Package evaluation of HOODESolver on Julia 1.10.8 (92f03a4775*) started at 2025-02-25T09:33:08.334 ################################################################################ # Set-up # Installing PkgEval dependencies (TestEnv)... Set-up completed after 5.33s ################################################################################ # Installation # Installing HOODESolver... Resolving package versions... Updating `~/.julia/environments/v1.10/Project.toml` [217528c2] + HOODESolver v0.2.8 Updating `~/.julia/environments/v1.10/Manifest.toml` [47edcb42] + ADTypes v1.13.0 [621f4979] + AbstractFFTs v1.5.0 [7d9f7c33] + Accessors v0.1.41 [79e6a3ab] + Adapt v4.2.0 [4fba245c] + ArrayInterface v7.18.0 [38540f10] + CommonSolve v0.2.4 [a33af91c] + CompositionsBase v0.1.2 [187b0558] + ConstructionBase v1.5.8 [9a962f9c] + DataAPI v1.16.0 [e2d170a0] + DataValueInterfaces v1.0.0 [ffbed154] + DocStringExtensions v0.9.3 [4e289a0a] + EnumX v1.0.4 [e2ba6199] + ExprTools v0.1.10 [55351af7] + ExproniconLite v0.10.14 [7a1cc6ca] + FFTW v1.8.1 [069b7b12] + FunctionWrappers v1.1.3 [77dc65aa] + FunctionWrappersWrappers v0.1.3 [46192b85] + GPUArraysCore v0.2.0 [c145ed77] + GenericSchur v0.5.4 [217528c2] + HOODESolver v0.2.8 [3587e190] + InverseFunctions v0.1.17 [82899510] + IteratorInterfaceExtensions v1.0.0 [692b3bcd] + JLLWrappers v1.7.0 [ae98c720] + Jieko v0.2.1 [1914dd2f] + MacroTools v0.5.15 [2e0e35c7] + Moshi v0.3.5 [bac558e1] + OrderedCollections v1.8.0 [f27b6e38] + Polynomials v4.0.17 [aea7be01] + PrecompileTools v1.2.1 [21216c6a] + Preferences v1.4.3 [3cdcf5f2] + RecipesBase v1.3.4 [731186ca] + RecursiveArrayTools v3.30.0 [189a3867] + Reexport v1.2.2 [ae029012] + Requires v1.3.0 [7e49a35a] + RuntimeGeneratedFunctions v0.5.13 [0bca4576] + SciMLBase v2.75.0 [c0aeaf25] + SciMLOperators v0.3.12 [53ae85a6] + SciMLStructures v1.6.1 [efcf1570] + Setfield v1.1.1 [1e83bf80] + StaticArraysCore v1.4.3 [2efcf032] + SymbolicIndexingInterface v0.3.38 [3783bdb8] + TableTraits v1.0.1 [bd369af6] + Tables v1.12.0 [f5851436] + FFTW_jll v3.3.10+3 [1d5cc7b8] + IntelOpenMP_jll v2025.0.4+0 [856f044c] + MKL_jll v2025.0.1+1 [1317d2d5] + oneTBB_jll v2022.0.0+0 [0dad84c5] + ArgTools v1.1.1 [56f22d72] + Artifacts [2a0f44e3] + Base64 [ade2ca70] + Dates [8ba89e20] + Distributed [f43a241f] + Downloads v1.6.0 [7b1f6079] + FileWatching [9fa8497b] + Future [b77e0a4c] + InteractiveUtils [4af54fe1] + LazyArtifacts [b27032c2] + LibCURL v0.6.4 [76f85450] + LibGit2 [8f399da3] + Libdl [37e2e46d] + LinearAlgebra [56ddb016] + Logging [d6f4376e] + Markdown [ca575930] + NetworkOptions v1.2.0 [44cfe95a] + Pkg v1.10.0 [de0858da] + Printf [3fa0cd96] + REPL [9a3f8284] + Random [ea8e919c] + SHA v0.7.0 [9e88b42a] + Serialization [6462fe0b] + Sockets [2f01184e] + SparseArrays v1.10.0 [10745b16] + Statistics v1.10.0 [fa267f1f] + TOML v1.0.3 [a4e569a6] + Tar v1.10.0 [cf7118a7] + UUIDs [4ec0a83e] + Unicode [e66e0078] + CompilerSupportLibraries_jll v1.1.1+0 [deac9b47] + LibCURL_jll v8.4.0+0 [e37daf67] + LibGit2_jll v1.6.4+0 [29816b5a] + LibSSH2_jll v1.11.0+1 [c8ffd9c3] + MbedTLS_jll v2.28.2+1 [14a3606d] + MozillaCACerts_jll v2023.1.10 [4536629a] + OpenBLAS_jll v0.3.23+4 [bea87d4a] + SuiteSparse_jll v7.2.1+1 [83775a58] + Zlib_jll v1.2.13+1 [8e850b90] + libblastrampoline_jll v5.11.0+0 [8e850ede] + nghttp2_jll v1.52.0+1 [3f19e933] + p7zip_jll v17.4.0+2 Installation completed after 8.28s ################################################################################ # Precompilation # Precompiling PkgEval dependencies... Precompiling package dependencies... Precompilation completed after 61.62s ################################################################################ # Testing # Testing HOODESolver Status `/tmp/jl_qSCdUJ/Project.toml` [497a8b3b] DoubleFloats v1.4.2 [7a1cc6ca] FFTW v1.8.1 [c145ed77] GenericSchur v0.5.4 [217528c2] HOODESolver v0.2.8 [1dea7af3] OrdinaryDiffEq v6.91.0 [91a5bcdd] Plots v1.40.9 [f27b6e38] Polynomials v4.0.17 [731186ca] RecursiveArrayTools v3.30.0 [189a3867] Reexport v1.2.2 [0bca4576] SciMLBase v2.75.0 [37e2e46d] LinearAlgebra [9a3f8284] Random [2f01184e] SparseArrays v1.10.0 [10745b16] Statistics v1.10.0 [8dfed614] Test Status `/tmp/jl_qSCdUJ/Manifest.toml` [47edcb42] ADTypes v1.13.0 [621f4979] AbstractFFTs v1.5.0 [7d9f7c33] Accessors v0.1.41 [79e6a3ab] Adapt v4.2.0 [66dad0bd] AliasTables v1.1.3 [ec485272] ArnoldiMethod v0.4.0 [4fba245c] ArrayInterface v7.18.0 [4c555306] ArrayLayouts v1.11.1 [d1d4a3ce] BitFlags v0.1.9 [62783981] BitTwiddlingConvenienceFunctions v0.1.6 [70df07ce] BracketingNonlinearSolve v1.1.0 [2a0fbf3d] CPUSummary v0.2.6 [d360d2e6] ChainRulesCore v1.25.1 [fb6a15b2] CloseOpenIntervals v0.1.13 [944b1d66] CodecZlib v0.7.8 [35d6a980] ColorSchemes v3.29.0 [3da002f7] ColorTypes v0.12.0 [c3611d14] ColorVectorSpace v0.11.0 [5ae59095] Colors v0.13.0 [38540f10] CommonSolve v0.2.4 [bbf7d656] CommonSubexpressions v0.3.1 [f70d9fcc] CommonWorldInvalidations v1.0.0 [34da2185] Compat v4.16.0 [a33af91c] CompositionsBase v0.1.2 [2569d6c7] ConcreteStructs v0.2.3 [f0e56b4a] ConcurrentUtilities v2.5.0 [187b0558] ConstructionBase v1.5.8 [d38c429a] Contour v0.6.3 [adafc99b] CpuId v0.3.1 [9a962f9c] DataAPI v1.16.0 [864edb3b] DataStructures v0.18.20 [e2d170a0] DataValueInterfaces v1.0.0 [8bb1440f] DelimitedFiles v1.9.1 [2b5f629d] DiffEqBase v6.164.1 [163ba53b] DiffResults v1.1.0 [b552c78f] DiffRules v1.15.1 [a0c0ee7d] DifferentiationInterface v0.6.42 [ffbed154] DocStringExtensions v0.9.3 [497a8b3b] DoubleFloats v1.4.2 [4e289a0a] EnumX v1.0.4 [f151be2c] EnzymeCore v0.8.8 [460bff9d] 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CompilerSupportLibraries_jll v1.1.1+0 [deac9b47] LibCURL_jll v8.4.0+0 [e37daf67] LibGit2_jll v1.6.4+0 [29816b5a] LibSSH2_jll v1.11.0+1 [c8ffd9c3] MbedTLS_jll v2.28.2+1 [14a3606d] MozillaCACerts_jll v2023.1.10 [4536629a] OpenBLAS_jll v0.3.23+4 [05823500] OpenLibm_jll v0.8.1+4 [efcefdf7] PCRE2_jll v10.42.0+1 [bea87d4a] SuiteSparse_jll v7.2.1+1 [83775a58] Zlib_jll v1.2.13+1 [8e850b90] libblastrampoline_jll v5.11.0+0 [8e850ede] nghttp2_jll v1.52.0+1 [3f19e933] p7zip_jll v17.4.0+2 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... solve function prob=HOODEProblem{Float64}(HOODESolver.HOODEFunction{true, 4}(var"#f2#1"()), [0.55, 0.12, 0.03, 0.89], (0.0, 0.1), missing, [0 0 1 0; 0 0 0 0; -1 0 0 0; 0 0 0 0], 0.002, missing), nb_tau=32, order=4, order_prep=6, dense=true, nb_t=10, getprecision=true, verbose=100 10/10 12/12 Test Summary: | Pass Total Time plot solution | 1 1 3m27.6s Test Summary: | Pass Total Time test operator | 162 162 2m02.1s Test Summary: |Time test interface type of function | None 0.0s 0.000369 seconds (108 allocations: 6.641 KiB) u0=[0.781673305551177, 0.322385231642786, 0.7613529725016436, 0.4462537560893176] solve function prob=HOODEProblem{Float64}(HOODESolver.HOODEFunction{false, 3}(var"#12#13"{Matrix{Float64}}([-0.0029511814533913494 0.041852420633349485 0.08149672821434373 0.18504857852301893; -0.6716578102450734 -0.9990878522999143 -0.6872744483442819 -0.7366720112349081; 0.9902507616979712 -0.07765947507885196 0.19502620017700445 -0.7685558373075974; 0.8202196936185426 -0.06316928959206924 0.5541678512932484 0.04961237995966217])), [0.781673305551177, 0.322385231642786, 0.7613529725016436, 0.4462537560893176], (0.0, 1.0), missing, [0 0 1 0; 0 0 0 0; -1 0 0 0; 0 0 0 0], 0.2, missing), nb_tau=32, order=4, order_prep=6, dense=true, nb_t=100, getprecision=true, verbose=100 x 100/100 x 114/114 Test Summary: | Pass Total Time test interface for interpolation | 11 11 3.1s 3.130586 seconds (3.67 M allocations: 227.197 MiB, 4.33% gc time, 88.60% compilation time: 43% of which was recompilation) solve function prob=HOODEProblem{BigFloat}(HOODESolver.HOODEFunction{false, 3}(var"#16#17"{Matrix{BigFloat}}(BigFloat[0.2876256509664982817782953428794632699848798492898295238707755018463163638567935 -0.2069369833873372078339444667586162867142518460899364696681874602308112147295253 0.5293678840182427901584551357678518320800259783185959139880710754215948288854697 0.2125526538388636683043740990381201675610354046013855526957704644943701030432473; -0.6401620746533136603631927079563501553280892802757564145156984676169051627940254 -0.7164250948617119759822765150079173496638777880132876758793058748125597806360733 -0.4663794746131438847004108029964535639228995791163676596123692687049328108708453 -0.6560095642886451949205929154530150601952772622020247484412726047802784145097381; 0.3651017050734603542183097113504553431298494992376827722202214961301657007003844 -0.4184834764260336448908228071062122096957255897554986264360088245714676966352401 -0.4667983881395365420919023468596931392155734989622764982081906821987287189345942 -0.2020823583408293207859066987006914890176795542393218469267614522276912958909479; 0.7282002288457265699828693148700962282461116812602802258911069419248458795885894 -0.2935695698134047225316022346613660271891516062165456113175307307089119274356098 -0.03365138070231322900034999947496818935106480795915740855744936576104202964779045 -0.0801285541933924810242391911626482202669793533927417666602514387035747314918256])), BigFloat[0.9709100297464537729937632204011558069308799824071737791838262908676009273115358, 0.4990280727456451269610347377763609410903347864321956111697504763958208297226868, 0.9539231300032738605733774639838588512049763473297444412012738589201163683885495, 0.3092417944976569713336427815916621723903364560732698960850795911266800005862828], (0.0, 1.0), missing, [0 0 1 0; 0 0 0 0; -1 0 0 0; 0 0 0 0], 3.450000000000000000000000000000000000000000000000000000000000000000000000000016e-07, missing), nb_tau=32, order=4, order_prep=6, dense=true, nb_t=100, getprecision=false, verbose=100 x 100/100 sol=BigFloat[-1.141801586686459330780614009460522251632747486145799583352396744511925478899234, 0.1306345471249647222227318600644710078117674420912279123465038714802158908032339, 0.4949968250330926573397005773985078917753269104665753860069136278955901603282866, 0.204993319239887727932620328724920855854977128499120143756868593419115239631641] solref=BigFloat[-1.141801586686572211997972713854006647807844479044923073834008506352191092810134, 0.1306345465332237748330370701632715571018674769706303259184539053947593655477056, 0.4949968250330752644836000463139545350190262766429549132928224180912685901918888, 0.2049933190379680841035002517604325552443498229173806247406042870236002630354572] norm=5.917409473896947899011994507098999651205975864280499660854565252555283543176151e-10 Test Summary: | Pass Total Time test interface time from 0.0 to 1.0 | 11 11 28.3s 28.691038 seconds (14.73 M allocations: 909.751 MiB, 1.44% gc time, 96.91% compilation time) solve function prob=HOODEProblem{BigFloat}(HOODESolver.HOODEFunction{false, 3}(var"#16#17"{Matrix{BigFloat}}(BigFloat[0.2876256509664982817782953428794632699848798492898295238707755018463163638567935 -0.2069369833873372078339444667586162867142518460899364696681874602308112147295253 0.5293678840182427901584551357678518320800259783185959139880710754215948288854697 0.2125526538388636683043740990381201675610354046013855526957704644943701030432473; -0.6401620746533136603631927079563501553280892802757564145156984676169051627940254 -0.7164250948617119759822765150079173496638777880132876758793058748125597806360733 -0.4663794746131438847004108029964535639228995791163676596123692687049328108708453 -0.6560095642886451949205929154530150601952772622020247484412726047802784145097381; 0.3651017050734603542183097113504553431298494992376827722202214961301657007003844 -0.4184834764260336448908228071062122096957255897554986264360088245714676966352401 -0.4667983881395365420919023468596931392155734989622764982081906821987287189345942 -0.2020823583408293207859066987006914890176795542393218469267614522276912958909479; 0.7282002288457265699828693148700962282461116812602802258911069419248458795885894 -0.2935695698134047225316022346613660271891516062165456113175307307089119274356098 -0.03365138070231322900034999947496818935106480795915740855744936576104202964779045 -0.0801285541933924810242391911626482202669793533927417666602514387035747314918256])), BigFloat[0.9709100297464537729937632204011558069308799824071737791838262908676009273115358, 0.4990280727456451269610347377763609410903347864321956111697504763958208297226868, 0.9539231300032738605733774639838588512049763473297444412012738589201163683885495, 0.3092417944976569713336427815916621723903364560732698960850795911266800005862828], (0.0, 1.456565656499999999999999999999999999999999999999999999999999999999999999999991), missing, [0 0 1 0; 0 0 0 0; -1 0 0 0; 0 0 0 0], 3.450000000000000000000000000000000000000000000000000000000000000000000000000016e-07, missing), nb_tau=32, order=4, order_prep=6, dense=true, nb_t=100, getprecision=false, verbose=100 x 100/100 sol=BigFloat[0.6085389158298589093917387666612170080594388296445428379381903769297359001535603, 0.04457065530060976385889352267974360003575053833570635054584662845580962270049403, 1.027989909934780021024457136557943945803918851962597399700541250328287944161415, 0.1865024869035165001487069049314897236224884830012101332147247125979309776136863] solref=BigFloat[0.6085389158298325588627321402253033281360852647917061577280643307731742862078047, 0.04457065275799443659366402485916823283872512813472436748643052438328104784604559, 1.027989909935508388130065283890421251483018379002845669028515290315859458907772, 0.1865024860359965712750076118396700625751853340494184720007567110191853327975489] norm=2.542615327265229497820575367197025410200981983059416104072528574854448444646497e-09 Test Summary: | Pass Total Time test interface time from 0.0 to 1.456565656499999999999999999999999999999999999999999999999999999999999999999991 | 11 11 1.4s 1.425803 seconds (8.44 M allocations: 483.984 MiB, 47.07% gc time) solve function prob=HOODEProblem{BigFloat}(HOODESolver.HOODEFunction{false, 3}(var"#16#17"{Matrix{BigFloat}}(BigFloat[0.2876256509664982817782953428794632699848798492898295238707755018463163638567935 -0.2069369833873372078339444667586162867142518460899364696681874602308112147295253 0.5293678840182427901584551357678518320800259783185959139880710754215948288854697 0.2125526538388636683043740990381201675610354046013855526957704644943701030432473; -0.6401620746533136603631927079563501553280892802757564145156984676169051627940254 -0.7164250948617119759822765150079173496638777880132876758793058748125597806360733 -0.4663794746131438847004108029964535639228995791163676596123692687049328108708453 -0.6560095642886451949205929154530150601952772622020247484412726047802784145097381; 0.3651017050734603542183097113504553431298494992376827722202214961301657007003844 -0.4184834764260336448908228071062122096957255897554986264360088245714676966352401 -0.4667983881395365420919023468596931392155734989622764982081906821987287189345942 -0.2020823583408293207859066987006914890176795542393218469267614522276912958909479; 0.7282002288457265699828693148700962282461116812602802258911069419248458795885894 -0.2935695698134047225316022346613660271891516062165456113175307307089119274356098 -0.03365138070231322900034999947496818935106480795915740855744936576104202964779045 -0.0801285541933924810242391911626482202669793533927417666602514387035747314918256])), BigFloat[0.9709100297464537729937632204011558069308799824071737791838262908676009273115358, 0.4990280727456451269610347377763609410903347864321956111697504763958208297226868, 0.9539231300032738605733774639838588512049763473297444412012738589201163683885495, 0.3092417944976569713336427815916621723903364560732698960850795911266800005862828], (2.234565999999999999999999999999999999999999999999999999999999999999999999999989, 3.457667901230000000000000000000000000000000000000000000000000000000000000000014), missing, [0 0 1 0; 0 0 0 0; -1 0 0 0; 0 0 0 0], 3.450000000000000000000000000000000000000000000000000000000000000000000000000016e-07, missing), nb_tau=32, order=4, order_prep=6, dense=true, nb_t=100, getprecision=false, verbose=100 x 100/100 sol=BigFloat[-0.7679150826149170570056901537999048904746027628460116664691734399500120391972148, 0.08437974197403601757931450663730680540340538958491730769592989860185657000544131, 0.9478139493401649353634484169213288650152239787927047691664647140287526196655639, 0.1944352159486279368394703775659713070051599287715033033124486775591132656237032] solref=BigFloat[-0.7679150826152121306942167068818655396292655784373174799474183563494099647310253, 0.08437974065645908310789469503819902205841510549986704961116574909447163577168809, 0.9478139493402630141479383801280721612128225783769902838575854957845407029819117, 0.1944352154990537479502549271041203650196860956477842698849013091467885977968188] norm=1.317576934471419811599107783344990284085050258084764149507384934233753215064377e-09 Test Summary: | Pass Total Time test interface time from 2.234565999999999999999999999999999999999999999999999999999999999999999999999989 to 3.457667901230000000000000000000000000000000000000000000000000000000000000000014 | 11 11 0.8s 0.842362 seconds (8.43 M allocations: 483.650 MiB, 13.58% gc time) solve function prob=HOODEProblem{BigFloat}(HOODESolver.HOODEFunction{false, 3}(var"#16#17"{Matrix{BigFloat}}(BigFloat[0.2876256509664982817782953428794632699848798492898295238707755018463163638567935 -0.2069369833873372078339444667586162867142518460899364696681874602308112147295253 0.5293678840182427901584551357678518320800259783185959139880710754215948288854697 0.2125526538388636683043740990381201675610354046013855526957704644943701030432473; -0.6401620746533136603631927079563501553280892802757564145156984676169051627940254 -0.7164250948617119759822765150079173496638777880132876758793058748125597806360733 -0.4663794746131438847004108029964535639228995791163676596123692687049328108708453 -0.6560095642886451949205929154530150601952772622020247484412726047802784145097381; 0.3651017050734603542183097113504553431298494992376827722202214961301657007003844 -0.4184834764260336448908228071062122096957255897554986264360088245714676966352401 -0.4667983881395365420919023468596931392155734989622764982081906821987287189345942 -0.2020823583408293207859066987006914890176795542393218469267614522276912958909479; 0.7282002288457265699828693148700962282461116812602802258911069419248458795885894 -0.2935695698134047225316022346613660271891516062165456113175307307089119274356098 -0.03365138070231322900034999947496818935106480795915740855744936576104202964779045 -0.0801285541933924810242391911626482202669793533927417666602514387035747314918256])), BigFloat[0.9709100297464537729937632204011558069308799824071737791838262908676009273115358, 0.4990280727456451269610347377763609410903347864321956111697504763958208297226868, 0.9539231300032738605733774639838588512049763473297444412012738589201163683885495, 0.3092417944976569713336427815916621723903364560732698960850795911266800005862828], (-0.845767600000000000000000000000000000000000000000000000000000000000000000000004, 0.5671599999999999999999999999999999999999999999999999999999999999999999999999991), missing, [0 0 1 0; 0 0 0 0; -1 0 0 0; 0 0 0 0], 3.450000000000000000000000000000000000000000000000000000000000000000000000000016e-07, missing), nb_tau=32, order=4, order_prep=6, dense=true, nb_t=100, getprecision=false, verbose=100 x 100/100 sol=BigFloat[0.2547379986609430899059399450993615007099291246141624640432752160828750636454798, 0.05142765527817641300580149972516521129089371245688984296605465045415940338136419, 1.171918581378767686332504554197062092373063020836785000202786351685042310848904, 0.1877714206803709383846888037119500929232562929930438403725105136700116474838333] solref=BigFloat[0.2547379986607288691617184669375485133795307173184081285565398422642254996575861, 0.05142765300429141659466690927346216233129110234572253625749886753085903471341509, 1.171918581379350307631715448426702975330501408635623353557678599849271686041134, 0.1877714199045278745146813487638243713088132352516982565131539726355735197947126] norm=2.273884996411134590451703048959602610111167306708555782923300368667949099669221e-09 Test Summary: | Pass Total Time test interface time from -0.845767600000000000000000000000000000000000000000000000000000000000000000000004 to 0.5671599999999999999999999999999999999999999999999999999999999999999999999999991 | 11 11 0.8s 0.820574 seconds (8.44 M allocations: 484.413 MiB, 13.34% gc time) solve function prob=HOODEProblem{BigFloat}(HOODESolver.HOODEFunction{false, 3}(var"#16#17"{Matrix{BigFloat}}(BigFloat[0.2876256509664982817782953428794632699848798492898295238707755018463163638567935 -0.2069369833873372078339444667586162867142518460899364696681874602308112147295253 0.5293678840182427901584551357678518320800259783185959139880710754215948288854697 0.2125526538388636683043740990381201675610354046013855526957704644943701030432473; -0.6401620746533136603631927079563501553280892802757564145156984676169051627940254 -0.7164250948617119759822765150079173496638777880132876758793058748125597806360733 -0.4663794746131438847004108029964535639228995791163676596123692687049328108708453 -0.6560095642886451949205929154530150601952772622020247484412726047802784145097381; 0.3651017050734603542183097113504553431298494992376827722202214961301657007003844 -0.4184834764260336448908228071062122096957255897554986264360088245714676966352401 -0.4667983881395365420919023468596931392155734989622764982081906821987287189345942 -0.2020823583408293207859066987006914890176795542393218469267614522276912958909479; 0.7282002288457265699828693148700962282461116812602802258911069419248458795885894 -0.2935695698134047225316022346613660271891516062165456113175307307089119274356098 -0.03365138070231322900034999947496818935106480795915740855744936576104202964779045 -0.0801285541933924810242391911626482202669793533927417666602514387035747314918256])), BigFloat[0.9709100297464537729937632204011558069308799824071737791838262908676009273115358, 0.4990280727456451269610347377763609410903347864321956111697504763958208297226868, 0.9539231300032738605733774639838588512049763473297444412012738589201163683885495, 0.3092417944976569713336427815916621723903364560732698960850795911266800005862828], (-1.811145767599999999999999999999999999999999999999999999999999999999999999999998, -0.3454567159999999999999999999999999999999999999999999999999999999999999999999995), missing, [0 0 1 0; 0 0 0 0; -1 0 0 0; 0 0 0 0], 3.450000000000000000000000000000000000000000000000000000000000000000000000000016e-07, missing), nb_tau=32, order=4, order_prep=6, dense=true, nb_t=100, getprecision=false, verbose=100 x 100/100 sol=BigFloat[-0.8294153891266501850822013157878928593305219927598495521232194308538698382815631, 0.04316865054268664443190934456921219004362312388790162638187100979779277533833667, 0.8583837074414654073657560293787491591315311946046446840462376352370570400918149, 0.1862488019495660626660087121517597359186307256760636747735485751137355190899597] solref=BigFloat[-0.8294153891273781587860824618085500364562391321991387041987960186473257630183417, 0.04316864794149063344951660746711744132646354157180482431011641803214801396888074, 0.8583837074416340610187714858953117190979609344215442274675942898407342145118442, 0.1862488010620639624185968166993860681200062200400246765486250042699071338747343] norm=2.601196010982392737102094748717159582316096802071754591765644761369455927455105e-09 Test Summary: | Pass Total Time test interface time from -1.811145767599999999999999999999999999999999999999999999999999999999999999999998 to -0.3454567159999999999999999999999999999999999999999999999999999999999999999999995 | 11 11 0.8s 0.838672 seconds (8.43 M allocations: 483.813 MiB, 14.86% gc time) solve function prob=HOODEProblem{BigFloat}(HOODESolver.HOODEFunction{false, 3}(var"#16#17"{Matrix{BigFloat}}(BigFloat[0.2876256509664982817782953428794632699848798492898295238707755018463163638567935 -0.2069369833873372078339444667586162867142518460899364696681874602308112147295253 0.5293678840182427901584551357678518320800259783185959139880710754215948288854697 0.2125526538388636683043740990381201675610354046013855526957704644943701030432473; -0.6401620746533136603631927079563501553280892802757564145156984676169051627940254 -0.7164250948617119759822765150079173496638777880132876758793058748125597806360733 -0.4663794746131438847004108029964535639228995791163676596123692687049328108708453 -0.6560095642886451949205929154530150601952772622020247484412726047802784145097381; 0.3651017050734603542183097113504553431298494992376827722202214961301657007003844 -0.4184834764260336448908228071062122096957255897554986264360088245714676966352401 -0.4667983881395365420919023468596931392155734989622764982081906821987287189345942 -0.2020823583408293207859066987006914890176795542393218469267614522276912958909479; 0.7282002288457265699828693148700962282461116812602802258911069419248458795885894 -0.2935695698134047225316022346613660271891516062165456113175307307089119274356098 -0.03365138070231322900034999947496818935106480795915740855744936576104202964779045 -0.0801285541933924810242391911626482202669793533927417666602514387035747314918256])), BigFloat[0.9709100297464537729937632204011558069308799824071737791838262908676009273115358, 0.4990280727456451269610347377763609410903347864321956111697504763958208297226868, 0.9539231300032738605733774639838588512049763473297444412012738589201163683885495, 0.3092417944976569713336427815916621723903364560732698960850795911266800005862828], (1.845767600000000000000000000000000000000000000000000000000000000000000000000004, 0.5671599999999999999999999999999999999999999999999999999999999999999999999999991), missing, [0 0 1 0; 0 0 0 0; -1 0 0 0; 0 0 0 0], 3.450000000000000000000000000000000000000000000000000000000000000000000000000016e-07, missing), nb_tau=32, order=4, order_prep=6, dense=true, nb_t=100, getprecision=false, verbose=100 x 100/100 sol=BigFloat[-0.425917928629329919293199628094585349636887766599959362533184127052105232029604, 1.870443116578367310424424975344848636582459249125881561249112829306272216946484, -1.465675309899966927608037708297660380817362555216566977543792009621886997616588, 0.753961366799949952565511030778050422979714219743965415328498033126287695931537] solref=BigFloat[-0.4259179286294694509138539576368145251404344548224251717877971669835341115155239, 1.87044313323808270041757982699855405621592365689534528003576493336354888257873, -1.465675309899502339029624151115302768814210455717768310976261520584003637338771, 0.7539613724856160608335306444645619464478188615202883038647865186906928440241169] norm=1.665971538999315485165370541963346440776946371878665210405727666563224540259422e-08 Test Summary: | Pass Total Time test interface time from 1.845767600000000000000000000000000000000000000000000000000000000000000000000004 to 0.5671599999999999999999999999999999999999999999999999999999999999999999999999991 | 11 11 0.8s 0.790685 seconds (8.44 M allocations: 484.166 MiB, 13.66% gc time) solve function prob=HOODEProblem{BigFloat}(HOODESolver.HOODEFunction{false, 3}(var"#16#17"{Matrix{BigFloat}}(BigFloat[0.2876256509664982817782953428794632699848798492898295238707755018463163638567935 -0.2069369833873372078339444667586162867142518460899364696681874602308112147295253 0.5293678840182427901584551357678518320800259783185959139880710754215948288854697 0.2125526538388636683043740990381201675610354046013855526957704644943701030432473; -0.6401620746533136603631927079563501553280892802757564145156984676169051627940254 -0.7164250948617119759822765150079173496638777880132876758793058748125597806360733 -0.4663794746131438847004108029964535639228995791163676596123692687049328108708453 -0.6560095642886451949205929154530150601952772622020247484412726047802784145097381; 0.3651017050734603542183097113504553431298494992376827722202214961301657007003844 -0.4184834764260336448908228071062122096957255897554986264360088245714676966352401 -0.4667983881395365420919023468596931392155734989622764982081906821987287189345942 -0.2020823583408293207859066987006914890176795542393218469267614522276912958909479; 0.7282002288457265699828693148700962282461116812602802258911069419248458795885894 -0.2935695698134047225316022346613660271891516062165456113175307307089119274356098 -0.03365138070231322900034999947496818935106480795915740855744936576104202964779045 -0.0801285541933924810242391911626482202669793533927417666602514387035747314918256])), BigFloat[0.9709100297464537729937632204011558069308799824071737791838262908676009273115358, 0.4990280727456451269610347377763609410903347864321956111697504763958208297226868, 0.9539231300032738605733774639838588512049763473297444412012738589201163683885495, 0.3092417944976569713336427815916621723903364560732698960850795911266800005862828], (-0.845767600000000000000000000000000000000000000000000000000000000000000000000004, -1.567159999999999999999999999999999999999999999999999999999999999999999999999999), missing, [0 0 1 0; 0 0 0 0; -1 0 0 0; 0 0 0 0], 3.450000000000000000000000000000000000000000000000000000000000000000000000000016e-07, missing), nb_tau=32, order=4, order_prep=6, dense=true, nb_t=100, getprecision=false, verbose=100 x 100/100 sol=BigFloat[1.270631085246533981342935290688104753557172088941689003897327473817715109992246, 1.073261726313962495271957272925526144714570027465391717298214513463312036288237, -0.7026786926726369989293908800258574674715397776809735221742474699785793117554816, 0.4915348184789312070435252429215009755965909365027980870256116941554959867742928] solref=BigFloat[1.270631085246507335022100872143744417503675925875911314544800373235860912904449, 1.073261726882648838140835606956648107100312652850144719251614880588162236800526, -0.702678692672637868908429022859266138509009239741500402925888226828684985122721, 0.4915348186730112139092925239853319449432908547225123989536909201443887115899333] norm=5.686863428688783340311219623857426253847530019534003671248502005122896139844728e-10 Test Summary: | Pass Total Time test interface time from -0.845767600000000000000000000000000000000000000000000000000000000000000000000004 to -1.567159999999999999999999999999999999999999999999999999999999999999999999999999 | 11 11 0.8s 0.800948 seconds (8.43 M allocations: 483.491 MiB, 15.72% gc time) solve function prob=HOODEProblem{BigFloat}(HOODESolver.HOODEFunction{false, 3}(var"#16#17"{Matrix{BigFloat}}(BigFloat[0.2876256509664982817782953428794632699848798492898295238707755018463163638567935 -0.2069369833873372078339444667586162867142518460899364696681874602308112147295253 0.5293678840182427901584551357678518320800259783185959139880710754215948288854697 0.2125526538388636683043740990381201675610354046013855526957704644943701030432473; -0.6401620746533136603631927079563501553280892802757564145156984676169051627940254 -0.7164250948617119759822765150079173496638777880132876758793058748125597806360733 -0.4663794746131438847004108029964535639228995791163676596123692687049328108708453 -0.6560095642886451949205929154530150601952772622020247484412726047802784145097381; 0.3651017050734603542183097113504553431298494992376827722202214961301657007003844 -0.4184834764260336448908228071062122096957255897554986264360088245714676966352401 -0.4667983881395365420919023468596931392155734989622764982081906821987287189345942 -0.2020823583408293207859066987006914890176795542393218469267614522276912958909479; 0.7282002288457265699828693148700962282461116812602802258911069419248458795885894 -0.2935695698134047225316022346613660271891516062165456113175307307089119274356098 -0.03365138070231322900034999947496818935106480795915740855744936576104202964779045 -0.0801285541933924810242391911626482202669793533927417666602514387035747314918256])), BigFloat[0.9709100297464537729937632204011558069308799824071737791838262908676009273115358, 0.4990280727456451269610347377763609410903347864321956111697504763958208297226868, 0.9539231300032738605733774639838588512049763473297444412012738589201163683885495, 0.3092417944976569713336427815916621723903364560732698960850795911266800005862828], (-0.8457226760000000000000000000000000000000000000000000000000000000000000000000035, -0.5671599999999999999999999999999999999999999999999999999999999999999999999999991), missing, [0 0 1 0; 0 0 0 0; -1 0 0 0; 0 0 0 0], 3.450000000000000000000000000000000000000000000000000000000000000000000000000016e-07, missing), nb_tau=32, order=4, order_prep=6, dense=true, nb_t=100, getprecision=false, verbose=100 x 100/100 sol=BigFloat[1.275279297400355106732729977709989766916615931720250865682038741653586040042791, 0.3612233967721996581818008905237351310579748444180172355030191614590910814751887, -0.3689199164895599003591947148472711878472481338437710043275159792316071545125595, 0.2678877697623312173095957661580922204805402514944552562105889755304822382884716] solref=BigFloat[1.275279297400355293709657574896682479948524220545873806133469716315040044736855, 0.3612233967702645186098115713470478355845994788896863783528627625044480961587415, -0.3689199164895598378875335958391472678528198774514117168691706227197084358950887, 0.2678877697616708316673211336787905860670718158904792926997936922939298567010053] norm=1.935139571989319176687295473375365528330857150156398954642985316447160566653449e-12 Test Summary: | Pass Total Time test interface time from -0.8457226760000000000000000000000000000000000000000000000000000000000000000000035 to -0.5671599999999999999999999999999999999999999999999999999999999999999999999999991 | 11 11 0.8s 0.842046 seconds (8.39 M allocations: 481.239 MiB, 14.44% gc time) solve function prob=HOODEProblem{BigFloat}(HOODESolver.HOODEFunction{false, 3}(var"#18#19"{Matrix{BigFloat}}(BigFloat[-0.4664519805702410894910417528012548519912285612123239078969909399975099086161584 -0.584095941975914642603023625321320818713463930342355989008930577319757798480856 -0.04279114956795058709695775184358017642492436679426549066371497930057904380428394 0.01604411966590603035387373232293946535976555921789344559174226571079260793481189; 0.1479845754881983501614612597905889624094498958420845071876155316348659454015855 -0.06628465186462749760120714078177787256153812355226727020594907119260378527772825 -0.9490693295811843001934472837670150545347688387046050506128716963523605651815763 0.2873018780778574674034171742066784444576642367376260426889639749279664911117381; 0.08066939373453594867272616086530069776182373880406607155397211675072579567004492 -0.3609380553805063360677013800687362094902547507112745596381018112016763321416878 -0.04541748493861005746160591574406208808506102114859490320399780523663015303308886 -0.4469450049848182869385016550839857454081248799628801507973271043823939393366945; -0.6759601286012356156119400982582128162200182935571297033024563531371114223025962 0.3473464573805330582305412965110467067124757426923646603454155285039398362485307 -0.7238149249206240082802928117595858926873997510885962798725257763459932370860838 0.690790706118179915643861048110488161348116395423949638995299532126622659268872])), BigFloat[0.5048549724362165153321046718493186531544583302568504061436353868859930325127586, 0.4128342373925438567333696121927928512158632612387620751878267609942307200630579, 0.1552134867613301046678930665797647846770645099681689660190087598533600046298259, -0.8093873871236251141499839961716943814157478905448210788067467861171542766009316], (0.0, 1.0), (BigFloat[0.1618554216593494295323319614106112965605831984995044715282401601805782297842183, 0.5430643408778455928779969262483386117742008124528018765260853383014496974386588, 0.6924735417449174303374187144551783920123500893725873027016804266792591180231793, 0.249274665733484317967484517929059404958685979877575860548965198381128391662233], BigFloat[-0.02387915390930023381173143193895576581277947792140653343924974635350672847734823, 0.6226675018752099203341884969478723508597868109807821440297904673507053805991975, 0.3320277486747451824961386823373944183659352226618145935640651372489466405298756, 0.4315376298929504373536529706340141260035008290206216161593415611032711023666353]), [0 0 1 0; 0 0 0 0; -1 0 0 0; 0 0 0 0], 3.467000000000000000000000000000000000000000000000000000000000000000000000000003e-06, BigFloat[-0.4664519805702410894910417528012548519912285612123239078969909399975099086161584 -0.584095941975914642603023625321320818713463930342355989008930577319757798480856 -0.04279114956795058709695775184358017642492436679426549066371497930057904380428394 0.01604411966590603035387373232293946535976555921789344559174226571079260793481189; 0.1479845754881983501614612597905889624094498958420845071876155316348659454015855 -0.06628465186462749760120714078177787256153812355226727020594907119260378527772825 -0.9490693295811843001934472837670150545347688387046050506128716963523605651815763 0.2873018780778574674034171742066784444576642367376260426889639749279664911117381; 0.08066939373453594867272616086530069776182373880406607155397211675072579567004492 -0.3609380553805063360677013800687362094902547507112745596381018112016763321416878 -0.04541748493861005746160591574406208808506102114859490320399780523663015303308886 -0.4469450049848182869385016550839857454081248799628801507973271043823939393366945; -0.6759601286012356156119400982582128162200182935571297033024563531371114223025962 0.3473464573805330582305412965110467067124757426923646603454155285039398362485307 -0.7238149249206240082802928117595858926873997510885962798725257763459932370860838 0.690790706118179915643861048110488161348116395423949638995299532126622659268872]), nb_tau=32, order=4, order_prep=6, dense=true, nb_t=100, getprecision=false, verbose=100 x 100/100 sol=BigFloat[-0.3176124516172998275804799604737524549251335015234251361975173795396761365544426, 1.056102556805650385766524058939092141899771407940919912156701501065203386682314, 0.2575406154245799812736632542326827239406327179657109080939360233970971411373245, -0.5090351984542105012410036484371812007946532739912529139957003247019782853404785] solref=BigFloat[-0.3176124516178061155042860967052109906928287131850242867507630263245268516886605, 1.05610255749600799858046818515909322379376219847338367973962944611667009962621, 0.2575406154229019782026688680717698770564787260748131014359834925798701589108754, -0.5090351963391352455334322478830371579224347907149901731289289284254615854927439] norm=2.115075255707571400554144042872218483276262740866771396276516699847734620911375e-09 Test Summary: | Pass Total Time test interface time time from 0.0 to 1.0 | 11 11 2.9s 2.862809 seconds (9.86 M allocations: 570.607 MiB, 7.70% gc time, 63.08% compilation time) solve function prob=HOODEProblem{BigFloat}(HOODESolver.HOODEFunction{false, 3}(var"#18#19"{Matrix{BigFloat}}(BigFloat[-0.4664519805702410894910417528012548519912285612123239078969909399975099086161584 -0.584095941975914642603023625321320818713463930342355989008930577319757798480856 -0.04279114956795058709695775184358017642492436679426549066371497930057904380428394 0.01604411966590603035387373232293946535976555921789344559174226571079260793481189; 0.1479845754881983501614612597905889624094498958420845071876155316348659454015855 -0.06628465186462749760120714078177787256153812355226727020594907119260378527772825 -0.9490693295811843001934472837670150545347688387046050506128716963523605651815763 0.2873018780778574674034171742066784444576642367376260426889639749279664911117381; 0.08066939373453594867272616086530069776182373880406607155397211675072579567004492 -0.3609380553805063360677013800687362094902547507112745596381018112016763321416878 -0.04541748493861005746160591574406208808506102114859490320399780523663015303308886 -0.4469450049848182869385016550839857454081248799628801507973271043823939393366945; -0.6759601286012356156119400982582128162200182935571297033024563531371114223025962 0.3473464573805330582305412965110467067124757426923646603454155285039398362485307 -0.7238149249206240082802928117595858926873997510885962798725257763459932370860838 0.690790706118179915643861048110488161348116395423949638995299532126622659268872])), BigFloat[0.5048549724362165153321046718493186531544583302568504061436353868859930325127586, 0.4128342373925438567333696121927928512158632612387620751878267609942307200630579, 0.1552134867613301046678930665797647846770645099681689660190087598533600046298259, -0.8093873871236251141499839961716943814157478905448210788067467861171542766009316], (0.0, 1.456565656499999999999999999999999999999999999999999999999999999999999999999991), (BigFloat[0.1618554216593494295323319614106112965605831984995044715282401601805782297842183, 0.5430643408778455928779969262483386117742008124528018765260853383014496974386588, 0.6924735417449174303374187144551783920123500893725873027016804266792591180231793, 0.249274665733484317967484517929059404958685979877575860548965198381128391662233], BigFloat[-0.02387915390930023381173143193895576581277947792140653343924974635350672847734823, 0.6226675018752099203341884969478723508597868109807821440297904673507053805991975, 0.3320277486747451824961386823373944183659352226618145935640651372489466405298756, 0.4315376298929504373536529706340141260035008290206216161593415611032711023666353]), [0 0 1 0; 0 0 0 0; -1 0 0 0; 0 0 0 0], 3.467000000000000000000000000000000000000000000000000000000000000000000000000003e-06, BigFloat[-0.4664519805702410894910417528012548519912285612123239078969909399975099086161584 -0.584095941975914642603023625321320818713463930342355989008930577319757798480856 -0.04279114956795058709695775184358017642492436679426549066371497930057904380428394 0.01604411966590603035387373232293946535976555921789344559174226571079260793481189; 0.1479845754881983501614612597905889624094498958420845071876155316348659454015855 -0.06628465186462749760120714078177787256153812355226727020594907119260378527772825 -0.9490693295811843001934472837670150545347688387046050506128716963523605651815763 0.2873018780778574674034171742066784444576642367376260426889639749279664911117381; 0.08066939373453594867272616086530069776182373880406607155397211675072579567004492 -0.3609380553805063360677013800687362094902547507112745596381018112016763321416878 -0.04541748493861005746160591574406208808506102114859490320399780523663015303308886 -0.4469450049848182869385016550839857454081248799628801507973271043823939393366945; -0.6759601286012356156119400982582128162200182935571297033024563531371114223025962 0.3473464573805330582305412965110467067124757426923646603454155285039398362485307 -0.7238149249206240082802928117595858926873997510885962798725257763459932370860838 0.690790706118179915643861048110488161348116395423949638995299532126622659268872]), nb_tau=32, order=4, order_prep=6, dense=true, nb_t=100, getprecision=false, verbose=100 x 100/100 sol=BigFloat[-0.3427930984073422435460478899762915956835852196830298795280750223774241522026245, 1.565108798798386828658906155895937362114422758084444511619056012385758905584062, 0.1218665777042820353365838831481409245356036330506562218717153408187286702584233, -0.06395521867809288197407350815116798487072685820759785151510054641461128831755665] solref=BigFloat[-0.3427930984069510224441792783249461915397764211189268321582024273133985741955556, 1.565108805318674647404176965384634714353319919292349047291998947940215937982694, 0.1218665776937636963368129818295972498279675052310891553802799084702693500197369, -0.06395519877257797437075172461273873633297628178221608998070485293079262559242859] norm=1.990551490760332178353842924853775057642538176153439569348381866272512805309088e-08 Test Summary: | Pass Total Time test interface time time from 0.0 to 1.456565656499999999999999999999999999999999999999999999999999999999999999999991 | 11 11 1.0s 1.033589 seconds (9.20 M allocations: 525.652 MiB, 16.00% gc time) solve function prob=HOODEProblem{BigFloat}(HOODESolver.HOODEFunction{false, 3}(var"#18#19"{Matrix{BigFloat}}(BigFloat[-0.4664519805702410894910417528012548519912285612123239078969909399975099086161584 -0.584095941975914642603023625321320818713463930342355989008930577319757798480856 -0.04279114956795058709695775184358017642492436679426549066371497930057904380428394 0.01604411966590603035387373232293946535976555921789344559174226571079260793481189; 0.1479845754881983501614612597905889624094498958420845071876155316348659454015855 -0.06628465186462749760120714078177787256153812355226727020594907119260378527772825 -0.9490693295811843001934472837670150545347688387046050506128716963523605651815763 0.2873018780778574674034171742066784444576642367376260426889639749279664911117381; 0.08066939373453594867272616086530069776182373880406607155397211675072579567004492 -0.3609380553805063360677013800687362094902547507112745596381018112016763321416878 -0.04541748493861005746160591574406208808506102114859490320399780523663015303308886 -0.4469450049848182869385016550839857454081248799628801507973271043823939393366945; -0.6759601286012356156119400982582128162200182935571297033024563531371114223025962 0.3473464573805330582305412965110467067124757426923646603454155285039398362485307 -0.7238149249206240082802928117595858926873997510885962798725257763459932370860838 0.690790706118179915643861048110488161348116395423949638995299532126622659268872])), BigFloat[0.5048549724362165153321046718493186531544583302568504061436353868859930325127586, 0.4128342373925438567333696121927928512158632612387620751878267609942307200630579, 0.1552134867613301046678930665797647846770645099681689660190087598533600046298259, -0.8093873871236251141499839961716943814157478905448210788067467861171542766009316], (11.23456599999999999999999999999999999999999999999999999999999999999999999999999, 12.45766790122999999999999999999999999999999999999999999999999999999999999999994), (BigFloat[0.1618554216593494295323319614106112965605831984995044715282401601805782297842183, 0.5430643408778455928779969262483386117742008124528018765260853383014496974386588, 0.6924735417449174303374187144551783920123500893725873027016804266792591180231793, 0.249274665733484317967484517929059404958685979877575860548965198381128391662233], BigFloat[-0.02387915390930023381173143193895576581277947792140653343924974635350672847734823, 0.6226675018752099203341884969478723508597868109807821440297904673507053805991975, 0.3320277486747451824961386823373944183659352226618145935640651372489466405298756, 0.4315376298929504373536529706340141260035008290206216161593415611032711023666353]), [0 0 1 0; 0 0 0 0; -1 0 0 0; 0 0 0 0], 3.467000000000000000000000000000000000000000000000000000000000000000000000000003e-06, BigFloat[-0.4664519805702410894910417528012548519912285612123239078969909399975099086161584 -0.584095941975914642603023625321320818713463930342355989008930577319757798480856 -0.04279114956795058709695775184358017642492436679426549066371497930057904380428394 0.01604411966590603035387373232293946535976555921789344559174226571079260793481189; 0.1479845754881983501614612597905889624094498958420845071876155316348659454015855 -0.06628465186462749760120714078177787256153812355226727020594907119260378527772825 -0.9490693295811843001934472837670150545347688387046050506128716963523605651815763 0.2873018780778574674034171742066784444576642367376260426889639749279664911117381; 0.08066939373453594867272616086530069776182373880406607155397211675072579567004492 -0.3609380553805063360677013800687362094902547507112745596381018112016763321416878 -0.04541748493861005746160591574406208808506102114859490320399780523663015303308886 -0.4469450049848182869385016550839857454081248799628801507973271043823939393366945; -0.6759601286012356156119400982582128162200182935571297033024563531371114223025962 0.3473464573805330582305412965110467067124757426923646603454155285039398362485307 -0.7238149249206240082802928117595858926873997510885962798725257763459932370860838 0.690790706118179915643861048110488161348116395423949638995299532126622659268872]), nb_tau=32, order=4, order_prep=6, dense=true, nb_t=100, getprecision=false, verbose=100 x 100/100 sol=BigFloat[0.005972619154010252826126743877248440186333225589123081108099993238612682644771143, 9.483252379839256338204866220488213079352194174434188496074592276596534097895572, -0.3861384963915255923228081654087110575581078046599005078191183989854899552768894, 7.30723202570835068291130736496622451487913054790133953396461967481561618759945] solref=BigFloat[0.005972619158171754490544776976016561778779602629349358880171820985908595992845569, 9.483252398249001771604370095968060118089370354132894492309223190879604733225444, -0.3861384963895380844336835902219617558580206998059454072712203867977073975614484, 7.307232081483721014342501172275614546719392619077198982303971952475780204161942] norm=5.577537033143119380730939003184026207117585944833935227766016401656249201214698e-08 Test Summary: | Pass Total Time test interface time time from 11.23456599999999999999999999999999999999999999999999999999999999999999999999999 to 12.45766790122999999999999999999999999999999999999999999999999999999999999999994 | 11 11 1.1s 1.055499 seconds (9.91 M allocations: 563.790 MiB, 14.60% gc time) solve function prob=HOODEProblem{BigFloat}(HOODESolver.HOODEFunction{false, 3}(var"#18#19"{Matrix{BigFloat}}(BigFloat[-0.4664519805702410894910417528012548519912285612123239078969909399975099086161584 -0.584095941975914642603023625321320818713463930342355989008930577319757798480856 -0.04279114956795058709695775184358017642492436679426549066371497930057904380428394 0.01604411966590603035387373232293946535976555921789344559174226571079260793481189; 0.1479845754881983501614612597905889624094498958420845071876155316348659454015855 -0.06628465186462749760120714078177787256153812355226727020594907119260378527772825 -0.9490693295811843001934472837670150545347688387046050506128716963523605651815763 0.2873018780778574674034171742066784444576642367376260426889639749279664911117381; 0.08066939373453594867272616086530069776182373880406607155397211675072579567004492 -0.3609380553805063360677013800687362094902547507112745596381018112016763321416878 -0.04541748493861005746160591574406208808506102114859490320399780523663015303308886 -0.4469450049848182869385016550839857454081248799628801507973271043823939393366945; -0.6759601286012356156119400982582128162200182935571297033024563531371114223025962 0.3473464573805330582305412965110467067124757426923646603454155285039398362485307 -0.7238149249206240082802928117595858926873997510885962798725257763459932370860838 0.690790706118179915643861048110488161348116395423949638995299532126622659268872])), BigFloat[0.5048549724362165153321046718493186531544583302568504061436353868859930325127586, 0.4128342373925438567333696121927928512158632612387620751878267609942307200630579, 0.1552134867613301046678930665797647846770645099681689660190087598533600046298259, -0.8093873871236251141499839961716943814157478905448210788067467861171542766009316], (-0.845767600000000000000000000000000000000000000000000000000000000000000000000004, 0.5671599999999999999999999999999999999999999999999999999999999999999999999999991), (BigFloat[0.1618554216593494295323319614106112965605831984995044715282401601805782297842183, 0.5430643408778455928779969262483386117742008124528018765260853383014496974386588, 0.6924735417449174303374187144551783920123500893725873027016804266792591180231793, 0.249274665733484317967484517929059404958685979877575860548965198381128391662233], BigFloat[-0.02387915390930023381173143193895576581277947792140653343924974635350672847734823, 0.6226675018752099203341884969478723508597868109807821440297904673507053805991975, 0.3320277486747451824961386823373944183659352226618145935640651372489466405298756, 0.4315376298929504373536529706340141260035008290206216161593415611032711023666353]), [0 0 1 0; 0 0 0 0; -1 0 0 0; 0 0 0 0], 3.467000000000000000000000000000000000000000000000000000000000000000000000000003e-06, BigFloat[-0.4664519805702410894910417528012548519912285612123239078969909399975099086161584 -0.584095941975914642603023625321320818713463930342355989008930577319757798480856 -0.04279114956795058709695775184358017642492436679426549066371497930057904380428394 0.01604411966590603035387373232293946535976555921789344559174226571079260793481189; 0.1479845754881983501614612597905889624094498958420845071876155316348659454015855 -0.06628465186462749760120714078177787256153812355226727020594907119260378527772825 -0.9490693295811843001934472837670150545347688387046050506128716963523605651815763 0.2873018780778574674034171742066784444576642367376260426889639749279664911117381; 0.08066939373453594867272616086530069776182373880406607155397211675072579567004492 -0.3609380553805063360677013800687362094902547507112745596381018112016763321416878 -0.04541748493861005746160591574406208808506102114859490320399780523663015303308886 -0.4469450049848182869385016550839857454081248799628801507973271043823939393366945; -0.6759601286012356156119400982582128162200182935571297033024563531371114223025962 0.3473464573805330582305412965110467067124757426923646603454155285039398362485307 -0.7238149249206240082802928117595858926873997510885962798725257763459932370860838 0.690790706118179915643861048110488161348116395423949638995299532126622659268872]), nb_tau=32, order=4, order_prep=6, dense=true, nb_t=100, getprecision=false, verbose=100 x 100/100 sol=BigFloat[-0.158221592143169593841863965177656685244187164782522613597038269090790223490163, 0.7778075746024095668660531909007933271334818357947920473174862847918439666387227, -0.3321367428025011809009597691197549867407621725672392993042499942632140860991087, -0.8642014432690329744781911635920357485029893208217107092190483534733766982891787] solref=BigFloat[-0.1582215921340518903354673483079356529472879292923981192473702343164406818160362, 0.7778075771046890359182698407644559292772144276003980994637065197892792968622305, -0.3321367428030202545837575338732321160810744634535763296051246737030163546875681, -0.8642014355503518606081633542666947306310099026140082571108182416211561251964999] norm=7.718681113870027809325341017871979418207702452108230111852220573092678827982875e-09 Test Summary: | Pass Total Time test interface time time from -0.845767600000000000000000000000000000000000000000000000000000000000000000000004 to 0.5671599999999999999999999999999999999999999999999999999999999999999999999999991 | 11 11 1.5s 1.527088 seconds (9.84 M allocations: 559.817 MiB, 41.38% gc time) solve function prob=HOODEProblem{BigFloat}(HOODESolver.HOODEFunction{false, 3}(var"#18#19"{Matrix{BigFloat}}(BigFloat[-0.4664519805702410894910417528012548519912285612123239078969909399975099086161584 -0.584095941975914642603023625321320818713463930342355989008930577319757798480856 -0.04279114956795058709695775184358017642492436679426549066371497930057904380428394 0.01604411966590603035387373232293946535976555921789344559174226571079260793481189; 0.1479845754881983501614612597905889624094498958420845071876155316348659454015855 -0.06628465186462749760120714078177787256153812355226727020594907119260378527772825 -0.9490693295811843001934472837670150545347688387046050506128716963523605651815763 0.2873018780778574674034171742066784444576642367376260426889639749279664911117381; 0.08066939373453594867272616086530069776182373880406607155397211675072579567004492 -0.3609380553805063360677013800687362094902547507112745596381018112016763321416878 -0.04541748493861005746160591574406208808506102114859490320399780523663015303308886 -0.4469450049848182869385016550839857454081248799628801507973271043823939393366945; -0.6759601286012356156119400982582128162200182935571297033024563531371114223025962 0.3473464573805330582305412965110467067124757426923646603454155285039398362485307 -0.7238149249206240082802928117595858926873997510885962798725257763459932370860838 0.690790706118179915643861048110488161348116395423949638995299532126622659268872])), BigFloat[0.5048549724362165153321046718493186531544583302568504061436353868859930325127586, 0.4128342373925438567333696121927928512158632612387620751878267609942307200630579, 0.1552134867613301046678930665797647846770645099681689660190087598533600046298259, -0.8093873871236251141499839961716943814157478905448210788067467861171542766009316], (-1.811145767599999999999999999999999999999999999999999999999999999999999999999998, -0.3454567159999999999999999999999999999999999999999999999999999999999999999999995), (BigFloat[0.1618554216593494295323319614106112965605831984995044715282401601805782297842183, 0.5430643408778455928779969262483386117742008124528018765260853383014496974386588, 0.6924735417449174303374187144551783920123500893725873027016804266792591180231793, 0.249274665733484317967484517929059404958685979877575860548965198381128391662233], BigFloat[-0.02387915390930023381173143193895576581277947792140653343924974635350672847734823, 0.6226675018752099203341884969478723508597868109807821440297904673507053805991975, 0.3320277486747451824961386823373944183659352226618145935640651372489466405298756, 0.4315376298929504373536529706340141260035008290206216161593415611032711023666353]), [0 0 1 0; 0 0 0 0; -1 0 0 0; 0 0 0 0], 3.467000000000000000000000000000000000000000000000000000000000000000000000000003e-06, BigFloat[-0.4664519805702410894910417528012548519912285612123239078969909399975099086161584 -0.584095941975914642603023625321320818713463930342355989008930577319757798480856 -0.04279114956795058709695775184358017642492436679426549066371497930057904380428394 0.01604411966590603035387373232293946535976555921789344559174226571079260793481189; 0.1479845754881983501614612597905889624094498958420845071876155316348659454015855 -0.06628465186462749760120714078177787256153812355226727020594907119260378527772825 -0.9490693295811843001934472837670150545347688387046050506128716963523605651815763 0.2873018780778574674034171742066784444576642367376260426889639749279664911117381; 0.08066939373453594867272616086530069776182373880406607155397211675072579567004492 -0.3609380553805063360677013800687362094902547507112745596381018112016763321416878 -0.04541748493861005746160591574406208808506102114859490320399780523663015303308886 -0.4469450049848182869385016550839857454081248799628801507973271043823939393366945; -0.6759601286012356156119400982582128162200182935571297033024563531371114223025962 0.3473464573805330582305412965110467067124757426923646603454155285039398362485307 -0.7238149249206240082802928117595858926873997510885962798725257763459932370860838 0.690790706118179915643861048110488161348116395423949638995299532126622659268872]), nb_tau=32, order=4, order_prep=6, dense=true, nb_t=100, getprecision=false, verbose=100 x 100/100 sol=BigFloat[-0.2481306297606939725118417231926596466255480594698416256908492812027993085724249, -0.06133802158221543082189314846516758354333099679046355429460855443657399676086965, -0.2649052495947600136335884461155480929754407229061534949952738234064522662266108, -1.761428062471146284065409497753641896950881726935487513516042077549635710495664] solref=BigFloat[-0.2481306297505214432288044187208791555439893251070419288730289678218823897468488, -0.06133802260042700592000298976545577914056153144305443959784541303823848596971449, -0.2649052495986478249587501270678810242868309715879757739565233300599777087844646, -1.761428065382022293052290782850312479498819256939892227927839020282712321115395] norm=2.910876008986881285096670582547937530004404714411796942733076610619730288679063e-09 Test Summary: | Pass Total Time test interface time time from -1.811145767599999999999999999999999999999999999999999999999999999999999999999998 to -0.3454567159999999999999999999999999999999999999999999999999999999999999999999995 | 11 11 0.9s 0.945949 seconds (9.94 M allocations: 565.256 MiB, 12.60% gc time) solve function prob=HOODEProblem{BigFloat}(HOODESolver.HOODEFunction{false, 3}(var"#18#19"{Matrix{BigFloat}}(BigFloat[-0.4664519805702410894910417528012548519912285612123239078969909399975099086161584 -0.584095941975914642603023625321320818713463930342355989008930577319757798480856 -0.04279114956795058709695775184358017642492436679426549066371497930057904380428394 0.01604411966590603035387373232293946535976555921789344559174226571079260793481189; 0.1479845754881983501614612597905889624094498958420845071876155316348659454015855 -0.06628465186462749760120714078177787256153812355226727020594907119260378527772825 -0.9490693295811843001934472837670150545347688387046050506128716963523605651815763 0.2873018780778574674034171742066784444576642367376260426889639749279664911117381; 0.08066939373453594867272616086530069776182373880406607155397211675072579567004492 -0.3609380553805063360677013800687362094902547507112745596381018112016763321416878 -0.04541748493861005746160591574406208808506102114859490320399780523663015303308886 -0.4469450049848182869385016550839857454081248799628801507973271043823939393366945; -0.6759601286012356156119400982582128162200182935571297033024563531371114223025962 0.3473464573805330582305412965110467067124757426923646603454155285039398362485307 -0.7238149249206240082802928117595858926873997510885962798725257763459932370860838 0.690790706118179915643861048110488161348116395423949638995299532126622659268872])), BigFloat[0.5048549724362165153321046718493186531544583302568504061436353868859930325127586, 0.4128342373925438567333696121927928512158632612387620751878267609942307200630579, 0.1552134867613301046678930665797647846770645099681689660190087598533600046298259, -0.8093873871236251141499839961716943814157478905448210788067467861171542766009316], (1.845767600000000000000000000000000000000000000000000000000000000000000000000004, 0.5671599999999999999999999999999999999999999999999999999999999999999999999999991), (BigFloat[0.1618554216593494295323319614106112965605831984995044715282401601805782297842183, 0.5430643408778455928779969262483386117742008124528018765260853383014496974386588, 0.6924735417449174303374187144551783920123500893725873027016804266792591180231793, 0.249274665733484317967484517929059404958685979877575860548965198381128391662233], BigFloat[-0.02387915390930023381173143193895576581277947792140653343924974635350672847734823, 0.6226675018752099203341884969478723508597868109807821440297904673507053805991975, 0.3320277486747451824961386823373944183659352226618145935640651372489466405298756, 0.4315376298929504373536529706340141260035008290206216161593415611032711023666353]), [0 0 1 0; 0 0 0 0; -1 0 0 0; 0 0 0 0], 3.467000000000000000000000000000000000000000000000000000000000000000000000000003e-06, BigFloat[-0.4664519805702410894910417528012548519912285612123239078969909399975099086161584 -0.584095941975914642603023625321320818713463930342355989008930577319757798480856 -0.04279114956795058709695775184358017642492436679426549066371497930057904380428394 0.01604411966590603035387373232293946535976555921789344559174226571079260793481189; 0.1479845754881983501614612597905889624094498958420845071876155316348659454015855 -0.06628465186462749760120714078177787256153812355226727020594907119260378527772825 -0.9490693295811843001934472837670150545347688387046050506128716963523605651815763 0.2873018780778574674034171742066784444576642367376260426889639749279664911117381; 0.08066939373453594867272616086530069776182373880406607155397211675072579567004492 -0.3609380553805063360677013800687362094902547507112745596381018112016763321416878 -0.04541748493861005746160591574406208808506102114859490320399780523663015303308886 -0.4469450049848182869385016550839857454081248799628801507973271043823939393366945; -0.6759601286012356156119400982582128162200182935571297033024563531371114223025962 0.3473464573805330582305412965110467067124757426923646603454155285039398362485307 -0.7238149249206240082802928117595858926873997510885962798725257763459932370860838 0.690790706118179915643861048110488161348116395423949638995299532126622659268872]), nb_tau=32, order=4, order_prep=6, dense=true, nb_t=100, getprecision=false, verbose=100 x 100/100 sol=BigFloat[-0.4947625673573533744557337131620560686699707814791767939458226469461880402866276, -0.9194797599569960636785531369880874091939997168517445636216956503227751931588455, 0.5403395237524520837606336055297266775111103508386232913013481961729471659503574, -0.8149027597981552963023658237362007311836376534377616061648214974193964164766519] solref=BigFloat[-0.4947625673525201373999784008143158845904918577608946245976033923131386674430093, -0.9194797607840205556831332503122837824907298471433133890354669291969005810153179, 0.5403395237624687761604447595356879657703171417328516079782601689653509054047904, -0.814902762372279940775427032206632095728473218571698160883796544061478521293864] norm=2.574124644473061208470431364544835565133936554718975046642082104817212122535155e-09 Test Summary: | Pass Total Time test interface time time from 1.845767600000000000000000000000000000000000000000000000000000000000000000000004 to 0.5671599999999999999999999999999999999999999999999999999999999999999999999999991 | 11 11 0.9s 0.912509 seconds (9.91 M allocations: 563.866 MiB, 14.01% gc time) solve function prob=HOODEProblem{BigFloat}(HOODESolver.HOODEFunction{false, 3}(var"#18#19"{Matrix{BigFloat}}(BigFloat[-0.4664519805702410894910417528012548519912285612123239078969909399975099086161584 -0.584095941975914642603023625321320818713463930342355989008930577319757798480856 -0.04279114956795058709695775184358017642492436679426549066371497930057904380428394 0.01604411966590603035387373232293946535976555921789344559174226571079260793481189; 0.1479845754881983501614612597905889624094498958420845071876155316348659454015855 -0.06628465186462749760120714078177787256153812355226727020594907119260378527772825 -0.9490693295811843001934472837670150545347688387046050506128716963523605651815763 0.2873018780778574674034171742066784444576642367376260426889639749279664911117381; 0.08066939373453594867272616086530069776182373880406607155397211675072579567004492 -0.3609380553805063360677013800687362094902547507112745596381018112016763321416878 -0.04541748493861005746160591574406208808506102114859490320399780523663015303308886 -0.4469450049848182869385016550839857454081248799628801507973271043823939393366945; -0.6759601286012356156119400982582128162200182935571297033024563531371114223025962 0.3473464573805330582305412965110467067124757426923646603454155285039398362485307 -0.7238149249206240082802928117595858926873997510885962798725257763459932370860838 0.690790706118179915643861048110488161348116395423949638995299532126622659268872])), BigFloat[0.5048549724362165153321046718493186531544583302568504061436353868859930325127586, 0.4128342373925438567333696121927928512158632612387620751878267609942307200630579, 0.1552134867613301046678930665797647846770645099681689660190087598533600046298259, -0.8093873871236251141499839961716943814157478905448210788067467861171542766009316], (-0.845767600000000000000000000000000000000000000000000000000000000000000000000004, -1.567159999999999999999999999999999999999999999999999999999999999999999999999999), (BigFloat[0.1618554216593494295323319614106112965605831984995044715282401601805782297842183, 0.5430643408778455928779969262483386117742008124528018765260853383014496974386588, 0.6924735417449174303374187144551783920123500893725873027016804266792591180231793, 0.249274665733484317967484517929059404958685979877575860548965198381128391662233], BigFloat[-0.02387915390930023381173143193895576581277947792140653343924974635350672847734823, 0.6226675018752099203341884969478723508597868109807821440297904673507053805991975, 0.3320277486747451824961386823373944183659352226618145935640651372489466405298756, 0.4315376298929504373536529706340141260035008290206216161593415611032711023666353]), [0 0 1 0; 0 0 0 0; -1 0 0 0; 0 0 0 0], 3.467000000000000000000000000000000000000000000000000000000000000000000000000003e-06, BigFloat[-0.4664519805702410894910417528012548519912285612123239078969909399975099086161584 -0.584095941975914642603023625321320818713463930342355989008930577319757798480856 -0.04279114956795058709695775184358017642492436679426549066371497930057904380428394 0.01604411966590603035387373232293946535976555921789344559174226571079260793481189; 0.1479845754881983501614612597905889624094498958420845071876155316348659454015855 -0.06628465186462749760120714078177787256153812355226727020594907119260378527772825 -0.9490693295811843001934472837670150545347688387046050506128716963523605651815763 0.2873018780778574674034171742066784444576642367376260426889639749279664911117381; 0.08066939373453594867272616086530069776182373880406607155397211675072579567004492 -0.3609380553805063360677013800687362094902547507112745596381018112016763321416878 -0.04541748493861005746160591574406208808506102114859490320399780523663015303308886 -0.4469450049848182869385016550839857454081248799628801507973271043823939393366945; -0.6759601286012356156119400982582128162200182935571297033024563531371114223025962 0.3473464573805330582305412965110467067124757426923646603454155285039398362485307 -0.7238149249206240082802928117595858926873997510885962798725257763459932370860838 0.690790706118179915643861048110488161348116395423949638995299532126622659268872]), nb_tau=32, order=4, order_prep=6, dense=true, nb_t=100, getprecision=false, verbose=100 x 100/100 sol=BigFloat[0.6165274000089291373157501314549878434690779363656995997670966173408549572410367, 0.6121490706921542067154983592850001153960660547462970969014576509813681864584033, 0.1531858817022654144274224773995621512244056742744798597918041574704388737276235, -0.6603068837986688952037411811653185150280313377382032623853296689643581912122217] solref=BigFloat[0.6165274000092516428604212308606550528504045975564781552727981211835038699711544, 0.61214907067781035729004410646970093944913161505556188487398507268967016343468, 0.1531858817018259038466864110046252487253328710564607956435652184737515557970874, -0.6603068838486562884474010718990384081140652546958384266602512278267553289628459] norm=4.99873932436598907337198930860339169576351642749215588623971377506241918740892e-11 Test Summary: | Pass Total Time test interface time time from -0.845767600000000000000000000000000000000000000000000000000000000000000000000004 to -1.567159999999999999999999999999999999999999999999999999999999999999999999999999 | 11 11 1.0s 0.996317 seconds (9.93 M allocations: 564.803 MiB, 13.18% gc time) solve function prob=HOODEProblem{BigFloat}(HOODESolver.HOODEFunction{false, 3}(var"#18#19"{Matrix{BigFloat}}(BigFloat[-0.4664519805702410894910417528012548519912285612123239078969909399975099086161584 -0.584095941975914642603023625321320818713463930342355989008930577319757798480856 -0.04279114956795058709695775184358017642492436679426549066371497930057904380428394 0.01604411966590603035387373232293946535976555921789344559174226571079260793481189; 0.1479845754881983501614612597905889624094498958420845071876155316348659454015855 -0.06628465186462749760120714078177787256153812355226727020594907119260378527772825 -0.9490693295811843001934472837670150545347688387046050506128716963523605651815763 0.2873018780778574674034171742066784444576642367376260426889639749279664911117381; 0.08066939373453594867272616086530069776182373880406607155397211675072579567004492 -0.3609380553805063360677013800687362094902547507112745596381018112016763321416878 -0.04541748493861005746160591574406208808506102114859490320399780523663015303308886 -0.4469450049848182869385016550839857454081248799628801507973271043823939393366945; -0.6759601286012356156119400982582128162200182935571297033024563531371114223025962 0.3473464573805330582305412965110467067124757426923646603454155285039398362485307 -0.7238149249206240082802928117595858926873997510885962798725257763459932370860838 0.690790706118179915643861048110488161348116395423949638995299532126622659268872])), BigFloat[0.5048549724362165153321046718493186531544583302568504061436353868859930325127586, 0.4128342373925438567333696121927928512158632612387620751878267609942307200630579, 0.1552134867613301046678930665797647846770645099681689660190087598533600046298259, -0.8093873871236251141499839961716943814157478905448210788067467861171542766009316], (-0.8457226760000000000000000000000000000000000000000000000000000000000000000000035, -0.5671599999999999999999999999999999999999999999999999999999999999999999999999991), (BigFloat[0.1618554216593494295323319614106112965605831984995044715282401601805782297842183, 0.5430643408778455928779969262483386117742008124528018765260853383014496974386588, 0.6924735417449174303374187144551783920123500893725873027016804266792591180231793, 0.249274665733484317967484517929059404958685979877575860548965198381128391662233], BigFloat[-0.02387915390930023381173143193895576581277947792140653343924974635350672847734823, 0.6226675018752099203341884969478723508597868109807821440297904673507053805991975, 0.3320277486747451824961386823373944183659352226618145935640651372489466405298756, 0.4315376298929504373536529706340141260035008290206216161593415611032711023666353]), [0 0 1 0; 0 0 0 0; -1 0 0 0; 0 0 0 0], 3.467000000000000000000000000000000000000000000000000000000000000000000000000003e-06, BigFloat[-0.4664519805702410894910417528012548519912285612123239078969909399975099086161584 -0.584095941975914642603023625321320818713463930342355989008930577319757798480856 -0.04279114956795058709695775184358017642492436679426549066371497930057904380428394 0.01604411966590603035387373232293946535976555921789344559174226571079260793481189; 0.1479845754881983501614612597905889624094498958420845071876155316348659454015855 -0.06628465186462749760120714078177787256153812355226727020594907119260378527772825 -0.9490693295811843001934472837670150545347688387046050506128716963523605651815763 0.2873018780778574674034171742066784444576642367376260426889639749279664911117381; 0.08066939373453594867272616086530069776182373880406607155397211675072579567004492 -0.3609380553805063360677013800687362094902547507112745596381018112016763321416878 -0.04541748493861005746160591574406208808506102114859490320399780523663015303308886 -0.4469450049848182869385016550839857454081248799628801507973271043823939393366945; -0.6759601286012356156119400982582128162200182935571297033024563531371114223025962 0.3473464573805330582305412965110467067124757426923646603454155285039398362485307 -0.7238149249206240082802928117595858926873997510885962798725257763459932370860838 0.690790706118179915643861048110488161348116395423949638995299532126622659268872]), nb_tau=32, order=4, order_prep=6, dense=true, nb_t=100, getprecision=false, verbose=100 x 100/100 sol=BigFloat[-0.462876627069248288499757662496950770449033318464790125739614215286171592754227, 0.4050788377624287829998390792528741551413159082967719700127060309293438118587053, 0.1662605313914829556505354188965164031887288229038691137115328793077696179490833, -0.8597006880202921326790495079645687842271535795419103552775958548844009349280677] solref=BigFloat[-0.4628766270692481901353932309506354104935065119827372383202824981548786238186143, 0.4050788377627230637028776581469591769349497319006711095018683675386381327676381, 0.1662605313914792900295606911071776797086772784013484591265717871338218138431074, -0.8597006880193528869691636926365451007647880879927492623435222178676328336734402] norm=9.392457098858153280236834623654915491610929340736370167681012546275610624075039e-13 Test Summary: | Pass Total Time test interface time time from -0.8457226760000000000000000000000000000000000000000000000000000000000000000000035 to -0.5671599999999999999999999999999999999999999999999999999999999999999999999999991 | 11 11 1.0s 0.975053 seconds (9.81 M allocations: 558.190 MiB, 14.39% gc time) u0=BigFloat[0.06679155777514301824222520034425217666159324590281041816642324608028299801308592, 0.9741710191169170607037513562149230968749986596749871592520561508898385737332837, 0.791043693763554225126848472907828532170463757624344660268168663757692363960326, 0.9255633639073334592351098125881681368783156396534964331568316314486624645997838] epsilon=0.001 sol_ref=BigFloat[0.7235477867635456185600424362402407274937282584755675344753879310899252814032418, 1.26275807508099306215288987837783215117083627896662331508474148528321815122656, 0.4894629454572360361681859213451978741793737199632207747054155523144288917314264, -0.02266574501779560620958291188862476131569280896296998623928318351713814286903298] solve function prob=HOODEProblem{BigFloat}(HOODESolver.HOODEFunction{false, 3}(var"#8#9"{Matrix{BigFloat}}(BigFloat[-0.6766775864351588977718158265577508577602700876834009066191277185877113965532545 -0.2099524017575060861698439146320246428012339910784766210709851555324948007725576 -0.548040904194953328310094773336255228079169902556812172791290778165078147809583 0.3910060164402756298307970577786121061153456009328563674395121756239460154456311; -0.836324542319912250540263625181268149513691523897204999936581862994777670768784 -0.03879581065299022908482843608146861527021043647372617108079803013618791019891315 0.3923913695042507075958217114041004921470564619249323472038550461056853171522542 0.7758506911029012061348891392025475898747625167960509072808928147822500901467096; -0.3873126828373492740572559956367309783432123723425069383010422561737764180411797 0.2533730865826343190803271733944774472334599337669188214325084171314029719945711 0.8664403498669633823540447655487650878186265476684325895197272137210728049430027 -0.1701007263105929809728708581394573404899347823861829428992753147467686446003945; -0.09555345287774981892951139474891428034583288889995987866346995395265770864016459 -0.6415956535932593513477339592298697427363553256447453618186104238601056703440669 0.4066030361584843025079727275219821606063226206837401691026625301388980760213564 -0.4432477990829105880331116850316625404144885033932025433814010824831277478937867])), BigFloat[0.06679155777514301824222520034425217666159324590281041816642324608028299801308592, 0.9741710191169170607037513562149230968749986596749871592520561508898385737332837, 0.791043693763554225126848472907828532170463757624344660268168663757692363960326, 0.9255633639073334592351098125881681368783156396534964331568316314486624645997838], (0.0, 1.0), missing, [0 0 1 0; 0 0 0 0; -1 0 0 0; 0 0 0 0], 0.0009999999999999999999999999999999999999999999999999999999999999999999999999999961, missing), nb_tau=32, order=5, order_prep=7, dense=false, nb_t=100, getprecision=false, verbose=100 x 100/100 solve function prob=HOODEProblem{BigFloat}(HOODESolver.HOODEFunction{false, 3}(var"#8#9"{Matrix{BigFloat}}(BigFloat[-0.6766775864351588977718158265577508577602700876834009066191277185877113965532545 -0.2099524017575060861698439146320246428012339910784766210709851555324948007725576 -0.548040904194953328310094773336255228079169902556812172791290778165078147809583 0.3910060164402756298307970577786121061153456009328563674395121756239460154456311; -0.836324542319912250540263625181268149513691523897204999936581862994777670768784 -0.03879581065299022908482843608146861527021043647372617108079803013618791019891315 0.3923913695042507075958217114041004921470564619249323472038550461056853171522542 0.7758506911029012061348891392025475898747625167960509072808928147822500901467096; -0.3873126828373492740572559956367309783432123723425069383010422561737764180411797 0.2533730865826343190803271733944774472334599337669188214325084171314029719945711 0.8664403498669633823540447655487650878186265476684325895197272137210728049430027 -0.1701007263105929809728708581394573404899347823861829428992753147467686446003945; -0.09555345287774981892951139474891428034583288889995987866346995395265770864016459 -0.6415956535932593513477339592298697427363553256447453618186104238601056703440669 0.4066030361584843025079727275219821606063226206837401691026625301388980760213564 -0.4432477990829105880331116850316625404144885033932025433814010824831277478937867])), BigFloat[0.06679155777514301824222520034425217666159324590281041816642324608028299801308592, 0.9741710191169170607037513562149230968749986596749871592520561508898385737332837, 0.791043693763554225126848472907828532170463757624344660268168663757692363960326, 0.9255633639073334592351098125881681368783156396534964331568316314486624645997838], (0.0, 1.0), missing, [0 0 1 0; 0 0 0 0; -1 0 0 0; 0 0 0 0], 0.0009999999999999999999999999999999999999999999999999999999999999999999999999999961, missing), nb_tau=32, order=5, order_prep=7, dense=false, nb_t=1000, getprecision=false, verbose=100 xxxxxxxxxx 1000/1000 epsilon=0.001 coef log = 5.004773009675976 Test Summary: | Pass Total Time test interface while epsilon varying | 1 1 5.1s 5.085938 seconds (53.81 M allocations: 2.874 GiB, 12.31% gc time, 4.95% compilation time) u0=BigFloat[0.9630675759031220970150576929118155159923995647608811448184648116015302503177906, 0.7078391484353824026311465529004441443682959597051686168751247457188821642091495, 0.8535125951146551984172273880013622415766227777247316586392339641981993810885157, 0.2500292197154664410172159265444438476598873480140748868169048423385818264445422] solve function prob=HOODEProblem{BigFloat}(HOODESolver.HOODEFunction{false, 3}(var"#10#11"{Matrix{BigFloat}}(BigFloat[-0.4520125454106456439587072462318166124005804723855465157278691004414040483214574 0.1882912487882707122205984462729728632898014251192964651155283573269782273014803 0.4100765267186497570509318911616034661636645750051880563281730523170695852174039 0.1425116468962012186744288920185822207407142929571467705012153849831923644132931; 0.9092605742694608409285455192878081198331005429512564285178787153682900000444462 0.3784772526001950019773903042556689670054909776193590373635854573532011028118482 0.6484074705347041079076255445172214112374773659245522925909276625860269580396888 -0.9381530314275592534085576198477160158598852898265493065109737091211308880012972; 0.07150971428215666331083277667615105002335983809915408267003629156910322690070444 -0.05974767180439340305952545098532571197216932384674087605348065343312903944461493 0.4058270904974228512325073724760899527511945996826271196871151710201021400150442 -0.7719633472428255904451420210023131493962724305278175645558980267660758601627397; 0.3145614405683467576143287767652635637159530980803541501618372030625353850572269 -0.8680258335121536308174257687220857097821582865441661860966448432430141783019729 0.5878796424540453721022393870113570421423337506808186788195131366754610688301582 0.6219854417917390728285149224150360708540392247623830964230875094140097883497704])), BigFloat[0.9630675759031220970150576929118155159923995647608811448184648116015302503177906, 0.7078391484353824026311465529004441443682959597051686168751247457188821642091495, 0.8535125951146551984172273880013622415766227777247316586392339641981993810885157, 0.2500292197154664410172159265444438476598873480140748868169048423385818264445422], (0.0, 1.0), missing, [0 0 1 0; 0 0 0 0; -1 0 0 0; 0 0 0 0], 0.2000000000000000000000000000000000000000000000000000000000000000000000000000004, missing), nb_tau=32, order=4, order_prep=6, dense=true, nb_t=100, getprecision=true, verbose=100 x 100/100 x 114/114 t=0.5032658795657519329321240854100211313705878282384135849677776918191797617235635 norm=5.793170565232663550284662597886112331061251456414102053021170181802078149916931e-09 t=0.4617239564990740926795927502406706819834471680934335999647833104179266449269177 norm=5.012538389997086006886922963614382541676145593575425045294949644786421947272311e-09 t=0.2877323405262196137517037733396145976547405731945581353922879136515380190255306 norm=2.457487407014055314383876339106255303289017552426512283629730631276885608372513e-09 t=0.3155152778881771414631014112970807270121152150413344898540123909241449892141098 norm=2.799245709020556721235274569562311395695667568567087777901826592763350345278152e-09 t=0.6923945502302390404527499497757782520088178203518243103345980268445580464075003 norm=1.044128244404800746182201921761174891680647656998122285101997307512554755558672e-08 t=0.1942945077986133845326568846186705582669762248478518668286950034610546591156156 norm=1.462947718514037935920451438253129812863031818068495947215041581551194876895954e-09 t=0.9129144289469700008533615224431644538838194039713208601198243404088006728340753 norm=1.893445461818403953224468745510170386011938483817582699475633618657976280450212e-08 t=0.1699688424476366713392860915664669008336678597676728632810315875883256000854045 norm=1.236544150517871258671386940881290680269308837248895843108192216822814516395779e-09 t=0.9187472051491333071436509100473131761515606897601943466373818165303267108870929 norm=1.921498406618449099362726543637529412530074387730004540823154986152683491186498e-08 t=0.598188094332185488701624630934844961590604753093924702080601694778698575191019 norm=7.879385380528610504181294742384446533844272622820260283018800281767368985607893e-09 Test Summary: | Pass Total Time test interface for interpolation | 10 10 3.0s 2.950910 seconds (15.55 M allocations: 866.566 MiB, 11.51% gc time, 48.07% compilation time) u0=BigFloat[0.8050179786880831068046120280274030165579158732806811721181438654276509311557615, 0.7093481826133703737092745191143178170379011134711064796971166937857627702072998, 0.4659873708609884363381996545987542670861370707038023885433539786104884408370876, 0.8204717277204420825656009131709583225225112502793140670922734061707691280581941] solve function prob=HOODEProblem{BigFloat}(HOODESolver.HOODEFunction{false, 3}(var"#14#15"{Matrix{BigFloat}}(BigFloat[0.9472979752233984720386038605456215664526533972854748810860287284970008723150377 0.7978390683726401815516426553616150173551687109611253394543413463979403188011899 -0.2902619692182983725530134210572561018848964445800951683799752057330507821791695 0.9885732531201770436854442145994291380730848645337772450981988923494937337705746; 0.9028134527853788500314625696278042164165043270308823980467085202206221805099505 0.975851146522028110548289428014156006430312477429135793946151512803978287287014 0.8546191198344670714541195474778225956553128194780139787492932433105826530601968 -0.7369428443120120335758505326955351422564898540315354006998646877069716073582018; -0.9778565547210826510084225566553484339287513433341134302890888927726774669305405 -0.1193185043535423701996261663748579728652228211302589454502943565985815753355534 -0.7121506965076035838212716970142413118903699619524494953035671163739683537416142 -0.4149834280418962568578096783302595905790545840302326825120867719993505184017897; 0.1583193989372650849427268832612777431081607847022029042643980692529154932918121 0.3762090267319591366818006842629914801648468606811481358049717948081555571594341 -0.3397933935268417368339825196712687061370719272022710369021814849291992124519597 -0.4010083457716253811633323430532841587474211484313304733757928974792541558689941])), BigFloat[0.8050179786880831068046120280274030165579158732806811721181438654276509311557615, 0.7093481826133703737092745191143178170379011134711064796971166937857627702072998, 0.4659873708609884363381996545987542670861370707038023885433539786104884408370876, 0.8204717277204420825656009131709583225225112502793140670922734061707691280581941], (0.0, 0.009999999999999999999999999999999999999999999999999999999999999999999999999999995), missing, [0 0 1 0; 0 0 0 0; -1 0 0 0; 0 0 0 0], 1.999999999999999999999999999999999999999999999999999999999999999999999999999988e-05, missing), nb_tau=32, order=7, order_prep=9, dense=true, nb_t=5, getprecision=false, verbose=100 sol=BigFloat[-0.93073232699341754941667616060486605945554558026779055649784527108580046052801, 0.7102094448363806431881140196014153441754629028491142865092259883519600389715064, -0.0321794795184902911379878901268566671352548850344310301979479451000884420738102, 0.8198665025416230398936518786790444673678096439095301226992732316325481698350377] solexact=BigFloat[-0.9307323269934175494166758553101358550510317739276805575234206080629342718173924, 0.7102094448363806431881218452675750803098407861144020916590996597756710458603323, -0.03217947951849029113798813248216916124828651617964103729698291162466394323503587, 0.8198665025416230398936544409113862237155419659940944014848673818345465819087604] resnorm=7.825666159736134377883265287805149873671423711006888825894620977264481756840763e-24 u0=BigFloat[0.5071820931230576511709735696581119957050935487786339562525629007630740091279253, 0.2002848675624095767937256756714288285494226297761381739176778224716885521814669, 0.61255479475343820634255219079840841921454340231831009360300986972895799536825, 0.9876433794551915064014950338895197411660999859438150247160320959514872368550725] solve function prob=HOODEProblem{BigFloat}(HOODESolver.HOODEFunction{false, 3}(var"#14#15"{Matrix{BigFloat}}(BigFloat[-0.3217372402551319214822283365059476090038471715429507783033984378558045835633812 0.247931931921377281022408926413277433896912135171543531281250124466035374737873 -0.9266888462047912658294705060905440615185001068593206154644007481843594438899508 -0.278880214502111887834441238921092151200098908787626389811766793624917034565402; -0.1512364706060348277122155665942482980033193563376957637191249751762063064211558 0.6188207759460380389520474979657571436495929258957616666231110794963721452183286 0.4335089048014078525942513397962095884785723169615299379243542215554072719313822 0.9952729424293615659199866559509923337958981692058014109376029113128110206335429; -0.6598028012726981800810738098879246421297857479694987340491734114398469837086137 -0.1711039089792532089881836700285386860389699039685035683468643797647442151858037 -0.7776454187810988515946885623419077333800348318359669977522989744993454863558459 -0.0003966952943497382977386387859736225110416961141857756116384758059598604290654683; 0.3712069981557785312829159278343016095983936361046097008911391997490009690595217 0.1170288986346383869133879291655083237024141011485081804259710207830693338698115 0.761875013215209789775934122723569399513602194040606486733525139290566481727083 0.379114439259669428351307151207798681242848954766227404159968708899409425593971])), BigFloat[0.5071820931230576511709735696581119957050935487786339562525629007630740091279253, 0.2002848675624095767937256756714288285494226297761381739176778224716885521814669, 0.61255479475343820634255219079840841921454340231831009360300986972895799536825, 0.9876433794551915064014950338895197411660999859438150247160320959514872368550725], (0.0, 0.009999999999999999999999999999999999999999999999999999999999999999999999999999995), missing, [0 0 1 0; 0 0 0 0; -1 0 0 0; 0 0 0 0], 9.99999999999999999999999999999999999999999999999999999999999999999999999999994e-06, missing), nb_tau=32, order=7, order_prep=9, dense=true, nb_t=5, getprecision=false, verbose=100 sol=BigFloat[0.7874910659949281251504315717584414901522305162629904106611015150996127282879183, 0.2114083789857756560280483100892159875526538821409576960016503756336750437786063, -0.0734329089047336883740729677322455962218859272406242362559254515748473151360989, 0.9916408153180212067681400638517130354920810873114152625521827223663557552139648] solexact=BigFloat[0.7874910659949281251504303303678944404113102008435393213384505407367342056778133, 0.2114083789857756560282405180447273885309590219784382547994653129113453366960328, -0.07343290890473368837407605401003738289613004196397521456939744505040944840972714, 0.9916408153180212067681868723563473074268776126233230122812756262279251610642392] resnorm=1.922079555114009783051398374805587978149372776702929174265233898306423828643176e-22 u0=BigFloat[0.5618302442447464025318630660719650735345215513007757799603748845443715006534066, 0.3982138193509861470676671551929443068838802040899202069796473890537049678018241, 0.5187495392082992650634119438662977940362008917003721775409120134405750515509274, 0.5716197546302458914335237742602418673888451420782148924954014867359882493817335] solve function prob=HOODEProblem{BigFloat}(HOODESolver.HOODEFunction{false, 3}(var"#14#15"{Matrix{BigFloat}}(BigFloat[0.9447828381604418405639835157588458611490501220273823283577266429306908968687233 0.4421217145234774598158183720304885878490377066038555485729938872389977509954801 -0.6023061347323703324007582508460067304568598271744508397876152084218269325157064 0.008919211091513280334599441869630588699984285058182546404613571158223278879802864; 0.7336904591720903300189985904727645714177077103111369164606163635695199968755135 0.8488792205090735390067584707122104864375244731901047694930415866629359885706659 -0.9927870796159574803704406667834587721869322788189112425793520537927624016363068 -0.5749674241210521785120666673592091056273877366764505274303925652297842565426668; 0.6969650777592570326807576844663338983310842409479030457716990339559764100345148 -0.2849086124784480719376077449460789212382613113587125547963345388921704353345513 0.8128235607454547353435133603325323641813838176514947260522181115509666601997436 0.1529611023244160340715766278689030833974603626524169230987687454459500421282079; -0.8558300533722116482159941507162946763881725809373408976514724405407566890305661 -0.2785310337892599449592625058899756979960753744198723191816510559484189109364168 -0.1184746362860679740317680812788460464789420095688468143269705102385691033322554 -0.1624477483830608635773205231451426176181047373149202951195806428981895335450706])), BigFloat[0.5618302442447464025318630660719650735345215513007757799603748845443715006534066, 0.3982138193509861470676671551929443068838802040899202069796473890537049678018241, 0.5187495392082992650634119438662977940362008917003721775409120134405750515509274, 0.5716197546302458914335237742602418673888451420782148924954014867359882493817335], (0.0, 0.009999999999999999999999999999999999999999999999999999999999999999999999999999995), missing, [0 0 1 0; 0 0 0 0; -1 0 0 0; 0 0 0 0], 4.99999999999999999999999999999999999999999999999999999999999999999999999999997e-06, missing), nb_tau=32, order=7, order_prep=9, dense=true, nb_t=5, getprecision=false, verbose=100 sol=BigFloat[0.2831127226788462558230518391648466384023684328564057966804048995254212855264159, 0.398319795217421022055195623925893866974214368170297268504548336873438638281849, -0.7176158921721082319117706633538711951566026905423888078399022984477288269304718, 0.5695784067218850415334305933599875131214650409775608249848905117307039285758136] solexact=BigFloat[0.2831127226788462558225704600172050487089223585782973135837341788319848930082045, 0.3983197952174210220552369531060514053860935144947655209035220841667994837516065, -0.7176158921721082319122305753873146590865316793342786056832954892893870865998606, 0.5695784067218850415334178043995378779556888423855567455009772457430137303242968] resnorm=4.813791476415896934460742781084830966707206934363925182114128324752972129153678e-22 u0=BigFloat[0.5778564304359717493148726949038345907047638026939125791583641284908895952920099, 0.2577325187762954571816108359195117090356057686922361137122669205544502461421774, 0.8040881354312201547418365577058938291111042944917359538604559705342319647865768, 0.9470631781232037949843172965560953909066930939800717651524687563907728782930612] solve function prob=HOODEProblem{BigFloat}(HOODESolver.HOODEFunction{false, 3}(var"#14#15"{Matrix{BigFloat}}(BigFloat[0.02653995910718513947537682684658884096506051618483473787017324390488461368019103 -0.1199580407309624952096696642978198151471397608790039275877511789659077898051995 -0.01437879279292276466776867207270643248041011475133145146278658322303645725522911 -0.6393606337343687727282565206235502387261181498731160717948211228480943016578921; -0.1956824287447055513697461683006536143215521093390918895500241801126053089794384 0.3050163370234866266750264118805232261613358607917068280610587566417291035134646 -0.9666981430063710613055966823633647010138028322847371184269615993918031969035638 0.3479990293813128162636308577281661792663729949700654239600739756537516947393182; -0.1201649437316328224422021021128923316116430333463708827482557495938643000197974 -0.528545527430415660823623670759879341286967827307855923623465075446819752884529 0.3651082010106400360063033754744611540477156462326754899931844079804206676972127 -0.1651587316518909448064189907766120738308845820086344897209439097934330303630133; -0.2797507227683882769645031508637161550429216751593988840466500018677554362641077 -0.9767828225922733841148152460551791327527912207471523285239287029751318519210636 -0.6175474648973464576595606003849704092240268637930679855382239696880324817245452 0.9145447384637302521348113590548981475597520184611505523159462834151542840618266])), BigFloat[0.5778564304359717493148726949038345907047638026939125791583641284908895952920099, 0.2577325187762954571816108359195117090356057686922361137122669205544502461421774, 0.8040881354312201547418365577058938291111042944917359538604559705342319647865768, 0.9470631781232037949843172965560953909066930939800717651524687563907728782930612], (0.0, 0.009999999999999999999999999999999999999999999999999999999999999999999999999999995), missing, [0 0 1 0; 0 0 0 0; -1 0 0 0; 0 0 0 0], 2.499999999999999999999999999999999999999999999999999999999999999999999999999985e-06, missing), nb_tau=32, order=7, order_prep=9, dense=true, nb_t=5, getprecision=false, verbose=100 sol=BigFloat[-0.9734074684769222465514341130375652202818474310416740192622310160599923050472021, 0.2618346098153588478729884470394583026634822806853559299019581490067074954410099, -0.1918330009107236313196722780682867976479224065928241335566706574775853841749646, 0.9532168195011225076740877567018567509463210937949740816666350449315830593370995] solexact=BigFloat[-0.9734074684769222465514340990380047943786946426004427077127493249905326405107262, 0.2618346098153588478729769419578676422196548806046686752477864263973722895884143, -0.1918330009107236313196722268154833611616457292180695652700164737037919571081397, 0.9532168195011225076741254828386856804540735204532081404466621303148250575810985] resnorm=3.772613682892950775242665823405878002708538324199824399906699379780085385721138e-23 u0=BigFloat[0.1330141430508815926466505148822776674621061929928604100219896148573130560872339, 0.6016442088778343664482171888904915745328468459991630168472514799251225808742628, 0.5358299666387966993446114040285942547688745688112824631100099080176932848211975, 0.734932666311887504114191395321137328894617949793584332641342249929540672960836] solve function prob=HOODEProblem{BigFloat}(HOODESolver.HOODEFunction{false, 3}(var"#14#15"{Matrix{BigFloat}}(BigFloat[-0.8059886985618850670991055901405780796650930994483587761721800160749963589660523 -0.1141049382672691259941895389583191894066019575231271505166606958781042771001921 -0.5546275827439836108101071834056604277166018786799814719703078353950413743468126 -0.2588902440378004272710209229128585163086579301992219357437409480628499603122584; -0.3052982558835250652202593973930102751836131228716974111978450113517489890650284 -0.08109153976711794926177123280511723491704863718235237065929418201568996234328664 0.07642521352563629169097686659813340388849033243848742559448419517730917962676842 -0.6409280155202891889274436810103303919056699876390651175537195571138119053828732; 0.8241954184655771711100846501424077114007247131448399398967306243603394439693113 -0.4901201910500127912551954054225201291036773591114747276556729069835362847106858 0.6307649443368439983667366026638361046199747221825215671160411788229138049540328 -0.3490840473179038550978717758378510755566198530939913603611766944064221205325304; 0.4389786534227058398172635681347986414412004775521241257100678388720897352515816 -0.2756913401446088775215818437386874790599482837845890585807429530370425887712547 0.8700391531090259725254327346997794733553663000931148912047698870907264226546658 0.3163861580736054177724895530799123915424907269825061320098415377109069600023461])), BigFloat[0.1330141430508815926466505148822776674621061929928604100219896148573130560872339, 0.6016442088778343664482171888904915745328468459991630168472514799251225808742628, 0.5358299666387966993446114040285942547688745688112824631100099080176932848211975, 0.734932666311887504114191395321137328894617949793584332641342249929540672960836], (0.0, 0.009999999999999999999999999999999999999999999999999999999999999999999999999999995), missing, [0 0 1 0; 0 0 0 0; -1 0 0 0; 0 0 0 0], 1.249999999999999999999999999999999999999999999999999999999999999999999999999992e-06, missing), nb_tau=32, order=7, order_prep=9, dense=true, nb_t=5, getprecision=false, verbose=100 sol=BigFloat[0.5435881029937762052523536307861252700721773118079801515108064686303939275462641, 0.5964456915854069733483549556951059242165494242752760874901793920034015645080983, -0.09372175520204825249190709804146190379912702454565500286381134990261722713143906, 0.7356082321258225148953886767505376564563563094170679074582501714621132625615821] solexact=BigFloat[0.5435881029937762052523620182330742805092051002301070304549883371215604350721751, 0.5964456915854069733483531569646073888259446192959562682153070736041907923973949, -0.09372175520204825249189765876914729416749984013522576371261730258708712053349671, 0.7356082321258225148953906863533093491743296351690926988299745061982876383956706] resnorm=9.439272314609631627184410429239151194047315530106597942349580215415466532862185e-24 u0=BigFloat[0.3182921513701796702907460304539625275706476091570649886711368578554483555170795, 0.5470566062568160463950529494945118459593915845220558935540417473636562344416788, 0.09177491676125344001117024829726026043963078224577896040806736467297027115418746, 0.8365578307574869845200730602660797394278243978279898678320465683014693743011321] solve function prob=HOODEProblem{BigFloat}(HOODESolver.HOODEFunction{false, 3}(var"#14#15"{Matrix{BigFloat}}(BigFloat[0.7914542850978793218691810226012486914827700653370016399162879497097368775290683 0.628550299675753479275619712562538638339467214528787523675677049797831235310028 -0.09901618715973896480802159833201529371824468090583632641432768846120867365894813 0.4647952866114328564220838530471448275176389689858088005746315955052181035697501; 0.7077202897678964381468911814635422456622843965566095582012652757213395552219965 2.471524782130494485126993792500537804264295683790041309505010367790562029527776e-05 -0.07977605317295448292884943572342182661207228149556100663621611316203081895120638 -0.4629572417346710071510391009897222717985924514596841727842747687160332787126938; -0.6095618857289271219460440364808618110447564074585731464256374204668656268010916 -0.7866103652359396976949357546140824935571368772746868918276293029971679241900199 0.3906258144864358386111691442569111813466501102421653552666130654797360948899273 -0.3431789664718656483736160440742663302623963080818318347305513834336122127869832; 0.37849548758353281595734133190367165178666775663674273130280577900144601747591 0.8368540489999080264289786322850810248252054477585501915315528108816794250179496 -0.5791660498555396589823958824647677908120199133407948423938453108291731366078692 0.9813120278231156057075482112352839981466949642494661697106937850010351293886198])), BigFloat[0.3182921513701796702907460304539625275706476091570649886711368578554483555170795, 0.5470566062568160463950529494945118459593915845220558935540417473636562344416788, 0.09177491676125344001117024829726026043963078224577896040806736467297027115418746, 0.8365578307574869845200730602660797394278243978279898678320465683014693743011321], (0.0, 0.009999999999999999999999999999999999999999999999999999999999999999999999999999995), missing, [0 0 1 0; 0 0 0 0; -1 0 0 0; 0 0 0 0], 6.249999999999999999999999999999999999999999999999999999999999999999999999999962e-07, missing), nb_tau=32, order=7, order_prep=9, dense=true, nb_t=5, getprecision=false, verbose=100 sol=BigFloat[-0.305665587479065878933553406905954523998667238263796592330751018049963064963169, 0.5431542910897987256012796014441891815901821156835097102339798366263507021744394, -0.1326901388542384508760282483414771386596669412868163849023043170260297680669619, 0.8493920271185819580171025885375906724439200679100748871784745171623225267098023] solexact=BigFloat[-0.3056655874790658789335494179072779563158731402713049212064394495438601141994922, 0.5431542910897987256012961103432334433203841348760689155170917604557017811823904, -0.1326901388542384508760270683430141601915817171810370546608299885236346312746512, 0.8493920271185819580170891223271702915462284840245967610483141811663359959934072] resnorm=1.650889904426173020201919255920528311192382935107900795104947128985355763167222e-23 u0=BigFloat[0.8419964046981359599364734236652869557642404033393876712184336674967449937297188, 0.7394455499932985948950365987943760895275027560833253932943747527268470560093511, 0.5071962470221959004063691757282883868257531245170295015704466721531693510787176, 0.05094305121224549279949267768727312959850032048684556799484759808129443453404793] solve function prob=HOODEProblem{BigFloat}(HOODESolver.HOODEFunction{false, 3}(var"#14#15"{Matrix{BigFloat}}(BigFloat[-0.6912087052155792802966849326972218798951105605383278704372816045993307712559604 0.5795953847863475527030021818653585096628634716804526204787419056193362014636247 0.8565650815793728356789392201149148994925503856605432765227257014784755593081581 -0.7096881413415873605252587479264788048977801544485105828564655508877282438455867; 0.2818617672620850872213371938902220961288602964737502581584158721466214164347876 -0.1137102957879053519566467684185062287554586337945812660264388700406685700236256 0.802042121793932921901039224410257261633770740637975708202444877776614814350052 0.7071495359919717321644963609671207634081607863432025035390357089119706809773456; -0.03233458716419020270841739062463720616684829038393466803576606249951366478205212 -0.5561663688522664773798732276811199845229842741288434397720945044416452657072535 0.370480994134606654173239556458815830974605222775062941323689164093973514464448 0.3717371707112759293003876051458860425788690768093113298445589504939255318879519; -0.8494159217177915509638073081227166240037091379583466075497575100075288970207818 0.1042006347656661312942424179492059461492329401441493456534409023924655122938784 0.845630601896341125417113614180335371401490828994856324468339264237425958921305 -0.8991826762964114154505050954050084130132793348481060842836803277487026952820593])), BigFloat[0.8419964046981359599364734236652869557642404033393876712184336674967449937297188, 0.7394455499932985948950365987943760895275027560833253932943747527268470560093511, 0.5071962470221959004063691757282883868257531245170295015704466721531693510787176, 0.05094305121224549279949267768727312959850032048684556799484759808129443453404793], (0.0, 0.009999999999999999999999999999999999999999999999999999999999999999999999999999995), missing, [0 0 1 0; 0 0 0 0; -1 0 0 0; 0 0 0 0], 3.124999999999999999999999999999999999999999999999999999999999999999999999999981e-07, missing), nb_tau=32, order=7, order_prep=9, dense=true, nb_t=5, getprecision=false, verbose=100 sol=BigFloat[0.6833924212534788868285546302421241655169132291313770361875800608355206544238621, 0.7389662805705028737489737920790675011958861333931767198663012299464527617909785, 0.7043342946157058859912540446166536940939001623921610765709540974463761847441792, 0.05125385087748649495439185494276119165212558798624548192830840994518877664171564] solexact=BigFloat[0.6833924212534788868285542424608946048308522548047565997160628385186774687228208, 0.7389662805705028737489839655566796828089886252748361013111912268949917919518398, 0.7043342946157058859912530994629368605058495573663753968807041338735281724190808, 0.0512538508774864949543793622021259781341658521159903825136376887545842280048428] resnorm=1.249274063521351795973587025509941467072119060454863687283382610626214483847774e-23 u0=BigFloat[0.6882759395397753971719314178157856193330006262375629252822518807335434860572517, 0.2894184280204626773424866796452477212381340755989715807154424453108832686620429, 0.6436496645282701299755103884678288866406312351542757621321265730326044639612088, 0.2557005738024515158101840159798318517340134269625139106074924508209351348860122] solve function prob=HOODEProblem{BigFloat}(HOODESolver.HOODEFunction{false, 3}(var"#14#15"{Matrix{BigFloat}}(BigFloat[0.2738072503872234032775195211446365654149558074870312553227175423932695588242618 0.2327079897484655738215894460781951801711320850242712906376747291427432096171955 -0.7605063835098017522747379301136458852540573647657393836780594181890681912331279 -0.7910946935353998799848008412543112976849481920980225451017202659284012744493526; -0.06008955533394597470938461208407975416960910671581269453844169369340756524190263 0.3082563618523308654088219762220020379316897007179904820738253603687051911093012 -0.3281391135078296841980938537853128587130327108873221427632901753911837276641541 -0.7250785052948550839061929288569539098598139568442117149962729833599520610857645; -0.2820273870854920875924704290058289983981071988632265417447928812662117558226969 0.9711434049637354740763840486119596927421388683005223214694890067142242445764571 0.7671968516783544724307717311549401676747435715816597343392646761180437304467975 0.4787806944189189467098726957644548076351558831710270144401760349775002279548384; -0.9475914400710192674986898303228003678034724401327710020422998527852963937453528 -0.3480433112970652096100233276005238506407156086847424022396160662127019162975897 -0.8364224499816543674670477846129341350309029503796039381282945176619599606964943 -0.5704909715459834293492141525888682559234107541587631672940042098936523315329488])), BigFloat[0.6882759395397753971719314178157856193330006262375629252822518807335434860572517, 0.2894184280204626773424866796452477212381340755989715807154424453108832686620429, 0.6436496645282701299755103884678288866406312351542757621321265730326044639612088, 0.2557005738024515158101840159798318517340134269625139106074924508209351348860122], (0.0, 0.009999999999999999999999999999999999999999999999999999999999999999999999999999995), missing, [0 0 1 0; 0 0 0 0; -1 0 0 0; 0 0 0 0], 1.562499999999999999999999999999999999999999999999999999999999999999999999999991e-07, missing), nb_tau=32, order=7, order_prep=9, dense=true, nb_t=5, getprecision=false, verbose=100 sol=BigFloat[0.2717418275642127822126296311208073034712996198680627406637366245075489267000425, 0.2884640172217477121601917269749428620909992519189853253985185459267698561889523, 0.9074456114471307429714972166588936075957897439609993184073396243186174950259465, 0.2532432992999380165347892476060560532450905038009228284970469209715662436204404] solexact=BigFloat[0.271741827564212782212629705908057996851321235023282134235524524644518819179333, 0.2884640172217477121602049966423523078495422889260047359692623780654921239357444, 0.9074456114471307429714925705415850366915289050019749110375992560713293014684903, 0.253243299299938016534808961809822794664888964430458386478883596117642720879529] resnorm=1.971420376674141979846062953555798183667514607647725908865772017114742591935114e-23 u0=BigFloat[0.006194154987128733090369132563957716679961414761012062698540316128683881903861459, 0.1556225106049809087672712091316746514225823156800679091299370375740593733401638, 0.9812451501337324272812877896390421295998699204127834913691612004541293639174969, 0.7901929452914628659428706509773330999847672664405107479418179628126037337099149] solve function prob=HOODEProblem{BigFloat}(HOODESolver.HOODEFunction{false, 3}(var"#14#15"{Matrix{BigFloat}}(BigFloat[-0.1023863801687963312547993576939132382522612318991781686758039210233236948440718 -0.4599659343647990554981548879011703514719233553436821170951929303786146266072194 -0.230575706094705889780560446624606256827619102948205320030885408298047652168625 -0.1946249231457574021414678550988448793173313202759642837868623921459665343416112; 0.07087839623575150843951911486968929051930732112327720074641989005113311487082675 0.4227902156970744852603845740225123813597629690633703796070150592908954608850868 -0.5230032485075399677404717597003350189362655755514446681154528277867215008284273 -0.2986225623640944275292213171763083120417415360274717322102400298527547785909513; 0.1656352924512939892702087416785818546705566131103454170123407289821002398195554 -0.7275569325785036161739719243045236353763142913696323186467566707504577129518463 -0.2056443894762383451946830206561988020796146846964594634328560631705237179366996 -0.4701742330024612012657658727328188033620915157851236028266821776786592564026407; 0.01069937857652640941663365180238750809225089965273039874143490424935450202008712 -0.3670779681916490385557066703579852708202107179311608292369410342067758975940568 -0.4734780618633657857021205697787042907287728539089101875556826388955050671938563 0.3983904874813903435965226771316859411795796822796128668634055875303157365799161])), BigFloat[0.006194154987128733090369132563957716679961414761012062698540316128683881903861459, 0.1556225106049809087672712091316746514225823156800679091299370375740593733401638, 0.9812451501337324272812877896390421295998699204127834913691612004541293639174969, 0.7901929452914628659428706509773330999847672664405107479418179628126037337099149], (0.0, 0.009999999999999999999999999999999999999999999999999999999999999999999999999999995), missing, [0 0 1 0; 0 0 0 0; -1 0 0 0; 0 0 0 0], 7.812499999999999999999999999999999999999999999999999999999999999999999999999953e-08, missing), nb_tau=32, order=7, order_prep=9, dense=true, nb_t=5, getprecision=false, verbose=100 sol=BigFloat[-0.8482712769040118758276798566648920288230514270029186675812351358575836626066997, 0.1539133468814896675910318442110660836283775883082944102582392850817698420364162, 0.490260028930192858680619999121721534936793649342069822878137674234990793647038, 0.7927780511025877555982021119187864467404532946200258246316639366824789754168348] solexact=BigFloat[-0.8482712769040118758276798563522627327419619655392550931810859036840843839013559, 0.1539133468814896675910210531894028372407410653323953356380070992801188252064191, 0.4902600289301928586806200059546072932057156451696206339783456520318168388060058, 0.7927780511025877555982136429895785977450935438603623738689609386601583430415252] resnorm=1.153107079215100464024924033654923729700197767936762469038266371350424638488572e-23 u0=BigFloat[0.08924810141310856203655506067994846646623373583436240129453476857937161524851249, 0.5084597889036648718233147029248514455699276071230831707023747202551505225610787, 0.8184203244267900558037107965588247900303269535208739934515007485788526409311134, 0.9730414817724623548284050687947682923576497928369364792746659185554189780187326] solve function prob=HOODEProblem{BigFloat}(HOODESolver.HOODEFunction{false, 3}(var"#14#15"{Matrix{BigFloat}}(BigFloat[-0.5912723428032334469332550577444388034659606583435624941263169406253493806341417 0.5679311778667332037971067202504128252797680019050490369818787723384589172464196 -0.2591079851825097724814308848104697263353525230166992047223059804890759283891884 0.3745720664930694992919925554141976279282956890691522338430863681818519700380825; 0.88091373617245771555996699914386012623943969262624609966776576093926322228196 0.952184815386083468440783229468319065279398751134735243029104834363993698802737 0.4651330368297375212464253107856181549707108158131968397084183575620373583143423 -0.9951111119147805035327707545372962514485414584762135340120914065508851461603227; 0.7231599143264289646457519996353232512463324215340028665094971651030063275562899 0.02036973476147044927358701835404281008721300988710429165108320358824098738784179 -0.9396427455120749979428769163574115225011525230213440406273851801420705596894127 -0.8933683829947188145022195260014852156190438892534382090656197851068470921699525; -0.9451197862881675214698225878218548252098796533877392576984487997021130389356021 0.8585043594694698406989459719313482147430404714952709467136300022581344311665314 -0.8161685309389498689657724498248235707205763470290985557293886146374974288948051 -0.2004002325625209250414505466167485023136084957377694358634103956026331761062098])), BigFloat[0.08924810141310856203655506067994846646623373583436240129453476857937161524851249, 0.5084597889036648718233147029248514455699276071230831707023747202551505225610787, 0.8184203244267900558037107965588247900303269535208739934515007485788526409311134, 0.9730414817724623548284050687947682923576497928369364792746659185554189780187326], (0.0, 0.009999999999999999999999999999999999999999999999999999999999999999999999999999995), missing, [0 0 1 0; 0 0 0 0; -1 0 0 0; 0 0 0 0], 3.906249999999999999999999999999999999999999999999999999999999999999999999999976e-08, missing), nb_tau=32, order=7, order_prep=9, dense=true, nb_t=5, getprecision=false, verbose=100 sol=BigFloat[-0.7434180955170091054152561633203258153049123390583625185192607869833191478165368, 0.5035833462860556593563918949637176997753024528284795530342412121456361715533117, -0.338835562202812372952271625293600038196590140203253932529964701440852580854745, 0.9754333519049515016088282409870933270355006761194128645843721695617210046996477] solexact=BigFloat[-0.7434180955170091054151684011243181558278129456085966754804622330727490394964862, 0.5035833462860556593563110281671278429844685654785116615470745099193627423357924, -0.3388355622028123729524061623967159997983715474554707949605458842775414057209116, 0.9754333519049515016087573540108209643443667322570866062080857771479690384942428] resnorm=1.345371031159616017814072522168624305811828366888248661665583894322896476274626e-22 Test Summary: | Pass Total Time test fftbig for value size=8 type=Float64 | 3 3 8.5s 8.523547 seconds (2.87 M allocations: 188.879 MiB, 1.94% gc time, 99.94% compilation time) Test Summary: | Pass Total Time test fftbig for value size=8 type=BigFloat | 3 3 7.1s 7.069235 seconds (824.28 k allocations: 54.281 MiB, 99.94% compilation time) Test Summary: | Pass Total Time test fftbig for value size=256 type=Float64 | 3 3 0.0s 0.007519 seconds (51.23 k allocations: 2.468 MiB) Test Summary: | Pass Total Time test fftbig for value size=1024 type=BigFloat | 3 3 0.1s 0.125970 seconds (554.01 k allocations: 28.222 MiB, 33.64% gc time) Test Summary: | Pass Total Time test fftbig for vector size=8 type=Float64 nb_v=4 | 4 4 0.5s 0.514106 seconds (516.35 k allocations: 34.713 MiB, 99.67% compilation time) Test Summary: | Pass Total Time test fftbig for vector size=8 type=BigFloat nb_v=4 | 4 4 0.0s 0.020005 seconds (11.00 k allocations: 593.562 KiB, 86.19% compilation time) Test Summary: | Pass Total Time test fftbig for vector size=1024 type=Float64 nb_v=4 | 4 4 0.1s 0.147671 seconds (325.71 k allocations: 24.391 MiB, 71.18% gc time) Test Summary: | Pass Total Time test fftbig for vector size=8192 type=BigFloat nb_v=4 | 4 4 4.7s 4.731463 seconds (25.92 M allocations: 1.324 GiB, 31.12% gc time) k=1 norm=8.636168555094444625386351862800399571116000364436281385023703470168591803162427e-77 k=2 norm=7.01238438186287779778979357648362918850183315641356911735007809644973946190153232226263919653918499967827240875290635107083805297734522504365701082405556682e-154 k=3 norm=7.0004822300636672381160905967259058570612536632890620343695327861279084582593080948725129895770155936287268827236565686342857219476678577187300462926540703603341150418605720195158211395883653341002799185131980089905799253876765710903e-231 k=4 norm=5.618802530512280336319482007846740734451259194057221546891801173634097871561841169211204182346734530343766262736498607452087576253806001782540421672948691841410031174839654210741219424635173274328884342758559093693307190036212038243010486946160113465906207469291516990254075146445522082032684738412783489571943e-308 k=5 norm=4.71209966089237670270460419790168742993287854774765485961038365799601304233271282920021491701120249931754059602972139917900575813200720207134144728808794806276203447222423971532200744370014061139092797062900591339585526104432789091013100501764127938125246692114681018678167912950038350997636748162332927309511526608877551005254145450205068324498025440960739958492633376357797791217854997e-385 k=6 norm=3.7944701451680058052299770966738658820117749043812641130854187852478513158938466876141397460117885065262631900720778056738391312840090888547351359184621664420525801863057123329271947925488887808441784045352825406246367215180289524469548700627678638240516419911515404948824918189248936398196329977284401312441461490405544701914851383684660553958196348188103066901511478847542724618234739387138029944166249486902938942926306923616733895132504045854044826200002923087e-462 k=7 norm=4.252301875846296940983885016520251787196744610525402048123924587153052995774891651832803019824635538460246201719747694756529037274199898435035979524571857081219518358470946173490940357014393807348022873295384769713033712013400670190657983117454609562433047608910905137525292591248508415561186915949233385768556934652785256882137977388355938812351037433783781856552539259163118641590768663092501113435413171831025525322718087687201180462178188749771351053824096728874393482073866955323195853849724456295013494340927176619878081425741632718964e-539 k=8 norm=3.15642612204225314991550587058633398466810146513949401741435484448100628119631777812483575723443817698768027582863308586112589261516167771716645148534750830045351814870496430214152982287277194364479175994533982800099068708210555296011540094590798960959985502489782835064925885831435953060616763551414345378571268389737438929758305622096402115665877387537362276294582980953767825569554554067587241966524051313140805983155427458004311494271134262013738688135730795921282362459428569891858157349352474538889072441203019920944005833853557361947359434059994306038469767289666499906151241095928245759340108329884002254461113e-616 k=9 norm=2.5323592990038566094288049070946921713076717833544769358022933523216664128276670965522022631734174080529394662335356319127870682113885643018421156573626425285363557222365692496022302126045158786052077217673694237228425986572268470595845701587628653414558237929640120403524210386028604995592223031553616305976891724086017433507953779919365220463290437164497444294318177617573265953271712651310934759801088692357134789429189563800336568711845431208693368982135445351145382843837407116957751820868450402657831230340911373467979178738458907854089901181420838681042875075270117322018902828445945836868611558084304359334883365455003469107468979921657551620927450337021724415744506697791877732221459237e-693 k=10 norm=2.146884183939804377628283173212508003906878406207210326830821387308044881695105097614966206659547823681261725661126726227787662078271015449845334990959979594774399841768371439466292330599810383393213496210827291279951959446656821396308490328935976419972433149272728824158816527967315969977798149369694405474770133332436141093794095763786152954042974953322951404379324412678275536040868852691482420868577726030862438246778462575542603243830083561475878518732352409494771586480747671254608679014573035688828840051740573891263332027716922612548518187806174925890475358761249032118517813247744384385660947831434553167864296528451766185295467095804011775398599979013174886146338710733730539872738683420513853670644115315369609784102838846542817436608721995772069041649482381934e-770 Test Summary: | Pass Total Time test fftbig changing precision s=32 seed=8965 | 20 20 0.7s 0.729561 seconds (439.68 k allocations: 51.665 MiB, 3.23% gc time, 79.26% compilation time) k=1 norm=9.400360131025929184435932782190474666795929315024191426228007570230787674763315e-77 k=2 norm=9.36758356836697764297664146849890672051081215641377926102842737200645264485451778813781511248388794618233171924349755142434783854118775006534154347930220127e-154 k=3 norm=6.9034901285892129096522707329113251788629159681264470358054168217708544716417326744296600128379525622727351700821076785102172717245404586809381578613329352954352183789421526500175829825620258701797703159827911153089031695931801711683e-231 k=4 norm=5.726184553603952812728654792104094858444041231020075655401930274236445864713634476475959314835723077047933947392924062594416985749904545348705313982248291309843583691337001385985660833436386563541143894434706725115149803877678102780997934415597423962312521848668587072048831430840825235098697578409738917431338e-308 k=5 norm=5.3624263151629998874446437828818646479347774634841574932781433953319007909296712590616301860753086487859841490172273702236074862653187525679022959562614030516388060219245967575674941020343702509635353980587145841710514636416338543613571162530128648698098299599639681015382807881915999796658070005764424034745053692119701620887600940542794189820221902978448555934577566057352960118514168e-385 k=6 norm=5.5073132775491853996008943307141531228669563795339603440610754277113376053726827758749196107383505286209823680836920616454356028147361829486081776020436215902943356423363287873568630303842323035790663063834612022396166270049996455389484173780016274822634376677271087732236487241891089785288250221107187111714955075781390132549121076344818247119630409256255607527620233558125730982087895362207832539249055914493527736016447815643470679532445480054496681061392412082e-462 k=7 norm=3.42765066599822485733169707207777840124144453504794928549452433591813240586761870077214582679213186641167618351725886213183358387476015058376318293734870818087736172298825881768420918206763321484630723838825070942100504450936969284190715135871028130183504389878755253518057984389217026079898682624933018517003872665567857358801418324471527544375646180106735325051400904132633703308352546152262456577249600389232055129503104046788648841758415850393416356523742376533003081110632407338473922600387533980430716670816842445291154308575317345389e-539 k=8 norm=3.64470556320838494647566432452664360610609321799924572658789758007676289763232910703794776589732034373523546533096603686555852415140981615235857521468354665783214501436462731430937595289370056051519701871950234014246981770532831023410876997958775673077831881133692856780179725944751446483566008983805520926134652644778258850003053966378939384673826154474586781441197526185861405520273738295957527224631284610967827494210027586107708967746701957219795067350502163908619190740483825148018761986930902356001845522531318762149698762824672627551400945851098984796829721453532143079003685476153549526392139650795125975284094e-616 k=9 norm=2.693991086585952135764192937299428602839932507175769444559727867185522618163237780712793848297720045975617592933786869333536895401088203976800511181277046131554970413767406912619671137966391871745581073046012703913637819266625143481687852439234173369553930573387415938059942421094506071889020948020606375311367508554353308755572944287530349067782871933864248386228521660146368554981316534249249609766380924615914610715192198875580769804751410095561883528359532297111783256219586145069996828968851441761880552624372567120186809742646407324044944746375680744687585256694750272595391519571998161060409373023034096583345494133265257573164211407916360402713434775232670338361082927661313687090569311e-693 k=10 norm=2.641358329269592087984706026834037816324620397305353696444391358723441953516674595655165773963764426413002262257261272293776727607602308159643725470878367888119621411203448075754935552240940814225679632195559309085280751267978047211113091694101490012113788236412866455938053081185575777751940412289251750058922141938368218451843292983025533470665167880414537437688775655105902616597678225547332521279427747824942045187531325941715871091226460787252712324965434375369376227176669148344453596477165184342495714609718547004399929606788191395140381910587400030395695184331714894392439923119114912912644184932797761262903148958528390903841540764590891216679270093099692495357815919206299705957748807309629162331637433385915221989101596421355768770887730428218110248787564032497e-770 Test Summary: | Pass Total Time test fftbig changing precision s=32 seed=1919191 | 20 20 0.1s 0.129191 seconds (341.17 k allocations: 44.837 MiB) k=1 norm=7.787250024819383790442338626222128693921454508251670001855899658111699657863531e-77 k=2 norm=7.61908598345997632043751764589841802813721944852267243710900939828404679236597534984558360032520219651521342811022589422853680473970726596785120294500654345e-154 k=3 norm=9.5599359849774508776328155838429451902522225360283316008347111076404565472301700887627945178147317760556116842257253095148744403800776517551312028453392090469964187139121694031694479860281339292546640682871444404157639463654619435994e-231 k=4 norm=6.015808206030295261151012166226507053404954104078020646106970934304081615393905917815001103281156662103588351688192745639280401565706892114294724806488024852407246035241372770932099969207387443104187888994258966201867027832666184641523717518294704100613459705356313295494099576991983526622454219184329270535843e-308 k=5 norm=5.12787029935124049926086554019066849870808722583621275767751360440778387051530213304947875860891346553551494100521614437687103681217562833543715158567872959854885976653799170267862974400467284807453865320665366060320856465698401803194273411763007945404808620009862371939747057277948767321545241476562406334573656331728617678582139423987819555174496664694139637946679461943871189343045175e-385 k=6 norm=3.7571466993727231895340883288020737456921496662517290372136240949725758021243316093979191704250606495661685152183414873560687160814467167848545646305566656579094716088752931425546005225164217326465837088917147140400382231987696423247374605245825000279555606969222662969851744747786273907458213194776921763616352666780944473304934423673919269349741234720509781544344867388705970136730761102046302929455456062500612127563059859466547136105471766487791463352308426146e-462 k=7 norm=3.281231379741640757638006172022727455016992361632502082357681255423048735956574160260324362300121946914117426288326168770399173436217871061145654197924998912625463746228786966049954975078815617246056315353151570834936903727746526569543609452884128554191870687825041140478350190139272222425466396028938582612238543914966869015912601037874192054511957344846588933710564357247899857858464239556577532037493545167739852664221219656341857028771902885850738230658824416402960800220626171602219649673049051221489898787696717650160052141712910808397e-539 k=8 norm=3.64015212827048518442768467072634918515226435716632093136219224848924562874190045468043421509597255493426395730979002690818155201478172540670861683702409521997091828734406539297161874607937133953103903548148390369562517825185331294966450732613314582279032457454592107718194901190981304637672914813842009392951320101152214969115435715803684235446044356022894216304685722710880597197872814276299072716556595877110769484385836439652741742964470632464186917119034674100437014941748507332750185958658403884031178850205575410262347157870195942871811273426574200054869541263114510525640166209878280101934332853105441601262602e-616 k=9 norm=3.6281919115256027903934962377556584443668651211935849495763731603916658317890682865557970518755131628018958102182043411916136207942986670713557831888321634176044879189901215997470445480115831781278023358128325945146457597268038205546245985260133554609005878120304409997581028192902639372124891697752671765149778479109363662105038980332690576570433201411490252807075243901118777076738066313527043389168525625690915944869819321226774067380922946612475866142117733095610024398781426584859473438674336891647744998266233798903803712806834177373627245340112418237646623655176877236226461400719297525736485361056791663288446917075547131079428021660852344136003361216058300759402929710424195017989388112e-693 k=10 norm=2.159963684747092096346060451778856902676647133288141561961363582599546676055778057962264832495504011423923752515999764572578489014608037048288343280226275856186357489921761143223996091507214783415425616365280760746460530337726301964628490518761278413554855880538597606735534438031408342492496174731416445382268286498940020596036015222529579404032237817006962294205824775256512203738284897585942959668277108999752352362209096946627656226165001422645886599101677712826044654358602124176608199851040248534852641832895132019769243878341950006947434049150981790137508605314736261578923798401987934056660960799277647954367043683383120346256288217858175806248478712410617701574184109261140826229627391892076923692582375216378720322395903748111176356739178233443887091236022727285e-770 Test Summary: | Pass Total Time test fftbig changing precision s=32 seed=56188827 | 20 20 0.2s 0.159265 seconds (341.99 k allocations: 45.084 MiB, 13.35% gc time) k=1 norm=8.327544759917012737185431854789818442243936694470824504669931367791787784775443e-77 k=2 norm=8.54023077735172024181195222372420353981202299700496138081141951708697037101929672089845446349282626609812261166529098206711593497440483354924811896147682128e-154 k=3 norm=7.2178047352920776089172496302297422776999148703883585684806801384901460556249884017143674054973463383371805348363351225343520416219798184084450575249648656987596877206541947152950984020599057134073356991260215897206653124644081901496e-231 k=4 norm=6.685975675489691149395653449172824423712705875221237112484069850733726716799246872749337422683506608976652453201342999077166335505802528113153986506550065193824955045624856992178735017956637366964864877925711379287374634332275686384368309883584960052482170733280140783464607139826126895280667302021021285225899e-308 k=5 norm=5.00466925191925151830450068748430198642490631782570138025242079439048601354562744739787803312809956952431975977900549959525896398054370767166176337986976807255026940614800386610490243156522149102977131560443730249815585525875876954280640071321099432294429119382331818908604907419851054369023765875237821167966837495053035565514565575816816524558166225011165806582683908098085655847578727e-385 k=6 norm=4.4839090614129819084947960637037496697182964197888888564822422421646366792967766733948728096372954700217849069419626235675484217746928660902674176491422622229199890983305914635951026932089817992408678701552440306356414797408750166028409941631321513193571802492855403166019900434041925301453520076784777118888251211159310102590947113321515837549810583849056901554682640975469768953473978852118517493856193691302832737671886599502470870801146371980435846370744798977e-462 k=7 norm=3.442650678283307946595719421974585298070402430734734798085300168422000450297605531426301693019590333692780149552362085190996707621655462855836392007982149991320634057264763025168641322891587871574958325173888281366864996522865393053937193125818265364208450797834763033687301511883328484681140926837949949896291766408483980414660483642162600233115630892087003581941686996968310522957096436577597888239340538160131552228168852735892948162823851850449019802192167363185260872859251051706916290537450673628956764755816317548911595314760428808176e-539 k=8 norm=3.28686089599841327210613189566118351545902082700395011949508202872033608726790170043315869339637059837383719642841954351674444341153545275954037428993636131934617801151132030317531957920957686119274512410093460979949522880189485901363487304504879440460386313613573379582613799367340792450749598791868160267528879182200652691747138542184881336263853764736260545690301712581282606171715695775622329619581851634419714740601362513374055539684816896604452884048486578929309296302453475199671270063907870450990158347468482468199742821385619634334471947259618608701875527064920932558209540791613235233277167150732127530975134e-616 k=9 norm=2.9378432964046740859380453270077977321273745154224431801129714871896650840850096390627344637126869364119756388867904742865148554004583586627966371260182515486227993515744829716653231832627624291243794416544236655875073499972698967115127107190861718879467850869847316465055773616604038044927401576300053388635277015763661818103970029043458047328490487359973439583827438699018615295864367950539008766296608185567322024250222502110220485289054435247521252834404404822666853793551312989911351742520722367986232013176537874067351075968653410193592045289523123596117966379133977047182730968704504753634499905767141219610537859666515871278232374181726466861770454471583653384348061081345799313672813376e-693 k=10 norm=2.284701925069277421621660991771098447474422203115041182454617899928464507049335411495259577034799482594269560522911755380819679461143862063675587094881666896111658739575842484672852444635502193142588577355928390453601771587419455101680265929433608069610809092571636293388159843945120618197588178151648023380324529414285801806907233804669407490391086321864756429472093022779466907989333691662320266405961826298491665631812473845328616695666329237992559166765150483651052763848018329393490181923010237048874525879772132045226918176493498810111831785416736931830408814851022085976491032841296503255902611368811723538407871120972065039255829016835735422830025035071004540919110080753335624738577835346269854096828908542722410760461933972637929533129901105664761958687887109999e-770 Test Summary: | Pass Total Time test fftbig changing precision s=32 seed=9017555 | 20 20 0.1s 0.133485 seconds (339.92 k allocations: 44.641 MiB, 3.14% gc time) 13.959536 seconds (2.43 M allocations: 162.177 MiB, 0.47% gc time, 99.99% compilation time) 2.407450 seconds (41.11 M allocations: 3.296 GiB, 15.99% gc time, 10.92% compilation time) 5.323857 seconds (1.43 M allocations: 101.274 MiB, 1.00% gc time, 99.53% compilation time) 1.599555 seconds (3.35 M allocations: 2.177 GiB, 20.20% gc time, 15.16% compilation time) Test Summary: | Pass Total Time Exponential matrices | 728 728 23.3s Test Summary: | Pass Total Time test PolyExp | 5 5 0.7s 0.736612 seconds (95.94 k allocations: 6.246 MiB, 99.75% compilation time) norm=5.720288530613545534960545627068221909586609843949531393114861929107304368084566e-70 norm2=6.62617471860244649252174307957722654062347310237658298725784151738881035748796e-49 Test Summary: | Pass Total Time testinterpolate | 2 2 2.0s 2.043937 seconds (218.23 k allocations: 12.484 MiB, 99.35% compilation time) Test Summary: | Pass Total Time test polylagrange | 1 1 0.2s 0.174427 seconds (272.28 k allocations: 12.755 MiB, 89.65% compilation time) 2.413043 seconds (213.69 k allocations: 13.285 MiB, 99.94% compilation time) 0.000577 seconds (1.96 k allocations: 116.953 KiB) 0.001266 seconds (4.75 k allocations: 254.812 KiB) 0.001587 seconds (7.05 k allocations: 367.734 KiB) 0.000277 seconds (614 allocations: 63.359 KiB) 0.000807 seconds (2.75 k allocations: 214.484 KiB) 0.001693 seconds (5.83 k allocations: 432.594 KiB) 0.016539 seconds (9.02 k allocations: 658.531 KiB, 70.13% gc time) Test Summary: | Pass Total Time test 1 coef for exponential Adams-Bashforth | 10 10 7.0s 7.043791 seconds (29.23 M allocations: 2.003 GiB, 21.72% gc time, 42.67% compilation time) 0.000433 seconds (683 allocations: 53.906 KiB) 0.000796 seconds (3.05 k allocations: 170.578 KiB) 0.001571 seconds (6.00 k allocations: 316.641 KiB) 0.002261 seconds (9.44 k allocations: 485.484 KiB) 0.000377 seconds (683 allocations: 68.750 KiB) 0.001029 seconds (3.10 k allocations: 239.469 KiB) 0.001985 seconds (6.08 k allocations: 450.828 KiB) 0.003127 seconds (9.71 k allocations: 707.516 KiB) Test Summary: | Pass Total Time test 1 coef for exponential Adams-Bashforth | 10 10 3.0s 2.970298 seconds (29.02 M allocations: 1.987 GiB, 14.33% gc time) Test Summary: | Pass Total Time preparephi tau_A | 128 128 0.0s Test Summary: | Pass Total Time preparephi fct | 64 64 0.1s norm=0.0 Test Summary: | Pass Total Time preparephi and function for all tau | 1 1 0.7s 0.744397 seconds (1.00 M allocations: 60.792 MiB, 7.13% gc time, 81.37% compilation time) Test Summary: | Pass Total Time phi and prepare u0 | 81 81 42.7s 42.724109 seconds (461.74 M allocations: 48.024 GiB, 13.94% gc time, 4.44% compilation time) WARNING: Method definition henon_heiles(Any, Any, Any) in module Main at /home/pkgeval/.julia/packages/HOODESolver/MOc6D/test/henon_heiles.jl:22 overwritten on the same line (check for duplicate calls to `include`). WARNING: Method definition henon_heiles_julia(Any, Any, Any) in module Main at /home/pkgeval/.julia/packages/HOODESolver/MOc6D/test/henon_heiles.jl:25 overwritten on the same line (check for duplicate calls to `include`). WARNING: Method definition tts_time(Any, Any) in module Main at /home/pkgeval/.julia/packages/HOODESolver/MOc6D/test/testcommon_interface.jl:202 overwritten at /home/pkgeval/.julia/packages/HOODESolver/MOc6D/test/testtwoscales_pure_ab.jl:200. WARNING: Method definition tts_time_time(Any, Any) in module Main at /home/pkgeval/.julia/packages/HOODESolver/MOc6D/test/testcommon_interface.jl:224 overwritten at /home/pkgeval/.julia/packages/HOODESolver/MOc6D/test/testtwoscales_pure_ab.jl:230. x 100/100 sol=BigFloat[1.235552723936709121557957314166835048468267142154921129293291279778795699511587, 0.1272113019635146438989956172662873854618254632567720309422838269774919599766354, -0.1652417830775255682756958156014888554492854760871670330606457141589442698554959, 0.2074119377569626736550598838117189855090058500470404686199335401459790243908437] solref=BigFloat[1.235552723908968673715948895703176756040018716558664939734943547475789834972035, 0.1272113013734027152243415220701474614676186986651939978813284752154931871231107, -0.1652417830534920404191009087516353761726106852304507591561359948650226103308939, 0.2074119375543148246557445547463300891200972671248042551333182687882569300491098] norm=5.901119286746540951961399239942067645915780330609553517619987728535246716070133e-10 x 100/100 i=1 t=0.9737133117898733049379045334959244430349833324505451577342464171902856586575135 res_ex=BigFloat[0.4449250664362068981122190859875778615215557783749056410322183712597574900823617, 0.1374875350095055351593776397126632010005529866536098486606558413105878667157122, 1.16518362657558841346407730769551981864014171452758708856947948605111774722181, 0.2056263455823890175434840892626683348921774374275202043684576735518474783576915] res_ap=BigFloat[0.44492506643722858403987468579037536833544075761696722333247620056202372259457, 0.1374875355991173785144139473294427595444233394561924080178985500093620816330209, 1.165183626598809571030690947154599053285988532579849930917583833765589749563874, 0.2056263457849416057700907243344848047482584947667681220370304880477724242559469] i=2 t=0.3588730070872141400207133109294339056676499005272392473716751687033602297373071 res_ex=BigFloat[-1.216918577143586376422410995820663664942090048187605255278495569329761370859341, 0.3276136219222778038380402814430338668670984646026790726383020590964483580681684, -0.5116525106798736743931097783646926541550137863301161101123612512053059440566089, 0.2618295022077083716250496570455644576978836850780958292248998113568328908448455] res_ap=BigFloat[-1.216918577161653997909507229867659082778561686028649845187075056543766765051603, 0.327613622307149118400156309937417743640381142117410157775553450461359378907267, -0.5116525106750907914057477494012638665047459167012080559616098073237272844496117, 0.2618295023398561498938906329668744066791675086215375023654495540542164208376067] i=3 t=0.45222457112971883356536182854842798330334464480892729902214740691812882703417 res_ex=BigFloat[-0.04964764784656526196510501744295663822736045084219896121362632432645828820146971, 0.293539240967634679601605267834450073173661811745509152103620121377717038176537, 1.306593869664691204041739434676856507285793974734149368816407160619815536759039, 0.2467073974081022820272534321235113254365334451935282276208664892934723227249878] res_ap=BigFloat[-0.04964764785256437957803605366699705985574608435310347849887638811678783020174389, 0.2935392414132376697656432816582220970809542935208220990281126823852784924420672, 1.306593869690081422169974355343905799899667041374002776937238983731220497724031, 0.2467073975606230781350344627527055924104483189076881961353318075229241170410996] i=4 t=0.9600037889485880831753468227870069519032161424350491942150085990174481157886527 res_ex=BigFloat[0.5651387554792244195392702665220811902309006366448459437944644118007217472199184, 0.1354898686955424990704089891773756785734442209573872652525730364070758334480344, -1.115159181341236555705001806870650079499406597588673180088524138827842637991429, 0.2121372813689941826656153754083851463368763924089692151325177158146686933781547] res_ap=BigFloat[0.5651387554772615595235276321764129589553843339762262649462802298634405050250184, 0.135489869283085953139564019058770635490934820079510782735612624008455469427086, -1.115159181373936383000280881881490924608177998548669260447031654932058175694424, 0.2121372815716900003758746519131350541716063497258369002221815591398377145040665] i=5 t=0.2791080377077518082757606647305642864068480606930251286820887730156589938904547 res_ex=BigFloat[0.04627600832699642239565592499008378969150927194564978479791982915948070615867877, 0.3631089742109912483101970430021921410954755460403410605205261032884714506620449, 1.327040302371042179914117661898905582040833200205649542524010420141354518819081, 0.2668218840406731565683332411897207798952782111567839646195534221937575149831843] res_ap=BigFloat[0.04627600833749585290011740290428910839290843598602210300278620727140008698004833, 0.3631089745335208335500219846165745924956601193624259116242812107905379573929938, 1.327040302389626790929541585121344347133612670210259478629560598045085112856238, 0.2668218841502597824769553784180606701071969070461869464546153739551469444554292] i=6 t=0.7069251154719176308362342680646746131179244634929878137734748345537705016339318 res_ex=BigFloat[-1.280127666190032829649023685557624108164232473634334636023873315379938552036776, 0.2079391905518581979646108943676380944825482321499831109025398404925597746516893, -0.02148048968814815814032027526622110212448935089004399266883078418734542325169352, 0.2268088949208395736989053290628720401298427310331660582573369740560239533297602] res_ap=BigFloat[-1.280127666196426202143357396106667502483122505871874738087140331041360571601831, 0.2079391911009487519613515160539622968517290438741280592214885212573188715526357, -0.02148048968319714786775651629014052672056154641464851782136250386072469147409082, 0.2268088951095844460729998053622933218808517925988635745137955076058597388319402] i=7 t=0.1763873276063459097305758392645792903490401838931787901469954303529074598849084 res_ex=BigFloat[1.334986942790557628344803380339857395829467225772127319034018477185920033189009, 0.4046517272420128292436069473033573687763971127152986803023665943280081977878953, -0.1328535730480916964390187054962641015385906178879085499256540658645514752349341, 0.2842351339217746542255414541129544207439659850978859169287992856085392457978597] res_ap=BigFloat[1.334986942798225915130235410432564679046399128249105244568550042714950652385088, 0.4046517274651709238410824795136826806937272036465346295931280870318957294317933, -0.1328535730463946399827280772954375692359708285128726282105418630256001710113731, 0.2842351339974390855693257114063165448728007267283366002970986523684236256913414] i=8 t=0.6191208195982081411745220732548541140300611533129055545261776323371761138696306 res_ex=BigFloat[-1.215368302081899071201058196100506525919136071091717891204385812134515741752201, 0.2339559600289338536214950312770303256068632294452633129166420508999743860478027, -0.4315539490273329534574069329505113200283929002297008294808098383812599324782653, 0.2351354111306142430145241616656257637129098049605185983479890674615827859397225] res_ap=BigFloat[-1.215368302104253823551743471130887522598063837457156172011191990599139907156993, 0.2339559605506767985100660072611287228667063514037854080703148447338306754695855, -0.4315539490188854932680867411851927802542871410007027863551070216105571032854195, 0.2351354113102253298463990148103228991106533887798728419942877605898206493909363] i=9 t=0.237386719199986369851368059381802889574787697738564112279079085195369079035647 res_ex=BigFloat[0.6453347566858501177602448936548231031425246837981187668282790042313070225414285, 0.3802862225373619870032953931197045477420074342080574348885917493675751845050753, 1.16557033190769439207042452796387095124441369320082426382802547726326214963655, 0.2726149407146718912257142491541180797928772997436328022813408137577735601895608] res_ap=BigFloat[0.645334756694968239608421470550193061908299622967819210504720951909214469201223, 0.3802862228221035498584547882615968863241456669750847260579602583999232566767142, 1.165570331913173323963575153403461980543698096341332856507963322211829348233667, 0.2726149408114717176400268605278337417169144592403435154980803115337366779875682] i=10 t=0.0183283690156912973910272456460022847161144098958768913283112525608376159367754 res_ex=BigFloat[-0.2390116837408631267685405099785729564390567634558027226188932562043543103701784, 0.49161729953836180860233248775317728002621488615234331739479767550488448645513, 1.338761125896798339763260353406119667440202509212373504312463701825251391215629, 0.3052973425343107449007448327666786979183150861264191347923270782616721440402745] res_ap=BigFloat[-0.23901168373228682839808873290994818505959996833358287114770877985709787174758, 0.4916172995661223607556424237022014149258176908745248298533866770631260978706407, 1.338761125917979718700961844892267264783452427801133981972171843401417693068353, 0.3052973425432170182569354302801028267191411737879174282769004763032927742917987] Test Summary: | Pass Total Time test twoscales from 0.0 to 1.0 | 11 11 3.3s 3.311440 seconds (12.81 M allocations: 706.019 MiB, 6.88% gc time, 65.61% compilation time: 57% of which was recompilation) x 100/100 sol=BigFloat[1.013961703463491141172855361462653958728873472971271027623631352970413114544901, 0.04029725266937803175288621704494880097562534493542184349789923948601169570245257, -0.6357286126586966194256200352710047199092562642293004031931611837619599163041912, 0.190125643818507242506349328140523844829776278092966436881658518178619912728198] solref=BigFloat[1.013961703465982671192246627194928906033468238026778051025620218206815862232624, 0.04029725010308272909043805183688593808606306853920856947429503606936973731730697, -0.635728612717416963480724273389915272298423285830404762033730336841773701049433, 0.1901256429772583692330740839995095938558413240695691686611686878943511576301875] norm=2.566295302662448165208062862889562276396213274023604203416641958385145600861781e-09 x 100/100 i=1 t=1.418277369230006000458703608565817426443647350097386061458078685187541315825009 res_ex=BigFloat[-0.5268887633397776249472479871876246397979257406786596717366446977972937303758977, 0.0478089730666798964587930746705638071054710788909514220121943514301242944870368, -1.076903272451245846831339769886289497720156779852998230620020438369219931714664, 0.1925298204859895511823147526062556324790052727807461126965792676401251926943115] res_ap=BigFloat[-0.5268887633704268013373323399124162262440663699734008323377252561991449233214709, 0.04780897565895119533445927112246754783377345933798357172768739434172118142121753, -1.076903272407647476081071404651481927679897981412303399609738512309478750830985, 0.192529821335800454528428432237316365361498620938000930552855878362480394496588] i=2 t=0.5227220971681172166153532073322195219821595481736179304804899416071581467833048 res_ex=BigFloat[1.300426283805578474953812201202720811110075534900409339207244551485886708756093, 0.2631464034585133255212211908027291229305687759767222254374924520429552282746823, 0.02179453666864814806593496549817897061897279644762369474655633364074457428915444, 0.2426082033920148714049070921533634822994165515223484756296414882947830424631156] res_ap=BigFloat[1.300426283831333935340178114884342249999149987989999792158935424042165090424647, 0.2631464056817700921751023665271828475281133471899053635924616740262653742334964, 0.02179453672525939418190603983806622679166118932826708527035674322573628176812569, 0.2426082041147776741027538117746795809826432540038079984504010319217362254804245] i=3 t=0.6586947793329898594725454874596814475432072312118745083609659457974769567005953 res_ex=BigFloat[-0.1739544002492470591808016288258904141109467817524741149559350321110551513165209, 0.2179919204302921319531087768718697387631515412623531849720985765064416453612754, -1.271488115371581260712115975038986038766124971269107621927882997802648112484201, 0.2337390588895498606343543742584800025142381495636175657648054153797794604223301] res_ap=BigFloat[-0.1739544002384489025395970882291953219222930085729812569782591693866330260651129, 0.2179919228911155978063628559178016243742501553277548887167642312388488080040162, -1.271488115308403014646958359437307556996020423347512236451086846370613672516854, 0.2337390596946559112680970606874848470982408903122552812604608110586947730071849] i=4 t=1.398308549092387646118375649547945940568971944967304938181580002180994569728386 res_ex=BigFloat[-0.9770088097582319765924335945094829706307588769788065561734499004050471858113195, 0.05257661615664822128935711384216856510588871214725703808708544058575096570530873, -0.6998827340291278188575598134827814980420085671533465002188118082202547411628839, 0.1922411166690008428892999717381807323057384757959963634431495339513104404290506] res_ap=BigFloat[-0.9770088097072735498737907229836506855307133283703038563838278464297366188881445, 0.05257661876139508265131514536942594296387624569293476308746236735176667107401103, -0.6998827340429983072007754872659251895528584983936059277014628968486343996702881, 0.1922411175207295861551741808365618190657766702445147353197988374825935745590304] i=5 t=0.4065391821782182677602454656601507654456446716190879915298236134588328272161774 res_ex=BigFloat[-0.8645497136316236476717747644316692177347118525127079001370631846921589425751565, 0.3114896313753068078533944453882801313244394315819765985514866772908907273067237, 0.9907735197568110813147432196449263083566781796477397943089928008732965072030019, 0.2525585050197732600246797265997627835654185640652247547962265356601099874892958] res_ap=BigFloat[-0.8645497136738438853439648635800225239119829637769728799187993651456004123269777, 0.31148963330801932548196081195784843130249781109879038502082163885444335035678, 0.9907735197478991050213384898101626130749465888641337813826029548295561189735888, 0.2525585056406594865179056507213816379944690518813113233084718826546434791786989] i=6 t=1.029682844913692011272904210651419762314993158085074078115461114678041615262755 res_ex=BigFloat[-0.9617494073475234318191414284843038956814560532751044812386863971377556127057642, 0.1226683269499772458472107508384767332139094243169377586085615070529590280873208, -0.7860468213058730071063715468790437280450546341754547985373804423734188345860817, 0.2076441440103478644272681433709570808855777984703990891629690967607768553824154] res_ap=BigFloat[-0.9617494073819372447707210878992274116941923758500982580202781025014404227404836, 0.122668329663704459455480510812825597972352896063394582647538065531685477344454, -0.7860468213245669705426893234820343739862118059182243142772892487165507488617346, 0.2076441448997421255028286778682169129322266952951446049584382571203194385869042] i=7 t=0.2569197236332178035728059354414504112435538295972486903423341305144826809910085 res_ex=BigFloat[-0.1531879512124467092377677028938324433794987765448927849205092967088551054626792, 0.3731652822353193737511881917286093369928031689939194536794134632489216071945069, 1.322040075475680388542719494177701922737623693992887463944247124683187847949435, 0.2697315109468535615823145295348928675641983778252041545973556255780969830824443] res_ap=BigFloat[-0.1531879511793743976208779737649322269475870977081065742416062329140453888546461, 0.3731652836502780785598735962415228633913574929223193857281305347874999755552265, 1.322040075527628584558340668146178398381857327409554222825751885240442106246281, 0.2697315113908557621479902017487930064938129040712314067955616325277721480060897] i=8 t=0.9017901230508821073735124247041976744139218845103594289509184694808145556546338 res_ex=BigFloat[-1.255144969137417445584444866440739505539647374939294473554508465212388620088432, 0.1548111684802100049238604282062613182433252951367656589445463076828609879331693, -0.08427982646931442287600871346979864669446650743633836227690206110005947673380794, 0.2132560294564483204667258060901743962003932267021962830969919349464059274529881] res_ap=BigFloat[-1.255144969139614877351390466914141749315647158395381804958525573381130968912708, 0.1548111711608085563492870741133535283318973887032900928633455526939276282201301, -0.08427982651137034378653120200688236315737175188690101383350828149141283317428679, 0.2132560303336345923128639620932614094337549513583648006507214812651974652886099] i=9 t=0.3457693424959093015936097248365867100070976488046952015691165389430121933653554 res_ex=BigFloat[0.6484834054096723262321560155646857512113180463554523997994482300657151590723334, 0.3336200742105205917092241117244831289195624717013347937772724959917695319634417, 1.14907118172834087507719918732642365725824423892388461477521252418748607217264, 0.2589703417504722108033649581008158658938325619961282082474418055085465135783712] res_ap=BigFloat[0.6484834054374727299488933732580431476915920063435392215018932640156441347005005, 0.3336200759547113928508923070738087454794932672802221867927241573458615476554095, 1.149071181781767373307276069551421257136443232835500404473270902303484133811694, 0.2589703423079541766015517391450157387389697974129894958911252097621042214028432] i=10 t=0.02669647284791465338569833726375608443802710157909802086080083662261374824684397 res_ex=BigFloat[1.057183543514228495923829667979160496321424810111859461831171040003814658007525, 0.4801027434744196883439051181050232260000860083826632362677202825354180512073222, -0.8549141140809062400337492692949919815362542728996072488210016289974702214816087, 0.3092559354168647645142871944084290497804363033503773588118115788115010714770517] res_ap=BigFloat[1.057183543582040700187463719314416949935185268572673066846888063788451416193752, 0.4801027437135536216033166622313917408818358818476317184742861892462081434743993, -0.8549141140705468043057020386303707184461206961550667573175540497526652397578323, 0.3092559354579513144341801886010679066289214508173831829198471980369327700763716] Test Summary: | Pass Total Time test twoscales from 0.0 to 1.456565656499999999999999999999999999999999999999999999999999999999999999999991 | 11 11 1.1s 1.103052 seconds (12.43 M allocations: 681.632 MiB, 13.52% gc time) x 100/100 sol=BigFloat[-0.4922489702074667170598151011105787973230848051564504513620207619145988727129261, 0.08154197635575072741660974796837408585616105673954468027283569832852950615504147, -1.116313531913528014410380229160763587628168608559024064383696798942899724097625, 0.1994459210718084638195254857691848464395457724013389690808293082785927513890029] solref=BigFloat[-0.4922489702558264951649799306874606576703258632635923496362980226736161923151066, 0.08154197503048956499138690317559956215828205728834872933322221224972308036871622, -1.116313531854978411736246552020279753048897752785984362086265698827941487439673, 0.199445920639513164928806323663121229848055627409317257154915256612023051785236] norm=1.325261162425222844792774523697878999451195950939613486078806425786325250041021e-09 x 100/100 i=1 t=3.425516602903153813530374582011101404732516945321622937374727031946754143790817 res_ex=BigFloat[0.6058379891117067316182979319060167722263301518035981798823803115863323866524607, 0.09072882354000603540726046535471439554374418680280810396509541660969227902754877, 1.062656140941763011802929637117408943963921274670727742365487061843541578237956, 0.1951559988174853495870538260376751054284180984415813786682762589542800001736903] res_ap=BigFloat[0.6058379890642323699115170699827169624758572380851254624605669942589034677123168, 0.09072882487956449895199203862664958119288221666305084195341225866420303851013005, 1.062656140910905353332809222743915948940481026372829623354274466676378411658199, 0.1951559992583996288801707347180513108204358779727398036151898085984223605033895] i=2 t=2.673504257268498879083473882178558748389727065840886702863370179291060890881283 res_ex=BigFloat[0.8911593742467349781187875884350907089891799298647287836972080595475440094357831, 0.2920010533612896298368099728798545256852353550042969756137505446585782835452126, -0.9606289068537514630283780520420274076000291231033227067806439789421991205626038, 0.2537160330787410532369856481012973474918371235204913610037873745656479153346669] res_ap=BigFloat[0.8911593742860045080569707097212583663142571782659789939106672490056405032077124, 0.2920010543595943997152210074777110662909760598381704187910036614100419456482977, -0.9606289068732394652201695023773346278845949134795969141500040259262987969218822, 0.2537160333994915665994956814685533392672356399228124898794001711277160108400973] i=3 t=2.787682732731680474289131991970451557506055530883738029510837213278877823299563 res_ex=BigFloat[-1.04880184780129571880270901213266096134628636384778279578057384501401124647961, 0.2547191773029633479134547480791047051855895710835450090456205199951131138985044, -0.7623243922758047424140227088173795386123636688596457120928930733236007279811645, 0.2419481980833667855833995102873542504228302659386213811819252613441356645033203] res_ap=BigFloat[-1.04880184775792590180244219410777639361747149771943498030206051650811518800236, 0.2547191784334269736058378505322114694625685217324489513560662606129275706408189, -0.7623243923073825926358557066090964205273535822995088081709731914917687708728217, 0.2419481984493333172162654433442097867837066799729068018610416451002136890628158] i=4 t=3.40874845945102174725588807441542809021405083076393515123295653485903950036398 res_ex=BigFloat[1.144918439198105667302457983688572785488336567526450974920349387368616970415083, 0.08981588200288254637567137755852606466989107967497314149053346764006159602869289, -0.4424775199692520850962525513206112022764574562785237343101417534036877893054015, 0.1995968373206831228996152549058911446105161210168027331768153455207300841840595] res_ap=BigFloat[1.144918439262487477592750601305938935652011764470327846004253244071117202293478, 0.08981588333654410557198753064903614260475970372412020724754802805618341638072029, -0.442477519915768905517207552351032675428013665179947963744519396659932464079785, 0.1995968377572948993570723860496342746303322023315733063701637872715072605984969] i=5 t=2.57594357156892576781105331715640178439495410832537746629122818252309043598875 res_ex=BigFloat[-0.9118266812163473856295163366981448056671037632759149603230195598053342202765453, 0.3375008906210798933476701672688516585544887297070630844677668773623836868678147, 0.9583134505661943394400923960348373324734548007008992316268385116331885444199368, 0.2601638287883121203066633303686566549524995647541223970401526331825049082218112] res_ap=BigFloat[-0.9118266812529327178522308541227512669642833058411625240038749020588984489896038, 0.3375008914707416408947960311030316790238824154829395099781061060094033519870763, 0.958313450590384963387804891980818970215875992005743182325571380955185757227349, 0.2601638290612849866681701004369334948020543868997230503710600247289551014988447] i=6 t=3.099207452760939742949755408043580991905848109489801121799558250686276399213573 res_ex=BigFloat[0.1961948505234463113400878000926890902040951146573881300549156936940379928080451, 0.1648189785703959146343324059026883192018676684799283744883418080113613799654648, 1.24429177068482384272453338336161542224137196064849074184846998552603753060767, 0.212102169153014614602910828382678526013411836697517519802929014585891755687755] res_ap=BigFloat[0.1961948505501953730845311170192232849990084387970489962443112326585438622251692, 0.1648189798852993631948698695324292932826320210337342680777480601214826861763066, 1.24429177069598463015562541827266708343949823030086852463863543148415884408082, 0.2121021695837028762364016319202977899933477185700305653585655037577733146331152] i=7 t=2.450305675748200547204501266067209815021995239225415801457101302036763164043488 res_ex=BigFloat[0.654672225411989311002715938746882855153355427104102285316121195984600313816952, 0.3901416457442566387539559895756359492960054103594614306152482548281144350484631, 1.163319455681419981502715989674145092203187225443426631767621494516439172842353, 0.2755501428665372503310379058599219847450426336368689244753336696339345080050231] res_ap=BigFloat[0.6546722254291050448399635911146042650096926783961613574008189051847939699915848, 0.3901416463521796822283455545366807291392615084901774866112501262483072385684584, 1.163319455671602785160909947997896370094141854652091661191410071742625814737306, 0.2755501430539712727626377906330538473435667148845023992398254067459459505831304] i=8 t=2.991813851541644222171822193034613401196455013990181296836395293916300033283301 res_ex=BigFloat[0.5366068542627736044548547680829372549321224590446627554290767046835865324757784, 0.1930568986847503129206875301056535664250575013812415587208831524725356436946127, 1.152907083057437945478361553158314094435576677783918673527996726720598138601482, 0.2197759254395380005781259749612341732351759503261442300588726077266982647799445] res_ap=BigFloat[0.5366068542640656051311732974873850767927654685441169488865280215613580090959415, 0.1930568999579839670797411609734293692778423144906400869379876142553778347481711, 1.152907083112715822853140458525863055695434764440563555954234292636212537402795, 0.2197759258575287579826794313868451850933586888432176854201464314085824037149303] i=9 t=2.524914147580255473555294225946378652704030579377652337218788817455985066560055 res_ex=BigFloat[-0.2027263925465573540186155525051164561362152742793500039842088885162226137048311, 0.3528266929260530553335207970492193629783249657900738088261431358964453590300279, -1.310782382145449436143783458704754733467988052587093372046911098305608970083349, 0.2720629728825514803153090614782934004257175087452669558514531683881620048190414] res_ap=BigFloat[-0.2027263925639727399301972419139907401976042732193565886354016211273280034595481, 0.3528266936856665400591145163215446706268599784461954858923498931906053757364503, -1.310782382154309576013056263258485218464932048686293832276903033786706579761829, 0.2720629731233162733394491532000843328378682908511786310947201691809297884278747] i=10 t=2.256983462989537049541730762892355633985203305561846552121679593132363194293565 res_ex=BigFloat[1.15135596898558395165167952250904949559578259163445451840418348380993364524153, 0.4857763240230472525283566609724396558409505205934788116135353123495361816246237, 0.7215595308968459101083060698441220132088270599690877848307620822640559511144405, 0.3059935323523739824699321430266324615237610018585965712125068865792748933948138] res_ap=BigFloat[1.151355969032924611534858911900121171396478077226947766987687575725715755150044, 0.485776324117749938631427048564255610582892713578660507014245066877604514868441, 0.7215595309229080266377979965380719673472803962181546613096437540504237434575833, 0.3059935323645760156513293130774584253677947921161091146906797410899914665296034] Test Summary: | Pass Total Time test twoscales from 2.234565999999999999999999999999999999999999999999999999999999999999999999999989 to 3.457667901230000000000000000000000000000000000000000000000000000000000000000014 | 11 11 1.1s 1.076515 seconds (12.42 M allocations: 680.937 MiB, 12.07% gc time) x 100/100 sol=BigFloat[1.068868852917420637669836819754309111375668040526474469122000616575008782307981, 0.04727295904462653256581360803803505734054637294667098100731668722488757166225226, -0.5487584673544597742307487932845967197561840183530551685438804428579860771482281, 0.1911668283249326067414665239317630453932480059759675552582167606973046881872015] solref=BigFloat[1.068868852913176502487790665825520879647335011857592666644135917239650377952804, 0.04727295674848154188156341648775903150824453484922714186661629403516832952738161, -0.5487584674174608209232586304290987556688668676719345634181893538418568182573354, 0.1911668275751538097312291846615057502293057927959288590648529289231678157795095] norm=2.296144990684250191550276025832301838097443839140700393189719242134870643296548e-09 x 100/100 i=1 t=0.5300188127153173930499816015415161330787557159593508884090702280492690590013729 res_ex=BigFloat[-0.7774626989205006110672430325195252546564433563387891994003691224264755678146685, 0.05546489676850579116374136533985735685651838811175774628484316423310269412917479, -0.9190099901674741737127700164309944943307292249975938852100385865099301659804349, 0.1934756884701317727294187888965534530045416552360186610640112122007347858435718] res_ap=BigFloat[-0.7774626989290160104303031276513763146751579852647241066883140448318453375913699, 0.05546489908475368971875385571536028397572339088103288469948200827404644979718266, -0.9190099901126228921033068539833608481058971341335560018911054314923328432435333, 0.1934756892267401147639418084490486783950116663579214867776373936265166840498581] i=2 t=-0.3387060233914795344544695913004211823063810284078091155853326959043661186618228 res_ex=BigFloat[-0.2001453770959322633285425893310921102296058342895047696584678177660353529639384, 0.2681708208682726099978303514601540888544663644726605994103651447412973503267575, -1.285381690810815906862170016115494002050267129555547064204232498770722630672196, 0.2476247823934968056058144992002013936757652532105667815241265335763281218141797] res_ap=BigFloat[-0.2001453770551273743031714707009251150451879679230508384114668714546308458616002, 0.2681708228086486314924958748288639961166087558403762987261012219957924389803979, -1.285381690838305315639168181267047656345375213466469391198983546276514973435699, 0.2476247830176292365514108143187059229338142830135719461201528722088629579452609] i=3 t=-0.2068070220526570798156938684574581657783651790372698928181549174969448399277966 res_ex=BigFloat[-0.8269960213115319389893516972992954699039611292868536781206611917757186951260394, 0.2258202677968661738181468888724583330231345932275106744081804689210785444718239, -0.9848635807297381114147652136627608542323491948094971682955555096395687376937184, 0.2347649676883196865497778032303509567184423436716444285712904444106807783935385] res_ap=BigFloat[-0.8269960212609583079381247771765042385873822957195362175037829154110994503778706, 0.2258202699514005208664072372445949781416171728286521770141766969079954223880548, -0.9848635806892471258798711605953168296729260809160067605181129118022678881222399, 0.2347649683885699742402981769953622495960193394771013285527434446896537742640298] i=4 t=0.5106482495100350837495431654880710437359266164120122138641459837890853243657873 res_ex=BigFloat[-1.182903961708929939096065646404495783430479588831042565337688282464118788113546, 0.06083962388658661853015162476598106493803111092664890274388962610683694848734363, -0.2416967494292087450237695011944885493399346360895050075790539269514069323188147, 0.1924490343351738610796871192060682156822116430193644985861722938901013236617598] res_ap=BigFloat[-1.182903961676112029968709160407437556878719633196318877826948233742504029301831, 0.06083962621406706782614848375377738293517770966565456208031639029930766754288381, -0.24169674947340831138759005103615747272772335105144681882167537646170339267872, 0.192449035091801352474990500432397584081682501545552484957136166736443112306081] i=5 t=-0.4514081501408767361372693458078391561614595460403496681915251469560401753439494 res_ex=BigFloat[1.176380527435815846015853190953071282866343829776342698820689934288602508342758, 0.3094788457111557699151100273944368992670315223049986040808816894057695613218477, -0.5897855374939515653413264447229520896932219178440455027878007928328731867384394, 0.2576537665785916675359814122993467159945810243119783998990545837504426718032509] res_ap=BigFloat[1.176380527487412413212875915415623163731848803731412295041734239965843099405606, 0.3094788473913090949734429482073468815551034646015819645538202494806239478708372, -0.5897855374560386551944665777151225624875047746953244177593371767663300583777653, 0.2576537671153222621672283065689181696861525294483628546630753338484856664350167] i=6 t=0.1530664067834594455351264774143773458936375291844348885442027416464560258244271 res_ex=BigFloat[1.220063172891126079254105391305670419965455954844582821485588722224660254666846, 0.1284258041793081341994960378491502758891855084887648126757085740274262895093526, 0.253325803370489672732313757217653010257580773053477532481715499472402234851763, 0.2064242107987946348462748259894879636739018896593153112256423112520744398140897] res_ap=BigFloat[1.220063172936117339394631252028105651710536410243444487249236450217605895197367, 0.128425806580087675900816563843578396565762086387918314314786964395424728009207, 0.2533258033740644777152288705827558004341819772186086949712822863837459485188251, 0.2064242115822453765546888438442161903003767235551317353107213777118167980226292] i=7 t=-0.5965450765347519289945608328099122182774274906682522356667020993804993096827286 res_ex=BigFloat[-0.9528767865619912970629450676016627213066369927378202518468840877964410392347251, 0.3729055519262416118465295493384972483099014447179682352921918116473338773083229, -0.9308504020485277056919854830621613435499992647799741119318818489272657837388699, 0.2765124962375502903202200770043197326158036863930417683955440287165813199498792] res_ap=BigFloat[-0.9528767865977972699941890044132467838208765114097496073394181843795921415823372, 0.3729055531499439686651403438821681409900222849957884615284042423326913600967244, -0.9308504020314892556177573725151708619925695541416941382286551215052610944981685, 0.2765124966173574428690672506526581423228696752303441059418883381280198339746214] i=8 t=0.02900529374492919321017865411100521168662063320363569418334129923184863734713848 res_ex=BigFloat[0.05974800039230207005665299656924266092515834455585050398210424625409290755215799, 0.1569247697500345965093800776189107836287890044921045143055379249314451436911495, -1.257512511828868631967492115133093763149373395169703537246025300442801807750405, 0.2177599757848472358787586980998271674621068028869366796593561884411824325967335] res_ap=BigFloat[0.05974800044521359611887703869750860831844270306562423581271599934140461280146073, 0.1569247721127262490907562327555216837508454291796391073182988123017103756681776, -1.257512511837481676287223450793744430831844691803272937555783883985198883344982, 0.217759976554801618004271799557418713126077147667599321564419699190737739184592] i=9 t=-0.5103573525688893384131941711410117595600301977247251813913902579447116360439621 res_ex=BigFloat[-0.8029377261990480901328136901942433712709508957991936762731265958199146379523663, 0.3353572913086630898496625191660175024084468405155861561289383765205315353654188, -1.049560823389998303050559050105332458359844426164050625035234231205573037601342, 0.2659206291168544585012553508162361466439704739991890040504830456137121597541088] res_ap=BigFloat[-0.8029377262257113793012057160629223715767530697521100255794951500799305199443445, 0.3353572928220416473938808293866823638648888099204151533129239741271399465135579, -1.049560823409870230176323047584371610723425109023169331420841286672978833277117, 0.2659206295949774763636255524647519908525617137483674672189454796326652808802308] i=10 t=-0.8198709415547449328364096122747835422615437855004024140400283698662218533247325 res_ex=BigFloat[1.225441617010651769342373264810311064872967722389487717153825503209179140544273, 0.4808565564307309103472013368229439326955537320588042351924959393735873300969143, -0.5895256048795672494617529773834773075401227729980621245746122884119326901102764, 0.3087012999756829565260916473639888790275252790933294554257399854430504715529499] res_ap=BigFloat[1.225441617077001521577396560613735730256387199060985279665407115914357273573131, 0.4808565566371167778800356819653150646785214579571192818799130100131221304244558, -0.5895256048691056870820056770244270281414793105198253310600181745717873747289021, 0.3087013000069583271560686958271279307562563170529679109162652153874909174065776] Test Summary: | Pass Total Time test twoscales from -0.845767600000000000000000000000000000000000000000000000000000000000000000000004 to 0.5671599999999999999999999999999999999999999999999999999999999999999999999999991 | 11 11 1.1s 1.145726 seconds (12.44 M allocations: 681.763 MiB, 15.10% gc time) x 100/100 sol=BigFloat[-1.193526600783465507001052877623943376377465359493170442614683133576734835296599, 0.04400063866631421407315166361722441475374521983305219940241624761589560379642555, 0.07687482540571712541181060083111759601859765733999022896834629336944485005626537, 0.1883467728456044123073216756395951862133585033173314060610851709474184919487881] solref=BigFloat[-1.193526600812152579558348490685342540155972605442216150710581577182497318614699, 0.04400063603851530153112087693032748273916541279123855415766408571279972229733311, 0.07687482544458815305186428518332928761949749202350769432219228275990423688936981, 0.1883467719866767694119257165162383699553106655605888676223590336754336613700719] norm=2.627798912542030786686896932014579807041813645244752161903095881499092447557579e-09 x 100/100 i=1 t=-0.3839848271124054972014051074090180706227970538387529638575199639476722762291789 res_ex=BigFloat[-0.1341622568078279975105294777097464202238498087352673689498812394772689330130444, 0.05076770202597877575462943204858599519247500986591539515629341970363600762031019, 1.190591510550100047634454587178430244857888599572401188071607905072210860584961, 0.1865111871720569352845211051649020325859733463721687803373051894487217532518021] res_ap=BigFloat[-0.134162256761496374289624422147644118153047764841655347602998182876205784248708, 0.05076770468050785134184682609700489226158689131501793394467617211056727202798659, 1.190591510541664056644609227019381790139382262067434314162865361748202765328017, 0.1865111880411654561738816683508404630183049024575023875210671679648323710877702] i=2 t=-1.285149530197501028626931102948342104277098352495396367553511629279901943143172 res_ex=BigFloat[0.7758422610322691328250051801917233631634209925188792834734962238814536307583116, 0.2604975552051006421167838881661780077104230366969262778777753465503551525596223, -1.043091612272126516121406718874600380081239870877324993454988410908663190300924, 0.2450331821847158450685086822941909605930518932966945871002950986298408399555524] res_ap=BigFloat[0.7758422610871553947922568280478339369664600441972436089086901195658044970347162, 0.2604975574928159728677359658796751026688824806678911219812366747165170620113548, -1.043091612248102296863528662299741535846421960623607030548139898417549750303531, 0.2450331829282591242585537543663410545016974455130209184568606035046543219577348] i=3 t=-1.148325164830665662256926574904012784481220152442064483882879159758768480657672 res_ex=BigFloat[-1.248842473382855257908121534434751664998161030023307325843795224108684532279142, 0.2205795283926030430618449485486846826067841277669105774675098255727751323948921, -0.3023605506008248058532328483890841618879167779758446880614255952044971730573313, 0.2310861836278509526072890304592946571832430364783556287865169543757859863381967] res_ap=BigFloat[-1.248842473326555986011155550204501264503720817543909435868312908116560140807674, 0.2205795309230847581648771856874718234511861592332292178619136360388218019964448, -0.3023605505747015468775912076267234880479618574388716486283022257566301916509946, 0.231086184455302792656732145054023981443939526406097411102322335490509078512461] i=4 t=-0.4040787246435373712116639988082385118623683172045622319316598400202717793175255 res_ex=BigFloat[0.406727294530514030487859271552135724185899248116951157295877546905385634950523, 0.05297566268975280552618651906534061785279479291990964986713016606184072779211699, 1.128672227154968191665364214598431666183164337448066229603059265922765621176252, 0.1872020096009303688154350890203426395102216299122792861674689832755980342408392] res_ap=BigFloat[0.4067272944777062927355082354371804439781720995027080175083035962178145852894784, 0.05297566535312589437600263007769919006785116167729453030891245602438971167337394, 1.128672227146062960626038187702551293531757325095636055052911452157536855175301, 0.1872020104735948327585460709532147338234071898527647361802766176251043174505985] i=5 t=-1.402060172518188214160115320042473661523516094177540760406981348371671097295679 res_ex=BigFloat[0.02746545803991635207006367775361472017491857478152796725523703632820823410713319, 0.3097837310081010349133015869863548153181844350757177934753705941397095308504971, 1.312185604958099844956539526763303625419637565619119503623545213651366562591255, 0.2513581133408922301522494697069572050019061424569703151795663019663017829603927] res_ap=BigFloat[0.02746545799578398414915128983673650673869362110788249204174383075693824305850821, 0.3097837329963221649217386450509386623004352194552991270403085869144138875585246, 1.31218560498440476772126627154646049523758356600238703790000505519112264706014, 0.2513581139818411646030687974349238356864388672712454713305252079314819892005776] i=6 t=-0.7750133655517445612263208807248668988365923741425238679799982525064172042561033 res_ex=BigFloat[-0.4701269795685820420205834046997267318619975160938978812687755688525617658791632, 0.1247170108844838782320712602619519759147751534665017748410254170851347454628139, 1.149207128641225147925656449393252190466473421598194727262113881110042369013304, 0.202374023204007657044565170469068244063851060266518216212816943429094404596105] res_ap=BigFloat[-0.4701269795846887641669424990816552758040070373514512969043419675543482028448544, 0.1247170136658817434941519404804318902255088163109033066141569843982049848471322, 1.149207128688431752463819438437611720854354025239269169283672361594257768950991, 0.2023740241187037344336007957448171489763235283964928715030713965499745914683085] i=7 t=-1.552616792686396365425453086626424738455314259899317183360214843096513211818724 res_ex=BigFloat[0.4585407814963896283333512197825112698653500955957593072122385842207179232194776, 0.3713087878994428621744792951861974099045757511021603562541606939291640107035876, 1.248259888385116499172444174026411562966760439834996979200282532872260754567779, 0.2696322470254343693610033630854484163093986041339585218263791663917179453183038] res_ap=BigFloat[0.4585407815438178566991808167504715213749101941928989838457816408889276353368159, 0.371308789357341152881197829761356078239724880863866707792535115246650246972416, 1.248259888425435886948065290383799771704609114429112846554262393149802448411389, 0.2696322474835482694944921347747735198048526137002142331943478933608979066621011] i=8 t=-0.9037071606972876165025158323678271485109214143108052597461546186865908502402412 res_ex=BigFloat[-0.002289092936264075005939498337743017751532798613396798744151533895661844631271216, 0.1543547492757012328679147155295171411378476604059193917470781682465343298113964, 1.255099894499596623206771070043417381798126270918183904885778558073466788743357, 0.2093819922605210730321044710413776752829502740647587889327585953694428348384336] res_ap=BigFloat[-0.002289092985476564059729049473691185258457539528863151504958756715706278789311771, 0.1543547520243763801695402277931446258058283780549122433103164024447776561795669, 1.255099894512470448185207828001586545396563802104031263594112034861083563960405, 0.2093819931631380490715971776845045242713730606638919543104559882138840884071615] i=9 t=-1.46321065227333646683962151608215284048098989203021650152788066109860389383627 res_ex=BigFloat[1.20098330924921539521759838851814397069309138572930937673176838121803543711777, 0.3305236801805279365051554305736003223857279308524114437678392900894521794188275, 0.5481307268643589766706699476277812789839341838595694122444194353726453889250143, 0.2601585744128870381071452261163381877423449978477296807269127226575455501343507] res_ap=BigFloat[1.200983309297152147269520759610398784158180932002895639006913470211597367318562, 0.3305236819768661387102517107248754189310833229950754015762672875665604663979962, 0.5481307269012153032792782047694779715539384311388193301041611031318170576034204, 0.2601585749874743905319900446233507006588315665199871524334084173805549431250039] i=10 t=-1.784282077800016596808571721979350681983005095322618544398651216004497843396013 res_ex=BigFloat[1.01449011267481440804132391278886957535343473351822987961876156836715717645066, 0.4799690422179943006614252647792549175713716060640398991264875473294031854805396, -0.9050416902515145200674360832054715709813779743327476151039830757221235755282782, 0.30935933478846742569055359882782433383253216661404085033829928570447726145359] res_ap=BigFloat[1.014490112742965461340646118125401113901201782921682125567696837835205049237771, 0.4799690424642942360371837826137513606125650915714425523917799306797331170894806, -0.9050416902408683845402915199872887415821462426208243435575463985705005265043973, 0.3093593348319372299370088505452940533968585773692084287429966258172486699121273] Test Summary: | Pass Total Time test twoscales from -1.811145767599999999999999999999999999999999999999999999999999999999999999999998 to -0.3454567159999999999999999999999999999999999999999999999999999999999999999999995 | 11 11 2.7s 2.658371 seconds (12.42 M allocations: 680.652 MiB, 59.13% gc time) x 100/100 sol=BigFloat[1.080021540066185065952517564435489312326688330945729129481199848509934598520888, 1.872168702108477330370236965848545563401710781147950950047656555714940374783709, 1.077093077763588901238688563367208724094990696158837074489894035014092051920101, 0.7557783017565042709063749117414400351021073825387807861106439999526194830001824] solref=BigFloat[1.080021540022105097482106451206375324761118530695119691696850489998730472969543, 1.872168718786059365787140642453276018864254537931599966931279628031821320169382, 1.077093077802753582832756200519639081695483424881418706489434870908206115787051, 0.755778307505457822921074077309345922135439045217031010436120192154496462004408] norm=1.667758203541690367660473045546254375678364901688362307231688094538567339367325e-08 x 100/100 i=1 t=0.6007703593242983892692777353976564381097032452554063371777937507077301106694944 res_ex=BigFloat[-1.366861204752722210826805426597290850986788184151887127092580846525594685299922, 1.811443113201320755758339851803557052139404810998814836644610764917687939924185, -0.6780870399672127403378914692617080606052616421353996922739713710306750782198443, 0.7402343346216412900548829910868539411646813267578592819653569740730365252062661] res_ap=BigFloat[-1.366861204713396476064170594682046520293148780743273736336586909485395554093867, 1.811443097464262917580539411391943131008185749045609361067099957130401798373492, -0.6780870400037480964780772764025467625870114893524542024374153703623321534693389, 0.7402343291947751937319797214768733581115936711634472848712143694379656824508826] i=2 t=1.386909845703434137742051803224462744515659763046627891292296104564601464720131 res_ex=BigFloat[-0.4200694420943291594935056750237137237624724158322112084564758210165573797295125, 0.822500592193125358531080964508388528835799561247038626428288985508886523212902, 1.356548452880330962567595397220508506042372032663597045322359637876288717742099, 0.4091777263770134530492821111914779978994797386693200782138643103833640322249799] res_ap=BigFloat[-0.4200694420860474500390276757126107280852294018625852722118482819347697858414244, 0.822500589445605429945870842163348512893045497867760163542166832285254535075782, 1.356548452867023966473682031759424324178286869989457225840782422865318385795785, 0.4091777254023255394897564882121794668147755325853373224329821971789475947730075] i=3 t=1.267549826446800913540193269268083012495670431728005007622809757194187903975035 res_ex=BigFloat[0.4884611502269098737269856235755035223681215772394820083710868957627988211826171, 0.9231727857062060736460498365025312908060734803842518310264686196375369339275521, -1.348152484060988241431379353832024362925321985889491378388979031678627205423643, 0.4506727716422621423381090407611567383338323866374276600271388486571924230027951] res_ap=BigFloat[0.4884611502368638886103357507864196396517266571633272395179566836752959850312531, 0.9231727818219325949958479843438069015416969279383589530481404083720751846844749, -1.348152484081652538756237826979999046762682710599709296549033924252478132638165, 0.4506727702778508802147182156172054322171922731842721064558447167514209977775474] i=4 t=0.6182994594215392675825694197486797300437133758398635939028139712309383065469552 res_ex=BigFloat[0.1392098968543245158342970090160503352746499341797095169197079628508361762866127, 1.776241805077353889866315315759674618472812077975683508791320077447596760553198, -1.512652494700485923698998253261292701155362100324228131485592120989245886414455, 0.7318439343635468485041370899703157476836266636117317127155029922844757618350811] res_ap=BigFloat[0.139209896890859433125347426730051065057927304556711247087143266586580370659945, 1.776241789821035551795015359195846792778500437578942356770924471966330736366789, -1.51265249474174956371956563278034718615458626820068738210056017604686588454416, 0.7318439291016116086009264431712178423521902249699221167129358783639109280422882] i=5 t=1.488897941765781959024869518294448551111627377552636803476103310947503491403316 res_ex=BigFloat[-1.183492871018231956387359996256594861094000447620652119071562946495711386517656, 0.7356984043896045231120735614247328750667997355804212896903271416590812620801212, -0.7617507350225331042202036344592128119767838616015037978696626584086601066768514, 0.3879879352113917843205469889025957285463527841295727555922017401438158720968526] res_ap=BigFloat[-1.183492871012157325672790229179110159159738405012561992707451320459874193198114, 0.7356984024560792609079106884169303759005623133981377433302282619859915907551105, -0.7617507350398580894028351629859492008780208774981468530822774220917783271510179, 0.3879879345153641269425579447019278377904572028676514882901054329016711838005408] i=6 t=0.9418877747267285306387965094720697481403620847519432346018503981308064279550401 res_ex=BigFloat[0.7344808519311826180623720192460936776156027217952650330077798322359526396063054, 1.286728171807889213333273684990816914537657693085123616639548484823197721555761, -1.280557766780033583942028065158375000870911017851713171010942770553678332474344, 0.5692109071224372215201261420445705944538158560928773354877629274436277249014245] res_ap=BigFloat[0.7344808519557247580321825831024395050902982537901880065904862454484501219900975, 1.286728163529875911925601383219430157925261930711135815126973349537747169588425, -1.280557766805643457175827286114564221910152507380842102092947802444410879509384, 0.5692109042524711639468539188024797663705791707690109813349500117966108946876249] i=7 t=1.620237422378836311589571779539930508557110568168784010759246525585501839694459 res_ex=BigFloat[-1.366722876256166206098196653708630419805232014339644817818887243361387167075449, 0.6406918555934506902908639882770621847588859461416028095870501914205364623466332, -0.2648761454885643696904033076155697731884959403180395969434712932188750868086795, 0.3562788973115730241177532772837009706443883124480068772084957752393931072804092] res_ap=BigFloat[-1.366722876247573954470868651867118568918299863126489772408464457557366703617163, 0.6406918545235926822886509249712211333743882064712406031242879683438071153350053, -0.2648761455023598466519349907210931347387008993670592835458359016561398629030554, 0.3562788969112696505107041056425391646935318577827463833097883666827369010627194] i=8 t=1.054155014743502124312383150768586792909897180909353779900614880343680858267816 res_ex=BigFloat[-0.8439991034699561641660246507541780215338289983501630034064977468658952798410723, 1.151417425043737193349915061343237000764303989734444116054659369187914623987, -1.194133183931278922306972977432717938473218725194687002176769864152781198844793, 0.5238970391241765115316040551764256117608707358536455597831435576526087790397606] res_ap=BigFloat[-0.8439991034525306016436814511109789506172264927366448065801530562644016308308714, 1.151417418527648636813253156297621625265626130588226860677621290261956450008513, -1.194133183957773663578464503070773995613622291478687711452874571268536821410444, 0.5238970368580691977390330312021347404372887756961299578713370187102344760164741] i=9 t=1.542243136691831507611629928877175523687715681284969112952716160668153610740032 res_ex=BigFloat[0.9593206070942720781166756744909487410176179101447003576519565345297819784584171, 0.6956225106201863089625431911416194513356282531878367526545784383616837571361216, 1.017553964588293610430801248105153015831886484270420846737032692126369374384653, 0.370378126602083137893373712964654125648270250441267970594718237355116494088843] res_ap=BigFloat[0.959320607100263813840805225592546915490436698257542797802308279290143749776263, 0.6956225090598872589864156769664768324660776679368918141880095804427650391901374, 1.017553964576649489705211232780098214557775153593914038878016667240743240398656, 0.3703781260339066661926030441376478306063857198808920810258980784752421747448673] i=10 t=1.822332808080932587901972391909954569144612273037616598083247137310193561897367 res_ex=BigFloat[0.379224319996207794432967783762765568058445840904383888243910471093426634969902, 0.5140533703918583702546406765222930913066363444396836126663382363022249585855001, 1.310146752815292223216489567922859191814157938424998681646970539753135920137195, 0.3124974925472597789692133167223346348728548221116353549428176696154574928577243] res_ap=BigFloat[0.3792243199955752095418710755731611678009320993521584735679267054211065551553597, 0.5140533703047485552146533498656185650096924993810807894441348800510251397504007, 1.310146752813373294734580511595747386184633768607674016217960697099829258214164, 0.3124974924875847446535555438538570609926747125622130412544062259903620395467201] Test Summary: | Pass Total Time test twoscales from 1.845767600000000000000000000000000000000000000000000000000000000000000000000004 to 0.5671599999999999999999999999999999999999999999999999999999999999999999999999991 | 11 11 1.1s 1.093065 seconds (12.43 M allocations: 681.384 MiB, 12.36% gc time) x 100/100 sol=BigFloat[-1.240704474793388483475851005550753275463081216263789017058188952104359749433636, 1.077084443310914337628975281427939795308185477643772017957864739088558885296843, 0.7634208095652903819094618740102286586436184637401079452414519893648801612496543, 0.4931232935272987989190797849580490995148095693128054493652753305987893354623028] solref=BigFloat[-1.240704474789020001350320707921310354999597315457863825107860656547564813437718, 1.077084443878887842257967700432307393292744036291650347061489994581418228356131, 0.7634208095672425362882883873403547781152766433942029950869010520774908102391059, 0.4931232937224792597079250501990830728102549887558364508628064485801541950151647] norm=5.679735046289924190043675979845585586478783291036252554928593430592884171189292e-10 x 100/100 i=1 t=-1.548196982904044999145086802389505324179669910156496652646286585088301427984521 res_ex=BigFloat[-1.414740445156975592886279656499458123320774251142765334962569733902285113910078, 1.054406582885001751309642839682746897226889402308081128564719732636781272319031, -0.3330390563265078808295550096104820772985924796070207510581066459247854563142107, 0.4892130507064727576955919381534212558507172874695779423546368624061628986683573] res_ap=BigFloat[-1.414740445159397553456304790947122195712712210197365263817087380798745638148379, 1.054406582341646573997103599833312361970332523977731269766028325557146785268872, -0.3330390563312605457200940449045629765803359200793284789246562572675006597708391, 0.4892130505198023841571223913392333892286564152575966004774112683606199020855709] i=2 t=-1.104655859877862417783478425083330555850959564101106386035646441971321924194745 res_ex=BigFloat[1.261367722445168692604201516054240591739781701088888954287667600374595760945597, 0.6617589557924623702124897398000663960184960141062124331620031586267180324781169, 0.592357303854006129724779910714135977481466167890601872974577020953902554875048, 0.3611633039618856465571148650425498303765074453421689418273094457141170872204146] res_ap=BigFloat[1.261367722448382306048034655383872119733046181397085380450179265098266643983686, 0.6617589556614404125340119092375255989012653891212699582114684012374682556472945, 0.592357303857247199221764333878540667440741191578383494057550548186550810385609, 0.3611633039167379617752637845440455947663661283611385345233918062838588513585337] i=3 t=-1.171998968706238580670916926364938979102359721345859605667104571030445558043357 res_ex=BigFloat[0.6157178062023973069734006374384546572835850039834691992167968810325421993339604, 0.7137285987177456264621340559249986861289095657748585613206427685133045965843644, 1.258731743232777210068039397712365311560788333491946161563465549061107590132914, 0.3752066478746051331881166329284500114432695683170426024347221506656652779631351] res_ap=BigFloat[0.6157178062033788048730025675833488073769378443486454440348463754287191550719447, 0.7137285985414524743810898661320551278941126440993200531281010485360967666835421, 1.258731743237050252164993324382490273152319906047556100203273552316704537640813, 0.3752066478138784134548756565453484607494262531090436087351680359873272429007369] i=4 t=-1.538307037318715433933263065322693633850145660709961982332831169265834538124261 res_ex=BigFloat[1.266242175846673211637983985937948790611140321402292153474334723660324424788163, 1.041826548395661697498194947270371649167357387773145087890707260174119113710125, 0.702788264180314620146949079912209885131647967230952476539056655114264614525237, 0.4828394054416920903668069410372532344048679905330469683349015991580255019334832] res_ap=BigFloat[1.266242175851273848598918611030292980059461553799251803211095314802739834090174, 1.041826547865082226107675994163924670686712435958215883645410017028966313133952, 0.7027882641847896651518318870643572930150755676521698338520478824745238141624015, 0.4828394052592759302526146287075171523825259711571723902873969855612909599621429] i=5 t=-1.047114017181285575576390847755577123925323498938687060840280856978821479184226 res_ex=BigFloat[-1.19538546812302116163936613506538444802111242247590866884529904695319423637696, 0.6260537290373782392074312805100006810435813710721717117228885070062949935327057, 0.7088705560959810337337544666524698538613847446512176792422046917673876024988523, 0.3486241702744166968444001082068666368668812253784822225578450063711378292744426] res_ap=BigFloat[-1.195385468126778607474616989645337095109996611718035757937597081468469902505029, 0.6260537289411712095340723598116012934623601486418782534828674467859136547636744, 0.7088705560948591771823500498636820385098687932111517147225948932734062709285927, 0.3486241702412838593034717011442829211150876157617353152558295451291473505120779] i=6 t=-1.355738005670563792311265045601418974376211011737918862148800067238347431222904 res_ex=BigFloat[-0.7951381143897827028704411823812675057732179862085753859292133036763837600378919, 0.8623283462490335877260063575385638550369592906333367297114972834902493844369046, -1.183280968841225880435553495304079253330394686605340641903175387914573348458277, 0.4300126105510068852499572885211325457560954568378288947105622873096619601659816] res_ap=BigFloat[-0.7951381143885662911101168446825440682103431371682419216457829877349678285668325, 0.862328345920295061525516073909805666999278563836328003545764529133999725060815, -1.183280968846858863723714167868269870208258214312653024864849826697357491131209, 0.4300126104380713690432859490455649846702126771888111825423511567957830526698418] i=7 t=-0.9730120775915281310507234580690890892551909359551415910532373862913167594642762 res_ex=BigFloat[1.377614386121540974685761481113918399502502568154656838441945078101214925260314, 0.5719140649796370765369686969915269411071487972512326469212041434265600204222922, -0.04145992221606855810421446230389424516510676095367156902608268230587324392169936, 0.3350944632240632194181831216517061539462435793903082080555332840220469202759308] res_ap=BigFloat[1.377614386125773708543927966211629040560774682271760106299329838932657405230512, 0.5719140649232882338680712717648006137604811658138350617673523076958761284514705, -0.04145992221513799149891447947545480397771144578919089815315274340519715665678812, 0.3350944632046262426464131844068525153249041576862749046588105692248838404583283] i=8 t=-1.292396653939918406661427297278295020970019487535164888952970145018033086007077 res_ex=BigFloat[-0.1500670068701216461186507078280062333186152459318978225603357085092321039449473, 0.8055545285596689674624003311398394120022713339998994355698758493103679689673932, -1.4088591415657283526412835105268061423762336845503956888937870518062346741495, 0.412769510690958911518774985324975229173250974545984003111529749375082966989593] res_ap=BigFloat[-0.1500670068660945710683871159637044522007060990073301053143233022408019902620588, 0.8055545282886475362504471412431398659170630968542229781750522718363524603956909, -1.408859141571205286163593115076465344291951108936374274213769551898921666620398, 0.4127695105978546984351253371896875736134360231006151172305894348869879731032916] i=9 t=-1.017016575091804247314366047640781302837291076762097337510874331058891768811326 res_ex=BigFloat[1.365201680587485244605264332104607822747182838407357010396536522671519163523878, 0.6008378157509983427409359851998909921261885033909772851523401737105274209492068, 0.2230092955157416414983721495190419579421578342037021777086271309340485418305694, 0.3432621910376625529695228747665002228027268050331012042158362189783959026377188] res_ap=BigFloat[1.365201680591344181040575004082190035768436911105262833485884393468191532232282, 0.6008378156715695676408074362282270292689016947087428949824735653046696753802295, 0.2230092955175836583438598033613770473336755487276725839884062284520304806917134, 0.34326219101027416563449927294862883151093768078460270310327842768961208416641] i=10 t=-0.858989546112315182684026883201959138576841092829370380739869642431868793770909 res_ex=BigFloat[-0.1391722156947862289917374851580547747605680690346240527875742252394395045572381, 0.5031766058979227570644111618309474531503812167922763091487894859100938384621466, -1.355805478808172773570871332519843891562669372272669938161435968383406320184297, 0.3174807928687460309971953670975591221586811213701985082358771916804584217224172] res_ap=BigFloat[-0.1391722156916773946915020075521388799592434808074105552954348140680447334489814, 0.5031766058924795781200219825459691299493312771645534473719800082355546561620892, -1.355805478812257001633733810923751615683981605399637074964944660243810169428513, 0.3174807928672115920269370666927683561476874465007000570720032073031164409666881] Test Summary: | Pass Total Time test twoscales from -0.845767600000000000000000000000000000000000000000000000000000000000000000000004 to -1.567159999999999999999999999999999999999999999999999999999999999999999999999999 | 11 11 1.0s 1.038322 seconds (12.41 M allocations: 680.295 MiB, 13.53% gc time) x 100/100 sol=BigFloat[-0.1635991188540890615000709848619958939282943512385730587022004974422910669534735, 0.3636630177166170391009466746038363618604821638554560274938330791537933845012137, 1.318209923271146702695448065431299943330053245721519707166599611099370761526692, 0.2669393933984796895128263273081509847003908426790174786647777149092173988739219] solref=BigFloat[-0.1635991188540859903331848836988789708967868490024645056135341771221400160260735, 0.3636630177146834360337433341794594112783474366388633252899729436277373269891204, 1.318209923271162879694781213589263053714920131927898288622284224083663946969027, 0.2669393933978102103701032768502216197046899474291015424603530644824196665013593] norm=1.933603067203340424376950582134727216592702203860135526056057512093265717322498e-12 x 100/100 i=1 t=-0.5744824902109905424755332993168436520543654812971785032027062211840616257199459 res_ex=BigFloat[-1.039691089731268578019245482944024242603885334675180108173158373882020803235146, 0.3635278626532054736099731301381168833872395929470535130110767954321063981534298, -0.8289923537619361811051603921094814804418340303132263090166230370181108169997304, 0.2733918696564462959500953922906941929957765895952863419474268635581074315257757] res_ap=BigFloat[-1.039691089731238269923967095506546008679748432369382514436892140890980815180606, 0.363527862655101733111064394868300992803282848659182587089241503247149500913543, -0.8289923537619389968210831812800823578107809863901958203386313550582532856567063, 0.2733918696571028898380108089222312757951437128400542540815050880569844391611996] i=2 t=-0.7457540508016186637707914046786768440720878770779984243599201984032405242124046 res_ex=BigFloat[-1.349235392676173280925808802895158892265812794485042300485903278246904402389077, 0.4468442728266854792643990018817371852601645653620597096810322556174855835989456, -0.08889747199376440704174422540631703219176928542939884872158040699925805269348169, 0.2958216941534298435751506853553208703062439101236169602379044881666740428427102] res_ap=BigFloat[-1.349235392676143852872406666027894279531078210556782526339571936609910801766322, 0.4468442728275046836839377773115938579892602392401886470765083819991497806379741, -0.08889747199377943971103986699929327367617012673534792083405514212218903043197264, 0.295821694153714952393451948795929402351776926757711507923855558594613539028291] i=3 t=-0.7197497893131531785944341881312967053777369959917557028949384350624251210286241 res_ex=BigFloat[-0.5030977700341640703759369698277099246893807930860548746173290751840786768552262, 0.4352835286266695319860835379388349682869438315066469647961522432034998109443434, 1.250076490858565914535412146838111876635481774254173657645252131413511622042581, 0.2883751730046552603435465876866569497525564543076052387182346110560579953022938] res_ap=BigFloat[-0.5030977700341592576566261369933784452786729289640351035624082727379566258911322, 0.4352835286276777529623059155300412024569790512334681190369622000178037128568011, 1.250076490858546147375077619011081261113705637494986846994586738982148337741896, 0.2883751730050055134405865960563943237436995732224157281518993849567407022547953] i=4 t=-0.5783014515803420771289648118163535654472368183568955402678234852946886821747562 res_ex=BigFloat[0.2787559361940042719509266706296851595598730691659089334136965507676821182317851, 0.3620523540071712888292356562317408350042055402595516881422946860279863753114345, -1.299939995885470209838243526174831085060805541595194206339907258406143721068833, 0.2749109502725372378676688395176530276367510743991095301061101335900588270640274] res_ap=BigFloat[0.2787559361940257490613328026483237688973526614337768814772526340867860011206734, 0.3620523540090470130292027174028386710276165155991418836408736712099302962234704, 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t=-0.6487997241025336219026784645250028987006062578835290073598711922680444231749908 res_ex=BigFloat[1.30336044496539611452249254729644419797991556288866507426703558310455279984051, 0.3959525205340933676356775016710951103996435884427040348036629801549207352253811, 0.3047996959011544626507899242549824779956056983992302155074121989911852250067939, 0.2802357743776934492142755515585473257189302062230292958063689607732506159657193] res_ap=BigFloat[1.303360444965390386166192170778931819518366958885010078982143015909467710273053, 0.3959525205355692814150644311228948231038145462956830572185394209626407571370848, 0.3047996959011650567640936317402644523548937021777833734791257227238414135471868, 0.2802357743782049168263436128162817508829972786728734812483349569104271667285936] i=7 t=-0.7965877500094876088037963551935129208661903923431840180702105195611224735941039 res_ex=BigFloat[0.8407318713536680190299454900216337778742697963059452129696135074161778896783678, 0.4678264740417128551895077007333208349531265403241234605094168887710267591314833, -1.064603154919429543315521930638705685050207786245744929040376241108758377864759, 0.3061002120478383603663234154185173877618413981058663969135551530035971644008547] res_ap=BigFloat[0.8407318713536864490244543303701928114536637206278128930241619489854848130479996, 0.4678264740421341975961645480687458326532506680744660384174351932999838212316937, -1.064603154919410105470953417414326377495247902178739806225304255902685372642618, 0.3061002120479862588761020730167880353661058181603769806128011788903249567429362] i=8 t=-0.6732587237254098953894393482530598080061770206895107633959240466848120874371916 res_ex=BigFloat[0.6795244209655853263415333375965687253655140550052959084882327924541855657574835, 0.410419228721999871127291941721572284923091246504458621580698095065106159346083, 1.155000191885476204250814302345349304308155084876683067270636843769913839372378, 0.2816345190437109604844735859829040339720864168024092367960981077036266520674134] res_ap=BigFloat[0.6795244209655774127303675604334604260460185984334489095346338227203174181963542, 0.4104192287233218757826407661160058294934924612460323382648105687804303246737287, 1.155000191885470773216586005906968300367086378722918182717675921662531121727641, 0.2816345190441693722981823784110309327431031122460440974484919586091299144513432] i=9 t=-0.779595596252791217650677191117678081375514636786066432485975271212346006536179 res_ex=BigFloat[1.217116604865581435932477237582610076756937635727241463620850687595375330107313, 0.461834209127926071091418135039414998671496056078423056338782049285843848793647, 0.5926024712214247195548556584105508631780497957715820729067919295445736437112179, 0.2991309664968830497094241014079909049796722916429460051871314846953644103807902] res_ap=BigFloat[1.217116604865576876220421003104805497401329892824828383431894842089702075602336, 0.4618342091284848908841918784631282733247337165625235762843574461033844670295055, 0.5926024712214308192630513122412687056076451293906767822566457825241128577411047, 0.2991309664970783275180542843805125876684222815537567367729416957353290905448432] i=10 t=-0.8406170764802735462088436320639402548673652696572436517850244229257412209031947 res_ex=BigFloat[1.039039554229688346439341786063907740440230624663456879410076673557778819969484, 0.4920141483878545774502956679403753141765923732370206775310398344368375817517841, -0.8808830330161767900769169749660220297401881131562052585078151839877201687917113, 0.3129763042961167419314210528701413071585095921754829942983208640557377160573685] res_ap=BigFloat[1.039039554229699331242786204297808284778688654531965332050497265723178948479933, 0.4920141483879068693345618717999520317162122858707940529445701512713641507080584, -0.8808830330161531920035006227651974835713390585881795441066350681139427408492659, 0.3129763042961372835489375646609164570697714064723871842974934148009679459525654] Test Summary: | Pass Total Time test twoscales from -0.8457226760000000000000000000000000000000000000000000000000000000000000000000035 to -0.5671599999999999999999999999999999999999999999999999999999999999999999999999991 | 11 11 1.2s 1.235028 seconds (12.41 M allocations: 680.233 MiB, 12.92% gc time) x 100/100 sol=BigFloat[0.4090594271106332871587117715828038198645504890988573998648610663374613531112835, 1.056055555989360036416000878414327558939297064812991477723589921850767366696531, 0.001827149026970980165951083984654802704796742964018673649709356522173526075471296, -0.5092560469319067394136756449415219929935602659376995452597892050917558860892165] solref=BigFloat[0.409059427107998174385245923770203748302420627175961758320075982908412324866651, 1.056055556679921411434060763639562413804815568605130268557369977470629159423205, 0.001827149028251213447020727015058164387435621826479509121804902910307187287446415, -0.5092560448143838196674103324851284189011800297137557234580427648401808994217455] norm=2.117522919746265312456393574092380236223943821801746440251574986667470983364742e-09 x 100/100 Test Summary: | Pass Total Time test twoscales time time from 0.0 to 1.0 | 11 11 1.3s 1.300297 seconds (13.29 M allocations: 727.848 MiB, 16.13% gc time, 0.81% compilation time) x 100/100 sol=BigFloat[-0.3134871581885321973980486952090248593787356706503122028857494525769682647384197, 1.565192370809425528216397506365067002079136734068804809888687673025699539892175, 0.1841258049759987752083417383389482833282377700097118724435794368312166735913233, -0.06417053049402666742746612937345210800050231791272103935288472770505665898249037] solref=BigFloat[-0.3134871581995326745193695789770196377453804353253085807332150353460319489445631, 1.565192377333793169649193038077721098482557843747592414263872185292458017891355, 0.1841258049691423932035837531792691212886588291606040120831993700623714181095302, -0.06417051056986877343121773510811535173626515776012159078318780088610668101144757] norm=1.992415789399624839426533675626423716015259944856969692681894997797104280139872e-08 x 100/100 Test Summary: | Pass Total Time test twoscales time time from 0.0 to 1.456565656499999999999999999999999999999999999999999999999999999999999999999991 | 11 11 1.3s 1.264123 seconds (13.29 M allocations: 727.768 MiB, 13.63% gc time) x 100/100 sol=BigFloat[-0.3277399616234805764246143242282951137882060353207593975085400785380496504233998, 9.483177646216810822592636809157536560357017455000573100282963314179210372047843, -0.1982842587910994395369216511829425178963661218737975182860839620544619391968988, 7.304669960184030787241708466919886429444806184827479160676730164391519531600856] solref=BigFloat[-0.3277399616483044063581438412613694886239567482948293949203074844672202959735847, 9.483177664635738515693895510927154059613420963266496104140903364521404175336905, -0.1982842587770247497941702005836240437090762257390650158309861309592622254438964, 7.304670016025423164922472373773002666993774257703635153616152180137010730177799] norm=5.58413923776807639068531162375489680728761559929394220157454911985769430029579e-08 x 100/100 Test Summary: | Pass Total Time test twoscales time time from 11.23456599999999999999999999999999999999999999999999999999999999999999999999999 to 12.45766790122999999999999999999999999999999999999999999999999999999999999999994 | 11 11 1.4s 1.367641 seconds (14.03 M allocations: 767.626 MiB, 15.10% gc time) x 100/100 sol=BigFloat[-0.3477783330771121338534318591839187233527645414990106532447474611068001819471915, 0.7779616152685083106357399679047400295123454636581189617109807103723139384695124, 0.1192763010776033940593439638255289631129990080938727819413222197234992280568578, -0.8641746021565327802032326386200581537804195212237168868917819019281751774078653] solref=BigFloat[-0.3477783330799613307008765724555236539132365289050768496974367194571489524165844, 0.7779616177685652807213703349136158999984277358767206871369904422114314416271224, 0.1192763010681231311791785741883816959071112436703883410504517673183567001040162, -0.8641745944362743270574901788704359748367633761683586676943580998554963675666027] norm=7.720258453145742459749622178943656145055358219197423802072678809841262600518053e-09 x 100/100 Test Summary: | Pass Total Time test twoscales time time from -0.845767600000000000000000000000000000000000000000000000000000000000000000000004 to 0.5671599999999999999999999999999999999999999999999999999999999999999999999999991 | 11 11 1.3s 1.336990 seconds (13.97 M allocations: 764.676 MiB, 14.42% gc time) x 100/100 sol=BigFloat[0.05149753567421834226860814853712715362533032738407942226690571896604654871849843, -0.06127523280949538470368037413376483108673646105925163833026479986616000721523575, 0.3595081683958425872811345493611046617739880952552235811910107789611177406813287, -1.761196358302254020315930768871577043674457051711519021697397217850622070996747] solref=BigFloat[0.05149753566487157579517741181028843029041335835541467658443379591622832669827887, -0.06127523383026026883510828534313965278056815691332714647517105532010286386526232, 0.3595081683930825529385681759332571786025986217250225806917582641120870191711918, -1.761196361221449133196138118226144800133472797957931402521970843051985453870149] norm=2.91919511288020734935456775645901574624641238082457362520136338287340275937382e-09 x 100/100 Test Summary: | Pass Total Time test twoscales time time from -1.811145767599999999999999999999999999999999999999999999999999999999999999999998 to -0.3454567159999999999999999999999999999999999999999999999999999999999999999999995 | 11 11 1.3s 1.321182 seconds (13.97 M allocations: 764.378 MiB, 14.17% gc time) x 100/100 sol=BigFloat[0.7302586042631907068964000129361596246565147574919898470027606335068305316217114, -0.9198723410558590238478218939460736137423608126787346808137943952210742258031706, -0.0540515728483303429460371592507782193717994216497567536710104410122027557887374, -0.814822691757656618703028182368482334714542535747157671206714786158978681411001] solref=BigFloat[0.7302586042651641077681973086016635981541330433038252437866341209621238375713394, -0.9198723418792181951540769315107937225898248649340965220318596526794816732715073, -0.05405157286287609524400480576842449495198084609900033317570095128029420403190542, -0.8148226943304528147044002224491568884165037870079165534148723667311509308454668] norm=2.572796196001372040080674553701961251260758882208157580572172249434465831617083e-09 x 100/100 Test Summary: | Pass Total Time test twoscales time time from 1.845767600000000000000000000000000000000000000000000000000000000000000000000004 to 0.5671599999999999999999999999999999999999999999999999999999999999999999999999991 | 11 11 1.4s 1.358971 seconds (13.99 M allocations: 765.406 MiB, 13.95% gc time) x 100/100 sol=BigFloat[0.1949062440347715969515987692599929069867605690782365528801568369643476249112, 0.6123601204154497736253774791582583343488746544429599350231459655775643154276983, 0.6047216698397995446712217977245593862675739781307402459272581140737541129231477, -0.6601805044278325661021691443126272830456989124967835402820206188314986352473206] solref=BigFloat[0.1949062440354112082926709852455865098087096010980104771455971184469473102881091, 0.6123601204012087480710520404146747742380193429208065864283051797725069590998441, 0.6047216698398830165160412355825311609040492241124217118403311801075577116743746, -0.660180504477776140355801502196919290721122040315744016946546355849353341341835] norm=4.99435742536323578842920076754231278189604766645257370178547060945144309573874e-11 x 100/100 Test Summary: | Pass Total Time test twoscales time time from -0.845767600000000000000000000000000000000000000000000000000000000000000000000004 to -1.567159999999999999999999999999999999999999999999999999999999999999999999999999 | 11 11 1.3s 1.319375 seconds (13.98 M allocations: 764.711 MiB, 15.69% gc time) x 100/100 sol=BigFloat[0.2257851608314020857221163096014957605184244820797614157139852946096898303957005, 0.4051231496025692216273265732024187344142713296160207246359386772288712767218576, 0.4370818274966001664328910859933179303010164629734745314774878486486120757324006, -0.8595657262729628831062446194251576524768523616732153198161175065411500623797131] solref=BigFloat[0.2257851608313998742309493607583223377224354833833247721728281166669218814060686, 0.4051231496028609926743476965240118230747243320012784598571989933310782866282872, 0.4370818274966031212398149864646393671570460191992888103931661969569635092017462, -0.8595657262720255766810042561512270048688885980665932192496795961612129378957011] norm=9.373064252403632739306476079637636066221005664379103799371244840119971079889967e-13 x 100/100 Test Summary: | Pass Total Time test twoscales time time from -0.8457226760000000000000000000000000000000000000000000000000000000000000000000035 to -0.5671599999999999999999999999999999999999999999999999999999999999999999999999991 | 11 11 1.4s 1.431514 seconds (13.99 M allocations: 765.176 MiB, 14.70% gc time) u0=BigFloat[0.7507022115854583199049069925620622465922859918683928673504691838519571484840919, 0.5088067822267707263256638177741592703532680510925441334836423276287955838900567, 0.3701602046479726673362532415204565356846692039414791554502133902837137495009226, 0.2597148137043904506918284389461239529968200277173055923054697456335118448978777] 0.175870 seconds (1.69 M allocations: 88.653 MiB, 12.13% gc time) resnorm=1.861877700293944784857534188448438532551277972529486952604392011621384278667937e-22 u0=BigFloat[0.2612069197275608579179890834457963408504504924867823685118956483188065196606623, 0.7004796756496226814717087196014088124426672562019561475222899213393589805713352, 0.7306180907783681797145205523281460197928367293812911831456798224985852016072003, 0.9716221682529400351833558369204300673101562158070789506345584404284740759657146] x 100/100 0.602119 seconds (6.16 M allocations: 326.594 MiB, 14.73% gc time) t=0.6191609901757847130736254020515056167375103698242622449231306991389746476179136 norm=1.42697944956201053836057846285003242332610733387288461653958646311284970132952e-13 t=0.323051749856008256454710258236818257645740656577374232356911223205572117281558 norm=1.489059559779775624479633679820170644895306711542664162126188256097029023708666e-13 t=0.2725231403469589470284126765892990971025715789062345630200169520950599915885873 norm=1.274693898451630737189644261343988694257077020706730404880982386339183143113714e-13 t=0.1373650645746714171266515165647183815621013811302188630425559222329004634123725 norm=5.915406997120981290704492961080054756710416970581720657506023275905950183763177e-14 t=0.04544549003205182602112597717740696827435494146223572272030653122866942859918842 norm=1.75339230329884810076267166558468145372619276446612180908601647071824807062692e-14 t=0.4324314267991159037649180204097132178336946210509784929779392087072661204715642 norm=1.768111860171782801790045446017970282116199175559662370912345184500920824016918e-13 t=0.6091568560559392306111860923331442392368042922099938387153549826935486811966297 norm=1.473108118054876683726358028855961943192930266773253909576748282965710820089124e-13 t=0.4718259826754207755681914103910121370515682942004972726759185341700938566467331 norm=1.788204631506274604302570315409441477958223660598594409379107817713306070654927e-13 t=0.1261352780054213631914319704109252989923675842388728502398536906996321051348083 norm=5.351007524666128085472675155338019919666782569762724865179257193106682089950505e-14 t=0.4055238196672118365718573120327628455857585695500900267005138593773282432582962 norm=1.728391909974717182170853806525476757537960970604494751736704323490243757745911e-13 u0=BigFloat[0.7667406761998363873831297884109538685560286021422958885537969734134945346353803, 0.7635118450890457029116220749218905210486383402498412937058521922831562786079489, 0.9040766613916000895392217183938513018457242180566142962428596111145447756638785, 0.2280138186446579188288134031444681364783806324676690691559469875897201848881109] epsilon=0.001 sol_ref=BigFloat[0.6911925004545093925741172747825258748153853527518631526925544364347435162877112, 0.2832764244309518109180045965558085657083614149911011495072096750650204633268297, 0.05730300920456593916058869773192095633779022760780910283859691755546436679846121, 0.9914154086204631642290782323719243638584738420167736961694979140075009650873372] x 100/100 nb=100 epsilon=0.001 err=7.51758451750251103692868974469255637483601752859209022842394203134086730044332e-13 xxxxxxxxxx 1000/1000 nb=1000 epsilon=0.001 err=7.252325261493399262891458526507116220797754655480534306156542499941637827244903e-18 epsilon=0.001 coef log = 5.015601045766147 epsilon=1.0e-6 sol_ref=BigFloat[0.1087142907070210154198852190234967067825172825894804787835662687436910765086901, 0.2848804959476679568583614690406111941457764971539706115174977323087869531851514, 0.6843640551346340765065668511953062891502336106276980281383881562365128874869326, 0.9900566117726416581826023228888156221001399640527263944735915108078553240132011] x 100/100 nb=100 epsilon=1.0e-6 err=6.412044117608006268572751974836460310215985725181389953810316491325254045494031e-13 xxxxxxxxxx 1000/1000 nb=1000 epsilon=1.0e-6 err=6.359964475780856441997784507300427814444820652449426395507238654642564962831188e-18 epsilon=1.0e-6 coef log = 5.003541811964485 epsilon=1.0e-9 sol_ref=BigFloat[0.6151816621982473188828965842280767906965126487208576306989318564034130807591646, 0.2848809824098002601051529236793575117999528315662376775340498723498401394926571, 0.3189416289194829208904858255863463921339496967578480940674955098612538002118219, 0.9900550560904449521309528063713735439130549680831127408128766974091041315224538] x 100/100 nb=100 epsilon=1.0e-9 err=7.844188273064071502451563395815534478804766660160426695691388958546466590734527e-13 xxxxxxxxxx 1000/1000 nb=1000 epsilon=1.0e-9 err=7.761312264804471212639356008457303503522597936027774019484047947651234809599812e-18 epsilon=1.0e-9 coef log = 5.004612851905579 epsilon=1.0e-12 sol_ref=BigFloat[-0.09842665586006226952526486221698318426351359572750564433597722593112131799871301, 0.2848809836996144207582212750738492442697350333814093390991335356343758922459803, 0.6859186778022244944955916574438837261747572262748339920088444096954885644684638, 0.9900550547811517322471903055017920477247686741352133045226798052592476860163037] x 100/100 nb=100 epsilon=1.0e-12 err=7.461976751851436344087364965027181290362056922782232224030809412101012727931335e-13 xxxxxxxxxx 1000/1000 nb=1000 epsilon=1.0e-12 err=7.391901235441123354951690246161492628000792612039385929545889735124531626210699e-18 epsilon=1.0e-12 coef log = 5.004097736079548 epsilon=1.0e-15 sol_ref=BigFloat[0.3423800897704474976666066963807248972446074434580159308016085709371677324378124, 0.2848809836999105055355146038795436869539745508283423574841146130964713826952413, -0.6024517518191783269479324746050730490113383130932317302807837980065843155618036, 0.9900550547794307970823421660870432979757450681547043008444185079431401461687754] x 100/100 nb=100 epsilon=1.0e-15 err=7.83185477080263359463296657111397347387975024189455623213761314104329605875896e-13 xxxxxxxxxx 1000/1000 nb=1000 epsilon=1.0e-15 err=7.748085444757383913967549979857426552829514297971496832160573578531583999930943e-18 epsilon=1.0e-15 coef log = 5.0046702241647205 WARNING: Method definition tts_time(Any, Any) in module Main at /home/pkgeval/.julia/packages/HOODESolver/MOc6D/test/testtwoscales_pure_ab.jl:200 overwritten at /home/pkgeval/.julia/packages/HOODESolver/MOc6D/test/testinterface.jl:161. WARNING: Method definition tts_time_time(Any, Any) in module Main at /home/pkgeval/.julia/packages/HOODESolver/MOc6D/test/testtwoscales_pure_ab.jl:230 overwritten at /home/pkgeval/.julia/packages/HOODESolver/MOc6D/test/testinterface.jl:182. solve function prob=HOODEProblem{Float64}(HOODESolver.HOODEFunction{false, 3}(var"#52#55"{Matrix{Float64}}([0.1 1.1 0.2 5.0; -0.9 -0.12 -0.7 0.4; 0.5 0.66 0.7 0.8; -0.34 0.8 0.0 0.3])), [0.4222619327368493, -0.7552153445853198, -0.23998389567438183, 0.5334813523996726], (0.0, 1.0), missing, [0 0 1 0; 0 0 0 0; -1 0 0 0; 0 0 0 0], 0.0001, missing), nb_tau=32, order=4, order_prep=6, dense=true, nb_t=100, getprecision=true, verbose=100 x 100/100 x 114/114 solve function prob=HOODEProblem{Float64}(HOODESolver.HOODEFunction{false, 2}(var"#53#56"{Matrix{Float64}}([0.1 1.1 0.2 5.0; -0.9 -0.12 -0.7 0.4; 0.5 0.66 0.7 0.8; -0.34 0.8 0.0 0.3])), [0.4222619327368493, -0.7552153445853198, -0.23998389567438183, 0.5334813523996726], (0.0, 1.0), missing, [0 0 1 0; 0 0 0 0; -1 0 0 0; 0 0 0 0], 0.0001, missing), nb_tau=32, order=4, order_prep=6, dense=true, nb_t=100, getprecision=true, verbose=100 x 100/100 x 114/114 solve function prob=HOODEProblem{Float64}(HOODESolver.HOODEFunction{false, 1}(var"#54#57"{Matrix{Float64}}([0.1 1.1 0.2 5.0; -0.9 -0.12 -0.7 0.4; 0.5 0.66 0.7 0.8; -0.34 0.8 0.0 0.3])), [0.4222619327368493, -0.7552153445853198, -0.23998389567438183, 0.5334813523996726], (0.0, 1.0), missing, [0 0 1 0; 0 0 0 0; -1 0 0 0; 0 0 0 0], 0.0001, missing), nb_tau=32, order=4, order_prep=6, dense=true, nb_t=100, getprecision=true, verbose=100 x 100/100 x 114/114 solve function prob=HOODEProblem{Float64}(HOODESolver.HOODEFunction{true, 4}(fct4), [0.4222619327368493, -0.7552153445853198, -0.23998389567438183, 0.5334813523996726], (0.0, 1.0), missing, [0 0 1 0; 0 0 0 0; -1 0 0 0; 0 0 0 0], 0.0001, missing), nb_tau=32, order=4, order_prep=6, dense=true, nb_t=100, getprecision=true, verbose=100 x 100/100 x 114/114 Test Summary: | Pass Total Time test interface type of function | 4 4 2.8s 2.827382 seconds (11.39 M allocations: 747.329 MiB, 8.62% gc time, 54.39% compilation time: 41% of which was recompilation) u0=[0.0008911491150236373, 0.9823287522455768, 0.944009758149322, 0.09725268169693435] solve function prob=HOODEProblem{Float64}(HOODESolver.HOODEFunction{false, 3}(var"#62#63"{Matrix{Float64}}([-0.08238382714583325 -0.4969519266667721 -0.7778727992564283 0.024945843923127597; 0.720157030094015 0.5965343775074716 0.12277721735747171 -0.2953466562849558; 0.02850639259870391 0.793481948301132 -0.5605870120177339 -0.8812850741400706; 0.9191065550311406 0.5228421532243053 -0.2305379306226445 -0.7895838859359361])), [0.0008911491150236373, 0.9823287522455768, 0.944009758149322, 0.09725268169693435], (0.0, 1.0), missing, [0 0 1 0; 0 0 0 0; -1 0 0 0; 0 0 0 0], 0.2, missing), nb_tau=32, order=4, order_prep=6, dense=true, nb_t=100, getprecision=true, verbose=100 x 100/100 x 114/114 Test Summary: | Pass Total Time test interface for interpolation | 11 11 0.4s 0.440817 seconds (2.66 M allocations: 161.192 MiB, 23.24% gc time, 23.31% compilation time: 31% of which was recompilation) solve function prob=HOODEProblem{BigFloat}(HOODESolver.HOODEFunction{false, 3}(var"#66#67"{Matrix{BigFloat}}(BigFloat[0.2876256509664982817782953428794632699848798492898295238707755018463163638567935 -0.2069369833873372078339444667586162867142518460899364696681874602308112147295253 0.5293678840182427901584551357678518320800259783185959139880710754215948288854697 0.2125526538388636683043740990381201675610354046013855526957704644943701030432473; -0.6401620746533136603631927079563501553280892802757564145156984676169051627940254 -0.7164250948617119759822765150079173496638777880132876758793058748125597806360733 -0.4663794746131438847004108029964535639228995791163676596123692687049328108708453 -0.6560095642886451949205929154530150601952772622020247484412726047802784145097381; 0.3651017050734603542183097113504553431298494992376827722202214961301657007003844 -0.4184834764260336448908228071062122096957255897554986264360088245714676966352401 -0.4667983881395365420919023468596931392155734989622764982081906821987287189345942 -0.2020823583408293207859066987006914890176795542393218469267614522276912958909479; 0.7282002288457265699828693148700962282461116812602802258911069419248458795885894 -0.2935695698134047225316022346613660271891516062165456113175307307089119274356098 -0.03365138070231322900034999947496818935106480795915740855744936576104202964779045 -0.0801285541933924810242391911626482202669793533927417666602514387035747314918256])), BigFloat[0.9709100297464537729937632204011558069308799824071737791838262908676009273115358, 0.4990280727456451269610347377763609410903347864321956111697504763958208297226868, 0.9539231300032738605733774639838588512049763473297444412012738589201163683885495, 0.3092417944976569713336427815916621723903364560732698960850795911266800005862828], (0.0, 1.0), missing, [0 0 1 0; 0 0 0 0; -1 0 0 0; 0 0 0 0], 3.450000000000000000000000000000000000000000000000000000000000000000000000000016e-07, missing), nb_tau=32, order=4, order_prep=6, dense=true, nb_t=100, getprecision=false, verbose=100 x 100/100 sol=BigFloat[-1.141801586686459330780614009460522251632747486145799583352396744511925478899234, 0.1306345471249647222227318600644710078117674420912279123465038714802158908032339, 0.4949968250330926573397005773985078917753269104665753860069136278955901603282866, 0.204993319239887727932620328724920855854977128499120143756868593419115239631641] solref=BigFloat[-1.141801586686572211997972713854006647807844479044923073834008506352191092810134, 0.1306345465332237748330370701632715571018674769706303259184539053947593655477056, 0.4949968250330752644836000463139545350190262766429549132928224180912685901918888, 0.2049933190379680841035002517604325552443498229173806247406042870236002630354572] norm=5.917409473896947899011994507098999651205975864280499660854565252555283543176151e-10 Test Summary: | Pass Total Time test interface time from 0.0 to 1.0 | 11 11 1.8s 1.822994 seconds (8.87 M allocations: 511.994 MiB, 12.02% gc time, 45.50% compilation time: 93% of which was recompilation) solve function prob=HOODEProblem{BigFloat}(HOODESolver.HOODEFunction{false, 3}(var"#66#67"{Matrix{BigFloat}}(BigFloat[0.2876256509664982817782953428794632699848798492898295238707755018463163638567935 -0.2069369833873372078339444667586162867142518460899364696681874602308112147295253 0.5293678840182427901584551357678518320800259783185959139880710754215948288854697 0.2125526538388636683043740990381201675610354046013855526957704644943701030432473; -0.6401620746533136603631927079563501553280892802757564145156984676169051627940254 -0.7164250948617119759822765150079173496638777880132876758793058748125597806360733 -0.4663794746131438847004108029964535639228995791163676596123692687049328108708453 -0.6560095642886451949205929154530150601952772622020247484412726047802784145097381; 0.3651017050734603542183097113504553431298494992376827722202214961301657007003844 -0.4184834764260336448908228071062122096957255897554986264360088245714676966352401 -0.4667983881395365420919023468596931392155734989622764982081906821987287189345942 -0.2020823583408293207859066987006914890176795542393218469267614522276912958909479; 0.7282002288457265699828693148700962282461116812602802258911069419248458795885894 -0.2935695698134047225316022346613660271891516062165456113175307307089119274356098 -0.03365138070231322900034999947496818935106480795915740855744936576104202964779045 -0.0801285541933924810242391911626482202669793533927417666602514387035747314918256])), BigFloat[0.9709100297464537729937632204011558069308799824071737791838262908676009273115358, 0.4990280727456451269610347377763609410903347864321956111697504763958208297226868, 0.9539231300032738605733774639838588512049763473297444412012738589201163683885495, 0.3092417944976569713336427815916621723903364560732698960850795911266800005862828], (0.0, 1.456565656499999999999999999999999999999999999999999999999999999999999999999991), missing, [0 0 1 0; 0 0 0 0; -1 0 0 0; 0 0 0 0], 3.450000000000000000000000000000000000000000000000000000000000000000000000000016e-07, missing), nb_tau=32, order=4, order_prep=6, dense=true, nb_t=100, getprecision=false, verbose=100 x 100/100 sol=BigFloat[0.6085389158298589093917387666612170080594388296445428379381903769297359001535603, 0.04457065530060976385889352267974360003575053833570635054584662845580962270049403, 1.027989909934780021024457136557943945803918851962597399700541250328287944161415, 0.1865024869035165001487069049314897236224884830012101332147247125979309776136863] solref=BigFloat[0.6085389158298325588627321402253033281360852647917061577280643307731742862078047, 0.04457065275799443659366402485916823283872512813472436748643052438328104784604559, 1.027989909935508388130065283890421251483018379002845669028515290315859458907772, 0.1865024860359965712750076118396700625751853340494184720007567110191853327975489] norm=2.542615327265229497820575367197025410200981983059416104072528574854448444646497e-09 Test Summary: | Pass Total Time test interface time from 0.0 to 1.456565656499999999999999999999999999999999999999999999999999999999999999999991 | 11 11 1.0s 1.021499 seconds (8.43 M allocations: 483.967 MiB, 26.59% gc time) solve function prob=HOODEProblem{BigFloat}(HOODESolver.HOODEFunction{false, 3}(var"#66#67"{Matrix{BigFloat}}(BigFloat[0.2876256509664982817782953428794632699848798492898295238707755018463163638567935 -0.2069369833873372078339444667586162867142518460899364696681874602308112147295253 0.5293678840182427901584551357678518320800259783185959139880710754215948288854697 0.2125526538388636683043740990381201675610354046013855526957704644943701030432473; -0.6401620746533136603631927079563501553280892802757564145156984676169051627940254 -0.7164250948617119759822765150079173496638777880132876758793058748125597806360733 -0.4663794746131438847004108029964535639228995791163676596123692687049328108708453 -0.6560095642886451949205929154530150601952772622020247484412726047802784145097381; 0.3651017050734603542183097113504553431298494992376827722202214961301657007003844 -0.4184834764260336448908228071062122096957255897554986264360088245714676966352401 -0.4667983881395365420919023468596931392155734989622764982081906821987287189345942 -0.2020823583408293207859066987006914890176795542393218469267614522276912958909479; 0.7282002288457265699828693148700962282461116812602802258911069419248458795885894 -0.2935695698134047225316022346613660271891516062165456113175307307089119274356098 -0.03365138070231322900034999947496818935106480795915740855744936576104202964779045 -0.0801285541933924810242391911626482202669793533927417666602514387035747314918256])), BigFloat[0.9709100297464537729937632204011558069308799824071737791838262908676009273115358, 0.4990280727456451269610347377763609410903347864321956111697504763958208297226868, 0.9539231300032738605733774639838588512049763473297444412012738589201163683885495, 0.3092417944976569713336427815916621723903364560732698960850795911266800005862828], (2.234565999999999999999999999999999999999999999999999999999999999999999999999989, 3.457667901230000000000000000000000000000000000000000000000000000000000000000014), missing, [0 0 1 0; 0 0 0 0; -1 0 0 0; 0 0 0 0], 3.450000000000000000000000000000000000000000000000000000000000000000000000000016e-07, missing), nb_tau=32, order=4, order_prep=6, dense=true, nb_t=100, getprecision=false, verbose=100 x 100/100 sol=BigFloat[-0.7679150826149170570056901537999048904746027628460116664691734399500120391972148, 0.08437974197403601757931450663730680540340538958491730769592989860185657000544131, 0.9478139493401649353634484169213288650152239787927047691664647140287526196655639, 0.1944352159486279368394703775659713070051599287715033033124486775591132656237032] solref=BigFloat[-0.7679150826152121306942167068818655396292655784373174799474183563494099647310253, 0.08437974065645908310789469503819902205841510549986704961116574909447163577168809, 0.9478139493402630141479383801280721612128225783769902838575854957845407029819117, 0.1944352154990537479502549271041203650196860956477842698849013091467885977968188] norm=1.317576934471419811599107783344990284085050258084764149507384934233753215064377e-09 Test Summary: | Pass Total Time test interface time from 2.234565999999999999999999999999999999999999999999999999999999999999999999999989 to 3.457667901230000000000000000000000000000000000000000000000000000000000000000014 | 11 11 1.5s 1.479931 seconds (8.43 M allocations: 483.633 MiB, 54.45% gc time) solve function prob=HOODEProblem{BigFloat}(HOODESolver.HOODEFunction{false, 3}(var"#66#67"{Matrix{BigFloat}}(BigFloat[0.2876256509664982817782953428794632699848798492898295238707755018463163638567935 -0.2069369833873372078339444667586162867142518460899364696681874602308112147295253 0.5293678840182427901584551357678518320800259783185959139880710754215948288854697 0.2125526538388636683043740990381201675610354046013855526957704644943701030432473; -0.6401620746533136603631927079563501553280892802757564145156984676169051627940254 -0.7164250948617119759822765150079173496638777880132876758793058748125597806360733 -0.4663794746131438847004108029964535639228995791163676596123692687049328108708453 -0.6560095642886451949205929154530150601952772622020247484412726047802784145097381; 0.3651017050734603542183097113504553431298494992376827722202214961301657007003844 -0.4184834764260336448908228071062122096957255897554986264360088245714676966352401 -0.4667983881395365420919023468596931392155734989622764982081906821987287189345942 -0.2020823583408293207859066987006914890176795542393218469267614522276912958909479; 0.7282002288457265699828693148700962282461116812602802258911069419248458795885894 -0.2935695698134047225316022346613660271891516062165456113175307307089119274356098 -0.03365138070231322900034999947496818935106480795915740855744936576104202964779045 -0.0801285541933924810242391911626482202669793533927417666602514387035747314918256])), BigFloat[0.9709100297464537729937632204011558069308799824071737791838262908676009273115358, 0.4990280727456451269610347377763609410903347864321956111697504763958208297226868, 0.9539231300032738605733774639838588512049763473297444412012738589201163683885495, 0.3092417944976569713336427815916621723903364560732698960850795911266800005862828], (-0.845767600000000000000000000000000000000000000000000000000000000000000000000004, 0.5671599999999999999999999999999999999999999999999999999999999999999999999999991), missing, [0 0 1 0; 0 0 0 0; -1 0 0 0; 0 0 0 0], 3.450000000000000000000000000000000000000000000000000000000000000000000000000016e-07, missing), nb_tau=32, order=4, order_prep=6, dense=true, nb_t=100, getprecision=false, verbose=100 x 100/100 sol=BigFloat[0.2547379986609430899059399450993615007099291246141624640432752160828750636454798, 0.05142765527817641300580149972516521129089371245688984296605465045415940338136419, 1.171918581378767686332504554197062092373063020836785000202786351685042310848904, 0.1877714206803709383846888037119500929232562929930438403725105136700116474838333] solref=BigFloat[0.2547379986607288691617184669375485133795307173184081285565398422642254996575861, 0.05142765300429141659466690927346216233129110234572253625749886753085903471341509, 1.171918581379350307631715448426702975330501408635623353557678599849271686041134, 0.1877714199045278745146813487638243713088132352516982565131539726355735197947126] norm=2.273884996411134590451703048959602610111167306708555782923300368667949099669221e-09 Test Summary: | Pass Total Time test interface time from -0.845767600000000000000000000000000000000000000000000000000000000000000000000004 to 0.5671599999999999999999999999999999999999999999999999999999999999999999999999991 | 11 11 0.7s 0.734569 seconds (8.44 M allocations: 484.396 MiB, 13.75% gc time) solve function prob=HOODEProblem{BigFloat}(HOODESolver.HOODEFunction{false, 3}(var"#66#67"{Matrix{BigFloat}}(BigFloat[0.2876256509664982817782953428794632699848798492898295238707755018463163638567935 -0.2069369833873372078339444667586162867142518460899364696681874602308112147295253 0.5293678840182427901584551357678518320800259783185959139880710754215948288854697 0.2125526538388636683043740990381201675610354046013855526957704644943701030432473; -0.6401620746533136603631927079563501553280892802757564145156984676169051627940254 -0.7164250948617119759822765150079173496638777880132876758793058748125597806360733 -0.4663794746131438847004108029964535639228995791163676596123692687049328108708453 -0.6560095642886451949205929154530150601952772622020247484412726047802784145097381; 0.3651017050734603542183097113504553431298494992376827722202214961301657007003844 -0.4184834764260336448908228071062122096957255897554986264360088245714676966352401 -0.4667983881395365420919023468596931392155734989622764982081906821987287189345942 -0.2020823583408293207859066987006914890176795542393218469267614522276912958909479; 0.7282002288457265699828693148700962282461116812602802258911069419248458795885894 -0.2935695698134047225316022346613660271891516062165456113175307307089119274356098 -0.03365138070231322900034999947496818935106480795915740855744936576104202964779045 -0.0801285541933924810242391911626482202669793533927417666602514387035747314918256])), BigFloat[0.9709100297464537729937632204011558069308799824071737791838262908676009273115358, 0.4990280727456451269610347377763609410903347864321956111697504763958208297226868, 0.9539231300032738605733774639838588512049763473297444412012738589201163683885495, 0.3092417944976569713336427815916621723903364560732698960850795911266800005862828], (-1.811145767599999999999999999999999999999999999999999999999999999999999999999998, -0.3454567159999999999999999999999999999999999999999999999999999999999999999999995), missing, [0 0 1 0; 0 0 0 0; -1 0 0 0; 0 0 0 0], 3.450000000000000000000000000000000000000000000000000000000000000000000000000016e-07, missing), nb_tau=32, order=4, order_prep=6, dense=true, nb_t=100, getprecision=false, verbose=100 x 100/100 sol=BigFloat[-0.8294153891266501850822013157878928593305219927598495521232194308538698382815631, 0.04316865054268664443190934456921219004362312388790162638187100979779277533833667, 0.8583837074414654073657560293787491591315311946046446840462376352370570400918149, 0.1862488019495660626660087121517597359186307256760636747735485751137355190899597] solref=BigFloat[-0.8294153891273781587860824618085500364562391321991387041987960186473257630183417, 0.04316864794149063344951660746711744132646354157180482431011641803214801396888074, 0.8583837074416340610187714858953117190979609344215442274675942898407342145118442, 0.1862488010620639624185968166993860681200062200400246765486250042699071338747343] norm=2.601196010982392737102094748717159582316096802071754591765644761369455927455105e-09 Test Summary: | Pass Total Time test interface time from -1.811145767599999999999999999999999999999999999999999999999999999999999999999998 to -0.3454567159999999999999999999999999999999999999999999999999999999999999999999995 | 11 11 0.8s 0.789306 seconds (8.43 M allocations: 483.796 MiB, 13.03% gc time) solve function prob=HOODEProblem{BigFloat}(HOODESolver.HOODEFunction{false, 3}(var"#66#67"{Matrix{BigFloat}}(BigFloat[0.2876256509664982817782953428794632699848798492898295238707755018463163638567935 -0.2069369833873372078339444667586162867142518460899364696681874602308112147295253 0.5293678840182427901584551357678518320800259783185959139880710754215948288854697 0.2125526538388636683043740990381201675610354046013855526957704644943701030432473; -0.6401620746533136603631927079563501553280892802757564145156984676169051627940254 -0.7164250948617119759822765150079173496638777880132876758793058748125597806360733 -0.4663794746131438847004108029964535639228995791163676596123692687049328108708453 -0.6560095642886451949205929154530150601952772622020247484412726047802784145097381; 0.3651017050734603542183097113504553431298494992376827722202214961301657007003844 -0.4184834764260336448908228071062122096957255897554986264360088245714676966352401 -0.4667983881395365420919023468596931392155734989622764982081906821987287189345942 -0.2020823583408293207859066987006914890176795542393218469267614522276912958909479; 0.7282002288457265699828693148700962282461116812602802258911069419248458795885894 -0.2935695698134047225316022346613660271891516062165456113175307307089119274356098 -0.03365138070231322900034999947496818935106480795915740855744936576104202964779045 -0.0801285541933924810242391911626482202669793533927417666602514387035747314918256])), BigFloat[0.9709100297464537729937632204011558069308799824071737791838262908676009273115358, 0.4990280727456451269610347377763609410903347864321956111697504763958208297226868, 0.9539231300032738605733774639838588512049763473297444412012738589201163683885495, 0.3092417944976569713336427815916621723903364560732698960850795911266800005862828], (1.845767600000000000000000000000000000000000000000000000000000000000000000000004, 0.5671599999999999999999999999999999999999999999999999999999999999999999999999991), missing, [0 0 1 0; 0 0 0 0; -1 0 0 0; 0 0 0 0], 3.450000000000000000000000000000000000000000000000000000000000000000000000000016e-07, missing), nb_tau=32, order=4, order_prep=6, dense=true, nb_t=100, getprecision=false, verbose=100 x 100/100 sol=BigFloat[-0.425917928629329919293199628094585349636887766599959362533184127052105232029604, 1.870443116578367310424424975344848636582459249125881561249112829306272216946484, -1.465675309899966927608037708297660380817362555216566977543792009621886997616588, 0.753961366799949952565511030778050422979714219743965415328498033126287695931537] solref=BigFloat[-0.4259179286294694509138539576368145251404344548224251717877971669835341115155239, 1.87044313323808270041757982699855405621592365689534528003576493336354888257873, -1.465675309899502339029624151115302768814210455717768310976261520584003637338771, 0.7539613724856160608335306444645619464478188615202883038647865186906928440241169] norm=1.665971538999315485165370541963346440776946371878665210405727666563224540259422e-08 Test Summary: | Pass Total Time test interface time from 1.845767600000000000000000000000000000000000000000000000000000000000000000000004 to 0.5671599999999999999999999999999999999999999999999999999999999999999999999999991 | 11 11 0.8s 0.770949 seconds (8.44 M allocations: 484.149 MiB, 14.85% gc time) solve function prob=HOODEProblem{BigFloat}(HOODESolver.HOODEFunction{false, 3}(var"#66#67"{Matrix{BigFloat}}(BigFloat[0.2876256509664982817782953428794632699848798492898295238707755018463163638567935 -0.2069369833873372078339444667586162867142518460899364696681874602308112147295253 0.5293678840182427901584551357678518320800259783185959139880710754215948288854697 0.2125526538388636683043740990381201675610354046013855526957704644943701030432473; -0.6401620746533136603631927079563501553280892802757564145156984676169051627940254 -0.7164250948617119759822765150079173496638777880132876758793058748125597806360733 -0.4663794746131438847004108029964535639228995791163676596123692687049328108708453 -0.6560095642886451949205929154530150601952772622020247484412726047802784145097381; 0.3651017050734603542183097113504553431298494992376827722202214961301657007003844 -0.4184834764260336448908228071062122096957255897554986264360088245714676966352401 -0.4667983881395365420919023468596931392155734989622764982081906821987287189345942 -0.2020823583408293207859066987006914890176795542393218469267614522276912958909479; 0.7282002288457265699828693148700962282461116812602802258911069419248458795885894 -0.2935695698134047225316022346613660271891516062165456113175307307089119274356098 -0.03365138070231322900034999947496818935106480795915740855744936576104202964779045 -0.0801285541933924810242391911626482202669793533927417666602514387035747314918256])), BigFloat[0.9709100297464537729937632204011558069308799824071737791838262908676009273115358, 0.4990280727456451269610347377763609410903347864321956111697504763958208297226868, 0.9539231300032738605733774639838588512049763473297444412012738589201163683885495, 0.3092417944976569713336427815916621723903364560732698960850795911266800005862828], (-0.845767600000000000000000000000000000000000000000000000000000000000000000000004, -1.567159999999999999999999999999999999999999999999999999999999999999999999999999), missing, [0 0 1 0; 0 0 0 0; -1 0 0 0; 0 0 0 0], 3.450000000000000000000000000000000000000000000000000000000000000000000000000016e-07, missing), nb_tau=32, order=4, order_prep=6, dense=true, nb_t=100, getprecision=false, verbose=100 x 100/100 sol=BigFloat[1.270631085246533981342935290688104753557172088941689003897327473817715109992246, 1.073261726313962495271957272925526144714570027465391717298214513463312036288237, -0.7026786926726369989293908800258574674715397776809735221742474699785793117554816, 0.4915348184789312070435252429215009755965909365027980870256116941554959867742928] solref=BigFloat[1.270631085246507335022100872143744417503675925875911314544800373235860912904449, 1.073261726882648838140835606956648107100312652850144719251614880588162236800526, -0.702678692672637868908429022859266138509009239741500402925888226828684985122721, 0.4915348186730112139092925239853319449432908547225123989536909201443887115899333] norm=5.686863428688783340311219623857426253847530019534003671248502005122896139844728e-10 Test Summary: | Pass Total Time test interface time from -0.845767600000000000000000000000000000000000000000000000000000000000000000000004 to -1.567159999999999999999999999999999999999999999999999999999999999999999999999999 | 11 11 0.8s 0.768737 seconds (8.43 M allocations: 483.474 MiB, 13.89% gc time) solve function prob=HOODEProblem{BigFloat}(HOODESolver.HOODEFunction{false, 3}(var"#66#67"{Matrix{BigFloat}}(BigFloat[0.2876256509664982817782953428794632699848798492898295238707755018463163638567935 -0.2069369833873372078339444667586162867142518460899364696681874602308112147295253 0.5293678840182427901584551357678518320800259783185959139880710754215948288854697 0.2125526538388636683043740990381201675610354046013855526957704644943701030432473; -0.6401620746533136603631927079563501553280892802757564145156984676169051627940254 -0.7164250948617119759822765150079173496638777880132876758793058748125597806360733 -0.4663794746131438847004108029964535639228995791163676596123692687049328108708453 -0.6560095642886451949205929154530150601952772622020247484412726047802784145097381; 0.3651017050734603542183097113504553431298494992376827722202214961301657007003844 -0.4184834764260336448908228071062122096957255897554986264360088245714676966352401 -0.4667983881395365420919023468596931392155734989622764982081906821987287189345942 -0.2020823583408293207859066987006914890176795542393218469267614522276912958909479; 0.7282002288457265699828693148700962282461116812602802258911069419248458795885894 -0.2935695698134047225316022346613660271891516062165456113175307307089119274356098 -0.03365138070231322900034999947496818935106480795915740855744936576104202964779045 -0.0801285541933924810242391911626482202669793533927417666602514387035747314918256])), BigFloat[0.9709100297464537729937632204011558069308799824071737791838262908676009273115358, 0.4990280727456451269610347377763609410903347864321956111697504763958208297226868, 0.9539231300032738605733774639838588512049763473297444412012738589201163683885495, 0.3092417944976569713336427815916621723903364560732698960850795911266800005862828], (-0.8457226760000000000000000000000000000000000000000000000000000000000000000000035, -0.5671599999999999999999999999999999999999999999999999999999999999999999999999991), missing, [0 0 1 0; 0 0 0 0; -1 0 0 0; 0 0 0 0], 3.450000000000000000000000000000000000000000000000000000000000000000000000000016e-07, missing), nb_tau=32, order=4, order_prep=6, dense=true, nb_t=100, getprecision=false, verbose=100 x 100/100 sol=BigFloat[1.275279297400355106732729977709989766916615931720250865682038741653586040042791, 0.3612233967721996581818008905237351310579748444180172355030191614590910814751887, -0.3689199164895599003591947148472711878472481338437710043275159792316071545125595, 0.2678877697623312173095957661580922204805402514944552562105889755304822382884716] solref=BigFloat[1.275279297400355293709657574896682479948524220545873806133469716315040044736855, 0.3612233967702645186098115713470478355845994788896863783528627625044480961587415, -0.3689199164895598378875335958391472678528198774514117168691706227197084358950887, 0.2678877697616708316673211336787905860670718158904792926997936922939298567010053] norm=1.935139571989319176687295473375365528330857150156398954642985316447160566653449e-12 Test Summary: | Pass Total Time test interface time from -0.8457226760000000000000000000000000000000000000000000000000000000000000000000035 to -0.5671599999999999999999999999999999999999999999999999999999999999999999999999991 | 11 11 0.8s 0.843985 seconds (8.39 M allocations: 481.222 MiB, 14.23% gc time) solve function prob=HOODEProblem{BigFloat}(HOODESolver.HOODEFunction{false, 3}(var"#68#69"{Matrix{BigFloat}}(BigFloat[-0.4664519805702410894910417528012548519912285612123239078969909399975099086161584 -0.584095941975914642603023625321320818713463930342355989008930577319757798480856 -0.04279114956795058709695775184358017642492436679426549066371497930057904380428394 0.01604411966590603035387373232293946535976555921789344559174226571079260793481189; 0.1479845754881983501614612597905889624094498958420845071876155316348659454015855 -0.06628465186462749760120714078177787256153812355226727020594907119260378527772825 -0.9490693295811843001934472837670150545347688387046050506128716963523605651815763 0.2873018780778574674034171742066784444576642367376260426889639749279664911117381; 0.08066939373453594867272616086530069776182373880406607155397211675072579567004492 -0.3609380553805063360677013800687362094902547507112745596381018112016763321416878 -0.04541748493861005746160591574406208808506102114859490320399780523663015303308886 -0.4469450049848182869385016550839857454081248799628801507973271043823939393366945; -0.6759601286012356156119400982582128162200182935571297033024563531371114223025962 0.3473464573805330582305412965110467067124757426923646603454155285039398362485307 -0.7238149249206240082802928117595858926873997510885962798725257763459932370860838 0.690790706118179915643861048110488161348116395423949638995299532126622659268872])), BigFloat[0.5048549724362165153321046718493186531544583302568504061436353868859930325127586, 0.4128342373925438567333696121927928512158632612387620751878267609942307200630579, 0.1552134867613301046678930665797647846770645099681689660190087598533600046298259, -0.8093873871236251141499839961716943814157478905448210788067467861171542766009316], (0.0, 1.0), (BigFloat[0.1618554216593494295323319614106112965605831984995044715282401601805782297842183, 0.5430643408778455928779969262483386117742008124528018765260853383014496974386588, 0.6924735417449174303374187144551783920123500893725873027016804266792591180231793, 0.249274665733484317967484517929059404958685979877575860548965198381128391662233], BigFloat[-0.02387915390930023381173143193895576581277947792140653343924974635350672847734823, 0.6226675018752099203341884969478723508597868109807821440297904673507053805991975, 0.3320277486747451824961386823373944183659352226618145935640651372489466405298756, 0.4315376298929504373536529706340141260035008290206216161593415611032711023666353]), [0 0 1 0; 0 0 0 0; -1 0 0 0; 0 0 0 0], 3.467000000000000000000000000000000000000000000000000000000000000000000000000003e-06, BigFloat[-0.4664519805702410894910417528012548519912285612123239078969909399975099086161584 -0.584095941975914642603023625321320818713463930342355989008930577319757798480856 -0.04279114956795058709695775184358017642492436679426549066371497930057904380428394 0.01604411966590603035387373232293946535976555921789344559174226571079260793481189; 0.1479845754881983501614612597905889624094498958420845071876155316348659454015855 -0.06628465186462749760120714078177787256153812355226727020594907119260378527772825 -0.9490693295811843001934472837670150545347688387046050506128716963523605651815763 0.2873018780778574674034171742066784444576642367376260426889639749279664911117381; 0.08066939373453594867272616086530069776182373880406607155397211675072579567004492 -0.3609380553805063360677013800687362094902547507112745596381018112016763321416878 -0.04541748493861005746160591574406208808506102114859490320399780523663015303308886 -0.4469450049848182869385016550839857454081248799628801507973271043823939393366945; -0.6759601286012356156119400982582128162200182935571297033024563531371114223025962 0.3473464573805330582305412965110467067124757426923646603454155285039398362485307 -0.7238149249206240082802928117595858926873997510885962798725257763459932370860838 0.690790706118179915643861048110488161348116395423949638995299532126622659268872]), nb_tau=32, order=4, order_prep=6, dense=true, nb_t=100, getprecision=false, verbose=100 x 100/100 sol=BigFloat[-0.3176124516172998275804799604737524549251335015234251361975173795396761365544426, 1.056102556805650385766524058939092141899771407940919912156701501065203386682314, 0.2575406154245799812736632542326827239406327179657109080939360233970971411373245, -0.5090351984542105012410036484371812007946532739912529139957003247019782853404785] solref=BigFloat[-0.3176124516178061155042860967052109906928287131850242867507630263245268516886605, 1.05610255749600799858046818515909322379376219847338367973962944611667009962621, 0.2575406154229019782026688680717698770564787260748131014359834925798701589108754, -0.5090351963391352455334322478830371579224347907149901731289289284254615854927439] norm=2.115075255707571400554144042872218483276262740866771396276516699847734620911375e-09 Test Summary: | Pass Total Time test interface time time from 0.0 to 1.0 | 11 11 0.9s 0.929404 seconds (9.25 M allocations: 528.402 MiB, 17.83% gc time, 2.64% compilation time: 55% of which was recompilation) solve function prob=HOODEProblem{BigFloat}(HOODESolver.HOODEFunction{false, 3}(var"#68#69"{Matrix{BigFloat}}(BigFloat[-0.4664519805702410894910417528012548519912285612123239078969909399975099086161584 -0.584095941975914642603023625321320818713463930342355989008930577319757798480856 -0.04279114956795058709695775184358017642492436679426549066371497930057904380428394 0.01604411966590603035387373232293946535976555921789344559174226571079260793481189; 0.1479845754881983501614612597905889624094498958420845071876155316348659454015855 -0.06628465186462749760120714078177787256153812355226727020594907119260378527772825 -0.9490693295811843001934472837670150545347688387046050506128716963523605651815763 0.2873018780778574674034171742066784444576642367376260426889639749279664911117381; 0.08066939373453594867272616086530069776182373880406607155397211675072579567004492 -0.3609380553805063360677013800687362094902547507112745596381018112016763321416878 -0.04541748493861005746160591574406208808506102114859490320399780523663015303308886 -0.4469450049848182869385016550839857454081248799628801507973271043823939393366945; -0.6759601286012356156119400982582128162200182935571297033024563531371114223025962 0.3473464573805330582305412965110467067124757426923646603454155285039398362485307 -0.7238149249206240082802928117595858926873997510885962798725257763459932370860838 0.690790706118179915643861048110488161348116395423949638995299532126622659268872])), BigFloat[0.5048549724362165153321046718493186531544583302568504061436353868859930325127586, 0.4128342373925438567333696121927928512158632612387620751878267609942307200630579, 0.1552134867613301046678930665797647846770645099681689660190087598533600046298259, -0.8093873871236251141499839961716943814157478905448210788067467861171542766009316], (0.0, 1.456565656499999999999999999999999999999999999999999999999999999999999999999991), (BigFloat[0.1618554216593494295323319614106112965605831984995044715282401601805782297842183, 0.5430643408778455928779969262483386117742008124528018765260853383014496974386588, 0.6924735417449174303374187144551783920123500893725873027016804266792591180231793, 0.249274665733484317967484517929059404958685979877575860548965198381128391662233], BigFloat[-0.02387915390930023381173143193895576581277947792140653343924974635350672847734823, 0.6226675018752099203341884969478723508597868109807821440297904673507053805991975, 0.3320277486747451824961386823373944183659352226618145935640651372489466405298756, 0.4315376298929504373536529706340141260035008290206216161593415611032711023666353]), [0 0 1 0; 0 0 0 0; -1 0 0 0; 0 0 0 0], 3.467000000000000000000000000000000000000000000000000000000000000000000000000003e-06, BigFloat[-0.4664519805702410894910417528012548519912285612123239078969909399975099086161584 -0.584095941975914642603023625321320818713463930342355989008930577319757798480856 -0.04279114956795058709695775184358017642492436679426549066371497930057904380428394 0.01604411966590603035387373232293946535976555921789344559174226571079260793481189; 0.1479845754881983501614612597905889624094498958420845071876155316348659454015855 -0.06628465186462749760120714078177787256153812355226727020594907119260378527772825 -0.9490693295811843001934472837670150545347688387046050506128716963523605651815763 0.2873018780778574674034171742066784444576642367376260426889639749279664911117381; 0.08066939373453594867272616086530069776182373880406607155397211675072579567004492 -0.3609380553805063360677013800687362094902547507112745596381018112016763321416878 -0.04541748493861005746160591574406208808506102114859490320399780523663015303308886 -0.4469450049848182869385016550839857454081248799628801507973271043823939393366945; -0.6759601286012356156119400982582128162200182935571297033024563531371114223025962 0.3473464573805330582305412965110467067124757426923646603454155285039398362485307 -0.7238149249206240082802928117595858926873997510885962798725257763459932370860838 0.690790706118179915643861048110488161348116395423949638995299532126622659268872]), nb_tau=32, order=4, order_prep=6, dense=true, nb_t=100, getprecision=false, verbose=100 x 100/100 sol=BigFloat[-0.3427930984073422435460478899762915956835852196830298795280750223774241522026245, 1.565108798798386828658906155895937362114422758084444511619056012385758905584062, 0.1218665777042820353365838831481409245356036330506562218717153408187286702584233, -0.06395521867809288197407350815116798487072685820759785151510054641461128831755665] solref=BigFloat[-0.3427930984069510224441792783249461915397764211189268321582024273133985741955556, 1.565108805318674647404176965384634714353319919292349047291998947940215937982694, 0.1218665776937636963368129818295972498279675052310891553802799084702693500197369, -0.06395519877257797437075172461273873633297628178221608998070485293079262559242859] norm=1.990551490760332178353842924853775057642538176153439569348381866272512805309088e-08 Test Summary: | Pass Total Time test interface time time from 0.0 to 1.456565656499999999999999999999999999999999999999999999999999999999999999999991 | 11 11 0.9s 0.906933 seconds (9.20 M allocations: 525.621 MiB, 15.08% gc time) solve function prob=HOODEProblem{BigFloat}(HOODESolver.HOODEFunction{false, 3}(var"#68#69"{Matrix{BigFloat}}(BigFloat[-0.4664519805702410894910417528012548519912285612123239078969909399975099086161584 -0.584095941975914642603023625321320818713463930342355989008930577319757798480856 -0.04279114956795058709695775184358017642492436679426549066371497930057904380428394 0.01604411966590603035387373232293946535976555921789344559174226571079260793481189; 0.1479845754881983501614612597905889624094498958420845071876155316348659454015855 -0.06628465186462749760120714078177787256153812355226727020594907119260378527772825 -0.9490693295811843001934472837670150545347688387046050506128716963523605651815763 0.2873018780778574674034171742066784444576642367376260426889639749279664911117381; 0.08066939373453594867272616086530069776182373880406607155397211675072579567004492 -0.3609380553805063360677013800687362094902547507112745596381018112016763321416878 -0.04541748493861005746160591574406208808506102114859490320399780523663015303308886 -0.4469450049848182869385016550839857454081248799628801507973271043823939393366945; -0.6759601286012356156119400982582128162200182935571297033024563531371114223025962 0.3473464573805330582305412965110467067124757426923646603454155285039398362485307 -0.7238149249206240082802928117595858926873997510885962798725257763459932370860838 0.690790706118179915643861048110488161348116395423949638995299532126622659268872])), BigFloat[0.5048549724362165153321046718493186531544583302568504061436353868859930325127586, 0.4128342373925438567333696121927928512158632612387620751878267609942307200630579, 0.1552134867613301046678930665797647846770645099681689660190087598533600046298259, -0.8093873871236251141499839961716943814157478905448210788067467861171542766009316], (11.23456599999999999999999999999999999999999999999999999999999999999999999999999, 12.45766790122999999999999999999999999999999999999999999999999999999999999999994), (BigFloat[0.1618554216593494295323319614106112965605831984995044715282401601805782297842183, 0.5430643408778455928779969262483386117742008124528018765260853383014496974386588, 0.6924735417449174303374187144551783920123500893725873027016804266792591180231793, 0.249274665733484317967484517929059404958685979877575860548965198381128391662233], BigFloat[-0.02387915390930023381173143193895576581277947792140653343924974635350672847734823, 0.6226675018752099203341884969478723508597868109807821440297904673507053805991975, 0.3320277486747451824961386823373944183659352226618145935640651372489466405298756, 0.4315376298929504373536529706340141260035008290206216161593415611032711023666353]), [0 0 1 0; 0 0 0 0; -1 0 0 0; 0 0 0 0], 3.467000000000000000000000000000000000000000000000000000000000000000000000000003e-06, BigFloat[-0.4664519805702410894910417528012548519912285612123239078969909399975099086161584 -0.584095941975914642603023625321320818713463930342355989008930577319757798480856 -0.04279114956795058709695775184358017642492436679426549066371497930057904380428394 0.01604411966590603035387373232293946535976555921789344559174226571079260793481189; 0.1479845754881983501614612597905889624094498958420845071876155316348659454015855 -0.06628465186462749760120714078177787256153812355226727020594907119260378527772825 -0.9490693295811843001934472837670150545347688387046050506128716963523605651815763 0.2873018780778574674034171742066784444576642367376260426889639749279664911117381; 0.08066939373453594867272616086530069776182373880406607155397211675072579567004492 -0.3609380553805063360677013800687362094902547507112745596381018112016763321416878 -0.04541748493861005746160591574406208808506102114859490320399780523663015303308886 -0.4469450049848182869385016550839857454081248799628801507973271043823939393366945; -0.6759601286012356156119400982582128162200182935571297033024563531371114223025962 0.3473464573805330582305412965110467067124757426923646603454155285039398362485307 -0.7238149249206240082802928117595858926873997510885962798725257763459932370860838 0.690790706118179915643861048110488161348116395423949638995299532126622659268872]), nb_tau=32, order=4, order_prep=6, dense=true, nb_t=100, getprecision=false, verbose=100 x 100/100 sol=BigFloat[0.005972619154010252826126743877248440186333225589123081108099993238612682644771143, 9.483252379839256338204866220488213079352194174434188496074592276596534097895572, -0.3861384963915255923228081654087110575581078046599005078191183989854899552768894, 7.30723202570835068291130736496622451487913054790133953396461967481561618759945] solref=BigFloat[0.005972619158171754490544776976016561778779602629349358880171820985908595992845569, 9.483252398249001771604370095968060118089370354132894492309223190879604733225444, -0.3861384963895380844336835902219617558580206998059454072712203867977073975614484, 7.307232081483721014342501172275614546719392619077198982303971952475780204161942] norm=5.577537033143119380730939003184026207117585944833935227766016401656249201214698e-08 Test Summary: | Pass Total Time test interface time time from 11.23456599999999999999999999999999999999999999999999999999999999999999999999999 to 12.45766790122999999999999999999999999999999999999999999999999999999999999999994 | 11 11 1.0s 1.037414 seconds (9.91 M allocations: 563.759 MiB, 15.19% gc time) solve function prob=HOODEProblem{BigFloat}(HOODESolver.HOODEFunction{false, 3}(var"#68#69"{Matrix{BigFloat}}(BigFloat[-0.4664519805702410894910417528012548519912285612123239078969909399975099086161584 -0.584095941975914642603023625321320818713463930342355989008930577319757798480856 -0.04279114956795058709695775184358017642492436679426549066371497930057904380428394 0.01604411966590603035387373232293946535976555921789344559174226571079260793481189; 0.1479845754881983501614612597905889624094498958420845071876155316348659454015855 -0.06628465186462749760120714078177787256153812355226727020594907119260378527772825 -0.9490693295811843001934472837670150545347688387046050506128716963523605651815763 0.2873018780778574674034171742066784444576642367376260426889639749279664911117381; 0.08066939373453594867272616086530069776182373880406607155397211675072579567004492 -0.3609380553805063360677013800687362094902547507112745596381018112016763321416878 -0.04541748493861005746160591574406208808506102114859490320399780523663015303308886 -0.4469450049848182869385016550839857454081248799628801507973271043823939393366945; -0.6759601286012356156119400982582128162200182935571297033024563531371114223025962 0.3473464573805330582305412965110467067124757426923646603454155285039398362485307 -0.7238149249206240082802928117595858926873997510885962798725257763459932370860838 0.690790706118179915643861048110488161348116395423949638995299532126622659268872])), BigFloat[0.5048549724362165153321046718493186531544583302568504061436353868859930325127586, 0.4128342373925438567333696121927928512158632612387620751878267609942307200630579, 0.1552134867613301046678930665797647846770645099681689660190087598533600046298259, -0.8093873871236251141499839961716943814157478905448210788067467861171542766009316], (-0.845767600000000000000000000000000000000000000000000000000000000000000000000004, 0.5671599999999999999999999999999999999999999999999999999999999999999999999999991), (BigFloat[0.1618554216593494295323319614106112965605831984995044715282401601805782297842183, 0.5430643408778455928779969262483386117742008124528018765260853383014496974386588, 0.6924735417449174303374187144551783920123500893725873027016804266792591180231793, 0.249274665733484317967484517929059404958685979877575860548965198381128391662233], BigFloat[-0.02387915390930023381173143193895576581277947792140653343924974635350672847734823, 0.6226675018752099203341884969478723508597868109807821440297904673507053805991975, 0.3320277486747451824961386823373944183659352226618145935640651372489466405298756, 0.4315376298929504373536529706340141260035008290206216161593415611032711023666353]), [0 0 1 0; 0 0 0 0; -1 0 0 0; 0 0 0 0], 3.467000000000000000000000000000000000000000000000000000000000000000000000000003e-06, BigFloat[-0.4664519805702410894910417528012548519912285612123239078969909399975099086161584 -0.584095941975914642603023625321320818713463930342355989008930577319757798480856 -0.04279114956795058709695775184358017642492436679426549066371497930057904380428394 0.01604411966590603035387373232293946535976555921789344559174226571079260793481189; 0.1479845754881983501614612597905889624094498958420845071876155316348659454015855 -0.06628465186462749760120714078177787256153812355226727020594907119260378527772825 -0.9490693295811843001934472837670150545347688387046050506128716963523605651815763 0.2873018780778574674034171742066784444576642367376260426889639749279664911117381; 0.08066939373453594867272616086530069776182373880406607155397211675072579567004492 -0.3609380553805063360677013800687362094902547507112745596381018112016763321416878 -0.04541748493861005746160591574406208808506102114859490320399780523663015303308886 -0.4469450049848182869385016550839857454081248799628801507973271043823939393366945; -0.6759601286012356156119400982582128162200182935571297033024563531371114223025962 0.3473464573805330582305412965110467067124757426923646603454155285039398362485307 -0.7238149249206240082802928117595858926873997510885962798725257763459932370860838 0.690790706118179915643861048110488161348116395423949638995299532126622659268872]), nb_tau=32, order=4, order_prep=6, dense=true, nb_t=100, getprecision=false, verbose=100 x 100/100 sol=BigFloat[-0.158221592143169593841863965177656685244187164782522613597038269090790223490163, 0.7778075746024095668660531909007933271334818357947920473174862847918439666387227, -0.3321367428025011809009597691197549867407621725672392993042499942632140860991087, -0.8642014432690329744781911635920357485029893208217107092190483534733766982891787] solref=BigFloat[-0.1582215921340518903354673483079356529472879292923981192473702343164406818160362, 0.7778075771046890359182698407644559292772144276003980994637065197892792968622305, -0.3321367428030202545837575338732321160810744634535763296051246737030163546875681, -0.8642014355503518606081633542666947306310099026140082571108182416211561251964999] norm=7.718681113870027809325341017871979418207702452108230111852220573092678827982875e-09 Test Summary: | Pass Total Time test interface time time from -0.845767600000000000000000000000000000000000000000000000000000000000000000000004 to 0.5671599999999999999999999999999999999999999999999999999999999999999999999999991 | 11 11 1.0s 0.959273 seconds (9.84 M allocations: 559.786 MiB, 15.27% gc time) solve function prob=HOODEProblem{BigFloat}(HOODESolver.HOODEFunction{false, 3}(var"#68#69"{Matrix{BigFloat}}(BigFloat[-0.4664519805702410894910417528012548519912285612123239078969909399975099086161584 -0.584095941975914642603023625321320818713463930342355989008930577319757798480856 -0.04279114956795058709695775184358017642492436679426549066371497930057904380428394 0.01604411966590603035387373232293946535976555921789344559174226571079260793481189; 0.1479845754881983501614612597905889624094498958420845071876155316348659454015855 -0.06628465186462749760120714078177787256153812355226727020594907119260378527772825 -0.9490693295811843001934472837670150545347688387046050506128716963523605651815763 0.2873018780778574674034171742066784444576642367376260426889639749279664911117381; 0.08066939373453594867272616086530069776182373880406607155397211675072579567004492 -0.3609380553805063360677013800687362094902547507112745596381018112016763321416878 -0.04541748493861005746160591574406208808506102114859490320399780523663015303308886 -0.4469450049848182869385016550839857454081248799628801507973271043823939393366945; -0.6759601286012356156119400982582128162200182935571297033024563531371114223025962 0.3473464573805330582305412965110467067124757426923646603454155285039398362485307 -0.7238149249206240082802928117595858926873997510885962798725257763459932370860838 0.690790706118179915643861048110488161348116395423949638995299532126622659268872])), BigFloat[0.5048549724362165153321046718493186531544583302568504061436353868859930325127586, 0.4128342373925438567333696121927928512158632612387620751878267609942307200630579, 0.1552134867613301046678930665797647846770645099681689660190087598533600046298259, -0.8093873871236251141499839961716943814157478905448210788067467861171542766009316], (-1.811145767599999999999999999999999999999999999999999999999999999999999999999998, -0.3454567159999999999999999999999999999999999999999999999999999999999999999999995), (BigFloat[0.1618554216593494295323319614106112965605831984995044715282401601805782297842183, 0.5430643408778455928779969262483386117742008124528018765260853383014496974386588, 0.6924735417449174303374187144551783920123500893725873027016804266792591180231793, 0.249274665733484317967484517929059404958685979877575860548965198381128391662233], BigFloat[-0.02387915390930023381173143193895576581277947792140653343924974635350672847734823, 0.6226675018752099203341884969478723508597868109807821440297904673507053805991975, 0.3320277486747451824961386823373944183659352226618145935640651372489466405298756, 0.4315376298929504373536529706340141260035008290206216161593415611032711023666353]), [0 0 1 0; 0 0 0 0; -1 0 0 0; 0 0 0 0], 3.467000000000000000000000000000000000000000000000000000000000000000000000000003e-06, BigFloat[-0.4664519805702410894910417528012548519912285612123239078969909399975099086161584 -0.584095941975914642603023625321320818713463930342355989008930577319757798480856 -0.04279114956795058709695775184358017642492436679426549066371497930057904380428394 0.01604411966590603035387373232293946535976555921789344559174226571079260793481189; 0.1479845754881983501614612597905889624094498958420845071876155316348659454015855 -0.06628465186462749760120714078177787256153812355226727020594907119260378527772825 -0.9490693295811843001934472837670150545347688387046050506128716963523605651815763 0.2873018780778574674034171742066784444576642367376260426889639749279664911117381; 0.08066939373453594867272616086530069776182373880406607155397211675072579567004492 -0.3609380553805063360677013800687362094902547507112745596381018112016763321416878 -0.04541748493861005746160591574406208808506102114859490320399780523663015303308886 -0.4469450049848182869385016550839857454081248799628801507973271043823939393366945; -0.6759601286012356156119400982582128162200182935571297033024563531371114223025962 0.3473464573805330582305412965110467067124757426923646603454155285039398362485307 -0.7238149249206240082802928117595858926873997510885962798725257763459932370860838 0.690790706118179915643861048110488161348116395423949638995299532126622659268872]), nb_tau=32, order=4, order_prep=6, dense=true, nb_t=100, getprecision=false, verbose=100 x 100/100 sol=BigFloat[-0.2481306297606939725118417231926596466255480594698416256908492812027993085724249, -0.06133802158221543082189314846516758354333099679046355429460855443657399676086965, -0.2649052495947600136335884461155480929754407229061534949952738234064522662266108, -1.761428062471146284065409497753641896950881726935487513516042077549635710495664] solref=BigFloat[-0.2481306297505214432288044187208791555439893251070419288730289678218823897468488, -0.06133802260042700592000298976545577914056153144305443959784541303823848596971449, -0.2649052495986478249587501270678810242868309715879757739565233300599777087844646, -1.761428065382022293052290782850312479498819256939892227927839020282712321115395] norm=2.910876008986881285096670582547937530004404714411796942733076610619730288679063e-09 Test Summary: | Pass Total Time test interface time time from -1.811145767599999999999999999999999999999999999999999999999999999999999999999998 to -0.3454567159999999999999999999999999999999999999999999999999999999999999999999995 | 11 11 1.0s 0.997332 seconds (9.94 M allocations: 565.226 MiB, 14.35% gc time) solve function prob=HOODEProblem{BigFloat}(HOODESolver.HOODEFunction{false, 3}(var"#68#69"{Matrix{BigFloat}}(BigFloat[-0.4664519805702410894910417528012548519912285612123239078969909399975099086161584 -0.584095941975914642603023625321320818713463930342355989008930577319757798480856 -0.04279114956795058709695775184358017642492436679426549066371497930057904380428394 0.01604411966590603035387373232293946535976555921789344559174226571079260793481189; 0.1479845754881983501614612597905889624094498958420845071876155316348659454015855 -0.06628465186462749760120714078177787256153812355226727020594907119260378527772825 -0.9490693295811843001934472837670150545347688387046050506128716963523605651815763 0.2873018780778574674034171742066784444576642367376260426889639749279664911117381; 0.08066939373453594867272616086530069776182373880406607155397211675072579567004492 -0.3609380553805063360677013800687362094902547507112745596381018112016763321416878 -0.04541748493861005746160591574406208808506102114859490320399780523663015303308886 -0.4469450049848182869385016550839857454081248799628801507973271043823939393366945; -0.6759601286012356156119400982582128162200182935571297033024563531371114223025962 0.3473464573805330582305412965110467067124757426923646603454155285039398362485307 -0.7238149249206240082802928117595858926873997510885962798725257763459932370860838 0.690790706118179915643861048110488161348116395423949638995299532126622659268872])), BigFloat[0.5048549724362165153321046718493186531544583302568504061436353868859930325127586, 0.4128342373925438567333696121927928512158632612387620751878267609942307200630579, 0.1552134867613301046678930665797647846770645099681689660190087598533600046298259, -0.8093873871236251141499839961716943814157478905448210788067467861171542766009316], (1.845767600000000000000000000000000000000000000000000000000000000000000000000004, 0.5671599999999999999999999999999999999999999999999999999999999999999999999999991), (BigFloat[0.1618554216593494295323319614106112965605831984995044715282401601805782297842183, 0.5430643408778455928779969262483386117742008124528018765260853383014496974386588, 0.6924735417449174303374187144551783920123500893725873027016804266792591180231793, 0.249274665733484317967484517929059404958685979877575860548965198381128391662233], BigFloat[-0.02387915390930023381173143193895576581277947792140653343924974635350672847734823, 0.6226675018752099203341884969478723508597868109807821440297904673507053805991975, 0.3320277486747451824961386823373944183659352226618145935640651372489466405298756, 0.4315376298929504373536529706340141260035008290206216161593415611032711023666353]), [0 0 1 0; 0 0 0 0; -1 0 0 0; 0 0 0 0], 3.467000000000000000000000000000000000000000000000000000000000000000000000000003e-06, BigFloat[-0.4664519805702410894910417528012548519912285612123239078969909399975099086161584 -0.584095941975914642603023625321320818713463930342355989008930577319757798480856 -0.04279114956795058709695775184358017642492436679426549066371497930057904380428394 0.01604411966590603035387373232293946535976555921789344559174226571079260793481189; 0.1479845754881983501614612597905889624094498958420845071876155316348659454015855 -0.06628465186462749760120714078177787256153812355226727020594907119260378527772825 -0.9490693295811843001934472837670150545347688387046050506128716963523605651815763 0.2873018780778574674034171742066784444576642367376260426889639749279664911117381; 0.08066939373453594867272616086530069776182373880406607155397211675072579567004492 -0.3609380553805063360677013800687362094902547507112745596381018112016763321416878 -0.04541748493861005746160591574406208808506102114859490320399780523663015303308886 -0.4469450049848182869385016550839857454081248799628801507973271043823939393366945; -0.6759601286012356156119400982582128162200182935571297033024563531371114223025962 0.3473464573805330582305412965110467067124757426923646603454155285039398362485307 -0.7238149249206240082802928117595858926873997510885962798725257763459932370860838 0.690790706118179915643861048110488161348116395423949638995299532126622659268872]), nb_tau=32, order=4, order_prep=6, dense=true, nb_t=100, getprecision=false, verbose=100 x 100/100 sol=BigFloat[-0.4947625673573533744557337131620560686699707814791767939458226469461880402866276, -0.9194797599569960636785531369880874091939997168517445636216956503227751931588455, 0.5403395237524520837606336055297266775111103508386232913013481961729471659503574, -0.8149027597981552963023658237362007311836376534377616061648214974193964164766519] solref=BigFloat[-0.4947625673525201373999784008143158845904918577608946245976033923131386674430093, -0.9194797607840205556831332503122837824907298471433133890354669291969005810153179, 0.5403395237624687761604447595356879657703171417328516079782601689653509054047904, -0.814902762372279940775427032206632095728473218571698160883796544061478521293864] norm=2.574124644473061208470431364544835565133936554718975046642082104817212122535155e-09 Test Summary: | Pass Total Time test interface time time from 1.845767600000000000000000000000000000000000000000000000000000000000000000000004 to 0.5671599999999999999999999999999999999999999999999999999999999999999999999999991 | 11 11 1.0s 0.969734 seconds (9.91 M allocations: 563.835 MiB, 16.71% gc time) solve function prob=HOODEProblem{BigFloat}(HOODESolver.HOODEFunction{false, 3}(var"#68#69"{Matrix{BigFloat}}(BigFloat[-0.4664519805702410894910417528012548519912285612123239078969909399975099086161584 -0.584095941975914642603023625321320818713463930342355989008930577319757798480856 -0.04279114956795058709695775184358017642492436679426549066371497930057904380428394 0.01604411966590603035387373232293946535976555921789344559174226571079260793481189; 0.1479845754881983501614612597905889624094498958420845071876155316348659454015855 -0.06628465186462749760120714078177787256153812355226727020594907119260378527772825 -0.9490693295811843001934472837670150545347688387046050506128716963523605651815763 0.2873018780778574674034171742066784444576642367376260426889639749279664911117381; 0.08066939373453594867272616086530069776182373880406607155397211675072579567004492 -0.3609380553805063360677013800687362094902547507112745596381018112016763321416878 -0.04541748493861005746160591574406208808506102114859490320399780523663015303308886 -0.4469450049848182869385016550839857454081248799628801507973271043823939393366945; -0.6759601286012356156119400982582128162200182935571297033024563531371114223025962 0.3473464573805330582305412965110467067124757426923646603454155285039398362485307 -0.7238149249206240082802928117595858926873997510885962798725257763459932370860838 0.690790706118179915643861048110488161348116395423949638995299532126622659268872])), BigFloat[0.5048549724362165153321046718493186531544583302568504061436353868859930325127586, 0.4128342373925438567333696121927928512158632612387620751878267609942307200630579, 0.1552134867613301046678930665797647846770645099681689660190087598533600046298259, -0.8093873871236251141499839961716943814157478905448210788067467861171542766009316], (-0.845767600000000000000000000000000000000000000000000000000000000000000000000004, -1.567159999999999999999999999999999999999999999999999999999999999999999999999999), (BigFloat[0.1618554216593494295323319614106112965605831984995044715282401601805782297842183, 0.5430643408778455928779969262483386117742008124528018765260853383014496974386588, 0.6924735417449174303374187144551783920123500893725873027016804266792591180231793, 0.249274665733484317967484517929059404958685979877575860548965198381128391662233], BigFloat[-0.02387915390930023381173143193895576581277947792140653343924974635350672847734823, 0.6226675018752099203341884969478723508597868109807821440297904673507053805991975, 0.3320277486747451824961386823373944183659352226618145935640651372489466405298756, 0.4315376298929504373536529706340141260035008290206216161593415611032711023666353]), [0 0 1 0; 0 0 0 0; -1 0 0 0; 0 0 0 0], 3.467000000000000000000000000000000000000000000000000000000000000000000000000003e-06, BigFloat[-0.4664519805702410894910417528012548519912285612123239078969909399975099086161584 -0.584095941975914642603023625321320818713463930342355989008930577319757798480856 -0.04279114956795058709695775184358017642492436679426549066371497930057904380428394 0.01604411966590603035387373232293946535976555921789344559174226571079260793481189; 0.1479845754881983501614612597905889624094498958420845071876155316348659454015855 -0.06628465186462749760120714078177787256153812355226727020594907119260378527772825 -0.9490693295811843001934472837670150545347688387046050506128716963523605651815763 0.2873018780778574674034171742066784444576642367376260426889639749279664911117381; 0.08066939373453594867272616086530069776182373880406607155397211675072579567004492 -0.3609380553805063360677013800687362094902547507112745596381018112016763321416878 -0.04541748493861005746160591574406208808506102114859490320399780523663015303308886 -0.4469450049848182869385016550839857454081248799628801507973271043823939393366945; -0.6759601286012356156119400982582128162200182935571297033024563531371114223025962 0.3473464573805330582305412965110467067124757426923646603454155285039398362485307 -0.7238149249206240082802928117595858926873997510885962798725257763459932370860838 0.690790706118179915643861048110488161348116395423949638995299532126622659268872]), nb_tau=32, order=4, order_prep=6, dense=true, nb_t=100, getprecision=false, verbose=100 x 100/100 sol=BigFloat[0.6165274000089291373157501314549878434690779363656995997670966173408549572410367, 0.6121490706921542067154983592850001153960660547462970969014576509813681864584033, 0.1531858817022654144274224773995621512244056742744798597918041574704388737276235, -0.6603068837986688952037411811653185150280313377382032623853296689643581912122217] solref=BigFloat[0.6165274000092516428604212308606550528504045975564781552727981211835038699711544, 0.61214907067781035729004410646970093944913161505556188487398507268967016343468, 0.1531858817018259038466864110046252487253328710564607956435652184737515557970874, -0.6603068838486562884474010718990384081140652546958384266602512278267553289628459] norm=4.99873932436598907337198930860339169576351642749215588623971377506241918740892e-11 Test Summary: | Pass Total Time test interface time time from -0.845767600000000000000000000000000000000000000000000000000000000000000000000004 to -1.567159999999999999999999999999999999999999999999999999999999999999999999999999 | 11 11 1.0s 0.992563 seconds (9.93 M allocations: 564.772 MiB, 14.78% gc time) solve function prob=HOODEProblem{BigFloat}(HOODESolver.HOODEFunction{false, 3}(var"#68#69"{Matrix{BigFloat}}(BigFloat[-0.4664519805702410894910417528012548519912285612123239078969909399975099086161584 -0.584095941975914642603023625321320818713463930342355989008930577319757798480856 -0.04279114956795058709695775184358017642492436679426549066371497930057904380428394 0.01604411966590603035387373232293946535976555921789344559174226571079260793481189; 0.1479845754881983501614612597905889624094498958420845071876155316348659454015855 -0.06628465186462749760120714078177787256153812355226727020594907119260378527772825 -0.9490693295811843001934472837670150545347688387046050506128716963523605651815763 0.2873018780778574674034171742066784444576642367376260426889639749279664911117381; 0.08066939373453594867272616086530069776182373880406607155397211675072579567004492 -0.3609380553805063360677013800687362094902547507112745596381018112016763321416878 -0.04541748493861005746160591574406208808506102114859490320399780523663015303308886 -0.4469450049848182869385016550839857454081248799628801507973271043823939393366945; -0.6759601286012356156119400982582128162200182935571297033024563531371114223025962 0.3473464573805330582305412965110467067124757426923646603454155285039398362485307 -0.7238149249206240082802928117595858926873997510885962798725257763459932370860838 0.690790706118179915643861048110488161348116395423949638995299532126622659268872])), BigFloat[0.5048549724362165153321046718493186531544583302568504061436353868859930325127586, 0.4128342373925438567333696121927928512158632612387620751878267609942307200630579, 0.1552134867613301046678930665797647846770645099681689660190087598533600046298259, -0.8093873871236251141499839961716943814157478905448210788067467861171542766009316], (-0.8457226760000000000000000000000000000000000000000000000000000000000000000000035, -0.5671599999999999999999999999999999999999999999999999999999999999999999999999991), (BigFloat[0.1618554216593494295323319614106112965605831984995044715282401601805782297842183, 0.5430643408778455928779969262483386117742008124528018765260853383014496974386588, 0.6924735417449174303374187144551783920123500893725873027016804266792591180231793, 0.249274665733484317967484517929059404958685979877575860548965198381128391662233], BigFloat[-0.02387915390930023381173143193895576581277947792140653343924974635350672847734823, 0.6226675018752099203341884969478723508597868109807821440297904673507053805991975, 0.3320277486747451824961386823373944183659352226618145935640651372489466405298756, 0.4315376298929504373536529706340141260035008290206216161593415611032711023666353]), [0 0 1 0; 0 0 0 0; -1 0 0 0; 0 0 0 0], 3.467000000000000000000000000000000000000000000000000000000000000000000000000003e-06, BigFloat[-0.4664519805702410894910417528012548519912285612123239078969909399975099086161584 -0.584095941975914642603023625321320818713463930342355989008930577319757798480856 -0.04279114956795058709695775184358017642492436679426549066371497930057904380428394 0.01604411966590603035387373232293946535976555921789344559174226571079260793481189; 0.1479845754881983501614612597905889624094498958420845071876155316348659454015855 -0.06628465186462749760120714078177787256153812355226727020594907119260378527772825 -0.9490693295811843001934472837670150545347688387046050506128716963523605651815763 0.2873018780778574674034171742066784444576642367376260426889639749279664911117381; 0.08066939373453594867272616086530069776182373880406607155397211675072579567004492 -0.3609380553805063360677013800687362094902547507112745596381018112016763321416878 -0.04541748493861005746160591574406208808506102114859490320399780523663015303308886 -0.4469450049848182869385016550839857454081248799628801507973271043823939393366945; -0.6759601286012356156119400982582128162200182935571297033024563531371114223025962 0.3473464573805330582305412965110467067124757426923646603454155285039398362485307 -0.7238149249206240082802928117595858926873997510885962798725257763459932370860838 0.690790706118179915643861048110488161348116395423949638995299532126622659268872]), nb_tau=32, order=4, order_prep=6, dense=true, nb_t=100, getprecision=false, verbose=100 x 100/100 sol=BigFloat[-0.462876627069248288499757662496950770449033318464790125739614215286171592754227, 0.4050788377624287829998390792528741551413159082967719700127060309293438118587053, 0.1662605313914829556505354188965164031887288229038691137115328793077696179490833, -0.8597006880202921326790495079645687842271535795419103552775958548844009349280677] solref=BigFloat[-0.4628766270692481901353932309506354104935065119827372383202824981548786238186143, 0.4050788377627230637028776581469591769349497319006711095018683675386381327676381, 0.1662605313914792900295606911071776797086772784013484591265717871338218138431074, -0.8597006880193528869691636926365451007647880879927492623435222178676328336734402] norm=9.392457098858153280236834623654915491610929340736370167681012546275610624075039e-13 Test Summary: | Pass Total Time test interface time time from -0.8457226760000000000000000000000000000000000000000000000000000000000000000000035 to -0.5671599999999999999999999999999999999999999999999999999999999999999999999999991 | 11 11 1.0s 1.043999 seconds (9.81 M allocations: 558.160 MiB, 16.16% gc time) u0=BigFloat[0.06679155777514301824222520034425217666159324590281041816642324608028299801308592, 0.9741710191169170607037513562149230968749986596749871592520561508898385737332837, 0.791043693763554225126848472907828532170463757624344660268168663757692363960326, 0.9255633639073334592351098125881681368783156396534964331568316314486624645997838] epsilon=0.001 sol_ref=BigFloat[0.7235477867635456185600424362402407274937282584755675344753879310899252814032418, 1.26275807508099306215288987837783215117083627896662331508474148528321815122656, 0.4894629454572360361681859213451978741793737199632207747054155523144288917314264, -0.02266574501779560620958291188862476131569280896296998623928318351713814286903298] solve function prob=HOODEProblem{BigFloat}(HOODESolver.HOODEFunction{false, 3}(var"#58#59"{Matrix{BigFloat}}(BigFloat[-0.6766775864351588977718158265577508577602700876834009066191277185877113965532545 -0.2099524017575060861698439146320246428012339910784766210709851555324948007725576 -0.548040904194953328310094773336255228079169902556812172791290778165078147809583 0.3910060164402756298307970577786121061153456009328563674395121756239460154456311; -0.836324542319912250540263625181268149513691523897204999936581862994777670768784 -0.03879581065299022908482843608146861527021043647372617108079803013618791019891315 0.3923913695042507075958217114041004921470564619249323472038550461056853171522542 0.7758506911029012061348891392025475898747625167960509072808928147822500901467096; -0.3873126828373492740572559956367309783432123723425069383010422561737764180411797 0.2533730865826343190803271733944774472334599337669188214325084171314029719945711 0.8664403498669633823540447655487650878186265476684325895197272137210728049430027 -0.1701007263105929809728708581394573404899347823861829428992753147467686446003945; -0.09555345287774981892951139474891428034583288889995987866346995395265770864016459 -0.6415956535932593513477339592298697427363553256447453618186104238601056703440669 0.4066030361584843025079727275219821606063226206837401691026625301388980760213564 -0.4432477990829105880331116850316625404144885033932025433814010824831277478937867])), BigFloat[0.06679155777514301824222520034425217666159324590281041816642324608028299801308592, 0.9741710191169170607037513562149230968749986596749871592520561508898385737332837, 0.791043693763554225126848472907828532170463757624344660268168663757692363960326, 0.9255633639073334592351098125881681368783156396534964331568316314486624645997838], (0.0, 1.0), missing, [0 0 1 0; 0 0 0 0; -1 0 0 0; 0 0 0 0], 0.0009999999999999999999999999999999999999999999999999999999999999999999999999999961, missing), nb_tau=32, order=5, order_prep=7, dense=false, nb_t=100, getprecision=false, verbose=100 x 100/100 solve function prob=HOODEProblem{BigFloat}(HOODESolver.HOODEFunction{false, 3}(var"#58#59"{Matrix{BigFloat}}(BigFloat[-0.6766775864351588977718158265577508577602700876834009066191277185877113965532545 -0.2099524017575060861698439146320246428012339910784766210709851555324948007725576 -0.548040904194953328310094773336255228079169902556812172791290778165078147809583 0.3910060164402756298307970577786121061153456009328563674395121756239460154456311; -0.836324542319912250540263625181268149513691523897204999936581862994777670768784 -0.03879581065299022908482843608146861527021043647372617108079803013618791019891315 0.3923913695042507075958217114041004921470564619249323472038550461056853171522542 0.7758506911029012061348891392025475898747625167960509072808928147822500901467096; -0.3873126828373492740572559956367309783432123723425069383010422561737764180411797 0.2533730865826343190803271733944774472334599337669188214325084171314029719945711 0.8664403498669633823540447655487650878186265476684325895197272137210728049430027 -0.1701007263105929809728708581394573404899347823861829428992753147467686446003945; -0.09555345287774981892951139474891428034583288889995987866346995395265770864016459 -0.6415956535932593513477339592298697427363553256447453618186104238601056703440669 0.4066030361584843025079727275219821606063226206837401691026625301388980760213564 -0.4432477990829105880331116850316625404144885033932025433814010824831277478937867])), BigFloat[0.06679155777514301824222520034425217666159324590281041816642324608028299801308592, 0.9741710191169170607037513562149230968749986596749871592520561508898385737332837, 0.791043693763554225126848472907828532170463757624344660268168663757692363960326, 0.9255633639073334592351098125881681368783156396534964331568316314486624645997838], (0.0, 1.0), missing, [0 0 1 0; 0 0 0 0; -1 0 0 0; 0 0 0 0], 0.0009999999999999999999999999999999999999999999999999999999999999999999999999999961, missing), nb_tau=32, order=5, order_prep=7, dense=false, nb_t=1000, getprecision=false, verbose=100 xxxxxxxxxx 1000/1000 epsilon=0.001 coef log = 5.004773009675976 Test Summary: | Pass Total Time test interface while epsilon varying | 1 1 5.1s 5.131121 seconds (53.66 M allocations: 2.864 GiB, 13.54% gc time, 0.14% compilation time) u0=BigFloat[0.3535294407800551497828651238937109732682697411713108276131614757810649906280588, 0.5724342414175621036697066985202256610880489959246782333986243479278538653668618, 0.5644418762933003853981436667974216981573887139807374245205425187356312536837573, 0.8285320904944972938037126611155115811360220440846064895917392311200912458636109] solve function prob=HOODEProblem{BigFloat}(HOODESolver.HOODEFunction{false, 3}(var"#60#61"{Matrix{BigFloat}}(BigFloat[-0.4483768904839509041119735565632024089471234846565555396148630801240002118125314 -0.5956496546899946800874104609217522259243264698765643172929484576767530638994613 -0.03350208564342995570699545062433317677901167512304376758394613300091284740555614 0.3107753680170609153207681671763347495049227000688254862246478474300887323628376; -0.2672172298664097423478313323804814186268068400096923659820898852612517043309539 -0.5980543219748638798140560092459537814665934789716499467216041372352769116035464 0.4782260595762042820346293548848125789804549536666455504661834125147980404040161 0.3094953504999154816916021597036971764848454882212789715973991462171763053598693; -0.8716921406355967203566827415862723586469339044968856905417108115907147340004114 -0.5074459515170944701325897423699662415279354742353053814329151326001426147747419 -0.6545119774052175917998413468726725340089727529987913869181770404627447731567846 -0.4338293770065178598907593281874861098168071489562991100131303503763626778611844; 0.2392676902622233150123618658687934558755990311997954228757512466629124132224862 -0.9471454869973547662490511060749751980723702060617206654418762007944691087677452 0.0920346507116179912043194730461071966677186485379778767340748037436485082103286 0.3686821099839001333569150591763412196264101754978066334363109186972823060652595])), BigFloat[0.3535294407800551497828651238937109732682697411713108276131614757810649906280588, 0.5724342414175621036697066985202256610880489959246782333986243479278538653668618, 0.5644418762933003853981436667974216981573887139807374245205425187356312536837573, 0.8285320904944972938037126611155115811360220440846064895917392311200912458636109], (0.0, 1.0), missing, [0 0 1 0; 0 0 0 0; -1 0 0 0; 0 0 0 0], 0.2000000000000000000000000000000000000000000000000000000000000000000000000000004, missing), nb_tau=32, order=4, order_prep=6, dense=true, nb_t=100, getprecision=true, verbose=100 x 100/100 x 114/114 t=0.2918162667354091891692085270679704588839819659326887316936072665607155797531857 norm=4.640603918081911957557625605006182890646244704793818676862396195786898946884202e-11 t=0.5064794470888283976735890894488396239063683441490030986021280596541990497235643 norm=9.820577449328066143429635880320172283965529353502466321027260733311258980109229e-11 t=0.4174322045699760260492799948447726423261015366591442954192452735422305203517241 norm=6.1372078186525759975405424640086974389164076841559010967125110993301477760822e-11 t=0.7169337705980976522097777307626153791989819024925204643113961046318484242628849 norm=1.018215693011194104514767545997065653304871623472067266580105609433249691865363e-10 t=0.1683140552527248638246272785959597642918925406639058354873366544084715996005307 norm=3.268910507616138790059159249252178465172138036956530600636421242743182167059967e-11 t=0.7466613934665956505906083951301304521206008129329843497341247499787324063198333 norm=9.456903819216338377861924148202501951427051981954966799191199852617773837670786e-11 t=0.8091882777493380128056674485127177412338086811602064044797926672504496857879231 norm=1.273764085193446923044217938455884959751841077562085104744729114222592504721165e-10 t=0.7999080231691093778123810858634862564247962095607150315425279103593471420221722 norm=1.228866485064162833420554874493766591866559001401791414809183166239609465824167e-10 t=0.7615948144185727447371709145993803832688356158966382712191204588408963123910338 norm=1.02941129666074955209436401411139195222258857072800307328438002861145132442489e-10 t=0.7689431654473893851511061540938723386180200689381140427712717571552181407634268 norm=1.070844158027569670457989779397243631522280592160603839148225242886819015656881e-10 Test Summary: | Pass Total Time test interface for interpolation | 10 10 2.0s 1.990929 seconds (14.12 M allocations: 769.082 MiB, 18.28% gc time, 20.79% compilation time) u0=BigFloat[0.7507022115854583199049069925620622465922859918683928673504691838519571484840919, 0.5088067822267707263256638177741592703532680510925441334836423276287955838900567, 0.3701602046479726673362532415204565356846692039414791554502133902837137495009226, 0.2597148137043904506918284389461239529968200277173055923054697456335118448978777] solve function prob=HOODEProblem{BigFloat}(HOODESolver.HOODEFunction{false, 3}(var"#64#65"{Matrix{BigFloat}}(BigFloat[0.9920177871489009967109421898298633681092700687782253473722378551033040375641039 0.7071828009847282387759980802898158668929397787294375724182766657744462305997355 0.3804992627205218732855720208166705640279779302521464979752006910779498403792049 -0.3533095180779776616075027251443992264307895809976668512420946682111957519609937; -0.9068969403787138727111074171159737649197582481212120464266631110812381916963512 -0.8140736714463637326494905047818579890901072886398889464010730333675999588285491 -0.6426977769387047703715081534317237385029908664092628416177058641881587490290652 -0.378421015665737239152019423594760098283457489712970918438742956520993846453683; 0.01761134265977532226811433943065986324370938711310230119508157048009585137324039 -0.854024752558116019562674752093485330937103074291533702804990423328821868317203 -0.3362225448168968358557308222908932362113940144385160739086870911786730685580258 -0.08095352080065736615806959142949572444420354476226276513815172973079993343284451; -0.2318203102492126402521938654631073651767417973733642402458741580637339535842162 -0.8720585509116443708971850576994103347942054984989580897356039655050532209166548 -0.5712003830784406993635275397091777063174530236984378580937983377608318012596538 0.9298265204549973158359847342274221269700102667750523105306641975624834241240187])), BigFloat[0.7507022115854583199049069925620622465922859918683928673504691838519571484840919, 0.5088067822267707263256638177741592703532680510925441334836423276287955838900567, 0.3701602046479726673362532415204565356846692039414791554502133902837137495009226, 0.2597148137043904506918284389461239529968200277173055923054697456335118448978777], (0.0, 0.009999999999999999999999999999999999999999999999999999999999999999999999999999995), missing, [0 0 1 0; 0 0 0 0; -1 0 0 0; 0 0 0 0], 1.999999999999999999999999999999999999999999999999999999999999999999999999999988e-05, missing), nb_tau=32, order=7, order_prep=9, dense=true, nb_t=5, getprecision=false, verbose=100 sol=BigFloat[-0.8393858606794262848631164672038023529768991413333185806201377116349980487288054, 0.5037207636159916062603925400580016522443503773624487599631594740500164316350445, 0.02558840912880841247544311182986740404121899116396509349183547849191685499573169, 0.2577221884938769451074164420157095496691593676950368683202876156021790641575787] solexact=BigFloat[-0.8393858606794262848631163907767634913212315887929499005939228989056689166045448, 0.503720763615991606260578727828031046722836130781293603816414601847269380330305, 0.02558840912880841247544779351247942796886931992565175066275204851326725769361297, 0.2577221884938769451075275211073800070019196396961238665446040148340769570693036] resnorm=1.861877700293944784857534188448438532551277972529486952604392011621384278667937e-22 u0=BigFloat[0.8794815227714657688689493256991390593604192036454023962517696066445505121603275, 0.6438570785292439339279939160527187833497993086834423864488800375361011559427238, 0.848671886391987167395480038100903211153188040847637726976109458346698705439636, 0.9971263904413131991154583012356205166812417907898247881893685077704422723037006] solve function prob=HOODEProblem{BigFloat}(HOODESolver.HOODEFunction{false, 3}(var"#64#65"{Matrix{BigFloat}}(BigFloat[0.1855973897648876626103783061766326960799669633849133538776173577467786684804826 0.5780955690440620475651001676130224121348852015101496727917730883956833709524358 0.6348498529515311454762167725329180847389690794847162272715394812327147594266449 -0.8353405399067365936007640247442086355471801286907971570496971188479402389186113; 0.3437361550205714253835401089710959997642504366014972867819208121012834224306906 0.3296780148586329339207441656040820569260976075467362172129581874285128933112606 0.77579864615435726359161168733788451231325896198819375820792377020886483985817 0.7004020268525515089588977453987375552867436848308690904909779064804222405876381; 0.09340489710833268798501166841701408617767906893966733079797123602185614466606298 0.04331179309496476590976595755275216855918874686864368877555256692832717883413631 -0.8527116637847554425135116830077304822854768145730450988282500971337852022964213 0.5480959994179060684182414104672885285747146331765822915295143295974658678200917; -0.8437943451600117036819773220262438122682171195628648998764125229975985790350966 0.7489114351176376652385174383088500636374841077262059904689352446302003693298911 0.1267277623342747262151748748685763283003248408941394670421839053947669599326004 -0.3781960793156378488153146120845763530663513848324413121467450838729873716781781])), BigFloat[0.8794815227714657688689493256991390593604192036454023962517696066445505121603275, 0.6438570785292439339279939160527187833497993086834423864488800375361011559427238, 0.848671886391987167395480038100903211153188040847637726976109458346698705439636, 0.9971263904413131991154583012356205166812417907898247881893685077704422723037006], (0.0, 0.009999999999999999999999999999999999999999999999999999999999999999999999999999995), missing, [0 0 1 0; 0 0 0 0; -1 0 0 0; 0 0 0 0], 9.99999999999999999999999999999999999999999999999999999999999999999999999999994e-06, missing), nb_tau=32, order=7, order_prep=9, dense=true, nb_t=5, getprecision=false, verbose=100 sol=BigFloat[1.191693901441323924198379462924420523184104253185268984572611487845218027906095, 0.6529886050208451917347363841724933510577557193341068035098592099669529827544796, -0.2523389048301201623687366427395918829746585452261579145325296410115193825999307, 0.998200400873643964882050768713534176462081523382369540003973037594726397589258] solexact=BigFloat[1.191693901441323924198379858079809723623617891255797702750481924261492247654641, 0.6529886050208451917347659772219634887930151424197674438952940342132652678267663, -0.2523389048301201623687370345611145178180317696089610850148506853390703367067217, 0.9982004008736439648821248511434938163411024105422774730881163620259984672535151] resnorm=7.40824299596398790208871599079330841433244312720696642571215134169594322239872e-23 u0=BigFloat[0.7136347958745541718822070373801826125034576712697448580442712037334811292567545, 0.4517331041422119442830199562218136653971881026791652383563166157786363088345544, 0.8734480546213010819365003078795136651674725574210826560868792094746193733200616, 0.5322044575493887546724127715608786473696830866981571859260449811694874850133781] solve function prob=HOODEProblem{BigFloat}(HOODESolver.HOODEFunction{false, 3}(var"#64#65"{Matrix{BigFloat}}(BigFloat[0.2754729075203997887698660264375492510407987473324219977487573181406451012501755 -0.5635546273262243957404712863693856002166282309595259246116457689619859321159302 -0.411676553661438083718361258347587312148152796603990084142214554969521319693994 -0.9755332370763259333096717985485685641920415572388148244190534632317484211522476; 0.5685736716856376653329000292034898638162097854430891633709438725567609905151967 0.7749297230044477027606743139941838846310279620715349553789636271840294597326844 0.5851691388936395553285455351195674696046554249886509501039631144588690059539905 -0.8135480296683199689274136365412398784935650182713061856196319319685168926099533; 0.7641429502615304649457400785107583977570838703815138540167819763021113009674542 -0.933054750560825545933631101179799234705772463097544392452023555745839981112966 0.9826214855961299014167339238305158054605222431561896774982038569006976596210588 -0.5313642683261162993407388794769977924709042402350327600442078329474608088331175; -0.120113451642430741678664355761770895435747820928262850719464955841342564791412 0.1444936787327312320781355592517766490320586759006810304897056763934687464851637 0.7591818042925391287350584665448347609283346466436763164348409900398564857309234 0.4055937961386263958018949857687686490905739575155968308666329467313537734287514])), BigFloat[0.7136347958745541718822070373801826125034576712697448580442712037334811292567545, 0.4517331041422119442830199562218136653971881026791652383563166157786363088345544, 0.8734480546213010819365003078795136651674725574210826560868792094746193733200616, 0.5322044575493887546724127715608786473696830866981571859260449811694874850133781], (0.0, 0.009999999999999999999999999999999999999999999999999999999999999999999999999999995), missing, [0 0 1 0; 0 0 0 0; -1 0 0 0; 0 0 0 0], 4.99999999999999999999999999999999999999999999999999999999999999999999999999997e-06, missing), nb_tau=32, order=7, order_prep=9, dense=true, nb_t=5, getprecision=false, verbose=100 sol=BigFloat[0.5593875711272004967969501246952243158267821920964266295300581676033023564326974, 0.4508941507904028908542239434502061448495822481663601336100111479357889470403237, -0.9876032272567522079510166563814243887124265601538578239879684784659883299723358, 0.5350191916344475755493180092281249409652550099055446899941814505802066929472202] solexact=BigFloat[0.5593875711272004967969852231637330302272776816449361440271272986941469316110058, 0.4508941507904028908542274255524635992406106717302906701393035084055418441289123, -0.9876032272567522079511569581320952195795000240467431070630216044821028520090798, 0.5350191916344475755493122539283892259302223870173980326034472750202823489414952] resnorm=1.403017506708308670734638928852830750531260161145220367440668893106676449992431e-22 u0=BigFloat[0.3369877542467991656912186232200280281465375184017411961366779264755796752358629, 0.8033743068500921254597295028289516136866992017195570604066539110436068051656433, 0.6390005713502807675911380260196103755209408968396289744764516888035199955065897, 0.1881866979323976671228185955059830729621796180866374077498193487355167163890601] solve function prob=HOODEProblem{BigFloat}(HOODESolver.HOODEFunction{false, 3}(var"#64#65"{Matrix{BigFloat}}(BigFloat[0.3256032799186134924132190935489331378437444670024087116981612001809395096848879 -0.05892602915639377455973120049999921063542491975150297062818765804889751427556009 -0.7842973103404142822751067614137989287654767533089874482683880437992462016534381 0.4913519039774772849666409266746822515122275482445570996767701723467872252988884; 0.5062949910569074596163066071406095565348217249998639242262231032139796245145921 0.6077384851021299541403336954618452716196247250113133173794879325208831129364587 0.5165350782032856368481241931048647051906175154715674213442913648089030623819495 0.6003064538867661724627914511496065795857863374160955250424966662029999900213587; 0.9959245767254544949072917737997661398975245684511932802131522967501459749021646 0.2251061640293307795786494154229136401194181552167746310889972455006768774483579 -0.2873031112610278783110885042663488873505317550269116585627832422253519532229169 -0.5978457238321946512954424440742432795001693190216247352052612272556105967426618; -0.5284035452037950090686771847245061578466861390317092760717278437504299789933564 0.6615126953599066116876517848439435356729391705707262914305054150413770966388384 -0.1216215336577381235377159171082384537005963650597368365065461075051266793045476 -0.1702738140733332935031868870719980052278954443154721366357253539881942714481623])), BigFloat[0.3369877542467991656912186232200280281465375184017411961366779264755796752358629, 0.8033743068500921254597295028289516136866992017195570604066539110436068051656433, 0.6390005713502807675911380260196103755209408968396289744764516888035199955065897, 0.1881866979323976671228185955059830729621796180866374077498193487355167163890601], (0.0, 0.009999999999999999999999999999999999999999999999999999999999999999999999999999995), missing, [0 0 1 0; 0 0 0 0; -1 0 0 0; 0 0 0 0], 2.499999999999999999999999999999999999999999999999999999999999999999999999999985e-06, missing), nb_tau=32, order=7, order_prep=9, dense=true, nb_t=5, getprecision=false, verbose=100 sol=BigFloat[-0.6807443133313390136837190327409884085569871150878526332490416001171982707478544, 0.8094195753098476580013913059601358463643767519270716742619500920371133103163906, -0.2422182726931589924045904199570608705177427023559155457286266502324781790241952, 0.1931955349300211217908681411377118470835788070134892658213849513922097128664877] solexact=BigFloat[-0.6807443133313390136838374014342943900117209141393728655194717914153761717856386, 0.8094195753098476580016033736847597109020487610822621458676405274777717303603953, -0.2422182726931589924046112847780547320333143963749043379696555119821722241599982, 0.1931955349300211217909916446744025011121493049996040924255183531094876656710836] resnorm=2.120677246238645376720091551904716056904354406584200440046169587421535561624271e-22 u0=BigFloat[0.08943200953295970110161529792092203476998347241795006714311118875536264641093573, 0.493744611407866553528954829662640371434577489367234554619073120832596538227689, 0.03842870289595873228977837025293409327510682157015879561356899360816479702630853, 0.6458686292742909759394430207257959998215116259914763809001813618835460000999425] solve function prob=HOODEProblem{BigFloat}(HOODESolver.HOODEFunction{false, 3}(var"#64#65"{Matrix{BigFloat}}(BigFloat[0.0976052879050738322613905152512663380995175487536255315156084698627724084974327 -0.9597373299575144590596622543579959677896960797247831887947376160149332948597903 0.5472950330052070416093182751956411811828203538414361689073899159389218659145509 0.7971199970594722484344265432721745192053347129045781983892805823656278774269274; 0.3871657390818468542065375354363463066400333662599899294025038654124636053499723 0.9548739687588465668357865907835802958074903675013821786184703039582512768497281 -0.04594062954766411383245972965437450111902309077848622639453304586915432764134219 -0.4264228261614721480332033837386754737527807065877681770031412671741483664561647; 0.5797573600331791636795935283619108887941417157039601756183476210644341518798349 0.8004757063329559937273712989646424925017416807280565346088511472482583308546421 0.393047357500540217167843223722718525585798695910018639376436558879842782576698 0.7999668688531057210350787341172763473121895123504132857901394716575635136390562; 0.9383543033009161030283714627622594077726922372705069861994243971803530271784946 -0.03148865468239962313608450605935695978709619214348861555996563277069028040377911 0.9444087948565825747406630515080952788031196780793555964642545041033854852498566 0.04601239907008192180163425838997346185739006576591960993745442661343863521791641])), BigFloat[0.08943200953295970110161529792092203476998347241795006714311118875536264641093573, 0.493744611407866553528954829662640371434577489367234554619073120832596538227689, 0.03842870289595873228977837025293409327510682157015879561356899360816479702630853, 0.6458686292742909759394430207257959998215116259914763809001813618835460000999425], (0.0, 0.009999999999999999999999999999999999999999999999999999999999999999999999999999995), missing, [0 0 1 0; 0 0 0 0; -1 0 0 0; 0 0 0 0], 1.249999999999999999999999999999999999999999999999999999999999999999999999999992e-06, missing), nb_tau=32, order=7, order_prep=9, dense=true, nb_t=5, getprecision=false, verbose=100 sol=BigFloat[0.04434043556170410792332863533301674275961080424664736694906968262984381699384467, 0.4957142744407802467999660277057059713523250866443168061219340308978555848800461, -0.0869210890405457024676450982500739900932174314777909284693402555621804375369472, 0.6460101623229761917734339300857107036479034294752925285231315765186212889248339] solexact=BigFloat[0.044340435561704107923328783281634024311351116962627180716099303686528923363142, 0.4957142744407802468000304420873032174719746286159406415064798482221700180707804, -0.0869210890405457024676451942947921272699190060793017840038972619252412302799498, 0.6460101623229761917734318976110142627778755443688556681959434083824690300331128] resnorm=6.441438159724611964954197162383538454581732431443319073427426946877497481038835e-23 u0=BigFloat[0.8026245082738657300281510495862568035134800320583398222830671340053466455002136, 0.9637848844431701057953618086897408526158866404128315211616564460474146395588166, 0.3018996826787711819853901873265168170645400321215665285471729730097978622394785, 0.8252917026030394772412418384462679302797797393827118176011130656183543732252952] solve function prob=HOODEProblem{BigFloat}(HOODESolver.HOODEFunction{false, 3}(var"#64#65"{Matrix{BigFloat}}(BigFloat[-0.9818135348628295342430022760294104216354446922433815028566985852084770542052798 -0.8212979260180269514707280252000970071300308314914406579009336395047542257252805 -0.900391614147993103413277067893715983179421625824563668837055323437565193145273 -0.5045720934208538668817702088179481351436783856052404811317520933300444003569874; 0.01702835616645790476899412051944938096261952909617156563622393787844319687300339 -0.8751921236266193606385750310672325124397183372790340189922876455318880736807768 0.6919461349800416825525415486773666118202074124294984736168721514943063210970152 0.7018670211609922504096248074309108408235209167380771778161377666019219289033853; 0.07655297608396427709444145209908192904169604738209048114753276112160784058170837 0.3781061129387139917353750476638314870496044328279806923628480505282987533677675 0.8468430223092447183428790038238236416507436562518929954751209605850095454415194 -0.7571281998602559897337532823838598195736881250240647728219452919333603389766716; 0.3501178927131745005973915241755893298505671943630229566257007204026613660931279 0.5326604377092622779231956142053001278410620423206494548887277785289914164869594 -0.3271949583173628084139329852205502939520863011060602168324206211358443409651696 -0.4969520778343485893517845363412470585884666562146148723622354216846681618377114])), BigFloat[0.8026245082738657300281510495862568035134800320583398222830671340053466455002136, 0.9637848844431701057953618086897408526158866404128315211616564460474146395588166, 0.3018996826787711819853901873265168170645400321215665285471729730097978622394785, 0.8252917026030394772412418384462679302797797393827118176011130656183543732252952], (0.0, 0.009999999999999999999999999999999999999999999999999999999999999999999999999999995), missing, [0 0 1 0; 0 0 0 0; -1 0 0 0; 0 0 0 0], 6.249999999999999999999999999999999999999999999999999999999999999999999999999962e-07, missing), nb_tau=32, order=7, order_prep=9, dense=true, nb_t=5, getprecision=false, verbose=100 sol=BigFloat[-0.7536631342468202206251807907138684329012332936725917804622207749342298325830489, 0.9611568296353080513859469271832355054391654852968522297721504839146609262663884, -0.4078591850274615990445768326287323464655136947761768094354919029191012203464099, 0.8263150063606535895840611410090168500596193295494918729193064396720988839332396] solexact=BigFloat[-0.7536631342468202206251806401723199635351763465330359274209059729995890599721933, 0.9611568296353080513866270752299445136473316519640940855084828738385078458796193, -0.4078591850274615990445783582426491096048946526702536524619664669020614799479663, 0.82631500636065358958362427926266084063459464411636097872402832571092298697673] resnorm=6.801480467090082081661666672418557363323899238469196132308151947290402346115907e-22 u0=BigFloat[0.306510022856883084926855339630638395911023019531763716858175298862617302888814, 0.5075931835807226841659077041850989282332491462598011195026395431320613658933004, 0.9977918702065044317454604361108165681860217509826191288966326395873359757034923, 0.9558407244366868444019335684127612652425619886800393031187415772012554347657503] solve function prob=HOODEProblem{BigFloat}(HOODESolver.HOODEFunction{false, 3}(var"#64#65"{Matrix{BigFloat}}(BigFloat[-0.3588626999669547560164992185958273823891585601856082335888441429782663920485195 0.646305510425101560373148779485895913710854235204107084748453855189046901139413 -0.556804756842852279269999403462183663296483084651355874168850324515649847316734 -0.5618195799655181203168005315838469852590579550011806853801139830148964821895352; 0.6646538394769545744074502510466769756625544992376902109338424183032925601306125 -0.9712123592180348748143985549390780398541540508160905337212450002924176568497294 -0.6571270719903793155651700840684104936603996486261598513735772600980052131446344 0.9187978517443239793485630566520195889296148332120957962544220859184505135796898; -0.197938224153715535011688295075463010630094536850571189743880331826772473905708 0.2709990116490506846515563947303576721255211473981817321051707940804231070973001 -0.6650203084473729716613459811806381956025687525720711356381143842694998139516077 -0.6477801709564745253397272527169403201585302860542329388279210703338566962633716; 0.8821757063343884859182477011652403943411987100270273653691244747509675451864289 0.2044573340980442882162027522915405287378392703112947331678004108254284068534008 -0.5418255402292942188814458285156321208305878287933084015567164139870376031224653 0.145206541447484048249060832709997966879038396297695039850834149390023354472326])), BigFloat[0.306510022856883084926855339630638395911023019531763716858175298862617302888814, 0.5075931835807226841659077041850989282332491462598011195026395431320613658933004, 0.9977918702065044317454604361108165681860217509826191288966326395873359757034923, 0.9558407244366868444019335684127612652425619886800393031187415772012554347657503], (0.0, 0.009999999999999999999999999999999999999999999999999999999999999999999999999999995), missing, [0 0 1 0; 0 0 0 0; -1 0 0 0; 0 0 0 0], 3.124999999999999999999999999999999999999999999999999999999999999999999999999981e-07, missing), nb_tau=32, order=7, order_prep=9, dense=true, nb_t=5, getprecision=false, verbose=100 sol=BigFloat[0.03475629473569407589827900763080859843997632247879594911760800585690776574132098, 0.511438144375724766112202338269668347780798440112031957759684519511371288720213, 1.037897141546299312511413870701707583186369037194997893188584725642728125861723, 0.9582722105831167639395665251884106919865049209877652328258965910597015218033631] solexact=BigFloat[0.03475629473569407589828028626050656492794942192001841820650915017931731295091945, 0.5114381443757247661120310170358637032343648782458472861374382829884423419960874, 1.037897141546299312511410784795151092484081049130223420337572681599732283078968, 0.9582722105831167639395943048095074122547265004971667406284752475548109994253347] resnorm=1.713212338046445464335618661846716222462365229289467241256433790397618112592921e-22 u0=BigFloat[0.3774633613571137369916066222468182954322363205515103836949838878314230903214915, 0.9684348941339104696023374171998914681621711817979829116582103675044293641396752, 0.1257323544627214812696009009124444836677587057638209783210458609843226172837172, 0.1456768055742179438293380553444799708329351121557624149277111029036820087373828] solve function prob=HOODEProblem{BigFloat}(HOODESolver.HOODEFunction{false, 3}(var"#64#65"{Matrix{BigFloat}}(BigFloat[-0.4714219025837959506758682996591379119655449413101569949356741609400286600148725 0.6916747035729259111630173617116710386955217212308901680904275775947550316209213 -0.431024094016033846846390053074339603651514441011088103141382999377289765399922 0.8043613974894293879398187958985387506187771944735001182427592623689828595397691; 0.4559790963130730303686644769478364831448397042204788244081265736898908312182182 0.2797217765386261989170908627958272024324596951695506011083809550496260922312268 -0.2493334636848964785871439387376834721397115045127396940471967849484048489348897 -0.2328376135231509075070406088805269239807305225647200806833320692571793490082539; 0.1078525917137291799760239379905444935957471982298661151659788306626173643334675 0.5279762239308811277764584124960602261320387251242628335629155298293544229214203 0.157598884561322585482396462129142316128707955220219466349480615944526792568436 0.8341837300663678070945611441674891509083093437790499378175782802028899610288148; -0.2014760973137422764669025231602727708904814303356922288528395648490458175190253 0.3025266086547808765092494412826957085463880947014520317980404775013342478475626 -0.41920086467025188645623779891630881091316785245910047086906908283529147045837 0.6810504624923654733174071289181434969840976558249525987221061475966141513515581])), BigFloat[0.3774633613571137369916066222468182954322363205515103836949838878314230903214915, 0.9684348941339104696023374171998914681621711817979829116582103675044293641396752, 0.1257323544627214812696009009124444836677587057638209783210458609843226172837172, 0.1456768055742179438293380553444799708329351121557624149277111029036820087373828], (0.0, 0.009999999999999999999999999999999999999999999999999999999999999999999999999999995), missing, [0 0 1 0; 0 0 0 0; -1 0 0 0; 0 0 0 0], 1.562499999999999999999999999999999999999999999999999999999999999999999999999991e-07, missing), nb_tau=32, order=7, order_prep=9, dense=true, nb_t=5, getprecision=false, verbose=100 sol=BigFloat[0.2622326917836858628466256947386095104494104470491648569890244725181728081043975, 0.9708033541421092988353558069420460538735465799689423594002609950733587076841383, 0.2983709232025541402931762668861211910600182214109293888088731475943313094223867, 0.1496157017514724982513591055992324456723167535823676412054806115694745876972026] solexact=BigFloat[0.2622326917836858628466256999613677616387532691268183119345171298569577404346217, 0.9708033541421092988353531042392529796914831448869794268978697725134830539123296, 0.2983709232025541402931762528631213180921862527280715787719858480983356140449849, 0.1496157017514724982513601347106820848426620144714748312894864570941996808253934] resnorm=2.702702793074182063435081962932502391222559875653771808716468804297263268416778e-24 u0=BigFloat[0.4842297636087377691472877945619586968366472160325097353278803623050092076281523, 0.6458827567133754228343675135440719332945150783229607755090972227224659993172302, 0.4414953675669525875641911082124361975096318263699833258117208309752888491387945, 0.5869927107874353563103136229869513228660753683921328923820189202755368742271566] solve function prob=HOODEProblem{BigFloat}(HOODESolver.HOODEFunction{false, 3}(var"#64#65"{Matrix{BigFloat}}(BigFloat[0.885904025428519743166357053044689023982555706027668129174293385414950621286169 0.072660011013503707446562310179932106156579455375631661257435053664224008697799 -0.1794574526711007892557123157616191231767895113161431319251979437891332731461279 0.2419182567941617180710170288548954091546281806963755762402723846467107234088092; -0.4801786445735649084502856482902249256970544186130349230360944761766897533042555 0.388628115982638285936311962259330406905931557327261566814209821416476547049357 0.6464852576948643741793117070486753271083531029102443924928999067864440370496452 0.4084823516205305476670758080073062953267015860527988062471436023968452627187854; -0.9940803834623960374763582511216003383227809181778772369176061802995012028775495 -0.3964642865395883352451111605647432168209701921351433388020098080193896599694221 0.5874244154945005856632112114012854870930956083611366399242867786618810683765881 0.8655633312523916705952315172354359569477799177411301111404939495307621758127147; 0.7836511028437735368727188471069419097963398042266540439396125618309670771271725 -0.9917654504332979224873912378258890420057014610127286878500405755299870873403999 0.8052365695438179237900217001289474942454348005157544645396068482001953931496484 -0.6234683640879247730467720288393174403301945168201778082049056897712850378964622])), BigFloat[0.4842297636087377691472877945619586968366472160325097353278803623050092076281523, 0.6458827567133754228343675135440719332945150783229607755090972227224659993172302, 0.4414953675669525875641911082124361975096318263699833258117208309752888491387945, 0.5869927107874353563103136229869513228660753683921328923820189202755368742271566], (0.0, 0.009999999999999999999999999999999999999999999999999999999999999999999999999999995), missing, [0 0 1 0; 0 0 0 0; -1 0 0 0; 0 0 0 0], 7.812499999999999999999999999999999999999999999999999999999999999999999999999953e-08, missing), nb_tau=32, order=7, order_prep=9, dense=true, nb_t=5, getprecision=false, verbose=100 sol=BigFloat[-0.1411438328111362952671693958253861034139314633191281938970481720088820216217269, 0.6507795503695284648395145437936850221882705175854726365397256517603847053776312, 0.644863005208581391044997997648557400119661587847309142340785209134011911765673, 0.5769343653608717057045809017302075311472605293319961634222231234012065213910345] solexact=BigFloat[-0.1411438328111362952672140722475717633985706169381493065859314304627330379162945, 0.6507795503695284648395147026557881462044605803804392439419648804530439929593437, 0.644863005208581391044943482218310358845881149290887815270491184144603667584732, 0.5769343653608717057045802670135864549694043279816147032382956073575865655521515] resnorm=5.45154302470412737804385564213270702940249894082441809409307404139392584094429e-23 u0=BigFloat[0.2858961377319763037277898853358448164499679729311613573485564030982667211555149, 0.06553185059843684850937248111972581033588694954844770941290450119466762563340634, 0.6170309656506189722089394083290935457329127569437425086086869580689125078002935, 0.4988071758676710612060206580785203505622814363088076247847049971878870206807569] solve function prob=HOODEProblem{BigFloat}(HOODESolver.HOODEFunction{false, 3}(var"#64#65"{Matrix{BigFloat}}(BigFloat[-0.09298688661509864376312087301659583108655388483630594605204877340133302631742184 -0.915294803447049585012829421827415392027445955699542126167854094732788737774985 0.8406097628668727293536739343305237555835305347682668985190338567810921402226537 0.8933215772026900011693992415775624687388138005874284549314548848826172617226548; -0.1906929469963354066425680004563684390221834308670524846823547223547108631963345 -0.5547070400300318249614878363378126177657878437663793563418572386803936809241229 -0.9423752546443262359872342446308482116393220885664026403968959863139687515745834 0.6152165490325136713653217839648711415179521879454780598070719834506827466465701; 0.3062323532493570839178084462112148381529933102592950171397684949085615961506148 0.5331997567871760802541935121687534220649665113789327931953786773602782665202689 0.8905993104131882670517131981804389160940076139986365201407464564375919573251514 -0.5862843346178589364020036947339835022040601719033837636142908986965060338998056; -0.6535865381995172496899997558556696851707074607701370724346457880102980824173084 -0.3909423643186058634965341583110973415910301968111171409216255691293353221929436 0.884646528769097724257529381794099775570102575093812024790384581599757137232622 -0.3539548250107861085391922470746529152638392973303058193378229823115548256697605])), BigFloat[0.2858961377319763037277898853358448164499679729311613573485564030982667211555149, 0.06553185059843684850937248111972581033588694954844770941290450119466762563340634, 0.6170309656506189722089394083290935457329127569437425086086869580689125078002935, 0.4988071758676710612060206580785203505622814363088076247847049971878870206807569], (0.0, 0.009999999999999999999999999999999999999999999999999999999999999999999999999999995), missing, [0 0 1 0; 0 0 0 0; -1 0 0 0; 0 0 0 0], 3.906249999999999999999999999999999999999999999999999999999999999999999999999976e-08, missing), nb_tau=32, order=7, order_prep=9, dense=true, nb_t=5, getprecision=false, verbose=100 sol=BigFloat[-0.6796990946111452779265375795714299835811925417671490564492189086245848414126392, 0.06822341529230306396302268108156854451065246342008790662283746002892152604288824, -0.06462527136825564978323637080380662951317075024184980343889229258322869611201147, 0.4967836912012157830082141271518225913984748140819426455783090459526766809307549] solexact=BigFloat[-0.6796990946111452779265375119950406324104492322075098558914225932827810972338994, 0.06822341529230306396302163882805334594354407916754848287200306582461475419117331, -0.06462527136825564978323718177348246896075820441815076521390221565595305772668314, 0.4967836912012157830082213967746644263524422579194291599998337519337073765758485] resnorm=7.269622841834953967443837486514421524705981030695645093574423668842560231103538e-24 Test Summary: | Pass Total Time test coefexp float vs bigfloat | 2 2 4.2s solve function prob=HOODEProblem{BigFloat}(HOODESolver.HOODEFunction{false, 3}(var"#70#71"()), BigFloat[0.2858961377319763037277898853358448164499679729311613573485564030982667211555149, 0.06553185059843684850937248111972581033588694954844770941290450119466762563340634, 0.6170309656506189722089394083290935457329127569437425086086869580689125078002935, 0.4988071758676710612060206580785203505622814363088076247847049971878870206807569], (0.0, 3.0), missing, [0 0 1 0; 0 0 0 0; -1 0 0 0; 0 0 0 0], 0.0001000000000000000000000000000000000000000000000000000000000000000000000000000005, missing), nb_tau=32, order=4, order_prep=6, dense=true, nb_t=100, getprecision=true, verbose=100 x 100/100 x 114/114 solve function prob=HOODEProblem{Float64}(HOODESolver.HOODEFunction{false, 3}(var"#70#71"()), [0.2858961377319763, 0.06553185059843684, 0.617030965650619, 0.49880717586767104], (0.0, 3.0), missing, [0 0 1 0; 0 0 0 0; -1 0 0 0; 0 0 0 0], 0.0001, missing), nb_tau=32, order=4, order_prep=6, dense=true, nb_t=100, getprecision=true, verbose=100 x 100/100 x 114/114 Test Summary: | Pass Total Time test solve float vs bigfloat | 101 101 2.8s Testing HOODESolver tests passed Testing completed after 1414.24s PkgEval succeeded after 1505.37s