Package evaluation to test CTSolvers on Julia 1.14.0-DEV.2291 (26145852c4*) started at 2026-06-04T19:22:42.579 ################################################################################ # Set-up # Installing PkgEval dependencies (TestEnv)... Activating project at `~/.julia/environments/v1.14` Set-up completed after 11.59s ################################################################################ # Installation # Installing CTSolvers... Resolving package versions... Updating `~/.julia/environments/v1.14/Project.toml` [d3e8d392] + CTSolvers v0.4.17 Updating `~/.julia/environments/v1.14/Manifest.toml` [54578032] + ADNLPModels v0.8.13 [47edcb42] + ADTypes v1.22.0 [79e6a3ab] + Adapt v4.6.0 [a9b6321e] + Atomix v1.1.3 [54762871] + CTBase v0.18.8 [34c4fa32] + CTModels v0.10.1 [d3e8d392] + CTSolvers v0.4.17 [d360d2e6] + ChainRulesCore v1.26.1 [38540f10] + CommonSolve v0.2.7 [bbf7d656] + CommonSubexpressions v0.3.1 [34da2185] + Compat v4.18.1 [163ba53b] + DiffResults v1.1.0 [b552c78f] + DiffRules v1.16.0 [ffbed154] + DocStringExtensions v0.9.5 ⌅ [1037b233] + ExaModels v0.9.7 [e2ba6199] + ExprTools v0.1.10 [9aa1b823] + FastClosures v0.3.2 [1a297f60] + FillArrays v1.16.0 [f6369f11] + ForwardDiff v1.3.3 [069b7b12] + FunctionWrappers v1.1.3 [92d709cd] + IrrationalConstants v0.2.6 [692b3bcd] + JLLWrappers v1.8.0 [63c18a36] + KernelAbstractions v0.9.41 [5c8ed15e] + LinearOperators v2.14.1 ⌅ [2ab3a3ac] + LogExpFunctions v0.3.29 [d8e11817] + MLStyle v0.4.17 [1914dd2f] + MacroTools v0.5.16 [a4795742] + NLPModels v0.21.12 [77ba4419] + NaNMath v1.1.3 ⌅ [bac558e1] + OrderedCollections v1.8.2 ⌅ [d96e819e] + Parameters v0.12.3 [aea7be01] + PrecompileTools v1.3.4 [21216c6a] + Preferences v1.5.2 [3cdcf5f2] + RecipesBase v1.3.4 [ae029012] + Requires v1.3.1 [37e2e3b7] + ReverseDiff v1.16.2 [ff4d7338] + SolverCore v0.3.10 [9f842d2f] + SparseConnectivityTracer v1.2.1 [0a514795] + SparseMatrixColorings v0.4.27 [276daf66] + SpecialFunctions v2.8.0 [90137ffa] + StaticArrays v1.9.18 [1e83bf80] + StaticArraysCore v1.4.4 [10745b16] + Statistics v1.11.1 [a759f4b9] + TimerOutputs v0.5.29 [3a884ed6] + UnPack v1.0.2 [013be700] + UnsafeAtomics v0.3.1 [efe28fd5] + OpenSpecFun_jll v0.5.6+0 [56f22d72] + Artifacts v1.11.0 [2a0f44e3] + Base64 v1.11.0 [ade2ca70] + Dates v1.11.0 [b77e0a4c] + InteractiveUtils v1.11.0 [ac6e5ff7] + JuliaSyntaxHighlighting v1.13.0 [8f399da3] + Libdl v1.11.0 [37e2e46d] + LinearAlgebra v1.14.0 [d6f4376e] + Markdown v1.11.0 [de0858da] + Printf v1.11.0 [9a3f8284] + Random v1.11.0 [ea8e919c] + SHA v1.13.0 [9e88b42a] + Serialization v1.11.0 [2f01184e] + SparseArrays v1.13.0 [f489334b] + StyledStrings v1.13.0 [fa267f1f] + TOML v1.0.3 [cf7118a7] + UUIDs v1.11.0 [4ec0a83e] + Unicode v1.11.0 [e66e0078] + CompilerSupportLibraries_jll v1.5.2+0 [4536629a] + OpenBLAS_jll v0.3.33+0 [05823500] + OpenLibm_jll v0.8.7+0 [bea87d4a] + SuiteSparse_jll v7.10.1+0 [8e850b90] + libblastrampoline_jll v5.15.0+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 4.66s ################################################################################ # Precompilation # Precompiling PkgEval dependencies... ┌ Warning: Could not use exact versions of packages in manifest, re-resolving └ @ TestEnv ~/.julia/packages/TestEnv/RUPmD/src/julia-1.13/activate_set.jl:78 Precompiling package dependencies... Precompiling project... 7.8 s ✓ ExaModels 12.6 s ✓ MadNCL Internal error: during type inference of _pullback(Zygote.Context{false}, typeof(Zygote.pow), Int64, Int64) Encountered unexpected error in runtime: TypeError(func=:typeassert, context="", expected=Union{Nothing, Array{Any, 1}, Core.SimpleVector}, got=Array{Core.MethodInstance, 1}(dims=(1,), mem=Memory{Core.MethodInstance}(1, 0x7bc74f1f1280)[MethodInstance pow(Int64, Int64) from pow(Any, Any)])) ijl_type_error_rt at /source/src/rtutils.c:121:5 ijl_type_error at /source/src/rtutils.c:140:5 compute_edges! at ./../usr/share/julia/Compiler/src/typeinfer.jl:824:0 (pc: 55) finishinfer! at ./../usr/share/julia/Compiler/src/typeinfer.jl:668:0 (pc: 209) finish_nocycle at ./../usr/share/julia/Compiler/src/typeinfer.jl:275:0 (pc: 4) jfptr_finish_nocycle_1.1 at /opt/julia/lib/julia/sys.so (unknown line) _jl_invoke at /source/src/gf.c:4138:23 [inlined] ijl_apply_generic at /source/src/gf.c:4364:12 typeinf at ./../usr/share/julia/Compiler/src/abstractinterpretation.jl:4952:0 (pc: 251) typeinf_ext at ./../usr/share/julia/Compiler/src/typeinfer.jl:1537:0 (pc: 150) typeinf_ext_toplevel at ./../usr/share/julia/Compiler/src/typeinfer.jl:1741:0 [inlined] typeinf_ext_toplevel at ./../usr/share/julia/Compiler/src/typeinfer.jl:1750:0 (pc: 12) jfptr_typeinf_ext_toplevel_2.1 at /opt/julia/lib/julia/sys.so (unknown line) _jl_invoke at /source/src/gf.c:4138:23 [inlined] ijl_apply_generic at /source/src/gf.c:4364:12 jl_apply at /source/src/julia.h:2388:12 [inlined] jl_type_infer at /source/src/gf.c:463:35 jl_compile_method_internal at /source/src/gf.c:3665:24 _jl_invoke at /source/src/gf.c:4130:16 [inlined] ijl_apply_generic at /source/src/gf.c:4364:12 jl_apply at /source/src/julia.h:2388:12 [inlined] jl_f__apply_iterate at /source/src/builtins.c:905:26 pullback at /home/pkgeval/.julia/packages/Zygote/55SqB/src/compiler/interface.jl:96:0 (pc: 2) pullback at /home/pkgeval/.julia/packages/Zygote/55SqB/src/compiler/interface.jl:94:0 (pc: 4) unknown function (ip: 0x7bc7515f4290) at (unknown file) _jl_invoke at /source/src/gf.c:4138:23 [inlined] ijl_apply_generic at /source/src/gf.c:4364:12 jl_apply at /source/src/julia.h:2388:12 [inlined] jl_f__apply_iterate at /source/src/builtins.c:905:26 gradient at /home/pkgeval/.julia/packages/Zygote/55SqB/src/compiler/interface.jl:153:0 (pc: 2) _jl_invoke at /source/src/gf.c:4138:23 [inlined] ijl_apply_generic at /source/src/gf.c:4364:12 jl_apply at /source/src/julia.h:2388:12 [inlined] do_call at /source/src/interpreter.c:123:26 eval_value at /source/src/interpreter.c:243:16 eval_stmt_value at /source/src/interpreter.c:194:23 [inlined] eval_body at /source/src/interpreter.c:706:13 jl_interpret_toplevel_thunk at /source/src/interpreter.c:897:21 top-level scope at /home/pkgeval/.julia/packages/Zygote/55SqB/src/precompile.jl:17:0 (pc: 3) ijl_eval_thunk at /source/src/toplevel.c:768:18 jl_toplevel_eval_flex at /source/src/toplevel.c:712:26 jl_eval_toplevel_stmts at /source/src/toplevel.c:602:15 jl_toplevel_eval_flex at /source/src/toplevel.c:684:27 ijl_toplevel_eval at /source/src/toplevel.c:782:12 ijl_toplevel_eval_in at /source/src/toplevel.c:827:13 eval at ./boot.jl:521:0 (pc: 1) include_string at ./loading.jl:3132:0 (pc: 207) _jl_invoke at /source/src/gf.c:4138:23 [inlined] ijl_apply_generic at /source/src/gf.c:4364:12 _include at ./loading.jl:3192:0 (pc: 122) include at ./Base.jl:327:0 (pc: 1) IncludeInto at ./Base.jl:328:0 (pc: 2) jfptr_IncludeInto_1.1 at /opt/julia/lib/julia/sys.so (unknown line) _jl_invoke at /source/src/gf.c:4138:23 [inlined] ijl_apply_generic at /source/src/gf.c:4364:12 jl_apply at /source/src/julia.h:2388:12 [inlined] do_call at /source/src/interpreter.c:123:26 eval_value at /source/src/interpreter.c:243:16 eval_stmt_value at /source/src/interpreter.c:194:23 [inlined] eval_body at /source/src/interpreter.c:706:13 eval_body at /source/src/interpreter.c:571:21 jl_interpret_toplevel_thunk at /source/src/interpreter.c:897:21 macro expansion at /home/pkgeval/.julia/packages/Zygote/55SqB/src/Zygote.jl:68:0 (pc: 1) [inlined] macro expansion at /home/pkgeval/.julia/packages/PrecompileTools/QUxvR/src/workloads.jl:70:0 (pc: 4) [inlined] top-level scope at /home/pkgeval/.julia/packages/Zygote/55SqB/src/Zygote.jl:82:0 (pc: 20) ijl_eval_thunk at /source/src/toplevel.c:768:18 jl_toplevel_eval_flex at /source/src/toplevel.c:712:26 jl_eval_toplevel_stmts at /source/src/toplevel.c:602:15 jl_eval_module_expr at /source/src/toplevel.c:263:5 [inlined] jl_toplevel_eval_flex at /source/src/toplevel.c:665:27 jl_eval_toplevel_stmts at /source/src/toplevel.c:602:15 jl_toplevel_eval_flex at /source/src/toplevel.c:684:27 ijl_toplevel_eval at /source/src/toplevel.c:782:12 ijl_toplevel_eval_in at /source/src/toplevel.c:827:13 eval at ./boot.jl:521:0 (pc: 1) include_string at ./loading.jl:3132:0 (pc: 207) _jl_invoke at /source/src/gf.c:4138:23 [inlined] ijl_apply_generic at /source/src/gf.c:4364:12 _include at ./loading.jl:3192:0 (pc: 122) include at ./Base.jl:326:0 (pc: 1) include_package_for_output at ./loading.jl:3296:0 (pc: 837) jfptr_include_package_for_output_1.1 at /opt/julia/lib/julia/sys.so (unknown line) _jl_invoke at /source/src/gf.c:4138:23 [inlined] ijl_apply_generic at /source/src/gf.c:4364:12 jl_apply at /source/src/julia.h:2388:12 [inlined] do_call at /source/src/interpreter.c:123:26 eval_value at /source/src/interpreter.c:243:16 eval_stmt_value at /source/src/interpreter.c:194:23 [inlined] eval_body at /source/src/interpreter.c:706:13 jl_interpret_toplevel_thunk at /source/src/interpreter.c:897:21 top-level scope at stdin:5:0 (pc: 22) ijl_eval_thunk at /source/src/toplevel.c:768:18 jl_toplevel_eval_flex at /source/src/toplevel.c:712:26 jl_eval_toplevel_stmts at /source/src/toplevel.c:602:15 jl_toplevel_eval_flex at /source/src/toplevel.c:684:27 ijl_toplevel_eval at /source/src/toplevel.c:782:12 ijl_toplevel_eval_in at /source/src/toplevel.c:827:13 eval at ./boot.jl:521:0 (pc: 1) include_string at ./loading.jl:3132:0 (pc: 207) include_string at ./loading.jl:3142:0 [inlined] exec_options at ./client.jl:353:0 (pc: 841) _start at ./client.jl:596:0 (pc: 294) jfptr__start_0.1 at /opt/julia/lib/julia/sys.so (unknown line) _jl_invoke at /source/src/gf.c:4138:23 [inlined] ijl_apply_generic at /source/src/gf.c:4364:12 jl_apply at /source/src/julia.h:2388:12 [inlined] true_main at /source/src/jlapi.c:971:29 jl_repl_entrypoint at /source/src/jlapi.c:1138:15 main at /source/cli/loader_exe.c:58:15 unknown function (ip: 0x7bc785837249) at /lib/x86_64-linux-gnu/libc.so.6 __libc_start_main at /lib/x86_64-linux-gnu/libc.so.6 (unknown line) unknown function (ip: 0x4010b8) at /workspace/srcdir/glibc-2.17/csu/../sysdeps/x86_64/start.S  [62] signal 6 (-6): Aborted in expression starting at /home/pkgeval/.julia/packages/Zygote/55SqB/src/precompile.jl:17 unknown function (ip: 0x7bc78589aebc) at /lib/x86_64-linux-gnu/libc.so.6 gsignal at /lib/x86_64-linux-gnu/libc.so.6 (unknown line) abort at /lib/x86_64-linux-gnu/libc.so.6 (unknown line) jl_type_infer at /source/src/gf.c:482:9 jl_compile_method_internal at /source/src/gf.c:3665:24 _jl_invoke at /source/src/gf.c:4130:16 [inlined] ijl_apply_generic at /source/src/gf.c:4364:12 jl_apply at /source/src/julia.h:2388:12 [inlined] jl_f__apply_iterate at /source/src/builtins.c:905:26 pullback at /home/pkgeval/.julia/packages/Zygote/55SqB/src/compiler/interface.jl:96:0 (pc: 2) pullback at /home/pkgeval/.julia/packages/Zygote/55SqB/src/compiler/interface.jl:94:0 (pc: 4) unknown function (ip: 0x7bc7515f4290) at (unknown file) _jl_invoke at /source/src/gf.c:4138:23 [inlined] ijl_apply_generic at /source/src/gf.c:4364:12 jl_apply at /source/src/julia.h:2388:12 [inlined] jl_f__apply_iterate at /source/src/builtins.c:905:26 gradient at /home/pkgeval/.julia/packages/Zygote/55SqB/src/compiler/interface.jl:153:0 (pc: 2) _jl_invoke at /source/src/gf.c:4138:23 [inlined] ijl_apply_generic at /source/src/gf.c:4364:12 jl_apply at /source/src/julia.h:2388:12 [inlined] do_call at /source/src/interpreter.c:123:26 eval_value at /source/src/interpreter.c:243:16 eval_stmt_value at /source/src/interpreter.c:194:23 [inlined] eval_body at /source/src/interpreter.c:706:13 jl_interpret_toplevel_thunk at /source/src/interpreter.c:897:21 ijl_eval_thunk at /source/src/toplevel.c:768:18 jl_toplevel_eval_flex at /source/src/toplevel.c:712:26 jl_eval_toplevel_stmts at /source/src/toplevel.c:602:15 jl_toplevel_eval_flex at /source/src/toplevel.c:684:27 ijl_toplevel_eval at /source/src/toplevel.c:782:12 ijl_toplevel_eval_in at /source/src/toplevel.c:827:13 eval at ./boot.jl:521:0 (pc: 1) include_string at ./loading.jl:3132:0 (pc: 207) _jl_invoke at /source/src/gf.c:4138:23 [inlined] ijl_apply_generic at /source/src/gf.c:4364:12 _include at ./loading.jl:3192:0 (pc: 122) include at ./Base.jl:327:0 (pc: 1) IncludeInto at ./Base.jl:328:0 (pc: 2) jfptr_IncludeInto_1.1 at /opt/julia/lib/julia/sys.so (unknown line) _jl_invoke at /source/src/gf.c:4138:23 [inlined] ijl_apply_generic at /source/src/gf.c:4364:12 jl_apply at /source/src/julia.h:2388:12 [inlined] do_call at /source/src/interpreter.c:123:26 eval_value at /source/src/interpreter.c:243:16 eval_stmt_value at /source/src/interpreter.c:194:23 [inlined] eval_body at /source/src/interpreter.c:706:13 eval_body at /source/src/interpreter.c:571:21 jl_interpret_toplevel_thunk at /source/src/interpreter.c:897:21 ijl_eval_thunk at /source/src/toplevel.c:768:18 jl_toplevel_eval_flex at /source/src/toplevel.c:712:26 jl_eval_toplevel_stmts at /source/src/toplevel.c:602:15 jl_eval_module_expr at /source/src/toplevel.c:263:5 [inlined] jl_toplevel_eval_flex at /source/src/toplevel.c:665:27 jl_eval_toplevel_stmts at /source/src/toplevel.c:602:15 jl_toplevel_eval_flex at /source/src/toplevel.c:684:27 ijl_toplevel_eval at /source/src/toplevel.c:782:12 ijl_toplevel_eval_in at /source/src/toplevel.c:827:13 eval at ./boot.jl:521:0 (pc: 1) include_string at ./loading.jl:3132:0 (pc: 207) _jl_invoke at /source/src/gf.c:4138:23 [inlined] ijl_apply_generic at /source/src/gf.c:4364:12 _include at ./loading.jl:3192:0 (pc: 122) include at ./Base.jl:326:0 (pc: 1) include_package_for_output at ./loading.jl:3296:0 (pc: 837) jfptr_include_package_for_output_1.1 at /opt/julia/lib/julia/sys.so (unknown line) _jl_invoke at /source/src/gf.c:4138:23 [inlined] ijl_apply_generic at /source/src/gf.c:4364:12 jl_apply at /source/src/julia.h:2388:12 [inlined] do_call at /source/src/interpreter.c:123:26 eval_value at /source/src/interpreter.c:243:16 eval_stmt_value at /source/src/interpreter.c:194:23 [inlined] eval_body at /source/src/interpreter.c:706:13 jl_interpret_toplevel_thunk at /source/src/interpreter.c:897:21 ijl_eval_thunk at /source/src/toplevel.c:768:18 jl_toplevel_eval_flex at /source/src/toplevel.c:712:26 jl_eval_toplevel_stmts at /source/src/toplevel.c:602:15 jl_toplevel_eval_flex at /source/src/toplevel.c:684:27 ijl_toplevel_eval at /source/src/toplevel.c:782:12 ijl_toplevel_eval_in at /source/src/toplevel.c:827:13 eval at ./boot.jl:521:0 (pc: 1) include_string at ./loading.jl:3132:0 (pc: 207) include_string at ./loading.jl:3142:0 [inlined] exec_options at ./client.jl:353:0 (pc: 841) _start at ./client.jl:596:0 (pc: 294) jfptr__start_0.1 at /opt/julia/lib/julia/sys.so (unknown line) _jl_invoke at /source/src/gf.c:4138:23 [inlined] ijl_apply_generic at /source/src/gf.c:4364:12 jl_apply at /source/src/julia.h:2388:12 [inlined] true_main at /source/src/jlapi.c:971:29 jl_repl_entrypoint at /source/src/jlapi.c:1138:15 main at /source/cli/loader_exe.c:58:15 unknown function (ip: 0x7bc785837249) at /lib/x86_64-linux-gnu/libc.so.6 __libc_start_main at /lib/x86_64-linux-gnu/libc.so.6 (unknown line) unknown function (ip: 0x4010b8) at /workspace/srcdir/glibc-2.17/csu/../sysdeps/x86_64/start.S Allocations: 85737762 (Pool: 85737468; Big: 294); GC: 21 ✗ Zygote 1.7 s ✓ Uno_jll 99.3 s ✓ CUDA ERROR: LoadError: UndefVarError: `hvcat_fill!` not defined in `Base` Suggestion: check for spelling errors or missing imports. Stacktrace:  [1] getproperty(x::Module, f::Symbol)  @ Base Base_compiler.jl:51  [2] top-level scope  @ ~/.julia/packages/Enzyme/hPxtT/src/internal_rules/core.jl:347  [3] include(mapexpr::Function, mod::Module, _path::String)  @ Base Base.jl:327  [4] top-level scope  @ ~/.julia/packages/Enzyme/hPxtT/src/Enzyme.jl:152  [5] include(mod::Module, _path::String)  @ Base Base.jl:326  [6] include_package_for_output(pkg::Base.PkgId, input::String, syntax_version::VersionNumber, depot_path::Vector{String}, dl_load_path::Vector{String}, load_path::Vector{String}, concrete_deps::Vector{Pair{Base.PkgId, UInt128}}, source::Nothing)  @ Base loading.jl:3296  [7] top-level scope  @ stdin:5  [8] eval(m::Module, e::Any)  @ Core boot.jl:521  [9] include_string(mapexpr::typeof(identity), mod::Module, code::String, filename::String)  @ Base loading.jl:3132  [10] include_string(m::Module, txt::String, fname::String)  @ Base loading.jl:3142 [inlined]  [11] exec_options(opts::Base.JLOptions)  @ Base client.jl:353  [12] _start()  @ Base client.jl:596 in expression starting at /home/pkgeval/.julia/packages/Enzyme/hPxtT/src/internal_rules/core.jl:347 in expression starting at /home/pkgeval/.julia/packages/Enzyme/hPxtT/src/Enzyme.jl:1 in expression starting at stdin:5 ✗ Enzyme 20.2 s ✓ ADNLPModels 3.2 s ✓ NLPModelsIpopt 3.9 s ✓ ExaModels → ExaModelsSpecialFunctions 4.0 s ✓ ExaModels → ExaModelsLinearAlgebra 7.7 s ✓ ExaModels → ExaModelsKernelAbstractions 1.3 s ✓ UnoSolver 17.3 s ✓ CUDA → ChainRulesCoreExt 17.0 s ✓ CUDA → EnzymeCoreExt 16.7 s ✓ CUDA → SpecialFunctionsExt 17.2 s ✓ Atomix → AtomixCUDAExt 17.3 s ✓ LinearOperators → LinearOperatorsCUDAExt 17.1 s ✓ SparseMatrixColorings → SparseMatrixColoringsCUDAExt 24.1 s ✓ ExaModels → ExaModelsCUDA ERROR: LoadError: Precompiled image Base.PkgId(Base.UUID("7da242da-08ed-463a-9acd-ee780be4f1d9"), "Enzyme") not available with flags CacheFlags(; use_pkgimages=false, debug_level=1, check_bounds=1, inline=true, opt_level=0) Stacktrace:  [1] error(s::String)  @ Base error.jl:56  [2] __require_prelocked(pkg::Base.PkgId, env::String)  @ Base loading.jl:2837  [3] _require_prelocked(uuidkey::Base.PkgId, env::String)  @ Base loading.jl:2685  [4] macro expansion  @ loading.jl:2599 [inlined]  [5] macro expansion  @ lock.jl:376 [inlined]  [6] __require(into::Module, mod::Symbol)  @ Base loading.jl:2563  [7] require(into::Module, mod::Symbol)  @ Base loading.jl:2539 [inlined]  [8] eval_import_path(at::Module, from::Nothing, path::Expr, keyword::String)  @ Base module.jl:36 [inlined]  [9] eval_import_path_all(at::Module, path::Expr, keyword::String)  @ Base module.jl:60  [10] _eval_using(to::Module, path::Expr, flags::UInt8)  @ Base module.jl:137 [inlined]  [11] top-level scope  @ ~/.julia/packages/Enzyme/hPxtT/ext/EnzymeGPUArraysCoreExt.jl:4  [12] include(mod::Module, _path::String)  @ Base Base.jl:326  [13] include_package_for_output(pkg::Base.PkgId, input::String, syntax_version::VersionNumber, depot_path::Vector{String}, dl_load_path::Vector{String}, load_path::Vector{String}, concrete_deps::Vector{Pair{Base.PkgId, UInt128}}, source::Nothing)  @ Base loading.jl:3296  [14] top-level scope  @ stdin:5  [15] eval(m::Module, e::Any)  @ Core boot.jl:521  [16] include_string(mapexpr::typeof(identity), mod::Module, code::String, filename::String)  @ Base loading.jl:3132  [17] include_string(m::Module, txt::String, fname::String)  @ Base loading.jl:3142 [inlined]  [18] exec_options(opts::Base.JLOptions)  @ Base client.jl:353  [19] _start()  @ Base client.jl:596 in expression starting at /home/pkgeval/.julia/packages/Enzyme/hPxtT/ext/EnzymeGPUArraysCoreExt.jl:1 in expression starting at stdin:5 ✗ Enzyme → EnzymeGPUArraysCoreExt ERROR: LoadError: Precompiled image Base.PkgId(Base.UUID("7da242da-08ed-463a-9acd-ee780be4f1d9"), "Enzyme") not available with flags CacheFlags(; use_pkgimages=false, debug_level=1, check_bounds=1, inline=true, opt_level=0) Stacktrace:  [1] error(s::String)  @ Base error.jl:56  [2] __require_prelocked(pkg::Base.PkgId, env::String)  @ Base loading.jl:2837  [3] _require_prelocked(uuidkey::Base.PkgId, env::String)  @ Base loading.jl:2685  [4] macro expansion  @ loading.jl:2599 [inlined]  [5] macro expansion  @ lock.jl:376 [inlined]  [6] __require(into::Module, mod::Symbol)  @ Base loading.jl:2563  [7] require(into::Module, mod::Symbol)  @ Base loading.jl:2539 [inlined]  [8] eval_import_path(at::Module, from::Nothing, path::Expr, keyword::String)  @ Base module.jl:36 [inlined]  [9] eval_import_path_all(at::Module, path::Expr, keyword::String)  @ Base module.jl:60  [10] _eval_using(to::Module, path::Expr, flags::UInt8)  @ Base module.jl:137 [inlined]  [11] top-level scope  @ ~/.julia/packages/Enzyme/hPxtT/ext/EnzymeStaticArraysExt.jl:4  [12] include(mod::Module, _path::String)  @ Base Base.jl:326  [13] include_package_for_output(pkg::Base.PkgId, input::String, syntax_version::VersionNumber, depot_path::Vector{String}, dl_load_path::Vector{String}, load_path::Vector{String}, concrete_deps::Vector{Pair{Base.PkgId, UInt128}}, source::Nothing)  @ Base loading.jl:3296  [14] top-level scope  @ stdin:5  [15] eval(m::Module, e::Any)  @ Core boot.jl:521  [16] include_string(mapexpr::typeof(identity), mod::Module, code::String, filename::String)  @ Base loading.jl:3132  [17] include_string(m::Module, txt::String, fname::String)  @ Base loading.jl:3142 [inlined]  [18] exec_options(opts::Base.JLOptions)  @ Base client.jl:353  [19] _start()  @ Base client.jl:596 in expression starting at /home/pkgeval/.julia/packages/Enzyme/hPxtT/ext/EnzymeStaticArraysExt.jl:1 in expression starting at stdin:5 ✗ Enzyme → EnzymeStaticArraysExt ERROR: LoadError: Precompiled image Base.PkgId(Base.UUID("7da242da-08ed-463a-9acd-ee780be4f1d9"), "Enzyme") not available with flags CacheFlags(; use_pkgimages=false, debug_level=1, check_bounds=1, inline=true, opt_level=0) Stacktrace:  [1] error(s::String)  @ Base error.jl:56  [2] __require_prelocked(pkg::Base.PkgId, env::String)  @ Base loading.jl:2837  [3] _require_prelocked(uuidkey::Base.PkgId, env::String)  @ Base loading.jl:2685  [4] macro expansion  @ loading.jl:2599 [inlined]  [5] macro expansion  @ lock.jl:376 [inlined]  [6] __require(into::Module, mod::Symbol)  @ Base loading.jl:2563  [7] require(into::Module, mod::Symbol)  @ Base loading.jl:2539 [inlined]  [8] eval_import_path(at::Module, from::Nothing, path::Expr, keyword::String)  @ Base module.jl:36 [inlined]  [9] eval_import_path_all(at::Module, path::Expr, keyword::String)  @ Base module.jl:60  [10] _eval_using(to::Module, path::Expr, flags::UInt8)  @ Base module.jl:137 [inlined]  [11] top-level scope  @ ~/.julia/packages/Enzyme/hPxtT/ext/EnzymeBFloat16sExt.jl:4  [12] include(mod::Module, _path::String)  @ Base Base.jl:326  [13] include_package_for_output(pkg::Base.PkgId, input::String, syntax_version::VersionNumber, depot_path::Vector{String}, dl_load_path::Vector{String}, load_path::Vector{String}, concrete_deps::Vector{Pair{Base.PkgId, UInt128}}, source::Nothing)  @ Base loading.jl:3296  [14] top-level scope  @ stdin:5  [15] eval(m::Module, e::Any)  @ Core boot.jl:521  [16] include_string(mapexpr::typeof(identity), mod::Module, code::String, filename::String)  @ Base loading.jl:3132  [17] include_string(m::Module, txt::String, fname::String)  @ Base loading.jl:3142 [inlined]  [18] exec_options(opts::Base.JLOptions)  @ Base client.jl:353  [19] _start()  @ Base client.jl:596 in expression starting at /home/pkgeval/.julia/packages/Enzyme/hPxtT/ext/EnzymeBFloat16sExt.jl:1 in expression starting at stdin:5 ✗ Enzyme → EnzymeBFloat16sExt ERROR: LoadError: Precompiled image Base.PkgId(Base.UUID("7da242da-08ed-463a-9acd-ee780be4f1d9"), "Enzyme") not available with flags CacheFlags(; use_pkgimages=false, debug_level=1, check_bounds=1, inline=true, opt_level=0) Stacktrace:  [1] error(s::String)  @ Base error.jl:56  [2] __require_prelocked(pkg::Base.PkgId, env::String)  @ Base loading.jl:2837  [3] _require_prelocked(uuidkey::Base.PkgId, env::String)  @ Base loading.jl:2685  [4] macro expansion  @ loading.jl:2599 [inlined]  [5] macro expansion  @ lock.jl:376 [inlined]  [6] __require(into::Module, mod::Symbol)  @ Base loading.jl:2563  [7] require(into::Module, mod::Symbol)  @ Base loading.jl:2539 [inlined]  [8] eval_import_path(at::Module, from::Nothing, path::Expr, keyword::String)  @ Base module.jl:36 [inlined]  [9] eval_import_path_all(at::Module, path::Expr, keyword::String)  @ Base module.jl:60  [10] _eval_using(to::Module, path::Expr, flags::UInt8)  @ Base module.jl:137 [inlined]  [11] top-level scope  @ ~/.julia/packages/Enzyme/hPxtT/ext/EnzymeChainRulesCoreExt.jl:5  [12] include(mod::Module, _path::String)  @ Base Base.jl:326  [13] include_package_for_output(pkg::Base.PkgId, input::String, syntax_version::VersionNumber, depot_path::Vector{String}, dl_load_path::Vector{String}, load_path::Vector{String}, concrete_deps::Vector{Pair{Base.PkgId, UInt128}}, source::Nothing)  @ Base loading.jl:3296  [14] top-level scope  @ stdin:5  [15] eval(m::Module, e::Any)  @ Core boot.jl:521  [16] include_string(mapexpr::typeof(identity), mod::Module, code::String, filename::String)  @ Base loading.jl:3132  [17] include_string(m::Module, txt::String, fname::String)  @ Base loading.jl:3142 [inlined]  [18] exec_options(opts::Base.JLOptions)  @ Base client.jl:353  [19] _start()  @ Base client.jl:596 in expression starting at /home/pkgeval/.julia/packages/Enzyme/hPxtT/ext/EnzymeChainRulesCoreExt.jl:1 in expression starting at stdin:5 ✗ Enzyme → EnzymeChainRulesCoreExt ERROR: LoadError: Precompiled image Base.PkgId(Base.UUID("7da242da-08ed-463a-9acd-ee780be4f1d9"), "Enzyme") not available with flags CacheFlags(; use_pkgimages=false, debug_level=1, check_bounds=1, inline=true, opt_level=0) Stacktrace:  [1] error(s::String)  @ Base error.jl:56  [2] __require_prelocked(pkg::Base.PkgId, env::String)  @ Base loading.jl:2837  [3] _require_prelocked(uuidkey::Base.PkgId, env::String)  @ Base loading.jl:2685  [4] macro expansion  @ loading.jl:2599 [inlined]  [5] macro expansion  @ lock.jl:376 [inlined]  [6] __require(into::Module, mod::Symbol)  @ Base loading.jl:2563  [7] require(into::Module, mod::Symbol)  @ Base loading.jl:2539 [inlined]  [8] eval_import_path(at::Module, from::Nothing, path::Expr, keyword::String)  @ Base module.jl:36 [inlined]  [9] eval_import_path_all(at::Module, path::Expr, keyword::String)  @ Base module.jl:60  [10] _eval_using(to::Module, path::Expr, flags::UInt8)  @ Base module.jl:137 [inlined]  [11] top-level scope  @ ~/.julia/packages/Enzyme/hPxtT/ext/EnzymeSpecialFunctionsExt.jl:4  [12] include(mod::Module, _path::String)  @ Base Base.jl:326  [13] include_package_for_output(pkg::Base.PkgId, input::String, syntax_version::VersionNumber, depot_path::Vector{String}, dl_load_path::Vector{String}, load_path::Vector{String}, concrete_deps::Vector{Pair{Base.PkgId, UInt128}}, source::Nothing)  @ Base loading.jl:3296  [14] top-level scope  @ stdin:5  [15] eval(m::Module, e::Any)  @ Core boot.jl:521  [16] include_string(mapexpr::typeof(identity), mod::Module, code::String, filename::String)  @ Base loading.jl:3132  [17] include_string(m::Module, txt::String, fname::String)  @ Base loading.jl:3142 [inlined]  [18] exec_options(opts::Base.JLOptions)  @ Base client.jl:353  [19] _start()  @ Base client.jl:596 in expression starting at /home/pkgeval/.julia/packages/Enzyme/hPxtT/ext/EnzymeSpecialFunctionsExt.jl:1 in expression starting at stdin:5 ✗ Enzyme → EnzymeSpecialFunctionsExt ERROR: LoadError: Precompiled image Base.PkgId(Base.UUID("7da242da-08ed-463a-9acd-ee780be4f1d9"), "Enzyme") not available with flags CacheFlags(; use_pkgimages=false, debug_level=1, check_bounds=1, inline=true, opt_level=0) Stacktrace:  [1] error(s::String)  @ Base error.jl:56  [2] __require_prelocked(pkg::Base.PkgId, env::String)  @ Base loading.jl:2837  [3] _require_prelocked(uuidkey::Base.PkgId, env::String)  @ Base loading.jl:2685  [4] macro expansion  @ loading.jl:2599 [inlined]  [5] macro expansion  @ lock.jl:376 [inlined]  [6] __require(into::Module, mod::Symbol)  @ Base loading.jl:2563  [7] require(into::Module, mod::Symbol)  @ Base loading.jl:2539 [inlined]  [8] eval_import_path(at::Module, from::Nothing, path::Expr, keyword::String)  @ Base module.jl:36 [inlined]  [9] eval_import_path_all(at::Module, path::Expr, keyword::String)  @ Base module.jl:60  [10] _eval_using(to::Module, path::Expr, flags::UInt8)  @ Base module.jl:137 [inlined]  [11] top-level scope  @ ~/.julia/packages/Enzyme/hPxtT/ext/EnzymeLogExpFunctionsExt.jl:4  [12] include(mod::Module, _path::String)  @ Base Base.jl:326  [13] include_package_for_output(pkg::Base.PkgId, input::String, syntax_version::VersionNumber, depot_path::Vector{String}, dl_load_path::Vector{String}, load_path::Vector{String}, concrete_deps::Vector{Pair{Base.PkgId, UInt128}}, source::Nothing)  @ Base loading.jl:3296  [14] top-level scope  @ stdin:5  [15] eval(m::Module, e::Any)  @ Core boot.jl:521  [16] include_string(mapexpr::typeof(identity), mod::Module, code::String, filename::String)  @ Base loading.jl:3132  [17] include_string(m::Module, txt::String, fname::String)  @ Base loading.jl:3142 [inlined]  [18] exec_options(opts::Base.JLOptions)  @ Base client.jl:353  [19] _start()  @ Base client.jl:596 in expression starting at /home/pkgeval/.julia/packages/Enzyme/hPxtT/ext/EnzymeLogExpFunctionsExt.jl:1 in expression starting at stdin:5 ✗ Enzyme → EnzymeLogExpFunctionsExt 21.3 s ✓ CTSolvers 2.1 s ✓ UnoSolver → UnoSolverNLPModelsExt 19.0 s ✓ CUDSS 19.4 s ✓ CTSolvers → CTSolversEnzyme 40.9 s ✓ CTSolvers → CTSolversCUDA 23.4 s ✓ CTSolvers → CTSolversMadNLP 18.6 s ✓ CTSolvers → CTSolversUno 18.9 s ✓ CTSolvers → CTSolversZygote 19.4 s ✓ CTSolvers → CTSolversIpopt 23.9 s ✓ MadNLPGPU 25.2 s ✓ CTSolvers → CTSolversMadNCL 21.5 s ✓ MadNCL → MadNCLCUDAExt 47.9 s ✓ CTSolvers → CTSolversMadNLPGPU 30 dependencies successfully precompiled in 754 seconds. 197 already precompiled. Precompilation completed after 768.22s ################################################################################ # Testing # Testing CTSolvers Test Could not use exact versions of packages in manifest, re-resolving. Note: if you do not check your manifest file into source control, then you can probably ignore this message. However, if you do check your manifest file into source control, then you probably want to pass the `allow_reresolve = false` kwarg when calling the `Pkg.test` function. Updating `/tmp/jl_qN8RuN/Project.toml` [4c88cf16] + Aqua v0.8.15 [6e4b80f9] + BenchmarkTools v1.8.0 [d3e8d392] + CTSolvers v0.4.17 ⌅ [052768ef] + CUDA v5.11.2 [7da242da] + Enzyme v0.13.153 [434a0bcb] + MadNCL v0.2.2 ⌅ [2621e9c9] + MadNLP v0.9.2 ⌅ [d72a61cc] + MadNLPGPU v0.8.0 [f4238b75] + NLPModelsIpopt v0.11.3 ⌃ [1baa60ac] + UnoSolver v0.3.0 [e88e6eb3] + Zygote v0.7.10 [8dfed614] ~ Test ⇒ v1.11.0 Updating `/tmp/jl_qN8RuN/Manifest.toml` [14f7f29c] + AMD v0.5.3 [621f4979] + AbstractFFTs v1.5.0 [4c88cf16] + Aqua v0.8.15 [ab4f0b2a] + BFloat16s v0.6.1 [6e4b80f9] + BenchmarkTools v1.8.0 [fa961155] + CEnum v0.5.0 [d3e8d392] + CTSolvers v0.4.17 ⌅ [052768ef] + CUDA v5.11.2 [1af6417a] + CUDA_Runtime_Discovery v2.1.0 ⌅ [45b445bb] + CUDSS v0.6.5 [082447d4] + ChainRules v1.73.0 [187b0558] + ConstructionBase v1.6.0 [a8cc5b0e] + Crayons v4.1.1 [9a962f9c] + DataAPI v1.16.0 [e2d170a0] + DataValueInterfaces v1.0.0 [7da242da] + Enzyme v0.13.153 [f151be2c] + EnzymeCore v0.8.20 [0c68f7d7] + GPUArrays v11.5.4 [46192b85] + GPUArraysCore v0.2.0 [61eb1bfa] + GPUCompiler v1.17.0 [096a3bc2] + GPUToolbox v1.1.1 [076d061b] + HashArrayMappedTries v0.2.0 [7869d1d1] + IRTools v0.4.15 [b6b21f68] + Ipopt v1.14.3 [82899510] + IteratorInterfaceExtensions v1.0.0 [682c06a0] + JSON v1.6.1 [40e66cde] + LDLFactorizations v0.10.2 [929cbde3] + LLVM v9.8.2 [8b046642] + LLVMLoopInfo v1.0.0 [b964fa9f] + LaTeXStrings v1.4.0 [434a0bcb] + MadNCL v0.2.2 ⌅ [2621e9c9] + MadNLP v0.9.2 ⌅ [d72a61cc] + MadNLPGPU v0.8.0 [2679e427] + Metis v1.5.0 [f4238b75] + NLPModelsIpopt v0.11.3 [e01155f1] + NLPModelsModifiers v0.8.0 [5da4648a] + NVTX v1.0.3 [d8793406] + ObjectFile v0.5.0 [69de0a69] + Parsers v2.8.4 [08abe8d2] + PrettyTables v3.3.2 [74087812] + Random123 v1.7.1 [e6cf234a] + RandomNumbers v1.6.0 [c1ae055f] + RealDot v0.1.0 [189a3867] + Reexport v1.2.2 [7e506255] + ScopedValues v1.6.2 [6c6a2e73] + Scratch v1.3.0 [dc90abb0] + SparseInverseSubset v0.1.2 ⌃ [0a514795] ↓ SparseMatrixColorings v0.4.27 ⇒ v0.4.26 [892a3eda] + StringManipulation v0.4.4 [09ab397b] + StructArrays v0.7.3 [53d494c1] + StructIO v0.3.1 [ec057cc2] + StructUtils v2.8.2 [3783bdb8] + TableTraits v1.0.1 [bd369af6] + Tables v1.12.1 [e689c965] + Tracy v0.1.6 ⌃ [1baa60ac] + UnoSolver v0.3.0 [e88e6eb3] + Zygote v0.7.10 [700de1a5] + ZygoteRules v0.2.7 [ae81ac8f] + ASL_jll v0.1.3+0 [d1e2174e] + CUDA_Compiler_jll v0.4.4+0 [4ee394cb] + CUDA_Driver_jll v13.3.0+0 ⌅ [76a88914] + CUDA_Runtime_jll v0.21.0+1 [4889d778] + CUDSS_jll v0.7.1+0 [7cc45869] + Enzyme_jll v0.0.263+0 [017b0a0e] + HSL_jll v4.0.5+0 [8fd58aa0] + HiGHS_jll v1.14.0+0 [e33a78d0] + Hwloc_jll v2.13.0+1 ⌅ [9cc047cb] + Ipopt_jll v300.1400.1901+0 [9c1d0b0a] + JuliaNVTXCallbacks_jll v0.2.1+0 [dad2f222] + LLVMExtra_jll v0.0.43+1 [1d63c593] + LLVMOpenMP_jll v18.1.8+0 [ad6e5548] + LibTracyClient_jll v0.13.1+0 [94ce4f54] + Libiconv_jll v1.18.0+0 [d00139f3] + METIS_jll v5.1.3+0 ⌅ [d7ed1dd3] + MUMPS_seq_jll v500.800.200+0 [e98f9f5b] + NVTX_jll v3.2.2+0 [656ef2d0] + OpenBLAS32_jll v0.3.33+1 [319450e9] + SPRAL_jll v2025.9.18+0 ⌅ [396d5378] + Uno_jll v2.7.0+0 ⌅ [02c8fc9c] + XML2_jll v2.13.9+0 [a65dc6b1] + Xorg_libpciaccess_jll v0.19.0+0 [1e29f10c] + demumble_jll v1.3.0+0 [0dad84c5] + ArgTools v1.1.2 [8ba89e20] + Distributed v1.11.0 [f43a241f] + Downloads v1.7.0 [7b1f6079] + FileWatching v1.11.0 [4af54fe1] + LazyArtifacts v1.11.0 [b27032c2] + LibCURL v1.0.0 [76f85450] + LibGit2 v1.11.0 [56ddb016] + Logging v1.11.0 [ca575930] + NetworkOptions v1.3.0 [44cfe95a] + Pkg v1.14.0 [9abbd945] + Profile v1.11.0 [3fa0cd96] + REPL v1.11.0 [6462fe0b] + Sockets v1.11.0 [4607b0f0] + SuiteSparse [a4e569a6] + Tar v1.10.0 [8dfed614] ~ Test ⇒ v1.11.0 [deac9b47] + LibCURL_jll v8.20.0+1 [e37daf67] + LibGit2_jll v1.9.4+0 [29816b5a] + LibSSH2_jll v1.11.101+0 [14a3606d] + MozillaCACerts_jll v2026.5.14 [458c3c95] + OpenSSL_jll v3.5.6+0 [efcefdf7] + PCRE2_jll v10.47.0+0 [83775a58] + Zlib_jll v1.3.2+0 [3161d3a3] + Zstd_jll v1.5.7+1 [8e850ede] + nghttp2_jll v1.69.0+0 [3f19e933] + p7zip_jll v17.8.0+0 Info Packages marked with ⌃ and ⌅ have new versions available. Those with ⌃ may be upgradable, but those with ⌅ are restricted by compatibility constraints from upgrading. To see why use `status --outdated -m` Test Successfully re-resolved Status `/tmp/jl_qN8RuN/Project.toml` [54578032] ADNLPModels v0.8.13 [4c88cf16] Aqua v0.8.15 [6e4b80f9] BenchmarkTools v1.8.0 [54762871] CTBase v0.18.8 [34c4fa32] CTModels v0.10.1 [d3e8d392] CTSolvers v0.4.17 ⌅ [052768ef] CUDA v5.11.2 [38540f10] CommonSolve v0.2.7 [ffbed154] DocStringExtensions v0.9.5 [7da242da] Enzyme v0.13.153 ⌅ [1037b233] ExaModels v0.9.7 [63c18a36] KernelAbstractions v0.9.41 [434a0bcb] MadNCL v0.2.2 ⌅ [2621e9c9] MadNLP v0.9.2 ⌅ [d72a61cc] MadNLPGPU v0.8.0 [a4795742] NLPModels v0.21.12 [f4238b75] NLPModelsIpopt v0.11.3 ⌅ [bac558e1] OrderedCollections v1.8.2 [ff4d7338] SolverCore v0.3.10 ⌃ [1baa60ac] UnoSolver v0.3.0 [e88e6eb3] Zygote v0.7.10 [9a3f8284] Random v1.11.0 [8dfed614] Test v1.11.0 Status `/tmp/jl_qN8RuN/Manifest.toml` [54578032] ADNLPModels v0.8.13 [47edcb42] ADTypes v1.22.0 [14f7f29c] AMD v0.5.3 [621f4979] AbstractFFTs v1.5.0 [79e6a3ab] Adapt v4.6.0 [4c88cf16] Aqua v0.8.15 [a9b6321e] Atomix v1.1.3 [ab4f0b2a] BFloat16s v0.6.1 [6e4b80f9] BenchmarkTools v1.8.0 [fa961155] CEnum v0.5.0 [54762871] CTBase v0.18.8 [34c4fa32] CTModels v0.10.1 [d3e8d392] CTSolvers v0.4.17 ⌅ [052768ef] CUDA v5.11.2 [1af6417a] CUDA_Runtime_Discovery v2.1.0 ⌅ [45b445bb] CUDSS v0.6.5 [082447d4] ChainRules v1.73.0 [d360d2e6] ChainRulesCore v1.26.1 [38540f10] CommonSolve v0.2.7 [bbf7d656] CommonSubexpressions v0.3.1 [34da2185] Compat v4.18.1 [187b0558] ConstructionBase v1.6.0 [a8cc5b0e] Crayons v4.1.1 [9a962f9c] DataAPI v1.16.0 [e2d170a0] DataValueInterfaces v1.0.0 [163ba53b] DiffResults v1.1.0 [b552c78f] DiffRules v1.16.0 [ffbed154] DocStringExtensions v0.9.5 [7da242da] Enzyme v0.13.153 [f151be2c] EnzymeCore v0.8.20 ⌅ [1037b233] ExaModels v0.9.7 [e2ba6199] ExprTools v0.1.10 [9aa1b823] FastClosures v0.3.2 [1a297f60] FillArrays v1.16.0 [f6369f11] ForwardDiff v1.3.3 [069b7b12] FunctionWrappers v1.1.3 [0c68f7d7] GPUArrays v11.5.4 [46192b85] GPUArraysCore v0.2.0 [61eb1bfa] GPUCompiler v1.17.0 [096a3bc2] GPUToolbox v1.1.1 [076d061b] HashArrayMappedTries v0.2.0 [7869d1d1] IRTools v0.4.15 [b6b21f68] Ipopt v1.14.3 [92d709cd] IrrationalConstants v0.2.6 [82899510] IteratorInterfaceExtensions v1.0.0 [692b3bcd] JLLWrappers v1.8.0 [682c06a0] JSON v1.6.1 [63c18a36] KernelAbstractions v0.9.41 [40e66cde] LDLFactorizations v0.10.2 [929cbde3] LLVM v9.8.2 [8b046642] LLVMLoopInfo v1.0.0 [b964fa9f] LaTeXStrings v1.4.0 [5c8ed15e] LinearOperators v2.14.1 ⌅ [2ab3a3ac] LogExpFunctions v0.3.29 [d8e11817] MLStyle v0.4.17 [1914dd2f] MacroTools v0.5.16 [434a0bcb] MadNCL v0.2.2 ⌅ [2621e9c9] MadNLP v0.9.2 ⌅ [d72a61cc] MadNLPGPU v0.8.0 [2679e427] Metis v1.5.0 [a4795742] NLPModels v0.21.12 [f4238b75] NLPModelsIpopt v0.11.3 [e01155f1] NLPModelsModifiers v0.8.0 [5da4648a] NVTX v1.0.3 [77ba4419] NaNMath v1.1.3 [d8793406] ObjectFile v0.5.0 ⌅ [bac558e1] OrderedCollections v1.8.2 ⌅ [d96e819e] Parameters v0.12.3 [69de0a69] Parsers v2.8.4 [aea7be01] PrecompileTools v1.3.4 [21216c6a] Preferences v1.5.2 [08abe8d2] PrettyTables v3.3.2 [74087812] Random123 v1.7.1 [e6cf234a] RandomNumbers v1.6.0 [c1ae055f] RealDot v0.1.0 [3cdcf5f2] RecipesBase v1.3.4 [189a3867] Reexport v1.2.2 [ae029012] Requires v1.3.1 [37e2e3b7] ReverseDiff v1.16.2 [7e506255] ScopedValues v1.6.2 [6c6a2e73] Scratch v1.3.0 [ff4d7338] SolverCore v0.3.10 [9f842d2f] SparseConnectivityTracer v1.2.1 [dc90abb0] SparseInverseSubset v0.1.2 ⌃ [0a514795] SparseMatrixColorings v0.4.26 [276daf66] SpecialFunctions v2.8.0 [90137ffa] StaticArrays v1.9.18 [1e83bf80] StaticArraysCore v1.4.4 [10745b16] Statistics v1.11.1 [892a3eda] StringManipulation v0.4.4 [09ab397b] StructArrays v0.7.3 [53d494c1] StructIO v0.3.1 [ec057cc2] StructUtils v2.8.2 [3783bdb8] TableTraits v1.0.1 [bd369af6] Tables v1.12.1 [a759f4b9] TimerOutputs v0.5.29 [e689c965] Tracy v0.1.6 [3a884ed6] UnPack v1.0.2 ⌃ [1baa60ac] UnoSolver v0.3.0 [013be700] UnsafeAtomics v0.3.1 [e88e6eb3] Zygote v0.7.10 [700de1a5] ZygoteRules v0.2.7 [ae81ac8f] ASL_jll v0.1.3+0 [d1e2174e] CUDA_Compiler_jll v0.4.4+0 [4ee394cb] CUDA_Driver_jll v13.3.0+0 ⌅ [76a88914] CUDA_Runtime_jll v0.21.0+1 [4889d778] CUDSS_jll v0.7.1+0 [7cc45869] Enzyme_jll v0.0.263+0 [017b0a0e] HSL_jll v4.0.5+0 [8fd58aa0] HiGHS_jll v1.14.0+0 [e33a78d0] Hwloc_jll v2.13.0+1 ⌅ [9cc047cb] Ipopt_jll v300.1400.1901+0 [9c1d0b0a] JuliaNVTXCallbacks_jll v0.2.1+0 [dad2f222] LLVMExtra_jll v0.0.43+1 [1d63c593] LLVMOpenMP_jll v18.1.8+0 [ad6e5548] LibTracyClient_jll v0.13.1+0 [94ce4f54] Libiconv_jll v1.18.0+0 [d00139f3] METIS_jll v5.1.3+0 ⌅ [d7ed1dd3] MUMPS_seq_jll v500.800.200+0 [e98f9f5b] NVTX_jll v3.2.2+0 [656ef2d0] OpenBLAS32_jll v0.3.33+1 [efe28fd5] OpenSpecFun_jll v0.5.6+0 [319450e9] SPRAL_jll v2025.9.18+0 ⌅ [396d5378] Uno_jll v2.7.0+0 ⌅ [02c8fc9c] XML2_jll v2.13.9+0 [a65dc6b1] Xorg_libpciaccess_jll v0.19.0+0 [1e29f10c] demumble_jll v1.3.0+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 v1.14.0 [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 [3fa0cd96] REPL v1.11.0 [9a3f8284] Random v1.11.0 [ea8e919c] SHA v1.13.0 [9e88b42a] Serialization v1.11.0 [6462fe0b] Sockets v1.11.0 [2f01184e] SparseArrays v1.13.0 [f489334b] StyledStrings v1.13.0 [4607b0f0] SuiteSparse [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 v1.5.2+0 [deac9b47] LibCURL_jll v8.20.0+1 [e37daf67] LibGit2_jll v1.9.4+0 [29816b5a] LibSSH2_jll v1.11.101+0 [14a3606d] MozillaCACerts_jll v2026.5.14 [4536629a] OpenBLAS_jll v0.3.33+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 ⌃ and ⌅ have new versions available. Those with ⌃ may be upgradable, but those with ⌅ are restricted by compatibility constraints from upgrading. Testing Running tests... ⚠️ CUDA not functional, GPU tests will be skipped [█░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░] ✓ [01/82] suite/docp/test_docp.jl (55.7s) [█░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░] ✓ [02/82] suite/extensions/test_generic_extract_solver_infos.jl (8.3s) [██░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░] ✓ [03/82] suite/extensions/test_helpers.jl (3.9s) [██░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░] ✓ [04/82] suite/extensions/test_ipopt_extension.jl (193.1s) [███░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░] ✓ [05/82] suite/extensions/test_madncl_extension.jl (319.8s) [████░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░] ✓ [06/82] suite/extensions/test_madncl_extract_solver_infos.jl (24.5s) Modelers.Exa (CPU), Umfpack: Error During Test at /home/pkgeval/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:531 Got exception outside of a @test TypeError: in setfield!, expected Float32, got a value of type Float64 Stacktrace: [1] set_obj_val!(solver::MadNLP.MadNLPSolver{Float32, Vector{Float32}, Vector{Int64}, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.UmfpackSolver{Float32}, Vector{Int64}, Vector{Int32}}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, Float64}}, ExaModels.Node2{typeof(*), Int64, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}}}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{NTuple{4, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.SparseCallback{Float32, Vector{Float32}, Vector{Int64}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, Float64}}, ExaModels.Node2{typeof(*), Int64, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}}}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{NTuple{4, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.NoFixedVariables, MadNLP.EnforceEquality}, MadNLP.RichardsonIterator{Float32, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.UmfpackSolver{Float32}, Vector{Int64}, Vector{Int32}}}, MadNLP.InertiaFree{Float32, Vector{Float32}, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}}, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}, MadNLP.NoUserCallback}, rhs::Float64) @ MadNLP ~/.julia/packages/MadNLP/8V9Lm/src/IPM/api.jl:35 [inlined] [2] initialize!(solver::MadNLP.MadNLPSolver{Float32, Vector{Float32}, Vector{Int64}, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.UmfpackSolver{Float32}, Vector{Int64}, Vector{Int32}}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, Float64}}, ExaModels.Node2{typeof(*), Int64, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}}}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{NTuple{4, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.SparseCallback{Float32, Vector{Float32}, Vector{Int64}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, Float64}}, ExaModels.Node2{typeof(*), Int64, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}}}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{NTuple{4, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.NoFixedVariables, MadNLP.EnforceEquality}, MadNLP.RichardsonIterator{Float32, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.UmfpackSolver{Float32}, Vector{Int64}, Vector{Int32}}}, MadNLP.InertiaFree{Float32, Vector{Float32}, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}}, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}, MadNLP.NoUserCallback}) @ MadNLP ~/.julia/packages/MadNLP/8V9Lm/src/IPM/solver.jl:65 [3] solve!(solver::MadNLP.MadNLPSolver{Float32, Vector{Float32}, Vector{Int64}, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.UmfpackSolver{Float32}, Vector{Int64}, Vector{Int32}}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, Float64}}, ExaModels.Node2{typeof(*), Int64, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}}}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{NTuple{4, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.SparseCallback{Float32, Vector{Float32}, Vector{Int64}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, Float64}}, ExaModels.Node2{typeof(*), Int64, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}}}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{NTuple{4, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.NoFixedVariables, MadNLP.EnforceEquality}, MadNLP.RichardsonIterator{Float32, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.UmfpackSolver{Float32}, Vector{Int64}, Vector{Int32}}}, MadNLP.InertiaFree{Float32, Vector{Float32}, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}}, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}, MadNLP.NoUserCallback}, stats::MadNLP.MadNLPExecutionStats{Float32, Vector{Float32}}; kwargs::@Kwargs{}) @ MadNLP ~/.julia/packages/MadNLP/8V9Lm/src/IPM/solver.jl:152 [4] solve!(solver::MadNLP.MadNLPSolver{Float32, Vector{Float32}, Vector{Int64}, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.UmfpackSolver{Float32}, Vector{Int64}, Vector{Int32}}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, Float64}}, ExaModels.Node2{typeof(*), Int64, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}}}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{NTuple{4, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.SparseCallback{Float32, Vector{Float32}, Vector{Int64}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, Float64}}, ExaModels.Node2{typeof(*), Int64, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}}}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{NTuple{4, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.NoFixedVariables, MadNLP.EnforceEquality}, MadNLP.RichardsonIterator{Float32, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.UmfpackSolver{Float32}, Vector{Int64}, Vector{Int32}}}, MadNLP.InertiaFree{Float32, Vector{Float32}, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}}, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}, MadNLP.NoUserCallback}, stats::MadNLP.MadNLPExecutionStats{Float32, Vector{Float32}}) @ MadNLP ~/.julia/packages/MadNLP/8V9Lm/src/IPM/solver.jl:132 [inlined] [5] solve!(solver::MadNLP.MadNLPSolver{Float32, Vector{Float32}, Vector{Int64}, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.UmfpackSolver{Float32}, Vector{Int64}, Vector{Int32}}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, Float64}}, ExaModels.Node2{typeof(*), Int64, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}}}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{NTuple{4, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.SparseCallback{Float32, Vector{Float32}, Vector{Int64}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, Float64}}, ExaModels.Node2{typeof(*), Int64, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}}}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{NTuple{4, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.NoFixedVariables, MadNLP.EnforceEquality}, MadNLP.RichardsonIterator{Float32, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.UmfpackSolver{Float32}, Vector{Int64}, Vector{Int32}}}, MadNLP.InertiaFree{Float32, Vector{Float32}, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}}, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}, MadNLP.NoUserCallback}; kwargs::@Kwargs{}) @ MadNLP ~/.julia/packages/MadNLP/8V9Lm/src/IPM/solver.jl:131 [inlined] [6] solve_with_madnlp(nlp::ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, Float64}}, ExaModels.Node2{typeof(*), Int64, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}}}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{NTuple{4, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}; kwargs::@Kwargs{max_iter::Int64, tol::Float64, linear_solver::UnionAll, print_level::MadNLP.LogLevels}) @ CTSolversMadNLP ~/.julia/packages/CTSolvers/FGN4F/ext/CTSolversMadNLP.jl:527 [7] (::CTSolvers.Solvers.MadNLP{CTSolvers.Strategies.CPU})(nlp::ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, Float64}}, ExaModels.Node2{typeof(*), Int64, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}}}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{NTuple{4, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}; display::Bool) @ CTSolversMadNLP ~/.julia/packages/CTSolvers/FGN4F/ext/CTSolversMadNLP.jl:509 [8] solve(nlp::ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, Float64}}, ExaModels.Node2{typeof(*), Int64, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}}}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{NTuple{4, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}, solver::CTSolvers.Solvers.MadNLP{CTSolvers.Strategies.CPU}; display::Bool) @ CTSolvers.Solvers ~/.julia/packages/CTSolvers/FGN4F/src/Solvers/common_solve_api.jl:90 [inlined] [9] solve(problem::Main.TestMadNLPExtension.TestProblems.OptimizationProblem, initial_guess::Vector{Float64}, modeler::CTSolvers.Modelers.Exa{CTSolvers.Strategies.CPU}, solver::CTSolvers.Solvers.MadNLP{CTSolvers.Strategies.CPU}; display::Bool) @ CTSolvers.Solvers ~/.julia/packages/CTSolvers/FGN4F/src/Solvers/common_solve_api.jl:56 [10] solve(problem::Main.TestMadNLPExtension.TestProblems.OptimizationProblem, initial_guess::Vector{Float64}, modeler::CTSolvers.Modelers.Exa{CTSolvers.Strategies.CPU}, solver::CTSolvers.Solvers.MadNLP{CTSolvers.Strategies.CPU}) @ CTSolvers.Solvers ~/.julia/packages/CTSolvers/FGN4F/src/Solvers/common_solve_api.jl:45 [11] macro expansion @ ~/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:533 [inlined] [12] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:2246 [inlined] [13] macro expansion @ ~/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:532 [inlined] [14] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:2246 [inlined] [15] macro expansion @ ~/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:527 [inlined] [16] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:2246 [inlined] [17] macro expansion @ ~/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:519 [inlined] [18] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:2246 [inlined] [19] test_madnlp_extension() @ Main.TestMadNLPExtension ~/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:48 [20] test_madnlp_extension() @ Main ~/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:727 [21] top-level scope @ none:1 [22] eval(m::Module, e::Any) @ Core boot.jl:521 [23] _run_single_test(spec::String; available_tests::Vector{Union{String, Symbol}}, filename_builder::Function, funcname_builder::Function, eval_mode::Bool, test_dir::String, index::Int64, total::Int64, on_test_start::Nothing, on_test_done::TestRunner.var"#update#_make_default_on_test_done##0"{Base.PipeEndpoint, Base.RefValue{Int64}, Vector{Int64}}) @ TestRunner ~/.julia/packages/CTBase/P3yUQ/ext/TestRunner.jl:839 [24] macro expansion @ ~/.julia/packages/CTBase/P3yUQ/ext/TestRunner.jl:190 [inlined] [25] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:2246 [inlined] [26] macro expansion @ ~/.julia/packages/CTBase/P3yUQ/ext/TestRunner.jl:190 [inlined] [27] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:2246 [inlined] [28] run_tests(::CTBase.Extensions.TestRunnerTag; args::Vector{String}, testset_name::String, available_tests::Tuple{String}, filename_builder::Function, funcname_builder::Function, eval_mode::Bool, verbose::Bool, showtiming::Bool, test_dir::String, on_test_start::Nothing, on_test_done::Nothing, progress::Bool) @ TestRunner ~/.julia/packages/CTBase/P3yUQ/ext/TestRunner.jl:188 [29] run_tests(; kwargs::@Kwargs{args::Vector{String}, testset_name::String, available_tests::Tuple{String}, filename_builder::var"#3#4", funcname_builder::var"#5#6", verbose::Bool, showtiming::Bool, test_dir::String}) @ CTBase.Extensions ~/.julia/packages/CTBase/P3yUQ/src/Extensions/Extensions.jl:295 [inlined] [30] top-level scope @ ~/.julia/packages/CTSolvers/FGN4F/test/runtests.jl:34 [31] include(mapexpr::Function, mod::Module, _path::String) @ Base Base.jl:327 [32] top-level scope @ none:6 [33] eval(m::Module, e::Any) @ Core boot.jl:521 [34] exec_options(opts::Base.JLOptions) @ Base client.jl:321 [35] _start() @ Base client.jl:596 Modelers.Exa (CPU), Mumps: Error During Test at /home/pkgeval/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:531 Got exception outside of a @test TypeError: in setfield!, expected Float32, got a value of type Float64 Stacktrace: [1] set_obj_val!(solver::MadNLP.MadNLPSolver{Float32, Vector{Float32}, Vector{Int64}, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.MumpsSolver{Float32}, Vector{Int64}, Vector{Int32}}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, Float64}}, ExaModels.Node2{typeof(*), Int64, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}}}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{NTuple{4, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.SparseCallback{Float32, Vector{Float32}, Vector{Int64}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, Float64}}, ExaModels.Node2{typeof(*), Int64, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}}}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{NTuple{4, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.NoFixedVariables, MadNLP.EnforceEquality}, MadNLP.RichardsonIterator{Float32, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.MumpsSolver{Float32}, Vector{Int64}, Vector{Int32}}}, MadNLP.InertiaBased, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}, MadNLP.NoUserCallback}, rhs::Float64) @ MadNLP ~/.julia/packages/MadNLP/8V9Lm/src/IPM/api.jl:35 [inlined] [2] initialize!(solver::MadNLP.MadNLPSolver{Float32, Vector{Float32}, Vector{Int64}, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.MumpsSolver{Float32}, Vector{Int64}, Vector{Int32}}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, Float64}}, ExaModels.Node2{typeof(*), Int64, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}}}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{NTuple{4, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.SparseCallback{Float32, Vector{Float32}, Vector{Int64}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, Float64}}, ExaModels.Node2{typeof(*), Int64, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}}}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{NTuple{4, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.NoFixedVariables, MadNLP.EnforceEquality}, MadNLP.RichardsonIterator{Float32, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.MumpsSolver{Float32}, Vector{Int64}, Vector{Int32}}}, MadNLP.InertiaBased, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}, MadNLP.NoUserCallback}) @ MadNLP ~/.julia/packages/MadNLP/8V9Lm/src/IPM/solver.jl:65 [3] solve!(solver::MadNLP.MadNLPSolver{Float32, Vector{Float32}, Vector{Int64}, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.MumpsSolver{Float32}, Vector{Int64}, Vector{Int32}}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, Float64}}, ExaModels.Node2{typeof(*), Int64, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}}}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{NTuple{4, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.SparseCallback{Float32, Vector{Float32}, Vector{Int64}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, Float64}}, ExaModels.Node2{typeof(*), Int64, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}}}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{NTuple{4, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.NoFixedVariables, MadNLP.EnforceEquality}, MadNLP.RichardsonIterator{Float32, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.MumpsSolver{Float32}, Vector{Int64}, Vector{Int32}}}, MadNLP.InertiaBased, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}, MadNLP.NoUserCallback}, stats::MadNLP.MadNLPExecutionStats{Float32, Vector{Float32}}; kwargs::@Kwargs{}) @ MadNLP ~/.julia/packages/MadNLP/8V9Lm/src/IPM/solver.jl:152 [4] solve!(solver::MadNLP.MadNLPSolver{Float32, Vector{Float32}, Vector{Int64}, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.MumpsSolver{Float32}, Vector{Int64}, Vector{Int32}}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, Float64}}, ExaModels.Node2{typeof(*), Int64, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}}}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{NTuple{4, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.SparseCallback{Float32, Vector{Float32}, Vector{Int64}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, Float64}}, ExaModels.Node2{typeof(*), Int64, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}}}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{NTuple{4, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.NoFixedVariables, MadNLP.EnforceEquality}, MadNLP.RichardsonIterator{Float32, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.MumpsSolver{Float32}, Vector{Int64}, Vector{Int32}}}, MadNLP.InertiaBased, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}, MadNLP.NoUserCallback}, stats::MadNLP.MadNLPExecutionStats{Float32, Vector{Float32}}) @ MadNLP ~/.julia/packages/MadNLP/8V9Lm/src/IPM/solver.jl:132 [inlined] [5] solve!(solver::MadNLP.MadNLPSolver{Float32, Vector{Float32}, Vector{Int64}, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.MumpsSolver{Float32}, Vector{Int64}, Vector{Int32}}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, Float64}}, ExaModels.Node2{typeof(*), Int64, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}}}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{NTuple{4, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.SparseCallback{Float32, Vector{Float32}, Vector{Int64}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, Float64}}, ExaModels.Node2{typeof(*), Int64, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}}}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{NTuple{4, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.NoFixedVariables, MadNLP.EnforceEquality}, MadNLP.RichardsonIterator{Float32, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.MumpsSolver{Float32}, Vector{Int64}, Vector{Int32}}}, MadNLP.InertiaBased, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}, MadNLP.NoUserCallback}; kwargs::@Kwargs{}) @ MadNLP ~/.julia/packages/MadNLP/8V9Lm/src/IPM/solver.jl:131 [inlined] [6] solve_with_madnlp(nlp::ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, Float64}}, ExaModels.Node2{typeof(*), Int64, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}}}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{NTuple{4, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}; kwargs::@Kwargs{max_iter::Int64, tol::Float64, linear_solver::UnionAll, print_level::MadNLP.LogLevels}) @ CTSolversMadNLP ~/.julia/packages/CTSolvers/FGN4F/ext/CTSolversMadNLP.jl:527 [7] (::CTSolvers.Solvers.MadNLP{CTSolvers.Strategies.CPU})(nlp::ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, Float64}}, ExaModels.Node2{typeof(*), Int64, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}}}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{NTuple{4, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}; display::Bool) @ CTSolversMadNLP ~/.julia/packages/CTSolvers/FGN4F/ext/CTSolversMadNLP.jl:509 [8] solve(nlp::ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, Float64}}, ExaModels.Node2{typeof(*), Int64, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}}}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{NTuple{4, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}, solver::CTSolvers.Solvers.MadNLP{CTSolvers.Strategies.CPU}; display::Bool) @ CTSolvers.Solvers ~/.julia/packages/CTSolvers/FGN4F/src/Solvers/common_solve_api.jl:90 [inlined] [9] solve(problem::Main.TestMadNLPExtension.TestProblems.OptimizationProblem, initial_guess::Vector{Float64}, modeler::CTSolvers.Modelers.Exa{CTSolvers.Strategies.CPU}, solver::CTSolvers.Solvers.MadNLP{CTSolvers.Strategies.CPU}; display::Bool) @ CTSolvers.Solvers ~/.julia/packages/CTSolvers/FGN4F/src/Solvers/common_solve_api.jl:56 [10] solve(problem::Main.TestMadNLPExtension.TestProblems.OptimizationProblem, initial_guess::Vector{Float64}, modeler::CTSolvers.Modelers.Exa{CTSolvers.Strategies.CPU}, solver::CTSolvers.Solvers.MadNLP{CTSolvers.Strategies.CPU}) @ CTSolvers.Solvers ~/.julia/packages/CTSolvers/FGN4F/src/Solvers/common_solve_api.jl:45 [11] macro expansion @ ~/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:533 [inlined] [12] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:2246 [inlined] [13] macro expansion @ ~/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:532 [inlined] [14] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:2246 [inlined] [15] macro expansion @ ~/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:527 [inlined] [16] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:2246 [inlined] [17] macro expansion @ ~/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:519 [inlined] [18] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:2246 [inlined] [19] test_madnlp_extension() @ Main.TestMadNLPExtension ~/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:48 [20] test_madnlp_extension() @ Main ~/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:727 [21] top-level scope @ none:1 [22] eval(m::Module, e::Any) @ Core boot.jl:521 [23] _run_single_test(spec::String; available_tests::Vector{Union{String, Symbol}}, filename_builder::Function, funcname_builder::Function, eval_mode::Bool, test_dir::String, index::Int64, total::Int64, on_test_start::Nothing, on_test_done::TestRunner.var"#update#_make_default_on_test_done##0"{Base.PipeEndpoint, Base.RefValue{Int64}, Vector{Int64}}) @ TestRunner ~/.julia/packages/CTBase/P3yUQ/ext/TestRunner.jl:839 [24] macro expansion @ ~/.julia/packages/CTBase/P3yUQ/ext/TestRunner.jl:190 [inlined] [25] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:2246 [inlined] [26] macro expansion @ ~/.julia/packages/CTBase/P3yUQ/ext/TestRunner.jl:190 [inlined] [27] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:2246 [inlined] [28] run_tests(::CTBase.Extensions.TestRunnerTag; args::Vector{String}, testset_name::String, available_tests::Tuple{String}, filename_builder::Function, funcname_builder::Function, eval_mode::Bool, verbose::Bool, showtiming::Bool, test_dir::String, on_test_start::Nothing, on_test_done::Nothing, progress::Bool) @ TestRunner ~/.julia/packages/CTBase/P3yUQ/ext/TestRunner.jl:188 [29] run_tests(; kwargs::@Kwargs{args::Vector{String}, testset_name::String, available_tests::Tuple{String}, filename_builder::var"#3#4", funcname_builder::var"#5#6", verbose::Bool, showtiming::Bool, test_dir::String}) @ CTBase.Extensions ~/.julia/packages/CTBase/P3yUQ/src/Extensions/Extensions.jl:295 [inlined] [30] top-level scope @ ~/.julia/packages/CTSolvers/FGN4F/test/runtests.jl:34 [31] include(mapexpr::Function, mod::Module, _path::String) @ Base Base.jl:327 [32] top-level scope @ none:6 [33] eval(m::Module, e::Any) @ Core boot.jl:521 [34] exec_options(opts::Base.JLOptions) @ Base client.jl:321 [35] _start() @ Base client.jl:596 Modelers.Exa (CPU), Umfpack: Error During Test at /home/pkgeval/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:552 Got exception outside of a @test TypeError: in setfield!, expected Float32, got a value of type Float64 Stacktrace: [1] set_obj_val!(solver::MadNLP.MadNLPSolver{Float32, Vector{Float32}, Vector{Int64}, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.UmfpackSolver{Float32}, Vector{Int64}, Vector{Int32}}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Compressor{NTuple{60, Int64}}, ExaModels.Compressor{NTuple{210, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(-), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.ParSource}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, Float64}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.SparseCallback{Float32, Vector{Float32}, Vector{Int64}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Compressor{NTuple{60, Int64}}, ExaModels.Compressor{NTuple{210, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(-), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.ParSource}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, Float64}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.NoFixedVariables, MadNLP.EnforceEquality}, MadNLP.RichardsonIterator{Float32, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.UmfpackSolver{Float32}, Vector{Int64}, Vector{Int32}}}, MadNLP.InertiaFree{Float32, Vector{Float32}, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}}, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}, MadNLP.NoUserCallback}, rhs::Float64) @ MadNLP ~/.julia/packages/MadNLP/8V9Lm/src/IPM/api.jl:35 [inlined] [2] initialize!(solver::MadNLP.MadNLPSolver{Float32, Vector{Float32}, Vector{Int64}, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.UmfpackSolver{Float32}, Vector{Int64}, Vector{Int32}}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Compressor{NTuple{60, Int64}}, ExaModels.Compressor{NTuple{210, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(-), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.ParSource}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, Float64}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.SparseCallback{Float32, Vector{Float32}, Vector{Int64}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Compressor{NTuple{60, Int64}}, ExaModels.Compressor{NTuple{210, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(-), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.ParSource}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, Float64}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.NoFixedVariables, MadNLP.EnforceEquality}, MadNLP.RichardsonIterator{Float32, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.UmfpackSolver{Float32}, Vector{Int64}, Vector{Int32}}}, MadNLP.InertiaFree{Float32, Vector{Float32}, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}}, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}, MadNLP.NoUserCallback}) @ MadNLP ~/.julia/packages/MadNLP/8V9Lm/src/IPM/solver.jl:65 [3] solve!(solver::MadNLP.MadNLPSolver{Float32, Vector{Float32}, Vector{Int64}, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.UmfpackSolver{Float32}, Vector{Int64}, Vector{Int32}}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Compressor{NTuple{60, Int64}}, ExaModels.Compressor{NTuple{210, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(-), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.ParSource}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, Float64}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.SparseCallback{Float32, Vector{Float32}, Vector{Int64}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Compressor{NTuple{60, Int64}}, ExaModels.Compressor{NTuple{210, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(-), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.ParSource}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, Float64}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.NoFixedVariables, MadNLP.EnforceEquality}, MadNLP.RichardsonIterator{Float32, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.UmfpackSolver{Float32}, Vector{Int64}, Vector{Int32}}}, MadNLP.InertiaFree{Float32, Vector{Float32}, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}}, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}, MadNLP.NoUserCallback}, stats::MadNLP.MadNLPExecutionStats{Float32, Vector{Float32}}; kwargs::@Kwargs{}) @ MadNLP ~/.julia/packages/MadNLP/8V9Lm/src/IPM/solver.jl:152 [4] solve!(solver::MadNLP.MadNLPSolver{Float32, Vector{Float32}, Vector{Int64}, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.UmfpackSolver{Float32}, Vector{Int64}, Vector{Int32}}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Compressor{NTuple{60, Int64}}, ExaModels.Compressor{NTuple{210, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(-), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.ParSource}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, Float64}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.SparseCallback{Float32, Vector{Float32}, Vector{Int64}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Compressor{NTuple{60, Int64}}, ExaModels.Compressor{NTuple{210, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(-), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.ParSource}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, Float64}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.NoFixedVariables, MadNLP.EnforceEquality}, MadNLP.RichardsonIterator{Float32, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.UmfpackSolver{Float32}, Vector{Int64}, Vector{Int32}}}, MadNLP.InertiaFree{Float32, Vector{Float32}, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}}, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}, MadNLP.NoUserCallback}, stats::MadNLP.MadNLPExecutionStats{Float32, Vector{Float32}}) @ MadNLP ~/.julia/packages/MadNLP/8V9Lm/src/IPM/solver.jl:132 [inlined] [5] solve!(solver::MadNLP.MadNLPSolver{Float32, Vector{Float32}, Vector{Int64}, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.UmfpackSolver{Float32}, Vector{Int64}, Vector{Int32}}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), 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Int64}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.SparseCallback{Float32, Vector{Float32}, Vector{Int64}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), 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ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Compressor{NTuple{60, Int64}}, ExaModels.Compressor{NTuple{210, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(-), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.ParSource}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, Float64}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.NoFixedVariables, MadNLP.EnforceEquality}, MadNLP.RichardsonIterator{Float32, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.UmfpackSolver{Float32}, Vector{Int64}, Vector{Int32}}}, MadNLP.InertiaFree{Float32, Vector{Float32}, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}}, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}, MadNLP.NoUserCallback}; kwargs::@Kwargs{}) @ MadNLP ~/.julia/packages/MadNLP/8V9Lm/src/IPM/solver.jl:131 [inlined] [6] solve_with_madnlp(nlp::ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Compressor{NTuple{60, Int64}}, ExaModels.Compressor{NTuple{210, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(-), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.ParSource}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, Float64}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}}, UnitRange{Int64}, Int64}, Nothing}; kwargs::@Kwargs{max_iter::Int64, tol::Float64, linear_solver::UnionAll, print_level::MadNLP.LogLevels}) @ CTSolversMadNLP ~/.julia/packages/CTSolvers/FGN4F/ext/CTSolversMadNLP.jl:527 [7] (::CTSolvers.Solvers.MadNLP{CTSolvers.Strategies.CPU})(nlp::ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Compressor{NTuple{60, Int64}}, ExaModels.Compressor{NTuple{210, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(-), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.ParSource}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, Float64}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}}, UnitRange{Int64}, Int64}, Nothing}; display::Bool) @ CTSolversMadNLP ~/.julia/packages/CTSolvers/FGN4F/ext/CTSolversMadNLP.jl:509 [8] solve(nlp::ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Compressor{NTuple{60, Int64}}, ExaModels.Compressor{NTuple{210, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(-), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.ParSource}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, Float64}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}}, UnitRange{Int64}, Int64}, Nothing}, solver::CTSolvers.Solvers.MadNLP{CTSolvers.Strategies.CPU}; display::Bool) @ CTSolvers.Solvers ~/.julia/packages/CTSolvers/FGN4F/src/Solvers/common_solve_api.jl:90 [inlined] [9] solve(problem::Main.TestMadNLPExtension.TestProblems.OptimizationProblem, initial_guess::@NamedTuple{x::Vector{Float64}, y::Vector{Float64}, z::Vector{Float64}}, modeler::CTSolvers.Modelers.Exa{CTSolvers.Strategies.CPU}, solver::CTSolvers.Solvers.MadNLP{CTSolvers.Strategies.CPU}; display::Bool) @ CTSolvers.Solvers ~/.julia/packages/CTSolvers/FGN4F/src/Solvers/common_solve_api.jl:56 [10] solve(problem::Main.TestMadNLPExtension.TestProblems.OptimizationProblem, initial_guess::@NamedTuple{x::Vector{Float64}, y::Vector{Float64}, z::Vector{Float64}}, modeler::CTSolvers.Modelers.Exa{CTSolvers.Strategies.CPU}, solver::CTSolvers.Solvers.MadNLP{CTSolvers.Strategies.CPU}) @ CTSolvers.Solvers ~/.julia/packages/CTSolvers/FGN4F/src/Solvers/common_solve_api.jl:45 [11] macro expansion @ ~/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:554 [inlined] [12] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:2246 [inlined] [13] macro expansion @ ~/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:553 [inlined] [14] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:2246 [inlined] [15] macro expansion @ ~/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:548 [inlined] [16] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:2246 [inlined] [17] macro expansion @ ~/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:519 [inlined] [18] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:2246 [inlined] [19] test_madnlp_extension() @ Main.TestMadNLPExtension ~/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:48 [20] test_madnlp_extension() @ Main ~/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:727 [21] top-level scope @ none:1 [22] eval(m::Module, e::Any) @ Core boot.jl:521 [23] _run_single_test(spec::String; available_tests::Vector{Union{String, Symbol}}, filename_builder::Function, funcname_builder::Function, eval_mode::Bool, test_dir::String, index::Int64, total::Int64, on_test_start::Nothing, on_test_done::TestRunner.var"#update#_make_default_on_test_done##0"{Base.PipeEndpoint, Base.RefValue{Int64}, Vector{Int64}}) @ TestRunner ~/.julia/packages/CTBase/P3yUQ/ext/TestRunner.jl:839 [24] macro expansion @ ~/.julia/packages/CTBase/P3yUQ/ext/TestRunner.jl:190 [inlined] [25] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:2246 [inlined] [26] macro expansion @ ~/.julia/packages/CTBase/P3yUQ/ext/TestRunner.jl:190 [inlined] [27] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:2246 [inlined] [28] run_tests(::CTBase.Extensions.TestRunnerTag; args::Vector{String}, testset_name::String, available_tests::Tuple{String}, filename_builder::Function, funcname_builder::Function, eval_mode::Bool, verbose::Bool, showtiming::Bool, test_dir::String, on_test_start::Nothing, on_test_done::Nothing, progress::Bool) @ TestRunner ~/.julia/packages/CTBase/P3yUQ/ext/TestRunner.jl:188 [29] run_tests(; kwargs::@Kwargs{args::Vector{String}, testset_name::String, available_tests::Tuple{String}, filename_builder::var"#3#4", funcname_builder::var"#5#6", verbose::Bool, showtiming::Bool, test_dir::String}) @ CTBase.Extensions ~/.julia/packages/CTBase/P3yUQ/src/Extensions/Extensions.jl:295 [inlined] [30] top-level scope @ ~/.julia/packages/CTSolvers/FGN4F/test/runtests.jl:34 [31] include(mapexpr::Function, mod::Module, _path::String) @ Base Base.jl:327 [32] top-level scope @ none:6 [33] eval(m::Module, e::Any) @ Core boot.jl:521 [34] exec_options(opts::Base.JLOptions) @ Base client.jl:321 [35] _start() @ Base client.jl:596 Modelers.Exa (CPU), Mumps: Error During Test at /home/pkgeval/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:552 Got exception outside of a @test TypeError: in setfield!, expected Float32, got a value of type Float64 Stacktrace: [1] set_obj_val!(solver::MadNLP.MadNLPSolver{Float32, Vector{Float32}, Vector{Int64}, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.MumpsSolver{Float32}, Vector{Int64}, Vector{Int32}}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Compressor{NTuple{60, Int64}}, ExaModels.Compressor{NTuple{210, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(-), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.ParSource}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, Float64}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.SparseCallback{Float32, Vector{Float32}, Vector{Int64}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Compressor{NTuple{60, Int64}}, ExaModels.Compressor{NTuple{210, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(-), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.ParSource}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, Float64}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.NoFixedVariables, MadNLP.EnforceEquality}, MadNLP.RichardsonIterator{Float32, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.MumpsSolver{Float32}, Vector{Int64}, Vector{Int32}}}, MadNLP.InertiaBased, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}, MadNLP.NoUserCallback}, rhs::Float64) @ MadNLP ~/.julia/packages/MadNLP/8V9Lm/src/IPM/api.jl:35 [inlined] [2] initialize!(solver::MadNLP.MadNLPSolver{Float32, Vector{Float32}, Vector{Int64}, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.MumpsSolver{Float32}, Vector{Int64}, Vector{Int32}}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Compressor{NTuple{60, Int64}}, ExaModels.Compressor{NTuple{210, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(-), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.ParSource}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, Float64}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.SparseCallback{Float32, Vector{Float32}, Vector{Int64}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Compressor{NTuple{60, Int64}}, ExaModels.Compressor{NTuple{210, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(-), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.ParSource}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, Float64}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.NoFixedVariables, MadNLP.EnforceEquality}, MadNLP.RichardsonIterator{Float32, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.MumpsSolver{Float32}, Vector{Int64}, Vector{Int32}}}, MadNLP.InertiaBased, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}, MadNLP.NoUserCallback}) @ MadNLP ~/.julia/packages/MadNLP/8V9Lm/src/IPM/solver.jl:65 [3] solve!(solver::MadNLP.MadNLPSolver{Float32, Vector{Float32}, Vector{Int64}, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.MumpsSolver{Float32}, Vector{Int64}, Vector{Int32}}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, 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ExaModels.SIMDFunction{ExaModels.Node2{typeof(-), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.ParSource}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, Float64}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.NoFixedVariables, MadNLP.EnforceEquality}, MadNLP.RichardsonIterator{Float32, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.MumpsSolver{Float32}, Vector{Int64}, Vector{Int32}}}, MadNLP.InertiaBased, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}, MadNLP.NoUserCallback}, stats::MadNLP.MadNLPExecutionStats{Float32, Vector{Float32}}) @ MadNLP ~/.julia/packages/MadNLP/8V9Lm/src/IPM/solver.jl:132 [inlined] [5] solve!(solver::MadNLP.MadNLPSolver{Float32, Vector{Float32}, Vector{Int64}, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.MumpsSolver{Float32}, Vector{Int64}, Vector{Int32}}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Compressor{NTuple{60, Int64}}, ExaModels.Compressor{NTuple{210, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(-), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.ParSource}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, Float64}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.SparseCallback{Float32, Vector{Float32}, Vector{Int64}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Compressor{NTuple{60, Int64}}, ExaModels.Compressor{NTuple{210, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(-), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.ParSource}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, Float64}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.NoFixedVariables, MadNLP.EnforceEquality}, MadNLP.RichardsonIterator{Float32, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.MumpsSolver{Float32}, Vector{Int64}, Vector{Int32}}}, MadNLP.InertiaBased, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}, MadNLP.NoUserCallback}; kwargs::@Kwargs{}) @ MadNLP ~/.julia/packages/MadNLP/8V9Lm/src/IPM/solver.jl:131 [inlined] [6] solve_with_madnlp(nlp::ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Compressor{NTuple{60, Int64}}, ExaModels.Compressor{NTuple{210, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(-), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.ParSource}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, Float64}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}}, UnitRange{Int64}, Int64}, Nothing}; kwargs::@Kwargs{max_iter::Int64, tol::Float64, linear_solver::UnionAll, print_level::MadNLP.LogLevels}) @ CTSolversMadNLP ~/.julia/packages/CTSolvers/FGN4F/ext/CTSolversMadNLP.jl:527 [7] (::CTSolvers.Solvers.MadNLP{CTSolvers.Strategies.CPU})(nlp::ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Compressor{NTuple{60, Int64}}, ExaModels.Compressor{NTuple{210, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(-), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.ParSource}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, Float64}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}}, UnitRange{Int64}, Int64}, Nothing}; display::Bool) @ CTSolversMadNLP ~/.julia/packages/CTSolvers/FGN4F/ext/CTSolversMadNLP.jl:509 [8] solve(nlp::ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Compressor{NTuple{60, Int64}}, ExaModels.Compressor{NTuple{210, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(-), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.ParSource}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, Float64}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}}, UnitRange{Int64}, Int64}, Nothing}, solver::CTSolvers.Solvers.MadNLP{CTSolvers.Strategies.CPU}; display::Bool) @ CTSolvers.Solvers ~/.julia/packages/CTSolvers/FGN4F/src/Solvers/common_solve_api.jl:90 [inlined] [9] solve(problem::Main.TestMadNLPExtension.TestProblems.OptimizationProblem, initial_guess::@NamedTuple{x::Vector{Float64}, y::Vector{Float64}, z::Vector{Float64}}, modeler::CTSolvers.Modelers.Exa{CTSolvers.Strategies.CPU}, solver::CTSolvers.Solvers.MadNLP{CTSolvers.Strategies.CPU}; display::Bool) @ CTSolvers.Solvers ~/.julia/packages/CTSolvers/FGN4F/src/Solvers/common_solve_api.jl:56 [10] solve(problem::Main.TestMadNLPExtension.TestProblems.OptimizationProblem, initial_guess::@NamedTuple{x::Vector{Float64}, y::Vector{Float64}, z::Vector{Float64}}, modeler::CTSolvers.Modelers.Exa{CTSolvers.Strategies.CPU}, solver::CTSolvers.Solvers.MadNLP{CTSolvers.Strategies.CPU}) @ CTSolvers.Solvers ~/.julia/packages/CTSolvers/FGN4F/src/Solvers/common_solve_api.jl:45 [11] macro expansion @ ~/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:554 [inlined] [12] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:2246 [inlined] [13] macro expansion @ ~/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:553 [inlined] [14] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:2246 [inlined] [15] macro expansion @ ~/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:548 [inlined] [16] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:2246 [inlined] [17] macro expansion @ ~/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:519 [inlined] [18] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:2246 [inlined] [19] test_madnlp_extension() @ Main.TestMadNLPExtension ~/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:48 [20] test_madnlp_extension() @ Main ~/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:727 [21] top-level scope @ none:1 [22] eval(m::Module, e::Any) @ Core boot.jl:521 [23] _run_single_test(spec::String; available_tests::Vector{Union{String, Symbol}}, filename_builder::Function, funcname_builder::Function, eval_mode::Bool, test_dir::String, index::Int64, total::Int64, on_test_start::Nothing, on_test_done::TestRunner.var"#update#_make_default_on_test_done##0"{Base.PipeEndpoint, Base.RefValue{Int64}, Vector{Int64}}) @ TestRunner ~/.julia/packages/CTBase/P3yUQ/ext/TestRunner.jl:839 [24] macro expansion @ ~/.julia/packages/CTBase/P3yUQ/ext/TestRunner.jl:190 [inlined] [25] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:2246 [inlined] [26] macro expansion @ ~/.julia/packages/CTBase/P3yUQ/ext/TestRunner.jl:190 [inlined] [27] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:2246 [inlined] [28] run_tests(::CTBase.Extensions.TestRunnerTag; args::Vector{String}, testset_name::String, available_tests::Tuple{String}, filename_builder::Function, funcname_builder::Function, eval_mode::Bool, verbose::Bool, showtiming::Bool, test_dir::String, on_test_start::Nothing, on_test_done::Nothing, progress::Bool) @ TestRunner ~/.julia/packages/CTBase/P3yUQ/ext/TestRunner.jl:188 [29] run_tests(; kwargs::@Kwargs{args::Vector{String}, testset_name::String, available_tests::Tuple{String}, filename_builder::var"#3#4", funcname_builder::var"#5#6", verbose::Bool, showtiming::Bool, test_dir::String}) @ CTBase.Extensions ~/.julia/packages/CTBase/P3yUQ/src/Extensions/Extensions.jl:295 [inlined] [30] top-level scope @ ~/.julia/packages/CTSolvers/FGN4F/test/runtests.jl:34 [31] include(mapexpr::Function, mod::Module, _path::String) @ Base Base.jl:327 [32] top-level scope @ none:6 [33] eval(m::Module, e::Any) @ Core boot.jl:521 [34] exec_options(opts::Base.JLOptions) @ Base client.jl:321 [35] _start() @ Base client.jl:596 Modelers.Exa (CPU), Umfpack: Error During Test at /home/pkgeval/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:588 Got exception outside of a @test TypeError: in setfield!, expected Float32, got a value of type Float64 Stacktrace: [1] set_obj_val!(solver::MadNLP.MadNLPSolver{Float32, Vector{Float32}, Vector{Int64}, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.UmfpackSolver{Float32}, Vector{Int64}, Vector{Int32}}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, Float64}}, ExaModels.Node2{typeof(*), Int64, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}}}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{NTuple{4, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.SparseCallback{Float32, Vector{Float32}, Vector{Int64}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, Float64}}, ExaModels.Node2{typeof(*), Int64, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}}}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{NTuple{4, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.NoFixedVariables, MadNLP.EnforceEquality}, MadNLP.RichardsonIterator{Float32, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.UmfpackSolver{Float32}, Vector{Int64}, Vector{Int32}}}, MadNLP.InertiaFree{Float32, Vector{Float32}, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}}, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}, MadNLP.NoUserCallback}, rhs::Float64) @ MadNLP ~/.julia/packages/MadNLP/8V9Lm/src/IPM/api.jl:35 [inlined] [2] initialize!(solver::MadNLP.MadNLPSolver{Float32, Vector{Float32}, Vector{Int64}, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.UmfpackSolver{Float32}, Vector{Int64}, Vector{Int32}}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, Float64}}, ExaModels.Node2{typeof(*), Int64, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}}}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{NTuple{4, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.SparseCallback{Float32, Vector{Float32}, Vector{Int64}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, Float64}}, ExaModels.Node2{typeof(*), Int64, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}}}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{NTuple{4, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.NoFixedVariables, MadNLP.EnforceEquality}, MadNLP.RichardsonIterator{Float32, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.UmfpackSolver{Float32}, Vector{Int64}, Vector{Int32}}}, MadNLP.InertiaFree{Float32, Vector{Float32}, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}}, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}, MadNLP.NoUserCallback}) @ MadNLP ~/.julia/packages/MadNLP/8V9Lm/src/IPM/solver.jl:65 [3] solve!(solver::MadNLP.MadNLPSolver{Float32, Vector{Float32}, Vector{Int64}, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.UmfpackSolver{Float32}, Vector{Int64}, Vector{Int32}}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, Float64}}, ExaModels.Node2{typeof(*), Int64, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}}}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{NTuple{4, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.SparseCallback{Float32, Vector{Float32}, Vector{Int64}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, Float64}}, ExaModels.Node2{typeof(*), Int64, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}}}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{NTuple{4, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.NoFixedVariables, MadNLP.EnforceEquality}, MadNLP.RichardsonIterator{Float32, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.UmfpackSolver{Float32}, Vector{Int64}, Vector{Int32}}}, MadNLP.InertiaFree{Float32, Vector{Float32}, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}}, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}, MadNLP.NoUserCallback}, stats::MadNLP.MadNLPExecutionStats{Float32, Vector{Float32}}; kwargs::@Kwargs{}) @ MadNLP ~/.julia/packages/MadNLP/8V9Lm/src/IPM/solver.jl:152 [4] solve!(solver::MadNLP.MadNLPSolver{Float32, Vector{Float32}, Vector{Int64}, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.UmfpackSolver{Float32}, Vector{Int64}, Vector{Int32}}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, Float64}}, ExaModels.Node2{typeof(*), Int64, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}}}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{NTuple{4, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.SparseCallback{Float32, Vector{Float32}, Vector{Int64}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, Float64}}, ExaModels.Node2{typeof(*), Int64, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}}}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{NTuple{4, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.NoFixedVariables, MadNLP.EnforceEquality}, MadNLP.RichardsonIterator{Float32, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.UmfpackSolver{Float32}, Vector{Int64}, Vector{Int32}}}, MadNLP.InertiaFree{Float32, Vector{Float32}, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}}, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}, MadNLP.NoUserCallback}, stats::MadNLP.MadNLPExecutionStats{Float32, Vector{Float32}}) @ MadNLP ~/.julia/packages/MadNLP/8V9Lm/src/IPM/solver.jl:132 [inlined] [5] solve!(solver::MadNLP.MadNLPSolver{Float32, Vector{Float32}, Vector{Int64}, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.UmfpackSolver{Float32}, Vector{Int64}, Vector{Int32}}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, Float64}}, ExaModels.Node2{typeof(*), Int64, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}}}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{NTuple{4, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.SparseCallback{Float32, Vector{Float32}, Vector{Int64}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, Float64}}, ExaModels.Node2{typeof(*), Int64, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}}}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{NTuple{4, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.NoFixedVariables, MadNLP.EnforceEquality}, MadNLP.RichardsonIterator{Float32, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.UmfpackSolver{Float32}, Vector{Int64}, Vector{Int32}}}, MadNLP.InertiaFree{Float32, Vector{Float32}, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}}, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}, MadNLP.NoUserCallback}; kwargs::@Kwargs{}) @ MadNLP ~/.julia/packages/MadNLP/8V9Lm/src/IPM/solver.jl:131 [inlined] [6] solve_with_madnlp(nlp::ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, Float64}}, ExaModels.Node2{typeof(*), Int64, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}}}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{NTuple{4, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}; kwargs::@Kwargs{linear_solver::UnionAll, max_iter::Int64, tol::Float64, print_level::MadNLP.LogLevels}) @ CTSolversMadNLP ~/.julia/packages/CTSolvers/FGN4F/ext/CTSolversMadNLP.jl:527 [7] macro expansion @ ~/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:590 [inlined] [8] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:2246 [inlined] [9] macro expansion @ ~/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:589 [inlined] [10] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:2246 [inlined] [11] macro expansion @ ~/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:584 [inlined] [12] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:2246 [inlined] [13] macro expansion @ ~/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:574 [inlined] [14] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:2246 [inlined] [15] test_madnlp_extension() @ Main.TestMadNLPExtension ~/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:48 [16] test_madnlp_extension() @ Main ~/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:727 [17] top-level scope @ none:1 [18] eval(m::Module, e::Any) @ Core boot.jl:521 [19] _run_single_test(spec::String; available_tests::Vector{Union{String, Symbol}}, filename_builder::Function, funcname_builder::Function, eval_mode::Bool, test_dir::String, index::Int64, total::Int64, on_test_start::Nothing, on_test_done::TestRunner.var"#update#_make_default_on_test_done##0"{Base.PipeEndpoint, Base.RefValue{Int64}, Vector{Int64}}) @ TestRunner ~/.julia/packages/CTBase/P3yUQ/ext/TestRunner.jl:839 [20] macro expansion @ ~/.julia/packages/CTBase/P3yUQ/ext/TestRunner.jl:190 [inlined] [21] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:2246 [inlined] [22] macro expansion @ ~/.julia/packages/CTBase/P3yUQ/ext/TestRunner.jl:190 [inlined] [23] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:2246 [inlined] [24] run_tests(::CTBase.Extensions.TestRunnerTag; args::Vector{String}, testset_name::String, available_tests::Tuple{String}, filename_builder::Function, funcname_builder::Function, eval_mode::Bool, verbose::Bool, showtiming::Bool, test_dir::String, on_test_start::Nothing, on_test_done::Nothing, progress::Bool) @ TestRunner ~/.julia/packages/CTBase/P3yUQ/ext/TestRunner.jl:188 [25] run_tests(; kwargs::@Kwargs{args::Vector{String}, testset_name::String, available_tests::Tuple{String}, filename_builder::var"#3#4", funcname_builder::var"#5#6", verbose::Bool, showtiming::Bool, test_dir::String}) @ CTBase.Extensions ~/.julia/packages/CTBase/P3yUQ/src/Extensions/Extensions.jl:295 [inlined] [26] top-level scope @ ~/.julia/packages/CTSolvers/FGN4F/test/runtests.jl:34 [27] include(mapexpr::Function, mod::Module, _path::String) @ Base Base.jl:327 [28] top-level scope @ none:6 [29] eval(m::Module, e::Any) @ Core boot.jl:521 [30] exec_options(opts::Base.JLOptions) @ Base client.jl:321 [31] _start() @ Base client.jl:596 Modelers.Exa (CPU), Mumps: Error During Test at /home/pkgeval/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:588 Got exception outside of a @test TypeError: in setfield!, expected Float32, got a value of type Float64 Stacktrace: [1] set_obj_val!(solver::MadNLP.MadNLPSolver{Float32, Vector{Float32}, Vector{Int64}, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.MumpsSolver{Float32}, Vector{Int64}, Vector{Int32}}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, Float64}}, ExaModels.Node2{typeof(*), Int64, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}}}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{NTuple{4, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.SparseCallback{Float32, Vector{Float32}, Vector{Int64}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, Float64}}, ExaModels.Node2{typeof(*), Int64, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}}}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{NTuple{4, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.NoFixedVariables, MadNLP.EnforceEquality}, MadNLP.RichardsonIterator{Float32, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.MumpsSolver{Float32}, Vector{Int64}, Vector{Int32}}}, MadNLP.InertiaBased, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}, MadNLP.NoUserCallback}, rhs::Float64) @ MadNLP ~/.julia/packages/MadNLP/8V9Lm/src/IPM/api.jl:35 [inlined] [2] initialize!(solver::MadNLP.MadNLPSolver{Float32, Vector{Float32}, Vector{Int64}, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.MumpsSolver{Float32}, Vector{Int64}, Vector{Int32}}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, Float64}}, ExaModels.Node2{typeof(*), Int64, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}}}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{NTuple{4, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.SparseCallback{Float32, Vector{Float32}, Vector{Int64}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, Float64}}, ExaModels.Node2{typeof(*), Int64, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}}}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{NTuple{4, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.NoFixedVariables, MadNLP.EnforceEquality}, MadNLP.RichardsonIterator{Float32, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.MumpsSolver{Float32}, Vector{Int64}, Vector{Int32}}}, MadNLP.InertiaBased, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}, MadNLP.NoUserCallback}) @ MadNLP ~/.julia/packages/MadNLP/8V9Lm/src/IPM/solver.jl:65 [3] solve!(solver::MadNLP.MadNLPSolver{Float32, Vector{Float32}, Vector{Int64}, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.MumpsSolver{Float32}, Vector{Int64}, Vector{Int32}}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, Float64}}, ExaModels.Node2{typeof(*), Int64, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}}}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{NTuple{4, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.SparseCallback{Float32, Vector{Float32}, Vector{Int64}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, Float64}}, ExaModels.Node2{typeof(*), Int64, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}}}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{NTuple{4, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.NoFixedVariables, MadNLP.EnforceEquality}, MadNLP.RichardsonIterator{Float32, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.MumpsSolver{Float32}, Vector{Int64}, Vector{Int32}}}, MadNLP.InertiaBased, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}, MadNLP.NoUserCallback}, stats::MadNLP.MadNLPExecutionStats{Float32, Vector{Float32}}; kwargs::@Kwargs{}) @ MadNLP ~/.julia/packages/MadNLP/8V9Lm/src/IPM/solver.jl:152 [4] solve!(solver::MadNLP.MadNLPSolver{Float32, Vector{Float32}, Vector{Int64}, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.MumpsSolver{Float32}, Vector{Int64}, Vector{Int32}}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, Float64}}, ExaModels.Node2{typeof(*), Int64, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}}}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{NTuple{4, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.SparseCallback{Float32, Vector{Float32}, Vector{Int64}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, Float64}}, ExaModels.Node2{typeof(*), Int64, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}}}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{NTuple{4, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.NoFixedVariables, MadNLP.EnforceEquality}, MadNLP.RichardsonIterator{Float32, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.MumpsSolver{Float32}, Vector{Int64}, Vector{Int32}}}, MadNLP.InertiaBased, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}, MadNLP.NoUserCallback}, stats::MadNLP.MadNLPExecutionStats{Float32, Vector{Float32}}) @ MadNLP ~/.julia/packages/MadNLP/8V9Lm/src/IPM/solver.jl:132 [inlined] [5] solve!(solver::MadNLP.MadNLPSolver{Float32, Vector{Float32}, Vector{Int64}, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.MumpsSolver{Float32}, Vector{Int64}, Vector{Int32}}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, Float64}}, ExaModels.Node2{typeof(*), Int64, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}}}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{NTuple{4, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.SparseCallback{Float32, Vector{Float32}, Vector{Int64}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, Float64}}, ExaModels.Node2{typeof(*), Int64, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}}}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{NTuple{4, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.NoFixedVariables, MadNLP.EnforceEquality}, MadNLP.RichardsonIterator{Float32, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.MumpsSolver{Float32}, Vector{Int64}, Vector{Int32}}}, MadNLP.InertiaBased, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}, MadNLP.NoUserCallback}; kwargs::@Kwargs{}) @ MadNLP ~/.julia/packages/MadNLP/8V9Lm/src/IPM/solver.jl:131 [inlined] [6] solve_with_madnlp(nlp::ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, Float64}}, ExaModels.Node2{typeof(*), Int64, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}}}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{NTuple{4, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}; kwargs::@Kwargs{linear_solver::UnionAll, max_iter::Int64, tol::Float64, print_level::MadNLP.LogLevels}) @ CTSolversMadNLP ~/.julia/packages/CTSolvers/FGN4F/ext/CTSolversMadNLP.jl:527 [7] macro expansion @ ~/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:590 [inlined] [8] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:2246 [inlined] [9] macro expansion @ ~/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:589 [inlined] [10] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:2246 [inlined] [11] macro expansion @ ~/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:584 [inlined] [12] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:2246 [inlined] [13] macro expansion @ ~/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:574 [inlined] [14] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:2246 [inlined] [15] test_madnlp_extension() @ Main.TestMadNLPExtension ~/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:48 [16] test_madnlp_extension() @ Main ~/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:727 [17] top-level scope @ none:1 [18] eval(m::Module, e::Any) @ Core boot.jl:521 [19] _run_single_test(spec::String; available_tests::Vector{Union{String, Symbol}}, filename_builder::Function, funcname_builder::Function, eval_mode::Bool, test_dir::String, index::Int64, total::Int64, on_test_start::Nothing, on_test_done::TestRunner.var"#update#_make_default_on_test_done##0"{Base.PipeEndpoint, Base.RefValue{Int64}, Vector{Int64}}) @ TestRunner ~/.julia/packages/CTBase/P3yUQ/ext/TestRunner.jl:839 [20] macro expansion @ ~/.julia/packages/CTBase/P3yUQ/ext/TestRunner.jl:190 [inlined] [21] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:2246 [inlined] [22] macro expansion @ ~/.julia/packages/CTBase/P3yUQ/ext/TestRunner.jl:190 [inlined] [23] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:2246 [inlined] [24] run_tests(::CTBase.Extensions.TestRunnerTag; args::Vector{String}, testset_name::String, available_tests::Tuple{String}, filename_builder::Function, funcname_builder::Function, eval_mode::Bool, verbose::Bool, showtiming::Bool, test_dir::String, on_test_start::Nothing, on_test_done::Nothing, progress::Bool) @ TestRunner ~/.julia/packages/CTBase/P3yUQ/ext/TestRunner.jl:188 [25] run_tests(; kwargs::@Kwargs{args::Vector{String}, testset_name::String, available_tests::Tuple{String}, filename_builder::var"#3#4", funcname_builder::var"#5#6", verbose::Bool, showtiming::Bool, test_dir::String}) @ CTBase.Extensions ~/.julia/packages/CTBase/P3yUQ/src/Extensions/Extensions.jl:295 [inlined] [26] top-level scope @ ~/.julia/packages/CTSolvers/FGN4F/test/runtests.jl:34 [27] include(mapexpr::Function, mod::Module, _path::String) @ Base Base.jl:327 [28] top-level scope @ none:6 [29] eval(m::Module, e::Any) @ Core boot.jl:521 [30] exec_options(opts::Base.JLOptions) @ Base client.jl:321 [31] _start() @ Base client.jl:596 Modelers.Exa (CPU), Umfpack: Error During Test at /home/pkgeval/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:607 Got exception outside of a @test TypeError: in setfield!, expected Float32, got a value of type Float64 Stacktrace: [1] set_obj_val!(solver::MadNLP.MadNLPSolver{Float32, Vector{Float32}, Vector{Int64}, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.UmfpackSolver{Float32}, Vector{Int64}, Vector{Int32}}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Compressor{NTuple{60, Int64}}, ExaModels.Compressor{NTuple{210, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(-), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.ParSource}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, Float64}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.SparseCallback{Float32, Vector{Float32}, Vector{Int64}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Compressor{NTuple{60, Int64}}, ExaModels.Compressor{NTuple{210, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(-), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.ParSource}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, Float64}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.NoFixedVariables, MadNLP.EnforceEquality}, MadNLP.RichardsonIterator{Float32, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.UmfpackSolver{Float32}, Vector{Int64}, Vector{Int32}}}, MadNLP.InertiaFree{Float32, Vector{Float32}, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}}, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}, MadNLP.NoUserCallback}, rhs::Float64) @ MadNLP ~/.julia/packages/MadNLP/8V9Lm/src/IPM/api.jl:35 [inlined] [2] initialize!(solver::MadNLP.MadNLPSolver{Float32, Vector{Float32}, Vector{Int64}, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.UmfpackSolver{Float32}, Vector{Int64}, Vector{Int32}}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Compressor{NTuple{60, Int64}}, ExaModels.Compressor{NTuple{210, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(-), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.ParSource}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, Float64}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.SparseCallback{Float32, Vector{Float32}, Vector{Int64}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Compressor{NTuple{60, Int64}}, ExaModels.Compressor{NTuple{210, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(-), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.ParSource}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, Float64}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.NoFixedVariables, MadNLP.EnforceEquality}, MadNLP.RichardsonIterator{Float32, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.UmfpackSolver{Float32}, Vector{Int64}, Vector{Int32}}}, MadNLP.InertiaFree{Float32, Vector{Float32}, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}}, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}, MadNLP.NoUserCallback}) @ MadNLP ~/.julia/packages/MadNLP/8V9Lm/src/IPM/solver.jl:65 [3] solve!(solver::MadNLP.MadNLPSolver{Float32, Vector{Float32}, Vector{Int64}, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.UmfpackSolver{Float32}, Vector{Int64}, Vector{Int32}}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Compressor{NTuple{60, Int64}}, ExaModels.Compressor{NTuple{210, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(-), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.ParSource}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, Float64}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.SparseCallback{Float32, Vector{Float32}, Vector{Int64}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Compressor{NTuple{60, Int64}}, ExaModels.Compressor{NTuple{210, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(-), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.ParSource}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, Float64}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.NoFixedVariables, MadNLP.EnforceEquality}, MadNLP.RichardsonIterator{Float32, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.UmfpackSolver{Float32}, Vector{Int64}, Vector{Int32}}}, MadNLP.InertiaFree{Float32, Vector{Float32}, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}}, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}, MadNLP.NoUserCallback}, stats::MadNLP.MadNLPExecutionStats{Float32, Vector{Float32}}; kwargs::@Kwargs{}) @ MadNLP ~/.julia/packages/MadNLP/8V9Lm/src/IPM/solver.jl:152 [4] solve!(solver::MadNLP.MadNLPSolver{Float32, Vector{Float32}, Vector{Int64}, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.UmfpackSolver{Float32}, Vector{Int64}, Vector{Int32}}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Compressor{NTuple{60, Int64}}, ExaModels.Compressor{NTuple{210, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(-), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.ParSource}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, Float64}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.SparseCallback{Float32, Vector{Float32}, Vector{Int64}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Compressor{NTuple{60, Int64}}, ExaModels.Compressor{NTuple{210, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(-), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.ParSource}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, Float64}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.NoFixedVariables, MadNLP.EnforceEquality}, MadNLP.RichardsonIterator{Float32, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.UmfpackSolver{Float32}, Vector{Int64}, Vector{Int32}}}, MadNLP.InertiaFree{Float32, Vector{Float32}, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}}, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}, MadNLP.NoUserCallback}, stats::MadNLP.MadNLPExecutionStats{Float32, Vector{Float32}}) @ MadNLP ~/.julia/packages/MadNLP/8V9Lm/src/IPM/solver.jl:132 [inlined] [5] solve!(solver::MadNLP.MadNLPSolver{Float32, Vector{Float32}, Vector{Int64}, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.UmfpackSolver{Float32}, Vector{Int64}, Vector{Int32}}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Compressor{NTuple{60, Int64}}, ExaModels.Compressor{NTuple{210, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(-), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.ParSource}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, Float64}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.SparseCallback{Float32, Vector{Float32}, Vector{Int64}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Compressor{NTuple{60, Int64}}, ExaModels.Compressor{NTuple{210, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(-), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.ParSource}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, Float64}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.NoFixedVariables, MadNLP.EnforceEquality}, MadNLP.RichardsonIterator{Float32, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.UmfpackSolver{Float32}, Vector{Int64}, Vector{Int32}}}, MadNLP.InertiaFree{Float32, Vector{Float32}, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}}, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}, MadNLP.NoUserCallback}; kwargs::@Kwargs{}) @ MadNLP ~/.julia/packages/MadNLP/8V9Lm/src/IPM/solver.jl:131 [inlined] [6] solve_with_madnlp(nlp::ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Compressor{NTuple{60, Int64}}, ExaModels.Compressor{NTuple{210, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(-), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.ParSource}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, Float64}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}}, UnitRange{Int64}, Int64}, Nothing}; kwargs::@Kwargs{linear_solver::UnionAll, max_iter::Int64, tol::Float64, print_level::MadNLP.LogLevels}) @ CTSolversMadNLP ~/.julia/packages/CTSolvers/FGN4F/ext/CTSolversMadNLP.jl:527 [7] macro expansion @ ~/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:609 [inlined] [8] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:2246 [inlined] [9] macro expansion @ ~/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:608 [inlined] [10] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:2246 [inlined] [11] macro expansion @ ~/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:603 [inlined] [12] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:2246 [inlined] [13] macro expansion @ ~/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:574 [inlined] [14] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:2246 [inlined] [15] test_madnlp_extension() @ Main.TestMadNLPExtension ~/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:48 [16] test_madnlp_extension() @ Main ~/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:727 [17] top-level scope @ none:1 [18] eval(m::Module, e::Any) @ Core boot.jl:521 [19] _run_single_test(spec::String; available_tests::Vector{Union{String, Symbol}}, filename_builder::Function, funcname_builder::Function, eval_mode::Bool, test_dir::String, index::Int64, total::Int64, on_test_start::Nothing, on_test_done::TestRunner.var"#update#_make_default_on_test_done##0"{Base.PipeEndpoint, Base.RefValue{Int64}, Vector{Int64}}) @ TestRunner ~/.julia/packages/CTBase/P3yUQ/ext/TestRunner.jl:839 [20] macro expansion @ ~/.julia/packages/CTBase/P3yUQ/ext/TestRunner.jl:190 [inlined] [21] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:2246 [inlined] [22] macro expansion @ ~/.julia/packages/CTBase/P3yUQ/ext/TestRunner.jl:190 [inlined] [23] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:2246 [inlined] [24] run_tests(::CTBase.Extensions.TestRunnerTag; args::Vector{String}, testset_name::String, available_tests::Tuple{String}, filename_builder::Function, funcname_builder::Function, eval_mode::Bool, verbose::Bool, showtiming::Bool, test_dir::String, on_test_start::Nothing, on_test_done::Nothing, progress::Bool) @ TestRunner ~/.julia/packages/CTBase/P3yUQ/ext/TestRunner.jl:188 [25] run_tests(; kwargs::@Kwargs{args::Vector{String}, testset_name::String, available_tests::Tuple{String}, filename_builder::var"#3#4", funcname_builder::var"#5#6", verbose::Bool, showtiming::Bool, test_dir::String}) @ CTBase.Extensions ~/.julia/packages/CTBase/P3yUQ/src/Extensions/Extensions.jl:295 [inlined] [26] top-level scope @ ~/.julia/packages/CTSolvers/FGN4F/test/runtests.jl:34 [27] include(mapexpr::Function, mod::Module, _path::String) @ Base Base.jl:327 [28] top-level scope @ none:6 [29] eval(m::Module, e::Any) @ Core boot.jl:521 [30] exec_options(opts::Base.JLOptions) @ Base client.jl:321 [31] _start() @ Base client.jl:596 Modelers.Exa (CPU), Mumps: Error During Test at /home/pkgeval/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:607 Got exception outside of a @test TypeError: in setfield!, expected Float32, got a value of type Float64 Stacktrace: [1] set_obj_val!(solver::MadNLP.MadNLPSolver{Float32, Vector{Float32}, Vector{Int64}, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.MumpsSolver{Float32}, Vector{Int64}, Vector{Int32}}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), 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ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Compressor{NTuple{60, Int64}}, ExaModels.Compressor{NTuple{210, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(-), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.ParSource}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, Float64}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.NoFixedVariables, MadNLP.EnforceEquality}, MadNLP.RichardsonIterator{Float32, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.MumpsSolver{Float32}, Vector{Int64}, Vector{Int32}}}, MadNLP.InertiaBased, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}, MadNLP.NoUserCallback}) @ MadNLP ~/.julia/packages/MadNLP/8V9Lm/src/IPM/solver.jl:65 [3] solve!(solver::MadNLP.MadNLPSolver{Float32, Vector{Float32}, Vector{Int64}, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.MumpsSolver{Float32}, Vector{Int64}, Vector{Int32}}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Compressor{NTuple{60, Int64}}, ExaModels.Compressor{NTuple{210, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(-), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.ParSource}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, Float64}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.SparseCallback{Float32, Vector{Float32}, Vector{Int64}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Compressor{NTuple{60, Int64}}, ExaModels.Compressor{NTuple{210, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(-), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.ParSource}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, Float64}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.NoFixedVariables, MadNLP.EnforceEquality}, MadNLP.RichardsonIterator{Float32, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.MumpsSolver{Float32}, Vector{Int64}, Vector{Int32}}}, MadNLP.InertiaBased, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}, MadNLP.NoUserCallback}, stats::MadNLP.MadNLPExecutionStats{Float32, Vector{Float32}}; kwargs::@Kwargs{}) @ MadNLP ~/.julia/packages/MadNLP/8V9Lm/src/IPM/solver.jl:152 [4] solve!(solver::MadNLP.MadNLPSolver{Float32, Vector{Float32}, Vector{Int64}, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.MumpsSolver{Float32}, Vector{Int64}, Vector{Int32}}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Compressor{NTuple{60, Int64}}, ExaModels.Compressor{NTuple{210, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(-), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.ParSource}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, Float64}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.SparseCallback{Float32, Vector{Float32}, Vector{Int64}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Compressor{NTuple{60, Int64}}, ExaModels.Compressor{NTuple{210, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(-), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.ParSource}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, Float64}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.NoFixedVariables, MadNLP.EnforceEquality}, MadNLP.RichardsonIterator{Float32, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.MumpsSolver{Float32}, Vector{Int64}, Vector{Int32}}}, MadNLP.InertiaBased, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}, MadNLP.NoUserCallback}, stats::MadNLP.MadNLPExecutionStats{Float32, Vector{Float32}}) @ MadNLP ~/.julia/packages/MadNLP/8V9Lm/src/IPM/solver.jl:132 [inlined] [5] solve!(solver::MadNLP.MadNLPSolver{Float32, Vector{Float32}, Vector{Int64}, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.MumpsSolver{Float32}, Vector{Int64}, Vector{Int32}}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Compressor{NTuple{60, Int64}}, ExaModels.Compressor{NTuple{210, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(-), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.ParSource}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, Float64}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.SparseCallback{Float32, Vector{Float32}, Vector{Int64}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Compressor{NTuple{60, Int64}}, ExaModels.Compressor{NTuple{210, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(-), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.ParSource}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, Float64}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.NoFixedVariables, MadNLP.EnforceEquality}, MadNLP.RichardsonIterator{Float32, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.MumpsSolver{Float32}, Vector{Int64}, Vector{Int32}}}, MadNLP.InertiaBased, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}, MadNLP.NoUserCallback}; kwargs::@Kwargs{}) @ MadNLP ~/.julia/packages/MadNLP/8V9Lm/src/IPM/solver.jl:131 [inlined] [6] solve_with_madnlp(nlp::ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Node2{typeof(/), Float64, ExaModels.Node1{typeof(sqrt), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Node2{typeof(-), ExaModels.Var{Int64}, ExaModels.Var{Int64}}}}}}}, ExaModels.Compressor{NTuple{60, Int64}}, ExaModels.Compressor{NTuple{210, Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(-), ExaModels.Node2{typeof(+), ExaModels.Node2{typeof(+), ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.ParSource}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, ExaModels.Node1{typeof(abs2), ExaModels.Var{ExaModels.Node2{typeof(+), ExaModels.ParSource, Int64}}}}, Float64}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}, ExaModels.Compressor{Tuple{Int64, Int64, Int64}}}, UnitRange{Int64}, Int64}, Nothing}; kwargs::@Kwargs{linear_solver::UnionAll, max_iter::Int64, tol::Float64, print_level::MadNLP.LogLevels}) @ CTSolversMadNLP ~/.julia/packages/CTSolvers/FGN4F/ext/CTSolversMadNLP.jl:527 [7] macro expansion @ ~/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:609 [inlined] [8] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:2246 [inlined] [9] macro expansion @ ~/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:608 [inlined] [10] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:2246 [inlined] [11] macro expansion @ ~/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:603 [inlined] [12] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:2246 [inlined] [13] macro expansion @ ~/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:574 [inlined] [14] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:2246 [inlined] [15] test_madnlp_extension() @ Main.TestMadNLPExtension ~/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:48 [16] test_madnlp_extension() @ Main ~/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:727 [17] top-level scope @ none:1 [18] eval(m::Module, e::Any) @ Core boot.jl:521 [19] _run_single_test(spec::String; available_tests::Vector{Union{String, Symbol}}, filename_builder::Function, funcname_builder::Function, eval_mode::Bool, test_dir::String, index::Int64, total::Int64, on_test_start::Nothing, on_test_done::TestRunner.var"#update#_make_default_on_test_done##0"{Base.PipeEndpoint, Base.RefValue{Int64}, Vector{Int64}}) @ TestRunner ~/.julia/packages/CTBase/P3yUQ/ext/TestRunner.jl:839 [20] macro expansion @ ~/.julia/packages/CTBase/P3yUQ/ext/TestRunner.jl:190 [inlined] [21] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:2246 [inlined] [22] macro expansion @ ~/.julia/packages/CTBase/P3yUQ/ext/TestRunner.jl:190 [inlined] [23] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:2246 [inlined] [24] run_tests(::CTBase.Extensions.TestRunnerTag; args::Vector{String}, testset_name::String, available_tests::Tuple{String}, filename_builder::Function, funcname_builder::Function, eval_mode::Bool, verbose::Bool, showtiming::Bool, test_dir::String, on_test_start::Nothing, on_test_done::Nothing, progress::Bool) @ TestRunner ~/.julia/packages/CTBase/P3yUQ/ext/TestRunner.jl:188 [25] run_tests(; kwargs::@Kwargs{args::Vector{String}, testset_name::String, available_tests::Tuple{String}, filename_builder::var"#3#4", funcname_builder::var"#5#6", verbose::Bool, showtiming::Bool, test_dir::String}) @ CTBase.Extensions ~/.julia/packages/CTBase/P3yUQ/src/Extensions/Extensions.jl:295 [inlined] [26] top-level scope @ ~/.julia/packages/CTSolvers/FGN4F/test/runtests.jl:34 [27] include(mapexpr::Function, mod::Module, _path::String) @ Base Base.jl:327 [28] top-level scope @ none:6 [29] eval(m::Module, e::Any) @ Core boot.jl:521 [30] exec_options(opts::Base.JLOptions) @ Base client.jl:321 [31] _start() @ Base client.jl:596 Modelers.Exa (CPU), Umfpack: Error During Test at /home/pkgeval/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:623 Got exception outside of a @test TypeError: in setfield!, expected Float32, got a value of type Float64 Stacktrace: [1] set_obj_val!(solver::MadNLP.MadNLPSolver{Float32, Vector{Float32}, Vector{Int64}, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.UmfpackSolver{Float32}, Vector{Int64}, Vector{Int32}}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(-), Float64, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.SparseCallback{Float32, Vector{Float32}, Vector{Int64}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(-), Float64, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.NoFixedVariables, MadNLP.EnforceEquality}, MadNLP.RichardsonIterator{Float32, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.UmfpackSolver{Float32}, Vector{Int64}, Vector{Int32}}}, MadNLP.InertiaFree{Float32, Vector{Float32}, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}}, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}, MadNLP.NoUserCallback}, rhs::Float64) @ MadNLP ~/.julia/packages/MadNLP/8V9Lm/src/IPM/api.jl:35 [inlined] [2] initialize!(solver::MadNLP.MadNLPSolver{Float32, Vector{Float32}, Vector{Int64}, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.UmfpackSolver{Float32}, Vector{Int64}, Vector{Int32}}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(-), Float64, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.SparseCallback{Float32, Vector{Float32}, Vector{Int64}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(-), Float64, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.NoFixedVariables, MadNLP.EnforceEquality}, MadNLP.RichardsonIterator{Float32, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.UmfpackSolver{Float32}, Vector{Int64}, Vector{Int32}}}, MadNLP.InertiaFree{Float32, Vector{Float32}, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}}, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}, MadNLP.NoUserCallback}) @ MadNLP ~/.julia/packages/MadNLP/8V9Lm/src/IPM/solver.jl:65 [3] solve!(solver::MadNLP.MadNLPSolver{Float32, Vector{Float32}, Vector{Int64}, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.UmfpackSolver{Float32}, Vector{Int64}, Vector{Int32}}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(-), Float64, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.SparseCallback{Float32, Vector{Float32}, Vector{Int64}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(-), Float64, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.NoFixedVariables, MadNLP.EnforceEquality}, MadNLP.RichardsonIterator{Float32, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.UmfpackSolver{Float32}, Vector{Int64}, Vector{Int32}}}, MadNLP.InertiaFree{Float32, Vector{Float32}, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}}, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}, MadNLP.NoUserCallback}, stats::MadNLP.MadNLPExecutionStats{Float32, Vector{Float32}}; kwargs::@Kwargs{}) @ MadNLP ~/.julia/packages/MadNLP/8V9Lm/src/IPM/solver.jl:152 [4] solve!(solver::MadNLP.MadNLPSolver{Float32, Vector{Float32}, Vector{Int64}, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.UmfpackSolver{Float32}, Vector{Int64}, Vector{Int32}}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(-), Float64, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.SparseCallback{Float32, Vector{Float32}, Vector{Int64}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(-), Float64, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.NoFixedVariables, MadNLP.EnforceEquality}, MadNLP.RichardsonIterator{Float32, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.UmfpackSolver{Float32}, Vector{Int64}, Vector{Int32}}}, MadNLP.InertiaFree{Float32, Vector{Float32}, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}}, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}, MadNLP.NoUserCallback}, stats::MadNLP.MadNLPExecutionStats{Float32, Vector{Float32}}) @ MadNLP ~/.julia/packages/MadNLP/8V9Lm/src/IPM/solver.jl:132 [inlined] [5] solve!(solver::MadNLP.MadNLPSolver{Float32, Vector{Float32}, Vector{Int64}, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.UmfpackSolver{Float32}, Vector{Int64}, Vector{Int32}}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(-), Float64, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.SparseCallback{Float32, Vector{Float32}, Vector{Int64}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(-), Float64, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.NoFixedVariables, MadNLP.EnforceEquality}, MadNLP.RichardsonIterator{Float32, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.UmfpackSolver{Float32}, Vector{Int64}, Vector{Int32}}}, MadNLP.InertiaFree{Float32, Vector{Float32}, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}}, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}, MadNLP.NoUserCallback}; kwargs::@Kwargs{}) @ MadNLP ~/.julia/packages/MadNLP/8V9Lm/src/IPM/solver.jl:131 [inlined] [6] solve_with_madnlp(nlp::ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(-), Float64, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}; kwargs::@Kwargs{linear_solver::UnionAll, max_iter::Int64, tol::Float64, print_level::MadNLP.LogLevels}) @ CTSolversMadNLP ~/.julia/packages/CTSolvers/FGN4F/ext/CTSolversMadNLP.jl:527 [7] macro expansion @ ~/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:627 [inlined] [8] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:2246 [inlined] [9] macro expansion @ ~/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:624 [inlined] [10] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:2246 [inlined] [11] macro expansion @ ~/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:619 [inlined] [12] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:2246 [inlined] [13] macro expansion @ ~/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:574 [inlined] [14] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:2246 [inlined] [15] test_madnlp_extension() @ Main.TestMadNLPExtension ~/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:48 [16] test_madnlp_extension() @ Main ~/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:727 [17] top-level scope @ none:1 [18] eval(m::Module, e::Any) @ Core boot.jl:521 [19] _run_single_test(spec::String; available_tests::Vector{Union{String, Symbol}}, filename_builder::Function, funcname_builder::Function, eval_mode::Bool, test_dir::String, index::Int64, total::Int64, on_test_start::Nothing, on_test_done::TestRunner.var"#update#_make_default_on_test_done##0"{Base.PipeEndpoint, Base.RefValue{Int64}, Vector{Int64}}) @ TestRunner ~/.julia/packages/CTBase/P3yUQ/ext/TestRunner.jl:839 [20] macro expansion @ ~/.julia/packages/CTBase/P3yUQ/ext/TestRunner.jl:190 [inlined] [21] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:2246 [inlined] [22] macro expansion @ ~/.julia/packages/CTBase/P3yUQ/ext/TestRunner.jl:190 [inlined] [23] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:2246 [inlined] [24] run_tests(::CTBase.Extensions.TestRunnerTag; args::Vector{String}, testset_name::String, available_tests::Tuple{String}, filename_builder::Function, funcname_builder::Function, eval_mode::Bool, verbose::Bool, showtiming::Bool, test_dir::String, on_test_start::Nothing, on_test_done::Nothing, progress::Bool) @ TestRunner ~/.julia/packages/CTBase/P3yUQ/ext/TestRunner.jl:188 [25] run_tests(; kwargs::@Kwargs{args::Vector{String}, testset_name::String, available_tests::Tuple{String}, filename_builder::var"#3#4", funcname_builder::var"#5#6", verbose::Bool, showtiming::Bool, test_dir::String}) @ CTBase.Extensions ~/.julia/packages/CTBase/P3yUQ/src/Extensions/Extensions.jl:295 [inlined] [26] top-level scope @ ~/.julia/packages/CTSolvers/FGN4F/test/runtests.jl:34 [27] include(mapexpr::Function, mod::Module, _path::String) @ Base Base.jl:327 [28] top-level scope @ none:6 [29] eval(m::Module, e::Any) @ Core boot.jl:521 [30] exec_options(opts::Base.JLOptions) @ Base client.jl:321 [31] _start() @ Base client.jl:596 Modelers.Exa (CPU), Mumps: Error During Test at /home/pkgeval/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:623 Got exception outside of a @test TypeError: in setfield!, expected Float32, got a value of type Float64 Stacktrace: [1] set_obj_val!(solver::MadNLP.MadNLPSolver{Float32, Vector{Float32}, Vector{Int64}, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.MumpsSolver{Float32}, Vector{Int64}, Vector{Int32}}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(-), Float64, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.SparseCallback{Float32, Vector{Float32}, Vector{Int64}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(-), Float64, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.NoFixedVariables, MadNLP.EnforceEquality}, MadNLP.RichardsonIterator{Float32, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.MumpsSolver{Float32}, Vector{Int64}, Vector{Int32}}}, MadNLP.InertiaBased, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}, MadNLP.NoUserCallback}, rhs::Float64) @ MadNLP ~/.julia/packages/MadNLP/8V9Lm/src/IPM/api.jl:35 [inlined] [2] initialize!(solver::MadNLP.MadNLPSolver{Float32, Vector{Float32}, Vector{Int64}, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.MumpsSolver{Float32}, Vector{Int64}, Vector{Int32}}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(-), Float64, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.SparseCallback{Float32, Vector{Float32}, Vector{Int64}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(-), Float64, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.NoFixedVariables, MadNLP.EnforceEquality}, MadNLP.RichardsonIterator{Float32, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.MumpsSolver{Float32}, Vector{Int64}, Vector{Int32}}}, MadNLP.InertiaBased, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}, MadNLP.NoUserCallback}) @ MadNLP ~/.julia/packages/MadNLP/8V9Lm/src/IPM/solver.jl:65 [3] solve!(solver::MadNLP.MadNLPSolver{Float32, Vector{Float32}, Vector{Int64}, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.MumpsSolver{Float32}, Vector{Int64}, Vector{Int32}}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(-), Float64, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.SparseCallback{Float32, Vector{Float32}, Vector{Int64}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(-), Float64, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.NoFixedVariables, MadNLP.EnforceEquality}, MadNLP.RichardsonIterator{Float32, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.MumpsSolver{Float32}, Vector{Int64}, Vector{Int32}}}, MadNLP.InertiaBased, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}, MadNLP.NoUserCallback}, stats::MadNLP.MadNLPExecutionStats{Float32, Vector{Float32}}; kwargs::@Kwargs{}) @ MadNLP ~/.julia/packages/MadNLP/8V9Lm/src/IPM/solver.jl:152 [4] solve!(solver::MadNLP.MadNLPSolver{Float32, Vector{Float32}, Vector{Int64}, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.MumpsSolver{Float32}, Vector{Int64}, Vector{Int32}}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(-), Float64, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.SparseCallback{Float32, Vector{Float32}, Vector{Int64}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(-), Float64, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.NoFixedVariables, MadNLP.EnforceEquality}, MadNLP.RichardsonIterator{Float32, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.MumpsSolver{Float32}, Vector{Int64}, Vector{Int32}}}, MadNLP.InertiaBased, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}, MadNLP.NoUserCallback}, stats::MadNLP.MadNLPExecutionStats{Float32, Vector{Float32}}) @ MadNLP ~/.julia/packages/MadNLP/8V9Lm/src/IPM/solver.jl:132 [inlined] [5] solve!(solver::MadNLP.MadNLPSolver{Float32, Vector{Float32}, Vector{Int64}, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.MumpsSolver{Float32}, Vector{Int64}, Vector{Int32}}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(-), Float64, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.SparseCallback{Float32, Vector{Float32}, Vector{Int64}, ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(-), Float64, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}, MadNLP.NoFixedVariables, MadNLP.EnforceEquality}, MadNLP.RichardsonIterator{Float32, MadNLP.SparseKKTSystem{Float32, Vector{Float32}, SparseArrays.SparseMatrixCSC{Float32, Int32}, MadNLP.ExactHessian{Float32, Vector{Float32}}, MadNLP.MumpsSolver{Float32}, Vector{Int64}, Vector{Int32}}}, MadNLP.InertiaBased, MadNLP.UnreducedKKTVector{Float32, Vector{Float32}, Vector{Int64}}, MadNLP.NoUserCallback}; kwargs::@Kwargs{}) @ MadNLP ~/.julia/packages/MadNLP/8V9Lm/src/IPM/solver.jl:131 [inlined] [6] solve_with_madnlp(nlp::ExaModels.ExaModel{Float32, Vector{Float32}, Nothing, ExaModels.Objective{ExaModels.ObjectiveNull, ExaModels.SIMDFunction{ExaModels.Node2{typeof(-), Float64, ExaModels.Node1{typeof(abs2), ExaModels.Var{Int64}}}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{Int64}}}, UnitRange{Int64}}, ExaModels.Constraint{ExaModels.ConstraintNull, ExaModels.SIMDFunction{ExaModels.Var{Int64}, ExaModels.Compressor{Tuple{Int64}}, ExaModels.Compressor{Tuple{}}}, UnitRange{Int64}, Int64}, Nothing}; kwargs::@Kwargs{linear_solver::UnionAll, max_iter::Int64, tol::Float64, print_level::MadNLP.LogLevels}) @ CTSolversMadNLP ~/.julia/packages/CTSolvers/FGN4F/ext/CTSolversMadNLP.jl:527 [7] macro expansion @ ~/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:627 [inlined] [8] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:2246 [inlined] [9] macro expansion @ ~/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:624 [inlined] [10] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:2246 [inlined] [11] macro expansion @ ~/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:619 [inlined] [12] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:2246 [inlined] [13] macro expansion @ ~/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:574 [inlined] [14] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:2246 [inlined] [15] test_madnlp_extension() @ Main.TestMadNLPExtension ~/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:48 [16] test_madnlp_extension() @ Main ~/.julia/packages/CTSolvers/FGN4F/test/suite/extensions/test_madnlp_extension.jl:727 [17] top-level scope @ none:1 [18] eval(m::Module, e::Any) @ Core boot.jl:521 [19] _run_single_test(spec::String; available_tests::Vector{Union{String, Symbol}}, filename_builder::Function, funcname_builder::Function, eval_mode::Bool, test_dir::String, index::Int64, total::Int64, on_test_start::Nothing, on_test_done::TestRunner.var"#update#_make_default_on_test_done##0"{Base.PipeEndpoint, Base.RefValue{Int64}, Vector{Int64}}) @ TestRunner ~/.julia/packages/CTBase/P3yUQ/ext/TestRunner.jl:839 [20] macro expansion @ ~/.julia/packages/CTBase/P3yUQ/ext/TestRunner.jl:190 [inlined] [21] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:2246 [inlined] [22] macro expansion @ ~/.julia/packages/CTBase/P3yUQ/ext/TestRunner.jl:190 [inlined] [23] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:2246 [inlined] [24] run_tests(::CTBase.Extensions.TestRunnerTag; args::Vector{String}, testset_name::String, available_tests::Tuple{String}, filename_builder::Function, funcname_builder::Function, eval_mode::Bool, verbose::Bool, showtiming::Bool, test_dir::String, on_test_start::Nothing, on_test_done::Nothing, progress::Bool) @ TestRunner ~/.julia/packages/CTBase/P3yUQ/ext/TestRunner.jl:188 [25] run_tests(; kwargs::@Kwargs{args::Vector{String}, testset_name::String, available_tests::Tuple{String}, filename_builder::var"#3#4", funcname_builder::var"#5#6", verbose::Bool, showtiming::Bool, test_dir::String}) @ CTBase.Extensions ~/.julia/packages/CTBase/P3yUQ/src/Extensions/Extensions.jl:295 [inlined] [26] top-level scope @ ~/.julia/packages/CTSolvers/FGN4F/test/runtests.jl:34 [27] include(mapexpr::Function, mod::Module, _path::String) @ Base Base.jl:327 [28] top-level scope @ none:6 [29] eval(m::Module, e::Any) @ Core boot.jl:521 [30] exec_options(opts::Base.JLOptions) @ Base client.jl:321 [31] _start() @ Base client.jl:596 [▚▚▚▚░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░] ✗ [07/82] suite/extensions/test_madnlp_extension.jl FAILED, (525.2s) [█████░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░] ✓ [08/82] suite/extensions/test_madnlp_extract_solver_infos.jl (68.9s) Original model C model 2 variables, 0 constraints (0 equality, 0 inequality) Problem type: NLP Reformulated model C model -> no fixed bounds -> equality constrained -> bounds relaxed 2 variables, 0 constraints (0 equality, 0 inequality) The model is unconstrained, picking no relaxation The problem has no inequalities, picking a pure SQP method Non-default options: linear_solver = MUMPS ───────────────────────────────────────────────────────────────────────────────────────────────────── Iterations Major Minor Penalty Steplength Regulariz ||Step|| Objective Statio Compl Status ───────────────────────────────────────────────────────────────────────────────────────────────────── 0 - - - - - 5.000e+00 4.00e+00 0.00e+00 initial point 1 1 1.00e+00 1.00e+00 0.00e+00 2.00e+00 0.000e+00 0.00e+00 0.00e+00 ✔ (Armijo) ───────────────────────────────────────────────────────────────────────────────────────────────────── Iterations Major Minor Penalty Steplength Regulariz ||Step|| Objective Statio Compl Status ───────────────────────────────────────────────────────────────────────────────────────────────────── Uno 2.7.0 (LS merit pure SQP method with exact Hessian and primal-dual regularization) Thu Jun 4 19:59:02 2026 ──────────────────────────────────────── Optimization status: Success Solution status: Feasible KKT point Objective value: 0 Primal feasibility: 0 ┌ Stationarity residual: 0 │ Primal feasibility: 0 └ Complementarity residual: 0 CPU time: 0.000841s Iterations: 1 Objective evaluations: 2 Constraints evaluations: 0 Objective gradient evaluations: 2 Jacobian evaluations: 0 Hessian evaluations: 1 Number of subproblems solved: 0 [█████░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░] ✓ [09/82] suite/extensions/test_uno_extension.jl (154.4s) [██████░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░] ✓ [10/82] suite/integration/test_comprehensive_validation.jl (103.1s) [███████░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░] ✓ [11/82] suite/integration/test_end_to_end.jl (42.7s) [███████░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░] ✓ [12/82] suite/integration/test_mode_propagation.jl (27.5s) [████████░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░] ✓ [13/82] suite/integration/test_real_strategies_mode.jl (32.9s) [█████████░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░] ✓ [14/82] suite/integration/test_route_to_comprehensive.jl (55.8s) [█████████░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░░] ✓ [15/82] suite/integration/test_strict_permissive_integration.jl (48.8s) ====================================================================================== Information request received. A stacktrace will print followed by a 1.0 second profile. --trace-compile is enabled during profile collection. ====================================================================================== cmd: /opt/julia/bin/julia 294 running 1 of 1 signal (10): User defined signal 1 _ZN4llvm12DenseMapBaseINS_8DenseMapIN12_GLOBAL__N_111SimpleValueEPNS_18ScopedHashTableValIS3_PNS_5ValueEEENS_12DenseMapInfoIS3_vEENS_6detail12DenseMapPairIS3_S8_EEEES3_S8_SA_SD_E15LookupBucketForIS3_EEbRKT_RPSD_ at /opt/julia/bin/../lib/julia/libLLVM.so.21.1jl (unknown line) _ZN4llvm15ScopedHashTableIN12_GLOBAL__N_111SimpleValueEPNS_5ValueENS_12DenseMapInfoIS2_vEENS_18RecyclingAllocatorINS_20BumpPtrAllocatorImplINS_15MallocAllocatorELm4096ELm4096ELm128EEENS_18ScopedHashTableValIS2_S4_EELm32ELm8EEEE15insertIntoScopeEPNS_20ScopedHashTableScopeIS2_S4_S6_SD_EERKS2_RKS4_ at /opt/julia/bin/../lib/julia/libLLVM.so.21.1jl (unknown line) _ZN12_GLOBAL__N_18EarlyCSE11processNodeEPN4llvm15DomTreeNodeBaseINS1_10BasicBlockEEE.isra.0 at /opt/julia/bin/../lib/julia/libLLVM.so.21.1jl (unknown line) _ZN12_GLOBAL__N_18EarlyCSE3runEv at /opt/julia/bin/../lib/julia/libLLVM.so.21.1jl (unknown line) _ZN4llvm12EarlyCSEPass3runERNS_8FunctionERNS_15AnalysisManagerIS1_JEEE at /opt/julia/bin/../lib/julia/libLLVM.so.21.1jl (unknown line) run at /source/usr/include/llvm/IR/PassManagerInternal.h:91:41 _ZN4llvm11PassManagerINS_8FunctionENS_15AnalysisManagerIS1_JEEEJEE3runERS1_RS3_ at /opt/julia/bin/../lib/julia/libLLVM.so.21.1jl (unknown line) run at /source/usr/include/llvm/IR/PassManagerInternal.h:91:41 _ZN4llvm27ModuleToFunctionPassAdaptor3runERNS_6ModuleERNS_15AnalysisManagerIS1_JEEE at /opt/julia/bin/../lib/julia/libLLVM.so.21.1jl (unknown line) run at /source/usr/include/llvm/IR/PassManagerInternal.h:91:41 _ZN4llvm11PassManagerINS_6ModuleENS_15AnalysisManagerIS1_JEEEJEE3runERS1_RS3_ at /opt/julia/bin/../lib/julia/libLLVM.so.21.1jl (unknown line) run at /source/src/pipeline.cpp:978:12 operator() at /source/src/jitlayers.cpp:1298:17 operator() at /source/src/jitlayers.cpp:1435:12 [inlined] optimizeModule at /source/src/jitlayers.cpp:2382:18 materialize at /source/src/jitlayers.cpp:905:31 _ZN4llvm3orc19MaterializationTask3runEv at /opt/julia/bin/../lib/julia/libLLVM.so.21.1jl (unknown line) dispatch at /source/src/julia-task-dispatcher.h:353:11 _ZN4llvm3orc16ExecutionSession22dispatchOutstandingMUsEv at /opt/julia/bin/../lib/julia/libLLVM.so.21.1jl (unknown line) _ZN4llvm3orc16ExecutionSession17OL_completeLookupESt10unique_ptrINS0_21InProgressLookupStateESt14default_deleteIS3_EESt10shared_ptrINS0_23AsynchronousSymbolQueryEESt8functionIFvRKNS_8DenseMapIPNS0_8JITDylibENS_8DenseSetINS0_15SymbolStringPtrENS_12DenseMapInfoISF_vEEEENSG_ISD_vEENS_6detail12DenseMapPairISD_SI_EEEEEE at /opt/julia/bin/../lib/julia/libLLVM.so.21.1jl (unknown line) _ZN4llvm3orc25InProgressFullLookupState8completeESt10unique_ptrINS0_21InProgressLookupStateESt14default_deleteIS3_EE at /opt/julia/bin/../lib/julia/libLLVM.so.21.1jl (unknown line) _ZN4llvm3orc16ExecutionSession19OL_applyQueryPhase1ESt10unique_ptrINS0_21InProgressLookupStateESt14default_deleteIS3_EENS_5ErrorE at /opt/julia/bin/../lib/julia/libLLVM.so.21.1jl (unknown line) _ZN4llvm3orc16ExecutionSession6lookupENS0_10LookupKindERKSt6vectorISt4pairIPNS0_8JITDylibENS0_19JITDylibLookupFlagsEESaIS8_EENS0_15SymbolLookupSetENS0_11SymbolStateENS_15unique_functionIFvNS_8ExpectedINS_8DenseMapINS0_15SymbolStringPtrENS0_17ExecutorSymbolDefENS_12DenseMapInfoISI_vEENS_6detail12DenseMapPairISI_SJ_EEEEEEEEESt8functionIFvRKNSH_IS6_NS_8DenseSetISI_SL_EENSK_IS6_vEENSN_IS6_SV_EEEEEE at /opt/julia/bin/../lib/julia/libLLVM.so.21.1jl (unknown line) publishCIs at /source/src/jitlayers.cpp:2085:14 jl_compile_codeinst_impl at /source/src/jitlayers.cpp:510:39 jl_compile_method_internal at /source/src/gf.c:3677:27 _jl_invoke at /source/src/gf.c:4130:16 [inlined] ijl_apply_generic at /source/src/gf.c:4364:12 #precompile#135 at /source/usr/share/julia/stdlib/v1.14/Pkg/src/API.jl:172:0 (pc: 89) precompile at /source/usr/share/julia/stdlib/v1.14/Pkg/src/API.jl:161:0 [inlined] #precompile#137 at /source/usr/share/julia/stdlib/v1.14/Pkg/src/API.jl:189:0 (pc: 92) precompile at /source/usr/share/julia/stdlib/v1.14/Pkg/src/API.jl:178:0 (pc: 18) unknown function (ip: 0x760033afc1df) at (unknown file) _jl_invoke at /source/src/gf.c:4138:23 [inlined] ijl_apply_generic at /source/src/gf.c:4364:12 jl_apply at /source/src/julia.h:2388:12 [inlined] do_call at /source/src/interpreter.c:123:26 eval_value at /source/src/interpreter.c:243:16 eval_stmt_value at /source/src/interpreter.c:194:23 [inlined] eval_body at /source/src/interpreter.c:706:13 jl_interpret_toplevel_thunk at /source/src/interpreter.c:897:21 ijl_eval_thunk at /source/src/toplevel.c:768:18 jl_toplevel_eval_flex at /source/src/toplevel.c:712:26 jl_eval_toplevel_stmts at /source/src/toplevel.c:602:15 jl_toplevel_eval_flex at /source/src/toplevel.c:684:27 jl_eval_toplevel_stmts at /source/src/toplevel.c:602:15 jl_toplevel_eval_flex at /source/src/toplevel.c:684:27 ijl_toplevel_eval at /source/src/toplevel.c:782:12 ijl_toplevel_eval_in at /source/src/toplevel.c:827:13 eval at ./boot.jl:521:0 (pc: 1) exec_options at ./client.jl:321:0 (pc: 425) _start at ./client.jl:596:0 (pc: 294) jfptr__start_0.1 at /opt/julia/lib/julia/sys.so (unknown line) _jl_invoke at /source/src/gf.c:4138:23 [inlined] ijl_apply_generic at /source/src/gf.c:4364:12 jl_apply at /source/src/julia.h:2388:12 [inlined] true_main at /source/src/jlapi.c:971:29 jl_repl_entrypoint at /source/src/jlapi.c:1138:15 main at /source/cli/loader_exe.c:58:15 unknown function (ip: 0x76004e1e1249) at /lib/x86_64-linux-gnu/libc.so.6 __libc_start_main at /lib/x86_64-linux-gnu/libc.so.6 (unknown line) unknown function (ip: 0x4010b8) at /workspace/srcdir/glibc-2.17/csu/../sysdeps/x86_64/start.S unknown function (ip: (nil)) at (unknown file) ============================================================== Profile collected. A report will print at the next yield point. Disabling --trace-compile ============================================================== ┌ Warning: There were no samples collected in one or more groups. │ This may be due to idle threads, or you may need to run your │ program longer (perhaps by running it multiple times), │ or adjust the delay between samples with `Profile.init()`. └ @ Profile /opt/julia/share/julia/stdlib/v1.14/Profile/src/Profile.jl:1361 Overhead ╎ [+additional indent] Count File:Line Function ========================================================= Thread 1 (default) Task 0x0000760033bfc010 Total snapshots: 1. Utilization: 100% ╎1 @Base/client.jl:596 _start() ╎ 1 @Base/client.jl:321 exec_options(opts::Base.JLOptions) ╎ 1 @Base/boot.jl:521 eval(m::Module, e::Any) ╎ 1 @Pkg/src/API.jl:178 kwcall(::@NamedTuple{io::Base.DevNull}, ::typeof(Pk… ╎ 1 @Pkg/src/API.jl:189 precompile(; name::Nothing, uuid::Nothing, version… ╎ 1 @Pkg/src/API.jl:161 kwcall(::@NamedTuple{io::Base.DevNull}, ::typeof(… ╎ ╎ 1 @Pkg/src/API.jl:172 precompile(pkgs::Vector{PackageSpec}; io::Base.D… ====================================================================================== Information request received. A stacktrace will print followed by a 1.0 second profile. --trace-compile is enabled during profile collection. ====================================================================================== cmd: /opt/julia/bin/julia 283 running 0 of 1 signal (10): User defined signal 1 epoll_pwait at /lib/x86_64-linux-gnu/libc.so.6 (unknown line) uv__io_poll at /workspace/srcdir/libuv/src/unix/linux.c:1404:0 uv_run at /workspace/srcdir/libuv/src/unix/core.c:430:0 ijl_task_get_next at /source/src/scheduler.c:457:34 wait at ./task.jl:1246:0 (pc: 107) wait_forever at ./task.jl:1168:0 (pc: 4) jfptr_wait_forever_0.1 at /opt/julia/lib/julia/sys.so (unknown line) _jl_invoke at /source/src/gf.c:4138:23 [inlined] ijl_apply_generic at /source/src/gf.c:4364:12 jl_apply at /source/src/julia.h:2388:12 [inlined] start_task at /source/src/task.c:1275:19 unknown function (ip: (nil)) at (unknown file) ============================================================== Profile collected. A report will print at the next yield point. Disabling --trace-compile ============================================================== ====================================================================================== Information request received. A stacktrace will print followed by a 1.0 second profile. --trace-compile is enabled during profile collection. ====================================================================================== cmd: /opt/julia/bin/julia 1 running 0 of 1 signal (10): User defined signal 1 epoll_pwait at /lib/x86_64-linux-gnu/libc.so.6 (unknown line) uv__io_poll at /workspace/srcdir/libuv/src/unix/linux.c:1404:0 uv_run at /workspace/srcdir/libuv/src/unix/core.c:430:0 ijl_task_get_next at /source/src/scheduler.c:457:34 wait at ./task.jl:1246:0 (pc: 107) wait_forever at ./task.jl:1168:0 (pc: 4) jfptr_wait_forever_0.1 at /opt/julia/lib/julia/sys.so (unknown line) _jl_invoke at /source/src/gf.c:4138:23 [inlined] ijl_apply_generic at /source/src/gf.c:4364:12 jl_apply at /source/src/julia.h:2388:12 [inlined] start_task at /source/src/task.c:1275:19 unknown function (ip: (nil)) at (unknown file) ============================================================== Profile collected. A report will print at the next yield point. Disabling --trace-compile ============================================================== ┌ Warning: There were no samples collected in one or more groups. │ This may be due to idle threads, or you may need to run your │ program longer (perhaps by running it multiple times), │ or adjust the delay between samples with `Profile.init()`. └ @ Profile /opt/julia/share/julia/stdlib/v1.14/Profile/src/Profile.jl:1361 Overhead ╎ [+additional indent] Count File:Line Function ========================================================= Thread 1 (default) Task 0x0000739dfdb3a770 Total snapshots: 129. Utilization: 0% ╎129 @Base/task.jl:1168 wait_forever() 128╎ 129 @Base/task.jl:1246 wait() ┌ Warning: There were no samples collected in one or more groups. │ This may be due to idle threads, or you may need to run your │ program longer (perhaps by running it multiple times), │ or adjust the delay between samples with `Profile.init()`. └ @ Profile /opt/julia/share/julia/stdlib/v1.14/Profile/src/Profile.jl:1361 Overhead ╎ [+additional indent] Count File:Line Function ========================================================= Thread 1 (default) Task 0x0000738705b03c10 Total snapshots: 781. Utilization: 0% ╎781 @Base/task.jl:1168 wait_forever() 780╎ 781 @Base/task.jl:1246 wait() [1] signal 15: Terminated in expression starting at /PkgEval.jl/scripts/evaluate.jl:214 epoll_pwait at /lib/x86_64-linux-gnu/libc.so.6 (unknown line) uv__io_poll at /workspace/srcdir/libuv/src/unix/linux.c:1404:0 uv_run at /workspace/srcdir/libuv/src/unix/core.c:430:0 ijl_task_get_next at /source/src/scheduler.c:457:34 wait at ./task.jl:1246:0 (pc: 107) wait_forever at ./task.jl:1168:0 (pc: 4) jfptr_wait_forever_0.1 at /opt/julia/lib/julia/sys.so (unknown line) _jl_invoke at /source/src/gf.c:4138:23 [inlined] ijl_apply_generic at /source/src/gf.c:4364:12 jl_apply at /source/src/julia.h:2388:12 [inlined] start_task at /source/src/task.c:1275:19 unknown function (ip: (nil)) at (unknown file) Allocations: 26385589 (Pool: 26384848; Big: 741); GC: 22 [294] signal 15: Terminated in expression starting at none:1 epoll_pwait at /lib/x86_64-linux-gnu/libc.so.6 (unknown line) uv__io_poll at /workspace/srcdir/libuv/src/unix/linux.c:1404:0 uv_run at /workspace/srcdir/libuv/src/unix/core.c:430:0 [283] signal 15: Terminated in expression starting at none:1 epoll_pwait at /lib/x86_64-linux-gnu/libc.so.6 (unknown line) uv__io_poll at /workspace/srcdir/libuv/src/unix/linux.c:1404:0 uv_run at /workspace/srcdir/libuv/src/unix/core.c:430:0 ijl_task_get_next at /source/src/scheduler.c:457:34 wait at ./task.jl:1246:0 (pc: 107) ijl_task_get_next at /source/src/scheduler.c:457:34 wait_forever at ./task.jl:1168:0 (pc: 4) jfptr_wait_forever_0.1 at /opt/julia/lib/julia/sys.so (unknown line) _jl_invoke at /source/src/gf.c:4138:23 [inlined] ijl_apply_generic at /source/src/gf.c:4364:12 jl_apply at /source/src/julia.h:2388:12 [inlined] start_task at /source/src/task.c:1275:19 unknown function (ip: (nil)) at (unknown file) Allocations: 859099412 (Pool: 859092496; Big: 6916); GC: 199 wait at ./task.jl:1246:0 (pc: 107) wait_forever at ./task.jl:1168:0 (pc: 4) jfptr_wait_forever_0.1 at /opt/julia/lib/julia/sys.so (unknown line) _jl_invoke at /source/src/gf.c:4138:23 [inlined] ijl_apply_generic at /source/src/gf.c:4364:12 jl_apply at /source/src/julia.h:2388:12 [inlined] start_task at /source/src/task.c:1275:19 unknown function (ip: (nil)) at (unknown file) Allocations: 2569059 (Pool: 2568977; Big: 82); GC: 4 val already in a list atexit hook threw an error: ErrorException("schedule: Task not runnable") error at ./error.jl:56:0 (pc: 6) #schedule#623 at ./task.jl:1051:0 (pc: 71) schedule at ./task.jl:1043:0 [inlined] uv_writecb_task at ./stream.jl:1198:0 (pc: 11) jlcapi_uv_writecb_task_739.1 at /opt/julia/lib/julia/sys.so (unknown line) uv__write_callbacks at /workspace/srcdir/libuv/src/unix/stream.c:926:0 uv__stream_io at /workspace/srcdir/libuv/src/unix/stream.c:1227:0 uv__run_pending at /workspace/srcdir/libuv/src/unix/core.c:824:0 uv_run at /workspace/srcdir/libuv/src/unix/core.c:420:0 ijl_process_events at /source/src/jl_uv.c:397:21 process_events at ./libuv.jl:133:0 [inlined] wait at ./task.jl:1233:0 (pc: 15) uv_write at ./stream.jl:1079:0 (pc: 11) unsafe_write at ./stream.jl:1152:0 (pc: 55) write at ./strings/io.jl:237:0 [inlined] print at ./strings/io.jl:239:0 (pc: 5) jfptr_print_136.1 at /opt/julia/lib/julia/sys.so (unknown line) _jl_invoke at /source/src/gf.c:4138:23 [inlined] ijl_apply_generic at /source/src/gf.c:4364:12 showerror at ./errorshow.jl:164:0 (pc: 2) unknown function (ip: 0x760033b167f6) at (unknown file) _jl_invoke at /source/src/gf.c:4138:23 [inlined] ijl_apply_generic at /source/src/gf.c:4364:12 _atexit at ./initdefs.jl:543:0 (pc: 210) jfptr__atexit_0.1 at /opt/julia/lib/julia/sys.so (unknown line) _jl_invoke at /source/src/gf.c:4138:23 [inlined] ijl_apply_generic at /source/src/gf.c:4364:12 jl_apply at /source/src/julia.h:2388:12 [inlined] ijl_atexit_hook at /source/src/init.c:264:17 jl_exit_thread0_cb at /source/src/signals-unix.c:678:5 jl_fake_signal_return at /opt/julia/bin/../lib/julia/libjulia-internal.so.1.14 (unknown line) epoll_pwait at /lib/x86_64-linux-gnu/libc.so.6 (unknown line) uv__io_poll at /workspace/srcdir/libuv/src/unix/linux.c:1404:0 uv_run at /workspace/srcdir/libuv/src/unix/core.c:430:0 ijl_task_get_next at /source/src/scheduler.c:457:34 wait at ./task.jl:1246:0 (pc: 107) wait_forever at ./task.jl:1168:0 (pc: 4) jfptr_wait_forever_0.1 at /opt/julia/lib/julia/sys.so (unknown line) _jl_invoke at /source/src/gf.c:4138:23 [inlined] ijl_apply_generic at /source/src/gf.c:4364:12 jl_apply at /source/src/julia.h:2388:12 [inlined] start_task at /source/src/task.c:1275:19 PkgEval terminated after 2737.93s: test duration exceeded the time limit