Package evaluation of SlimOptim on Julia 1.13.0-DEV.427 (855bef3b06*) started at 2025-04-23T20:13:38.780 ################################################################################ # Set-up # Installing PkgEval dependencies (TestEnv)... Set-up completed after 8.29s ################################################################################ # Installation # Installing SlimOptim... Resolving package versions... Updating `~/.julia/environments/v1.13/Project.toml` [e4c7bc62] + SlimOptim v0.2.5 Updating `~/.julia/environments/v1.13/Manifest.toml` [47edcb42] + ADTypes v1.14.0 [79e6a3ab] + Adapt v4.3.0 [4fba245c] + ArrayInterface v7.18.0 [bbf7d656] + CommonSubexpressions v0.3.1 [187b0558] + ConstructionBase v1.5.8 [163ba53b] + DiffResults v1.1.0 [b552c78f] + DiffRules v1.15.1 [a0c0ee7d] + DifferentiationInterface v0.6.52 [ffbed154] + DocStringExtensions v0.9.4 [6a86dc24] + FiniteDiff v2.27.0 [f6369f11] + ForwardDiff v1.0.1 [92d709cd] + IrrationalConstants v0.2.4 [692b3bcd] + JLLWrappers v1.7.0 [d3d80556] + LineSearches v7.3.0 [2ab3a3ac] + LogExpFunctions v0.3.29 [1914dd2f] + MacroTools v0.5.16 [d41bc354] + NLSolversBase v7.9.1 [77ba4419] + NaNMath v1.1.3 [bac558e1] + OrderedCollections v1.8.0 [d96e819e] + Parameters v0.12.3 [21216c6a] + Preferences v1.4.3 [ae029012] + Requires v1.3.1 [efcf1570] + Setfield v1.1.2 [e4c7bc62] + SlimOptim v0.2.5 [276daf66] + SpecialFunctions v2.5.1 [1e83bf80] + StaticArraysCore v1.4.3 [10745b16] + Statistics v1.11.1 [3a884ed6] + UnPack v1.0.2 [efe28fd5] + OpenSpecFun_jll v0.5.6+0 [56f22d72] + Artifacts v1.11.0 [2a0f44e3] + Base64 v1.11.0 [ade2ca70] + Dates v1.11.0 [8ba89e20] + Distributed v1.11.0 [9fa8497b] + Future v1.11.0 [b77e0a4c] + InteractiveUtils v1.11.0 [ac6e5ff7] + JuliaSyntaxHighlighting v1.12.0 [8f399da3] + Libdl v1.11.0 [37e2e46d] + LinearAlgebra v1.12.0 [56ddb016] + Logging v1.11.0 [d6f4376e] + Markdown v1.11.0 [de0858da] + Printf v1.11.0 [9a3f8284] + Random v1.11.0 [ea8e919c] + SHA v0.7.0 [9e88b42a] + Serialization v1.11.0 [6462fe0b] + Sockets v1.11.0 [f489334b] + StyledStrings v1.11.0 [fa267f1f] + TOML v1.0.3 [8dfed614] + Test v1.11.0 [cf7118a7] + UUIDs v1.11.0 [4ec0a83e] + Unicode v1.11.0 [e66e0078] + CompilerSupportLibraries_jll v1.3.0+1 [4536629a] + OpenBLAS_jll v0.3.29+0 [05823500] + OpenLibm_jll v0.8.5+0 [8e850b90] + libblastrampoline_jll v5.12.0+0 Installation completed after 4.08s ################################################################################ # Precompilation # Precompiling PkgEval dependencies... Precompiling package dependencies... Precompilation completed after 23.4s ################################################################################ # Testing # Testing SlimOptim Status `/tmp/jl_8S5iEL/Project.toml` [d3d80556] LineSearches v7.3.0 [e4c7bc62] SlimOptim v0.2.5 [10745b16] Statistics v1.11.1 [37e2e46d] LinearAlgebra v1.12.0 [de0858da] Printf v1.11.0 [8dfed614] Test v1.11.0 Status `/tmp/jl_8S5iEL/Manifest.toml` [47edcb42] ADTypes v1.14.0 [79e6a3ab] Adapt v4.3.0 [4fba245c] ArrayInterface v7.18.0 [bbf7d656] CommonSubexpressions v0.3.1 [187b0558] ConstructionBase v1.5.8 [163ba53b] DiffResults v1.1.0 [b552c78f] DiffRules v1.15.1 [a0c0ee7d] DifferentiationInterface v0.6.52 [ffbed154] DocStringExtensions v0.9.4 [6a86dc24] FiniteDiff v2.27.0 [f6369f11] ForwardDiff v1.0.1 [92d709cd] IrrationalConstants v0.2.4 [692b3bcd] JLLWrappers v1.7.0 [d3d80556] LineSearches v7.3.0 [2ab3a3ac] LogExpFunctions v0.3.29 [1914dd2f] MacroTools v0.5.16 [d41bc354] NLSolversBase v7.9.1 [77ba4419] NaNMath v1.1.3 [bac558e1] OrderedCollections v1.8.0 [d96e819e] Parameters v0.12.3 [21216c6a] Preferences v1.4.3 [ae029012] Requires v1.3.1 [efcf1570] Setfield v1.1.2 [e4c7bc62] SlimOptim v0.2.5 [276daf66] SpecialFunctions v2.5.1 [1e83bf80] StaticArraysCore v1.4.3 [10745b16] Statistics v1.11.1 [3a884ed6] UnPack v1.0.2 [efe28fd5] OpenSpecFun_jll v0.5.6+0 [56f22d72] Artifacts v1.11.0 [2a0f44e3] Base64 v1.11.0 [ade2ca70] Dates v1.11.0 [8ba89e20] Distributed v1.11.0 [9fa8497b] Future v1.11.0 [b77e0a4c] InteractiveUtils v1.11.0 [ac6e5ff7] JuliaSyntaxHighlighting v1.12.0 [8f399da3] Libdl v1.11.0 [37e2e46d] LinearAlgebra v1.12.0 [56ddb016] Logging v1.11.0 [d6f4376e] Markdown v1.11.0 [de0858da] Printf v1.11.0 [9a3f8284] Random v1.11.0 [ea8e919c] SHA v0.7.0 [9e88b42a] Serialization v1.11.0 [6462fe0b] Sockets v1.11.0 [f489334b] StyledStrings v1.11.0 [fa267f1f] TOML v1.0.3 [8dfed614] Test v1.11.0 [cf7118a7] UUIDs v1.11.0 [4ec0a83e] Unicode v1.11.0 [e66e0078] CompilerSupportLibraries_jll v1.3.0+1 [4536629a] OpenBLAS_jll v0.3.29+0 [05823500] OpenLibm_jll v0.8.5+0 [8e850b90] libblastrampoline_jll v5.12.0+0 Testing Running tests... Running SPG... Number of objective function to store: 2 Using spectral projection : true Maximum number of iterations: 1000 SPG optimality tolerance: 1.00e-06 SPG progress tolerance: 1.00e-06 Line search: BackTracking{Float64, Int64} Iteration FunEvals GradEvals Projections Step Length alpha Function Val Opt Cond 0 0 0 0 0.00000e+00 0.00000e+00 3.72552e+04 1.60398e+03 1 2 2 6 1.00000e+00 1.31249e-04 3.65967e+04 1.58293e+03 2 4 4 9 1.00000e+00 1.23264e-02 6.11182e+03 2.81934e+02 3 6 6 12 1.00000e+00 1.23494e-02 2.62931e+03 1.91379e+02 4 8 8 15 1.00000e+00 1.80182e-02 1.19566e+03 1.05172e+02 5 10 10 18 1.00000e+00 3.13411e-02 5.77504e+02 1.48051e+02 6 12 12 21 1.00000e+00 3.34949e-02 8.77726e+02 3.77230e+01 7 14 14 24 1.00000e+00 1.28228e-02 2.85718e+02 9.81908e+01 8 16 16 27 1.00000e+00 1.02182e-02 2.15242e+02 3.03008e+01 9 18 18 30 1.00000e+00 1.21251e-02 1.93118e+02 2.69942e+01 10 20 20 33 1.00000e+00 1.24452e-01 8.64515e+01 1.28605e+01 11 22 22 36 1.00000e+00 1.36643e-01 8.24397e+01 6.59936e+01 12 25 25 39 1.50287e-01 7.28631e-02 5.58645e+01 1.25832e+01 13 27 27 42 1.00000e+00 1.09133e-02 5.23908e+01 1.03860e+01 14 29 29 45 1.00000e+00 4.32869e-02 4.43310e+01 9.17017e+00 15 31 31 48 1.00000e+00 9.55225e-02 3.73502e+01 1.63061e+01 16 34 34 51 1.14792e-01 1.23628e-01 3.44288e+01 8.17650e+00 17 36 36 54 1.00000e+00 1.37712e-02 3.31585e+01 8.06390e+00 18 38 38 57 1.00000e+00 2.48830e-02 3.14628e+01 7.86325e+00 19 40 40 60 1.00000e+00 9.71347e-02 3.09687e+01 3.34258e+01 20 43 43 63 2.02477e-01 5.18365e-02 2.48508e+01 7.02494e+00 21 45 45 66 1.00000e+00 1.04612e-02 2.43089e+01 6.95145e+00 22 47 47 69 1.00000e+00 1.59517e-01 1.71105e+01 5.84257e+00 23 50 50 72 1.99450e-01 8.88370e-01 1.41226e+01 1.91023e+01 24 53 53 75 1.00000e-01 1.62936e-01 1.19470e+01 1.20222e+01 25 55 55 78 1.00000e+00 1.14861e-02 1.09563e+01 4.67471e+00 26 57 57 81 1.00000e+00 1.16402e-02 1.06804e+01 4.62029e+00 27 59 59 84 1.00000e+00 6.92371e-02 9.26925e+00 4.30040e+00 28 62 62 87 1.13968e-01 5.69777e-01 8.56854e+00 9.53625e+00 29 65 65 90 1.95088e-01 6.33223e-02 7.91652e+00 3.97147e+00 30 67 67 93 1.00000e+00 1.18863e-02 7.70201e+00 3.92426e+00 31 69 69 96 1.00000e+00 3.93019e-02 7.11512e+00 3.77003e+00 32 72 72 99 2.28888e-01 4.20002e-01 6.38559e+00 1.06846e+01 33 75 75 102 1.21300e-01 9.23965e-02 5.68669e+00 3.36942e+00 34 77 77 105 1.00000e+00 1.10407e-02 5.55237e+00 3.33222e+00 35 79 79 108 1.00000e+00 7.07654e-02 4.79955e+00 3.09641e+00 36 82 82 111 1.63805e-01 7.56892e-01 4.17016e+00 9.30123e+00 37 85 85 114 1.00000e-01 1.20243e-01 3.61865e+00 2.67989e+00 38 87 87 117 1.00000e+00 1.11429e-02 3.51366e+00 2.65003e+00 39 89 89 120 1.00000e+00 2.85906e-02 3.31455e+00 2.57427e+00 40 91 91 123 1.00000e+00 3.37526e-01 2.39113e+00 1.31035e+01 41 95 95 126 4.27409e-02 2.81846e-01 1.46847e+00 2.68141e+00 42 97 97 129 1.00000e+00 1.03875e-02 1.39324e+00 1.66734e+00 43 99 99 132 1.00000e+00 1.44181e-02 1.35050e+00 1.64330e+00 44 101 101 135 1.00000e+00 1.62342e-01 9.63088e-01 1.37652e+00 45 104 104 138 1.00000e-01 6.45982e-01 9.63891e-01 3.81828e+00 46 107 107 141 3.94470e-01 3.21903e-02 8.22203e-01 1.27125e+00 47 109 109 144 1.00000e+00 1.26981e-02 7.89301e-01 1.25511e+00 48 111 111 147 1.00000e+00 2.35923e-02 7.51668e-01 1.22550e+00 49 113 113 150 1.00000e+00 1.15569e-01 6.67600e-01 3.98861e+00 50 116 116 153 1.04933e-01 1.03465e-01 5.75431e-01 1.07210e+00 51 118 118 156 1.00000e+00 1.07500e-02 5.62447e-01 1.06058e+00 52 120 120 159 1.00000e+00 9.46172e-02 4.61687e-01 9.60227e-01 53 123 123 162 1.62784e-01 8.37226e-01 3.95423e-01 2.73918e+00 54 126 126 165 1.00000e-01 1.31205e-01 3.40391e-01 8.54759e-01 55 128 128 168 1.00000e+00 1.16868e-02 3.27601e-01 8.08914e-01 56 130 130 171 1.00000e+00 1.91422e-02 3.14853e-01 7.93430e-01 57 132 132 174 1.00000e+00 1.64522e-01 2.40519e-01 2.03679e+00 58 135 135 177 1.00000e-01 2.72657e-01 2.69737e-01 3.51666e+00 59 137 137 180 1.00000e+00 1.10543e-02 2.04014e-01 6.37691e-01 60 139 139 183 1.00000e+00 1.03330e-02 1.99146e-01 6.31101e-01 61 141 141 186 1.00000e+00 3.84335e-02 1.84137e-01 6.06846e-01 62 143 143 189 1.00000e+00 9.59561e-01 5.64666e-02 3.33373e+00 63 147 147 192 1.39947e-02 7.49731e-01 5.70382e-04 1.64101e-01 64 149 149 195 1.00000e+00 1.00273e-02 3.25403e-04 5.97733e-02 65 151 151 198 1.00000e+00 1.22629e-02 2.87708e-04 2.38565e-02 66 153 153 201 1.00000e+00 2.36295e-02 2.68880e-04 2.31834e-02 67 155 155 204 1.00000e+00 3.98187e-02 2.47892e-04 2.22603e-02 68 157 157 207 1.00000e+00 4.46978e-01 1.34585e-04 7.48606e-02 69 160 160 210 1.00000e-01 4.45640e-01 1.68676e-04 8.86076e-02 70 162 162 213 1.00000e+00 1.97920e-02 8.51102e-05 6.09534e-02 71 164 164 216 1.00000e+00 1.53619e-02 6.97783e-05 3.26823e-02 72 166 166 219 1.00000e+00 1.03637e-02 6.31127e-05 1.12343e-02 73 168 168 222 1.00000e+00 1.11948e-02 6.16999e-05 1.11085e-02 74 170 170 225 1.00000e+00 4.68436e-01 1.77521e-05 6.51016e-03 75 173 173 228 1.00000e-01 9.76009e-01 3.19792e-05 5.70295e-02 76 175 175 231 1.00000e+00 1.83270e-02 2.49728e-05 4.74885e-02 77 177 177 234 1.00000e+00 1.03130e-02 1.34154e-05 5.17696e-03 78 179 179 237 1.00000e+00 1.01236e-02 1.31315e-05 5.12455e-03 79 181 181 240 1.00000e+00 1.10332e-01 1.04122e-05 4.55915e-03 80 184 184 243 2.46509e-01 8.49587e-01 8.20126e-06 1.26629e-02 81 187 187 246 1.04808e-01 1.95814e-01 6.30669e-06 3.86777e-03 82 189 189 249 1.00000e+00 2.02663e-02 6.06053e-06 3.97078e-03 83 191 191 252 1.00000e+00 1.81820e-02 5.81892e-06 3.39592e-03 84 193 193 255 1.00000e+00 1.74552e-02 5.59593e-06 3.33664e-03 85 195 195 258 1.00000e+00 2.06994e-02 5.37211e-06 3.26758e-03 86 197 197 261 1.00000e+00 2.84373e-02 5.15337e-06 4.77809e-03 87 199 199 264 1.00000e+00 2.54925e-02 5.05956e-06 7.40248e-03 88 201 201 267 1.00000e+00 1.43512e-02 4.70107e-06 3.22095e-03 89 203 203 270 1.00000e+00 1.17262e-02 4.54235e-06 3.01357e-03 90 205 205 273 1.00000e+00 1.87943e-02 4.37292e-06 2.95693e-03 91 207 207 276 1.00000e+00 2.34800e-01 3.16388e-06 1.09917e-02 92 210 210 279 1.00000e-01 2.75104e-01 4.27312e-06 1.92470e-02 93 212 212 282 1.00000e+00 1.04193e-02 2.37395e-06 2.17747e-03 94 214 214 285 1.00000e+00 1.01294e-02 2.32291e-06 2.15542e-03 95 216 216 288 1.00000e+00 7.71731e-02 1.97824e-06 1.98908e-03 96 218 218 291 1.00000e+00 9.97682e-01 2.39969e-07 6.92760e-03 97 222 222 294 1.24705e-02 8.90513e-01 2.94118e-09 7.65609e-04 98 224 224 297 1.00000e+00 1.00000e-02 1.01868e-11 4.51369e-06 99 226 226 300 1.00000e+00 1.00004e-02 9.98403e-12 4.46855e-06 Step size: 4.51e-08 below progTol: 1.00e-06 norm(sol.x - x0) / (norm(x0) + norm(sol.x)) = 4.899561823049871e-8 sol.ϕ / sol.ϕ_trace[1] = 2.6799057523250584e-16 Running SPG... Number of objective function to store: 2 Using spectral projection : true Maximum number of iterations: 1000 SPG optimality tolerance: 1.00e-06 SPG progress tolerance: 1.00e-06 Line search: HagerZhang{Float64, Base.RefValue{Bool}} Iteration FunEvals GradEvals Projections Step Length alpha Function Val Opt Cond 0 0 0 0 0.00000e+00 0.00000e+00 3.70231e+04 1.64784e+03 1 6 6 6 7.28633e+01 1.67098e-04 6.33850e+03 2.86626e+02 2 10 10 9 1.51951e+00 1.21753e-02 2.44295e+03 3.04701e+02 3 13 13 12 7.93635e-01 1.85004e-02 1.29195e+03 1.09043e+02 4 17 17 15 1.35088e+00 1.46826e-02 7.81962e+02 1.40318e+02 5 20 20 18 7.76957e-01 1.98345e-02 5.24746e+02 5.84128e+01 6 24 24 21 1.34770e+00 1.54105e-02 3.77305e+02 8.17557e+01 7 27 27 24 7.62507e-01 2.07687e-02 2.87137e+02 4.07252e+01 8 31 31 27 1.34971e+00 1.58363e-02 2.27866e+02 5.42734e+01 9 34 34 30 7.54296e-01 2.13744e-02 1.87285e+02 2.81183e+01 10 38 38 33 1.35289e+00 1.61226e-02 1.58136e+02 3.92513e+01 11 41 41 36 7.48969e-01 2.18121e-02 1.36580e+02 1.92758e+01 12 45 45 39 1.35616e+00 1.63366e-02 1.20063e+02 3.02321e+01 13 48 48 42 7.45051e-01 2.21551e-02 1.07120e+02 1.66751e+01 14 52 52 45 1.35906e+00 1.65067e-02 9.66910e+01 2.44582e+01 15 55 55 48 7.41931e-01 2.24336e-02 8.81374e+01 1.62505e+01 16 59 59 51 1.36139e+00 1.66442e-02 8.09658e+01 2.05718e+01 17 62 62 54 7.39376e-01 2.26592e-02 7.48685e+01 1.38935e+01 18 66 66 57 1.36312e+00 1.67536e-02 6.95952e+01 1.78352e+01 19 69 69 60 7.37325e-01 2.28372e-02 6.49854e+01 1.21964e+01 20 73 73 63 1.36438e+00 1.68384e-02 6.09032e+01 1.58235e+01 21 76 76 66 7.35737e-01 2.29739e-02 5.72587e+01 1.09226e+01 22 80 80 69 1.36532e+00 1.69028e-02 5.39733e+01 1.42843e+01 23 83 83 72 7.34541e-01 2.30777e-02 5.09936e+01 9.92979e+00 24 87 87 75 1.36607e+00 1.69515e-02 4.82712e+01 1.30646e+01 25 90 90 78 7.33642e-01 2.31570e-02 4.57722e+01 9.13082e+00 26 94 94 81 1.36668e+00 1.69890e-02 4.34655e+01 1.20695e+01 27 97 97 84 7.32959e-01 2.32184e-02 4.13286e+01 8.73621e+00 28 101 101 87 1.36718e+00 1.70182e-02 3.93402e+01 1.12378e+01 29 104 104 90 7.32429e-01 2.32668e-02 3.74847e+01 8.38754e+00 30 108 108 93 1.36759e+00 1.70413e-02 3.57473e+01 1.05285e+01 31 111 111 96 7.32010e-01 2.33055e-02 3.41166e+01 8.05231e+00 32 115 115 99 1.36792e+00 1.70599e-02 3.25819e+01 9.91299e+00 33 118 118 102 7.31675e-01 2.33366e-02 3.11349e+01 7.73011e+00 34 122 122 105 1.36819e+00 1.70748e-02 2.97674e+01 9.37075e+00 35 125 125 108 7.31405e-01 2.33616e-02 2.84733e+01 7.42053e+00 36 129 129 111 1.36841e+00 1.70868e-02 2.72464e+01 8.88653e+00 37 132 132 114 7.31187e-01 2.33817e-02 2.60819e+01 7.12312e+00 38 136 136 117 1.36858e+00 1.70964e-02 2.49749e+01 8.44891e+00 39 139 139 120 7.31013e-01 2.33977e-02 2.39217e+01 6.83747e+00 40 143 143 123 1.36871e+00 1.71041e-02 2.29184e+01 8.04922e+00 41 146 146 126 7.30873e-01 2.34106e-02 2.19621e+01 6.56315e+00 42 150 150 129 1.36882e+00 1.71102e-02 2.10497e+01 7.68084e+00 43 153 153 132 7.30762e-01 2.34207e-02 2.01786e+01 6.29974e+00 44 157 157 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5.95016e-02 279 979 979 840 7.30357e-01 2.34574e-02 1.24994e-03 4.98184e-02 280 983 983 843 1.36919e+00 1.71323e-02 1.19971e-03 5.71104e-02 281 986 986 846 7.30357e-01 2.34574e-02 1.15149e-03 4.78163e-02 282 990 990 849 1.36919e+00 1.71323e-02 1.10522e-03 5.48153e-02 283 993 993 852 7.30357e-01 2.34574e-02 1.06080e-03 4.58947e-02 284 997 997 855 1.36919e+00 1.71323e-02 1.01817e-03 5.26124e-02 285 1000 1000 858 7.30357e-01 2.34574e-02 9.77254e-04 4.40503e-02 286 1004 1004 861 1.36919e+00 1.71323e-02 9.37980e-04 5.04980e-02 287 1007 1007 864 7.30357e-01 2.34574e-02 9.00285e-04 4.22800e-02 288 1011 1011 867 1.36919e+00 1.71323e-02 8.64104e-04 4.84686e-02 289 1014 1014 870 7.30357e-01 2.34574e-02 8.29378e-04 4.05809e-02 290 1018 1018 873 1.36919e+00 1.71323e-02 7.96047e-04 4.65207e-02 291 1021 1021 876 7.30357e-01 2.34574e-02 7.64056e-04 3.89500e-02 292 1025 1025 879 1.36919e+00 1.71323e-02 7.33350e-04 4.46512e-02 293 1028 1028 882 7.30357e-01 2.34574e-02 7.03878e-04 3.73847e-02 294 1032 1032 885 1.36919e+00 1.71323e-02 6.75591e-04 4.28567e-02 295 1035 1035 888 7.30357e-01 2.34574e-02 6.48441e-04 3.58823e-02 296 1039 1039 891 1.36919e+00 1.71323e-02 6.22381e-04 4.11344e-02 297 1042 1042 894 7.30357e-01 2.34574e-02 5.97369e-04 3.44403e-02 298 1046 1046 897 1.36919e+00 1.71323e-02 5.73362e-04 3.94813e-02 299 1049 1049 900 7.30357e-01 2.34574e-02 5.50320e-04 3.30562e-02 300 1053 1053 903 1.36919e+00 1.71323e-02 5.28204e-04 3.78947e-02 301 1056 1056 906 7.30357e-01 2.34574e-02 5.06977e-04 3.17277e-02 302 1060 1060 909 1.36919e+00 1.71323e-02 4.86602e-04 3.63718e-02 303 1063 1063 912 7.30357e-01 2.34574e-02 4.67047e-04 3.04527e-02 304 1067 1067 915 1.36919e+00 1.71323e-02 4.48277e-04 3.49101e-02 305 1070 1070 918 7.30357e-01 2.34574e-02 4.30262e-04 2.92288e-02 306 1074 1074 921 1.36919e+00 1.71323e-02 4.12971e-04 3.35071e-02 307 1077 1077 924 7.30357e-01 2.34574e-02 3.96375e-04 2.80542e-02 308 1081 1081 927 1.36919e+00 1.71323e-02 3.80445e-04 3.21605e-02 309 1084 1084 930 7.30357e-01 2.34574e-02 3.65156e-04 2.69268e-02 310 1088 1088 933 1.36919e+00 1.71323e-02 3.50481e-04 3.08681e-02 311 1091 1091 936 7.30357e-01 2.34574e-02 3.36396e-04 2.58446e-02 312 1095 1095 939 1.36919e+00 1.71323e-02 3.22877e-04 2.96276e-02 313 1098 1098 942 7.30357e-01 2.34574e-02 3.09901e-04 2.48060e-02 314 1102 1102 945 1.36919e+00 1.71323e-02 2.97447e-04 2.84369e-02 315 1105 1105 948 7.30357e-01 2.34574e-02 2.85493e-04 2.38091e-02 316 1109 1109 951 1.36919e+00 1.71323e-02 2.74020e-04 2.72941e-02 317 1112 1112 954 7.30357e-01 2.34574e-02 2.63008e-04 2.28523e-02 318 1116 1116 957 1.36919e+00 1.71323e-02 2.52438e-04 2.61972e-02 319 1119 1119 960 7.30357e-01 2.34574e-02 2.42293e-04 2.19339e-02 320 1123 1123 963 1.36919e+00 1.71323e-02 2.32556e-04 2.51444e-02 321 1126 1126 966 7.30357e-01 2.34574e-02 2.23210e-04 2.10524e-02 322 1130 1130 969 1.36919e+00 1.71323e-02 2.14240e-04 2.41339e-02 323 1133 1133 972 7.30357e-01 2.34574e-02 2.05630e-04 2.02064e-02 324 1137 1137 975 1.36919e+00 1.71323e-02 1.97366e-04 2.31640e-02 325 1140 1140 978 7.30357e-01 2.34574e-02 1.89435e-04 1.93943e-02 326 1144 1144 981 1.36919e+00 1.71323e-02 1.81822e-04 2.22331e-02 327 1147 1147 984 7.30357e-01 2.34574e-02 1.74515e-04 1.86149e-02 328 1151 1151 987 1.36919e+00 1.71323e-02 1.67501e-04 2.13396e-02 329 1154 1154 990 7.30357e-01 2.34574e-02 1.60770e-04 1.78668e-02 330 1158 1158 993 1.36919e+00 1.71323e-02 1.54309e-04 2.04820e-02 331 1161 1161 996 7.30357e-01 2.34574e-02 1.48107e-04 1.71488e-02 332 1165 1165 999 1.36919e+00 1.71323e-02 1.42155e-04 1.96589e-02 333 1168 1168 1002 7.30357e-01 2.34574e-02 1.36442e-04 1.64596e-02 334 1172 1172 1005 1.36919e+00 1.71323e-02 1.30959e-04 1.88688e-02 335 1175 1175 1008 7.30357e-01 2.34574e-02 1.25696e-04 1.57981e-02 336 1179 1179 1011 1.36919e+00 1.71323e-02 1.20645e-04 1.81105e-02 337 1182 1182 1014 7.30357e-01 2.34574e-02 1.15796e-04 1.51633e-02 338 1186 1186 1017 1.36919e+00 1.71323e-02 1.11143e-04 1.73827e-02 339 1189 1189 1020 7.30357e-01 2.34574e-02 1.06676e-04 1.45539e-02 340 1193 1193 1023 1.36919e+00 1.71323e-02 1.02389e-04 1.66841e-02 341 1196 1196 1026 7.30357e-01 2.34574e-02 9.82743e-05 1.39690e-02 342 1200 1200 1029 1.36919e+00 1.71323e-02 9.43249e-05 1.60137e-02 343 1203 1203 1032 7.30357e-01 2.34574e-02 9.05342e-05 1.34076e-02 344 1207 1207 1035 1.36919e+00 1.71323e-02 8.68958e-05 1.53701e-02 345 1210 1210 1038 7.30357e-01 2.34574e-02 8.34037e-05 1.28688e-02 346 1214 1214 1041 1.36919e+00 1.71323e-02 8.00519e-05 1.47524e-02 347 1217 1217 1044 7.30357e-01 2.34574e-02 7.68348e-05 1.23516e-02 348 1221 1221 1047 1.36919e+00 1.71323e-02 7.37469e-05 1.41595e-02 349 1224 1224 1050 7.30357e-01 2.34574e-02 7.07832e-05 1.18552e-02 350 1228 1228 1053 1.36919e+00 1.71323e-02 6.79386e-05 1.35905e-02 351 1231 1231 1056 7.30357e-01 2.34574e-02 6.52083e-05 1.13788e-02 352 1235 1235 1059 1.36919e+00 1.71323e-02 6.25877e-05 1.30443e-02 353 1238 1238 1062 7.30357e-01 2.34574e-02 6.00725e-05 1.09215e-02 354 1242 1242 1065 1.36919e+00 1.71323e-02 5.76583e-05 1.25201e-02 355 1245 1245 1068 7.30357e-01 2.34574e-02 5.53411e-05 1.04826e-02 356 1249 1249 1071 1.36919e+00 1.71323e-02 5.31171e-05 1.20170e-02 357 1252 1252 1074 7.30357e-01 2.34574e-02 5.09825e-05 1.00613e-02 358 1256 1256 1077 1.36919e+00 1.71323e-02 4.89336e-05 1.15340e-02 359 1259 1259 1080 7.30357e-01 2.34574e-02 4.69671e-05 9.65699e-03 360 1263 1263 1083 1.36919e+00 1.71323e-02 4.50796e-05 1.10705e-02 361 1266 1266 1086 7.30357e-01 2.34574e-02 4.32679e-05 9.26889e-03 362 1270 1270 1089 1.36919e+00 1.71323e-02 4.15291e-05 1.06256e-02 363 1273 1273 1092 7.30357e-01 2.34574e-02 3.98601e-05 8.89640e-03 364 1277 1277 1095 1.36919e+00 1.71323e-02 3.82582e-05 1.01986e-02 365 1280 1280 1098 7.30357e-01 2.34574e-02 3.67207e-05 8.53887e-03 366 1284 1284 1101 1.36919e+00 1.71323e-02 3.52450e-05 9.78872e-03 367 1287 1287 1104 7.30357e-01 2.34574e-02 3.38286e-05 8.19571e-03 368 1291 1291 1107 1.36919e+00 1.71323e-02 3.24691e-05 9.39533e-03 369 1294 1294 1110 7.30357e-01 2.34574e-02 3.11642e-05 7.86635e-03 370 1298 1298 1113 1.36919e+00 1.71323e-02 2.99118e-05 9.01776e-03 371 1301 1301 1116 7.30357e-01 2.34574e-02 2.87097e-05 7.55022e-03 372 1305 1305 1119 1.36919e+00 1.71323e-02 2.75559e-05 8.65535e-03 373 1308 1308 1122 7.30357e-01 2.34574e-02 2.64485e-05 7.24679e-03 374 1312 1312 1125 1.36919e+00 1.71323e-02 2.53856e-05 8.30752e-03 375 1315 1315 1128 7.30357e-01 2.34574e-02 2.43654e-05 6.95556e-03 376 1319 1319 1131 1.36919e+00 1.71323e-02 2.33862e-05 7.97366e-03 377 1322 1322 1134 7.30357e-01 2.34574e-02 2.24464e-05 6.67603e-03 378 1326 1326 1137 1.36919e+00 1.71323e-02 2.15443e-05 7.65321e-03 379 1329 1329 1140 7.30357e-01 2.34574e-02 2.06785e-05 6.40774e-03 380 1333 1333 1143 1.36919e+00 1.71323e-02 1.98475e-05 7.34565e-03 381 1336 1336 1146 7.30357e-01 2.34574e-02 1.90499e-05 6.15022e-03 382 1340 1340 1149 1.36919e+00 1.71323e-02 1.82843e-05 7.05044e-03 383 1343 1343 1152 7.30357e-01 2.34574e-02 1.75495e-05 5.90306e-03 384 1347 1347 1155 1.36919e+00 1.71323e-02 1.68442e-05 6.76710e-03 385 1350 1350 1158 7.30357e-01 2.34574e-02 1.61673e-05 5.66583e-03 386 1354 1354 1161 1.36919e+00 1.71323e-02 1.55176e-05 6.49515e-03 387 1357 1357 1164 7.30357e-01 2.34574e-02 1.48939e-05 5.43813e-03 388 1361 1361 1167 1.36919e+00 1.71323e-02 1.42954e-05 6.23412e-03 389 1364 1364 1170 7.30357e-01 2.34574e-02 1.37209e-05 5.21959e-03 390 1368 1368 1173 1.36919e+00 1.71323e-02 1.31695e-05 5.98359e-03 391 1371 1371 1176 7.30357e-01 2.34574e-02 1.26402e-05 5.00982e-03 392 1375 1375 1179 1.36919e+00 1.71323e-02 1.21322e-05 5.74312e-03 393 1378 1378 1182 7.30357e-01 2.34574e-02 1.16447e-05 4.80849e-03 394 1382 1382 1185 1.36919e+00 1.71323e-02 1.11767e-05 5.51232e-03 395 1385 1385 1188 7.30357e-01 2.34574e-02 1.07275e-05 4.61525e-03 396 1389 1389 1191 1.36919e+00 1.71323e-02 1.02964e-05 5.29079e-03 397 1392 1392 1194 7.30357e-01 2.34574e-02 9.88263e-06 4.42977e-03 398 1396 1396 1197 1.36919e+00 1.71323e-02 9.48547e-06 5.07816e-03 399 1399 1399 1200 7.30357e-01 2.34574e-02 9.10427e-06 4.25175e-03 400 1403 1403 1203 1.36919e+00 1.71323e-02 8.73839e-06 4.87408e-03 401 1406 1406 1206 7.30357e-01 2.34574e-02 8.38722e-06 4.08088e-03 402 1410 1410 1209 1.36919e+00 1.71323e-02 8.05015e-06 4.67821e-03 403 1413 1413 1212 7.30357e-01 2.34574e-02 7.72664e-06 3.91688e-03 404 1417 1417 1215 1.36919e+00 1.71323e-02 7.41612e-06 4.49020e-03 405 1420 1420 1218 7.30357e-01 2.34574e-02 7.11808e-06 3.75947e-03 406 1424 1424 1221 1.36919e+00 1.71323e-02 6.83202e-06 4.30975e-03 407 1427 1427 1224 7.30357e-01 2.34574e-02 6.55746e-06 3.60838e-03 408 1431 1431 1227 1.36919e+00 1.71323e-02 6.29393e-06 4.13655e-03 409 1434 1434 1230 7.30357e-01 2.34574e-02 6.04099e-06 3.46337e-03 410 1438 1438 1233 1.36919e+00 1.71323e-02 5.79822e-06 3.97031e-03 411 1441 1441 1236 7.30357e-01 2.34574e-02 5.56520e-06 3.32419e-03 412 1445 1445 1239 1.36919e+00 1.71323e-02 5.34155e-06 3.81075e-03 413 1448 1448 1242 7.30357e-01 2.34574e-02 5.12688e-06 3.19060e-03 414 1452 1452 1245 1.36919e+00 1.71323e-02 4.92085e-06 3.65761e-03 415 1455 1455 1248 7.30357e-01 2.34574e-02 4.72309e-06 3.06237e-03 416 1459 1459 1251 1.36919e+00 1.71323e-02 4.53328e-06 3.51062e-03 417 1462 1462 1254 7.30357e-01 2.34574e-02 4.35110e-06 2.93930e-03 418 1466 1466 1257 1.36919e+00 1.71323e-02 4.17624e-06 3.36953e-03 419 1469 1469 1260 7.30357e-01 2.34574e-02 4.00840e-06 2.82118e-03 420 1473 1473 1263 1.36919e+00 1.71323e-02 3.84731e-06 3.23412e-03 421 1476 1476 1266 7.30357e-01 2.34574e-02 3.69270e-06 2.70780e-03 422 1480 1480 1269 1.36919e+00 1.71323e-02 3.54430e-06 3.10415e-03 423 1483 1483 1272 7.30357e-01 2.34574e-02 3.40186e-06 2.59898e-03 424 1487 1487 1275 1.36919e+00 1.71323e-02 3.26515e-06 2.97940e-03 425 1490 1490 1278 7.30357e-01 2.34574e-02 3.13393e-06 2.49453e-03 426 1494 1494 1281 1.36919e+00 1.71323e-02 3.00798e-06 2.85966e-03 427 1497 1497 1284 7.30357e-01 2.34574e-02 2.88710e-06 2.39428e-03 428 1501 1501 1287 1.36919e+00 1.71323e-02 2.77107e-06 2.74474e-03 429 1504 1504 1290 7.30357e-01 2.34574e-02 2.65971e-06 2.29806e-03 430 1508 1508 1293 1.36919e+00 1.71323e-02 2.55282e-06 2.63444e-03 431 1511 1511 1296 7.30357e-01 2.34574e-02 2.45023e-06 2.20571e-03 432 1515 1515 1299 1.36919e+00 1.71323e-02 2.35176e-06 2.52856e-03 433 1518 1518 1302 7.30357e-01 2.34574e-02 2.25725e-06 2.11707e-03 434 1522 1522 1305 1.36919e+00 1.71323e-02 2.16654e-06 2.42695e-03 435 1525 1525 1308 7.30357e-01 2.34574e-02 2.07947e-06 2.03199e-03 436 1529 1529 1311 1.36919e+00 1.71323e-02 1.99590e-06 2.32941e-03 437 1532 1532 1314 7.30357e-01 2.34574e-02 1.91569e-06 1.95033e-03 438 1536 1536 1317 1.36919e+00 1.71323e-02 1.83870e-06 2.23580e-03 439 1539 1539 1320 7.30357e-01 2.34574e-02 1.76481e-06 1.87195e-03 440 1543 1543 1323 1.36919e+00 1.71323e-02 1.69388e-06 2.14595e-03 441 1546 1546 1326 7.30357e-01 2.34574e-02 1.62581e-06 1.79672e-03 442 1550 1550 1329 1.36919e+00 1.71323e-02 1.56047e-06 2.05971e-03 443 1553 1553 1332 7.30357e-01 2.34574e-02 1.49776e-06 1.72451e-03 444 1557 1557 1335 1.36919e+00 1.71323e-02 1.43757e-06 1.97693e-03 445 1560 1560 1338 7.30357e-01 2.34574e-02 1.37980e-06 1.65521e-03 446 1564 1564 1341 1.36919e+00 1.71323e-02 1.32435e-06 1.89748e-03 447 1567 1567 1344 7.30357e-01 2.34574e-02 1.27112e-06 1.58869e-03 448 1571 1571 1347 1.36919e+00 1.71323e-02 1.22004e-06 1.82123e-03 449 1574 1574 1350 7.30357e-01 2.34574e-02 1.17101e-06 1.52484e-03 450 1578 1578 1353 1.36919e+00 1.71323e-02 1.12395e-06 1.74804e-03 451 1581 1581 1356 7.30357e-01 2.34574e-02 1.07878e-06 1.46356e-03 452 1585 1585 1359 1.36919e+00 1.71323e-02 1.03543e-06 1.67779e-03 453 1588 1588 1362 7.30357e-01 2.34574e-02 9.93815e-07 1.40475e-03 454 1592 1592 1365 1.36919e+00 1.71323e-02 9.53876e-07 1.61036e-03 455 1595 1595 1368 7.30357e-01 2.34574e-02 9.15541e-07 1.34829e-03 456 1599 1599 1371 1.36919e+00 1.71323e-02 8.78748e-07 1.54564e-03 457 1602 1602 1374 7.30357e-01 2.34574e-02 8.43433e-07 1.29411e-03 458 1606 1606 1377 1.36919e+00 1.71323e-02 8.09537e-07 1.48353e-03 459 1609 1609 1380 7.30357e-01 2.34574e-02 7.77004e-07 1.24210e-03 460 1613 1613 1383 1.36919e+00 1.71323e-02 7.45778e-07 1.42391e-03 461 1616 1616 1386 7.30357e-01 2.34574e-02 7.15807e-07 1.19218e-03 462 1620 1620 1389 1.36919e+00 1.71323e-02 6.87040e-07 1.36668e-03 463 1623 1623 1392 7.30357e-01 2.34574e-02 6.59430e-07 1.14427e-03 464 1627 1627 1395 1.36919e+00 1.71323e-02 6.32929e-07 1.31176e-03 465 1630 1630 1398 7.30357e-01 2.34574e-02 6.07493e-07 1.09829e-03 466 1634 1634 1401 1.36919e+00 1.71323e-02 5.83079e-07 1.25904e-03 467 1637 1637 1404 7.30357e-01 2.34574e-02 5.59646e-07 1.05415e-03 468 1641 1641 1407 1.36919e+00 1.71323e-02 5.37155e-07 1.20845e-03 469 1644 1644 1410 7.30357e-01 2.34574e-02 5.15568e-07 1.01178e-03 470 1648 1648 1413 1.36919e+00 1.71323e-02 4.94849e-07 1.15988e-03 471 1651 1651 1416 7.30357e-01 2.34574e-02 4.74962e-07 9.71123e-04 472 1655 1655 1419 1.36919e+00 1.71323e-02 4.55874e-07 1.11327e-03 473 1658 1658 1422 7.30357e-01 2.34574e-02 4.37554e-07 9.32096e-04 474 1662 1662 1425 1.36919e+00 1.71323e-02 4.19969e-07 1.06853e-03 475 1665 1665 1428 7.30357e-01 2.34574e-02 4.03092e-07 8.94637e-04 476 1669 1669 1431 1.36919e+00 1.71323e-02 3.86892e-07 1.02559e-03 477 1672 1672 1434 7.30357e-01 2.34574e-02 3.71344e-07 8.58684e-04 478 1676 1676 1437 1.36919e+00 1.71323e-02 3.56421e-07 9.84371e-04 479 1679 1679 1440 7.30357e-01 2.34574e-02 3.42097e-07 8.24175e-04 480 1683 1683 1443 1.36919e+00 1.71323e-02 3.28349e-07 9.44811e-04 481 1686 1686 1446 7.30357e-01 2.34574e-02 3.15153e-07 7.91053e-04 482 1690 1690 1449 1.36919e+00 1.71323e-02 3.02488e-07 9.06841e-04 483 1693 1693 1452 7.30357e-01 2.34574e-02 2.90332e-07 7.59263e-04 484 1697 1697 1455 1.36919e+00 1.71323e-02 2.78664e-07 8.70397e-04 485 1700 1700 1458 7.30357e-01 2.34574e-02 2.67465e-07 7.28750e-04 486 1704 1704 1461 1.36919e+00 1.71323e-02 2.56716e-07 8.35418e-04 487 1707 1707 1464 7.30357e-01 2.34574e-02 2.46399e-07 6.99463e-04 488 1711 1711 1467 1.36919e+00 1.71323e-02 2.36497e-07 8.01845e-04 489 1714 1714 1470 7.30357e-01 2.34574e-02 2.26993e-07 6.71353e-04 490 1718 1718 1473 1.36919e+00 1.71323e-02 2.17871e-07 7.69620e-04 491 1721 1721 1476 7.30357e-01 2.34574e-02 2.09115e-07 6.44373e-04 492 1725 1725 1479 1.36919e+00 1.71323e-02 2.00711e-07 7.38691e-04 493 1728 1728 1482 7.30357e-01 2.34574e-02 1.92645e-07 6.18477e-04 494 1732 1732 1485 1.36919e+00 1.71323e-02 1.84903e-07 7.09005e-04 495 1735 1735 1488 7.30357e-01 2.34574e-02 1.77472e-07 5.93622e-04 496 1739 1739 1491 1.36919e+00 1.71323e-02 1.70340e-07 6.80511e-04 497 1742 1742 1494 7.30357e-01 2.34574e-02 1.63494e-07 5.69766e-04 498 1746 1746 1497 1.36919e+00 1.71323e-02 1.56924e-07 6.53163e-04 499 1749 1749 1500 7.30357e-01 2.34574e-02 1.50617e-07 5.46868e-04 500 1753 1753 1503 1.36919e+00 1.71323e-02 1.44564e-07 6.26914e-04 501 1756 1756 1506 7.30357e-01 2.34574e-02 1.38755e-07 5.24891e-04 502 1760 1760 1509 1.36919e+00 1.71323e-02 1.33178e-07 6.01720e-04 503 1763 1763 1512 7.30357e-01 2.34574e-02 1.27826e-07 5.03796e-04 504 1767 1767 1515 1.36919e+00 1.71323e-02 1.22689e-07 5.77538e-04 505 1770 1770 1518 7.30357e-01 2.34574e-02 1.17759e-07 4.83550e-04 506 1774 1774 1521 1.36919e+00 1.71323e-02 1.13026e-07 5.54328e-04 507 1777 1777 1524 7.30357e-01 2.34574e-02 1.08484e-07 4.64117e-04 508 1781 1781 1527 1.36919e+00 1.71323e-02 1.04124e-07 5.32051e-04 509 1784 1784 1530 7.30357e-01 2.34574e-02 9.99397e-08 4.45465e-04 510 1788 1788 1533 1.36919e+00 1.71323e-02 9.59234e-08 5.10669e-04 511 1791 1791 1536 7.30357e-01 2.34574e-02 9.20684e-08 4.27563e-04 512 1795 1795 1539 1.36919e+00 1.71323e-02 8.83684e-08 4.90146e-04 513 1798 1798 1542 7.30357e-01 2.34574e-02 8.48171e-08 4.10380e-04 514 1802 1802 1545 1.36919e+00 1.71323e-02 8.14085e-08 4.70448e-04 515 1805 1805 1548 7.30357e-01 2.34574e-02 7.81369e-08 3.93888e-04 516 1809 1809 1551 1.36919e+00 1.71323e-02 7.49967e-08 4.51542e-04 517 1812 1812 1554 7.30357e-01 2.34574e-02 7.19828e-08 3.78059e-04 518 1816 1816 1557 1.36919e+00 1.71323e-02 6.90899e-08 4.33396e-04 519 1819 1819 1560 7.30357e-01 2.34574e-02 6.63134e-08 3.62865e-04 520 1823 1823 1563 1.36919e+00 1.71323e-02 6.36484e-08 4.15979e-04 521 1826 1826 1566 7.30357e-01 2.34574e-02 6.10905e-08 3.48283e-04 522 1830 1830 1569 1.36919e+00 1.71323e-02 5.86354e-08 3.99261e-04 523 1833 1833 1572 7.30357e-01 2.34574e-02 5.62790e-08 3.34286e-04 524 1837 1837 1575 1.36919e+00 1.71323e-02 5.40173e-08 3.83216e-04 525 1840 1840 1578 7.30357e-01 2.34574e-02 5.18464e-08 3.20852e-04 526 1844 1844 1581 1.36919e+00 1.71323e-02 4.97628e-08 3.67815e-04 527 1847 1847 1584 7.30357e-01 2.34574e-02 4.77630e-08 3.07957e-04 528 1851 1851 1587 1.36919e+00 1.71323e-02 4.58435e-08 3.53034e-04 529 1854 1854 1590 7.30357e-01 2.34574e-02 4.40012e-08 2.95581e-04 530 1858 1858 1593 1.36919e+00 1.71323e-02 4.22329e-08 3.38846e-04 531 1861 1861 1596 7.30357e-01 2.34574e-02 4.05356e-08 2.83703e-04 532 1865 1865 1599 1.36919e+00 1.71323e-02 3.89066e-08 3.25229e-04 533 1868 1868 1602 7.30357e-01 2.34574e-02 3.73430e-08 2.72301e-04 534 1872 1872 1605 1.36919e+00 1.71323e-02 3.58423e-08 3.12158e-04 535 1875 1875 1608 7.30357e-01 2.34574e-02 3.44019e-08 2.61358e-04 536 1879 1879 1611 1.36919e+00 1.71323e-02 3.30193e-08 2.99613e-04 537 1882 1882 1614 7.30357e-01 2.34574e-02 3.16924e-08 2.50855e-04 538 1886 1886 1617 1.36919e+00 1.71323e-02 3.04187e-08 2.87573e-04 539 1889 1889 1620 7.30357e-01 2.34574e-02 2.91963e-08 2.40773e-04 540 1893 1893 1623 1.36919e+00 1.71323e-02 2.80229e-08 2.76016e-04 541 1896 1896 1626 7.30357e-01 2.34574e-02 2.68967e-08 2.31097e-04 542 1900 1900 1629 1.36919e+00 1.71323e-02 2.58158e-08 2.64923e-04 543 1903 1903 1632 7.30357e-01 2.34574e-02 2.47783e-08 2.21810e-04 544 1907 1907 1635 1.36919e+00 1.71323e-02 2.37826e-08 2.54277e-04 545 1910 1910 1638 7.30357e-01 2.34574e-02 2.28268e-08 2.12896e-04 546 1914 1914 1641 1.36919e+00 1.71323e-02 2.19094e-08 2.44058e-04 547 1917 1917 1644 7.30357e-01 2.34574e-02 2.10289e-08 2.04340e-04 548 1921 1921 1647 1.36919e+00 1.71323e-02 2.01838e-08 2.34250e-04 549 1924 1924 1650 7.30357e-01 2.34574e-02 1.93727e-08 1.96128e-04 550 1928 1928 1653 1.36919e+00 1.71323e-02 1.85942e-08 2.24836e-04 551 1931 1931 1656 7.30357e-01 2.34574e-02 1.78469e-08 1.88246e-04 552 1935 1935 1659 1.36919e+00 1.71323e-02 1.71297e-08 2.15800e-04 553 1938 1938 1662 7.30357e-01 2.34574e-02 1.64413e-08 1.80681e-04 554 1942 1942 1665 1.36919e+00 1.71323e-02 1.57805e-08 2.07128e-04 555 1945 1945 1668 7.30357e-01 2.34574e-02 1.51463e-08 1.73420e-04 556 1949 1949 1671 1.36919e+00 1.71323e-02 1.45376e-08 1.98804e-04 557 1952 1952 1674 7.30357e-01 2.34574e-02 1.39534e-08 1.66451e-04 558 1956 1956 1677 1.36919e+00 1.71323e-02 1.33927e-08 1.90814e-04 559 1959 1959 1680 7.30357e-01 2.34574e-02 1.28544e-08 1.59761e-04 560 1963 1963 1683 1.36919e+00 1.71323e-02 1.23378e-08 1.83146e-04 561 1966 1966 1686 7.30357e-01 2.34574e-02 1.18420e-08 1.53341e-04 562 1970 1970 1689 1.36919e+00 1.71323e-02 1.13661e-08 1.75786e-04 563 1973 1973 1692 7.30357e-01 2.34574e-02 1.09093e-08 1.47178e-04 564 1977 1977 1695 1.36919e+00 1.71323e-02 1.04709e-08 1.68721e-04 565 1980 1980 1698 7.30357e-01 2.34574e-02 1.00501e-08 1.41264e-04 566 1984 1984 1701 1.36919e+00 1.71323e-02 9.64622e-09 1.61941e-04 567 1987 1987 1704 7.30357e-01 2.34574e-02 9.25856e-09 1.35587e-04 568 1991 1991 1707 1.36919e+00 1.71323e-02 8.88648e-09 1.55433e-04 569 1994 1994 1710 7.30357e-01 2.34574e-02 8.52935e-09 1.30138e-04 570 1998 1998 1713 1.36919e+00 1.71323e-02 8.18658e-09 1.49186e-04 571 2001 2001 1716 7.30357e-01 2.34574e-02 7.85758e-09 1.24908e-04 572 2005 2005 1719 1.36919e+00 1.71323e-02 7.54180e-09 1.43191e-04 573 2008 2008 1722 7.30357e-01 2.34574e-02 7.23871e-09 1.19888e-04 574 2012 2012 1725 1.36919e+00 1.71323e-02 6.94780e-09 1.37436e-04 575 2015 2015 1728 7.30357e-01 2.34574e-02 6.66859e-09 1.15070e-04 576 2019 2019 1731 1.36919e+00 1.71323e-02 6.40059e-09 1.31913e-04 577 2022 2022 1734 7.30357e-01 2.34574e-02 6.14337e-09 1.10446e-04 578 2026 2026 1737 1.36919e+00 1.71323e-02 5.89648e-09 1.26612e-04 579 2029 2029 1740 7.30357e-01 2.34574e-02 5.65951e-09 1.06007e-04 580 2033 2033 1743 1.36919e+00 1.71323e-02 5.43207e-09 1.21523e-04 581 2036 2036 1746 7.30357e-01 2.34574e-02 5.21377e-09 1.01747e-04 582 2040 2040 1749 1.36919e+00 1.71323e-02 5.00424e-09 1.16640e-04 583 2043 2043 1752 7.30357e-01 2.34574e-02 4.80313e-09 9.76578e-05 584 2047 2047 1755 1.36919e+00 1.71323e-02 4.61010e-09 1.11952e-04 585 2050 2050 1758 7.30357e-01 2.34574e-02 4.42483e-09 9.37332e-05 586 2054 2054 1761 1.36919e+00 1.71323e-02 4.24701e-09 1.07453e-04 587 2057 2057 1764 7.30357e-01 2.34574e-02 4.07633e-09 8.99663e-05 588 2061 2061 1767 1.36919e+00 1.71323e-02 3.91251e-09 1.03135e-04 589 2064 2064 1770 7.30357e-01 2.34574e-02 3.75528e-09 8.63507e-05 590 2068 2068 1773 1.36919e+00 1.71323e-02 3.60436e-09 9.89900e-05 591 2071 2071 1776 7.30357e-01 2.34574e-02 3.45951e-09 8.28805e-05 592 2075 2075 1779 1.36919e+00 1.71323e-02 3.32048e-09 9.50118e-05 593 2078 2078 1782 7.30357e-01 2.34574e-02 3.18704e-09 7.95497e-05 594 2082 2082 1785 1.36919e+00 1.71323e-02 3.05896e-09 9.11935e-05 595 2085 2085 1788 7.30357e-01 2.34574e-02 2.93603e-09 7.63528e-05 596 2089 2089 1791 1.36919e+00 1.71323e-02 2.81803e-09 8.75287e-05 597 2092 2092 1794 7.30357e-01 2.34574e-02 2.70478e-09 7.32843e-05 598 2096 2096 1797 1.36919e+00 1.71323e-02 2.59608e-09 8.40111e-05 599 2099 2099 1800 7.30357e-01 2.34574e-02 2.49175e-09 7.03392e-05 600 2103 2103 1803 1.36919e+00 1.71323e-02 2.39162e-09 8.06349e-05 601 2106 2106 1806 7.30357e-01 2.34574e-02 2.29550e-09 6.75124e-05 602 2110 2110 1809 1.36919e+00 1.71323e-02 2.20325e-09 7.73943e-05 603 2113 2113 1812 7.30357e-01 2.34574e-02 2.11471e-09 6.47993e-05 604 2117 2117 1815 1.36919e+00 1.71323e-02 2.02972e-09 7.42840e-05 605 2120 2120 1818 7.30357e-01 2.34574e-02 1.94815e-09 6.21951e-05 606 2124 2124 1821 1.36919e+00 1.71323e-02 1.86986e-09 7.12987e-05 607 2127 2127 1824 7.30357e-01 2.34574e-02 1.79471e-09 5.96956e-05 608 2131 2131 1827 1.36919e+00 1.71323e-02 1.72259e-09 6.84334e-05 609 2134 2134 1830 7.30357e-01 2.34574e-02 1.65336e-09 5.72966e-05 610 2138 2138 1833 1.36919e+00 1.71323e-02 1.58692e-09 6.56832e-05 Update direction smaller than progTol (9.82e-07 < 1.00e-06) norm(sol.x - x0) / (norm(x0) + norm(sol.x)) = 6.135360895383626e-7 sol.ϕ / sol.ϕ_trace[1] = 4.2862890912684574e-14 Running SPG... Number of objective function to store: 2 Using spectral projection : true Maximum number of iterations: 1000 SPG optimality tolerance: 1.00e-06 SPG progress tolerance: 1.00e-06 Line search: StrongWolfe{Float64} Iteration FunEvals GradEvals Projections Step Length alpha Function Val Opt Cond 0 0 0 0 0.00000e+00 0.00000e+00 3.94561e+04 1.64784e+03 1 13 13 6 3.20000e+01 6.37926e-05 2.95245e+04 1.31146e+03 2 16 16 9 1.00000e+00 1.23510e-02 5.80346e+03 3.01034e+02 3 19 19 12 1.00000e+00 1.28110e-02 2.60373e+03 1.74604e+02 4 22 22 15 1.00000e+00 1.97170e-02 1.16064e+03 1.02126e+02 5 25 25 18 1.00000e+00 3.21553e-02 6.41787e+02 1.86586e+02 6 33 33 21 4.03238e-01 2.92820e-02 3.93027e+02 5.30436e+01 7 36 36 24 1.00000e+00 1.18076e-02 3.27144e+02 4.74067e+01 8 39 39 27 1.00000e+00 3.82607e-02 1.99093e+02 3.10824e+01 9 47 47 30 5.11889e-01 9.24003e-02 1.51084e+02 6.42634e+01 10 54 54 33 2.48199e-01 4.72987e-02 1.22321e+02 1.61533e+01 11 57 57 36 1.00000e+00 1.17395e-02 1.14077e+02 1.53948e+01 12 60 60 39 1.00000e+00 4.95008e-02 8.87699e+01 1.23466e+01 13 67 67 42 3.19650e-01 1.76230e-01 7.73284e+01 3.55863e+01 14 74 74 45 2.07931e-01 5.63319e-02 6.85976e+01 1.07094e+01 15 77 77 48 1.00000e+00 1.17131e-02 6.59955e+01 1.05839e+01 16 80 80 51 1.00000e+00 5.78234e-02 5.55463e+01 9.97194e+00 17 87 87 54 1.88874e-01 3.24599e-01 5.02966e+01 2.56269e+01 18 94 94 57 1.90740e-01 6.13083e-02 4.57927e+01 9.25112e+00 19 97 97 60 1.00000e+00 1.16939e-02 4.44384e+01 9.14294e+00 20 100 100 63 1.00000e+00 6.19026e-02 3.83431e+01 8.57696e+00 21 107 107 66 1.34881e-01 4.70041e-01 3.51709e+01 2.03802e+01 22 114 114 69 1.84352e-01 6.33994e-02 3.23276e+01 7.93930e+00 23 117 117 72 1.00000e+00 1.16878e-02 3.14690e+01 7.84651e+00 24 120 120 75 1.00000e+00 6.36672e-02 2.74169e+01 7.34694e+00 25 127 127 78 1.11935e-01 5.74826e-01 2.52702e+01 1.69319e+01 26 134 134 81 1.81601e-01 6.43433e-02 2.33094e+01 6.79389e+00 27 137 137 84 1.00000e+00 1.16848e-02 2.27163e+01 6.71451e+00 28 140 140 87 1.00000e+00 6.44458e-02 1.98599e+01 6.28178e+00 29 147 147 90 1.02173e-01 6.33395e-01 1.83367e+01 1.43184e+01 30 154 154 93 1.80537e-01 6.47156e-02 1.69349e+01 5.80661e+00 31 157 157 96 1.00000e+00 1.16836e-02 1.65107e+01 5.73877e+00 32 162 162 99 2.00000e+00 6.47467e-02 1.26059e+01 4.99564e+00 33 169 169 102 3.10217e-02 6.58438e-01 1.21099e+01 5.05613e+00 34 172 172 105 1.00000e+00 2.04259e-02 1.16356e+01 5.27146e+00 35 175 175 108 1.00000e+00 1.92119e-02 1.11762e+01 4.85600e+00 36 178 178 111 1.00000e+00 1.81384e-02 1.07383e+01 4.61627e+00 37 181 181 114 1.00000e+00 1.92129e-02 1.03202e+01 4.52757e+00 38 184 184 117 1.00000e+00 2.33500e-02 9.89820e+00 4.86063e+00 39 187 187 120 1.00000e+00 2.50995e-02 9.56409e+00 7.33933e+00 40 190 190 123 1.00000e+00 1.81375e-02 9.13869e+00 5.97234e+00 41 193 193 126 1.00000e+00 1.34079e-02 8.74219e+00 4.17593e+00 42 196 196 129 1.00000e+00 1.49530e-02 8.46749e+00 4.11349e+00 43 199 199 132 1.00000e+00 5.00257e-02 7.71778e+00 4.03497e+00 44 206 206 135 1.26880e-01 1.51362e-01 7.41472e+00 3.83266e+00 45 209 209 138 1.00000e+00 1.92049e-02 7.12462e+00 3.75905e+00 46 212 212 141 1.00000e+00 2.04366e-02 6.84386e+00 3.68223e+00 47 215 215 144 1.00000e+00 2.18313e-02 6.57640e+00 4.22153e+00 48 218 218 147 1.00000e+00 2.04369e-02 6.32183e+00 4.40596e+00 49 221 221 150 1.00000e+00 1.71575e-02 6.06267e+00 3.46770e+00 50 224 224 153 1.00000e+00 1.63101e-02 5.83815e+00 3.41114e+00 51 227 227 156 1.00000e+00 2.18310e-02 5.59475e+00 3.33667e+00 52 230 230 159 1.00000e+00 3.82672e-02 5.37049e+00 6.65496e+00 53 237 237 162 4.16870e-01 2.94983e-02 5.03485e+00 3.16952e+00 54 240 240 165 1.00000e+00 1.22970e-02 4.90099e+00 3.13055e+00 55 243 243 168 1.00000e+00 5.08140e-02 4.42523e+00 2.97147e+00 56 250 250 171 1.13326e-01 4.48393e-01 4.14868e+00 5.84894e+00 57 257 257 174 2.41996e-01 5.08147e-02 3.88943e+00 2.78580e+00 58 260 260 177 1.00000e+00 1.22970e-02 3.78603e+00 2.75154e+00 59 263 263 180 1.00000e+00 5.08149e-02 3.41851e+00 2.61172e+00 60 270 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2.41992e-01 5.08155e-02 7.46774e-06 3.86016e-03 262 1280 1280 789 1.00000e+00 1.22969e-02 7.26922e-06 3.81269e-03 263 1283 1283 792 1.00000e+00 5.08155e-02 6.56361e-06 3.61895e-03 264 1290 1290 795 1.13301e-01 4.48501e-01 6.15347e-06 7.12312e-03 265 1297 1297 798 2.41992e-01 5.08155e-02 5.76895e-06 3.39281e-03 266 1300 1300 801 1.00000e+00 1.22969e-02 5.61559e-06 3.35109e-03 267 1303 1303 804 1.00000e+00 5.08155e-02 5.07050e-06 3.18080e-03 268 1310 1310 807 1.13301e-01 4.48501e-01 4.75366e-06 6.26072e-03 269 1317 1317 810 2.41992e-01 5.08155e-02 4.45661e-06 2.98204e-03 270 1320 1320 813 1.00000e+00 1.22969e-02 4.33814e-06 2.94537e-03 271 1323 1323 816 1.00000e+00 5.08155e-02 3.91705e-06 2.79570e-03 272 1330 1330 819 1.13301e-01 4.48501e-01 3.67228e-06 5.50273e-03 273 1337 1337 822 2.41992e-01 5.08155e-02 3.44281e-06 2.62100e-03 274 1340 1340 825 1.00000e+00 1.22969e-02 3.35129e-06 2.58877e-03 275 1343 1343 828 1.00000e+00 5.08155e-02 3.02599e-06 2.45722e-03 276 1350 1350 831 1.13301e-01 4.48501e-01 2.83690e-06 4.83651e-03 277 1357 1357 834 2.41992e-01 5.08155e-02 2.65963e-06 2.30367e-03 278 1360 1360 837 1.00000e+00 1.22969e-02 2.58893e-06 2.27535e-03 279 1363 1363 840 1.00000e+00 5.08155e-02 2.33763e-06 2.15972e-03 280 1370 1370 843 1.13301e-01 4.48501e-01 2.19155e-06 4.25095e-03 281 1377 1377 846 2.41992e-01 5.08155e-02 2.05461e-06 2.02477e-03 282 1380 1380 849 1.00000e+00 1.22969e-02 1.99999e-06 1.99987e-03 283 1383 1383 852 1.00000e+00 5.08155e-02 1.80586e-06 1.89824e-03 284 1390 1390 855 1.13301e-01 4.48501e-01 1.69301e-06 3.73629e-03 285 1397 1397 858 2.41992e-01 5.08155e-02 1.58722e-06 1.77963e-03 286 1400 1400 861 1.00000e+00 1.22969e-02 1.54503e-06 1.75774e-03 287 1403 1403 864 1.00000e+00 5.08155e-02 1.39505e-06 1.66842e-03 288 1410 1410 867 1.13301e-01 4.48501e-01 1.30788e-06 3.28393e-03 289 1417 1417 870 2.41992e-01 5.08155e-02 1.22615e-06 1.56417e-03 290 1420 1420 873 1.00000e+00 1.22969e-02 1.19356e-06 1.54493e-03 291 1423 1423 876 1.00000e+00 5.08155e-02 1.07770e-06 1.46643e-03 292 1430 1430 879 1.13301e-01 4.48501e-01 1.01036e-06 2.88635e-03 293 1437 1437 882 2.41992e-01 5.08155e-02 9.47225e-07 1.37479e-03 294 1440 1440 885 1.00000e+00 1.22969e-02 9.22045e-07 1.35789e-03 295 1443 1443 888 1.00000e+00 5.08155e-02 8.32544e-07 1.28889e-03 296 1450 1450 891 1.13301e-01 4.48501e-01 7.80521e-07 2.53689e-03 297 1457 1457 894 2.41992e-01 5.08155e-02 7.31748e-07 1.20835e-03 298 1460 1460 897 1.00000e+00 1.22969e-02 7.12295e-07 1.19349e-03 299 1463 1463 900 1.00000e+00 5.08155e-02 6.43155e-07 1.13284e-03 300 1470 1470 903 1.13301e-01 4.48501e-01 6.02965e-07 2.22975e-03 301 1477 1477 906 2.41992e-01 5.08155e-02 5.65287e-07 1.06205e-03 302 1480 1480 909 1.00000e+00 1.22969e-02 5.50260e-07 1.04899e-03 303 1483 1483 912 1.00000e+00 5.08155e-02 4.96848e-07 9.95686e-04 304 1490 1490 915 1.13301e-01 4.48501e-01 4.65801e-07 1.95979e-03 305 1497 1497 918 2.41992e-01 5.08155e-02 4.36694e-07 9.33468e-04 306 1500 1500 921 1.00000e+00 1.22969e-02 4.25085e-07 9.21989e-04 307 1503 1503 924 1.00000e+00 5.08155e-02 3.83823e-07 8.75138e-04 308 1510 1510 927 1.13301e-01 4.48501e-01 3.59839e-07 1.72252e-03 309 1517 1517 930 2.41992e-01 5.08155e-02 3.37354e-07 8.20452e-04 310 1520 1520 933 1.00000e+00 1.22969e-02 3.28386e-07 8.10363e-04 311 1523 1523 936 1.00000e+00 5.08155e-02 2.96510e-07 7.69184e-04 312 1530 1530 939 1.13301e-01 4.48501e-01 2.77982e-07 1.51397e-03 313 1537 1537 942 2.41992e-01 5.08155e-02 2.60611e-07 7.21120e-04 314 1540 1540 945 1.00000e+00 1.22969e-02 2.53683e-07 7.12252e-04 315 1543 1543 948 1.00000e+00 5.08155e-02 2.29059e-07 6.76059e-04 316 1550 1550 951 1.13301e-01 4.48501e-01 2.14746e-07 1.33068e-03 317 1557 1557 954 2.41992e-01 5.08156e-02 2.01327e-07 6.33813e-04 318 1560 1560 957 1.00000e+00 1.22969e-02 1.95975e-07 6.26019e-04 319 1563 1563 960 1.00000e+00 5.08156e-02 1.76952e-07 5.94208e-04 320 1570 1570 963 1.13301e-01 4.48501e-01 1.65895e-07 1.16957e-03 321 1577 1577 966 2.41992e-01 5.08156e-02 1.55528e-07 5.57077e-04 322 1580 1580 969 1.00000e+00 1.22969e-02 1.51394e-07 5.50227e-04 323 1583 1583 972 1.00000e+00 5.08156e-02 1.36698e-07 5.22267e-04 324 1590 1590 975 1.13301e-01 4.48501e-01 1.28156e-07 1.02797e-03 325 1597 1597 978 2.41992e-01 5.08156e-02 1.20148e-07 4.89632e-04 326 1600 1600 981 1.00000e+00 1.22969e-02 1.16954e-07 4.83611e-04 327 1603 1603 984 1.00000e+00 5.08156e-02 1.05602e-07 4.59036e-04 328 1610 1610 987 1.13301e-01 4.48501e-01 9.90031e-08 9.03513e-04 329 1617 1617 990 2.41992e-01 5.08155e-02 9.28166e-08 4.30352e-04 330 1620 1620 993 1.00000e+00 1.22969e-02 9.03492e-08 4.25060e-04 331 1623 1623 996 1.00000e+00 5.08155e-02 8.15792e-08 4.03460e-04 332 1630 1630 999 1.13301e-01 4.48501e-01 7.64816e-08 7.94124e-04 333 1637 1637 1002 2.41992e-01 5.08155e-02 7.17024e-08 3.78249e-04 334 1640 1640 1005 1.00000e+00 1.22969e-02 6.97963e-08 3.73597e-04 335 1643 1643 1008 1.00000e+00 5.08156e-02 6.30214e-08 3.54613e-04 336 1650 1650 1011 1.13301e-01 4.48501e-01 5.90833e-08 6.97979e-04 337 1657 1657 1014 2.41992e-01 5.08156e-02 5.53913e-08 3.32454e-04 338 1660 1660 1017 1.00000e+00 1.22969e-02 5.39188e-08 3.28366e-04 339 1663 1663 1020 1.00000e+00 5.08156e-02 4.86851e-08 3.11680e-04 340 1670 1670 1023 1.13301e-01 4.48501e-01 4.56429e-08 6.13475e-04 341 1677 1677 1026 2.41992e-01 5.08155e-02 4.27907e-08 2.92204e-04 342 1680 1680 1029 1.00000e+00 1.22969e-02 4.16532e-08 2.88610e-04 343 1683 1683 1032 1.00000e+00 5.08155e-02 3.76100e-08 2.73944e-04 344 1690 1690 1035 1.13301e-01 4.48501e-01 3.52599e-08 5.39201e-04 345 1697 1697 1038 2.41992e-01 5.08156e-02 3.30566e-08 2.56826e-04 346 1700 1700 1041 1.00000e+00 1.22969e-02 3.21778e-08 2.53668e-04 347 1703 1703 1044 1.00000e+00 5.08156e-02 2.90544e-08 2.40778e-04 348 1710 1710 1047 1.13301e-01 4.48501e-01 2.72389e-08 4.73920e-04 349 1717 1717 1050 2.41992e-01 5.08156e-02 2.55368e-08 2.25732e-04 350 1720 1720 1053 1.00000e+00 1.22969e-02 2.48579e-08 2.22956e-04 351 1723 1723 1056 1.00000e+00 5.08156e-02 2.24450e-08 2.11627e-04 352 1730 1730 1059 1.13301e-01 4.48501e-01 2.10425e-08 4.16542e-04 353 1737 1737 1062 2.41992e-01 5.08156e-02 1.97276e-08 1.98403e-04 354 1740 1740 1065 1.00000e+00 1.22969e-02 1.92032e-08 1.95963e-04 355 1743 1743 1068 1.00000e+00 5.08156e-02 1.73392e-08 1.86005e-04 356 1750 1750 1071 1.13301e-01 4.48501e-01 1.62557e-08 3.66111e-04 357 1757 1757 1074 2.41992e-01 5.08156e-02 1.52399e-08 1.74382e-04 358 1760 1760 1077 1.00000e+00 1.22969e-02 1.48348e-08 1.72238e-04 359 1763 1763 1080 1.00000e+00 5.08156e-02 1.33948e-08 1.63485e-04 360 1770 1770 1083 1.13301e-01 4.48501e-01 1.25578e-08 3.21786e-04 361 1777 1777 1086 2.41992e-01 5.08156e-02 1.17731e-08 1.53269e-04 362 1780 1780 1089 1.00000e+00 1.22969e-02 1.14601e-08 1.51385e-04 363 1783 1783 1092 1.00000e+00 5.08156e-02 1.03477e-08 1.43692e-04 364 1790 1790 1095 1.13301e-01 4.48501e-01 9.70110e-09 2.82827e-04 365 1797 1797 1098 2.41992e-01 5.08155e-02 9.09490e-09 1.34713e-04 366 1800 1800 1101 1.00000e+00 1.22969e-02 8.85313e-09 1.33056e-04 367 1803 1803 1104 1.00000e+00 5.08155e-02 7.99378e-09 1.26295e-04 368 1810 1810 1107 1.13301e-01 4.48501e-01 7.49427e-09 2.48585e-04 369 1817 1817 1110 2.41992e-01 5.08155e-02 7.02597e-09 1.18403e-04 370 1820 1820 1113 1.00000e+00 1.22969e-02 6.83919e-09 1.16947e-04 371 1823 1823 1116 1.00000e+00 5.08155e-02 6.17533e-09 1.11005e-04 372 1830 1830 1119 1.13301e-01 4.48501e-01 5.78945e-09 2.18489e-04 373 1837 1837 1122 2.41992e-01 5.08156e-02 5.42768e-09 1.04068e-04 374 1840 1840 1125 1.00000e+00 1.22969e-02 5.28339e-09 1.02788e-04 375 1843 1843 1128 1.00000e+00 5.08156e-02 4.77055e-09 9.75651e-05 376 1850 1850 1131 1.13301e-01 4.48501e-01 4.47245e-09 1.92036e-04 377 1857 1857 1134 2.41992e-01 5.08156e-02 4.19297e-09 9.14685e-05 378 1860 1860 1137 1.00000e+00 1.22969e-02 4.08151e-09 9.03437e-05 379 1863 1863 1140 1.00000e+00 5.08156e-02 3.68533e-09 8.57529e-05 380 1870 1870 1143 1.13301e-01 4.48501e-01 3.45504e-09 1.68786e-04 381 1877 1877 1146 2.41992e-01 5.08156e-02 3.23914e-09 8.03944e-05 382 1880 1880 1149 1.00000e+00 1.22969e-02 3.15303e-09 7.94058e-05 Step size: 9.89e-07 below progTol: 1.00e-06 norm(sol.x - x0) / (norm(x0) + norm(sol.x)) = 8.706476179534468e-7 sol.ϕ / sol.ϕ_trace[1] = 7.991249739448033e-14 Test Summary: | Pass Total Time SPG | 6 6 24.9s WARNING: Method definition proj(Any) in module Main at /home/pkgeval/.julia/packages/SlimOptim/jaZj3/test/test_spg.jl:9 overwritten at /home/pkgeval/.julia/packages/SlimOptim/jaZj3/test/test_pqn.jl:10. WARNING: Method definition obj(Any) in module Main at /home/pkgeval/.julia/packages/SlimOptim/jaZj3/test/test_spg.jl:18 overwritten at /home/pkgeval/.julia/packages/SlimOptim/jaZj3/test/test_pqn.jl:19. Running PQN... Number of L-BFGS Corrections to store: 100 Spectral initialization of SPG: 1 Maximum number of SPG iterations: 100 SPG optimality tolerance: 1.00e-06 SPG progress tolerance: 1.00e-07 PQN optimality tolerance: 0.00e+00 PQN progress tolerance: 0.00e+00 Quadratic initialization of line search: 0 Maximum number of iterations: 100 Line search: BackTracking{Float64, Int64} Iteration FunEvals GradEvals Projections Step Length Function Val Opt Cond 0 0 0 0 0.00000e+00 3.72552e+04 1.60398e+03 1 4 4 6 1.00000e-02 7.27609e+03 1.60398e+03 2 5 5 28 1.00000e+00 2.59578e+03 3.40796e+02 3 6 6 60 1.00000e+00 8.50544e+02 1.89139e+02 4 7 7 102 1.00000e+00 3.77911e+02 8.25216e+01 5 8 8 152 1.00000e+00 2.20404e+02 4.15101e+01 6 9 9 210 1.00000e+00 1.62127e+02 3.84627e+01 7 10 10 274 1.00000e+00 1.01395e+02 2.03041e+01 8 11 11 346 1.00000e+00 7.30159e+01 1.39658e+01 9 12 12 438 1.00000e+00 4.17763e+01 1.08232e+01 10 14 14 534 4.62828e-01 3.20978e+01 1.17579e+01 11 15 15 668 1.00000e+00 2.42601e+01 1.25643e+01 12 16 16 804 1.00000e+00 1.88324e+01 6.46870e+00 13 17 17 986 1.00000e+00 1.09096e+01 6.40608e+00 14 18 18 1148 1.00000e+00 4.87860e+00 5.47791e+00 15 19 19 1352 1.00000e+00 4.53055e-01 1.59506e+01 16 20 20 1556 1.00000e+00 4.33508e-02 2.22173e+00 17 21 21 1690 1.00000e+00 2.83397e-04 7.06669e-01 18 22 22 1802 1.00000e+00 7.48618e-06 6.69119e-02 19 23 23 1924 1.00000e+00 2.57934e-08 1.39636e-02 20 24 24 1990 1.00000e+00 3.75304e-10 7.56537e-04 21 25 25 2026 1.00000e+00 4.60735e-11 7.08091e-05 22 26 26 2056 1.00000e+00 1.72606e-11 1.05186e-05 23 27 27 2068 1.00000e+00 1.74364e-12 5.86497e-06 24 28 28 2090 1.00000e+00 1.63984e-13 3.07397e-06 25 30 30 2106 4.26591e-01 7.13724e-15 1.26934e-06 26 31 31 2114 1.00000e+00 3.79413e-15 4.29169e-07 27 32 32 2122 1.00000e+00 1.87674e-15 2.77840e-07 28 33 33 2130 1.00000e+00 1.58220e-15 7.89746e-08 29 34 34 2138 1.00000e+00 1.31798e-15 5.56815e-08 30 35 35 2146 1.00000e+00 5.25534e-16 5.10309e-08 31 37 37 2154 3.62234e-01 3.30770e-16 3.19879e-08 32 39 39 2162 3.13254e-01 2.13369e-16 5.70219e-08 33 40 40 2170 1.00000e+00 1.77962e-16 2.04428e-08 34 41 41 2178 1.00000e+00 1.18803e-16 1.88124e-08 35 42 42 2186 1.00000e+00 6.54132e-17 1.53242e-08 36 44 44 2194 1.48430e-01 2.94631e-17 7.69512e-08 37 45 45 2202 1.00000e+00 1.13228e-17 5.53547e-08 38 46 46 2210 1.00000e+00 5.39639e-18 4.74573e-09 39 48 48 2218 1.85067e-01 4.09933e-18 1.06087e-08 40 49 49 2226 1.00000e+00 3.08674e-18 6.88658e-09 41 50 50 2234 1.00000e+00 2.50059e-18 2.45663e-09 42 51 51 2242 1.00000e+00 1.70480e-18 3.45210e-09 43 52 52 2250 1.00000e+00 1.21353e-18 1.81749e-09 44 54 54 2258 3.20650e-01 6.78253e-19 4.31049e-09 45 55 55 2266 1.00000e+00 5.87992e-19 1.15390e-09 46 56 56 2274 1.00000e+00 3.94524e-19 1.08419e-09 47 57 57 2282 1.00000e+00 3.52572e-20 8.86471e-10 48 61 61 2290 1.00000e-03 3.51838e-20 1.36322e-09 49 62 62 2298 1.00000e+00 5.51396e-21 1.36816e-09 50 63 63 2306 1.00000e+00 4.14597e-21 2.01794e-10 51 64 64 2314 1.00000e+00 3.62875e-21 9.06084e-11 52 65 65 2322 1.00000e+00 2.00350e-21 8.51710e-11 53 66 66 2330 1.00000e+00 4.23116e-22 6.32205e-11 54 68 68 2338 2.03433e-01 2.31144e-22 2.12026e-10 55 69 69 2346 1.00000e+00 3.28821e-24 1.62288e-10 56 70 70 2354 1.00000e+00 1.93196e-24 5.75540e-12 57 71 71 2362 1.00000e+00 1.42431e-24 3.18323e-12 58 72 72 2370 1.00000e+00 1.18905e-24 1.65734e-12 59 73 73 2378 1.00000e+00 8.96985e-25 1.53655e-12 60 74 74 2386 1.00000e+00 2.66124e-25 1.33582e-12 61 76 76 2394 1.48745e-01 1.80525e-25 1.62004e-12 62 77 77 2402 1.00000e+00 1.45024e-25 1.02318e-12 63 78 78 2410 1.00000e+00 1.18701e-25 5.32907e-13 64 79 79 2418 1.00000e+00 8.51418e-26 4.83169e-13 65 80 80 2426 1.00000e+00 4.61531e-26 5.11591e-13 66 82 82 2434 2.84970e-01 3.50144e-26 5.68434e-13 67 83 83 2442 1.00000e+00 2.75912e-26 3.41061e-13 68 84 84 2450 1.00000e+00 1.97909e-26 2.34479e-13 69 85 85 2458 1.00000e+00 4.55962e-28 1.98952e-13 70 86 86 2466 1.00000e+00 0.00000e+00 3.01981e-14 71 87 87 2474 1.00000e+00 0.00000e+00 0.00000e+00 72 89 89 2482 1.00000e+00 0.00000e+00 0.00000e+00 73 91 91 2490 1.00000e+00 0.00000e+00 0.00000e+00 74 93 93 2498 1.00000e+00 0.00000e+00 0.00000e+00 75 95 95 2506 1.00000e+00 0.00000e+00 0.00000e+00 76 97 97 2514 1.00000e+00 0.00000e+00 0.00000e+00 77 99 99 2522 1.00000e+00 0.00000e+00 0.00000e+00 78 101 101 2530 1.00000e+00 0.00000e+00 0.00000e+00 79 103 103 2538 1.00000e+00 0.00000e+00 0.00000e+00 80 105 105 2546 1.00000e+00 0.00000e+00 0.00000e+00 81 107 107 2554 1.00000e+00 0.00000e+00 0.00000e+00 82 109 109 2562 1.00000e+00 0.00000e+00 0.00000e+00 83 111 111 2570 1.00000e+00 0.00000e+00 0.00000e+00 84 113 113 2578 1.00000e+00 0.00000e+00 0.00000e+00 85 115 115 2586 1.00000e+00 0.00000e+00 0.00000e+00 86 117 117 2594 1.00000e+00 0.00000e+00 0.00000e+00 87 119 119 2602 1.00000e+00 0.00000e+00 0.00000e+00 88 121 121 2610 1.00000e+00 0.00000e+00 0.00000e+00 89 123 123 2618 1.00000e+00 0.00000e+00 0.00000e+00 90 125 125 2626 1.00000e+00 0.00000e+00 0.00000e+00 91 127 127 2634 1.00000e+00 0.00000e+00 0.00000e+00 92 129 129 2642 1.00000e+00 0.00000e+00 0.00000e+00 93 131 131 2650 1.00000e+00 0.00000e+00 0.00000e+00 94 133 133 2658 1.00000e+00 0.00000e+00 0.00000e+00 95 135 135 2666 1.00000e+00 0.00000e+00 0.00000e+00 96 137 137 2674 1.00000e+00 0.00000e+00 0.00000e+00 97 139 139 2682 1.00000e+00 0.00000e+00 0.00000e+00 98 141 141 2690 1.00000e+00 0.00000e+00 0.00000e+00 99 143 143 2698 1.00000e+00 0.00000e+00 0.00000e+00 100 145 145 2706 1.00000e+00 0.00000e+00 0.00000e+00 Running PQN... Number of L-BFGS Corrections to store: 100 Spectral initialization of SPG: 1 Maximum number of SPG iterations: 100 SPG optimality tolerance: 1.00e-06 SPG progress tolerance: 1.00e-07 PQN optimality tolerance: 0.00e+00 PQN progress tolerance: 0.00e+00 Quadratic initialization of line search: 1 Maximum number of iterations: 100 Line search: BackTracking{Float64, Int64} Iteration FunEvals GradEvals Projections Step Length Function Val Opt Cond 0 0 0 0 0.00000e+00 3.70231e+04 1.64784e+03 1 4 4 6 1.00000e-02 7.31798e+03 1.64784e+03 2 5 5 28 1.00000e+00 2.86107e+03 3.26587e+02 3 6 6 60 1.00000e+00 9.37244e+02 1.91406e+02 4 7 7 108 1.00000e+00 3.88228e+02 8.89608e+01 5 8 8 154 1.00000e+00 2.21379e+02 4.48482e+01 6 9 9 206 1.00000e+00 1.56736e+02 5.33624e+01 7 10 10 268 1.00000e+00 1.04949e+02 1.99362e+01 8 11 11 332 1.00000e+00 7.73761e+01 1.47842e+01 9 12 12 424 1.00000e+00 4.87259e+01 1.09228e+01 10 13 13 540 1.00000e+00 4.18456e+01 1.09404e+01 11 14 14 628 5.89858e-01 3.11348e+01 2.04376e+01 12 15 15 740 1.00000e+00 2.22271e+01 1.20741e+01 13 16 16 872 1.00000e+00 1.85597e+01 6.15320e+00 14 17 17 1000 6.22431e-01 1.24283e+01 5.44956e+00 15 18 18 1150 6.18498e-01 4.11701e+00 4.67631e+00 16 20 20 1330 4.15322e-01 1.09026e+00 9.09528e+00 17 21 21 1534 1.00000e+00 6.30046e-02 5.30732e+00 18 22 22 1642 1.00000e+00 4.21427e-03 7.72360e-01 19 23 23 1818 1.00000e+00 1.00328e-04 1.76321e-01 20 24 24 1974 1.00000e+00 3.25879e-05 5.75576e-02 21 25 25 2104 1.00000e+00 8.86620e-07 4.06375e-02 22 26 26 2158 1.00000e+00 4.62966e-08 5.04903e-03 23 27 27 2198 1.00000e+00 1.02223e-09 1.12201e-03 24 28 28 2234 1.00000e+00 3.82684e-11 1.91782e-04 25 29 29 2244 1.00000e+00 2.04841e-11 2.08898e-05 26 30 30 2262 1.00000e+00 1.28423e-11 6.33402e-06 27 31 31 2270 8.15423e-01 2.17225e-12 5.06528e-06 28 32 32 2282 1.00000e+00 3.67569e-13 2.06209e-06 29 33 33 2300 1.00000e+00 1.44772e-13 2.12357e-06 30 34 34 2308 1.00000e+00 8.24062e-14 2.13628e-06 31 35 35 2316 7.86360e-01 8.00577e-15 3.09285e-06 32 36 36 2324 1.00000e+00 3.10397e-15 7.73082e-07 33 37 37 2332 1.00000e+00 3.51833e-16 1.53436e-07 34 38 38 2340 1.00000e+00 2.00795e-17 8.43838e-08 35 40 40 2348 4.66069e-01 4.06735e-18 1.24204e-08 36 41 41 2356 1.00000e+00 1.88164e-18 5.63546e-09 37 42 42 2364 1.00000e+00 1.12222e-18 2.41251e-09 38 43 43 2372 1.00000e+00 5.99830e-19 2.60457e-09 39 44 44 2380 1.00000e+00 3.11532e-19 1.05824e-09 40 46 46 2388 2.73696e-01 2.27208e-19 1.35046e-09 41 47 47 2396 1.00000e+00 1.79707e-19 7.23901e-10 42 48 48 2404 1.00000e+00 1.27562e-19 5.95831e-10 43 49 49 2412 8.81837e-01 5.30856e-20 7.36691e-10 44 51 51 2420 4.40009e-01 3.49647e-20 8.73968e-10 45 52 52 2428 7.70000e-01 2.66745e-20 6.96630e-10 46 53 53 2436 8.54461e-01 1.62371e-20 1.15335e-09 47 54 54 2444 1.00000e+00 1.44179e-20 2.15152e-10 48 55 55 2452 7.06943e-01 1.10120e-20 1.69793e-10 49 56 56 2460 3.12972e-01 5.26147e-21 1.48376e-10 50 57 57 2468 1.00000e+00 3.95295e-22 1.02528e-10 51 60 60 2476 1.00000e-02 3.93229e-22 1.62856e-10 52 61 61 2484 5.61850e-03 3.88822e-22 1.64647e-10 53 62 62 2492 1.20416e-02 3.80076e-22 1.63709e-10 54 63 63 2500 2.38773e-02 3.62698e-22 1.61833e-10 55 64 64 2508 5.03784e-02 3.28614e-22 1.58082e-10 56 65 65 2516 1.08577e-01 2.63988e-22 1.50408e-10 57 66 66 2524 2.56223e-01 1.50493e-22 1.34719e-10 58 67 67 2532 7.92375e-01 9.54921e-24 1.01466e-10 59 68 68 2540 1.00000e+00 4.73968e-25 2.42153e-11 60 69 69 2548 1.00000e+00 3.60290e-25 1.42109e-12 61 70 70 2556 1.00000e+00 2.85683e-25 8.43769e-13 62 71 71 2564 4.41288e-01 1.59363e-25 7.54952e-13 63 72 72 2572 8.89216e-01 5.67365e-26 5.61329e-13 64 74 74 2580 1.61332e-01 1.07175e-26 1.70530e-12 65 75 75 2588 1.00000e+00 8.07951e-27 5.11591e-13 66 76 76 2596 1.00000e+00 6.87256e-27 1.27898e-13 67 77 77 2604 1.75620e-01 4.60064e-27 1.17240e-13 68 78 78 2612 4.93827e-01 1.15016e-27 9.59233e-14 69 79 79 2620 1.00000e+00 0.00000e+00 4.79616e-14 70 80 80 2628 1.00000e+00 0.00000e+00 0.00000e+00 71 82 82 2636 1.00000e+00 0.00000e+00 0.00000e+00 72 84 84 2644 1.00000e+00 0.00000e+00 0.00000e+00 73 86 86 2652 1.00000e+00 0.00000e+00 0.00000e+00 74 88 88 2660 1.00000e+00 0.00000e+00 0.00000e+00 75 90 90 2668 1.00000e+00 0.00000e+00 0.00000e+00 76 92 92 2676 1.00000e+00 0.00000e+00 0.00000e+00 77 94 94 2684 1.00000e+00 0.00000e+00 0.00000e+00 78 96 96 2692 1.00000e+00 0.00000e+00 0.00000e+00 79 98 98 2700 1.00000e+00 0.00000e+00 0.00000e+00 80 100 100 2708 1.00000e+00 0.00000e+00 0.00000e+00 81 102 102 2716 1.00000e+00 0.00000e+00 0.00000e+00 82 104 104 2724 1.00000e+00 0.00000e+00 0.00000e+00 83 106 106 2732 1.00000e+00 0.00000e+00 0.00000e+00 84 108 108 2740 1.00000e+00 0.00000e+00 0.00000e+00 85 110 110 2748 1.00000e+00 0.00000e+00 0.00000e+00 86 112 112 2756 1.00000e+00 0.00000e+00 0.00000e+00 87 114 114 2764 1.00000e+00 0.00000e+00 0.00000e+00 88 116 116 2772 1.00000e+00 0.00000e+00 0.00000e+00 89 118 118 2780 1.00000e+00 0.00000e+00 0.00000e+00 90 120 120 2788 1.00000e+00 0.00000e+00 0.00000e+00 91 122 122 2796 1.00000e+00 0.00000e+00 0.00000e+00 92 124 124 2804 1.00000e+00 0.00000e+00 0.00000e+00 93 126 126 2812 1.00000e+00 0.00000e+00 0.00000e+00 94 128 128 2820 1.00000e+00 0.00000e+00 0.00000e+00 95 130 130 2828 1.00000e+00 0.00000e+00 0.00000e+00 96 132 132 2836 1.00000e+00 0.00000e+00 0.00000e+00 97 134 134 2844 1.00000e+00 0.00000e+00 0.00000e+00 98 136 136 2852 1.00000e+00 0.00000e+00 0.00000e+00 99 138 138 2860 1.00000e+00 0.00000e+00 0.00000e+00 100 140 140 2868 1.00000e+00 0.00000e+00 0.00000e+00 Running PQN... Number of L-BFGS Corrections to store: 100 Spectral initialization of SPG: 1 Maximum number of SPG iterations: 100 SPG optimality tolerance: 1.00e-06 SPG progress tolerance: 1.00e-07 PQN optimality tolerance: 0.00e+00 PQN progress tolerance: 0.00e+00 Quadratic initialization of line search: 0 Maximum number of iterations: 100 Line search: HagerZhang{Float64, Base.RefValue{Bool}} Iteration FunEvals GradEvals Projections Step Length Function Val Opt Cond 0 0 0 0 0.00000e+00 3.94561e+04 1.64784e+03 1 3 3 6 1.23510e-02 6.70463e+03 1.64784e+03 2 6 6 30 1.81985e+00 1.87155e+03 3.24912e+02 3 9 9 60 1.35947e+00 7.26218e+02 1.22835e+02 4 12 12 98 1.57215e+00 3.40507e+02 9.55017e+01 5 15 15 148 1.51451e+00 1.84142e+02 5.02298e+01 6 18 18 212 1.68829e+00 1.15494e+02 2.21711e+01 7 21 21 276 1.74781e+00 8.00592e+01 1.63869e+01 8 24 24 342 2.44308e+00 5.35510e+01 1.31579e+01 9 27 27 418 3.16049e+00 2.45754e+01 1.02271e+01 10 30 30 552 3.84175e+00 1.13493e-10 7.07966e+00 11 32 32 578 8.95109e-01 2.50594e-12 3.53554e-05 12 34 34 586 9.51886e-01 4.37376e-13 3.57628e-06 13 36 36 594 9.89049e-01 1.29607e-13 4.53137e-06 14 39 39 602 1.07094e+00 6.80279e-14 9.73895e-07 15 42 42 610 1.28715e+00 4.72788e-14 4.97994e-07 16 45 45 618 1.05284e+00 3.46369e-14 3.80820e-07 17 48 48 626 1.31143e+00 2.53741e-14 3.08191e-07 18 50 50 634 8.75632e-01 1.93237e-14 3.41343e-07 19 52 52 642 6.78555e-01 1.69140e-14 2.37005e-07 20 55 55 650 1.48591e+00 1.19570e-14 5.73782e-07 21 58 58 658 1.39376e+00 9.18123e-15 2.78863e-07 22 61 61 666 1.29155e+00 6.74065e-15 1.94440e-07 23 63 63 674 9.82038e-01 5.16633e-15 1.98045e-07 24 66 66 682 2.26395e+00 2.96344e-15 1.45867e-07 25 68 68 690 3.92349e-01 1.98113e-15 1.92171e-07 26 71 71 698 2.20292e+00 1.51971e-15 6.20466e-08 27 73 73 706 9.00355e-01 1.08182e-15 1.00232e-07 28 76 76 714 1.73041e+00 7.25728e-16 1.25093e-07 29 79 79 722 1.21876e+00 4.95823e-16 9.65653e-08 30 81 81 730 8.90286e-01 3.78620e-16 4.85573e-08 31 84 84 738 1.87195e+00 2.56469e-16 3.31966e-08 32 86 86 746 6.05609e-01 1.77952e-16 8.28013e-08 33 88 88 754 9.85373e-01 1.35683e-16 3.22098e-08 34 90 90 762 7.64288e-01 1.04983e-16 1.71366e-08 35 92 92 770 8.84812e-01 7.68597e-17 2.71860e-08 36 95 95 778 1.44432e+00 5.58498e-17 3.14617e-08 37 98 98 786 1.10044e+00 4.18326e-17 1.58646e-08 38 101 101 794 1.25359e+00 3.20749e-17 1.27055e-08 39 104 104 802 1.12128e+00 2.41791e-17 1.21688e-08 40 107 107 810 1.09069e+00 1.85770e-17 1.01519e-08 41 110 110 818 1.37423e+00 1.36882e-17 8.82852e-09 42 113 113 826 1.11438e+00 9.65703e-18 9.12166e-09 43 115 115 834 9.93483e-01 7.47877e-18 6.50948e-09 44 118 118 842 1.46521e+00 5.56662e-18 5.33078e-09 45 121 121 850 1.16074e+00 3.53329e-18 1.23973e-08 46 123 123 858 8.80826e-01 2.59972e-18 5.27032e-09 47 126 126 866 1.93016e+00 1.90259e-18 2.52999e-09 48 128 128 874 7.24652e-01 1.39628e-18 5.29980e-09 49 131 131 882 1.32460e+00 1.04317e-18 2.63827e-09 50 134 134 890 1.17945e+00 8.07679e-19 2.09866e-09 51 137 137 898 1.34145e+00 5.94232e-19 1.92938e-09 52 139 139 906 9.32127e-01 4.48183e-19 2.34309e-09 53 142 142 914 1.33988e+00 3.39450e-19 1.44030e-09 54 145 145 922 1.34432e+00 2.20486e-19 2.82171e-09 55 148 148 930 1.12670e+00 1.56761e-19 1.11135e-09 56 151 151 938 1.18862e+00 1.21934e-19 7.66249e-10 57 154 154 946 1.35165e+00 8.96879e-20 7.46240e-10 58 157 157 954 1.18409e+00 6.22378e-20 9.65770e-10 59 159 159 962 9.42965e-01 4.78150e-20 5.63347e-10 60 162 162 970 1.47210e+00 3.61559e-20 4.06203e-10 61 165 165 978 1.27443e+00 2.21370e-20 9.81117e-10 62 167 167 986 7.62836e-01 1.66748e-20 3.91196e-10 63 170 170 994 1.94498e+00 1.23273e-20 2.08900e-10 64 172 172 1002 6.86000e-01 9.10699e-21 4.02167e-10 65 175 175 1010 1.19026e+00 7.15250e-21 2.00544e-10 66 178 178 1018 1.67952e+00 5.26271e-21 1.52966e-10 67 180 180 1026 7.16363e-01 3.96655e-21 2.02647e-10 68 183 183 1034 1.38049e+00 3.08795e-21 1.20906e-10 69 186 186 1042 1.18856e+00 2.33348e-21 1.15278e-10 70 189 189 1050 1.04427e+00 1.78841e-21 1.02318e-10 71 192 192 1058 1.42918e+00 1.31503e-21 8.50946e-11 72 195 195 1066 1.01190e+00 9.40830e-22 9.91918e-11 73 198 198 1074 1.21186e+00 7.08145e-22 6.56541e-11 74 201 201 1082 1.03061e+00 5.48000e-22 5.47402e-11 75 204 204 1090 1.83699e+00 3.75160e-22 4.68958e-11 76 206 206 1098 6.18528e-01 3.04368e-22 5.74687e-11 77 209 209 1106 1.25132e+00 2.09228e-22 9.15179e-11 78 212 212 1114 1.54905e+00 1.66891e-22 2.33058e-11 79 215 215 1122 1.09987e+00 1.30857e-22 2.57501e-11 80 218 218 1130 2.43647e+00 7.83184e-23 2.31068e-11 81 220 220 1138 4.21865e-01 6.48074e-23 3.24007e-11 82 222 222 1146 9.94183e-01 4.42005e-23 4.26326e-11 83 225 225 1154 4.34375e+00 9.79810e-24 1.00613e-11 84 227 227 1162 1.64838e-01 7.03045e-24 3.52429e-11 85 230 230 1170 1.00399e+00 1.93401e-24 2.95586e-11 86 233 233 1178 2.95509e+00 1.03641e-26 1.95932e-12 87 235 235 1186 1.00000e+00 0.00000e+00 8.52651e-13 [ Info: Line search failed 88 235 235 1194 0.00000e+00 0.00000e+00 0.00000e+00 Running PQN... Number of L-BFGS Corrections to store: 100 Spectral initialization of SPG: 1 Maximum number of SPG iterations: 100 SPG optimality tolerance: 1.00e-06 SPG progress tolerance: 1.00e-07 PQN optimality tolerance: 0.00e+00 PQN progress tolerance: 0.00e+00 Quadratic initialization of line search: 1 Maximum number of iterations: 100 Line search: HagerZhang{Float64, Base.RefValue{Bool}} Iteration FunEvals GradEvals Projections Step Length Function Val Opt Cond 0 0 0 0 0.00000e+00 3.96588e+04 1.64784e+03 1 3 3 6 1.23674e-02 6.84322e+03 1.64784e+03 2 6 6 30 1.83357e+00 1.89593e+03 3.24566e+02 3 9 9 64 1.35079e+00 7.15392e+02 1.27021e+02 4 12 12 98 1.55309e+00 3.26047e+02 9.67130e+01 5 15 15 150 1.50200e+00 1.73580e+02 4.98859e+01 6 18 18 208 1.67798e+00 1.08211e+02 2.16354e+01 7 21 21 270 1.74006e+00 7.51704e+01 1.59211e+01 8 24 24 340 2.41574e+00 5.10081e+01 1.26172e+01 9 27 27 446 3.40621e+00 2.26093e+01 9.53140e+00 10 30 30 590 3.56791e+00 2.16305e-11 6.99662e+00 11 32 32 624 9.64014e-01 1.54374e-13 1.55556e-05 12 35 35 632 1.26695e+00 2.64194e-14 9.70314e-07 13 37 37 640 6.93940e-01 9.07491e-15 5.62339e-07 14 40 40 648 1.13842e+00 4.46888e-15 5.93178e-07 15 43 43 656 1.40762e+00 3.05000e-15 1.21182e-07 16 46 46 664 1.21095e+00 2.16057e-15 9.11235e-08 17 49 49 672 1.05547e+00 1.58479e-15 7.89225e-08 18 52 52 680 1.18433e+00 1.17208e-15 6.23445e-08 19 54 54 688 9.65794e-01 8.83797e-16 5.66411e-08 20 57 57 696 1.27108e+00 6.61060e-16 4.32955e-08 21 60 60 704 1.21376e+00 4.34149e-16 1.16905e-07 22 62 62 712 8.42245e-01 3.26215e-16 4.17781e-08 23 65 65 720 3.98369e+00 1.20428e-16 2.50188e-08 24 67 67 728 1.44071e-01 6.83849e-17 8.03442e-08 25 70 70 736 1.08896e+00 3.86220e-17 6.84017e-08 26 73 73 744 3.36668e+00 2.72691e-17 8.76042e-09 27 75 75 752 8.60503e-01 1.61451e-17 3.36229e-08 28 77 77 760 7.46142e-01 1.08876e-17 1.44521e-08 29 80 80 768 2.27894e+00 8.38998e-18 4.88143e-09 30 82 82 776 6.94947e-01 6.33939e-18 7.01988e-09 31 85 85 784 1.66604e+00 4.76869e-18 4.47335e-09 32 87 87 792 8.05497e-01 3.63691e-18 5.27905e-09 33 90 90 800 1.18031e+00 2.92803e-18 3.69019e-09 34 93 93 808 1.69570e+00 1.84295e-18 8.11838e-09 35 96 96 816 1.51884e+00 1.23483e-18 5.64796e-09 36 98 98 824 8.06760e-01 9.36629e-19 2.93142e-09 37 101 101 832 1.60440e+00 7.06983e-19 1.79568e-09 38 103 103 840 8.48692e-01 5.39978e-19 1.88282e-09 39 106 106 848 1.74787e+00 3.76878e-19 1.38164e-09 40 108 108 856 7.25166e-01 2.60238e-19 3.18892e-09 41 110 110 864 9.26500e-01 1.97675e-19 1.37371e-09 42 113 113 872 1.76844e+00 1.28592e-19 6.47077e-10 43 116 116 880 1.61110e+00 4.41009e-20 1.34992e-09 44 119 119 888 1.42583e+00 1.61363e-20 8.25025e-10 45 121 121 896 7.43803e-01 1.04379e-20 3.92902e-10 46 124 124 904 1.15120e+00 6.24469e-21 3.96085e-10 47 127 127 912 2.23709e+00 4.21198e-21 1.20650e-10 48 130 130 920 1.08958e+00 2.46426e-21 1.65414e-10 49 132 132 928 9.81322e-01 1.84682e-21 1.26875e-10 50 135 135 936 1.44138e+00 1.05688e-21 1.91676e-10 51 138 138 944 1.51928e+00 6.91445e-22 8.45830e-11 52 141 141 952 1.29637e+00 4.36381e-22 6.46310e-11 53 144 144 960 1.41913e+00 2.69219e-22 5.21823e-11 54 147 147 968 1.20774e+00 1.66992e-22 4.10978e-11 55 150 150 976 1.20253e+00 1.12764e-22 3.29123e-11 56 153 153 984 1.22797e+00 7.68592e-23 2.67733e-11 57 156 156 992 1.32076e+00 5.19688e-23 2.16573e-11 58 159 159 1000 1.28254e+00 3.43882e-23 1.87583e-11 59 162 162 1008 1.18685e+00 2.33528e-23 1.50067e-11 60 165 165 1016 1.27824e+00 1.59787e-23 1.19371e-11 61 168 168 1024 1.34056e+00 1.06173e-23 1.02318e-11 62 171 171 1032 1.19282e+00 7.14584e-24 8.52651e-12 63 174 174 1040 1.22801e+00 4.92468e-24 6.65068e-12 64 177 177 1048 1.39390e+00 3.27785e-24 5.54223e-12 65 180 180 1056 1.21003e+00 2.18632e-24 4.77485e-12 66 183 183 1064 1.15620e+00 1.50906e-24 3.75167e-12 67 186 186 1072 1.41706e+00 1.03167e-24 2.89901e-12 68 189 189 1080 1.30381e+00 6.66305e-25 2.72848e-12 69 192 192 1088 1.19657e+00 4.49291e-25 2.13163e-12 70 195 195 1096 1.18514e+00 3.12010e-25 1.70530e-12 71 198 198 1104 1.33563e+00 2.15783e-25 1.36424e-12 72 201 201 1112 1.27340e+00 1.47929e-25 1.19371e-12 73 204 204 1120 1.13575e+00 1.05709e-25 1.02318e-12 74 207 207 1128 1.21963e+00 7.55934e-26 8.52651e-13 75 210 210 1136 1.58379e+00 5.36820e-26 5.96856e-13 76 213 213 1144 1.89383e+00 2.78941e-26 6.82121e-13 77 216 216 1152 1.86350e+00 1.11640e-26 5.11591e-13 78 219 219 1160 1.64270e+00 2.68213e-27 4.26326e-13 79 222 222 1168 2.41667e+00 1.27795e-28 1.70530e-13 80 224 224 1176 1.00000e+00 0.00000e+00 1.59872e-14 [ Info: Line search failed 81 224 224 1184 0.00000e+00 0.00000e+00 0.00000e+00 Running PQN... Number of L-BFGS Corrections to store: 100 Spectral initialization of SPG: 1 Maximum number of SPG iterations: 100 SPG optimality tolerance: 1.00e-06 SPG progress tolerance: 1.00e-07 PQN optimality tolerance: 0.00e+00 PQN progress tolerance: 0.00e+00 Quadratic initialization of line search: 0 Maximum number of iterations: 100 Line search: StrongWolfe{Float64} Iteration FunEvals GradEvals Projections Step Length Function Val Opt Cond 0 0 0 0 0.00000e+00 3.89681e+04 1.64784e+03 1 7 7 6 1.23752e-02 6.62448e+03 1.64784e+03 2 9 9 30 1.00000e+00 2.76292e+03 3.11137e+02 3 11 11 58 1.00000e+00 7.76335e+02 1.81702e+02 4 13 13 102 1.00000e+00 3.74537e+02 8.06887e+01 5 15 15 156 1.00000e+00 1.97884e+02 4.75744e+01 6 17 17 208 1.00000e+00 1.37110e+02 3.96713e+01 7 19 19 274 1.00000e+00 9.63790e+01 1.70364e+01 8 21 21 354 1.00000e+00 6.97125e+01 1.25918e+01 9 23 23 444 1.00000e+00 5.17758e+01 1.07399e+01 10 25 25 560 1.00000e+00 3.63482e+01 1.44853e+01 11 27 27 678 1.00000e+00 2.83454e+01 7.82879e+00 12 29 29 814 1.00000e+00 1.99038e+01 6.89491e+00 13 31 31 960 1.00000e+00 9.39690e+00 5.77222e+00 14 37 37 1134 4.44645e-01 4.99738e+00 5.61070e+00 15 39 39 1312 1.00000e+00 2.30513e-01 1.06723e+01 16 41 41 1482 1.00000e+00 1.88646e-02 1.33515e+00 17 43 43 1618 1.00000e+00 5.00891e-04 3.80892e-01 18 45 45 1772 1.00000e+00 7.55445e-05 1.04623e-01 19 47 47 1874 1.00000e+00 1.50678e-07 4.02186e-02 20 49 49 1936 1.00000e+00 6.05799e-09 3.10820e-03 21 51 51 1976 1.00000e+00 1.15166e-10 5.88182e-04 22 53 53 1994 1.00000e+00 1.18810e-11 5.91112e-05 23 55 55 2002 1.00000e+00 4.26031e-12 1.41918e-05 24 57 57 2010 1.00000e+00 3.00438e-12 3.14171e-06 25 59 59 2018 1.00000e+00 1.88797e-12 2.28155e-06 26 61 61 2026 1.00000e+00 7.04242e-13 1.86270e-06 27 68 68 2034 5.03007e-01 4.36278e-13 1.15438e-06 28 70 70 2044 1.00000e+00 1.76894e-13 2.19063e-06 29 72 72 2052 1.00000e+00 1.19488e-13 1.61732e-06 30 78 78 2060 2.43696e-01 1.08868e-13 1.08538e-06 31 80 80 2068 1.00000e+00 7.50872e-14 9.01092e-07 32 82 82 2076 1.00000e+00 5.96711e-14 3.87445e-07 33 84 84 2084 1.00000e+00 5.66554e-15 3.44603e-07 34 86 86 2092 1.00000e+00 2.51258e-15 1.04968e-07 35 92 92 2100 1.53119e-01 9.39289e-16 3.17586e-07 36 94 94 2108 1.00000e+00 1.00405e-17 2.68143e-07 37 96 96 2116 1.00000e+00 1.49871e-18 1.18629e-08 38 98 98 2124 1.00000e+00 8.13239e-19 4.64752e-09 39 100 100 2132 1.00000e+00 5.94471e-19 2.08217e-09 40 102 102 2140 1.00000e+00 3.98679e-19 2.16261e-09 41 104 104 2148 1.00000e+00 2.73997e-19 8.88781e-10 42 106 106 2156 1.00000e+00 9.42089e-20 7.37826e-10 43 112 112 2164 8.80925e-02 8.67387e-20 1.47284e-09 44 114 114 2172 1.00000e+00 3.72910e-20 1.45130e-09 45 116 116 2180 1.00000e+00 2.09192e-20 2.71967e-10 46 122 122 2188 2.88577e-01 6.25689e-21 1.00259e-09 47 124 124 2196 1.00000e+00 3.14917e-21 6.13142e-10 48 126 126 2204 1.00000e+00 2.72106e-21 7.90727e-11 49 128 128 2212 1.00000e+00 7.44743e-22 7.37277e-11 50 130 130 2220 1.00000e+00 9.86234e-23 3.85114e-11 51 136 136 2228 8.92998e-02 5.95274e-23 4.22347e-11 52 138 138 2236 1.00000e+00 7.91455e-24 5.37170e-11 53 140 140 2244 1.00000e+00 1.17585e-24 6.60805e-12 54 142 142 2252 1.00000e+00 3.22785e-25 2.80664e-12 55 144 144 2260 1.00000e+00 1.01310e-25 1.36424e-12 56 146 146 2268 1.00000e+00 4.80006e-26 1.02318e-12 57 148 148 2276 1.00000e+00 2.73277e-26 6.82121e-13 58 150 150 2284 1.00000e+00 2.14696e-26 2.22045e-13 59 152 152 2292 1.00000e+00 1.32087e-26 2.02505e-13 60 154 154 2300 1.00000e+00 3.79442e-27 1.70530e-13 61 156 156 2308 1.00000e+00 2.52435e-29 8.70415e-14 62 158 158 2316 1.00000e+00 0.00000e+00 7.10543e-15 63 160 160 2324 1.00000e+00 0.00000e+00 0.00000e+00 64 163 163 2332 1.00000e+00 0.00000e+00 0.00000e+00 65 166 166 2340 1.00000e+00 0.00000e+00 0.00000e+00 66 169 169 2348 1.00000e+00 0.00000e+00 0.00000e+00 67 172 172 2356 1.00000e+00 0.00000e+00 0.00000e+00 68 175 175 2364 1.00000e+00 0.00000e+00 0.00000e+00 69 178 178 2372 1.00000e+00 0.00000e+00 0.00000e+00 70 181 181 2380 1.00000e+00 0.00000e+00 0.00000e+00 71 184 184 2388 1.00000e+00 0.00000e+00 0.00000e+00 72 187 187 2396 1.00000e+00 0.00000e+00 0.00000e+00 73 190 190 2404 1.00000e+00 0.00000e+00 0.00000e+00 74 193 193 2412 1.00000e+00 0.00000e+00 0.00000e+00 75 196 196 2420 1.00000e+00 0.00000e+00 0.00000e+00 76 199 199 2428 1.00000e+00 0.00000e+00 0.00000e+00 77 202 202 2436 1.00000e+00 0.00000e+00 0.00000e+00 78 205 205 2444 1.00000e+00 0.00000e+00 0.00000e+00 79 208 208 2452 1.00000e+00 0.00000e+00 0.00000e+00 80 211 211 2460 1.00000e+00 0.00000e+00 0.00000e+00 81 214 214 2468 1.00000e+00 0.00000e+00 0.00000e+00 82 217 217 2476 1.00000e+00 0.00000e+00 0.00000e+00 83 220 220 2484 1.00000e+00 0.00000e+00 0.00000e+00 84 223 223 2492 1.00000e+00 0.00000e+00 0.00000e+00 85 226 226 2500 1.00000e+00 0.00000e+00 0.00000e+00 86 229 229 2508 1.00000e+00 0.00000e+00 0.00000e+00 87 232 232 2516 1.00000e+00 0.00000e+00 0.00000e+00 88 235 235 2524 1.00000e+00 0.00000e+00 0.00000e+00 89 238 238 2532 1.00000e+00 0.00000e+00 0.00000e+00 90 241 241 2540 1.00000e+00 0.00000e+00 0.00000e+00 91 244 244 2548 1.00000e+00 0.00000e+00 0.00000e+00 92 247 247 2556 1.00000e+00 0.00000e+00 0.00000e+00 93 250 250 2564 1.00000e+00 0.00000e+00 0.00000e+00 94 253 253 2572 1.00000e+00 0.00000e+00 0.00000e+00 95 256 256 2580 1.00000e+00 0.00000e+00 0.00000e+00 96 259 259 2588 1.00000e+00 0.00000e+00 0.00000e+00 97 262 262 2596 1.00000e+00 0.00000e+00 0.00000e+00 98 265 265 2604 1.00000e+00 0.00000e+00 0.00000e+00 99 268 268 2612 1.00000e+00 0.00000e+00 0.00000e+00 100 271 271 2620 1.00000e+00 0.00000e+00 0.00000e+00 Running PQN... Number of L-BFGS Corrections to store: 100 Spectral initialization of SPG: 1 Maximum number of SPG iterations: 100 SPG optimality tolerance: 1.00e-06 SPG progress tolerance: 1.00e-07 PQN optimality tolerance: 0.00e+00 PQN progress tolerance: 0.00e+00 Quadratic initialization of line search: 1 Maximum number of iterations: 100 Line search: StrongWolfe{Float64} Iteration FunEvals GradEvals Projections Step Length Function Val Opt Cond 0 0 0 0 0.00000e+00 3.83243e+04 1.54698e+03 1 7 7 6 1.26141e-02 6.74094e+03 1.54698e+03 2 9 9 30 1.00000e+00 2.78962e+03 3.19371e+02 3 11 11 62 1.00000e+00 8.27575e+02 1.84708e+02 4 13 13 110 1.00000e+00 4.11963e+02 7.59820e+01 5 15 15 176 1.00000e+00 2.13988e+02 5.09951e+01 6 17 17 232 1.00000e+00 1.43443e+02 3.81045e+01 7 19 19 284 1.00000e+00 9.66276e+01 1.82905e+01 8 21 21 350 1.00000e+00 6.92791e+01 1.30466e+01 9 23 23 446 1.00000e+00 5.05098e+01 1.23312e+01 10 25 25 538 1.00000e+00 3.73223e+01 1.27874e+01 11 27 27 634 1.00000e+00 2.76585e+01 8.04362e+00 12 29 29 790 1.00000e+00 2.00716e+01 6.85407e+00 13 31 31 938 1.00000e+00 8.76356e+00 5.70523e+00 14 33 33 1142 1.00000e+00 3.84944e+00 5.19167e+00 15 35 35 1346 1.00000e+00 9.22577e-01 1.29938e+01 16 37 37 1490 1.00000e+00 1.28485e-02 6.76320e+00 17 39 39 1652 1.00000e+00 1.18493e-03 2.95032e-01 18 41 41 1788 1.00000e+00 6.73813e-06 9.70355e-02 19 43 43 1906 1.00000e+00 6.25474e-07 1.44054e-02 20 45 45 1978 1.00000e+00 1.49784e-08 4.01803e-03 21 47 47 2040 1.00000e+00 3.37658e-10 8.62997e-04 22 49 49 2064 1.00000e+00 2.43715e-11 7.13657e-05 23 51 51 2072 1.00000e+00 1.76624e-11 7.69306e-06 24 53 53 2084 1.00000e+00 1.31189e-11 5.89633e-06 25 55 55 2092 6.50909e-01 5.62215e-12 5.12109e-06 26 57 57 2108 1.00000e+00 1.57881e-14 3.34996e-06 27 63 63 2116 1.34072e-01 1.36827e-15 4.98952e-07 28 65 65 2124 1.00000e+00 4.80636e-16 3.75367e-07 29 67 67 2132 1.00000e+00 3.74865e-16 3.47970e-08 30 69 69 2140 1.00000e+00 2.72072e-16 2.73267e-08 31 71 71 2148 4.73223e-01 1.06691e-16 2.33173e-08 32 73 73 2156 1.00000e+00 3.99123e-17 1.45422e-08 33 75 75 2164 2.13419e-01 2.93764e-17 3.73934e-08 34 77 77 2172 3.64541e-01 1.21104e-17 3.39664e-08 35 79 79 2180 1.00000e+00 1.63100e-19 2.19912e-08 36 81 81 2188 1.00000e+00 9.46397e-20 1.26818e-09 37 83 83 2196 1.00000e+00 8.00712e-20 4.32895e-10 38 85 85 2204 5.73726e-01 5.37491e-20 3.98083e-10 39 87 87 2212 5.44576e-01 1.41466e-20 3.27441e-10 40 89 89 2220 1.00000e+00 1.05510e-20 1.67438e-10 41 91 91 2228 1.20992e-01 5.90602e-21 5.11108e-10 42 93 93 2236 9.37352e-01 3.45214e-22 3.41174e-10 43 95 95 2244 1.00000e+00 3.17300e-23 9.36211e-11 44 97 97 2252 1.00000e+00 1.01503e-23 1.72804e-11 45 99 99 2260 1.00000e+00 3.82155e-24 7.95808e-12 46 101 101 2268 1.00000e+00 8.56496e-25 4.21352e-12 47 103 103 2276 1.00000e+00 4.25310e-25 1.30562e-12 48 109 109 2284 4.69610e-01 2.35776e-25 9.09495e-13 49 116 116 2292 3.17618e-01 1.38475e-25 1.25056e-12 50 118 118 2300 1.00000e+00 1.09432e-25 5.16920e-13 51 120 120 2308 1.00000e+00 6.59866e-26 4.67182e-13 52 122 122 2316 7.82835e-01 9.26596e-27 3.62377e-13 53 128 128 2324 4.20618e-01 5.16388e-27 1.70530e-13 54 130 130 2332 1.00000e+00 2.24668e-27 2.84217e-13 55 132 132 2340 1.00000e+00 1.38997e-27 1.70530e-13 56 134 134 2348 6.16345e-01 2.58746e-28 1.13687e-13 57 166 166 2356 1.60401e-07 2.58746e-28 5.68434e-14 58 211 211 2364 NaN NaN 5.68434e-14 PQN: Test Failed at /home/pkgeval/.julia/packages/SlimOptim/jaZj3/test/test_pqn.jl:35 Expression: solas.ϕ / solas.ϕ_trace[1] < 1.0e-12 Evaluated: NaN < 1.0e-12 Stacktrace: [1] macro expansion @ /opt/julia/share/julia/stdlib/v1.13/Test/src/Test.jl:731 [inlined] [2] top-level scope @ ~/.julia/packages/SlimOptim/jaZj3/test/test_pqn.jl:35 [3] include(mapexpr::Function, mod::Module, _path::String) @ Base ./Base.jl:304 [4] top-level scope @ ~/.julia/packages/SlimOptim/jaZj3/test/runtests.jl:11 [5] macro expansion @ /opt/julia/share/julia/stdlib/v1.13/Test/src/Test.jl:1835 [inlined] [6] macro expansion @ ~/.julia/packages/SlimOptim/jaZj3/test/runtests.jl:11 [inlined] PQN: Test Failed at /home/pkgeval/.julia/packages/SlimOptim/jaZj3/test/test_pqn.jl:36 Expression: norm(solas.x - x0) / (norm(x0) + norm(solas.x)) < 0.0001f0 Evaluated: NaN < 0.0001f0 Stacktrace: [1] macro expansion @ /opt/julia/share/julia/stdlib/v1.13/Test/src/Test.jl:731 [inlined] [2] top-level scope @ ~/.julia/packages/SlimOptim/jaZj3/test/test_pqn.jl:36 [3] include(mapexpr::Function, mod::Module, _path::String) @ Base ./Base.jl:304 [4] top-level scope @ ~/.julia/packages/SlimOptim/jaZj3/test/runtests.jl:11 [5] macro expansion @ /opt/julia/share/julia/stdlib/v1.13/Test/src/Test.jl:1835 [inlined] [6] macro expansion @ ~/.julia/packages/SlimOptim/jaZj3/test/runtests.jl:11 [inlined] Test Summary: | Pass Fail Total Time PQN | 10 2 12 30.8s RNG of the outermost testset: Random.Xoshiro(0x88e61d496b4ac6ed, 0x9a1125217692c7e0, 0x9b480220e2dced48, 0xd236281699406e6d, 0x1efcaff06e16c5f0) ERROR: LoadError: Some tests did not pass: 10 passed, 2 failed, 0 errored, 0 broken. in expression starting at /home/pkgeval/.julia/packages/SlimOptim/jaZj3/test/runtests.jl:10 Testing failed after 74.16s ERROR: LoadError: Package SlimOptim errored during testing Stacktrace: [1] pkgerror(msg::String) @ Pkg.Types /opt/julia/share/julia/stdlib/v1.13/Pkg/src/Types.jl:68 [2] test(ctx::Pkg.Types.Context, pkgs::Vector{PackageSpec}; coverage::Bool, julia_args::Cmd, test_args::Cmd, test_fn::Nothing, force_latest_compatible_version::Bool, allow_earlier_backwards_compatible_versions::Bool, allow_reresolve::Bool) @ Pkg.Operations /opt/julia/share/julia/stdlib/v1.13/Pkg/src/Operations.jl:2414 [3] test @ /opt/julia/share/julia/stdlib/v1.13/Pkg/src/Operations.jl:2269 [inlined] [4] test(ctx::Pkg.Types.Context, pkgs::Vector{PackageSpec}; coverage::Bool, test_fn::Nothing, julia_args::Cmd, test_args::Cmd, force_latest_compatible_version::Bool, allow_earlier_backwards_compatible_versions::Bool, allow_reresolve::Bool, kwargs::@Kwargs{io::IOContext{IO}}) @ Pkg.API /opt/julia/share/julia/stdlib/v1.13/Pkg/src/API.jl:486 [5] test(pkgs::Vector{PackageSpec}; io::IOContext{IO}, kwargs::@Kwargs{julia_args::Cmd}) @ Pkg.API /opt/julia/share/julia/stdlib/v1.13/Pkg/src/API.jl:164 [6] test(pkgs::Vector{String}; kwargs::@Kwargs{julia_args::Cmd}) @ Pkg.API /opt/julia/share/julia/stdlib/v1.13/Pkg/src/API.jl:152 [7] test @ /opt/julia/share/julia/stdlib/v1.13/Pkg/src/API.jl:152 [inlined] [8] #test#81 @ /opt/julia/share/julia/stdlib/v1.13/Pkg/src/API.jl:151 [inlined] [9] top-level scope @ /PkgEval.jl/scripts/evaluate.jl:219 [10] include(mod::Module, _path::String) @ Base ./Base.jl:303 [11] exec_options(opts::Base.JLOptions) @ Base ./client.jl:331 [12] _start() @ Base ./client.jl:563 in expression starting at /PkgEval.jl/scripts/evaluate.jl:210 PkgEval failed after 144.06s: package has test failures