0.0, 1.2646732912549052, 1.149464043839697, 1.1750660988208534, 0.37598101286143987, 0.4049033491063147, 0.38323429160973116, 0.0, 0.0, 0.0, -1.1711211821187817, -1.1999310183636596, -1.1679200892026849, -0.4298588556182496, -0.4183267518362417, -0.4435811419405072, 0.0, 0.0, 0.0, 1.2200837809412108, 1.2048766771592, 1.2150147463472094, 0.0, 0.0, 0.0, 0.3279501152067085, 0.31251982813845947, 0.3351532254833413, -1.2163251843618128, -1.208207397293565, -1.186657741626455, 0.0, 0.0, 0.0, -0.9806106034451431, -1.0735825924245876, -1.0015637664382924, 1.1602505032591517, 1.2569724922385972, 1.1495036155947698, 0.0, 0.0, 0.0, 1.0346552818861725, 1.1366167255663326, 1.0660299297795603, 1.2111124816230203, 1.1208510379428602, 1.2211415309208165, 1.2494895933158214, 1.1455983909872545, 1.2124716925396342, 0.0, 0.0, 0.0, -1.2352549417278915, -1.1318137393993235, -1.1548006732501128, 0.0, 0.0, 0.0, 1.1289538132480665, 1.1598484631484958, 1.0954466633476379, 1.166293473994384, 1.1353238240939547, 1.2385559904287182, 0.0, 0.0, 0.0, -1.1265622063013143, -1.1573871977469843, -1.0881247148556472, -1.1810968365810397, -1.1462593451353702, -1.2552364645155774] Iter 1: ncols 124, nrows 64, fx0 +1.585000e+03, fy +1.585000e+03, m -2.314864e+08, v -2.314880e+08, u 1.000000e-02, i +0, master time 0.0s, eval time 0.0s, time 0.0s Iter 2: ncols 124, nrows 65, fx0 +1.585000e+03, fy +2.656208e+08, m -8.363955e+07, v -8.364113e+07, u 1.000000e-02, i -1, master time 0.0s, eval time 0.0s, time 0.0s Iter 3: ncols 124, nrows 66, fx0 +1.585000e+03, fy +1.820392e+08, m -3.090705e+07, v -3.090864e+07, u 1.000000e-02, i -2, master time 0.0s, eval time 0.0s, time 0.0s Iter 4: ncols 124, nrows 67, fx0 +1.585000e+03, fy +1.194976e+08, m -1.319628e+07, v -1.319786e+07, u 1.000000e-02, i -3, master time 0.0s, eval time 0.0s, time 0.0s Iter 5: ncols 124, nrows 68, fx0 +1.585000e+03, fy +2.277301e+06, m -3.593308e+05, v -3.609158e+05, u 1.000000e-02, i -4, master time 0.0s, eval time 0.0s, time 0.0s Iter 6: ncols 124, nrows 69, fx0 +1.585000e+03, fy +2.551670e+06, m -2.870025e+05, v -2.885875e+05, u 1.000000e-02, i -5, master time 0.0s, eval time 0.0s, time 0.1s Iter 7: ncols 124, nrows 70, fx0 +1.585000e+03, fy +4.984227e+06, m -1.343649e+05, v -1.359499e+05, u 1.000000e-02, i -6, master time 0.0s, eval time 0.0s, time 0.1s Iter 8: ncols 124, nrows 71, fx0 +1.585000e+03, fy +6.481879e+06, m -6.196990e+04, v -6.355490e+04, u 1.000000e-02, i -7, master time 0.1s, eval time 0.0s, time 0.1s Iter 9: ncols 124, nrows 72, fx0 +1.585000e+03, fy +2.152805e+06, m -5.120132e+04, v -5.278632e+04, u 1.000000e-02, i -8, master time 0.1s, eval time 0.0s, time 0.1s Iter 10: ncols 124, nrows 73, fx0 +1.585000e+03, fy +2.068324e+06, m -4.178277e+04, v -4.336777e+04, u 1.000000e-02, i -9, master time 0.1s, eval time 0.0s, time 0.1s Iter 11: ncols 124, nrows 74, fx0 +1.585000e+03, fy +1.560591e+06, m -2.714849e+04, v -2.873349e+04, u 1.000000e-02, i -10, master time 0.1s, eval time 0.0s, time 0.1s Iter 12: ncols 124, nrows 75, fx0 +1.585000e+03, fy +1.354871e+06, m -2.241998e+04, v -2.400498e+04, u 1.000000e-02, i -11, master time 0.1s, eval time 0.0s, time 0.1s Iter 13: ncols 124, nrows 76, fx0 +1.585000e+03, fy +9.200432e+05, m -1.751706e+04, v -1.910206e+04, u 1.000000e-02, i -12, master time 0.1s, eval time 0.0s, time 0.1s Iter 14: ncols 124, nrows 77, fx0 +1.585000e+03, fy +5.879634e+05, m -1.542186e+04, v -1.700686e+04, u 1.000000e-02, i -13, master time 0.1s, eval time 0.0s, time 0.1s Iter 15: ncols 124, nrows 78, fx0 +1.585000e+03, fy +6.369712e+05, m -1.302893e+04, v -1.461393e+04, u 1.000000e-02, i -14, master time 0.1s, eval time 0.0s, time 0.2s Iter 16: ncols 124, nrows 79, fx0 +1.585000e+03, fy +6.440779e+05, m -1.019574e+04, v 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-1.591116e+03, v -3.176116e+03, u 1.000000e-02, i -21, master time 0.2s, eval time 0.0s, time 0.3s Iter 23: ncols 124, nrows 86, fx0 +1.585000e+03, fy +1.662863e+05, m -1.114418e+03, v -2.699418e+03, u 1.000000e-02, i -22, master time 0.2s, eval time 0.0s, time 0.3s Iter 24: ncols 124, nrows 87, fx0 +1.585000e+03, fy +1.052407e+05, m -8.507654e+02, v -2.435765e+03, u 1.000000e-02, i -23, master time 0.2s, eval time 0.0s, time 0.3s Iter 25: ncols 124, nrows 88, fx0 +1.585000e+03, fy +9.324705e+04, m -7.007820e+02, v -2.285782e+03, u 1.000000e-02, i -24, master time 0.2s, eval time 0.1s, time 0.3s Iter 26: ncols 124, nrows 89, fx0 +1.585000e+03, fy +1.090192e+05, m -3.770005e+02, v -1.962000e+03, u 1.000000e-02, i -25, master time 0.3s, eval time 0.1s, time 0.3s Iter 27: ncols 124, nrows 90, fx0 +1.585000e+03, fy +1.097628e+05, m -2.046460e+02, v -1.789646e+03, u 1.000000e-02, i -26, master time 0.3s, eval time 0.1s, time 0.3s Iter 28: ncols 124, nrows 91, fx0 +1.585000e+03, fy 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+1.784946e+02, fy +1.784946e+02, m +1.707645e+02, v -7.730157e+00, u 1.000000e-02, i +2, master time 2.6s, eval time 0.2s, time 2.9s Iter 106: ncols 124, nrows 169, fx0 +1.770679e+02, fy +1.770679e+02, m +1.708138e+02, v -6.254097e+00, u 1.000000e-02, i +3, master time 2.7s, eval time 0.2s, time 3.0s Iter 107: ncols 124, nrows 170, fx0 +1.726095e+02, fy +1.726095e+02, m +1.708284e+02, v -1.781086e+00, u 5.742432e-03, i +1, master time 2.7s, eval time 0.2s, time 3.0s Iter 108: ncols 124, nrows 171, fx0 +1.726095e+02, fy +1.727283e+02, m +1.708306e+02, v -1.778935e+00, u 5.742432e-03, i -1, master time 2.8s, eval time 0.2s, time 3.1s Iter 109: ncols 124, nrows 172, fx0 +1.726095e+02, fy +1.761509e+02, m +1.708306e+02, v -1.778928e+00, u 5.742432e-03, i -2, master time 2.9s, eval time 0.2s, time 3.2s Iter 110: ncols 124, nrows 173, fx0 +1.726095e+02, fy +1.759391e+02, m +1.708316e+02, v -1.777903e+00, u 5.742432e-03, i -3, master time 3.0s, eval time 0.2s, time 3.3s Iter 111: ncols 124, nrows 174, fx0 +1.726095e+02, fy +1.738469e+02, m +1.708330e+02, v -1.776491e+00, u 5.742432e-03, i -4, master time 3.0s, eval time 0.2s, time 3.3s Iter 112: ncols 124, nrows 175, fx0 +1.726095e+02, fy +1.733566e+02, m +1.708351e+02, v -1.774350e+00, u 5.742432e-03, i -5, master time 3.1s, eval time 0.2s, time 3.4s Iter 113: ncols 124, nrows 176, fx0 +1.726095e+02, fy +1.741412e+02, m +1.708355e+02, v -1.774011e+00, u 5.742432e-03, i -6, master time 3.1s, eval time 0.2s, time 3.5s Iter 114: ncols 124, nrows 177, fx0 +1.726095e+02, fy +1.733023e+02, m +1.708372e+02, v -1.772322e+00, u 5.742432e-03, i -7, master time 3.2s, eval time 0.2s, time 3.5s Iter 115: ncols 124, nrows 178, fx0 +1.726095e+02, fy +1.729954e+02, m +1.708507e+02, v -1.758839e+00, u 5.742432e-03, i -8, master time 3.3s, eval time 0.2s, time 3.6s Iter 116: ncols 124, nrows 179, fx0 +1.726095e+02, fy +1.731977e+02, m +1.708678e+02, v -1.741722e+00, u 5.742432e-03, i -9, master time 3.3s, eval time 0.2s, time 3.6s Iter 117: ncols 124, nrows 180, fx0 +1.726095e+02, fy +1.736399e+02, m +1.708833e+02, v -1.726180e+00, u 5.742432e-03, i -10, master time 3.4s, eval time 0.2s, time 3.7s Iter 118: ncols 124, nrows 181, fx0 +1.726095e+02, fy +1.737487e+02, m +1.708881e+02, v -1.721406e+00, u 5.742432e-03, i -11, master time 3.4s, eval time 0.2s, time 3.8s Iter 119: ncols 124, nrows 182, fx0 +1.726095e+02, fy +1.744513e+02, m +1.708928e+02, v -1.716680e+00, u 5.742432e-03, i -12, master time 3.5s, eval time 0.2s, time 3.8s Iter 120: ncols 124, nrows 183, fx0 +1.726095e+02, fy +1.746799e+02, m +1.708990e+02, v -1.710461e+00, u 5.742432e-03, i -13, master time 3.6s, eval time 0.2s, time 3.9s Iter 121: ncols 124, nrows 184, fx0 +1.726095e+02, fy +1.744712e+02, m +1.709016e+02, v -1.707940e+00, u 5.742432e-03, i -14, master time 3.6s, eval time 0.2s, time 4.0s Iter 122: ncols 124, nrows 185, fx0 +1.726095e+02, fy +1.729154e+02, m +1.709094e+02, v -1.700104e+00, u 5.742432e-03, i -15, master time 3.7s, eval time 0.2s, time 4.0s Iter 123: ncols 124, nrows 186, fx0 +1.726095e+02, fy +1.739287e+02, m +1.709176e+02, v -1.691918e+00, u 5.742432e-03, i -16, master time 3.7s, eval time 0.2s, time 4.1s Iter 124: ncols 124, nrows 187, fx0 +1.726095e+02, fy +1.733481e+02, m +1.709198e+02, v -1.689715e+00, u 5.742432e-03, i -17, master time 3.8s, eval time 0.2s, time 4.2s Iter 125: ncols 124, nrows 188, fx0 +1.726095e+02, fy +1.731397e+02, m +1.709314e+02, v -1.678127e+00, u 5.742432e-03, i -18, master time 3.9s, eval time 0.2s, time 4.2s Removed 1 inactive cuts. Iter 126: ncols 124, nrows 188, fx0 +1.726095e+02, fy +1.733234e+02, m +1.709351e+02, v -1.674411e+00, u 5.742432e-03, i -19, master time 3.9s, eval time 0.2s, time 4.3s Removed 1 inactive cuts. Iter 127: ncols 124, nrows 188, fx0 +1.726095e+02, fy +1.739143e+02, m +1.709375e+02, v -1.672025e+00, u 5.742432e-03, i -20, master time 4.0s, eval time 0.3s, time 4.4s Removed 1 inactive cuts. Iter 128: ncols 124, nrows 188, fx0 +1.726095e+02, fy +1.726407e+02, m +1.709436e+02, v -1.665940e+00, u 5.742432e-03, i -21, master time 4.1s, eval time 0.3s, time 4.4s Removed 1 inactive cuts. Iter 129: ncols 124, nrows 188, fx0 +1.726095e+02, fy +1.737017e+02, m +1.709543e+02, v -1.655224e+00, u 5.742432e-03, i -22, master time 4.2s, eval time 0.3s, time 4.5s Removed 1 inactive cuts. Iter 130: ncols 124, nrows 188, fx0 +1.726095e+02, fy +1.729779e+02, m +1.709543e+02, v -1.655223e+00, u 5.742432e-03, i -23, master time 4.2s, eval time 0.3s, time 4.6s Removed 1 inactive cuts. Iter 131: ncols 124, nrows 188, fx0 +1.726095e+02, fy +1.748497e+02, m +1.709596e+02, v -1.649857e+00, u 5.742432e-03, i -24, master time 4.3s, eval time 0.3s, time 4.6s Removed 1 inactive cuts. Iter 132: ncols 124, nrows 188, fx0 +1.726095e+02, fy +1.738087e+02, m +1.709684e+02, v -1.641101e+00, u 5.742432e-03, i -25, master time 4.3s, eval time 0.3s, time 4.7s Removed 1 inactive cuts. Iter 133: ncols 124, nrows 188, fx0 +1.726095e+02, fy +1.732467e+02, m +1.709739e+02, v -1.635601e+00, u 5.742432e-03, i -26, master time 4.4s, eval time 0.3s, time 4.8s Removed 1 inactive cuts. Iter 134: ncols 124, nrows 188, fx0 +1.726095e+02, fy +1.729309e+02, m +1.709778e+02, v -1.631721e+00, u 5.742432e-03, i -27, master time 4.5s, eval time 0.3s, time 4.8s Removed 1 inactive cuts. Iter 135: ncols 124, nrows 188, fx0 +1.726095e+02, fy +1.727247e+02, m +1.709837e+02, v -1.625832e+00, u 5.742432e-03, i -28, master time 4.5s, eval time 0.3s, time 4.9s Removed 1 inactive cuts. Iter 136: ncols 124, nrows 188, fx0 +1.726095e+02, fy +1.737378e+02, m +1.709907e+02, v -1.618757e+00, u 5.742432e-03, i -29, master time 4.6s, eval time 0.3s, time 5.0s Removed 1 inactive cuts. Iter 137: ncols 124, nrows 188, fx0 +1.726095e+02, fy +1.746776e+02, m +1.709937e+02, v -1.615814e+00, u 5.742432e-03, i -30, master time 4.6s, eval time 0.3s, time 5.0s Removed 1 inactive cuts. Iter 138: ncols 124, nrows 188, fx0 +1.726095e+02, fy +1.731692e+02, m +1.710034e+02, v -1.606099e+00, u 5.742432e-03, i -31, master time 4.7s, eval time 0.3s, time 5.1s Removed 1 inactive cuts. Iter 139: ncols 124, nrows 188, fx0 +1.726095e+02, fy +1.734322e+02, m +1.710069e+02, v -1.602604e+00, u 5.742432e-03, i -32, master time 4.8s, eval time 0.3s, time 5.2s Removed 1 inactive cuts. Iter 140: ncols 124, nrows 188, fx0 +1.726095e+02, fy +1.731885e+02, m +1.710114e+02, v -1.598133e+00, u 5.742432e-03, i -33, master time 4.8s, eval time 0.3s, time 5.2s Removed 1 inactive cuts. Iter 141: ncols 124, nrows 188, fx0 +1.726095e+02, fy +1.734880e+02, m +1.710167e+02, v -1.592756e+00, u 5.742432e-03, i -34, master time 4.9s, eval time 0.3s, time 5.3s Removed 1 inactive cuts. Iter 142: ncols 124, nrows 188, fx0 +1.726095e+02, fy +1.732794e+02, m +1.710181e+02, v -1.591405e+00, u 5.742432e-03, i -35, master time 5.0s, eval time 0.3s, time 5.4s Removed 1 inactive cuts. Iter 143: ncols 124, nrows 188, fx0 +1.726095e+02, fy +1.728326e+02, m +1.710186e+02, v -1.590915e+00, u 5.742432e-03, i -36, master time 5.0s, eval time 0.3s, time 5.4s Removed 1 inactive cuts. Iter 144: ncols 124, nrows 188, fx0 +1.726095e+02, fy +1.726771e+02, m +1.710342e+02, v -1.575283e+00, u 5.742432e-03, i -37, master time 5.1s, eval time 0.3s, time 5.5s Removed 1 inactive cuts. Iter 145: ncols 124, nrows 188, fx0 +1.726095e+02, fy +1.731203e+02, m +1.710391e+02, v -1.570377e+00, u 5.742432e-03, i -38, master time 5.1s, eval time 0.3s, time 5.6s Removed 1 inactive cuts. Iter 146: ncols 124, nrows 188, fx0 +1.726095e+02, fy +1.736008e+02, m +1.710456e+02, v -1.563890e+00, u 5.742432e-03, i -39, master time 5.2s, eval time 0.3s, time 5.6s Removed 1 inactive cuts. Iter 147: ncols 124, nrows 188, fx0 +1.726095e+02, fy +1.728680e+02, m +1.710496e+02, v -1.559872e+00, u 5.742432e-03, i -40, master time 5.3s, eval time 0.3s, time 5.7s Removed 1 inactive cuts. Iter 148: ncols 124, nrows 188, fx0 +1.726095e+02, fy +1.731649e+02, m +1.710533e+02, v -1.556181e+00, u 5.742432e-03, i -41, master time 5.3s, eval time 0.3s, time 5.8s Removed 1 inactive cuts. Iter 149: ncols 124, nrows 188, fx0 +1.726095e+02, fy +1.726327e+02, m +1.710563e+02, v -1.553240e+00, u 5.742432e-03, i -42, master time 5.4s, eval time 0.3s, time 5.8s Removed 1 inactive cuts. Iter 150: ncols 124, nrows 188, fx0 +1.726095e+02, fy +1.728471e+02, m +1.710594e+02, v -1.550052e+00, u 5.742432e-03, i -43, master time 5.5s, eval time 0.3s, time 5.9s Removed 1 inactive cuts. Iter 151: ncols 124, nrows 188, fx0 +1.725631e+02, fy +1.725631e+02, m +1.710621e+02, v -1.500989e+00, u 5.742432e-03, i +1, master time 5.5s, eval time 0.3s, time 6.0s Removed 1 inactive cuts. Iter 152: ncols 124, nrows 188, fx0 +1.725631e+02, fy +1.729065e+02, m +1.710705e+02, v -1.492542e+00, u 5.742432e-03, i -1, master time 5.6s, eval time 0.3s, time 6.0s Removed 1 inactive cuts. Iter 153: ncols 124, nrows 188, fx0 +1.725631e+02, fy +1.727054e+02, m +1.710840e+02, v -1.479076e+00, u 5.742432e-03, i -2, master time 5.6s, eval time 0.3s, time 6.1s Removed 1 inactive cuts. Iter 154: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.725074e+02, m +1.710912e+02, v -1.416166e+00, u 5.742432e-03, i +1, master time 5.7s, eval time 0.3s, time 6.1s Removed 1 inactive cuts. Iter 155: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.730160e+02, m +1.710974e+02, v -1.409973e+00, u 5.742432e-03, i -1, master time 5.8s, eval time 0.3s, time 6.2s Removed 1 inactive cuts. Iter 156: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.749360e+02, m +1.711111e+02, v -1.396264e+00, u 5.742432e-03, i -2, master time 5.8s, eval time 0.3s, time 6.3s Removed 1 inactive cuts. Iter 157: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.729769e+02, m +1.711153e+02, v -1.392098e+00, u 5.742432e-03, i -3, master time 5.9s, eval time 0.3s, time 6.3s Removed 1 inactive cuts. Iter 158: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.733705e+02, m +1.711178e+02, v -1.389589e+00, u 5.742432e-03, i -4, master time 5.9s, eval time 0.3s, time 6.4s Removed 1 inactive cuts. Iter 159: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.728441e+02, m +1.711230e+02, v -1.384368e+00, u 5.742432e-03, i -5, master time 6.0s, eval time 0.3s, time 6.4s Removed 1 inactive cuts. Iter 160: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.743104e+02, m +1.711290e+02, v -1.378354e+00, u 5.742432e-03, i -6, master time 6.0s, eval time 0.3s, time 6.5s Removed 1 inactive cuts. Iter 161: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.733377e+02, m +1.711338e+02, v -1.373603e+00, u 5.742432e-03, i -7, master time 6.1s, eval time 0.3s, time 6.6s Removed 1 inactive cuts. Iter 162: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.733297e+02, m +1.711414e+02, v -1.365983e+00, u 5.742432e-03, i -8, master time 6.1s, eval time 0.3s, time 6.6s Removed 1 inactive cuts. Iter 163: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.737344e+02, m +1.711445e+02, v -1.362828e+00, u 5.742432e-03, i -9, master time 6.2s, eval time 0.3s, time 6.7s Removed 1 inactive cuts. Iter 164: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.734106e+02, m +1.711540e+02, v -1.353359e+00, u 5.742432e-03, i -10, master time 6.3s, eval time 0.3s, time 6.7s Removed 1 inactive cuts. Iter 165: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.731471e+02, m +1.711629e+02, v -1.344506e+00, u 5.742432e-03, i -11, master time 6.3s, eval time 0.3s, time 6.8s Removed 1 inactive cuts. Iter 166: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.729223e+02, m +1.711714e+02, v -1.335928e+00, u 5.742432e-03, i -12, master time 6.4s, eval time 0.3s, time 6.9s Removed 1 inactive cuts. Iter 167: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.727203e+02, m +1.711740e+02, v -1.333383e+00, u 5.742432e-03, i -13, master time 6.4s, eval time 0.3s, time 7.0s Removed 1 inactive cuts. Iter 168: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.732017e+02, m +1.711816e+02, v -1.325787e+00, u 5.742432e-03, i -14, master time 6.5s, eval time 0.3s, time 7.0s Removed 1 inactive cuts. Iter 169: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.728741e+02, m +1.711900e+02, v -1.317355e+00, u 5.742432e-03, i -15, master time 6.5s, eval time 0.3s, time 7.1s Removed 1 inactive cuts. Iter 170: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.725691e+02, m +1.711947e+02, v -1.312710e+00, u 5.742432e-03, i -16, master time 6.6s, eval time 0.3s, time 7.1s Removed 1 inactive cuts. Iter 171: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.736174e+02, m +1.712096e+02, v -1.297761e+00, u 5.742432e-03, i -17, master time 6.6s, eval time 0.3s, time 7.2s Removed 1 inactive cuts. Iter 172: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.729784e+02, m +1.712208e+02, v -1.286591e+00, u 5.742432e-03, i -18, master time 6.7s, eval time 0.3s, time 7.3s Removed 1 inactive cuts. Iter 173: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.725303e+02, m +1.712462e+02, v -1.261172e+00, u 5.742432e-03, i -19, master time 6.8s, eval time 0.3s, time 7.3s Removed 1 inactive cuts. Iter 174: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.742149e+02, m +1.712578e+02, v -1.249561e+00, u 5.742432e-03, i -20, master time 6.8s, eval time 0.3s, time 7.4s Removed 1 inactive cuts. Iter 175: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.737652e+02, m +1.712600e+02, v -1.247385e+00, u 5.742432e-03, i -21, master time 6.9s, eval time 0.3s, time 7.4s Removed 1 inactive cuts. Iter 176: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.729038e+02, m +1.712680e+02, v -1.239323e+00, u 5.742432e-03, i -22, master time 6.9s, eval time 0.3s, time 7.5s Removed 1 inactive cuts. Iter 177: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.738886e+02, m +1.712756e+02, v -1.231766e+00, u 5.742432e-03, i -23, master time 7.0s, eval time 0.3s, time 7.6s Removed 1 inactive cuts. Iter 178: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.740799e+02, m +1.712857e+02, v -1.221646e+00, u 5.742432e-03, i -24, master time 7.0s, eval time 0.3s, time 7.6s Removed 1 inactive cuts. Iter 179: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.734539e+02, m +1.713329e+02, v -1.174477e+00, u 5.742432e-03, i -25, master time 7.1s, eval time 0.4s, time 7.7s Removed 1 inactive cuts. Iter 180: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.741884e+02, m +1.713384e+02, v -1.168974e+00, u 5.742432e-03, i -26, master time 7.1s, eval time 0.4s, time 7.7s Removed 1 inactive cuts. Iter 181: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.730469e+02, m +1.713408e+02, v -1.166566e+00, u 5.742432e-03, i -27, master time 7.2s, eval time 0.4s, time 7.8s Removed 1 inactive cuts. Iter 182: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.730604e+02, m +1.713531e+02, v -1.154286e+00, u 5.742432e-03, i -28, master time 7.3s, eval time 0.4s, time 7.9s Removed 1 inactive cuts. Iter 183: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.737328e+02, m +1.713628e+02, v -1.144616e+00, u 5.742432e-03, i -29, master time 7.3s, eval time 0.4s, time 7.9s Removed 1 inactive cuts. Iter 184: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.731813e+02, m +1.713685e+02, v -1.138903e+00, u 5.742432e-03, i -30, master time 7.4s, eval time 0.4s, time 8.0s Removed 1 inactive cuts. Iter 185: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.732017e+02, m +1.713693e+02, v -1.138064e+00, u 5.742432e-03, i -31, master time 7.4s, eval time 0.4s, time 8.0s Removed 1 inactive cuts. Iter 186: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.730776e+02, m +1.713791e+02, v -1.128269e+00, u 5.742432e-03, i -32, master time 7.5s, eval time 0.4s, time 8.1s Removed 1 inactive cuts. Iter 187: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.731880e+02, m +1.713830e+02, v -1.124379e+00, u 5.742432e-03, i -33, master time 7.5s, eval time 0.4s, time 8.2s Removed 1 inactive cuts. Iter 188: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.735977e+02, m +1.713853e+02, v -1.122026e+00, u 5.742432e-03, i -34, master time 7.6s, eval time 0.4s, time 8.2s Removed 1 inactive cuts. Iter 189: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.742818e+02, m +1.714055e+02, v -1.101845e+00, u 5.742432e-03, i -35, master time 7.7s, eval time 0.4s, time 8.3s Removed 1 inactive cuts. Iter 190: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.729491e+02, m +1.714358e+02, v -1.071559e+00, u 5.742432e-03, i -36, master time 7.7s, eval time 0.4s, time 8.3s Removed 1 inactive cuts. Iter 191: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.744322e+02, m +1.714518e+02, v -1.055609e+00, u 5.742432e-03, i -37, master time 7.8s, eval time 0.4s, time 8.4s Removed 1 inactive cuts. Iter 192: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.737964e+02, m +1.714562e+02, v -1.051158e+00, u 5.742432e-03, i -38, master time 7.8s, eval time 0.4s, time 8.5s Removed 1 inactive cuts. Iter 193: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.732324e+02, m +1.714642e+02, v -1.043173e+00, u 5.742432e-03, i -39, master time 7.9s, eval time 0.4s, time 8.5s Removed 1 inactive cuts. Iter 194: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.743286e+02, m +1.714697e+02, v -1.037699e+00, u 5.742432e-03, i -40, master time 7.9s, eval time 0.4s, time 8.6s Removed 1 inactive cuts. Iter 195: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.733900e+02, m +1.714776e+02, v -1.029793e+00, u 5.742432e-03, i -41, master time 8.0s, eval time 0.4s, time 8.6s Removed 1 inactive cuts. Iter 196: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.730099e+02, m +1.714848e+02, v -1.022571e+00, u 5.742432e-03, i -42, master time 8.0s, eval time 0.4s, time 8.7s Removed 1 inactive cuts. Iter 197: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.732355e+02, m +1.714909e+02, v -1.016459e+00, u 5.742432e-03, i -43, master time 8.1s, eval time 0.4s, time 8.7s Removed 1 inactive cuts. Iter 198: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.733842e+02, m +1.715066e+02, v -1.000818e+00, u 5.742432e-03, i -44, master time 8.2s, eval time 0.4s, time 8.8s Removed 1 inactive cuts. Iter 199: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.741031e+02, m +1.715124e+02, v -9.949814e-01, u 5.742432e-03, i -45, master time 8.2s, eval time 0.4s, time 8.9s Removed 1 inactive cuts. Iter 200: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.730158e+02, m +1.715164e+02, v -9.909640e-01, u 5.742432e-03, i -46, master time 8.3s, eval time 0.4s, time 8.9s Removed 1 inactive cuts. Iter 201: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.729325e+02, m +1.715369e+02, v -9.704390e-01, u 5.742432e-03, i -47, master time 8.3s, eval time 0.4s, time 9.0s Removed 1 inactive cuts. Iter 202: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.734999e+02, m +1.715485e+02, v -9.589068e-01, u 5.742432e-03, i -48, master time 8.4s, eval time 0.4s, time 9.0s Removed 1 inactive cuts. Iter 203: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.731215e+02, m +1.715521e+02, v -9.553045e-01, u 5.742432e-03, i -49, master time 8.4s, eval time 0.4s, time 9.1s Removed 1 inactive cuts. Iter 204: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.735411e+02, m +1.715624e+02, v -9.449820e-01, u 5.742432e-03, i -50, master time 8.5s, eval time 0.4s, time 9.1s Removed 1 inactive cuts. Iter 205: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.746296e+02, m +1.715635e+02, v -9.438395e-01, u 5.742432e-03, i -51, master time 8.5s, eval time 0.4s, time 9.2s Removed 1 inactive cuts. Iter 206: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.729825e+02, m +1.715679e+02, v -9.395176e-01, u 5.742432e-03, i -52, master time 8.6s, eval time 0.4s, time 9.3s Removed 1 inactive cuts. Iter 207: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.731802e+02, m +1.715819e+02, v -9.255210e-01, u 5.742432e-03, i -53, master time 8.6s, eval time 0.4s, time 9.3s Removed 1 inactive cuts. Iter 208: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.737963e+02, m +1.715846e+02, v -9.227628e-01, u 5.742432e-03, i -54, master time 8.7s, eval time 0.4s, time 9.4s Removed 1 inactive cuts. Iter 209: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.732102e+02, m +1.716288e+02, v -8.785266e-01, u 5.742432e-03, i -55, master time 8.8s, eval time 0.4s, time 9.4s Removed 1 inactive cuts. Iter 210: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.745129e+02, m +1.716322e+02, v -8.752208e-01, u 5.742432e-03, i -56, master time 8.8s, eval time 0.4s, time 9.5s Removed 1 inactive cuts. Iter 211: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.744195e+02, m +1.716342e+02, v -8.731391e-01, u 5.742432e-03, i -57, master time 8.9s, eval time 0.4s, time 9.6s Removed 1 inactive cuts. Iter 212: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.738418e+02, m +1.716532e+02, v -8.541594e-01, u 5.742432e-03, i -58, master time 8.9s, eval time 0.4s, time 9.6s Removed 1 inactive cuts. Iter 213: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.749437e+02, m +1.716571e+02, v -8.502419e-01, u 5.742432e-03, i -59, master time 9.0s, eval time 0.4s, time 9.7s Removed 1 inactive cuts. Iter 214: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.734721e+02, m +1.716674e+02, v -8.400188e-01, u 5.742432e-03, i -60, master time 9.0s, eval time 0.4s, time 9.7s Removed 1 inactive cuts. Iter 215: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.736816e+02, m +1.716691e+02, v -8.382477e-01, u 5.742432e-03, i -61, master time 9.1s, eval time 0.4s, time 9.8s Removed 1 inactive cuts. Iter 216: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.737342e+02, m +1.716706e+02, v -8.367992e-01, u 5.742432e-03, i -62, master time 9.1s, eval time 0.4s, time 9.8s Removed 1 inactive cuts. Iter 217: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.730475e+02, m +1.716994e+02, v -8.079239e-01, u 5.742432e-03, i -63, master time 9.2s, eval time 0.4s, time 9.9s Removed 1 inactive cuts. Iter 218: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.745431e+02, m +1.717264e+02, v -7.809467e-01, u 5.742432e-03, i -64, master time 9.2s, eval time 0.4s, time 10.0s Removed 1 inactive cuts. Iter 219: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.738303e+02, m +1.717410e+02, v -7.663556e-01, u 5.742432e-03, i -65, master time 9.3s, eval time 0.4s, time 10.0s Removed 1 inactive cuts. Iter 220: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.746296e+02, m +1.717421e+02, v -7.652490e-01, u 5.742432e-03, i -66, master time 9.4s, eval time 0.4s, time 10.1s Removed 1 inactive cuts. Iter 221: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.735459e+02, m +1.717421e+02, v -7.652352e-01, u 5.742432e-03, i -67, master time 9.4s, eval time 0.4s, time 10.2s Removed 1 inactive cuts. Iter 222: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.740267e+02, m +1.717422e+02, v -7.651500e-01, u 5.742432e-03, i -68, master time 9.5s, eval time 0.4s, time 10.2s Removed 1 inactive cuts. Iter 223: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.744237e+02, m +1.717429e+02, v -7.644338e-01, u 5.742432e-03, i -69, master time 9.5s, eval time 0.4s, time 10.3s Removed 1 inactive cuts. Iter 224: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.734141e+02, m +1.717431e+02, v -7.642527e-01, u 5.742432e-03, i -70, master time 9.6s, eval time 0.4s, time 10.4s Removed 1 inactive cuts. Iter 225: ncols 124, nrows 188, fx0 +1.725074e+02, fy +1.733230e+02, m +1.717500e+02, v -7.573710e-01, u 5.742432e-03, i -71, master time 9.6s, eval time 0.4s, time 10.4s Removed 1 inactive cuts. Iter 226: ncols 124, nrows 188, fx0 +1.717500e+02, fy +1.717500e+02, m +1.717500e+02, v 3.833117e-07, u 5.742432e-03, i +1, master time 9.7s, eval time 0.4s, time 10.5s TERMINATION: Optimal: v = 3.8331170693735864e-7 DD.dual_objective_value(algo) = -171.74999973950827 DD.dual_solution(algo) = [2.7353143033789665e-25, 2.7353143033789665e-25, -3.4907047010872944e-22, 0.06183752392629899, 0.06521250094410407, 0.06368855238440727, 2.7353143033789665e-25, 0.0, 7.019482012178326e-23, 0.06547502643502567, 0.07353751822784672, 0.06375826589316966, 2.7353143033789665e-25, 0.0, -2.5172528752078e-21, 0.06566250368138847, 0.07353749349501855, 0.06381363646459405, -0.25462512169810664, -0.2782500875974648, -0.2550330635725813, 0.26775013779302703, 0.29137509757988944, 0.26882954236770557, 2.7353143033789665e-25, 2.7353143033789665e-25, 1.1237421439215317e-19, 0.06566251228527484, 0.058162526456225286, 0.06370725449488872, -0.2703750089398587, -0.27825005587643187, -0.25525454585837615, 0.28350009449831465, 0.2913751119568019, 0.2769774353510183, -1.1025004842286281, -1.1025004762150112, -1.0895315684882052, 0.0, 2.7353143033789665e-25, -3.2705422553911205e-20, 0.06952500078274798, 0.0655875344401889, 0.06381363646459405, 2.7353143033789665e-25, 2.7353143033789665e-25, 2.243601960605628e-20, 0.06547498725879625, 0.06521250094411321, 0.06368855238616664, 0.0, 2.7353143033789665e-25, -2.1487479388366415e-20, 0.06952501678351888, 0.06521250927144627, 0.06370725449488872, 0.0, 2.7353143033789665e-25, -1.243694256570506e-19, 0.0695250167807964, 0.05816252650686615, 0.06370725450287969, 2.7353143033789665e-25, 2.7353143033789665e-25, -1.939835796784152e-20, 0.06547502644681172, 0.06558752557790223, 0.06375826589307236, 2.7353143033789665e-25, 2.7353143033789665e-25, 2.3951419299965586e-20, 0.061837523931431194, 0.058162532867782384, 0.06368855275977789, -0.2703750581348501, -0.24675007150111852, -0.2548290179913337, 0.2835001204664575, 0.25987512118517647, 0.2695700848440843, 2.7351573975065013e-25, 2.7351709523328013e-25, -3.7598041472767996e-21, 0.0654749872520895, 0.058162532872048124, 0.06368855275485576, 2.7350487094427963e-25, 2.735068402584352e-25, 1.4826397347825126e-20, 0.06183753440851455, 0.06558752556420276, 0.06375826589316964, 2.7350684543868877e-25, 0.0, 9.349992064540867e-21, 0.06183753440775476, 0.0735375182275129, 0.06375826589316966, -0.25462502236861595, -0.2467500676280478, -0.25475421028520756, 0.267750131470829, 0.2598751454931436, 0.2741545059253971, 2.7350583834425536e-25, 2.735074008852779e-25, 1.2024219510478624e-20, 0.06566251228525996, 0.06521250926658087, 0.06370725449867658, 2.7350540822747884e-25, 2.735057979541799e-25, 1.61825196201778e-20, 0.06566250368701759, 0.06558753445181424, 0.06381363646459405, 0.0, 0.0, -1.755164519823098e-20, 0.06952500078870473, 0.07353749348941026, 0.06381363646459405] Test Summary: | Pass Total Time investment | 3 3 25.8s Found new best primal bound: -107240.0 Found new best primal bound: -107701.0 Iter 1: ncols 10, nrows 4, Δ 1.000000e+01, fx0 +1.154000e+05, m +1.127700e+05, fy +1.154000e+05, linerr +0.000000e+00, master time 0.0s, eval time 0.0s, time 0.0s Iter 2: ncols 10, nrows 4, Δ 2.000000e+01, fx0 +1.132200e+05, m +1.075100e+05, fy +1.132200e+05, linerr +0.000000e+00, master time 0.0s, eval time 0.0s, time 0.0s Iter 3: ncols 10, nrows 5, Δ 2.000000e+01, fx0 +1.132200e+05, m +1.085843e+05, fy +1.179067e+05, linerr +7.373333e+03, master time 0.0s, eval time 0.0s, time 0.0s Iter 4: ncols 10, nrows 5, Δ 2.000000e+01, fx0 +1.120343e+05, m +1.057803e+05, fy +1.120343e+05, linerr +7.373333e+03, master time 0.0s, eval time 0.0s, time 0.0s Iter 5: ncols 10, nrows 6, Δ 2.000000e+01, fx0 +1.120343e+05, m +1.068408e+05, fy +1.236170e+05, linerr +1.533333e+03, master time 0.0s, eval time 0.0s, time 0.0s Iter 6: ncols 10, nrows 6, Δ 2.000000e+01, fx0 +1.099075e+05, m +1.048408e+05, fy +1.099075e+05, linerr +1.533333e+03, master time 0.0s, eval time 0.0s, time 0.0s Iter 7: ncols 10, nrows 7, Δ 2.000000e+01, fx0 +1.099075e+05, m +1.061982e+05, fy +1.203166e+05, linerr +4.230838e+03, master time 0.0s, eval time 0.0s, time 0.0s Iter 8: ncols 10, nrows 8, Δ 2.000000e+01, fx0 +1.099075e+05, m +1.068147e+05, fy +1.106285e+05, linerr +2.248718e+03, master time 0.0s, eval time 0.0s, time 0.0s Iter 9: ncols 10, nrows 9, Δ 2.000000e+01, fx0 +1.099075e+05, m +1.070639e+05, fy +1.103801e+05, linerr +1.317949e+03, master time 0.0s, eval time 0.0s, time 0.0s Iter 10: ncols 10, nrows 10, Δ 2.000000e+01, fx0 +1.099075e+05, m +1.074089e+05, fy +1.108599e+05, linerr +5.000000e+02, master time 0.0s, eval time 0.0s, time 0.0s Iter 11: ncols 10, nrows 11, Δ 2.000000e+01, fx0 +1.099075e+05, m +1.076592e+05, fy +1.103521e+05, linerr +8.179487e+02, master time 0.0s, eval time 0.0s, time 0.0s Iter 12: ncols 10, nrows 12, Δ 2.000000e+01, fx0 +1.099075e+05, m +1.085577e+05, fy +1.109620e+05, linerr -2.728484e-12, master time 0.0s, eval time 0.0s, time 0.0s Iter 13: ncols 10, nrows 12, Δ 4.000000e+01, fx0 +1.085577e+05, m +1.083900e+05, fy +1.085577e+05, linerr -2.728484e-12, master time 0.0s, eval time 0.0s, time 0.0s Iter 14: ncols 10, nrows 12, Δ 8.000000e+01, fx0 +1.083900e+05, m +1.083900e+05, fy +1.083900e+05, linerr -2.728484e-12, master time 0.0s, eval time 0.0s, time 0.0s TERMINATION: Optimal DD.primal_objective_value(algo) = -107701.0 DD.primal_solution(algo) = Dict{Any, Float64}("x1" => 183.0, "x2" => 67.0, "x3" => 250.0) Found new best primal bound: -103479.33333333334 Iter 1: ncols 10, nrows 4, Δ 1.000000e+01, fx0 +1.154000e+05, m +1.127700e+05, fy +1.154000e+05, linerr +0.000000e+00, master time 0.0s, eval time 0.0s, time 0.0s Found new best primal bound: -107341.99999999994 Iter 2: ncols 10, nrows 4, Δ 2.000000e+01, fx0 +1.132200e+05, m +1.075100e+05, fy +1.132200e+05, linerr +0.000000e+00, master time 0.0s, eval time 0.0s, time 0.0s Iter 3: ncols 10, nrows 5, Δ 2.000000e+01, fx0 +1.132200e+05, m +1.085843e+05, fy +1.179067e+05, linerr +7.373333e+03, master time 0.0s, eval time 0.0s, time 0.0s Found new best primal bound: -107341.99999999996 Iter 4: ncols 10, nrows 5, Δ 2.000000e+01, fx0 +1.120343e+05, m +1.057803e+05, fy +1.120343e+05, linerr +7.373333e+03, master time 0.0s, eval time 0.0s, time 0.0s Iter 5: ncols 10, nrows 6, Δ 2.000000e+01, fx0 +1.120343e+05, m +1.068408e+05, fy +1.236170e+05, linerr +1.533333e+03, master time 0.0s, eval time 0.0s, time 0.0s Found new best primal bound: -107341.99999999997 Iter 6: ncols 10, nrows 6, Δ 2.000000e+01, fx0 +1.099075e+05, m +1.048408e+05, fy +1.099075e+05, linerr +1.533333e+03, master time 0.0s, eval time 0.0s, time 0.0s Iter 7: ncols 10, nrows 7, Δ 2.000000e+01, fx0 +1.099075e+05, m +1.061982e+05, fy +1.203166e+05, linerr +4.230838e+03, master time 0.0s, eval time 0.0s, time 0.0s Iter 8: ncols 10, nrows 8, Δ 2.000000e+01, fx0 +1.099075e+05, m +1.068147e+05, fy +1.106285e+05, linerr +2.248718e+03, master time 0.0s, eval time 0.0s, time 0.0s Iter 9: ncols 10, nrows 9, Δ 2.000000e+01, fx0 +1.099075e+05, m +1.074089e+05, fy +1.103801e+05, linerr +5.000000e+02, master time 0.0s, eval time 0.0s, time 0.0s Found new best primal bound: -107342.00000000001 Iter 10: ncols 10, nrows 10, Δ 2.000000e+01, fx0 +1.099075e+05, m +1.085577e+05, fy +1.103521e+05, linerr +5.456968e-11, master time 0.0s, eval time 0.0s, time 0.0s Iter 11: ncols 10, nrows 10, Δ 4.000000e+01, fx0 +1.085577e+05, m +1.083900e+05, fy +1.085577e+05, linerr +5.456968e-11, master time 0.0s, eval time 0.0s, time 0.0s Iter 12: ncols 10, nrows 10, Δ 8.000000e+01, fx0 +1.083900e+05, m +1.083900e+05, fy +1.083900e+05, linerr +5.456968e-11, master time 0.0s, eval time 0.0s, time 0.0s TERMINATION: Optimal DD.primal_objective_value(algo) = -107342.00000000001 DD.primal_solution(algo) = Dict{Any, Float64}("x1" => 134.0, "x2" => 82.0, "x3" => 283.0) Test Summary: | Pass Total Time Heuristics | 2 2 4.9s Testing DualDecomposition tests passed Testing completed after 1240.62s PkgEval succeeded after 1342.24s