Package evaluation to test DualDecomposition on Julia 1.14.0-DEV.2079 (c0c9a57cb6*) started at 2026-04-23T02:54:55.470 ################################################################################ # Set-up # Installing PkgEval dependencies (TestEnv)... Activating project at `~/.julia/environments/v1.14` Set-up completed after 15.39s ################################################################################ # Installation # Installing DualDecomposition... Resolving package versions... Installed PkgVersion ──────────── v0.3.3 Installed DiffResults ─────────── v1.1.0 Installed Bzip2_jll ───────────── v1.0.9+0 Installed CodecZlib ───────────── v0.7.8 Installed MacroTools ──────────── v0.5.16 Installed MPICH_jll ───────────── v5.0.1+0 Installed ForwardDiff ─────────── v1.3.3 Installed OrderedCollections ──── v1.8.1 Installed TranscodingStreams ──── v0.11.3 Installed MicrosoftMPI_jll ────── v10.1.4+3 (no artifacts on this platform) Installed Statistics ──────────── v1.11.1 Installed Compat ──────────────── v4.18.1 Installed MPI ─────────────────── v0.20.26 Installed PrecompileTools ─────── v1.3.3 Installed Xorg_libpciaccess_jll ─ v0.18.1+0 Installed CommonSubexpressions ── v0.3.1 Installed MPIABI_jll ──────────── v0.1.5+0 Installed StaticArraysCore ────── v1.4.4 Installed StructUtils ─────────── v2.8.0 Installed CodecBzip2 ──────────── v0.8.5 Installed IrrationalConstants ─── v0.2.6 Installed DualDecomposition ───── v0.3.4 Installed OpenSpecFun_jll ─────── v0.5.6+0 Installed NaNMath ─────────────── v1.1.3 Installed LogExpFunctions ─────── v0.3.29 Installed DiffRules ───────────── v1.15.1 Installed BundleMethod ────────── v0.4.0 Installed OpenMPI_jll ─────────── v5.0.11+0 Installed Parsers ─────────────── v2.8.3 Installed Hwloc_jll ───────────── v2.13.0+1 Installed XML2_jll ────────────── v2.13.9+0 Installed JSON ────────────────── v1.5.0 Installed JuMP ────────────────── v1.30.0 Installed Libiconv_jll ────────── v1.18.0+0 Installed JLLWrappers ─────────── v1.7.1 Installed SpecialFunctions ────── v2.7.2 Installed Preferences ─────────── v1.5.2 Installed MutableArithmetics ──── v1.7.1 Installed MPIPreferences ──────── v0.1.12 Installed BenchmarkTools ──────── v1.8.0 Installed MPItrampoline_jll ───── v5.5.6+0 Installed DocStringExtensions ─── v0.9.5 Installed MathOptInterface ────── v1.50.1 Installing 7 artifacts Installed artifact Xorg_libpciaccess 24.8 KiB Installed artifact OpenSpecFun 194.9 KiB Installed artifact Bzip2 503.5 KiB Installed artifact Libiconv 1.9 MiB Installed artifact Hwloc 3.5 MiB Installed artifact XML2 2.5 MiB Installed artifact MPICH 8.8 MiB Updating `~/.julia/environments/v1.14/Project.toml` [d0e446f1] + DualDecomposition v0.3.4 Updating `~/.julia/environments/v1.14/Manifest.toml` [6e4b80f9] + BenchmarkTools v1.8.0 [e8a6717a] + BundleMethod v0.4.0 [523fee87] + CodecBzip2 v0.8.5 [944b1d66] + CodecZlib v0.7.8 [bbf7d656] + CommonSubexpressions v0.3.1 [34da2185] + Compat v4.18.1 [163ba53b] + DiffResults v1.1.0 [b552c78f] + DiffRules v1.15.1 [ffbed154] + DocStringExtensions v0.9.5 [d0e446f1] + DualDecomposition v0.3.4 [f6369f11] + ForwardDiff v1.3.3 [92d709cd] + IrrationalConstants v0.2.6 [692b3bcd] + JLLWrappers v1.7.1 [682c06a0] + JSON v1.5.0 [4076af6c] + JuMP v1.30.0 [2ab3a3ac] + LogExpFunctions v0.3.29 [da04e1cc] + MPI v0.20.26 [3da0fdf6] + MPIPreferences v0.1.12 [1914dd2f] + MacroTools v0.5.16 [b8f27783] + MathOptInterface v1.50.1 [d8a4904e] + MutableArithmetics v1.7.1 [77ba4419] + NaNMath v1.1.3 [bac558e1] + OrderedCollections v1.8.1 [69de0a69] + Parsers v2.8.3 [eebad327] + PkgVersion v0.3.3 [aea7be01] + PrecompileTools v1.3.3 [21216c6a] + Preferences v1.5.2 [276daf66] + SpecialFunctions v2.7.2 [1e83bf80] + StaticArraysCore v1.4.4 [10745b16] + Statistics v1.11.1 [ec057cc2] + StructUtils v2.8.0 [3bb67fe8] + TranscodingStreams v0.11.3 [6e34b625] + Bzip2_jll v1.0.9+0 [e33a78d0] + Hwloc_jll v2.13.0+1 [94ce4f54] + Libiconv_jll v1.18.0+0 [b5ada748] + MPIABI_jll v0.1.5+0 [7cb0a576] + MPICH_jll v5.0.1+0 [f1f71cc9] + MPItrampoline_jll v5.5.6+0 [9237b28f] + MicrosoftMPI_jll v10.1.4+3 [fe0851c0] + OpenMPI_jll v5.0.11+0 [efe28fd5] + OpenSpecFun_jll v0.5.6+0 ⌅ [02c8fc9c] + XML2_jll v2.13.9+0 [a65dc6b1] + Xorg_libpciaccess_jll v0.18.1+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 v1.13.0 [4af54fe1] + LazyArtifacts v1.11.0 [b27032c2] + LibCURL v1.0.0 [76f85450] + LibGit2 v1.11.0 [8f399da3] + Libdl v1.11.0 [37e2e46d] + LinearAlgebra v1.13.0 [56ddb016] + Logging v1.11.0 [d6f4376e] + Markdown v1.11.0 [ca575930] + NetworkOptions v1.3.0 [44cfe95a] + Pkg v1.14.0 [de0858da] + Printf v1.11.0 [9abbd945] + Profile v1.11.0 [9a3f8284] + Random v1.11.0 [ea8e919c] + SHA v1.0.0 [9e88b42a] + Serialization v1.11.0 [6462fe0b] + Sockets v1.11.0 [2f01184e] + SparseArrays v1.13.0 [f489334b] + StyledStrings v1.13.0 [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 v8.19.0+0 [e37daf67] + LibGit2_jll v1.9.2+0 [29816b5a] + LibSSH2_jll v1.11.3+1 [14a3606d] + MozillaCACerts_jll v2026.3.19 [4536629a] + OpenBLAS_jll v0.3.30+0 [05823500] + OpenLibm_jll v0.8.7+0 [458c3c95] + OpenSSL_jll v3.5.6+0 [efcefdf7] + PCRE2_jll v10.47.0+0 [bea87d4a] + SuiteSparse_jll v7.10.1+0 [83775a58] + Zlib_jll v1.3.2+0 [3161d3a3] + Zstd_jll v1.5.7+1 [8e850b90] + libblastrampoline_jll v5.15.0+0 [8e850ede] + nghttp2_jll v1.69.0+0 [3f19e933] + p7zip_jll v17.8.0+0 Info Packages marked with ⌅ have new versions available but compatibility constraints restrict them from upgrading. To see why use `status --outdated -m` Installation completed after 14.12s ################################################################################ # Precompilation # Precompiling PkgEval dependencies... Precompiling project... 4.8 s ✓ TestEnv 1 dependency successfully precompiled in 5 seconds. 27 already precompiled. Precompiling package dependencies... Precompiling project... 4.2 s ✓ MacroTools 1.1 s ✓ Statistics 2.1 s ✓ IrrationalConstants 1.0 s ✓ StaticArraysCore 1.4 s ✓ OrderedCollections 1.1 s ✓ DocStringExtensions 1.3 s ✓ TranscodingStreams 1.0 s ✓ NaNMath 1.9 s ✓ StructUtils 1.1 s ✓ Compat 1.4 s ✓ Preferences 12.7 s ✓ MutableArithmetics 4.7 s ✓ PkgVersion 1.8 s ✓ CommonSubexpressions 1.4 s ✓ Statistics → SparseArraysExt 0.9 s ✓ DiffResults 1.4 s ✓ LogExpFunctions 0.9 s ✓ CodecZlib 1.2 s ✓ StructUtils → StructUtilsStaticArraysCoreExt 0.9 s ✓ Compat → CompatLinearAlgebraExt 1.7 s ✓ JLLWrappers 2.3 s ✓ MPIPreferences 1.2 s ✓ PrecompileTools 2.3 s ✓ METIS_jll 2.3 s ✓ OpenBLAS32_jll 2.3 s ✓ Xorg_libpciaccess_jll 2.2 s ✓ Bzip2_jll 2.3 s ✓ Libiconv_jll 2.3 s ✓ ASL_jll 1.5 s ✓ MicrosoftMPI_jll 2.3 s ✓ OpenSpecFun_jll 2.3 s ✓ GLPK_jll 5.1 s ✓ MPItrampoline_jll 17.7 s ✓ Parsers 2.4 s ✓ MUMPS_seq_jll 1.3 s ✓ CodecBzip2 2.4 s ✓ XML2_jll 5.7 s ✓ SpecialFunctions 8.2 s ✓ JSON 2.4 s ✓ Hwloc_jll 1.3 s ✓ DiffRules 11.6 s ✓ BenchmarkTools 2.4 s ✓ MPICH_jll 2.4 s ✓ SPRAL_jll 5.3 s ✓ OpenMPI_jll 5.1 s ✓ MPIABI_jll 7.5 s ✓ ForwardDiff 2.3 s ✓ Ipopt_jll 11.9 s ✓ MPI 106.2 s ✓ MathOptInterface 1.6 s ✓ Ipopt 66.5 s ✓ JuMP 12.7 s ✓ GLPK 56.3 s ✓ Ipopt → IpoptMathOptInterfaceExt 18.9 s ✓ BundleMethod 23.5 s ✓ DualDecomposition 56 dependencies successfully precompiled in 450 seconds. 37 already precompiled. Precompilation completed after 490.18s ################################################################################ # Testing # Testing DualDecomposition Status `/tmp/jl_hNMnEX/Project.toml` [e8a6717a] BundleMethod v0.4.0 [d0e446f1] DualDecomposition v0.3.4 [60bf3e95] GLPK v1.2.1 [b6b21f68] Ipopt v1.14.1 [4076af6c] JuMP v1.30.0 [da04e1cc] MPI v0.20.26 [37e2e46d] LinearAlgebra v1.13.0 [de0858da] Printf v1.11.0 [9a3f8284] Random v1.11.0 [2f01184e] SparseArrays v1.13.0 [8dfed614] Test v1.11.0 Status `/tmp/jl_hNMnEX/Manifest.toml` [6e4b80f9] BenchmarkTools v1.8.0 [e8a6717a] BundleMethod v0.4.0 [523fee87] CodecBzip2 v0.8.5 [944b1d66] CodecZlib v0.7.8 [bbf7d656] CommonSubexpressions v0.3.1 [34da2185] Compat v4.18.1 [163ba53b] DiffResults v1.1.0 [b552c78f] DiffRules v1.15.1 [ffbed154] DocStringExtensions v0.9.5 [d0e446f1] DualDecomposition v0.3.4 [f6369f11] ForwardDiff v1.3.3 [60bf3e95] GLPK v1.2.1 [b6b21f68] Ipopt v1.14.1 [92d709cd] IrrationalConstants v0.2.6 [692b3bcd] JLLWrappers v1.7.1 [682c06a0] JSON v1.5.0 [4076af6c] JuMP v1.30.0 [2ab3a3ac] LogExpFunctions v0.3.29 [da04e1cc] MPI v0.20.26 [3da0fdf6] MPIPreferences v0.1.12 [1914dd2f] MacroTools v0.5.16 [b8f27783] MathOptInterface v1.50.1 [d8a4904e] MutableArithmetics v1.7.1 [77ba4419] NaNMath v1.1.3 [bac558e1] OrderedCollections v1.8.1 [69de0a69] Parsers v2.8.3 [eebad327] PkgVersion v0.3.3 [aea7be01] PrecompileTools v1.3.3 [21216c6a] Preferences v1.5.2 [276daf66] SpecialFunctions v2.7.2 [1e83bf80] StaticArraysCore v1.4.4 [10745b16] Statistics v1.11.1 [ec057cc2] StructUtils v2.8.0 [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 v2.13.0+1 [9cc047cb] Ipopt_jll v300.1400.1901+0 [94ce4f54] Libiconv_jll v1.18.0+0 [d00139f3] METIS_jll v5.1.3+0 [b5ada748] MPIABI_jll v0.1.5+0 [7cb0a576] MPICH_jll v5.0.1+0 [f1f71cc9] MPItrampoline_jll v5.5.6+0 [d7ed1dd3] MUMPS_seq_jll v500.800.200+0 [9237b28f] MicrosoftMPI_jll v10.1.4+3 [656ef2d0] OpenBLAS32_jll v0.3.30+0 [fe0851c0] OpenMPI_jll v5.0.11+0 [efe28fd5] OpenSpecFun_jll v0.5.6+0 [319450e9] SPRAL_jll v2025.9.18+0 ⌅ [02c8fc9c] XML2_jll v2.13.9+0 [a65dc6b1] Xorg_libpciaccess_jll v0.18.1+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 v1.13.0 [4af54fe1] LazyArtifacts v1.11.0 [b27032c2] LibCURL v1.0.0 [76f85450] LibGit2 v1.11.0 [8f399da3] Libdl v1.11.0 [37e2e46d] LinearAlgebra v1.13.0 [56ddb016] Logging v1.11.0 [d6f4376e] Markdown v1.11.0 [ca575930] NetworkOptions v1.3.0 [44cfe95a] Pkg v1.14.0 [de0858da] Printf v1.11.0 [9abbd945] Profile v1.11.0 [9a3f8284] Random v1.11.0 [ea8e919c] SHA v1.0.0 [9e88b42a] Serialization v1.11.0 [6462fe0b] Sockets v1.11.0 [2f01184e] SparseArrays v1.13.0 [f489334b] StyledStrings v1.13.0 [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 v8.19.0+0 [e37daf67] LibGit2_jll v1.9.2+0 [29816b5a] LibSSH2_jll v1.11.3+1 [14a3606d] MozillaCACerts_jll v2026.3.19 [4536629a] OpenBLAS_jll v0.3.30+0 [05823500] OpenLibm_jll v0.8.7+0 [458c3c95] OpenSSL_jll v3.5.6+0 [efcefdf7] PCRE2_jll v10.47.0+0 [bea87d4a] SuiteSparse_jll v7.10.1+0 [83775a58] Zlib_jll v1.3.2+0 [3161d3a3] Zstd_jll v1.5.7+1 [8e850b90] libblastrampoline_jll v5.15.0+0 [8e850ede] nghttp2_jll v1.69.0+0 [3f19e933] p7zip_jll v17.8.0+0 Info Packages marked with ⌅ have new versions available but compatibility constraints restrict them from upgrading. Testing Running tests... Iter fbest f |∇f| α sg time tot time 1 -1.154000e+05 -1.154000e+05 +6.021030e+02 +1.933644e-02 0.89 29.42 2 -1.151424e+05 -1.151424e+05 +6.021030e+02 +1.862587e-02 0.89 31.25 3 -1.148943e+05 -1.148943e+05 +6.021030e+02 +1.794142e-02 0.89 31.25 4 -1.146553e+05 -1.146553e+05 +6.021030e+02 +1.728211e-02 0.89 31.25 5 -1.144250e+05 -1.144250e+05 +6.021030e+02 +1.664704e-02 0.89 31.25 6 -1.142032e+05 -1.142032e+05 +6.021030e+02 +1.603530e-02 0.89 31.25 7 -1.139896e+05 -1.139896e+05 +6.021030e+02 +1.544605e-02 0.89 31.25 8 -1.137839e+05 -1.137839e+05 +6.021030e+02 +1.487844e-02 0.89 31.25 9 -1.135856e+05 -1.135856e+05 +6.021030e+02 +1.433170e-02 0.89 31.25 10 -1.134624e+05 -1.134624e+05 +5.668139e+02 +1.578806e-02 0.89 31.25 11 -1.133681e+05 -1.133681e+05 +5.668139e+02 +1.549459e-02 0.89 31.25 12 -1.132755e+05 -1.132755e+05 +5.668139e+02 +1.520657e-02 0.89 31.25 13 -1.131847e+05 -1.131847e+05 +5.668139e+02 +1.492391e-02 0.89 31.25 14 -1.130956e+05 -1.130956e+05 +5.668139e+02 +1.464650e-02 0.89 31.25 15 -1.130081e+05 -1.130081e+05 +5.668139e+02 +1.437425e-02 0.89 31.25 16 -1.129223e+05 -1.129223e+05 +5.668139e+02 +1.410706e-02 0.89 31.25 17 -1.128380e+05 -1.128380e+05 +5.668139e+02 +1.384483e-02 0.89 31.25 18 -1.127554e+05 -1.127554e+05 +5.668139e+02 +1.358748e-02 0.89 31.25 19 -1.126742e+05 -1.126742e+05 +5.668139e+02 +1.333491e-02 0.89 31.25 20 -1.125946e+05 -1.125946e+05 +5.668139e+02 +1.308704e-02 0.89 31.25 21 -1.125164e+05 -1.125164e+05 +5.668139e+02 +1.284377e-02 0.89 31.25 22 -1.124586e+05 -1.124586e+05 +5.668139e+02 +1.266391e-02 0.89 31.25 23 -1.124581e+05 -1.124581e+05 +5.668139e+02 +1.266226e-02 0.89 31.25 24 -1.123825e+05 -1.123825e+05 +5.668139e+02 +1.242689e-02 0.89 31.25 25 -1.123803e+05 -1.123803e+05 +5.668139e+02 +1.241997e-02 0.89 31.25 26 -1.123263e+05 -1.123263e+05 +5.668139e+02 +1.225203e-02 0.89 31.25 27 -1.122855e+05 -1.122855e+05 +5.668139e+02 +1.212489e-02 0.89 31.26 28 -1.122707e+05 -1.122707e+05 +5.668139e+02 +1.207908e-02 0.89 31.26 29 -1.121986e+05 -1.121986e+05 +5.668139e+02 +1.185456e-02 0.89 31.26 30 -1.121986e+05 -1.122103e+05 +5.668139e+02 +1.189094e-02 0.89 31.26 31 -1.121451e+05 -1.121451e+05 +5.668139e+02 +1.168794e-02 0.89 31.26 32 -1.121195e+05 -1.121195e+05 +5.668139e+02 +1.160824e-02 0.89 31.26 33 -1.120921e+05 -1.120921e+05 +5.668139e+02 +1.152314e-02 0.89 31.26 34 -1.120310e+05 -1.120310e+05 +5.668139e+02 +1.133278e-02 0.89 31.26 35 -1.120310e+05 -1.120398e+05 +5.668139e+02 +1.136017e-02 0.89 31.26 36 -1.119719e+05 -1.119719e+05 +5.668139e+02 +1.114900e-02 0.89 31.26 37 -1.119609e+05 -1.119609e+05 +5.668139e+02 +1.111473e-02 0.89 31.26 38 -1.119215e+05 -1.119215e+05 +5.668139e+02 +1.099199e-02 0.89 31.26 39 -1.118761e+05 -1.118761e+05 +5.668139e+02 +1.085079e-02 0.89 31.26 40 -1.118716e+05 -1.118716e+05 +5.668139e+02 +1.083671e-02 0.89 31.26 41 -1.118069e+05 -1.118069e+05 +5.668139e+02 +1.063528e-02 0.89 31.26 42 -1.118069e+05 -1.118089e+05 +5.668139e+02 +1.064166e-02 0.89 31.26 43 -1.117588e+05 -1.117588e+05 +5.668139e+02 +1.048568e-02 0.89 31.26 44 -1.117277e+05 -1.117277e+05 +5.668139e+02 +1.038878e-02 0.89 31.26 45 -1.117113e+05 -1.117113e+05 +5.668139e+02 +1.033772e-02 0.89 31.26 46 -1.116495e+05 -1.116495e+05 +5.668139e+02 +1.014556e-02 0.89 31.27 47 -1.116495e+05 -1.116633e+05 +5.668139e+02 +1.018822e-02 0.89 31.27 48 -1.116037e+05 -1.116037e+05 +5.668139e+02 +1.000302e-02 0.89 31.27 49 -1.115854e+05 -1.115854e+05 +5.668139e+02 +9.945953e-03 0.89 31.27 50 -1.115585e+05 -1.115585e+05 +5.668139e+02 +9.862028e-03 0.89 31.27 51 -1.115096e+05 -1.115096e+05 +5.668139e+02 +9.709884e-03 0.89 31.27 52 -1.115096e+05 -1.115137e+05 +5.668139e+02 +9.722593e-03 0.89 31.27 53 -1.114556e+05 -1.114556e+05 +5.668139e+02 +9.541867e-03 0.89 31.27 54 -1.114495e+05 -1.114495e+05 +5.668139e+02 +9.522970e-03 0.89 31.27 55 -1.114124e+05 -1.114124e+05 +5.668139e+02 +9.407539e-03 0.89 31.27 56 -1.113769e+05 -1.113769e+05 +5.668139e+02 +9.296783e-03 0.89 31.27 57 -1.113698e+05 -1.113698e+05 +5.668139e+02 +9.274685e-03 0.89 31.27 58 -1.113144e+05 -1.113144e+05 +5.668139e+02 +9.102285e-03 0.89 31.27 59 -1.113144e+05 -1.113193e+05 +5.668139e+02 +9.117514e-03 0.89 31.27 60 -1.112732e+05 -1.112732e+05 +5.668139e+02 +8.974296e-03 0.89 31.27 61 -1.112496e+05 -1.112496e+05 +5.668139e+02 +8.900809e-03 0.89 31.27 62 -1.112326e+05 -1.112326e+05 +5.668139e+02 +8.847706e-03 0.89 31.27 63 -1.111818e+05 -1.111818e+05 +5.668139e+02 +8.689646e-03 0.89 31.27 64 -1.111818e+05 -1.111924e+05 +5.668139e+02 +8.722515e-03 0.89 31.27 65 -1.111403e+05 -1.111403e+05 +5.668139e+02 +8.560378e-03 0.89 31.27 66 -1.111281e+05 -1.111281e+05 +5.668139e+02 +8.522564e-03 0.89 31.27 67 -1.111015e+05 -1.111015e+05 +5.668139e+02 +8.439773e-03 0.89 31.27 68 -1.110631e+05 -1.110631e+05 +5.668139e+02 +8.320230e-03 0.89 31.27 69 -1.110631e+05 -1.110632e+05 +5.668139e+02 +8.320495e-03 0.89 31.27 70 -1.110135e+05 -1.110135e+05 +5.668139e+02 +8.165832e-03 0.89 31.27 71 -1.110116e+05 -1.110116e+05 +5.668139e+02 +8.159972e-03 0.89 31.27 72 -1.109766e+05 -1.109766e+05 +5.668139e+02 +8.050922e-03 0.89 31.28 73 -1.109766e+05 -1.110002e+05 +6.174771e+02 +6.845895e-03 0.89 31.28 74 -1.109766e+05 -1.110432e+05 +5.668139e+02 +8.258226e-03 0.89 31.28 75 -1.109766e+05 -1.109939e+05 +5.668139e+02 +8.104720e-03 0.89 31.28 76 -1.109455e+05 -1.109455e+05 +5.668139e+02 +7.954067e-03 0.89 31.28 77 -1.109455e+05 -1.109479e+05 +5.668139e+02 +7.961685e-03 0.89 31.28 78 -1.109095e+05 -1.109095e+05 +5.668139e+02 +7.842197e-03 0.89 31.28 79 -1.108871e+05 -1.108871e+05 +5.668139e+02 +7.772477e-03 0.89 31.28 80 -1.108740e+05 -1.108740e+05 +5.668139e+02 +7.731552e-03 0.89 31.28 81 -1.108279e+05 -1.108279e+05 +5.668139e+02 +7.588107e-03 0.89 31.28 82 -1.108279e+05 -1.108388e+05 +5.668139e+02 +7.622130e-03 0.89 31.28 83 -1.108279e+05 -1.108612e+05 +6.174771e+02 +6.481408e-03 0.89 31.28 84 -1.108279e+05 -1.108538e+05 +5.668139e+02 +7.668629e-03 0.89 31.28 85 -1.108147e+05 -1.108147e+05 +5.668139e+02 +7.547039e-03 0.89 31.28 86 -1.108147e+05 -1.108189e+05 +5.668139e+02 +7.560191e-03 0.89 31.28 87 -1.107738e+05 -1.107738e+05 +5.668139e+02 +7.419660e-03 0.89 31.28 88 -1.107680e+05 -1.107680e+05 +5.668139e+02 +7.401789e-03 0.89 31.28 89 -1.107402e+05 -1.107402e+05 +5.668139e+02 +7.315194e-03 0.89 31.28 90 -1.107116e+05 -1.107116e+05 +5.668139e+02 +7.225997e-03 0.89 31.28 91 -1.107070e+05 -1.107070e+05 +5.668139e+02 +7.211875e-03 0.89 31.28 92 -1.107041e+05 -1.107041e+05 +6.174771e+02 +6.069303e-03 0.89 31.28 93 -1.107041e+05 -1.107206e+05 +5.668139e+02 +7.254035e-03 0.89 31.28 94 -1.106983e+05 -1.106983e+05 +5.668139e+02 +7.184810e-03 0.89 31.28 95 -1.106877e+05 -1.106877e+05 +5.668139e+02 +7.151666e-03 0.89 31.28 96 -1.106450e+05 -1.106450e+05 +5.668139e+02 +7.018729e-03 0.89 31.28 97 -1.106450e+05 -1.106538e+05 +5.668139e+02 +7.046123e-03 0.89 31.28 98 -1.106133e+05 -1.106133e+05 +5.668139e+02 +6.920108e-03 0.89 31.28 99 -1.105999e+05 -1.105999e+05 +5.668139e+02 +6.878581e-03 0.89 31.28 100 -1.105819e+05 -1.105819e+05 +5.668139e+02 +6.822562e-03 0.89 31.28 Iter fbest f |∇f| α sg time tot time 101 -1.105683e+05 -1.105683e+05 +6.174771e+02 +5.713250e-03 0.89 31.29 102 -1.105683e+05 -1.106369e+05 +5.668139e+02 +6.993642e-03 0.89 31.29 103 -1.105683e+05 -1.105951e+05 +5.668139e+02 +6.863642e-03 0.89 31.29 104 -1.105541e+05 -1.105541e+05 +5.668139e+02 +6.736059e-03 0.89 31.29 105 -1.105467e+05 -1.105467e+05 +5.668139e+02 +6.712985e-03 0.89 31.29 106 -1.105237e+05 -1.105237e+05 +5.668139e+02 +6.641186e-03 0.89 31.29 107 -1.104955e+05 -1.104955e+05 +5.668139e+02 +6.553583e-03 0.89 31.29 108 -1.104935e+05 -1.104935e+05 +5.668139e+02 +6.547357e-03 0.89 31.29 109 -1.104544e+05 -1.104544e+05 +5.668139e+02 +6.425653e-03 0.89 31.29 110 -1.104544e+05 -1.104756e+05 +6.174771e+02 +5.470049e-03 0.89 31.29 111 -1.104544e+05 -1.105077e+05 +5.668139e+02 +6.591429e-03 0.89 31.29 112 -1.104544e+05 -1.104683e+05 +5.668139e+02 +6.468906e-03 0.89 31.29 113 -1.104446e+05 -1.104446e+05 +5.668139e+02 +6.394971e-03 0.89 31.29 114 -1.104390e+05 -1.104390e+05 +5.668139e+02 +6.377562e-03 0.89 31.29 115 -1.104009e+05 -1.104009e+05 +5.668139e+02 +6.259014e-03 0.89 31.29 116 -1.104009e+05 -1.104049e+05 +5.668139e+02 +6.271638e-03 0.89 31.29 117 -1.103726e+05 -1.103726e+05 +5.668139e+02 +6.171014e-03 0.89 31.29 118 -1.103570e+05 -1.103570e+05 +5.668139e+02 +6.122564e-03 0.89 31.29 119 -1.103446e+05 -1.103446e+05 +5.668139e+02 +6.083976e-03 0.89 31.29 120 -1.103446e+05 -1.103451e+05 +6.174771e+02 +5.127634e-03 0.89 31.29 121 -1.103446e+05 -1.103942e+05 +5.668139e+02 +6.238250e-03 0.89 31.29 122 -1.103446e+05 -1.103570e+05 +5.668139e+02 +6.122291e-03 0.89 31.29 123 -1.103204e+05 -1.103204e+05 +5.668139e+02 +6.008489e-03 0.89 31.29 124 -1.103095e+05 -1.103095e+05 +5.668139e+02 +5.974689e-03 0.89 31.29 125 -1.102932e+05 -1.102932e+05 +5.668139e+02 +5.923804e-03 0.89 31.29 126 -1.102640e+05 -1.102640e+05 +5.668139e+02 +5.832877e-03 0.89 31.29 127 -1.102640e+05 -1.102663e+05 +5.668139e+02 +5.840052e-03 0.89 31.29 128 -1.102314e+05 -1.102314e+05 +5.668139e+02 +5.731495e-03 0.89 31.29 129 -1.102314e+05 -1.102586e+05 +6.174771e+02 +4.901010e-03 0.89 31.29 130 -1.102314e+05 -1.102793e+05 +5.668139e+02 +5.880504e-03 0.89 31.29 131 -1.102314e+05 -1.102442e+05 +5.668139e+02 +5.771196e-03 0.89 31.29 132 -1.102185e+05 -1.102185e+05 +5.668139e+02 +5.691403e-03 0.89 31.29 133 -1.102180e+05 -1.102180e+05 +5.668139e+02 +5.689641e-03 0.89 31.30 134 -1.101840e+05 -1.101840e+05 +5.668139e+02 +5.583881e-03 0.89 31.30 135 -1.101833e+05 -1.101833e+05 +5.668139e+02 +5.581762e-03 0.89 31.30 136 -1.101587e+05 -1.101587e+05 +5.668139e+02 +5.505313e-03 0.89 31.30 137 -1.101407e+05 -1.101407e+05 +5.668139e+02 +5.449145e-03 0.89 31.30 138 -1.101338e+05 -1.101338e+05 +5.668139e+02 +5.427606e-03 0.89 31.30 139 -1.101338e+05 -1.101420e+05 +6.174771e+02 +4.595121e-03 0.89 31.30 140 -1.101338e+05 -1.101442e+05 +5.668139e+02 +5.460131e-03 0.89 31.30 141 -1.101308e+05 -1.101308e+05 +5.668139e+02 +5.418283e-03 0.89 31.30 142 -1.101195e+05 -1.101195e+05 +5.668139e+02 +5.383124e-03 0.89 31.30 143 -1.100895e+05 -1.100895e+05 +5.668139e+02 +5.289727e-03 0.89 31.30 144 -1.100895e+05 -1.100950e+05 +5.668139e+02 +5.306968e-03 0.89 31.30 145 -1.100633e+05 -1.100633e+05 +5.668139e+02 +5.208320e-03 0.89 31.30 146 -1.100568e+05 -1.100568e+05 +5.668139e+02 +5.187993e-03 0.89 31.30 147 -1.100397e+05 -1.100397e+05 +5.668139e+02 +5.134954e-03 0.89 31.30 148 -1.100397e+05 -1.100409e+05 +6.174771e+02 +4.329994e-03 0.89 31.30 149 -1.100397e+05 -1.100816e+05 +5.668139e+02 +5.265277e-03 0.89 31.30 150 -1.100397e+05 -1.100502e+05 +5.668139e+02 +5.167405e-03 0.89 31.30 151 -1.100193e+05 -1.100193e+05 +5.668139e+02 +5.071352e-03 0.89 31.30 152 -1.100165e+05 -1.100165e+05 +5.668139e+02 +5.062572e-03 0.89 31.30 153 -1.099964e+05 -1.099964e+05 +5.668139e+02 +4.999964e-03 0.89 31.30 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 0.00 170 -1.099964e+05 -1.128380e+05 +5.668139e+02 +1.384483e-02 0.00 0.00 171 -1.099964e+05 -1.127554e+05 +5.668139e+02 +1.358748e-02 0.00 0.00 172 -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 0.01 202 -1.099964e+05 -1.115854e+05 +5.668139e+02 +9.945953e-03 0.00 0.01 203 -1.099964e+05 -1.115585e+05 +5.668139e+02 +9.862028e-03 0.00 0.01 204 -1.099964e+05 -1.115096e+05 +5.668139e+02 +9.709884e-03 0.00 0.01 205 -1.099964e+05 -1.115137e+05 +5.668139e+02 +9.722593e-03 0.00 0.01 206 -1.099964e+05 -1.114556e+05 +5.668139e+02 +9.541867e-03 0.00 0.01 207 -1.099964e+05 -1.114495e+05 +5.668139e+02 +9.522970e-03 0.00 0.01 208 -1.099964e+05 -1.114124e+05 +5.668139e+02 +9.407539e-03 0.00 0.01 209 -1.099964e+05 -1.113769e+05 +5.668139e+02 +9.296783e-03 0.00 0.01 210 -1.099964e+05 -1.113698e+05 +5.668139e+02 +9.274685e-03 0.00 0.01 211 -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 0.02 234 -1.099964e+05 -1.108279e+05 +5.668139e+02 +7.588107e-03 0.00 0.02 235 -1.099964e+05 -1.108388e+05 +5.668139e+02 +7.622130e-03 0.00 0.02 236 -1.099964e+05 -1.108612e+05 +6.174771e+02 +6.481408e-03 0.00 0.02 237 -1.099964e+05 -1.108538e+05 +5.668139e+02 +7.668629e-03 0.00 0.02 238 -1.099964e+05 -1.108147e+05 +5.668139e+02 +7.547039e-03 0.00 0.02 239 -1.099964e+05 -1.108189e+05 +5.668139e+02 +7.560191e-03 0.00 0.02 240 -1.099964e+05 -1.107738e+05 +5.668139e+02 +7.419660e-03 0.00 0.02 241 -1.099964e+05 -1.107680e+05 +5.668139e+02 +7.401789e-03 0.00 0.02 242 -1.099964e+05 -1.107402e+05 +5.668139e+02 +7.315194e-03 0.00 0.02 243 -1.099964e+05 -1.107116e+05 +5.668139e+02 +7.225997e-03 0.00 0.02 244 -1.099964e+05 -1.107070e+05 +5.668139e+02 +7.211875e-03 0.00 0.02 245 -1.099964e+05 -1.107041e+05 +6.174771e+02 +6.069303e-03 0.00 0.02 246 -1.099964e+05 -1.107206e+05 +5.668139e+02 +7.254035e-03 0.00 0.02 247 -1.099964e+05 -1.106983e+05 +5.668139e+02 +7.184810e-03 0.00 0.02 248 -1.099964e+05 -1.106877e+05 +5.668139e+02 +7.151666e-03 0.00 0.02 249 -1.099964e+05 -1.106450e+05 +5.668139e+02 +7.018729e-03 0.00 0.03 250 -1.099964e+05 -1.106538e+05 +5.668139e+02 +7.046123e-03 0.00 0.03 251 -1.099964e+05 -1.106133e+05 +5.668139e+02 +6.920108e-03 0.00 0.03 252 -1.099964e+05 -1.105999e+05 +5.668139e+02 +6.878581e-03 0.00 0.03 253 -1.099964e+05 -1.105819e+05 +5.668139e+02 +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 0.03 266 -1.099964e+05 -1.104446e+05 +5.668139e+02 +6.394971e-03 0.00 0.03 267 -1.099964e+05 -1.104390e+05 +5.668139e+02 +6.377562e-03 0.00 0.03 268 -1.099964e+05 -1.104009e+05 +5.668139e+02 +6.259014e-03 0.00 0.03 269 -1.099964e+05 -1.104049e+05 +5.668139e+02 +6.271638e-03 0.00 0.03 270 -1.099964e+05 -1.103726e+05 +5.668139e+02 +6.171014e-03 0.00 0.03 271 -1.099964e+05 -1.103570e+05 +5.668139e+02 +6.122564e-03 0.00 0.03 272 -1.099964e+05 -1.103446e+05 +5.668139e+02 +6.083976e-03 0.00 0.03 273 -1.099964e+05 -1.103451e+05 +6.174771e+02 +5.127634e-03 0.00 0.03 274 -1.099964e+05 -1.103942e+05 +5.668139e+02 +6.238250e-03 0.00 0.03 275 -1.099964e+05 -1.103570e+05 +5.668139e+02 +6.122291e-03 0.00 0.03 276 -1.099964e+05 -1.103204e+05 +5.668139e+02 +6.008489e-03 0.00 0.03 277 -1.099964e+05 -1.103095e+05 +5.668139e+02 +5.974689e-03 0.00 0.03 278 -1.099964e+05 -1.102932e+05 +5.668139e+02 +5.923804e-03 0.00 0.03 279 -1.099964e+05 -1.102640e+05 +5.668139e+02 +5.832877e-03 0.00 0.03 280 -1.099964e+05 -1.102663e+05 +5.668139e+02 +5.840052e-03 0.00 0.03 281 -1.099964e+05 -1.102314e+05 +5.668139e+02 +5.731495e-03 0.00 0.03 282 -1.099964e+05 -1.102586e+05 +6.174771e+02 +4.901010e-03 0.00 0.03 283 -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 0.04 299 -1.099964e+05 -1.100568e+05 +5.668139e+02 +5.187993e-03 0.00 0.04 300 -1.099964e+05 -1.100397e+05 +5.668139e+02 +5.134954e-03 0.00 0.04 Iter fbest f |∇f| α sg time tot time 301 -1.099964e+05 -1.100409e+05 +6.174771e+02 +4.329994e-03 0.00 0.04 302 -1.099964e+05 -1.100816e+05 +5.668139e+02 +5.265277e-03 0.00 0.04 303 -1.099964e+05 -1.100502e+05 +5.668139e+02 +5.167405e-03 0.00 0.04 304 -1.099964e+05 -1.100193e+05 +5.668139e+02 +5.071352e-03 0.00 0.04 305 -1.099964e+05 -1.100165e+05 +5.668139e+02 +5.062572e-03 0.00 0.04 306 -1.099964e+05 -1.099964e+05 +5.668139e+02 +4.999964e-03 0.00 0.04 307 -1.099779e+05 -1.099779e+05 +5.668139e+02 +4.942322e-03 0.00 0.04 308 -1.099737e+05 -1.099737e+05 +5.668139e+02 +4.929360e-03 0.00 0.04 309 -1.099443e+05 -1.099443e+05 +5.668139e+02 +4.837732e-03 0.00 0.04 310 -1.099443e+05 -1.099675e+05 +6.174771e+02 +4.137514e-03 0.00 0.04 311 -1.099443e+05 -1.099847e+05 +5.668139e+02 +4.963544e-03 0.00 0.04 312 -1.099443e+05 -1.099550e+05 +5.668139e+02 +4.871281e-03 0.00 0.04 313 -1.099393e+05 -1.099393e+05 +5.668139e+02 +4.822360e-03 0.00 0.04 314 -1.099329e+05 -1.099329e+05 +5.668139e+02 +4.802526e-03 0.00 0.04 315 -1.099043e+05 -1.099043e+05 +5.668139e+02 +4.713256e-03 0.00 0.04 316 -1.099043e+05 -1.099094e+05 +5.668139e+02 +4.729296e-03 0.00 0.04 317 -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 0.05 332 -1.097687e+05 -1.097687e+05 +5.668139e+02 +4.291349e-03 0.00 0.05 333 -1.097669e+05 -1.097669e+05 +5.668139e+02 +4.285589e-03 0.00 0.05 334 -1.097413e+05 -1.097413e+05 +5.668139e+02 +4.205928e-03 0.00 0.05 335 -1.097413e+05 -1.097421e+05 +5.668139e+02 +4.208639e-03 0.00 0.05 336 -1.097223e+05 -1.097223e+05 +5.668139e+02 +4.146767e-03 0.00 0.05 337 -1.097100e+05 -1.097100e+05 +5.668139e+02 +4.108627e-03 0.00 0.05 338 -1.097035e+05 -1.097035e+05 +5.668139e+02 +4.088255e-03 0.00 0.05 339 -1.097035e+05 -1.097102e+05 +6.174771e+02 +3.462634e-03 0.00 0.05 340 -1.097035e+05 -1.097114e+05 +5.668139e+02 +4.112796e-03 0.00 0.05 341 -1.097025e+05 -1.097025e+05 +5.668139e+02 +4.085287e-03 0.00 0.05 342 -1.096927e+05 -1.096927e+05 +5.668139e+02 +4.054809e-03 0.00 0.05 343 -1.096714e+05 -1.096714e+05 +5.668139e+02 +3.988340e-03 0.00 0.05 344 -1.096714e+05 -1.096743e+05 +5.668139e+02 +3.997462e-03 0.00 0.05 345 -1.096504e+05 -1.096504e+05 +5.668139e+02 +3.923157e-03 0.00 0.05 346 -1.096467e+05 -1.096467e+05 +5.668139e+02 +3.911600e-03 0.00 0.05 347 -1.096327e+05 -1.096327e+05 +5.668139e+02 +3.867910e-03 0.00 0.05 348 -1.096327e+05 -1.096352e+05 +6.174771e+02 +3.265802e-03 0.00 0.05 349 -1.096327e+05 -1.096643e+05 +5.668139e+02 +3.966297e-03 0.00 0.05 350 -1.096327e+05 -1.096406e+05 +5.668139e+02 +3.892571e-03 0.00 0.05 351 -1.096174e+05 -1.096174e+05 +5.668139e+02 +3.820214e-03 0.00 0.05 352 -1.096163e+05 -1.096163e+05 +5.668139e+02 +3.816953e-03 0.00 0.05 353 -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 0.06 362 -1.095307e+05 -1.095307e+05 +5.668139e+02 +3.550635e-03 0.00 0.06 363 -1.095307e+05 -1.095355e+05 +5.668139e+02 +3.565583e-03 0.00 0.06 364 -1.095147e+05 -1.095147e+05 +5.668139e+02 +3.500750e-03 0.00 0.06 365 -1.095083e+05 -1.095083e+05 +5.668139e+02 +3.480796e-03 0.00 0.06 366 -1.094989e+05 -1.094989e+05 +5.668139e+02 +3.451408e-03 0.00 0.06 367 -1.094989e+05 -1.095032e+05 +6.174771e+02 +2.919633e-03 0.00 0.06 368 -1.094989e+05 -1.095272e+05 +5.668139e+02 +3.539487e-03 0.00 0.06 369 -1.094989e+05 -1.095060e+05 +5.668139e+02 +3.473694e-03 0.00 0.06 370 -1.094853e+05 -1.094853e+05 +5.668139e+02 +3.409124e-03 0.00 0.06 371 -1.094812e+05 -1.094812e+05 +5.668139e+02 +3.396524e-03 0.00 0.06 372 -1.094698e+05 -1.094698e+05 +5.668139e+02 +3.361105e-03 0.00 0.06 373 -1.094553e+05 -1.094553e+05 +5.668139e+02 +3.315877e-03 0.00 0.06 374 -1.094546e+05 -1.094546e+05 +5.668139e+02 +3.313614e-03 0.00 0.06 375 -1.094348e+05 -1.094348e+05 +5.668139e+02 +3.252019e-03 0.00 0.06 376 -1.094348e+05 -1.094528e+05 +6.174771e+02 +2.787590e-03 0.00 0.06 377 -1.094348e+05 -1.094621e+05 +5.668139e+02 +3.336920e-03 0.00 0.06 378 -1.094348e+05 -1.094422e+05 +5.668139e+02 +3.274892e-03 0.00 0.06 379 -1.094294e+05 -1.094294e+05 +5.668139e+02 +3.235316e-03 0.00 0.06 380 -1.094273e+05 -1.094273e+05 +5.668139e+02 +3.228640e-03 0.00 0.06 381 -1.094080e+05 -1.094080e+05 +5.668139e+02 +3.168625e-03 0.00 0.06 382 -1.094080e+05 -1.094094e+05 +5.668139e+02 +3.172939e-03 0.00 0.06 383 -1.093937e+05 -1.093937e+05 +5.668139e+02 +3.124066e-03 0.00 0.06 384 -1.093852e+05 -1.093852e+05 +5.668139e+02 +3.097529e-03 0.00 0.06 385 -1.093795e+05 -1.093795e+05 +5.668139e+02 +3.079994e-03 0.00 0.06 386 -1.093795e+05 -1.093846e+05 +6.174771e+02 +2.608465e-03 0.00 0.06 387 -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 0.07 396 -1.093224e+05 -1.093468e+05 +5.668139e+02 +2.978016e-03 0.00 0.07 397 -1.093224e+05 -1.093290e+05 +5.668139e+02 +2.922660e-03 0.00 0.07 398 -1.093150e+05 -1.093150e+05 +5.668139e+02 +2.879099e-03 0.00 0.07 399 -1.093150e+05 -1.093157e+05 +5.668139e+02 +2.881344e-03 0.00 0.07 400 -1.092985e+05 -1.092985e+05 +5.668139e+02 +2.827785e-03 0.00 0.07 Iter fbest f |∇f| α sg time tot time 401 -1.092972e+05 -1.092972e+05 +5.668139e+02 +2.823664e-03 0.00 0.07 402 -1.092857e+05 -1.092857e+05 +5.668139e+02 +2.787983e-03 0.00 0.07 403 -1.092756e+05 -1.092756e+05 +5.668139e+02 +2.756590e-03 0.00 0.07 404 -1.092731e+05 -1.092731e+05 +5.668139e+02 +2.748617e-03 0.00 0.07 405 -1.092731e+05 -1.092803e+05 +6.174771e+02 +2.335016e-03 0.00 0.07 406 -1.092731e+05 -1.092784e+05 +5.668139e+02 +2.765320e-03 0.00 0.07 407 -1.092707e+05 -1.092707e+05 +5.668139e+02 +2.741173e-03 0.00 0.07 408 -1.092659e+05 -1.092659e+05 +5.668139e+02 +2.726306e-03 0.00 0.07 409 -1.092498e+05 -1.092498e+05 +5.668139e+02 +2.676148e-03 0.00 0.07 410 -1.092498e+05 -1.092535e+05 +5.668139e+02 +2.687724e-03 0.00 0.07 411 -1.092375e+05 -1.092375e+05 +5.668139e+02 +2.637764e-03 0.00 0.07 412 -1.092333e+05 -1.092333e+05 +5.668139e+02 +2.624705e-03 0.00 0.07 413 -1.092255e+05 -1.092255e+05 +5.668139e+02 +2.600595e-03 0.00 0.07 414 -1.092255e+05 -1.092274e+05 +6.174771e+02 +2.196421e-03 0.00 0.07 415 -1.092255e+05 -1.092468e+05 +5.668139e+02 +2.666779e-03 0.00 0.07 416 -1.092255e+05 -1.092309e+05 +5.668139e+02 +2.617208e-03 0.00 0.07 417 -1.092152e+05 -1.092152e+05 +5.668139e+02 +2.568559e-03 0.00 0.07 418 -1.092129e+05 -1.092129e+05 +5.668139e+02 +2.561207e-03 0.00 0.07 419 -1.092036e+05 -1.092036e+05 +5.668139e+02 +2.532389e-03 0.00 0.07 420 -1.091933e+05 -1.091933e+05 +5.668139e+02 +2.500384e-03 0.00 0.07 421 -1.091921e+05 -1.091921e+05 +5.668139e+02 +2.496617e-03 0.00 0.07 422 -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 0.08 425 -1.091772e+05 -1.091827e+05 +5.668139e+02 +2.467323e-03 0.00 0.08 426 -1.091738e+05 -1.091738e+05 +5.668139e+02 +2.439666e-03 0.00 0.08 427 -1.091715e+05 -1.091715e+05 +5.668139e+02 +2.432485e-03 0.00 0.08 428 -1.091570e+05 -1.091570e+05 +5.668139e+02 +2.387270e-03 0.00 0.08 429 -1.091570e+05 -1.091587e+05 +5.668139e+02 +2.392610e-03 0.00 0.08 430 -1.091462e+05 -1.091462e+05 +5.668139e+02 +2.353708e-03 0.00 0.08 431 -1.091404e+05 -1.091404e+05 +5.668139e+02 +2.335737e-03 0.00 0.08 432 -1.091355e+05 -1.091355e+05 +5.668139e+02 +2.320513e-03 0.00 0.08 433 -1.091355e+05 -1.091387e+05 +6.174771e+02 +1.963619e-03 0.00 0.08 434 -1.091355e+05 -1.091546e+05 +5.668139e+02 +2.379765e-03 0.00 0.08 435 -1.091355e+05 -1.091404e+05 +5.668139e+02 +2.335529e-03 0.00 0.08 436 -1.091264e+05 -1.091264e+05 +5.668139e+02 +2.292116e-03 0.00 0.08 437 -1.091223e+05 -1.091223e+05 +5.668139e+02 +2.279195e-03 0.00 0.08 438 -1.091160e+05 -1.091160e+05 +5.668139e+02 +2.259810e-03 0.00 0.08 439 -1.091049e+05 -1.091049e+05 +5.668139e+02 +2.225097e-03 0.00 0.08 440 -1.091049e+05 -1.091058e+05 +5.668139e+02 +2.227860e-03 0.00 0.08 441 -1.090925e+05 -1.090925e+05 +5.668139e+02 +2.186448e-03 0.00 0.08 442 -1.090925e+05 -1.091048e+05 +6.174771e+02 +1.874764e-03 0.00 0.08 443 -1.090925e+05 -1.091108e+05 +5.668139e+02 +2.243559e-03 0.00 0.08 444 -1.090925e+05 -1.090974e+05 +5.668139e+02 +2.201856e-03 0.00 0.08 445 -1.090875e+05 -1.090875e+05 +5.668139e+02 +2.171045e-03 0.00 0.08 446 -1.090874e+05 -1.090874e+05 +5.668139e+02 +2.170739e-03 0.00 0.08 447 -1.090744e+05 -1.090744e+05 +5.668139e+02 +2.130389e-03 0.00 0.08 448 -1.090741e+05 -1.090741e+05 +5.668139e+02 +2.129225e-03 0.00 0.08 449 -1.090648e+05 -1.090648e+05 +5.668139e+02 +2.100411e-03 0.00 0.08 450 -1.090578e+05 -1.090578e+05 +5.668139e+02 +2.078638e-03 0.00 0.08 451 -1.090553e+05 -1.090553e+05 +5.668139e+02 +2.070763e-03 0.00 0.08 452 -1.090553e+05 -1.090598e+05 +6.174771e+02 +1.756789e-03 0.00 0.08 453 -1.090553e+05 -1.090593e+05 +5.668139e+02 +2.083277e-03 0.00 0.08 454 -1.090541e+05 -1.090541e+05 +5.668139e+02 +2.066932e-03 0.00 0.08 455 -1.090499e+05 -1.090499e+05 +5.668139e+02 +2.053894e-03 0.00 0.09 456 -1.090383e+05 -1.090383e+05 +5.668139e+02 +2.017893e-03 0.00 0.09 457 -1.090383e+05 -1.090405e+05 +5.668139e+02 +2.024836e-03 0.00 0.09 458 -1.090284e+05 -1.090284e+05 +5.668139e+02 +1.987198e-03 0.00 0.09 459 -1.090258e+05 -1.090258e+05 +5.668139e+02 +1.979088e-03 0.00 0.09 460 -1.090194e+05 -1.090194e+05 +5.668139e+02 +1.959203e-03 0.00 0.09 461 -1.090194e+05 -1.090208e+05 +6.174771e+02 +1.654440e-03 0.00 0.09 462 -1.090194e+05 -1.090355e+05 +5.668139e+02 +2.009051e-03 0.00 0.09 463 -1.090194e+05 -1.090235e+05 +5.668139e+02 +1.971706e-03 0.00 0.09 464 -1.090117e+05 -1.090117e+05 +5.668139e+02 +1.935055e-03 0.00 0.09 465 -1.090105e+05 -1.090105e+05 +5.668139e+02 +1.931206e-03 0.00 0.09 466 -1.090029e+05 -1.090029e+05 +5.668139e+02 +1.907814e-03 0.00 0.09 467 -1.089957e+05 -1.089957e+05 +5.668139e+02 +1.885337e-03 0.00 0.09 468 -1.089943e+05 -1.089943e+05 +5.668139e+02 +1.880872e-03 0.00 0.09 469 -1.089831e+05 -1.089831e+05 +5.668139e+02 +1.845909e-03 0.00 0.09 470 -1.089831e+05 -1.089925e+05 +6.174771e+02 +1.580288e-03 0.00 0.09 471 -1.089831e+05 -1.089985e+05 +5.668139e+02 +1.893996e-03 0.00 0.09 472 -1.089831e+05 -1.089872e+05 +5.668139e+02 +1.858790e-03 0.00 0.09 473 -1.089810e+05 -1.089810e+05 +5.668139e+02 +1.839552e-03 0.00 0.09 474 -1.089788e+05 -1.089788e+05 +5.668139e+02 +1.832552e-03 0.00 0.09 475 -1.089678e+05 -1.089678e+05 +5.668139e+02 +1.798488e-03 0.00 0.09 476 -1.089678e+05 -1.089696e+05 +5.668139e+02 +1.804057e-03 0.00 0.09 477 -1.089597e+05 -1.089597e+05 +5.668139e+02 +1.773211e-03 0.00 0.09 478 -1.089558e+05 -1.089558e+05 +5.668139e+02 +1.761166e-03 0.00 0.09 479 -1.089517e+05 -1.089517e+05 +5.668139e+02 +1.748209e-03 0.00 0.09 480 -1.089517e+05 -1.089539e+05 +6.174771e+02 +1.479102e-03 0.00 0.09 481 -1.089517e+05 -1.089660e+05 +5.668139e+02 +1.792836e-03 0.00 0.09 482 -1.089517e+05 -1.089553e+05 +5.668139e+02 +1.759510e-03 0.00 0.09 483 -1.089448e+05 -1.089448e+05 +5.668139e+02 +1.726804e-03 0.00 0.09 484 -1.089421e+05 -1.089421e+05 +5.668139e+02 +1.718531e-03 0.00 0.09 485 -1.089370e+05 -1.089370e+05 +5.668139e+02 +1.702473e-03 0.00 0.09 486 -1.089290e+05 -1.089290e+05 +5.668139e+02 +1.677735e-03 0.00 0.09 487 -1.089290e+05 -1.089292e+05 +5.668139e+02 +1.678409e-03 0.00 0.09 488 -1.089192e+05 -1.089192e+05 +5.668139e+02 +1.647210e-03 0.00 0.10 489 -1.089192e+05 -1.089284e+05 +6.174771e+02 +1.412194e-03 0.00 0.10 490 -1.089192e+05 -1.089330e+05 +5.668139e+02 +1.690226e-03 0.00 0.10 491 -1.089192e+05 -1.089229e+05 +5.668139e+02 +1.658808e-03 0.00 0.10 492 -1.089159e+05 -1.089159e+05 +5.668139e+02 +1.636977e-03 0.00 0.10 493 -1.089154e+05 -1.089154e+05 +5.668139e+02 +1.635371e-03 0.00 0.10 494 -1.089056e+05 -1.089056e+05 +5.668139e+02 +1.604973e-03 0.00 0.10 495 -1.089056e+05 -1.089058e+05 +5.668139e+02 +1.605432e-03 0.00 0.10 496 -1.088984e+05 -1.088984e+05 +5.668139e+02 +1.582395e-03 0.00 0.10 497 -1.088935e+05 -1.088935e+05 +5.668139e+02 +1.567284e-03 0.00 0.10 498 -1.088912e+05 -1.088912e+05 +5.668139e+02 +1.560064e-03 0.00 0.10 499 -1.088912e+05 -1.088942e+05 +6.174771e+02 +1.322269e-03 0.00 0.10 500 -1.088912e+05 -1.088942e+05 +5.668139e+02 +1.569456e-03 0.00 0.10 Iter fbest f |∇f| α sg time tot time 501 -1.088907e+05 -1.088907e+05 +5.668139e+02 +1.558408e-03 0.00 0.10 502 -1.088871e+05 -1.088871e+05 +5.668139e+02 +1.547326e-03 0.00 0.10 503 -1.088788e+05 -1.088788e+05 +5.668139e+02 +1.521428e-03 0.00 0.10 504 -1.088788e+05 -1.088801e+05 +5.668139e+02 +1.525440e-03 0.00 0.10 505 -1.088710e+05 -1.088710e+05 +5.668139e+02 +1.497084e-03 0.00 0.10 506 -1.088694e+05 -1.088694e+05 +5.668139e+02 +1.492159e-03 0.00 0.10 507 -1.088642e+05 -1.088642e+05 +5.668139e+02 +1.476000e-03 0.00 0.10 508 -1.088642e+05 -1.088653e+05 +6.174771e+02 +1.246486e-03 0.00 0.10 509 -1.088642e+05 -1.088763e+05 +5.668139e+02 +1.513558e-03 0.00 0.10 510 -1.088642e+05 -1.088672e+05 +5.668139e+02 +1.485423e-03 0.00 0.10 511 -1.088584e+05 -1.088584e+05 +5.668139e+02 +1.457812e-03 0.00 0.10 512 -1.088578e+05 -1.088578e+05 +5.668139e+02 +1.456052e-03 0.00 0.10 513 -1.088518e+05 -1.088518e+05 +5.668139e+02 +1.437294e-03 0.00 0.10 514 -1.088467e+05 -1.088467e+05 +5.668139e+02 +1.421464e-03 0.00 0.10 515 -1.088453e+05 -1.088453e+05 +5.668139e+02 +1.417002e-03 0.00 0.10 516 -1.088368e+05 -1.088368e+05 +5.668139e+02 +1.390662e-03 0.00 0.10 517 -1.088368e+05 -1.088439e+05 +6.174771e+02 +1.190565e-03 0.00 0.10 518 -1.088368e+05 -1.088484e+05 +5.668139e+02 +1.426890e-03 0.00 0.11 519 -1.088368e+05 -1.088399e+05 +5.668139e+02 +1.400367e-03 0.00 0.11 520 -1.088356e+05 -1.088356e+05 +5.668139e+02 +1.386939e-03 0.00 0.11 521 -1.088336e+05 -1.088336e+05 +5.668139e+02 +1.380605e-03 0.00 0.11 522 -1.088253e+05 -1.088253e+05 +5.668139e+02 +1.354941e-03 0.00 0.11 523 -1.088253e+05 -1.088270e+05 +5.668139e+02 +1.360168e-03 0.00 0.11 524 -1.088192e+05 -1.088192e+05 +5.668139e+02 +1.335903e-03 0.00 0.11 525 -1.088166e+05 -1.088166e+05 +5.668139e+02 +1.327826e-03 0.00 0.11 526 -1.088131e+05 -1.088131e+05 +5.668139e+02 +1.317072e-03 0.00 0.11 527 -1.088131e+05 -1.088149e+05 +6.174771e+02 +1.114287e-03 0.00 0.11 528 -1.088131e+05 -1.088239e+05 +5.668139e+02 +1.350690e-03 0.00 0.11 529 -1.088131e+05 -1.088159e+05 +5.668139e+02 +1.325583e-03 0.00 0.11 530 -1.088080e+05 -1.088080e+05 +5.668139e+02 +1.300943e-03 0.00 0.11 531 -1.088063e+05 -1.088063e+05 +5.668139e+02 +1.295678e-03 0.00 0.11 532 -1.088021e+05 -1.088021e+05 +5.668139e+02 +1.282617e-03 0.00 0.11 533 -1.087964e+05 -1.087964e+05 +5.668139e+02 +1.264916e-03 0.00 0.11 534 -1.087963e+05 -1.087963e+05 +5.668139e+02 +1.264492e-03 0.00 0.11 535 -1.087887e+05 -1.087887e+05 +5.668139e+02 +1.240987e-03 0.00 0.11 536 -1.087887e+05 -1.087956e+05 +6.174771e+02 +1.063867e-03 0.00 0.11 537 -1.087887e+05 -1.087991e+05 +5.668139e+02 +1.273391e-03 0.00 0.11 538 -1.087887e+05 -1.087915e+05 +5.668139e+02 +1.249721e-03 0.00 0.11 539 -1.087865e+05 -1.087865e+05 +5.668139e+02 +1.234184e-03 0.00 0.11 540 -1.087858e+05 -1.087858e+05 +5.668139e+02 +1.232069e-03 0.00 0.11 541 -1.087785e+05 -1.087785e+05 +5.668139e+02 +1.209167e-03 0.00 0.11 542 -1.087785e+05 -1.087789e+05 +5.668139e+02 +1.210393e-03 0.00 0.11 543 -1.087730e+05 -1.087730e+05 +5.668139e+02 +1.192161e-03 0.00 0.11 544 -1.087696e+05 -1.087696e+05 +5.668139e+02 +1.181628e-03 0.00 0.11 545 -1.087676e+05 -1.087676e+05 +5.668139e+02 +1.175341e-03 0.00 0.11 546 -1.087676e+05 -1.087696e+05 +6.174771e+02 +9.954960e-04 0.00 0.11 547 -1.087676e+05 -1.087773e+05 +5.668139e+02 +1.205400e-03 0.00 0.11 548 -1.087676e+05 -1.087701e+05 +5.668139e+02 +1.182994e-03 0.00 0.11 549 -1.087630e+05 -1.087630e+05 +5.668139e+02 +1.161004e-03 0.00 0.12 550 -1.087604e+05 -1.087604e+05 +5.668139e+02 +1.153015e-03 0.00 0.12 551 -1.087577e+05 -1.087577e+05 +5.668139e+02 +1.144634e-03 0.00 0.12 552 -1.087516e+05 -1.087516e+05 +5.668139e+02 +1.125654e-03 0.00 0.12 553 -1.087516e+05 -1.087525e+05 +5.668139e+02 +1.128445e-03 0.00 0.12 554 -1.087458e+05 -1.087458e+05 +5.668139e+02 +1.107469e-03 0.00 0.12 555 -1.087458e+05 -1.087523e+05 +6.174771e+02 +9.502463e-04 0.00 0.12 556 -1.087458e+05 -1.087551e+05 +5.668139e+02 +1.136430e-03 0.00 0.12 557 -1.087458e+05 -1.087483e+05 +5.668139e+02 +1.115306e-03 0.00 0.12 558 -1.087429e+05 -1.087429e+05 +5.668139e+02 +1.098305e-03 0.00 0.12 559 -1.087429e+05 -1.087433e+05 +5.668139e+02 +1.099538e-03 0.00 0.12 560 -1.087367e+05 -1.087367e+05 +5.668139e+02 +1.079100e-03 0.00 0.12 561 -1.087361e+05 -1.087361e+05 +5.668139e+02 +1.077160e-03 0.00 0.12 562 -1.087318e+05 -1.087318e+05 +5.668139e+02 +1.063909e-03 0.00 0.12 563 -1.087278e+05 -1.087278e+05 +5.668139e+02 +1.051575e-03 0.00 0.12 564 -1.087270e+05 -1.087270e+05 +5.668139e+02 +1.048886e-03 0.00 0.12 565 -1.087270e+05 -1.087299e+05 +6.174771e+02 +8.914096e-04 0.00 0.12 566 -1.087270e+05 -1.087290e+05 +5.668139e+02 +1.055270e-03 0.00 0.12 567 -1.087260e+05 -1.087260e+05 +5.668139e+02 +1.045708e-03 0.00 0.12 568 -1.087243e+05 -1.087243e+05 +5.668139e+02 +1.040380e-03 0.00 0.12 569 -1.087180e+05 -1.087180e+05 +5.668139e+02 +1.021041e-03 0.00 0.12 570 -1.087180e+05 -1.087195e+05 +5.668139e+02 +1.025518e-03 0.00 0.12 571 -1.087134e+05 -1.087134e+05 +5.668139e+02 +1.006697e-03 0.00 0.12 572 -1.087116e+05 -1.087116e+05 +5.668139e+02 +1.001131e-03 0.00 0.12 573 -1.087089e+05 -1.087089e+05 +5.668139e+02 +9.925086e-04 0.00 0.12 574 -1.087089e+05 -1.087095e+05 +6.174771e+02 +8.378984e-04 0.00 0.12 575 -1.087089e+05 -1.087170e+05 +5.668139e+02 +1.017749e-03 0.00 0.12 576 -1.087089e+05 -1.087109e+05 +5.668139e+02 +9.988309e-04 0.00 0.12 577 -1.087049e+05 -1.087049e+05 +5.668139e+02 +9.802644e-04 0.00 0.12 578 -1.087039e+05 -1.087039e+05 +5.668139e+02 +9.769195e-04 0.00 0.12 579 -1.087005e+05 -1.087005e+05 +5.668139e+02 +9.664581e-04 0.00 0.12 580 -1.086964e+05 -1.086964e+05 +5.668139e+02 +9.537222e-04 0.00 0.13 581 -1.086961e+05 -1.086961e+05 +5.668139e+02 +9.528036e-04 0.00 0.13 582 -1.086904e+05 -1.086904e+05 +5.668139e+02 +9.350927e-04 0.00 0.13 583 -1.086904e+05 -1.086952e+05 +6.174771e+02 +8.004390e-04 0.00 0.13 584 -1.086904e+05 -1.086982e+05 +5.668139e+02 +9.594472e-04 0.00 0.13 585 -1.086904e+05 -1.086925e+05 +5.668139e+02 +9.416128e-04 0.00 0.13 586 -1.086890e+05 -1.086890e+05 +5.668139e+02 +9.305682e-04 0.00 0.13 587 -1.086882e+05 -1.086882e+05 +5.668139e+02 +9.283155e-04 0.00 0.13 588 -1.086827e+05 -1.086827e+05 +5.668139e+02 +9.110597e-04 0.00 0.13 589 -1.086827e+05 -1.086832e+05 +5.668139e+02 +9.126238e-04 0.00 0.13 590 -1.086786e+05 -1.086786e+05 +5.668139e+02 +8.982492e-04 0.00 0.13 591 -1.086762e+05 -1.086762e+05 +5.668139e+02 +8.909323e-04 0.00 0.13 592 -1.086745e+05 -1.086745e+05 +5.668139e+02 +8.855789e-04 0.00 0.13 593 -1.086745e+05 -1.086757e+05 +6.174771e+02 +7.492619e-04 0.00 0.13 594 -1.086745e+05 -1.086818e+05 +5.668139e+02 +9.081853e-04 0.00 0.13 595 -1.086745e+05 -1.086764e+05 +5.668139e+02 +8.913037e-04 0.00 0.13 596 -1.086710e+05 -1.086710e+05 +5.668139e+02 +8.747360e-04 0.00 0.13 597 -1.086693e+05 -1.086693e+05 +5.668139e+02 +8.693691e-04 0.00 0.13 598 -1.086671e+05 -1.086671e+05 +5.668139e+02 +8.624052e-04 0.00 0.13 599 -1.086627e+05 -1.086627e+05 +5.668139e+02 +8.487361e-04 0.00 0.13 600 -1.086627e+05 -1.086632e+05 +5.668139e+02 +8.502104e-04 0.00 0.13 Iter fbest f |∇f| α sg time tot time 601 -1.086581e+05 -1.086581e+05 +5.668139e+02 +8.344065e-04 0.00 0.13 602 -1.086581e+05 -1.086628e+05 +6.174771e+02 +7.153993e-04 0.00 0.13 603 -1.086581e+05 -1.086651e+05 +5.668139e+02 +8.561985e-04 0.00 0.13 604 -1.086581e+05 -1.086600e+05 +5.668139e+02 +8.402832e-04 0.00 0.13 605 -1.086561e+05 -1.086561e+05 +5.668139e+02 +8.281214e-04 0.00 0.13 606 -1.086561e+05 -1.086561e+05 +5.668139e+02 +8.284065e-04 0.00 0.13 607 -1.086512e+05 -1.086512e+05 +5.668139e+02 +8.130078e-04 0.00 0.13 608 -1.086509e+05 -1.086509e+05 +5.668139e+02 +8.121730e-04 0.00 0.13 609 -1.086475e+05 -1.086475e+05 +5.668139e+02 +8.015660e-04 0.00 0.13 610 -1.086447e+05 -1.086447e+05 +5.668139e+02 +7.928790e-04 0.00 0.13 611 -1.086439e+05 -1.086439e+05 +5.668139e+02 +7.902497e-04 0.00 0.13 612 -1.086439e+05 -1.086457e+05 +6.174771e+02 +6.707196e-04 0.00 0.14 613 -1.086439e+05 -1.086454e+05 +5.668139e+02 +7.950340e-04 0.00 0.14 614 -1.086433e+05 -1.086433e+05 +5.668139e+02 +7.884270e-04 0.00 0.14 615 -1.086418e+05 -1.086418e+05 +5.668139e+02 +7.838190e-04 0.00 0.14 616 -1.086373e+05 -1.086373e+05 +5.668139e+02 +7.697228e-04 0.00 0.14 617 -1.086373e+05 -1.086383e+05 +5.668139e+02 +7.727279e-04 0.00 0.14 618 -1.086336e+05 -1.086336e+05 +5.668139e+02 +7.583642e-04 0.00 0.14 619 -1.086325e+05 -1.086325e+05 +5.668139e+02 +7.549236e-04 0.00 0.14 620 -1.086302e+05 -1.086302e+05 +5.668139e+02 +7.476794e-04 0.00 0.14 621 -1.086302e+05 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+5.668139e+02 +6.863366e-04 0.00 0.14 636 -1.086105e+05 -1.086111e+05 +5.668139e+02 +6.881665e-04 0.00 0.14 637 -1.086074e+05 -1.086074e+05 +5.668139e+02 +6.766889e-04 0.00 0.14 638 -1.086058e+05 -1.086058e+05 +5.668139e+02 +6.718071e-04 0.00 0.14 639 -1.086043e+05 -1.086043e+05 +5.668139e+02 +6.671467e-04 0.00 0.14 640 -1.086043e+05 -1.086052e+05 +6.174771e+02 +5.644389e-04 0.00 0.14 641 -1.086043e+05 -1.086098e+05 +5.668139e+02 +6.841764e-04 0.00 0.14 642 -1.086043e+05 -1.086057e+05 +5.668139e+02 +6.714588e-04 0.00 0.14 643 -1.086017e+05 -1.086017e+05 +5.668139e+02 +6.589775e-04 0.00 0.14 644 -1.086006e+05 -1.086006e+05 +5.668139e+02 +6.555450e-04 0.00 0.14 645 -1.085987e+05 -1.085987e+05 +5.668139e+02 +6.496910e-04 0.00 0.14 646 -1.085956e+05 -1.085956e+05 +5.668139e+02 +6.399841e-04 0.00 0.14 647 -1.085956e+05 -1.085958e+05 +5.668139e+02 +6.405067e-04 0.00 0.14 648 -1.085920e+05 -1.085920e+05 +5.668139e+02 +6.286008e-04 0.00 0.15 649 -1.085920e+05 -1.085955e+05 +6.174771e+02 +5.389166e-04 0.00 0.15 650 -1.085920e+05 -1.085972e+05 +5.668139e+02 +6.450163e-04 0.00 0.15 651 -1.085920e+05 -1.085934e+05 +5.668139e+02 +6.330265e-04 0.00 0.15 652 -1.085906e+05 -1.085906e+05 +5.668139e+02 +6.244378e-04 0.00 0.15 653 -1.085905e+05 -1.085905e+05 +5.668139e+02 +6.240818e-04 0.00 0.15 654 -1.085868e+05 -1.085868e+05 +5.668139e+02 +6.124812e-04 0.00 0.15 655 -1.085868e+05 -1.085868e+05 +5.668139e+02 +6.124070e-04 0.00 0.15 656 -1.085840e+05 -1.085840e+05 +5.668139e+02 +6.038640e-04 0.00 0.15 657 -1.085821e+05 -1.085821e+05 +5.668139e+02 +5.978561e-04 0.00 0.15 658 -1.085813e+05 -1.085813e+05 +5.668139e+02 +5.953412e-04 0.00 0.15 659 -1.085813e+05 -1.085825e+05 +6.174771e+02 +5.048062e-04 0.00 0.15 660 -1.085813e+05 -1.085824e+05 +5.668139e+02 +5.989314e-04 0.00 0.15 661 -1.085810e+05 -1.085810e+05 +5.668139e+02 +5.944793e-04 0.00 0.15 662 -1.085797e+05 -1.085797e+05 +5.668139e+02 +5.904850e-04 0.00 0.15 663 -1.085765e+05 -1.085765e+05 +5.668139e+02 +5.803738e-04 0.00 0.15 664 -1.085765e+05 -1.085770e+05 +5.668139e+02 +5.821319e-04 0.00 0.15 665 -1.085735e+05 -1.085735e+05 +5.668139e+02 +5.713111e-04 0.00 0.15 666 -1.085729e+05 -1.085729e+05 +5.668139e+02 +5.692106e-04 0.00 0.15 667 -1.085710e+05 -1.085710e+05 +5.668139e+02 +5.632639e-04 0.00 0.15 668 -1.085710e+05 -1.085714e+05 +6.174771e+02 +4.756451e-04 0.00 0.15 669 -1.085710e+05 -1.085756e+05 +5.668139e+02 +5.775948e-04 0.00 0.15 670 -1.085710e+05 -1.085721e+05 +5.668139e+02 +5.668583e-04 0.00 0.15 671 -1.085687e+05 -1.085687e+05 +5.668139e+02 +5.563214e-04 0.00 0.15 672 -1.085685e+05 -1.085685e+05 +5.668139e+02 +5.554385e-04 0.00 0.15 673 -1.085662e+05 -1.085662e+05 +5.668139e+02 +5.484906e-04 0.00 0.15 674 -1.085642e+05 -1.085642e+05 +5.668139e+02 +5.422448e-04 0.00 0.15 675 -1.085637e+05 -1.085637e+05 +5.668139e+02 +5.407458e-04 0.00 0.15 676 -1.085605e+05 -1.085605e+05 +5.668139e+02 +5.306942e-04 0.00 0.15 677 -1.085605e+05 -1.085632e+05 +6.174771e+02 +4.543207e-04 0.00 0.15 678 -1.085605e+05 -1.085649e+05 +5.668139e+02 +5.445186e-04 0.00 0.15 679 -1.085605e+05 -1.085617e+05 +5.668139e+02 +5.343970e-04 0.00 0.15 680 -1.085600e+05 -1.085600e+05 +5.668139e+02 +5.290759e-04 0.00 0.15 681 -1.085593e+05 -1.085593e+05 +5.668139e+02 +5.268546e-04 0.00 0.15 682 -1.085561e+05 -1.085561e+05 +5.668139e+02 +5.170613e-04 0.00 0.15 683 -1.085561e+05 -1.085567e+05 +5.668139e+02 +5.188651e-04 0.00 0.16 684 -1.085538e+05 -1.085538e+05 +5.668139e+02 +5.097950e-04 0.00 0.16 685 -1.085527e+05 -1.085527e+05 +5.668139e+02 +5.065286e-04 0.00 0.16 686 -1.085515e+05 -1.085515e+05 +5.668139e+02 +5.026080e-04 0.00 0.16 687 -1.085515e+05 -1.085521e+05 +6.174771e+02 +4.252242e-04 0.00 0.16 688 -1.085515e+05 -1.085556e+05 +5.668139e+02 +5.154374e-04 0.00 0.16 689 -1.085515e+05 -1.085525e+05 +5.668139e+02 +5.058563e-04 0.00 0.16 690 -1.085495e+05 -1.085495e+05 +5.668139e+02 +4.964533e-04 0.00 0.16 691 -1.085488e+05 -1.085488e+05 +5.668139e+02 +4.942658e-04 0.00 0.16 692 -1.085473e+05 -1.085473e+05 +5.668139e+02 +4.894589e-04 0.00 0.16 693 -1.085450e+05 -1.085450e+05 +5.668139e+02 +4.825314e-04 0.00 0.16 694 -1.085450e+05 -1.085450e+05 +5.668139e+02 +4.825415e-04 0.00 0.16 695 -1.085421e+05 -1.085421e+05 +5.668139e+02 +4.735719e-04 0.00 0.16 696 -1.085421e+05 -1.085448e+05 +6.174771e+02 +4.059879e-04 0.00 0.16 697 -1.085421e+05 -1.085461e+05 +5.668139e+02 +4.859379e-04 0.00 0.16 698 -1.085421e+05 -1.085432e+05 +5.668139e+02 +4.769052e-04 0.00 0.16 699 -1.085413e+05 -1.085413e+05 +5.668139e+02 +4.708088e-04 0.00 0.16 700 -1.085411e+05 -1.085411e+05 +5.668139e+02 +4.701681e-04 0.00 0.16 Iter fbest f |∇f| α sg time tot time 701 -1.085382e+05 -1.085382e+05 +5.668139e+02 +4.614285e-04 0.00 0.16 702 -1.085382e+05 -1.085383e+05 +5.668139e+02 +4.617345e-04 0.00 0.16 703 -1.085362e+05 -1.085362e+05 +5.668139e+02 +4.549382e-04 0.00 0.16 704 -1.085348e+05 -1.085348e+05 +5.668139e+02 +4.507620e-04 0.00 0.16 705 -1.085341e+05 -1.085341e+05 +5.668139e+02 +4.485188e-04 0.00 0.16 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-1.084379e+05 +5.668139e+02 +1.492257e-04 0.00 0.21 891 -1.084371e+05 -1.084371e+05 +5.668139e+02 +1.465663e-04 0.00 0.21 892 -1.084368e+05 -1.084368e+05 +5.668139e+02 +1.456774e-04 0.00 0.21 893 -1.084364e+05 -1.084364e+05 +5.668139e+02 +1.445003e-04 0.00 0.21 894 -1.084364e+05 -1.084366e+05 +6.174771e+02 +1.222522e-04 0.00 0.21 895 -1.084364e+05 -1.084376e+05 +5.668139e+02 +1.481887e-04 0.00 0.22 896 -1.084364e+05 -1.084367e+05 +5.668139e+02 +1.454342e-04 0.00 0.22 897 -1.084359e+05 -1.084359e+05 +5.668139e+02 +1.427308e-04 0.00 0.22 898 -1.084357e+05 -1.084357e+05 +5.668139e+02 +1.421505e-04 0.00 0.22 899 -1.084352e+05 -1.084352e+05 +5.668139e+02 +1.407201e-04 0.00 0.22 900 -1.084346e+05 -1.084346e+05 +5.668139e+02 +1.387755e-04 0.00 0.22 Iter fbest f |∇f| α sg time tot time 901 -1.084346e+05 -1.084346e+05 +5.668139e+02 +1.387316e-04 0.00 0.22 902 -1.084337e+05 -1.084337e+05 +5.668139e+02 +1.361528e-04 0.00 0.22 903 -1.084337e+05 -1.084345e+05 +6.174771e+02 +1.167205e-04 0.00 0.22 904 -1.084337e+05 -1.084349e+05 +5.668139e+02 +1.397079e-04 0.00 0.22 905 -1.084337e+05 -1.084341e+05 +5.668139e+02 +1.371110e-04 0.00 0.22 906 -1.084335e+05 -1.084335e+05 +5.668139e+02 +1.354039e-04 0.01 0.22 907 -1.084334e+05 -1.084334e+05 +5.668139e+02 +1.351743e-04 0.01 0.22 908 -1.084326e+05 -1.084326e+05 +5.668139e+02 +1.326617e-04 0.01 0.22 909 -1.084326e+05 -1.084327e+05 +5.668139e+02 +1.327937e-04 0.01 0.22 910 -1.084320e+05 -1.084320e+05 +5.668139e+02 +1.307959e-04 0.01 0.22 911 -1.084316e+05 -1.084316e+05 +5.668139e+02 +1.296379e-04 0.01 0.22 912 -1.084314e+05 -1.084314e+05 +5.668139e+02 +1.289505e-04 0.01 0.22 913 -1.084314e+05 -1.084316e+05 +6.174771e+02 +1.092193e-04 0.01 0.22 914 -1.084314e+05 -1.084325e+05 +5.668139e+02 +1.322484e-04 0.01 0.22 915 -1.084314e+05 -1.084317e+05 +5.668139e+02 +1.297901e-04 0.01 0.22 916 -1.084309e+05 -1.084309e+05 +5.668139e+02 +1.273776e-04 0.01 0.22 917 -1.084306e+05 -1.084306e+05 +5.668139e+02 +1.264987e-04 0.01 0.22 918 -1.084303e+05 -1.084303e+05 +5.668139e+02 +1.255815e-04 0.01 0.22 919 -1.084297e+05 -1.084297e+05 +5.668139e+02 +1.234969e-04 0.01 0.22 920 -1.084297e+05 -1.084298e+05 +5.668139e+02 +1.238053e-04 0.01 0.22 921 -1.084290e+05 -1.084290e+05 +5.668139e+02 +1.215040e-04 0.01 0.22 922 -1.084290e+05 -1.084298e+05 +6.174771e+02 +1.042548e-04 0.01 0.22 923 -1.084290e+05 -1.084301e+05 +5.668139e+02 +1.246815e-04 0.01 0.22 924 -1.084290e+05 -1.084293e+05 +5.668139e+02 +1.223639e-04 0.01 0.22 925 -1.084287e+05 -1.084287e+05 +5.668139e+02 +1.204964e-04 0.01 0.22 926 -1.084287e+05 -1.084288e+05 +5.668139e+02 +1.206339e-04 0.01 0.22 927 -1.084280e+05 -1.084280e+05 +5.668139e+02 +1.183916e-04 0.01 0.22 928 -1.084280e+05 -1.084280e+05 +5.668139e+02 +1.181767e-04 0.01 0.22 929 -1.084275e+05 -1.084275e+05 +5.668139e+02 +1.167250e-04 0.01 0.22 930 -1.084271e+05 -1.084271e+05 +5.668139e+02 +1.153697e-04 0.01 0.23 931 -1.084270e+05 -1.084270e+05 +5.668139e+02 +1.150766e-04 0.01 0.23 932 -1.084270e+05 -1.084273e+05 +6.174771e+02 +9.780136e-05 0.01 0.23 933 -1.084270e+05 -1.084272e+05 +5.668139e+02 +1.157771e-04 0.01 0.23 934 -1.084269e+05 -1.084269e+05 +5.668139e+02 +1.147260e-04 0.01 0.23 935 -1.084267e+05 -1.084267e+05 +5.668139e+02 +1.141435e-04 0.01 0.23 936 -1.084260e+05 -1.084260e+05 +5.668139e+02 +1.120218e-04 0.01 0.23 937 -1.084260e+05 -1.084261e+05 +5.668139e+02 +1.125110e-04 0.01 0.23 938 -1.084255e+05 -1.084255e+05 +5.668139e+02 +1.104480e-04 0.01 0.23 939 -1.084253e+05 -1.084253e+05 +5.668139e+02 +1.098355e-04 0.01 0.23 940 -1.084250e+05 -1.084250e+05 +5.668139e+02 +1.088914e-04 0.01 0.23 941 -1.084250e+05 -1.084251e+05 +6.174771e+02 +9.192840e-05 0.01 0.23 942 -1.084250e+05 -1.084259e+05 +5.668139e+02 +1.116606e-04 0.01 0.23 943 -1.084250e+05 -1.084252e+05 +5.668139e+02 +1.095850e-04 0.01 0.23 944 -1.084246e+05 -1.084246e+05 +5.668139e+02 +1.075480e-04 0.01 0.23 945 -1.084244e+05 -1.084244e+05 +5.668139e+02 +1.071792e-04 0.01 0.23 946 -1.084241e+05 -1.084241e+05 +5.668139e+02 +1.060333e-04 0.01 0.23 947 -1.084236e+05 -1.084236e+05 +5.668139e+02 +1.046342e-04 0.01 0.23 948 -1.084236e+05 -1.084236e+05 +5.668139e+02 +1.045352e-04 0.01 0.23 949 -1.084230e+05 -1.084230e+05 +5.668139e+02 +1.025921e-04 0.01 0.23 950 -1.084230e+05 -1.084235e+05 +6.174771e+02 +8.781871e-05 0.01 0.23 951 -1.084230e+05 -1.084238e+05 +5.668139e+02 +1.052641e-04 0.01 0.23 952 -1.084230e+05 -1.084232e+05 +5.668139e+02 +1.033074e-04 0.01 0.23 953 -1.084228e+05 -1.084228e+05 +5.668139e+02 +1.020940e-04 0.01 0.23 954 -1.084227e+05 -1.084227e+05 +5.668139e+02 +1.018485e-04 0.01 0.23 955 -1.084221e+05 -1.084221e+05 +5.668139e+02 +9.995531e-05 0.01 0.23 956 -1.084221e+05 -1.084222e+05 +5.668139e+02 +1.001253e-04 0.01 0.23 957 -1.084217e+05 -1.084217e+05 +5.668139e+02 +9.854983e-05 0.01 0.23 958 -1.084214e+05 -1.084214e+05 +5.668139e+02 +9.774550e-05 0.01 0.23 959 -1.084212e+05 -1.084212e+05 +5.668139e+02 +9.715971e-05 0.01 0.23 960 -1.084212e+05 -1.084213e+05 +6.174771e+02 +8.220399e-05 0.01 0.24 961 -1.084212e+05 -1.084220e+05 +5.668139e+02 +9.963994e-05 0.01 0.24 962 -1.084212e+05 -1.084214e+05 +5.668139e+02 +9.778781e-05 0.01 0.24 963 -1.084208e+05 -1.084208e+05 +5.668139e+02 +9.597010e-05 0.01 0.24 964 -1.084206e+05 -1.084206e+05 +5.668139e+02 +9.537977e-05 0.01 0.24 965 -1.084204e+05 -1.084204e+05 +5.668139e+02 +9.461725e-05 0.01 0.24 966 -1.084199e+05 -1.084199e+05 +5.668139e+02 +9.311610e-05 0.01 0.24 967 -1.084199e+05 -1.084200e+05 +5.668139e+02 +9.327931e-05 0.01 0.24 968 -1.084194e+05 -1.084194e+05 +5.668139e+02 +9.154541e-05 0.01 0.24 969 -1.084194e+05 -1.084199e+05 +6.174771e+02 +7.848884e-05 0.01 0.24 970 -1.084194e+05 -1.084202e+05 +5.668139e+02 +9.393629e-05 0.01 0.24 971 -1.084194e+05 -1.084196e+05 +5.668139e+02 +9.219018e-05 0.01 0.24 972 -1.084192e+05 -1.084192e+05 +5.668139e+02 +9.085443e-05 0.01 0.24 973 -1.084192e+05 -1.084192e+05 +5.668139e+02 +9.088713e-05 0.01 0.24 974 -1.084187e+05 -1.084187e+05 +5.668139e+02 +8.919770e-05 0.01 0.24 975 -1.084186e+05 -1.084186e+05 +5.668139e+02 +8.910472e-05 0.01 0.24 976 -1.084183e+05 -1.084183e+05 +5.668139e+02 +8.794237e-05 0.01 0.24 977 -1.084179e+05 -1.084179e+05 +5.668139e+02 +8.698795e-05 0.01 0.24 978 -1.084179e+05 -1.084179e+05 +5.668139e+02 +8.670082e-05 0.01 0.24 979 -1.084179e+05 -1.084181e+05 +6.174771e+02 +7.358801e-05 0.01 0.24 980 -1.084179e+05 -1.084180e+05 +5.668139e+02 +8.722576e-05 0.01 0.24 981 -1.084178e+05 -1.084178e+05 +5.668139e+02 +8.649957e-05 0.01 0.24 982 -1.084176e+05 -1.084176e+05 +5.668139e+02 +8.599531e-05 0.01 0.24 983 -1.084171e+05 -1.084171e+05 +5.668139e+02 +8.444750e-05 0.01 0.24 984 -1.084171e+05 -1.084172e+05 +5.668139e+02 +8.477846e-05 0.01 0.24 985 -1.084167e+05 -1.084167e+05 +5.668139e+02 +8.320258e-05 0.01 0.24 986 -1.084166e+05 -1.084166e+05 +5.668139e+02 +8.282387e-05 0.01 0.24 987 -1.084164e+05 -1.084164e+05 +5.668139e+02 +8.203031e-05 0.01 0.24 988 -1.084164e+05 -1.084164e+05 +6.174771e+02 +6.926105e-05 0.01 0.24 989 -1.084164e+05 -1.084170e+05 +5.668139e+02 +8.411690e-05 0.01 0.24 990 -1.084164e+05 -1.084165e+05 +5.668139e+02 +8.255331e-05 0.01 0.24 991 -1.084160e+05 -1.084160e+05 +5.668139e+02 +8.101879e-05 0.01 0.24 992 -1.084160e+05 -1.084160e+05 +5.668139e+02 +8.082037e-05 0.01 0.24 993 -1.084157e+05 -1.084157e+05 +5.668139e+02 +7.987805e-05 0.01 0.24 994 -1.084153e+05 -1.084153e+05 +5.668139e+02 +7.890091e-05 0.01 0.24 995 -1.084153e+05 -1.084153e+05 +5.668139e+02 +7.874985e-05 0.01 0.24 996 -1.084148e+05 -1.084148e+05 +5.668139e+02 +7.728603e-05 0.01 0.25 997 -1.084148e+05 -1.084152e+05 +6.174771e+02 +6.616014e-05 0.01 0.25 998 -1.084148e+05 -1.084155e+05 +5.668139e+02 +7.929912e-05 0.01 0.25 999 -1.084148e+05 -1.084150e+05 +5.668139e+02 +7.782509e-05 0.01 0.25 1000 -1.084147e+05 -1.084147e+05 +5.668139e+02 +7.698504e-05 0.01 0.25 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 2.3s, eval time 0.0s, time 26.0s 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 2.3s, eval time 0.0s, time 28.2s 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 2.3s, eval time 0.0s, time 28.2s 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 2.3s, eval time 0.0s, time 28.2s 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 2.3s, eval time 0.0s, time 28.2s 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 2.3s, eval time 0.0s, time 28.2s 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 2.3s, eval time 0.0s, time 28.2s 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 2.3s, eval time 0.0s, time 28.2s 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 2.3s, eval time 0.0s, time 28.2s 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 2.3s, eval time 0.0s, time 28.2s 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 2.3s, eval time 0.0s, time 28.5s 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 2.3s, eval time 0.0s, time 28.5s 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 2.3s, eval time 0.0s, time 28.5s 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 2.3s, eval time 0.0s, time 28.5s 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 0.0s, 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 0.6s 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 0.6s Iter 18: ncols 10, nrows 19, fx0 +1.083900e+05, fy +1.083900e+05, m +1.083900e+05, v -2.158976e-05, u 5.000000e-03, i +1, master time 0.1s, eval time 0.0s, time 0.6s TERMINATION: Optimal: v = -2.1589764857912756e-5 DD.dual_objective_value(algo) = -108390.00002159717 DD.dual_solution(algo) = [40.11111117498621, 23.44444450860141, -63.55555568357625, -16.777777649732613, -28.11111146315631, 44.8888891128804, -23.333333525253593, 4.666666954554898, 18.666666570695863] 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 11.9s 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 13.7s 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 13.7s 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 13.7s 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 13.7s 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 13.7s 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 0.4s, time 0.4s 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 = -4.560712941460998 DD.dual_objective_value(algo) = 96476.31169475346 DD.dual_solution(algo) = [39.66666666641418, 27.39130434758975, 27.69230769190068, -3.5003100555216256e-11, -3.312075185979184e-11, -5.801440684481256e-11, -39.66666666637917, -27.391304347556627, -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 0.0s, 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 0.1s 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 0.1s, 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 0.2s, time 0.2s 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 0.2s, 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 0.3s Iter 20: ncols 10, nrows 20, Δ 3.332188e+01, fx0 -9.647820e+04, m -9.648494e+04, fy -9.647820e+04, linerr +4.131311e-12, master time 0.0s, eval time 0.3s, time 0.3s 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 0.3s, 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 0.4s, time 0.4s 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 0.4s, time 0.4s Iter 27: ncols 10, nrows 26, Δ 3.332188e+01, fx0 -9.647822e+04, m -9.648304e+04, fy -9.647822e+04, linerr +1.592996e-11, master time 0.0s, eval time 0.4s, time 0.4s 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 0.4s, 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 +1.070051e-11, master time 0.0s, eval time 0.5s, time 0.5s Iter 31: ncols 10, nrows 28, Δ 3.332188e+01, fx0 -9.647935e+04, m -9.648205e+04, fy -9.647935e+04, linerr +1.070051e-11, master time 0.0s, eval time 0.5s, time 0.5s Iter 32: ncols 10, nrows 29, Δ 3.332188e+01, fx0 -9.647935e+04, m -9.648162e+04, fy -9.647935e+04, linerr +4.811461e-12, master time 0.0s, eval time 0.5s, time 0.5s 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 0.5s, time 0.5s 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 0.5s, 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 0.6s Iter 36: ncols 10, nrows 32, Δ 3.332188e+01, fx0 -9.647944e+04, m -9.648103e+04, fy -9.647944e+04, linerr +1.469048e-11, master time 0.0s, eval time 0.6s, time 0.6s 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 0.6s, time 0.6s 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 0.6s, time 0.6s 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 0.6s, time 0.6s 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 0.6s, time 0.7s Iter 41: ncols 10, nrows 36, Δ 3.332188e+01, fx0 -9.647971e+04, m -9.648083e+04, fy -9.647971e+04, linerr +3.230122e-12, master time 0.0s, eval time 0.6s, time 0.7s 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 0.7s, time 0.7s 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 0.7s, time 0.7s TERMINATION: Optimal DD.dual_objective_value(algo) = 96479.82361870949 DD.dual_solution(algo) = [39.499282405807506, 41.471060792083236, 53.119405184237614, 0.5900147430370666, -0.9727818711659495, 2.2167813460475756, -40.08929714884486, -40.498278920917286, -55.33618653028519] Test Summary: | Pass Total Time farmer | 10 10 2m20.7s Test Summary: | Pass Total Time combine_dict with 1 procs | 9 9 7.4s ┌ 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 14.8s Test Summary: | Pass Total Time combine_dict with 2 procs | 18 18 17.3s Test Summary: | Total Time combine_dict with 3 procs | 0 23.3s Test Summary: | Total Time combine_dict with 3 procs | 0 24.6s Test Summary: | Pass Total Time combine_dict with 3 procs | 27 27 27.6s ****************************************************************************** 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 2.5s, eval time 28.1s, time 56.5s 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 2.5s, eval time 28.1s, time 59.8s 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 2.5s, eval time 28.1s, time 59.8s 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 2.5s, eval time 28.1s, time 59.8s 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 2.5s, eval time 28.1s, time 59.8s 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 2.5s, eval time 28.1s, time 59.9s 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 2.5s, eval time 28.1s, time 59.9s 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 2.5s, eval time 28.1s, time 59.9s 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 2.5s, eval time 28.1s, time 59.9s 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 2.5s, eval time 28.1s, time 59.9s 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 2.5s, eval time 28.1s, time 60.2s 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 2.5s, eval time 28.1s, time 60.2s 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 2.5s, eval time 28.1s, time 60.2s 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 2.6s, eval time 28.1s, time 60.2s 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 2.6s, eval time 28.1s, time 60.2s 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 2.6s, eval time 28.1s, time 61.0s 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 2.6s, eval time 28.1s, time 61.0s 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 2.6s, eval time 28.1s, time 61.0s TERMINATION: Optimal: v = -2.1589576315786156e-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 4.9s, eval time 60.3s, time 118.8s 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 4.9s, eval time 62.8s, time 129.1s 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 4.9s, eval time 65.8s, time 132.2s 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 4.9s, eval time 68.6s, time 134.9s 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 4.9s, eval time 70.0s, time 136.3s 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 4.9s, eval time 74.0s, time 140.4s 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 4.9s, eval time 77.8s, time 144.2s 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 4.9s, eval time 80.8s, time 147.2s 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 4.9s, eval time 83.8s, time 150.2s 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 4.9s, eval time 86.7s, time 153.1s 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 4.9s, eval time 88.8s, time 155.5s 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 4.9s, eval time 91.3s, time 158.2s 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 4.9s, eval time 94.2s, time 161.1s 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 4.9s, eval time 97.2s, time 164.2s 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 4.9s, eval time 99.3s, time 166.2s 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 4.9s, eval time 101.5s, time 170.4s 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 5.0s, eval time 103.5s, time 172.4s Iter 18: ncols 10, nrows 19, fx0 +1.083900e+05, fy +1.083900e+05, m +1.083900e+05, v -2.158960e-05, u 5.000000e-03, i +1, master time 5.0s, eval time 105.3s, time 174.2s TERMINATION: Optimal: v = -2.1589603195203942e-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 7.1s, eval time 84.9s, time 171.3s 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 7.1s, eval time 85.8s, time 182.7s 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 7.1s, eval time 90.8s, time 187.7s 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 7.1s, eval time 97.5s, time 194.4s 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 7.1s, eval time 111.2s, time 208.1s 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 7.1s, eval time 123.2s, time 220.2s 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 7.1s, eval time 131.2s, time 228.2s 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 7.1s, eval time 137.8s, time 234.7s 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 7.1s, eval time 141.2s, time 238.2s 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 7.1s, eval time 143.7s, time 240.7s 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 7.1s, eval time 147.2s, time 244.5s 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 7.1s, eval time 152.1s, time 250.2s 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 7.1s, eval time 155.7s, time 253.8s 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 7.1s, eval time 161.6s, time 259.7s 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 7.1s, eval time 166.6s, time 264.7s 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 7.1s, eval time 171.5s, time 271.7s 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 7.1s, eval time 176.5s, time 276.7s 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 7.2s, eval time 184.4s, time 284.6s TERMINATION: Optimal: v = -2.1589576315786156e-5 Test Summary: | Total Time MPI tests | 0 20m52.2s 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 0.1s, 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 0.1s, time 0.3s 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 0.1s, 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 -7.183520e-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 -7.183520e-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 -7.183520e-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 -8.771293e-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 +1.720134e+02, m +1.717500e+02, v -8.771334e-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 -8.994100e-04, u 3.842409e-03, i +1, master time 0.4s, eval time 0.1s, time 0.6s TERMINATION: Optimal: v = -0.0008994100002596007 DD.dual_objective_value(algo) = -171.75089942630765 DD.dual_solution(algo) = [1.0862792682836772e-22, 1.26451641316402e-18, -5.703370090959429e-19, 1.6459616912431024e-5, -0.001746549393942905, 0.0016249392516885408, 0.00039646889692529757, -0.0015155232051279853, 0.0011190543062526788, 0.0029301350736320704, -0.002447988127224463, -0.0005416464172295138, 0.0004073737732168705, -0.0015264280795708, 0.001119054306252679, 8.919344159839071e-19, -1.9686196649820055e-27, 6.548675819910413e-19, -0.0023543418542749345, 0.0030059735077764935, -0.0005416464172295138, 0.0004334176863506782, -0.0015524719927046083, 0.001119054306252679, 6.558222367884277e-28, -3.3433827399132524e-19, 6.086186012005119e-19, -0.0005922528362695681, 0.0011885640133908729, -0.0005416464172295138, -2.152492740344547e-20, -2.0899286495116184e-20, 3.591374258476062e-19, 0.0004621319486291893, -0.0015811862549833461, 0.0011190543062526788, -0.0026789982658262973, 0.0030520163648625337, -0.0003730181020842263, 7.166297909868829e-23, 0.0, 1.4030994593651463e-18, 6.990160736480936e-5, -0.0019111126444518855, 0.0019500892170955437, 0.0030612516446775462, -0.002688233541942878, -0.0003730181020842263, 0.0, 4.781634774316155e-19, -2.58268416451789e-19, -0.00013714081352883946, -0.001887656778809388, 0.001908597957157341, 0.0031568299833244855, -0.0027838118805902775, -0.0003730181020842263, -0.0022949225420924634, 0.0031931033225544437, -0.0006361993190524468, 0.0, 7.984438322238739e-19, 1.2123228911880668e-18, -0.00078021275434243, 0.0011532308570766476, -0.0003730181020842263, 0.0032529778450147303, -0.002614774608898914, -0.000579435702152503, 0.0, 0.0, -2.4363395570503443e-18, 0.0, 0.0, 2.554501954023284e-19, -0.0008062566674762459, 0.0011792747702104606, -0.0003730181020842263, -0.0027066964984131378, 0.0031769668021004683, -0.000579435702152503, -0.0026991921280694435, 0.0030722102308041103, -0.0003730181020842263, 7.166297909868595e-23, 0.0, 9.128894698120745e-19, 0.0032721163865409085, -0.0023867842743995173, -0.0006500297390318479, -0.0028057586128612585, 0.00317877671374626, -0.0003730181020842263, -1.0907854030464923e-22, 0.0, -9.611720615339012e-19, -0.00266248303622545, 0.0030529821579603333, -0.0006500297390318479, -0.0007685244477385912, 0.0011415425504727912, -0.0003730181020842263, 0.00017330674090484444, -0.0018091446260308872, 0.0017383071064575094, 0.0, 0.0, -9.992837558519345e-19, 0.0032474027815418017, -0.0028743846788075967, -0.0003730181020842263, 0.0, 6.457154136840243e-19, -9.110879616854723e-19, -0.0005354466963692676, 0.0012738388926960202, -0.0006361993190524468, -0.0008364712166559187, 0.0012094893193901346, -0.0003730181020842263, -0.0007195880875064327, 0.001246952432829334, -0.000579435702152503, 0.0, 0.0, -1.3973587729640592e-19, -0.002882516472148693, 0.0032555345748833454, -0.0003730181020842263, -1.0905816281743758e-22, 0.0, 2.2566627987890923e-18, -0.0006795349576802694, 0.001244914760891067, -0.0006500297390318479, 0.0030930538504530037, -0.0027200357477187953, -0.0003730181020842263, 0.0029675100519905755, -0.002579285436441076, -0.0006361993190524468, 0.0, 2.998977941246575e-19, 2.596104813787813e-19] 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 -6.241772e+03, fy +3.751066e+04, linerr +1.514563e+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 -1.350476e+03, fy +3.820197e+04, linerr +9.541875e+00, master time 0.0s, eval time 0.0s, time 0.0s Iter 4: ncols 145, nrows 67, Δ 6.250000e-01, fx0 +1.790400e+02, m -2.040116e+02, fy +8.913219e+03, linerr +8.621250e+00, master time 0.0s, eval time 0.0s, time 0.0s Iter 5: ncols 145, nrows 68, Δ 1.644184e-01, fx0 +1.790400e+02, m +9.492311e+01, fy +2.508776e+03, linerr +1.188625e+01, master time 0.0s, eval time 0.0s, time 0.0s Iter 6: ncols 145, nrows 69, Δ 1.644184e-01, fx0 +1.790400e+02, m +1.222813e+02, fy +7.749047e+02, linerr +9.678750e+00, master time 0.0s, eval time 0.0s, time 0.0s Iter 7: ncols 145, nrows 70, Δ 1.644184e-01, fx0 +1.790400e+02, m +1.232574e+02, fy +7.214733e+02, linerr +8.603750e+00, master time 0.0s, eval time 0.0s, time 0.0s Iter 8: ncols 145, nrows 71, Δ 9.823625e-02, fx0 +1.790400e+02, m +1.470321e+02, fy +7.468809e+02, linerr +9.768750e+00, master time 0.0s, eval time 0.0s, time 0.0s Iter 9: ncols 145, nrows 72, Δ 9.823625e-02, fx0 +1.790400e+02, m +1.546111e+02, fy +5.382109e+02, linerr +9.226875e+00, master time 0.0s, eval time 0.0s, time 0.1s Iter 10: ncols 145, nrows 73, Δ 9.823625e-02, fx0 +1.790400e+02, m +1.584591e+02, fy +5.270619e+02, linerr +7.790625e+00, master time 0.0s, eval time 0.0s, time 0.1s Iter 11: ncols 145, nrows 74, Δ 5.996786e-02, fx0 +1.790400e+02, m +1.642606e+02, fy +5.222393e+02, linerr +9.957500e+00, master time 0.0s, eval time 0.0s, time 0.1s Iter 12: ncols 145, nrows 75, Δ 5.996786e-02, fx0 +1.790400e+02, m +1.654660e+02, fy +3.740190e+02, linerr +9.985625e+00, master time 0.0s, eval time 0.0s, time 0.1s Iter 13: ncols 145, nrows 76, Δ 5.996786e-02, fx0 +1.790400e+02, m +1.669497e+02, fy +3.754712e+02, linerr +1.151563e+01, master time 0.0s, eval time 0.0s, time 0.1s Iter 14: ncols 145, nrows 77, Δ 5.996786e-02, fx0 +1.790400e+02, m +1.674103e+02, fy +3.703544e+02, linerr +1.171000e+01, master time 0.0s, eval time 0.0s, time 0.1s Iter 15: ncols 145, nrows 78, Δ 5.446100e-02, fx0 +1.790400e+02, m +1.683435e+02, fy +3.925811e+02, linerr +1.044000e+01, master time 0.0s, eval time 0.0s, time 0.1s Iter 16: ncols 145, nrows 79, Δ 5.446100e-02, fx0 +1.790400e+02, m +1.685681e+02, fy +3.593705e+02, linerr +1.102063e+01, master time 0.0s, eval time 0.0s, time 0.1s Iter 17: ncols 145, nrows 80, Δ 5.446100e-02, fx0 +1.790400e+02, m +1.689444e+02, fy +3.633329e+02, linerr +9.126875e+00, master time 0.0s, eval time 0.1s, time 0.1s Iter 18: ncols 145, nrows 81, Δ 5.446100e-02, fx0 +1.790400e+02, m +1.690734e+02, fy +3.583425e+02, linerr +1.209500e+01, master time 0.0s, eval time 0.1s, time 0.1s Iter 19: ncols 145, nrows 82, Δ 5.446100e-02, fx0 +1.790400e+02, m +1.692264e+02, fy +3.606564e+02, linerr +1.012938e+01, master time 0.0s, eval time 0.1s, time 0.1s Iter 20: ncols 145, nrows 83, Δ 5.446100e-02, fx0 +1.790400e+02, m +1.693192e+02, fy +3.380483e+02, linerr +8.761250e+00, master time 0.0s, eval time 0.1s, time 0.1s Iter 21: ncols 145, nrows 84, Δ 5.446100e-02, fx0 +1.790400e+02, m +1.694673e+02, fy +3.541916e+02, linerr +1.127125e+01, master time 0.0s, eval time 0.1s, time 0.1s Iter 22: ncols 145, nrows 85, Δ 5.280914e-02, fx0 +1.790400e+02, m +1.695532e+02, fy +3.603094e+02, linerr +1.086187e+01, master time 0.0s, eval time 0.1s, time 0.1s Iter 23: ncols 145, nrows 86, Δ 5.280914e-02, fx0 +1.790400e+02, m +1.696255e+02, fy +3.607689e+02, linerr +9.668750e+00, master time 0.0s, eval time 0.1s, time 0.1s Iter 24: ncols 145, nrows 87, Δ 5.280914e-02, fx0 +1.790400e+02, m +1.696620e+02, fy +3.380141e+02, linerr +8.851875e+00, master time 0.0s, eval time 0.1s, time 0.1s Iter 25: ncols 145, nrows 88, Δ 5.280914e-02, fx0 +1.790400e+02, m +1.696881e+02, fy +3.350033e+02, linerr +9.563125e+00, master time 0.0s, eval time 0.1s, time 0.1s Iter 26: ncols 145, nrows 89, Δ 5.280914e-02, fx0 +1.790400e+02, m +1.697107e+02, fy +3.338999e+02, linerr +1.028250e+01, master time 0.0s, eval time 0.1s, time 0.2s Iter 27: ncols 145, nrows 90, Δ 5.280914e-02, fx0 +1.790400e+02, m +1.697256e+02, fy +3.320511e+02, linerr +1.041750e+01, master time 0.0s, eval time 0.1s, time 0.2s Iter 28: ncols 145, nrows 91, Δ 5.280914e-02, fx0 +1.790400e+02, m +1.697398e+02, fy +3.501974e+02, linerr +1.014313e+01, master time 0.0s, eval time 0.1s, time 0.2s Iter 29: ncols 145, nrows 92, Δ 5.280914e-02, fx0 +1.790400e+02, m +1.697478e+02, fy +3.459922e+02, linerr +9.663125e+00, master time 0.0s, eval time 0.1s, time 0.2s Iter 30: ncols 145, nrows 93, Δ 5.280914e-02, fx0 +1.790400e+02, m +1.697507e+02, fy +3.319557e+02, linerr +1.050250e+01, master time 0.1s, eval time 0.1s, time 0.2s Iter 31: ncols 145, nrows 94, Δ 5.280914e-02, fx0 +1.790400e+02, m +1.697543e+02, fy +3.315268e+02, linerr +7.917500e+00, master time 0.1s, eval time 0.1s, time 0.2s Iter 32: ncols 145, nrows 95, Δ 5.280914e-02, fx0 +1.790400e+02, m +1.697594e+02, fy +3.274247e+02, linerr +1.138687e+01, master time 0.1s, eval time 0.2s, time 0.3s Iter 33: ncols 145, nrows 96, Δ 5.280914e-02, fx0 +1.790400e+02, m +1.697613e+02, fy +3.129658e+02, linerr +1.003750e+01, master time 0.1s, eval time 0.2s, time 0.3s Iter 34: ncols 145, nrows 97, Δ 5.280914e-02, fx0 +1.790400e+02, m +1.697635e+02, fy +3.342280e+02, linerr +8.277500e+00, master time 0.1s, eval time 0.2s, time 0.3s Iter 35: ncols 145, nrows 98, Δ 5.280914e-02, fx0 +1.790400e+02, m +1.697675e+02, fy +3.059025e+02, linerr +8.890625e+00, master time 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+1.727695e+02, m +1.716882e+02, fy +1.727695e+02, linerr -5.684342e-14, master time 1.5s, eval time 1.1s, time 3.0s Iter 351: ncols 145, nrows 389, Δ 5.280914e-02, fx0 +1.727695e+02, m +1.716923e+02, fy +1.729242e+02, linerr +8.618595e-01, master time 1.5s, eval time 1.1s, time 3.0s Iter 352: ncols 145, nrows 390, Δ 5.280914e-02, fx0 +1.727695e+02, m +1.716935e+02, fy +1.731801e+02, linerr +5.583826e-01, master time 1.5s, eval time 1.1s, time 3.0s Iter 353: ncols 145, nrows 390, Δ 5.280914e-02, fx0 +1.726339e+02, m +1.716935e+02, fy +1.726339e+02, linerr +5.583826e-01, master time 1.5s, eval time 1.1s, time 3.0s Iter 354: ncols 145, nrows 391, Δ 5.280914e-02, fx0 +1.726339e+02, m +1.716963e+02, fy +1.726339e+02, linerr -1.332268e-13, master time 1.5s, eval time 1.1s, time 3.0s Iter 355: ncols 145, nrows 392, Δ 5.280914e-02, fx0 +1.726339e+02, m +1.716989e+02, fy +1.726998e+02, linerr +4.083599e-01, master time 1.5s, eval time 1.1s, time 3.0s Iter 356: ncols 145, nrows 393, Δ 5.280914e-02, fx0 +1.726339e+02, m +1.717010e+02, fy +1.728128e+02, linerr +7.982589e-01, master time 1.5s, eval time 1.1s, time 3.0s Iter 357: ncols 145, nrows 394, Δ 5.280914e-02, fx0 +1.726339e+02, m +1.717011e+02, fy +1.729378e+02, linerr +8.148643e-01, master time 1.5s, eval time 1.1s, time 3.0s Iter 358: ncols 145, nrows 395, Δ 5.280914e-02, fx0 +1.726339e+02, m +1.717048e+02, fy +1.728186e+02, linerr +9.954308e-01, master time 1.5s, eval time 1.1s, time 3.1s Iter 359: ncols 145, nrows 396, Δ 5.280914e-02, fx0 +1.726339e+02, m +1.717063e+02, fy +1.728804e+02, linerr +1.197624e+00, master time 1.6s, eval time 1.1s, time 3.1s Iter 360: ncols 145, nrows 397, Δ 5.280914e-02, fx0 +1.726339e+02, m +1.717067e+02, fy +1.728166e+02, linerr +1.152476e+00, master time 1.6s, eval time 1.1s, time 3.1s Iter 361: ncols 145, nrows 398, Δ 5.280914e-02, fx0 +1.726339e+02, m +1.717072e+02, fy +1.728403e+02, linerr +3.926361e-01, master time 1.6s, eval time 1.1s, time 3.1s Iter 362: ncols 145, nrows 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master time 1.8s, eval time 1.2s, time 3.6s Iter 404: ncols 145, nrows 439, Δ 5.280914e-02, fx0 +1.724567e+02, m +1.717488e+02, fy +1.731810e+02, linerr +1.291079e+00, master time 1.8s, eval time 1.2s, time 3.6s Iter 405: ncols 145, nrows 440, Δ 5.280914e-02, fx0 +1.724567e+02, m +1.717489e+02, fy +1.730861e+02, linerr +1.473468e+00, master time 1.9s, eval time 1.2s, time 3.6s Iter 406: ncols 145, nrows 441, Δ 5.280914e-02, fx0 +1.724567e+02, m +1.717490e+02, fy +1.730965e+02, linerr +1.040192e+00, master time 1.9s, eval time 1.2s, time 3.6s Iter 407: ncols 145, nrows 442, Δ 5.280914e-02, fx0 +1.724567e+02, m +1.717496e+02, fy +1.728493e+02, linerr +6.059945e-01, master time 1.9s, eval time 1.2s, time 3.6s Iter 408: ncols 145, nrows 443, Δ 5.280914e-02, fx0 +1.724567e+02, m +1.717496e+02, fy +1.732231e+02, linerr +1.501416e+00, master time 1.9s, eval time 1.2s, time 3.6s Iter 409: ncols 145, nrows 444, Δ 5.280914e-02, fx0 +1.724567e+02, m +1.717498e+02, fy +1.729083e+02, linerr +5.194968e-01, master time 1.9s, eval time 1.3s, time 3.6s Iter 410: ncols 145, nrows 445, Δ 5.280914e-02, fx0 +1.724567e+02, m +1.717498e+02, fy +1.731681e+02, linerr +8.771385e-01, master time 1.9s, eval time 1.3s, time 3.6s Iter 411: ncols 145, nrows 446, Δ 5.280914e-02, fx0 +1.724567e+02, m +1.717498e+02, fy +1.730493e+02, linerr +1.032519e+00, master time 1.9s, eval time 1.3s, time 3.7s Iter 412: ncols 145, nrows 447, Δ 5.280914e-02, fx0 +1.724567e+02, m +1.717499e+02, fy +1.727562e+02, linerr +7.999469e-01, master time 1.9s, eval time 1.3s, time 3.7s Iter 413: ncols 145, nrows 448, Δ 5.280914e-02, fx0 +1.724567e+02, m +1.717500e+02, fy +1.725975e+02, linerr +7.128298e-01, master time 1.9s, eval time 1.3s, time 3.7s Iter 414: ncols 145, nrows 449, Δ 5.280914e-02, fx0 +1.724567e+02, m +1.717500e+02, fy +1.728623e+02, linerr +7.333968e-01, master time 1.9s, eval time 1.3s, time 3.7s Iter 415: ncols 145, nrows 450, Δ 5.280914e-02, fx0 +1.724567e+02, m +1.717500e+02, fy +1.726834e+02, linerr +4.681167e-01, master time 1.9s, eval time 1.3s, time 3.7s Iter 416: ncols 145, nrows 451, Δ 5.280914e-02, fx0 +1.724567e+02, m +1.717500e+02, fy +1.736351e+02, linerr +1.800856e+00, master time 2.0s, eval time 1.3s, time 3.7s Iter 417: ncols 145, nrows 452, Δ 5.280914e-02, fx0 +1.724567e+02, m +1.717500e+02, fy +1.730000e+02, linerr +6.765657e-01, master time 2.0s, eval time 1.3s, time 3.7s Iter 418: ncols 145, nrows 452, Δ 1.056183e-01, fx0 +1.717500e+02, m +1.717500e+02, fy +1.717500e+02, linerr +6.765657e-01, master time 2.0s, eval time 1.3s, time 3.7s TERMINATION: Optimal DD.dual_objective_value(algo) = -171.74999999999991 DD.dual_solution(algo) = [0.0, 0.0, 0.0, -0.5944395934804481, -0.5778173637851763, -0.6134493231757205, -1.4703877410483412, -1.4906849707436136, -1.4771534842800957, 0.05143992864554689, 0.04456150301733451, 0.04865585427375623, 1.4689763215110447, 1.4685422471392586, 1.470491403914423, 0.0, 0.0, 0.0, 1.000928016323618, 0.9752589797362892, 1.0312595529109445, 1.3433912581305114, 1.3724352947178398, 1.353890451141061, 0.0, 0.0, 0.0, -0.45792835148871686, -0.44200311896844735, -0.46646608400898026, 0.0, 0.0, 0.0, 1.4493463070810049, 1.433158574560736, 1.4439503962409144, -1.4339870409341102, -1.4059620771770027, -1.4371009257960117, 0.0, 0.0, 0.0, -0.2402093316043718, -0.2644842953614782, -0.23826348619007914, -1.4866613639802435, -1.4110396971926402, -1.4278445120343273, 0.0, 0.0, 0.0, 0.9311104643470175, 0.8479887975594133, 0.9078848249103367, 1.5115663800547474, 1.3739368942306378, 1.4045212244137733, -1.509430504431468, -1.372251018607358, -1.466091509156763, 0.0, 0.0, 0.0, -1.438289073886925, -1.4286241546925749, -1.460840552007075, -0.2623038923393515, -0.27590631153370226, -0.2590389731450024, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, -1.4167222369061518, -1.395855221785106, -1.4654119388552587, -0.6507716858225733, -0.6637637009436184, -0.6324421707015281, -1.2904647968947316, -1.4139493627979267, -1.276744289572155, 0.0, 0.0, 0.0, 1.3963642102899925, 1.5199612761931878, 1.4351757322577248, 1.382335907991595, 1.5143851659848986, 1.3676637682145578, 0.0, 0.0, 0.0, -1.361360058372293, -1.4817093163655983, -1.4040889777033945, -1.433640636470936, -1.4394436548996965, -1.4201002601371584, 0.2648994660541271, 0.2706274844828882, 0.25655894762536535, 0.0, 0.0, 0.0, 1.4748360745346307, 1.3877326630931137, 1.4070889767467827, 0.0, 0.0, 0.0, -0.9273251531640326, -0.8445342417225163, -0.9046906826835264, 1.4312465668108154, 1.4143926509241793, 1.4738681814667276, 0.6481761121077976, 0.6690425279944324, 0.6349221962211652, 0.0, 0.0, 0.0, 1.417911048996295, 1.4049463931490795, 1.4193515663126541, 0.0, 0.0, 0.0, 0.2052051796866722, 0.22623233553388883, 0.20717673163574882, -1.5094569749892055, -1.3839707445111833, -1.3756300057688122, 1.5056451932484831, 1.368796462770461, 1.4628973669299528, 0.0, 0.0, 0.0] 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 0.2s 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 -1.178074e+04, u 1.000000e-02, i -15, master time 0.1s, eval time 0.0s, time 0.2s Iter 17: ncols 124, nrows 80, fx0 +1.585000e+03, fy +6.756315e+05, m -8.250822e+03, v -9.835822e+03, u 1.000000e-02, i -16, master time 0.1s, eval time 0.0s, time 0.2s Iter 18: ncols 124, nrows 81, fx0 +1.585000e+03, fy +5.814031e+05, m -4.459145e+03, v -6.044145e+03, u 1.000000e-02, i -17, master time 0.2s, eval time 0.0s, time 0.2s Iter 19: ncols 124, nrows 82, fx0 +1.585000e+03, fy +4.513616e+05, m -3.668428e+03, v -5.253428e+03, u 1.000000e-02, i -18, master time 0.2s, eval time 0.0s, time 0.2s Iter 20: ncols 124, nrows 83, fx0 +1.585000e+03, fy +2.556920e+05, m -2.921942e+03, v -4.506942e+03, u 1.000000e-02, i -19, master time 0.2s, eval time 0.0s, time 0.2s Iter 21: ncols 124, nrows 84, fx0 +1.585000e+03, fy +2.899307e+05, m -1.837493e+03, v -3.422493e+03, u 1.000000e-02, i -20, master time 0.2s, eval time 0.0s, time 0.3s Iter 22: ncols 124, nrows 85, fx0 +1.585000e+03, fy +1.955612e+05, m -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 0.1s, 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 0.3s, 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 0.4s Iter 28: ncols 124, nrows 91, fx0 +1.585000e+03, fy +5.035944e+04, m -1.698715e+02, v -1.754871e+03, u 1.000000e-02, i -27, master time 0.3s, eval time 0.1s, time 0.4s Iter 29: ncols 124, nrows 92, fx0 +1.585000e+03, fy +4.225325e+04, m -2.326905e+01, v -1.608269e+03, u 1.000000e-02, i -28, master time 0.3s, eval time 0.1s, time 0.4s Iter 30: ncols 124, nrows 93, fx0 +1.585000e+03, fy +6.169383e+04, m +7.308346e+01, v -1.511917e+03, u 1.000000e-02, i -29, master time 0.3s, eval time 0.1s, time 0.4s Iter 31: ncols 124, nrows 94, fx0 +1.585000e+03, fy +3.720921e+04, m +1.286719e+02, v -1.456328e+03, u 1.000000e-02, i -30, master time 0.3s, eval time 0.1s, time 0.4s Iter 32: ncols 124, nrows 95, fx0 +1.585000e+03, fy +3.758655e+04, m +1.562077e+02, v -1.428792e+03, u 1.000000e-02, i -31, master time 0.3s, eval time 0.1s, time 0.4s Iter 33: ncols 124, nrows 96, fx0 +1.585000e+03, fy +1.809664e+04, m +1.632438e+02, v -1.421756e+03, u 1.000000e-02, i -32, master time 0.4s, eval time 0.1s, time 0.5s Iter 34: ncols 124, nrows 97, fx0 +1.585000e+03, fy +1.225057e+04, m +1.687340e+02, v -1.416266e+03, u 1.000000e-02, i -33, master time 0.4s, eval time 0.1s, time 0.5s Iter 35: ncols 124, nrows 98, fx0 +1.585000e+03, fy +3.182946e+03, m +1.691216e+02, v -1.415878e+03, u 1.000000e-02, i -34, master time 0.4s, eval time 0.1s, time 0.5s Iter 36: ncols 124, nrows 99, fx0 +1.585000e+03, fy +3.057617e+03, m +1.694218e+02, v -1.415578e+03, u 1.000000e-02, i -35, master time 0.4s, eval time 0.1s, time 0.5s Iter 37: ncols 124, nrows 100, fx0 +2.143380e+02, fy +2.143380e+02, m +1.694218e+02, v -4.491624e+01, u 1.000000e-02, i +1, master time 0.4s, eval time 0.1s, time 0.5s Iter 38: ncols 124, nrows 101, fx0 +2.143380e+02, fy +2.147661e+02, m +1.694218e+02, v -4.491624e+01, u 1.000000e-02, i -1, master time 0.5s, eval time 0.1s, time 0.6s Iter 39: ncols 124, nrows 102, fx0 +2.143380e+02, fy +2.633640e+02, m +1.694290e+02, v -4.490903e+01, u 1.000000e-02, i -2, master time 0.5s, eval time 0.1s, time 0.6s Iter 40: ncols 124, nrows 103, fx0 +1.990475e+02, fy +1.990475e+02, m +1.694290e+02, v -2.961855e+01, u 1.000000e-02, i +1, master time 0.5s, eval time 0.1s, time 0.6s Iter 41: ncols 124, nrows 104, fx0 +1.990475e+02, fy +2.460445e+02, m +1.694822e+02, v -2.956531e+01, u 1.000000e-02, i -1, master time 0.5s, eval time 0.1s, time 0.6s Iter 42: ncols 124, nrows 105, fx0 +1.990475e+02, fy +1.996418e+02, m +1.694822e+02, v -2.956531e+01, u 1.000000e-02, i -2, master time 0.5s, eval time 0.1s, time 0.6s Iter 43: ncols 124, nrows 106, fx0 +1.990475e+02, fy +2.263966e+02, m +1.695601e+02, v -2.948748e+01, u 1.000000e-02, i -3, master time 0.5s, eval time 0.1s, time 0.7s Iter 44: ncols 124, nrows 107, fx0 +1.990475e+02, fy +3.380812e+02, m +1.696618e+02, v -2.938569e+01, u 1.000000e-02, i -4, master time 0.6s, eval time 0.1s, time 0.7s Iter 45: ncols 124, nrows 108, fx0 +1.990475e+02, fy +2.401163e+02, m +1.696618e+02, v -2.938569e+01, u 1.000000e-02, i -5, master time 0.6s, eval time 0.1s, time 0.7s Iter 46: ncols 124, nrows 109, fx0 +1.990475e+02, fy +5.135656e+02, m +1.696635e+02, v -2.938399e+01, u 1.000000e-02, i -6, master time 0.6s, eval time 0.1s, time 0.7s Iter 47: ncols 124, nrows 110, fx0 +1.972090e+02, fy +1.972090e+02, m +1.697251e+02, v -2.748391e+01, u 1.000000e-02, i +1, master time 0.6s, eval time 0.1s, time 0.7s Iter 48: ncols 124, nrows 111, fx0 +1.972090e+02, fy +1.982116e+02, m +1.697251e+02, v -2.748391e+01, u 1.000000e-02, i -1, master time 0.6s, eval time 0.1s, time 0.8s Iter 49: ncols 124, nrows 112, fx0 +1.972090e+02, fy +2.542189e+02, m +1.697347e+02, v -2.747431e+01, u 1.000000e-02, i -2, master time 0.7s, eval time 0.1s, time 0.8s Iter 50: ncols 124, nrows 113, fx0 +1.972090e+02, fy +1.988724e+02, m +1.697491e+02, v -2.745995e+01, u 1.000000e-02, i -3, master time 0.7s, eval time 0.1s, time 0.8s Iter 51: ncols 124, nrows 114, fx0 +1.972090e+02, fy +2.080175e+02, m +1.697669e+02, v -2.744212e+01, u 1.000000e-02, i -4, master time 0.7s, eval time 0.1s, time 0.9s Iter 52: ncols 124, nrows 115, fx0 +1.972090e+02, fy +2.021673e+02, m +1.697669e+02, v -2.744212e+01, u 1.000000e-02, i -5, master time 0.7s, eval time 0.1s, time 0.9s Iter 53: ncols 124, nrows 116, fx0 +1.972090e+02, fy +2.616503e+02, m +1.697838e+02, v -2.742525e+01, u 1.000000e-02, i -6, master time 0.8s, eval time 0.1s, time 0.9s Iter 54: ncols 124, nrows 117, fx0 +1.972090e+02, fy +1.977335e+02, m +1.698015e+02, v -2.740750e+01, u 1.000000e-02, i -7, master time 0.8s, eval time 0.1s, time 0.9s Iter 55: ncols 124, nrows 118, fx0 +1.972090e+02, fy +2.253346e+02, m +1.698015e+02, v -2.740750e+01, u 1.000000e-02, i -8, master time 0.8s, eval time 0.1s, time 1.0s Iter 56: ncols 124, nrows 119, fx0 +1.972090e+02, fy +3.180219e+02, m +1.698650e+02, v -2.734409e+01, u 1.000000e-02, i -9, master time 0.8s, eval time 0.1s, time 1.0s Iter 57: ncols 124, nrows 120, fx0 +1.972090e+02, fy +2.200953e+02, m +1.698917e+02, v -2.731735e+01, u 1.000000e-02, i -10, master time 0.9s, eval time 0.1s, time 1.0s Iter 58: ncols 124, nrows 121, fx0 +1.972090e+02, fy +2.311228e+02, m +1.698965e+02, v -2.731251e+01, u 1.000000e-02, i -11, master time 0.9s, eval time 0.1s, time 1.0s Iter 59: ncols 124, nrows 122, fx0 +1.972090e+02, fy +2.289587e+02, m +1.699889e+02, v -2.722017e+01, u 1.000000e-02, i -12, master time 0.9s, eval time 0.1s, time 1.1s Iter 60: ncols 124, nrows 123, fx0 +1.972090e+02, fy +2.190164e+02, m +1.700490e+02, v -2.716009e+01, u 1.000000e-02, i -13, master time 0.9s, eval time 0.1s, time 1.1s Iter 61: ncols 124, nrows 124, fx0 +1.972090e+02, fy +2.098444e+02, m +1.700869e+02, v -2.712219e+01, u 1.000000e-02, i -14, master time 1.0s, eval time 0.1s, time 1.1s Iter 62: ncols 124, nrows 125, fx0 +1.972090e+02, fy +2.076954e+02, m +1.701343e+02, v -2.707471e+01, u 1.000000e-02, i -15, master time 1.0s, eval time 0.1s, time 1.2s Iter 63: ncols 124, nrows 126, fx0 +1.972090e+02, fy +2.205236e+02, m +1.701795e+02, v -2.702952e+01, u 1.000000e-02, i -16, master time 1.0s, eval time 0.1s, time 1.2s Iter 64: ncols 124, nrows 127, fx0 +1.972090e+02, fy +2.067801e+02, m +1.702031e+02, v -2.700598e+01, u 1.000000e-02, i -17, master time 1.0s, eval time 0.1s, time 1.2s Iter 65: ncols 124, nrows 128, fx0 +1.972090e+02, fy +2.072110e+02, m +1.702500e+02, v -2.695903e+01, u 1.000000e-02, i -18, master time 1.1s, eval time 0.1s, time 1.2s Iter 66: ncols 124, nrows 129, fx0 +1.972090e+02, fy +2.109513e+02, m +1.702848e+02, v -2.692424e+01, u 1.000000e-02, i -19, master time 1.1s, eval time 0.1s, time 1.3s Iter 67: ncols 124, nrows 130, fx0 +1.972090e+02, fy +2.117783e+02, m +1.702965e+02, v -2.691253e+01, u 1.000000e-02, i -20, master time 1.1s, eval time 0.1s, time 1.3s Iter 68: ncols 124, nrows 131, fx0 +1.972090e+02, fy +2.012059e+02, m +1.703155e+02, v -2.689359e+01, u 1.000000e-02, i -21, master time 1.1s, eval time 0.1s, time 1.3s Iter 69: ncols 124, nrows 132, fx0 +1.959627e+02, fy +1.959627e+02, m +1.703238e+02, v -2.563890e+01, u 1.000000e-02, i +1, master time 1.2s, eval time 0.1s, time 1.4s Iter 70: ncols 124, nrows 133, fx0 +1.937509e+02, fy +1.937509e+02, m +1.703642e+02, v -2.338672e+01, u 1.000000e-02, i +2, master time 1.2s, eval time 0.1s, time 1.4s Iter 71: ncols 124, nrows 134, fx0 +1.937509e+02, fy +1.945231e+02, m +1.703824e+02, v -2.336847e+01, u 1.000000e-02, i -1, master time 1.2s, eval time 0.2s, time 1.4s Iter 72: ncols 124, nrows 135, fx0 +1.825070e+02, fy +1.825070e+02, m +1.703952e+02, v -1.211175e+01, u 1.000000e-02, i +1, master time 1.2s, eval time 0.2s, time 1.5s Iter 73: ncols 124, nrows 136, fx0 +1.825070e+02, fy +1.929201e+02, m +1.704310e+02, v -1.207599e+01, u 1.000000e-02, i -1, master time 1.3s, eval time 0.2s, time 1.5s Iter 74: ncols 124, nrows 137, fx0 +1.825070e+02, fy +1.931014e+02, m +1.704418e+02, v -1.206520e+01, u 1.000000e-02, i -2, master time 1.3s, eval time 0.2s, time 1.5s Iter 75: ncols 124, nrows 138, fx0 +1.825070e+02, fy +1.881395e+02, m +1.704610e+02, v -1.204603e+01, u 1.000000e-02, i -3, master time 1.3s, eval time 0.2s, time 1.5s Iter 76: ncols 124, nrows 139, fx0 +1.825070e+02, fy +1.854298e+02, m +1.704770e+02, v -1.202996e+01, u 1.000000e-02, i -4, master time 1.4s, eval time 0.2s, time 1.6s Iter 77: ncols 124, nrows 140, fx0 +1.825070e+02, fy +1.910203e+02, m +1.704858e+02, v -1.202114e+01, u 1.000000e-02, i -5, master time 1.4s, eval time 0.2s, time 1.6s Iter 78: ncols 124, nrows 141, fx0 +1.825070e+02, fy +1.851710e+02, m +1.705001e+02, v -1.200686e+01, u 1.000000e-02, i -6, master time 1.4s, eval time 0.2s, time 1.6s Iter 79: ncols 124, nrows 142, fx0 +1.825070e+02, fy +1.922872e+02, m +1.705045e+02, v -1.200251e+01, u 1.000000e-02, i -7, master time 1.5s, eval time 0.2s, time 1.7s Iter 80: ncols 124, nrows 143, fx0 +1.825070e+02, fy +1.850131e+02, m +1.705115e+02, v -1.199550e+01, u 1.000000e-02, i -8, master time 1.5s, eval time 0.2s, time 1.7s Iter 81: ncols 124, nrows 144, fx0 +1.825070e+02, fy +1.882402e+02, m +1.705143e+02, v -1.199267e+01, u 1.000000e-02, i -9, master time 1.5s, eval time 0.2s, time 1.8s Iter 82: ncols 124, nrows 145, fx0 +1.825070e+02, fy +1.831655e+02, m +1.705171e+02, v -1.198993e+01, u 1.000000e-02, i -10, master time 1.6s, eval time 0.2s, time 1.8s Iter 83: ncols 124, nrows 146, fx0 +1.825070e+02, fy +1.857508e+02, m +1.705203e+02, v -1.198671e+01, u 1.000000e-02, i -11, master time 1.6s, eval time 0.2s, time 1.8s Iter 84: ncols 124, nrows 147, fx0 +1.825070e+02, fy +1.846800e+02, m +1.705316e+02, v -1.197535e+01, u 1.000000e-02, i -12, master time 1.6s, eval time 0.2s, time 1.9s Iter 85: ncols 124, nrows 148, fx0 +1.825070e+02, fy +1.867385e+02, m +1.705360e+02, v -1.197096e+01, u 1.000000e-02, i -13, master time 1.7s, eval time 0.2s, time 1.9s Iter 86: ncols 124, nrows 149, fx0 +1.825070e+02, fy +1.886255e+02, m +1.705511e+02, v -1.195586e+01, u 1.000000e-02, i -14, master time 1.7s, eval time 0.2s, time 2.0s Iter 87: ncols 124, nrows 150, fx0 +1.825070e+02, fy +1.832485e+02, m +1.705606e+02, v -1.194636e+01, u 1.000000e-02, i -15, master time 1.7s, eval time 0.2s, time 2.0s Iter 88: ncols 124, nrows 151, fx0 +1.796717e+02, fy +1.796717e+02, m +1.705699e+02, v -9.101800e+00, u 1.000000e-02, i +1, master time 1.8s, eval time 0.2s, time 2.0s Iter 89: ncols 124, nrows 152, fx0 +1.796717e+02, fy +1.820963e+02, m +1.705812e+02, v -9.090507e+00, u 1.000000e-02, i -1, master time 1.8s, eval time 0.2s, time 2.1s Iter 90: ncols 124, nrows 153, fx0 +1.796717e+02, fy +1.844691e+02, m +1.705872e+02, v -9.084549e+00, u 1.000000e-02, i -2, master time 1.8s, eval time 0.2s, time 2.1s Iter 91: ncols 124, nrows 154, fx0 +1.796717e+02, fy +1.805635e+02, m +1.705891e+02, v -9.082619e+00, u 1.000000e-02, i -3, master time 1.9s, eval time 0.2s, time 2.2s Iter 92: ncols 124, nrows 155, fx0 +1.796717e+02, fy +1.806013e+02, m +1.706000e+02, v -9.071769e+00, u 1.000000e-02, i -4, master time 1.9s, eval time 0.2s, time 2.2s Iter 93: ncols 124, nrows 156, fx0 +1.796717e+02, fy +1.808108e+02, m +1.706265e+02, v -9.045272e+00, u 1.000000e-02, i -5, master time 2.0s, eval time 0.2s, time 2.2s Iter 94: ncols 124, nrows 157, fx0 +1.796717e+02, fy +1.861104e+02, m +1.706617e+02, v -9.010011e+00, u 1.000000e-02, i -6, master time 2.0s, eval time 0.2s, time 2.3s Iter 95: ncols 124, nrows 158, fx0 +1.796717e+02, fy +1.814679e+02, m +1.706778e+02, v -8.993977e+00, u 1.000000e-02, i -7, master time 2.0s, eval time 0.2s, time 2.3s Iter 96: ncols 124, nrows 159, fx0 +1.796717e+02, fy +1.809491e+02, m +1.706871e+02, v -8.984632e+00, u 1.000000e-02, i -8, master time 2.1s, eval time 0.3s, time 2.4s Iter 97: ncols 124, nrows 160, fx0 +1.796717e+02, fy +1.802887e+02, m +1.707142e+02, v -8.957544e+00, u 1.000000e-02, i -9, master time 2.1s, eval time 0.3s, time 2.5s Iter 98: ncols 124, nrows 161, fx0 +1.796717e+02, fy +1.819637e+02, m +1.707277e+02, v -8.944049e+00, u 1.000000e-02, i -10, master time 2.1s, eval time 0.3s, time 2.5s Iter 99: ncols 124, nrows 162, fx0 +1.796717e+02, fy +1.816910e+02, m +1.707417e+02, v -8.930018e+00, u 1.000000e-02, i -11, master time 2.2s, eval time 0.3s, time 2.6s Iter 100: ncols 124, nrows 163, fx0 +1.796717e+02, fy +1.817525e+02, m +1.707440e+02, v -8.927773e+00, u 1.000000e-02, i -12, master time 2.2s, eval time 0.3s, time 2.6s Iter 101: ncols 124, nrows 164, fx0 +1.794959e+02, fy +1.794959e+02, m +1.707514e+02, v -8.744447e+00, u 1.000000e-02, i +1, master time 2.3s, eval time 0.3s, time 2.7s Iter 102: ncols 124, nrows 165, fx0 +1.794959e+02, fy +1.819986e+02, m +1.707536e+02, v -8.742223e+00, u 1.000000e-02, i -1, master time 2.3s, eval time 0.3s, time 2.7s Iter 103: ncols 124, nrows 166, fx0 +1.794959e+02, fy +1.796451e+02, m +1.707624e+02, v -8.733494e+00, u 1.000000e-02, i -2, master time 2.4s, eval time 0.3s, time 2.8s Iter 104: ncols 124, nrows 167, fx0 +1.790129e+02, fy +1.790129e+02, m +1.707634e+02, v -8.249464e+00, u 1.000000e-02, i +1, master time 2.4s, eval time 0.3s, time 2.8s Iter 105: ncols 124, nrows 168, fx0 +1.784946e+02, fy +1.784946e+02, m +1.707645e+02, v -7.730157e+00, u 1.000000e-02, i +2, master time 2.5s, eval time 0.3s, 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 2.5s, eval time 0.3s, time 2.9s 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 2.6s, eval time 0.3s, 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 2.7s, eval time 0.3s, time 3.0s 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 2.7s, eval time 0.3s, time 3.1s 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 2.8s, eval time 0.3s, time 3.2s 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 2.8s, eval time 0.3s, time 3.2s 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 2.9s, eval time 0.3s, time 3.3s 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 2.9s, eval time 0.3s, time 3.3s 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 3.0s, eval time 0.3s, time 3.4s 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 3.0s, eval time 0.3s, time 3.4s 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 3.1s, eval time 0.3s, time 3.5s 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 3.1s, eval time 0.3s, time 3.6s 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 3.2s, eval time 0.3s, time 3.6s 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 3.3s, eval time 0.3s, time 3.7s 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 3.3s, eval time 0.3s, time 3.7s 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 3.4s, eval time 0.3s, time 3.8s 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 3.4s, eval time 0.3s, time 3.9s 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 3.5s, eval time 0.3s, time 3.9s 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 3.6s, eval time 0.3s, time 4.0s 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 3.6s, eval time 0.3s, time 4.1s 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 3.7s, eval time 0.3s, time 4.1s 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 3.8s, eval time 0.3s, time 4.2s Removed 1 inactive cuts. Iter 128: ncols 124, nrows 188, fx0 +1.726095e+02, fy +1.726407e+02, m +1.709441e+02, v -1.665422e+00, u 5.742432e-03, i -21, master time 3.8s, eval time 0.3s, time 4.3s Removed 1 inactive cuts. Iter 129: ncols 124, nrows 188, fx0 +1.726095e+02, fy +1.735727e+02, m +1.709541e+02, v -1.655432e+00, u 5.742432e-03, i -22, master time 3.9s, eval time 0.3s, time 4.4s Removed 1 inactive cuts. Iter 130: ncols 124, nrows 188, fx0 +1.726095e+02, fy +1.731063e+02, m +1.709631e+02, v -1.646370e+00, u 5.742432e-03, i -23, master time 4.0s, eval time 0.3s, time 4.4s Removed 1 inactive cuts. Iter 131: ncols 124, nrows 188, fx0 +1.726095e+02, fy +1.746190e+02, m +1.709661e+02, v -1.643347e+00, u 5.742432e-03, i -24, master time 4.0s, eval time 0.3s, time 4.5s Removed 1 inactive cuts. Iter 132: ncols 124, nrows 188, fx0 +1.726095e+02, fy +1.728064e+02, m +1.709713e+02, v -1.638155e+00, u 5.742432e-03, i -25, master time 4.1s, eval time 0.3s, time 4.6s Removed 1 inactive cuts. Iter 133: ncols 124, nrows 188, fx0 +1.726095e+02, fy +1.734153e+02, m +1.709763e+02, v -1.633234e+00, u 5.742432e-03, i -26, master time 4.2s, eval time 0.4s, time 4.7s Removed 1 inactive cuts. Iter 134: ncols 124, nrows 188, fx0 +1.726095e+02, fy +1.731822e+02, m +1.709809e+02, v -1.628614e+00, u 5.742432e-03, i -27, master time 4.2s, eval time 0.4s, time 4.7s Removed 1 inactive cuts. Iter 135: ncols 124, nrows 188, fx0 +1.726095e+02, fy +1.728898e+02, m +1.709871e+02, v -1.622416e+00, u 5.742432e-03, i -28, master time 4.3s, eval time 0.4s, time 4.8s Removed 1 inactive cuts. Iter 136: ncols 124, nrows 188, fx0 +1.726095e+02, fy +1.735856e+02, m +1.709977e+02, v -1.611782e+00, u 5.742432e-03, i -29, master time 4.3s, eval time 0.4s, time 4.8s Removed 1 inactive cuts. Iter 137: ncols 124, nrows 188, fx0 +1.726095e+02, fy +1.738532e+02, m +1.710012e+02, v -1.608289e+00, u 5.742432e-03, i -30, master time 4.4s, eval time 0.4s, time 4.9s Removed 1 inactive cuts. Iter 138: ncols 124, nrows 188, fx0 +1.726095e+02, fy +1.736684e+02, m +1.710033e+02, v -1.606214e+00, u 5.742432e-03, i -31, master time 4.4s, eval time 0.4s, time 4.9s Removed 1 inactive cuts. Iter 139: ncols 124, nrows 188, fx0 +1.726095e+02, fy +1.730453e+02, m +1.710084e+02, v -1.601112e+00, u 5.742432e-03, i -32, master time 4.5s, eval time 0.4s, time 5.0s Removed 1 inactive cuts. Iter 140: ncols 124, nrows 188, fx0 +1.726095e+02, fy +1.728602e+02, m +1.710107e+02, v -1.598774e+00, u 5.742432e-03, i -33, master time 4.6s, eval time 0.4s, time 5.1s Removed 1 inactive cuts. Iter 141: ncols 124, nrows 188, fx0 +1.726095e+02, fy +1.730488e+02, m +1.710154e+02, v -1.594114e+00, u 5.742432e-03, i -34, master time 4.6s, eval time 0.4s, time 5.1s Removed 1 inactive cuts. Iter 142: ncols 124, nrows 188, fx0 +1.726095e+02, fy +1.733719e+02, m +1.710186e+02, v -1.590937e+00, u 5.742432e-03, i -35, master time 4.7s, eval time 0.4s, time 5.2s Removed 1 inactive cuts. Iter 143: ncols 124, nrows 188, fx0 +1.726095e+02, fy +1.732932e+02, m +1.710194e+02, v -1.590086e+00, u 5.742432e-03, i -36, master time 4.7s, eval time 0.4s, time 5.2s Removed 1 inactive cuts. Iter 144: ncols 124, nrows 188, fx0 +1.726095e+02, fy +1.731725e+02, m +1.710209e+02, v -1.588543e+00, u 5.742432e-03, i -37, master time 4.8s, eval time 0.4s, time 5.3s Removed 1 inactive cuts. Iter 145: ncols 124, nrows 188, fx0 +1.726095e+02, fy +1.729139e+02, m +1.710254e+02, v -1.584094e+00, u 5.742432e-03, i -38, master time 4.8s, eval time 0.4s, time 5.4s Removed 1 inactive cuts. Iter 146: ncols 124, nrows 188, fx0 +1.726095e+02, fy +1.727393e+02, m +1.710348e+02, v -1.574661e+00, u 5.742432e-03, i -39, master time 4.9s, eval time 0.4s, time 5.4s Removed 1 inactive cuts. Iter 147: ncols 124, nrows 188, fx0 +1.726095e+02, fy +1.730853e+02, m +1.710464e+02, v -1.563124e+00, u 5.742432e-03, i -40, master time 4.9s, eval time 0.4s, time 5.5s Removed 1 inactive cuts. Iter 148: ncols 124, nrows 188, fx0 +1.726095e+02, fy +1.733135e+02, m +1.710544e+02, v -1.555045e+00, u 5.742432e-03, i -41, master time 5.0s, eval time 0.4s, time 5.5s Removed 1 inactive cuts. Iter 149: ncols 124, nrows 188, fx0 +1.726095e+02, fy +1.735390e+02, m +1.710641e+02, v -1.545400e+00, u 5.742432e-03, i -42, master time 5.0s, eval time 0.4s, time 5.6s Removed 1 inactive cuts. Iter 150: ncols 124, nrows 188, fx0 +1.726095e+02, fy +1.737632e+02, m +1.710745e+02, v -1.534958e+00, u 5.742432e-03, i -43, master time 5.1s, eval time 0.4s, time 5.6s Removed 1 inactive cuts. Iter 151: ncols 124, nrows 188, fx0 +1.726095e+02, fy +1.729813e+02, m +1.710838e+02, v -1.525680e+00, u 5.742432e-03, i -44, master time 5.2s, eval time 0.4s, time 5.7s Removed 1 inactive cuts. Iter 152: ncols 124, nrows 188, fx0 +1.726095e+02, fy +1.736786e+02, m +1.710877e+02, v -1.521793e+00, u 5.742432e-03, i -45, master time 5.2s, eval time 0.4s, time 5.7s Removed 1 inactive cuts. Iter 153: ncols 124, nrows 188, fx0 +1.726095e+02, fy +1.732533e+02, m +1.710936e+02, v -1.515928e+00, u 5.742432e-03, i -46, master time 5.3s, eval time 0.4s, time 5.8s Removed 1 inactive cuts. Iter 154: ncols 124, nrows 188, fx0 +1.726095e+02, fy +1.728103e+02, m +1.711014e+02, v -1.508103e+00, u 5.742432e-03, i -47, master time 5.3s, eval time 0.4s, time 5.9s Removed 1 inactive cuts. Iter 155: ncols 124, nrows 188, fx0 +1.726095e+02, fy +1.727605e+02, m +1.711124e+02, v -1.497081e+00, u 5.742432e-03, i -48, master time 5.4s, eval time 0.4s, time 5.9s Removed 1 inactive cuts. Iter 156: ncols 124, nrows 188, fx0 +1.726095e+02, fy +1.726247e+02, m +1.711221e+02, v -1.487405e+00, u 5.742432e-03, i -49, master time 5.4s, eval time 0.4s, time 6.0s Removed 1 inactive cuts. Iter 157: ncols 124, nrows 188, fx0 +1.726095e+02, fy +1.729651e+02, m +1.711317e+02, v -1.477834e+00, u 5.742432e-03, i -50, master time 5.4s, eval time 0.4s, time 6.0s Removed 1 inactive cuts. Iter 158: ncols 124, nrows 188, fx0 +1.726095e+02, fy +1.730741e+02, m +1.711323e+02, v -1.477178e+00, u 5.742432e-03, i -51, master time 5.5s, eval time 0.4s, time 6.0s Removed 1 inactive cuts. Iter 159: ncols 124, nrows 188, fx0 +1.726095e+02, fy +1.735256e+02, m +1.711370e+02, v -1.472446e+00, u 5.742432e-03, i -52, master time 5.5s, eval time 0.4s, time 6.1s Removed 1 inactive cuts. Iter 160: ncols 124, nrows 188, fx0 +1.726095e+02, fy +1.731588e+02, m +1.711407e+02, v -1.468808e+00, u 5.742432e-03, i -53, master time 5.6s, eval time 0.4s, time 6.1s Removed 1 inactive cuts. Iter 161: ncols 124, nrows 188, fx0 +1.725804e+02, fy +1.725804e+02, m +1.711608e+02, v -1.419540e+00, u 5.742432e-03, i +1, master time 5.6s, eval time 0.4s, time 6.2s Removed 1 inactive cuts. Iter 162: ncols 124, nrows 188, fx0 +1.725804e+02, fy +1.732534e+02, m +1.711726e+02, v -1.407790e+00, u 5.742432e-03, i -1, master time 5.7s, eval time 0.4s, time 6.3s Removed 1 inactive cuts. Iter 163: ncols 124, nrows 188, fx0 +1.725804e+02, fy +1.736981e+02, m +1.711782e+02, v -1.402182e+00, u 5.742432e-03, i -2, master time 5.7s, eval time 0.4s, time 6.3s Removed 1 inactive cuts. Iter 164: ncols 124, nrows 188, fx0 +1.725804e+02, fy +1.731242e+02, m +1.711846e+02, v -1.395831e+00, u 5.742432e-03, i -3, master time 5.8s, eval time 0.4s, time 6.4s Removed 1 inactive cuts. Iter 165: ncols 124, nrows 188, fx0 +1.725804e+02, fy +1.727751e+02, m +1.711896e+02, v -1.390780e+00, u 5.742432e-03, i -4, master time 5.8s, eval time 0.4s, time 6.4s Removed 1 inactive cuts. Iter 166: ncols 124, nrows 188, fx0 +1.725804e+02, fy +1.734060e+02, m +1.711963e+02, v -1.384118e+00, u 5.742432e-03, i -5, master time 5.9s, eval time 0.4s, time 6.5s Removed 1 inactive cuts. Iter 167: ncols 124, nrows 188, fx0 +1.725804e+02, fy +1.733352e+02, m +1.712006e+02, v -1.379823e+00, u 5.742432e-03, i -6, master time 6.0s, eval time 0.4s, time 6.6s Removed 1 inactive cuts. Iter 168: ncols 124, nrows 188, fx0 +1.725804e+02, fy +1.741168e+02, m +1.712018e+02, v -1.378596e+00, u 5.742432e-03, i -7, master time 6.0s, eval time 0.4s, time 6.6s Removed 1 inactive cuts. Iter 169: ncols 124, nrows 188, fx0 +1.725804e+02, fy +1.737652e+02, m +1.712043e+02, v -1.376038e+00, u 5.742432e-03, i -8, master time 6.1s, eval time 0.4s, time 6.7s Removed 1 inactive cuts. Iter 170: ncols 124, nrows 188, fx0 +1.725804e+02, fy +1.733268e+02, m +1.712046e+02, v -1.375811e+00, u 5.742432e-03, i -9, master time 6.1s, eval time 0.4s, time 6.7s Removed 1 inactive cuts. Iter 171: ncols 124, nrows 188, fx0 +1.725804e+02, fy +1.729164e+02, m +1.712073e+02, v -1.373092e+00, u 5.742432e-03, i -10, master time 6.2s, eval time 0.4s, time 6.8s Removed 1 inactive cuts. Iter 172: ncols 124, nrows 188, fx0 +1.725804e+02, fy +1.737242e+02, m +1.712230e+02, v -1.357387e+00, u 5.742432e-03, i -11, master time 6.3s, eval time 0.4s, time 6.9s Removed 1 inactive cuts. Iter 173: ncols 124, nrows 188, fx0 +1.725804e+02, fy +1.737177e+02, m +1.712400e+02, v -1.340368e+00, u 5.742432e-03, i -12, master time 6.3s, eval time 0.4s, time 6.9s Removed 1 inactive cuts. Iter 174: ncols 124, nrows 188, fx0 +1.725804e+02, fy +1.729326e+02, m +1.712408e+02, v -1.339562e+00, u 5.742432e-03, i -13, master time 6.4s, eval time 0.4s, time 7.0s Removed 1 inactive cuts. Iter 175: ncols 124, nrows 188, fx0 +1.725804e+02, fy +1.729220e+02, m +1.712424e+02, v -1.338000e+00, u 5.742432e-03, i -14, master time 6.5s, eval time 0.4s, time 7.1s Removed 1 inactive cuts. Iter 176: ncols 124, nrows 188, fx0 +1.725804e+02, fy +1.735827e+02, m +1.712424e+02, v -1.337952e+00, u 5.742432e-03, i -15, master time 6.5s, eval time 0.4s, time 7.1s Removed 1 inactive cuts. Iter 177: ncols 124, nrows 188, fx0 +1.725804e+02, fy +1.730003e+02, m +1.712428e+02, v -1.337555e+00, u 5.742432e-03, i -16, master time 6.6s, eval time 0.4s, time 7.2s Removed 1 inactive cuts. Iter 178: ncols 124, nrows 188, fx0 +1.725804e+02, fy +1.728575e+02, m +1.712567e+02, v -1.323658e+00, u 5.742432e-03, i -17, master time 6.6s, eval time 0.4s, time 7.3s Removed 1 inactive cuts. Iter 179: ncols 124, nrows 188, fx0 +1.725804e+02, fy +1.725998e+02, m +1.712838e+02, v -1.296558e+00, u 5.742432e-03, i -18, master time 6.7s, eval time 0.4s, time 7.3s Removed 1 inactive cuts. Iter 180: ncols 124, nrows 188, fx0 +1.725804e+02, fy +1.732171e+02, m +1.713052e+02, v -1.275174e+00, u 5.742432e-03, i -19, master time 6.8s, eval time 0.4s, time 7.4s Removed 1 inactive cuts. Iter 181: ncols 124, nrows 188, fx0 +1.725804e+02, fy +1.730753e+02, m +1.713263e+02, v -1.254118e+00, u 5.742432e-03, i -20, master time 6.8s, eval time 0.4s, time 7.5s Removed 1 inactive cuts. Iter 182: ncols 124, nrows 188, fx0 +1.725804e+02, fy +1.734691e+02, m +1.713372e+02, v -1.243171e+00, u 5.742432e-03, i -21, master time 6.9s, eval time 0.4s, time 7.5s Removed 1 inactive cuts. Iter 183: ncols 124, nrows 188, fx0 +1.725804e+02, fy +1.726941e+02, m +1.713446e+02, v -1.235745e+00, u 5.742432e-03, i -22, master time 7.0s, eval time 0.4s, time 7.6s Removed 1 inactive cuts. Iter 184: ncols 124, nrows 188, fx0 +1.725804e+02, fy +1.733464e+02, m +1.713556e+02, v -1.224788e+00, u 5.742432e-03, i -23, master time 7.0s, eval time 0.4s, time 7.6s Removed 1 inactive cuts. Iter 185: ncols 124, nrows 188, fx0 +1.725804e+02, fy +1.729391e+02, m +1.713692e+02, v -1.211136e+00, u 5.742432e-03, i -24, master time 7.1s, eval time 0.4s, time 7.7s Removed 1 inactive cuts. Iter 186: ncols 124, nrows 188, fx0 +1.725804e+02, fy +1.729886e+02, m +1.713819e+02, v -1.198498e+00, u 5.742432e-03, i -25, master time 7.1s, eval time 0.4s, time 7.7s Removed 1 inactive cuts. Iter 187: ncols 124, nrows 188, fx0 +1.725804e+02, fy +1.734385e+02, m +1.713943e+02, v -1.186073e+00, u 5.742432e-03, i -26, master time 7.2s, eval time 0.5s, time 7.8s Removed 1 inactive cuts. Iter 188: ncols 124, nrows 188, fx0 +1.725804e+02, fy +1.741395e+02, m +1.714019e+02, v -1.178466e+00, u 5.742432e-03, i -27, master time 7.2s, eval time 0.5s, time 7.9s Removed 1 inactive cuts. Iter 189: ncols 124, nrows 188, fx0 +1.725804e+02, fy +1.732982e+02, m +1.714062e+02, v -1.174143e+00, u 5.742432e-03, i -28, master time 7.3s, eval time 0.5s, time 7.9s Removed 1 inactive cuts. Iter 190: ncols 124, nrows 188, fx0 +1.725804e+02, fy +1.735500e+02, m +1.714121e+02, v -1.168263e+00, u 5.742432e-03, i -29, master time 7.3s, eval time 0.5s, time 8.0s Removed 1 inactive cuts. Iter 191: ncols 124, nrows 188, fx0 +1.725804e+02, fy +1.735960e+02, m +1.714132e+02, v -1.167225e+00, u 5.742432e-03, i -30, master time 7.4s, eval time 0.5s, time 8.1s Removed 1 inactive cuts. Iter 192: ncols 124, nrows 188, fx0 +1.725804e+02, fy +1.727393e+02, m +1.714254e+02, v -1.155020e+00, u 5.742432e-03, i -31, master time 7.4s, eval time 0.5s, time 8.1s Removed 1 inactive cuts. Iter 193: ncols 124, nrows 188, fx0 +1.725804e+02, fy +1.731887e+02, m +1.714571e+02, v -1.123291e+00, u 5.742432e-03, i -32, master time 7.5s, eval time 0.5s, time 8.2s Removed 1 inactive cuts. Iter 194: ncols 124, nrows 188, fx0 +1.725804e+02, fy +1.741190e+02, m +1.714666e+02, v -1.113751e+00, u 5.742432e-03, i -33, master time 7.6s, eval time 0.5s, time 8.2s Removed 1 inactive cuts. Iter 195: ncols 124, nrows 188, fx0 +1.725804e+02, fy +1.737401e+02, m +1.714705e+02, v -1.109904e+00, u 5.742432e-03, i -34, master time 7.6s, eval time 0.5s, time 8.3s Removed 1 inactive cuts. Iter 196: ncols 124, nrows 188, fx0 +1.725804e+02, fy +1.734172e+02, m +1.714750e+02, v -1.105387e+00, u 5.742432e-03, i -35, master time 7.7s, eval time 0.5s, time 8.4s Removed 1 inactive cuts. Iter 197: ncols 124, nrows 188, fx0 +1.725804e+02, fy +1.728322e+02, m +1.714782e+02, v -1.102212e+00, u 5.742432e-03, i -36, master time 7.7s, eval time 0.5s, time 8.4s Removed 1 inactive cuts. Iter 198: ncols 124, nrows 188, fx0 +1.725804e+02, fy +1.730433e+02, m +1.714813e+02, v -1.099035e+00, u 5.742432e-03, i -37, master time 7.8s, eval time 0.5s, time 8.5s Removed 1 inactive cuts. Iter 199: ncols 124, nrows 188, fx0 +1.725804e+02, fy +1.731549e+02, m +1.714818e+02, v -1.098561e+00, u 5.742432e-03, i -38, master time 7.9s, eval time 0.5s, time 8.6s Removed 1 inactive cuts. Iter 200: ncols 124, nrows 188, fx0 +1.725804e+02, fy +1.731714e+02, m +1.714818e+02, v -1.098561e+00, u 5.742432e-03, i -39, master time 7.9s, eval time 0.5s, time 8.6s Removed 1 inactive cuts. Iter 201: ncols 124, nrows 188, fx0 +1.725804e+02, fy +1.748971e+02, m +1.714822e+02, v -1.098153e+00, u 5.742432e-03, i -40, master time 8.0s, eval time 0.5s, time 8.7s Removed 1 inactive cuts. Iter 202: ncols 124, nrows 188, fx0 +1.725804e+02, fy +1.730645e+02, m +1.714908e+02, v -1.089554e+00, u 5.742432e-03, i -41, master time 8.0s, eval time 0.5s, time 8.7s Removed 1 inactive cuts. Iter 203: ncols 124, nrows 188, fx0 +1.725804e+02, fy +1.728539e+02, m +1.714959e+02, v -1.084501e+00, u 5.742432e-03, i -42, master time 8.1s, eval time 0.5s, time 8.8s Removed 1 inactive cuts. Iter 204: ncols 124, nrows 188, fx0 +1.725804e+02, fy +1.730186e+02, m +1.714989e+02, v -1.081530e+00, u 5.742432e-03, i -43, master time 8.1s, eval time 0.5s, time 8.9s Removed 1 inactive cuts. Iter 205: ncols 124, nrows 188, fx0 +1.725804e+02, fy +1.728139e+02, m +1.715612e+02, v -1.019162e+00, u 5.742432e-03, i -44, master time 8.2s, eval time 0.5s, time 8.9s Removed 1 inactive cuts. Iter 206: ncols 124, nrows 188, fx0 +1.725804e+02, fy +1.745929e+02, m +1.715769e+02, v -1.003481e+00, u 5.742432e-03, i -45, master time 8.3s, eval time 0.5s, time 9.0s Removed 1 inactive cuts. Iter 207: ncols 124, nrows 188, fx0 +1.725804e+02, fy +1.737407e+02, m +1.716162e+02, v -9.641623e-01, u 5.742432e-03, i -46, master time 8.3s, eval time 0.5s, time 9.0s Removed 1 inactive cuts. Iter 208: ncols 124, nrows 188, fx0 +1.725804e+02, fy +1.751722e+02, m +1.716364e+02, v -9.439568e-01, u 5.742432e-03, i -47, master time 8.4s, eval time 0.5s, time 9.1s Removed 1 inactive cuts. Iter 209: ncols 124, nrows 188, fx0 +1.725804e+02, fy +1.738989e+02, m +1.716445e+02, v -9.359222e-01, u 5.742432e-03, i -48, master time 8.4s, eval time 0.5s, time 9.1s Removed 1 inactive cuts. Iter 210: ncols 124, nrows 188, fx0 +1.725804e+02, fy +1.732728e+02, m +1.716474e+02, v -9.330133e-01, u 5.742432e-03, i -49, master time 8.5s, eval time 0.5s, time 9.2s Removed 1 inactive cuts. Iter 211: ncols 124, nrows 188, fx0 +1.725804e+02, fy +1.730307e+02, m +1.716585e+02, v -9.219189e-01, u 5.742432e-03, i -50, master time 8.5s, eval time 0.5s, time 9.3s Removed 1 inactive cuts. Iter 212: ncols 124, nrows 188, fx0 +1.725804e+02, fy +1.745577e+02, m +1.716850e+02, v -8.953891e-01, u 5.742432e-03, i -51, master time 8.6s, eval time 0.5s, time 9.3s Removed 1 inactive cuts. Iter 213: ncols 124, nrows 188, fx0 +1.725804e+02, fy +1.761189e+02, m +1.717020e+02, v -8.784157e-01, u 5.742432e-03, i -52, master time 8.6s, eval time 0.5s, time 9.4s Removed 1 inactive cuts. Iter 214: ncols 124, nrows 188, fx0 +1.725804e+02, fy +1.739836e+02, m +1.717105e+02, v -8.698538e-01, u 5.742432e-03, i -53, master time 8.7s, eval time 0.5s, time 9.4s Removed 1 inactive cuts. Iter 215: ncols 124, nrows 188, fx0 +1.725804e+02, fy +1.765149e+02, m +1.717105e+02, v -8.698538e-01, u 5.742432e-03, i -54, master time 8.7s, eval time 0.5s, time 9.5s Removed 1 inactive cuts. Iter 216: ncols 124, nrows 188, fx0 +1.725804e+02, fy +1.759594e+02, m +1.717248e+02, v -8.555631e-01, u 5.742432e-03, i -55, master time 8.8s, eval time 0.5s, time 9.5s Removed 1 inactive cuts. Iter 217: ncols 124, nrows 188, fx0 +1.725804e+02, fy +1.740246e+02, m +1.717359e+02, v -8.444778e-01, u 5.742432e-03, i -56, master time 8.8s, eval time 0.5s, time 9.6s Removed 1 inactive cuts. Iter 218: ncols 124, nrows 188, fx0 +1.725804e+02, fy +1.742626e+02, m +1.717465e+02, v -8.339276e-01, u 5.742432e-03, i -57, master time 8.9s, eval time 0.5s, time 9.6s Removed 1 inactive cuts. Iter 219: ncols 124, nrows 188, fx0 +1.725804e+02, fy +1.737036e+02, m +1.717500e+02, v -8.303813e-01, u 5.742432e-03, i -58, master time 8.9s, eval time 0.5s, time 9.7s Removed 1 inactive cuts. Iter 220: ncols 124, nrows 188, fx0 +1.717500e+02, fy +1.717500e+02, m +1.717500e+02, v 4.347547e-08, u 5.742432e-03, i +1, master time 9.0s, eval time 0.5s, time 9.7s TERMINATION: Optimal: v = 4.3475471995088025e-8 DD.dual_objective_value(algo) = -171.75000006680807 DD.dual_solution(algo) = [-4.0297976556396413e-26, -4.0297976556396413e-26, -4.818188819823746e-25, 0.061837500682010556, 0.05816250017043464, 0.06371101162574663, -0.25462500127257204, -0.2467500018526275, -0.25484404650298653, 0.26775000287845374, 0.2598750016795951, 0.2740741059900668, -1.102500013893091, -1.1025000168769528, -1.0893242836139465, -4.0297976556396413e-26, -4.0297976556396413e-26, -1.2306763849584755e-20, 0.06547499995706844, 0.05816250017043326, 0.06371101162574662, -4.0297976556396413e-26, -4.0297976556396413e-26, -2.2472574686371687e-19, 0.06183750068223074, 0.06521250075591774, 0.06371101162574662, -4.0297976556396413e-26, -4.0297976556396413e-26, 6.571070916236998e-21, 0.06547499995126238, 0.06521250075584187, 0.06371101162574662, -4.0297976556396413e-26, -4.0297976556396413e-26, -3.863182126735777e-25, 0.061837500796390756, 0.06558750033735407, 0.06390682371844872, -4.0297976556396413e-26, -4.0297976556396413e-26, 7.731478523063053e-26, 0.06566250058903353, 0.05816250155436623, 0.06389620654242094, -0.27037500100913087, -0.24675000369131428, -0.2555848261696837, 0.28350000437270406, 0.2598750052087468, 0.2695636783197174, -4.0297976556396413e-26, -4.0297976556396413e-26, 1.0175817303673497e-19, 0.06566250058900701, 0.06521250029023803, 0.06389620654242092, 0.0, -4.0297976556396413e-26, -7.30903755380115e-27, 0.06952500126965108, 0.06558750043190029, 0.06402762019969001, -4.0588666312131013e-26, 0.0, 3.833265380843013e-20, 0.06566250081386399, 0.07353750023609287, 0.06402762019969001, -0.27037500416699, -0.2782500013296206, -0.2561104808105681, 0.2835000034151639, 0.29137500823253093, 0.27734655666271923, -4.0516959062801484e-26, -4.05860465942855e-26, -4.5041696545886927e-20, 0.0654750001148541, 0.06558750033762549, 0.06390682373399317, -4.058810700990291e-26, 0.0, -7.470699820443664e-20, 0.061837500796011635, 0.07353750034062016, 0.06390682371743658, -4.058811053412172e-26, -4.0590395176559757e-26, 9.630236639447075e-20, 0.0656625008138823, 0.06558750042760605, 0.06402762021149802, 0.0, -4.0661485965459537e-26, -9.53496004005712e-20, 0.06952499992104905, 0.06521250029238719, 0.06389620654242092, 0.0, 0.0, -1.6577065726950764e-20, 0.06952500126959263, 0.07353750023402138, 0.06402762019968995, -4.0588962849765133e-26, 0.0, 5.311466669009167e-20, 0.06547500011485498, 0.07353750033440763, 0.06390682373114874, -0.2546250018221115, -0.27825000135000716, -0.25562729490102726, 0.26775000322676923, 0.29137500175607967, 0.2683399426414428, 0.0, -4.0660072066106815e-26, 1.0668931138004702e-19, 0.06952499991004128, 0.058162501554322774, 0.06389620654242092] Test Summary: | Pass Total Time investment | 3 3 26.3s Found new best primal bound: -86600.0 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 -2.364686e-11, 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 -2.364686e-11, 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 -2.364686e-11, 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 Found new best primal bound: -103479.33333333337 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: -107342.0 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: -107342.00000000001 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 -9.094947e-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 -9.094947e-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 -9.094947e-12, 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 5.8s Testing DualDecomposition tests passed Testing completed after 1480.27s PkgEval succeeded after 2017.11s