{ "cells": [ { "cell_type": "markdown", "source": [ "# Using GXBeam with DifferentialEquations.jl\n", "\n", "While the capabilities provided by GXBeam are probably sufficient for most users,\n", "advanced users may wish to make use of some of the features of the\n", "[`DifferentialEquations`](https://github.com/SciML/DifferentialEquations.jl) package.\n", "For this reason, we have created an interface in GXBeam to allow users to model the\n", "differential algebraic equations encountered in GXBeam using DifferentialEquations." ], "metadata": {} }, { "cell_type": "markdown", "source": [ "## Example Usage\n", "\n", "For this example we demonstrate how to solve the wind turbine [Time-Domain Simulation of\n", "a Wind Turbine Blade](@ref wind-turbine-blade) problem using DifferentialEquations.\n", "\n", "We start by setting up the problem as if we were solving the problem using GXBeam's\n", "internal solver." ], "metadata": {} }, { "outputs": [], "cell_type": "code", "source": [ "using GXBeam, LinearAlgebra\n", "\n", "L = 60 # m\n", "\n", "# create points\n", "nelem = 10\n", "x = range(0, L, length=nelem+1)\n", "y = zero(x)\n", "z = zero(x)\n", "points = [[x[i],y[i],z[i]] for i = 1:length(x)]\n", "\n", "# index of endpoints of each beam element\n", "start = 1:nelem\n", "stop = 2:nelem+1\n", "\n", "# stiffness matrix for each beam element\n", "stiffness = fill(\n", " [2.389e9 1.524e6 6.734e6 -3.382e7 -2.627e7 -4.736e8\n", " 1.524e6 4.334e8 -3.741e6 -2.935e5 1.527e7 3.835e5\n", " 6.734e6 -3.741e6 2.743e7 -4.592e5 -6.869e5 -4.742e6\n", " -3.382e7 -2.935e5 -4.592e5 2.167e7 -6.279e5 1.430e6\n", " -2.627e7 1.527e7 -6.869e5 -6.279e5 1.970e7 1.209e7\n", " -4.736e8 3.835e5 -4.742e6 1.430e6 1.209e7 4.406e8],\n", " nelem)\n", "\n", "# mass matrix for each beam element\n", "mass = fill(\n", " [258.053 0.0 0.0 0.0 7.07839 -71.6871\n", " 0.0 258.053 0.0 -7.07839 0.0 0.0\n", " 0.0 0.0 258.053 71.6871 0.0 0.0\n", " 0.0 -7.07839 71.6871 48.59 0.0 0.0\n", " 7.07839 0.0 0.0 0.0 2.172 0.0\n", " -71.6871 0.0 0.0 0.0 0.0 46.418],\n", " nelem)\n", "\n", "# create assembly of interconnected nonlinear beams\n", "assembly = Assembly(points, start, stop; stiffness=stiffness, mass=mass)\n", "\n", "# prescribed conditions\n", "prescribed_conditions = (t) -> begin\n", " Dict(\n", " # fixed left side\n", " 1 => PrescribedConditions(ux=0, uy=0, uz=0, theta_x=0, theta_y=0, theta_z=0),\n", " # force on right side\n", " nelem+1 => PrescribedConditions(Fz = 1e5*sin(20*t))\n", " )\n", "end\n", "\n", "nothing #hide" ], "metadata": {}, "execution_count": 1 }, { "cell_type": "markdown", "source": [ "At this point if we wanted to use GXBeam's internal solver, we would choose a time\n", "discretization and call the `time_domain_analysis` function." ], "metadata": {} }, { "outputs": [], "cell_type": "code", "source": [ "# simulation time\n", "t = 0:0.001:2.0\n", "\n", "system, gxbeam_history, converged = time_domain_analysis(assembly, t;\n", " prescribed_conditions = prescribed_conditions,\n", " structural_damping = false)\n", "\n", "nothing #hide" ], "metadata": {}, "execution_count": 2 }, { "cell_type": "markdown", "source": [ "To instead use the capabilities of the DifferentialEquations package, we first initialize\n", "our system using the `initial_condition_analysis` function and then construct and solve\n", "a `DAEProblem`." ], "metadata": {} }, { "outputs": [], "cell_type": "code", "source": [ "using DifferentialEquations\n", "\n", "# define simulation time\n", "tspan = (0.0, 2.0)\n", "\n", "# run initial condition analysis to get consistent set of initial conditions\n", "dae_system, converged = initial_condition_analysis(assembly, tspan[1];\n", " prescribed_conditions = prescribed_conditions,\n", " structural_damping = false)\n", "\n", "# construct an ODEProblem (with a constant mass matrix)\n", "dae_prob = DAEProblem(dae_system, assembly, tspan;\n", " prescribed_conditions = prescribed_conditions,\n", " structural_damping = false)\n", "\n", "# solve the problem\n", "dae_sol = solve(dae_prob, DABDF2())\n", "\n", "nothing #hide" ], "metadata": {}, "execution_count": 3 }, { "cell_type": "markdown", "source": [ "Alternatively, we can use a mass matrix formulation of our differential algebraic equations." ], "metadata": {} }, { "outputs": [], "cell_type": "code", "source": [ "# run initial condition analysis to get consistent set of initial conditions\n", "ode_system, converged = initial_condition_analysis(assembly, tspan[1];\n", " prescribed_conditions = prescribed_conditions,\n", " constant_mass_matrix = true,\n", " structural_damping = false)\n", "\n", "# construct an ODEProblem (with a constant mass matrix)\n", "ode_prob = ODEProblem(ode_system, assembly, tspan;\n", " prescribed_conditions = prescribed_conditions,\n", " constant_mass_matrix = true,\n", " structural_damping = false)\n", "\n", "# solve the problem\n", "ode_sol = solve(ode_prob, Rodas4())\n", "\n", "nothing #hide" ], "metadata": {}, "execution_count": 4 }, { "cell_type": "markdown", "source": [ "We can then extract the outputs from the solution in a easy to understand format using the\n", "`AssemblyState` constructor." ], "metadata": {} }, { "outputs": [], "cell_type": "code", "source": [ "ode_history = [AssemblyState(ode_sol[it], ode_system, assembly; prescribed_conditions)\n", " for it in eachindex(ode_sol)]\n", "\n", "dae_history = [AssemblyState(dae_sol[it], dae_system, assembly; prescribed_conditions)\n", " for it in eachindex(dae_sol)]\n", "\n", "nothing #hide" ], "metadata": {}, "execution_count": 5 }, { "cell_type": "markdown", "source": [ "Let's now compare the solutions from GXBeam's internal solver and the\n", "DifferentialEquations solvers." ], "metadata": {} }, { "outputs": [], "cell_type": "code", "source": [ "using Plots\n", "pyplot()\n", "\n", "\n", "point = vcat(fill(nelem+1, 6), fill(1, 6))\n", "field = [:u, :u, :u, :theta, :theta, :theta, :F, :F, :F, :M, :M, :M]\n", "direction = [1, 2, 3, 1, 2, 3, 1, 2, 3, 1, 2, 3]\n", "ylabel = [\"\\$u_x\\$ (\\$m\\$)\", \"\\$u_y\\$ (\\$m\\$)\", \"\\$u_z\\$ (\\$m\\$)\",\n", " \"Rodriguez Parameter \\$\\\\theta_x\\$ (degree)\",\n", " \"Rodriguez Parameter \\$\\\\theta_y\\$ (degree)\",\n", " \"Rodriguez Parameter \\$\\\\theta_z\\$ (degree)\",\n", " \"\\$F_x\\$ (\\$N\\$)\", \"\\$F_y\\$ (\\$N\\$)\", \"\\$F_z\\$ (\\$N\\$)\",\n", " \"\\$M_x\\$ (\\$Nm\\$)\", \"\\$M_y\\$ (\\$Nm\\$)\", \"\\$M_z\\$ (\\$N\\$)\"]\n", "ph = Vector{Any}(undef, 12)\n", "\n", "for i = 1:12\n", " #md local y #hide\n", " ph[i] = plot(\n", " xlim = (0, 2.0),\n", " xticks = 0:0.5:2.0,\n", " xlabel = \"Time (s)\",\n", " ylabel = ylabel[i],\n", " grid = false,\n", " overwrite_figure=false\n", " )\n", " y_gxbeam = [getproperty(state.points[point[i]], field[i])[direction[i]]\n", " for state in gxbeam_history]\n", "\n", " y_ode = [getproperty(state.points[point[i]], field[i])[direction[i]]\n", " for state in ode_history]\n", "\n", " y_dae = [getproperty(state.points[point[i]], field[i])[direction[i]]\n", " for state in dae_history]\n", "\n", " if field[i] == :theta\n", " # convert to Rodriguez parameter\n", " @. y_gxbeam = 4*atan(y_gxbeam/4)\n", " @. y_ode = 4*atan(y_ode/4)\n", " @. y_dae = 4*atan(y_dae/4)\n", " # convert to degrees\n", " @. y_gxbeam = rad2deg(y_gxbeam)\n", " @. y_ode = rad2deg(y_ode)\n", " @. y_dae = rad2deg(y_dae)\n", " end\n", "\n", " if field[i] == :F || field[i] == :M\n", " y_gxbeam = -y_gxbeam\n", " y_ode = -y_ode\n", " y_dae = -y_dae\n", " end\n", "\n", " plot!(t, y_gxbeam, label=\"GXBeam\")\n", " plot!(ode_sol.t, y_ode, label=\"ODEProblem\")\n", " plot!(dae_sol.t, y_dae, label=\"DAEProblem\")\n", "end" ], "metadata": {}, "execution_count": 6 }, { "outputs": [ { "output_type": "execute_result", "data": { "text/plain": "Plot{Plots.PyPlotBackend() n=3}", "image/png": "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", "text/html": [ "<img src=\"data:image/png;base64,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\" />" ], "image/svg+xml": [ "<?xml version=\"1.0\" encoding=\"utf-8\" standalone=\"no\"?>\n", "<!DOCTYPE svg PUBLIC \"-//W3C//DTD SVG 1.1//EN\"\n", " \"http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd\">\n", "<svg xmlns:xlink=\"http://www.w3.org/1999/xlink\" width=\"432pt\" height=\"288pt\" viewBox=\"0 0 432 288\" xmlns=\"http://www.w3.org/2000/svg\" version=\"1.1\">\n", " <metadata>\n", " <rdf:RDF xmlns:dc=\"http://purl.org/dc/elements/1.1/\" xmlns:cc=\"http://creativecommons.org/ns#\" xmlns:rdf=\"http://www.w3.org/1999/02/22-rdf-syntax-ns#\">\n", " <cc:Work>\n", " <dc:type rdf:resource=\"http://purl.org/dc/dcmitype/StillImage\"/>\n", " <dc:date>2023-06-12T19:46:52.862826</dc:date>\n", " <dc:format>image/svg+xml</dc:format>\n", " <dc:creator>\n", " <cc:Agent>\n", " <dc:title>Matplotlib v3.7.1, https://matplotlib.org/</dc:title>\n", " </cc:Agent>\n", " </dc:creator>\n", " </cc:Work>\n", " </rdf:RDF>\n", " </metadata>\n", " <defs>\n", " <style type=\"text/css\">*{stroke-linejoin: round; stroke-linecap: butt}</style>\n", " </defs>\n", " <g id=\"figure_1\">\n", " <g id=\"patch_1\">\n", " <path d=\"M 0 288 \n", "L 432 288 \n", "L 432 0 \n", "L 0 0 \n", "z\n", "\" style=\"fill: #ffffff\"/>\n", " </g>\n", " <g id=\"axes_1\">\n", " <g id=\"patch_2\">\n", " <path d=\"M 43.915109 258.225354 \n", "L 422.361999 258.225354 \n", "L 422.361999 2.834646 \n", "L 43.915109 2.834646 \n", "z\n", "\" style=\"fill: #ffffff\"/>\n", " </g>\n", " <g id=\"line2d_1\">\n", " <path d=\"M 43.915109 10.062685 \n", "L 49.213366 10.163351 \n", "L 51.67327 10.412383 \n", "L 53.565505 10.811662 \n", "L 55.079292 11.359089 \n", "L 56.59308 12.146034 \n", "L 57.917644 13.066396 \n", "L 59.620655 14.533558 \n", "L 61.323666 16.309562 \n", "L 62.837454 18.207572 \n", "L 64.540465 20.680037 \n", "L 66.432699 23.859918 \n", "L 70.406391 30.635676 \n", "L 72.109402 33.118299 \n", "L 74.001637 35.44347 \n", "L 75.326201 36.769484 \n", "L 76.650765 37.780942 \n", "L 77.975329 38.532313 \n", "L 79.299893 39.0441 \n", "L 80.435234 39.275153 \n", "L 81.759798 39.326362 \n", "L 82.895139 39.149494 \n", "L 84.030479 38.724702 \n", "L 85.355044 37.93985 \n", "L 87.058055 36.613354 \n", "L 90.464077 33.837829 \n", "L 91.788641 33.107517 \n", "L 92.923981 32.706375 \n", "L 94.059322 32.526296 \n", "L 95.57311 32.546261 \n", "L 99.736025 32.8064 \n", "L 100.871366 32.593219 \n", "L 102.19593 32.115917 \n", "L 103.709718 31.299513 \n", "L 105.791176 29.890115 \n", "L 111.657102 25.779703 \n", "L 112.981667 25.09037 \n", "L 113.927784 24.804583 \n", "L 114.684678 24.76718 \n", "L 115.441571 24.946395 \n", "L 116.198465 25.384357 \n", "L 116.955359 26.129127 \n", "L 117.712253 27.213456 \n", "L 118.469146 28.655315 \n", "L 119.415264 30.949991 \n", "L 120.550604 34.354512 \n", "L 121.875168 39.04682 \n", "L 127.173425 58.813801 \n", "L 128.308766 61.967225 \n", "L 129.444106 64.467851 \n", "L 130.390223 66.063646 \n", "L 131.336341 67.2094 \n", "L 132.093234 67.800306 \n", "L 132.850128 68.097857 \n", "L 133.417799 68.134716 \n", "L 133.985469 67.993308 \n", "L 134.553139 67.67612 \n", "L 135.12081 67.15789 \n", "L 135.877703 66.123749 \n", "L 136.634597 64.672111 \n", "L 137.580714 62.26176 \n", "L 138.526832 59.224932 \n", "L 139.662172 54.862409 \n", "L 141.74363 45.724155 \n", "L 143.446641 38.571011 \n", "L 144.581982 34.616101 \n", "L 145.528099 32.083947 \n", "L 146.284993 30.650685 \n", "L 146.852663 29.950844 \n", "L 147.420334 29.571898 \n", "L 147.988004 29.516571 \n", "L 148.555674 29.780992 \n", "L 149.123345 30.350661 \n", "L 149.691015 31.214645 \n", "L 150.447909 32.78818 \n", "L 151.394026 35.345947 \n", "L 152.529367 39.090363 \n", "L 154.421601 46.261591 \n", "L 156.692282 54.67237 \n", "L 157.827623 58.154963 \n", "L 158.77374 60.490973 \n", "L 159.719857 62.225989 \n", "L 160.476751 63.162304 \n", "L 161.233645 63.696106 \n", "L 161.801315 63.837078 \n", "L 162.368986 63.758244 \n", "L 162.936656 63.469015 \n", "L 163.504326 62.966782 \n", "L 164.26122 61.982658 \n", "L 165.018114 60.641785 \n", "L 165.964231 58.50075 \n", "L 167.099572 55.283034 \n", "L 168.424136 50.705284 \n", "L 170.127147 43.836398 \n", "L 172.965499 32.221765 \n", "L 174.100839 28.577275 \n", "L 174.857733 26.823354 \n", "L 175.425403 25.958952 \n", "L 175.80385 25.631558 \n", "L 176.182297 25.517786 \n", "L 176.560744 25.628917 \n", "L 176.939191 25.983777 \n", "L 177.506861 26.991172 \n", "L 178.074532 28.590971 \n", "L 178.831425 31.67138 \n", "L 179.588319 35.795505 \n", "L 180.534436 42.296765 \n", "L 181.669777 51.781719 \n", "L 183.183565 66.601869 \n", "L 188.671045 122.843225 \n", "L 189.806385 131.298765 \n", "L 190.752502 136.889201 \n", "L 191.69862 141.138252 \n", "L 192.455513 143.590258 \n", "L 193.212407 145.259465 \n", "L 193.780078 146.020689 \n", "L 194.347748 146.399089 \n", "L 194.726195 146.438255 \n", "L 195.104642 146.301118 \n", "L 195.672312 145.759159 \n", "L 196.239982 144.784608 \n", "L 196.807653 143.331979 \n", "L 197.564546 140.592445 \n", "L 198.32144 136.859111 \n", "L 199.078334 132.087827 \n", "L 200.024451 124.670163 \n", "L 201.159792 113.776835 \n", "L 202.862803 94.744005 \n", "L 205.322708 67.469123 \n", "L 206.647272 55.213745 \n", "L 207.782612 46.692365 \n", "L 208.72873 41.063475 \n", "L 209.674847 36.78692 \n", "L 210.431741 34.390535 \n", "L 210.999411 33.23794 \n", "L 211.377858 32.804715 \n", "L 211.756305 32.649652 \n", "L 212.134752 32.783064 \n", "L 212.513199 33.209765 \n", "L 212.891646 33.932796 \n", "L 213.459316 35.578754 \n", "L 214.026986 37.893722 \n", "L 214.78388 41.991161 \n", "L 215.729997 48.596291 \n", "L 216.865338 58.34783 \n", "L 218.379125 73.581971 \n", "L 221.028254 100.507104 \n", "L 222.163594 109.72294 \n", "L 223.109712 115.732748 \n", "L 223.866605 119.310181 \n", "L 224.623499 121.776841 \n", "L 225.191169 122.946444 \n", "L 225.75884 123.620958 \n", "L 226.32651 123.881994 \n", "L 226.89418 123.81525 \n", "L 227.461851 123.496343 \n", "L 228.218745 122.786111 \n", "L 228.975638 121.784907 \n", "L 229.732532 120.43276 \n", "L 230.489426 118.615279 \n", "L 231.24632 116.207735 \n", "L 232.003213 113.034588 \n", "L 232.760107 108.863087 \n", "L 233.517001 103.516565 \n", "L 234.463118 95.180989 \n", "L 235.598459 83.123127 \n", "L 239.193704 42.855315 \n", "L 240.139822 35.414514 \n", "L 240.896715 31.244375 \n", "L 241.464386 29.350929 \n", "L 241.842833 28.732523 \n", "L 242.032056 28.622098 \n", "L 242.22128 28.646154 \n", "L 242.599726 29.105335 \n", "L 242.978173 30.113515 \n", "L 243.545844 32.631899 \n", "L 244.113514 36.327452 \n", "L 244.870408 42.970751 \n", "L 245.816525 53.688035 \n", "L 247.141089 71.785963 \n", "L 253.196239 158.521079 \n", "L 254.710027 177.078711 \n", "L 255.845368 188.604366 \n", "L 256.980708 197.917984 \n", "L 257.926825 204.136551 \n", "L 258.872943 208.935144 \n", "L 259.629836 211.731304 \n", "L 260.38673 213.671715 \n", "L 260.954401 214.639396 \n", "L 261.522071 215.173893 \n", "L 261.900518 215.229386 \n", "L 262.278965 214.98004 \n", "L 262.657412 214.354098 \n", "L 263.035858 213.268784 \n", "L 263.603529 210.64099 \n", "L 264.171199 206.759932 \n", "L 264.928093 199.828783 \n", "L 266.063434 186.89328 \n", "L 267.577221 167.064602 \n", "L 269.847902 134.027862 \n", "L 272.497031 96.214829 \n", "L 273.821595 79.850775 \n", "L 274.767712 70.689576 \n", "L 275.524606 65.428826 \n", "L 276.092276 62.932239 \n", "L 276.470723 62.028623 \n", "L 276.84917 61.758796 \n", "L 277.038393 61.859083 \n", "L 277.41684 62.516386 \n", "L 277.795287 63.75685 \n", "L 278.362958 66.58973 \n", "L 279.119851 71.833364 \n", "L 280.255192 81.707713 \n", "L 283.093544 107.351299 \n", "L 284.039661 113.741685 \n", "L 284.796555 117.637671 \n", "L 285.553448 120.59248 \n", "L 286.499566 123.332026 \n", "L 287.82413 126.282055 \n", "L 291.040928 132.851735 \n", "L 291.419375 133.104643 \n", "L 291.797822 133.084398 \n", "L 292.176269 132.774017 \n", "L 292.743939 131.836303 \n", "L 293.500833 129.986882 \n", "L 294.636174 126.612421 \n", "L 295.393068 123.827827 \n", "L 296.149961 120.12441 \n", "L 296.906855 115.117539 \n", "L 297.852972 107.024628 \n", "L 300.123654 86.401529 \n", "L 304.097346 55.357496 \n", "L 304.665016 52.659697 \n", "L 305.043463 51.509895 \n", "L 305.42191 50.876494 \n", "L 305.800357 50.716703 \n", "L 306.178804 50.97284 \n", "L 306.557251 51.574787 \n", "L 307.124921 53.039584 \n", "L 307.692592 55.149936 \n", "L 308.449485 59.075479 \n", "L 309.206379 64.384078 \n", "L 310.152496 73.053393 \n", "L 311.47706 88.060042 \n", "L 312.801625 105.49193 \n", "L 313.558518 118.246235 \n", "L 314.504636 138.240712 \n", "L 318.478328 229.265833 \n", "L 319.235222 241.799527 \n", "L 319.802892 248.179842 \n", "L 320.181339 250.443408 \n", "L 320.370562 250.928752 \n", "L 320.559786 250.997315 \n", "L 320.749009 250.683454 \n", "L 321.127456 249.130272 \n", "L 321.88435 244.173844 \n", "L 322.830467 238.37843 \n", "L 323.587361 235.311203 \n", "L 324.344255 233.261375 \n", "L 325.668819 230.14635 \n", "L 326.993383 226.196767 \n", "L 327.37183 225.878886 \n", "L 327.750277 225.990881 \n", "L 328.128724 226.20432 \n", "L 328.317947 226.20876 \n", "L 328.50717 226.06202 \n", "L 328.696394 225.701737 \n", "L 329.074841 224.111471 \n", "L 329.453288 221.095141 \n", "L 330.020958 213.702378 \n", "L 330.777852 199.192104 \n", "L 331.913192 171.619508 \n", "L 333.805427 126.366393 \n", "L 335.886885 81.572119 \n", "L 336.833002 65.718864 \n", "L 337.589896 56.07467 \n", "L 338.34679 49.240524 \n", "L 338.91446 45.806749 \n", "L 339.671354 42.726838 \n", "L 340.239024 41.161515 \n", "L 340.617471 40.501146 \n", "L 340.995918 40.243838 \n", "L 341.185141 40.292804 \n", "L 341.563588 40.786192 \n", "L 341.942035 41.845824 \n", "L 342.320482 43.517524 \n", "L 342.888152 47.172826 \n", "L 343.83427 55.352129 \n", "L 346.672621 83.622082 \n", "L 349.321749 112.175332 \n", "L 350.267867 119.056432 \n", "L 353.863112 142.081342 \n", "L 354.430782 144.561793 \n", "L 354.998453 146.135141 \n", "L 355.566123 147.014256 \n", "L 356.51224 147.960363 \n", "L 356.890687 147.981547 \n", "L 357.269134 147.528249 \n", "L 357.647581 146.549288 \n", "L 358.215251 144.257462 \n", "L 358.972145 140.04339 \n", "L 359.918262 133.130545 \n", "L 361.43205 122.330183 \n", "L 362.945837 111.287984 \n", "L 364.081178 102.129132 \n", "L 365.216519 90.654625 \n", "L 368.244094 56.788114 \n", "L 369.947105 37.267257 \n", "L 370.893222 27.798863 \n", "L 371.460892 24.075787 \n", "L 372.028563 21.875921 \n", "L 372.40701 21.278708 \n", "L 372.596233 21.29424 \n", "L 372.785457 21.530201 \n", "L 373.163904 22.594512 \n", "L 373.920797 25.982954 \n", "L 374.677691 30.14439 \n", "L 375.245361 35.257337 \n", "L 375.813032 42.694719 \n", "L 376.569926 55.97466 \n", "L 379.219054 108.376321 \n", "L 381.300512 143.771576 \n", "L 381.868182 151.205971 \n", "L 382.435852 156.19651 \n", "L 383.38197 162.287622 \n", "L 384.51731 168.88444 \n", "L 386.031098 179.317585 \n", "L 387.355662 187.474383 \n", "L 387.923332 189.120993 \n", "L 389.058673 191.93506 \n", "L 389.815567 192.789674 \n", "L 390.194014 193.047851 \n", "L 390.383237 192.994792 \n", "L 390.57246 192.736949 \n", "L 390.950907 191.460415 \n", "L 391.518578 187.868023 \n", "L 392.464695 180.266478 \n", "L 393.221589 171.962126 \n", "L 394.546153 154.059496 \n", "L 397.573728 106.225419 \n", "L 399.465962 78.059617 \n", "L 400.601303 65.754537 \n", "L 403.439655 37.963868 \n", "L 404.385772 32.146621 \n", "L 405.331889 27.940734 \n", "L 406.278006 24.98147 \n", "L 406.845677 23.342929 \n", "L 407.224124 22.918234 \n", "L 407.413347 22.945806 \n", "L 407.791794 23.378166 \n", "L 408.170241 24.341796 \n", "L 408.548688 25.880423 \n", "L 408.927135 28.095944 \n", "L 409.494805 33.076834 \n", "L 410.440922 43.93695 \n", "L 411.387039 58.321954 \n", "L 412.711604 83.047118 \n", "L 415.928402 143.995569 \n", "L 416.496072 150.460502 \n", "L 416.874519 152.651652 \n", "L 417.252966 153.813772 \n", "L 417.631413 154.425129 \n", "L 417.820637 154.482723 \n", "L 418.199083 154.130989 \n", "L 418.57753 153.661664 \n", "L 418.955977 153.544309 \n", "L 419.334424 153.557055 \n", "L 419.712871 153.342726 \n", "L 420.091318 152.839489 \n", "L 420.469765 151.901912 \n", "L 421.605105 147.535253 \n", "L 422.361999 144.276393 \n", "L 422.361999 144.276393 \n", "\" clip-path=\"url(#p7e5544a658)\" style=\"fill: none; stroke: #009afa\"/>\n", " </g>\n", " <g id=\"matplotlib.axis_1\">\n", " <g id=\"xtick_1\">\n", " <g id=\"line2d_2\">\n", " <defs>\n", " <path id=\"m392d2a52d6\" d=\"M 0 0 \n", "L 0 -2.5 \n", "\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </defs>\n", " <g>\n", " <use xlink:href=\"#m392d2a52d6\" x=\"43.915109\" y=\"258.225354\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_1\">\n", " <!-- $0.0$ -->\n", " <g transform=\"translate(37.515109 267.804104) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-30\" d=\"M 2034 4250 \n", "Q 1547 4250 1301 3770 \n", "Q 1056 3291 1056 2328 \n", "Q 1056 1369 1301 889 \n", "Q 1547 409 2034 409 \n", "Q 2525 409 2770 889 \n", "Q 3016 1369 3016 2328 \n", "Q 3016 3291 2770 3770 \n", "Q 2525 4250 2034 4250 \n", "z\n", "M 2034 4750 \n", "Q 2819 4750 3233 4129 \n", "Q 3647 3509 3647 2328 \n", "Q 3647 1150 3233 529 \n", "Q 2819 -91 2034 -91 \n", "Q 1250 -91 836 529 \n", "Q 422 1150 422 2328 \n", "Q 422 3509 836 4129 \n", "Q 1250 4750 2034 4750 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-2e\" d=\"M 684 794 \n", "L 1344 794 \n", "L 1344 0 \n", "L 684 0 \n", "L 684 794 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(0 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(95.410156 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"xtick_2\">\n", " <g id=\"line2d_3\">\n", " <g>\n", " <use xlink:href=\"#m392d2a52d6\" x=\"138.526832\" y=\"258.225354\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_2\">\n", " <!-- $0.5$ -->\n", " <g transform=\"translate(132.126832 267.804104) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-35\" d=\"M 691 4666 \n", "L 3169 4666 \n", "L 3169 4134 \n", "L 1269 4134 \n", "L 1269 2991 \n", "Q 1406 3038 1543 3061 \n", "Q 1681 3084 1819 3084 \n", "Q 2600 3084 3056 2656 \n", "Q 3513 2228 3513 1497 \n", "Q 3513 744 3044 326 \n", "Q 2575 -91 1722 -91 \n", "Q 1428 -91 1123 -41 \n", "Q 819 9 494 109 \n", "L 494 744 \n", "Q 775 591 1075 516 \n", "Q 1375 441 1709 441 \n", "Q 2250 441 2565 725 \n", "Q 2881 1009 2881 1497 \n", "Q 2881 1984 2565 2268 \n", "Q 2250 2553 1709 2553 \n", "Q 1456 2553 1204 2497 \n", "Q 953 2441 691 2322 \n", "L 691 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(0 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-35\" transform=\"translate(95.410156 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"xtick_3\">\n", " <g id=\"line2d_4\">\n", " <g>\n", " <use xlink:href=\"#m392d2a52d6\" x=\"233.138554\" y=\"258.225354\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_3\">\n", " <!-- $1.0$ -->\n", " <g transform=\"translate(226.738554 267.804104) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-31\" d=\"M 794 531 \n", "L 1825 531 \n", "L 1825 4091 \n", "L 703 3866 \n", "L 703 4441 \n", "L 1819 4666 \n", "L 2450 4666 \n", "L 2450 531 \n", "L 3481 531 \n", "L 3481 0 \n", "L 794 0 \n", "L 794 531 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-31\" transform=\"translate(0 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(95.410156 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"xtick_4\">\n", " <g id=\"line2d_5\">\n", " <g>\n", " <use xlink:href=\"#m392d2a52d6\" x=\"327.750277\" y=\"258.225354\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_4\">\n", " <!-- $1.5$ -->\n", " <g transform=\"translate(321.350277 267.804104) scale(0.08 -0.08)\">\n", " <use xlink:href=\"#DejaVuSans-31\" transform=\"translate(0 0.09375)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.09375)\"/>\n", " <use xlink:href=\"#DejaVuSans-35\" transform=\"translate(95.410156 0.09375)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"xtick_5\">\n", " <g id=\"line2d_6\">\n", " <g>\n", " <use xlink:href=\"#m392d2a52d6\" x=\"422.361999\" y=\"258.225354\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_5\">\n", " <!-- $2.0$ -->\n", " <g transform=\"translate(415.961999 267.804104) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-32\" d=\"M 1228 531 \n", "L 3431 531 \n", "L 3431 0 \n", "L 469 0 \n", "L 469 531 \n", "Q 828 903 1448 1529 \n", "Q 2069 2156 2228 2338 \n", "Q 2531 2678 2651 2914 \n", "Q 2772 3150 2772 3378 \n", "Q 2772 3750 2511 3984 \n", "Q 2250 4219 1831 4219 \n", "Q 1534 4219 1204 4116 \n", "Q 875 4013 500 3803 \n", "L 500 4441 \n", "Q 881 4594 1212 4672 \n", "Q 1544 4750 1819 4750 \n", "Q 2544 4750 2975 4387 \n", "Q 3406 4025 3406 3419 \n", "Q 3406 3131 3298 2873 \n", "Q 3191 2616 2906 2266 \n", "Q 2828 2175 2409 1742 \n", "Q 1991 1309 1228 531 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-32\" transform=\"translate(0 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(95.410156 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"text_6\">\n", " <!-- Time (s) -->\n", " <g transform=\"translate(210.776757 281.826136) scale(0.11 -0.11)\">\n", " <defs>\n", " <path id=\"DejaVuSans-54\" d=\"M -19 4666 \n", "L 3928 4666 \n", "L 3928 4134 \n", "L 2272 4134 \n", "L 2272 0 \n", "L 1638 0 \n", "L 1638 4134 \n", "L -19 4134 \n", "L -19 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-69\" d=\"M 603 3500 \n", "L 1178 3500 \n", "L 1178 0 \n", "L 603 0 \n", "L 603 3500 \n", "z\n", "M 603 4863 \n", "L 1178 4863 \n", "L 1178 4134 \n", "L 603 4134 \n", "L 603 4863 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-6d\" d=\"M 3328 2828 \n", "Q 3544 3216 3844 3400 \n", "Q 4144 3584 4550 3584 \n", "Q 5097 3584 5394 3201 \n", "Q 5691 2819 5691 2113 \n", "L 5691 0 \n", "L 5113 0 \n", "L 5113 2094 \n", "Q 5113 2597 4934 2840 \n", "Q 4756 3084 4391 3084 \n", "Q 3944 3084 3684 2787 \n", "Q 3425 2491 3425 1978 \n", "L 3425 0 \n", "L 2847 0 \n", "L 2847 2094 \n", "Q 2847 2600 2669 2842 \n", "Q 2491 3084 2119 3084 \n", "Q 1678 3084 1418 2786 \n", "Q 1159 2488 1159 1978 \n", "L 1159 0 \n", "L 581 0 \n", "L 581 3500 \n", "L 1159 3500 \n", "L 1159 2956 \n", "Q 1356 3278 1631 3431 \n", "Q 1906 3584 2284 3584 \n", "Q 2666 3584 2933 3390 \n", "Q 3200 3197 3328 2828 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-65\" d=\"M 3597 1894 \n", "L 3597 1613 \n", "L 953 1613 \n", "Q 991 1019 1311 708 \n", "Q 1631 397 2203 397 \n", "Q 2534 397 2845 478 \n", "Q 3156 559 3463 722 \n", "L 3463 178 \n", "Q 3153 47 2828 -22 \n", "Q 2503 -91 2169 -91 \n", "Q 1331 -91 842 396 \n", "Q 353 884 353 1716 \n", "Q 353 2575 817 3079 \n", "Q 1281 3584 2069 3584 \n", "Q 2775 3584 3186 3129 \n", "Q 3597 2675 3597 1894 \n", "z\n", "M 3022 2063 \n", "Q 3016 2534 2758 2815 \n", "Q 2500 3097 2075 3097 \n", "Q 1594 3097 1305 2825 \n", "Q 1016 2553 972 2059 \n", "L 3022 2063 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-20\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-28\" d=\"M 1984 4856 \n", "Q 1566 4138 1362 3434 \n", "Q 1159 2731 1159 2009 \n", "Q 1159 1288 1364 580 \n", "Q 1569 -128 1984 -844 \n", "L 1484 -844 \n", "Q 1016 -109 783 600 \n", "Q 550 1309 550 2009 \n", "Q 550 2706 781 3412 \n", "Q 1013 4119 1484 4856 \n", "L 1984 4856 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-73\" d=\"M 2834 3397 \n", "L 2834 2853 \n", "Q 2591 2978 2328 3040 \n", "Q 2066 3103 1784 3103 \n", "Q 1356 3103 1142 2972 \n", "Q 928 2841 928 2578 \n", "Q 928 2378 1081 2264 \n", "Q 1234 2150 1697 2047 \n", "L 1894 2003 \n", "Q 2506 1872 2764 1633 \n", "Q 3022 1394 3022 966 \n", "Q 3022 478 2636 193 \n", "Q 2250 -91 1575 -91 \n", "Q 1294 -91 989 -36 \n", "Q 684 19 347 128 \n", "L 347 722 \n", "Q 666 556 975 473 \n", "Q 1284 391 1588 391 \n", "Q 1994 391 2212 530 \n", "Q 2431 669 2431 922 \n", "Q 2431 1156 2273 1281 \n", "Q 2116 1406 1581 1522 \n", "L 1381 1569 \n", "Q 847 1681 609 1914 \n", "Q 372 2147 372 2553 \n", "Q 372 3047 722 3315 \n", "Q 1072 3584 1716 3584 \n", "Q 2034 3584 2315 3537 \n", "Q 2597 3491 2834 3397 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-29\" d=\"M 513 4856 \n", "L 1013 4856 \n", "Q 1481 4119 1714 3412 \n", "Q 1947 2706 1947 2009 \n", "Q 1947 1309 1714 600 \n", "Q 1481 -109 1013 -844 \n", "L 513 -844 \n", "Q 928 -128 1133 580 \n", "Q 1338 1288 1338 2009 \n", "Q 1338 2731 1133 3434 \n", "Q 928 4138 513 4856 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-54\"/>\n", " <use xlink:href=\"#DejaVuSans-69\" x=\"57.958984\"/>\n", " <use xlink:href=\"#DejaVuSans-6d\" x=\"85.742188\"/>\n", " <use xlink:href=\"#DejaVuSans-65\" x=\"183.154297\"/>\n", " <use xlink:href=\"#DejaVuSans-20\" x=\"244.677734\"/>\n", " <use xlink:href=\"#DejaVuSans-28\" x=\"276.464844\"/>\n", " <use xlink:href=\"#DejaVuSans-73\" x=\"315.478516\"/>\n", " <use xlink:href=\"#DejaVuSans-29\" x=\"367.578125\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"matplotlib.axis_2\">\n", " <g id=\"ytick_1\">\n", " <g id=\"line2d_7\">\n", " <defs>\n", " <path id=\"md2cab9a1ad\" d=\"M 0 0 \n", "L 2.5 0 \n", "\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </defs>\n", " <g>\n", " <use xlink:href=\"#md2cab9a1ad\" x=\"43.915109\" y=\"214.520201\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_7\">\n", " <!-- $-0.6$ -->\n", " <g transform=\"translate(20.975109 217.559576) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-2212\" d=\"M 678 2272 \n", "L 4684 2272 \n", "L 4684 1741 \n", "L 678 1741 \n", "L 678 2272 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-36\" d=\"M 2113 2584 \n", "Q 1688 2584 1439 2293 \n", "Q 1191 2003 1191 1497 \n", "Q 1191 994 1439 701 \n", "Q 1688 409 2113 409 \n", "Q 2538 409 2786 701 \n", "Q 3034 994 3034 1497 \n", "Q 3034 2003 2786 2293 \n", "Q 2538 2584 2113 2584 \n", "z\n", "M 3366 4563 \n", "L 3366 3988 \n", "Q 3128 4100 2886 4159 \n", "Q 2644 4219 2406 4219 \n", "Q 1781 4219 1451 3797 \n", "Q 1122 3375 1075 2522 \n", "Q 1259 2794 1537 2939 \n", "Q 1816 3084 2150 3084 \n", "Q 2853 3084 3261 2657 \n", "Q 3669 2231 3669 1497 \n", "Q 3669 778 3244 343 \n", "Q 2819 -91 2113 -91 \n", "Q 1303 -91 875 529 \n", "Q 447 1150 447 2328 \n", "Q 447 3434 972 4092 \n", "Q 1497 4750 2381 4750 \n", "Q 2619 4750 2861 4703 \n", "Q 3103 4656 3366 4563 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-2212\" transform=\"translate(0 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(83.789062 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(147.412109 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-36\" transform=\"translate(179.199219 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"ytick_2\">\n", " <g id=\"line2d_8\">\n", " <g>\n", " <use xlink:href=\"#md2cab9a1ad\" x=\"43.915109\" y=\"146.367695\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_8\">\n", " <!-- $-0.4$ -->\n", " <g transform=\"translate(20.975109 149.40707) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-34\" d=\"M 2419 4116 \n", "L 825 1625 \n", "L 2419 1625 \n", "L 2419 4116 \n", "z\n", "M 2253 4666 \n", "L 3047 4666 \n", "L 3047 1625 \n", "L 3713 1625 \n", "L 3713 1100 \n", "L 3047 1100 \n", "L 3047 0 \n", "L 2419 0 \n", "L 2419 1100 \n", "L 313 1100 \n", "L 313 1709 \n", "L 2253 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-2212\" transform=\"translate(0 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(83.789062 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(147.412109 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-34\" transform=\"translate(179.199219 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"ytick_3\">\n", " <g id=\"line2d_9\">\n", " <g>\n", " <use xlink:href=\"#md2cab9a1ad\" x=\"43.915109\" y=\"78.21519\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_9\">\n", " <!-- $-0.2$ -->\n", " <g transform=\"translate(21.375109 81.254565) scale(0.08 -0.08)\">\n", " <use xlink:href=\"#DejaVuSans-2212\" transform=\"translate(0 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(83.789062 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(147.412109 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-32\" transform=\"translate(173.699219 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"ytick_4\">\n", " <g id=\"line2d_10\">\n", " <g>\n", " <use xlink:href=\"#md2cab9a1ad\" x=\"43.915109\" y=\"10.062685\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_10\">\n", " <!-- $0.0$ -->\n", " <g transform=\"translate(27.615109 13.10206) scale(0.08 -0.08)\">\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(0 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(95.410156 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"text_11\">\n", " <!-- $u_x$ ($m$) -->\n", " <g transform=\"translate(14.687453 147.855) rotate(-90) scale(0.11 -0.11)\">\n", " <defs>\n", " <path id=\"DejaVuSans-Oblique-75\" d=\"M 428 1388 \n", "L 838 3500 \n", "L 1416 3500 \n", "L 1006 1409 \n", "Q 975 1256 961 1147 \n", "Q 947 1038 947 966 \n", "Q 947 700 1109 554 \n", "Q 1272 409 1569 409 \n", "Q 2031 409 2368 721 \n", "Q 2706 1034 2809 1563 \n", "L 3194 3500 \n", "L 3769 3500 \n", "L 3091 0 \n", "L 2516 0 \n", "L 2631 550 \n", "Q 2388 244 2052 76 \n", "Q 1716 -91 1338 -91 \n", "Q 878 -91 622 161 \n", "Q 366 413 366 863 \n", "Q 366 956 381 1097 \n", "Q 397 1238 428 1388 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-Oblique-78\" d=\"M 3841 3500 \n", "L 2234 1784 \n", "L 3219 0 \n", "L 2559 0 \n", "L 1819 1388 \n", "L 531 0 \n", "L -166 0 \n", "L 1556 1844 \n", "L 641 3500 \n", "L 1300 3500 \n", "L 1972 2234 \n", "L 3144 3500 \n", "L 3841 3500 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-Oblique-6d\" d=\"M 5747 2113 \n", "L 5338 0 \n", "L 4763 0 \n", "L 5166 2094 \n", "Q 5191 2228 5203 2325 \n", "Q 5216 2422 5216 2491 \n", "Q 5216 2772 5059 2928 \n", "Q 4903 3084 4622 3084 \n", "Q 4203 3084 3875 2770 \n", "Q 3547 2456 3450 1953 \n", "L 3066 0 \n", "L 2491 0 \n", "L 2900 2094 \n", "Q 2925 2209 2937 2307 \n", "Q 2950 2406 2950 2484 \n", "Q 2950 2769 2794 2926 \n", "Q 2638 3084 2363 3084 \n", "Q 1938 3084 1609 2770 \n", "Q 1281 2456 1184 1953 \n", "L 800 0 \n", "L 225 0 \n", "L 909 3500 \n", "L 1484 3500 \n", "L 1375 2956 \n", "Q 1609 3263 1923 3423 \n", "Q 2238 3584 2597 3584 \n", "Q 2978 3584 3223 3384 \n", "Q 3469 3184 3519 2828 \n", "Q 3781 3197 4126 3390 \n", "Q 4472 3584 4856 3584 \n", "Q 5306 3584 5551 3325 \n", "Q 5797 3066 5797 2591 \n", "Q 5797 2488 5784 2364 \n", "Q 5772 2241 5747 2113 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-Oblique-75\" transform=\"translate(0 0.125)\"/>\n", " <use xlink:href=\"#DejaVuSans-Oblique-78\" transform=\"translate(63.378906 -16.28125) scale(0.7)\"/>\n", " <use xlink:href=\"#DejaVuSans-20\" transform=\"translate(107.539062 0.125)\"/>\n", " <use xlink:href=\"#DejaVuSans-28\" transform=\"translate(139.326172 0.125)\"/>\n", " <use xlink:href=\"#DejaVuSans-Oblique-6d\" transform=\"translate(178.339844 0.125)\"/>\n", " <use xlink:href=\"#DejaVuSans-29\" transform=\"translate(275.751953 0.125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"line2d_11\">\n", " <path d=\"M 43.915109 10.062685 \n", "L 49.363866 10.172782 \n", "L 51.895057 10.446693 \n", "L 53.632123 10.831065 \n", "L 55.154559 11.392995 \n", "L 56.618984 12.162584 \n", "L 58.056319 13.176919 \n", "L 59.815116 14.717251 \n", "L 61.394169 16.391488 \n", "L 62.99586 18.421075 \n", "L 64.694966 20.925692 \n", "L 66.707307 24.344099 \n", "L 70.418353 30.656254 \n", "L 72.185401 33.217297 \n", "L 73.952991 35.398166 \n", "L 75.322277 36.768073 \n", "L 76.697965 37.811385 \n", "L 78.097174 38.596873 \n", "L 79.331713 39.05432 \n", "L 80.614146 39.298859 \n", "L 81.803224 39.33216 \n", "L 82.806629 39.176732 \n", "L 83.859517 38.804524 \n", "L 85.044878 38.14694 \n", "L 86.529594 37.058429 \n", "L 90.983677 33.524333 \n", "L 92.174734 32.947706 \n", "L 93.262697 32.636557 \n", "L 94.631088 32.514237 \n", "L 96.338667 32.62251 \n", "L 99.120308 32.846698 \n", "L 100.356186 32.710219 \n", "L 101.655236 32.33939 \n", "L 103.062755 31.676096 \n", "L 104.823498 30.567826 \n", "L 112.710953 25.205274 \n", "L 113.666422 24.85731 \n", "L 114.383501 24.755657 \n", "L 115.157022 24.845032 \n", "L 115.930544 25.190979 \n", "L 116.704065 25.843029 \n", "L 117.477586 26.842982 \n", "L 118.251108 28.209512 \n", "L 119.282469 30.603832 \n", "L 120.440513 34.003852 \n", "L 121.755789 38.618552 \n", "L 124.405564 48.974364 \n", "L 126.352919 56.176083 \n", "L 127.624134 60.144098 \n", "L 128.780444 63.080677 \n", "L 129.82438 65.164432 \n", "L 130.827881 66.648494 \n", "L 131.631547 67.469389 \n", "L 132.444497 67.967429 \n", "L 133.128826 68.142017 \n", "L 133.910858 68.040243 \n", "L 134.445104 67.776728 \n", "L 135.0046 67.301258 \n", "L 135.610967 66.546632 \n", "L 136.229945 65.505688 \n", "L 137.158412 63.421191 \n", "L 138.086878 60.713678 \n", "L 139.324833 56.215211 \n", "L 140.995219 49.045322 \n", "L 143.373584 38.836302 \n", "L 144.45466 34.997119 \n", "L 145.463975 32.223721 \n", "L 146.146576 30.874565 \n", "L 146.829311 29.976584 \n", "L 147.341462 29.606969 \n", "L 147.853613 29.501709 \n", "L 148.365764 29.657187 \n", "L 148.877914 30.069361 \n", "L 149.560935 30.998735 \n", "L 150.250626 32.342167 \n", "L 151.121952 34.552309 \n", "L 152.199139 37.939262 \n", "L 153.684462 43.396444 \n", "L 156.830187 55.136081 \n", "L 158.059042 58.787487 \n", "L 159.081309 61.130401 \n", "L 159.914881 62.515746 \n", "L 160.784275 63.435917 \n", "L 161.371043 63.76055 \n", "L 161.957811 63.846247 \n", "L 162.54458 63.700453 \n", "L 163.271348 63.198215 \n", "L 163.998117 62.361102 \n", "L 164.724885 61.196659 \n", "L 165.723049 59.093821 \n", "L 166.655837 56.624997 \n", "L 167.921285 52.536104 \n", "L 169.510474 46.417382 \n", "L 173.454235 30.514673 \n", "L 174.354636 27.914491 \n", "L 175.070511 26.445959 \n", "L 175.624431 25.750771 \n", "L 176.039233 25.518365 \n", "L 176.429635 25.544234 \n", "L 176.794303 25.800621 \n", "L 177.256607 26.466071 \n", "L 177.74744 27.595989 \n", "L 178.338825 29.558901 \n", "L 179.01648 32.60262 \n", "L 179.863549 37.548773 \n", "L 180.880032 45.007499 \n", "L 182.070275 55.523246 \n", "L 183.733856 72.424407 \n", "L 188.080947 117.790407 \n", "L 189.362238 128.218958 \n", "L 190.327833 134.544798 \n", "L 191.171652 138.911615 \n", "L 191.986088 142.103566 \n", "L 192.715718 144.165215 \n", "L 193.305536 145.333469 \n", "L 193.969497 146.149607 \n", "L 194.485447 146.422225 \n", "L 195.019753 146.364471 \n", "L 195.610007 145.871092 \n", "L 196.22329 144.84894 \n", "L 196.836573 143.265559 \n", "L 197.449856 141.085777 \n", "L 198.36978 136.59511 \n", "L 199.289705 130.567906 \n", "L 200.209629 122.988147 \n", "L 201.436195 110.749603 \n", "L 204.331092 77.915895 \n", "L 205.900181 61.833965 \n", "L 207.174616 51.050681 \n", "L 208.242751 43.83018 \n", "L 209.191954 38.841081 \n", "L 210.018726 35.620875 \n", "L 210.650528 33.910789 \n", "L 211.166479 33.038855 \n", "L 211.617937 32.688849 \n", "L 211.942518 32.684416 \n", "L 212.287383 32.914022 \n", "L 212.713902 33.542069 \n", "L 213.235764 34.827907 \n", "L 213.795716 36.849847 \n", "L 214.531188 40.477207 \n", "L 215.399551 46.08306 \n", "L 216.378904 53.916207 \n", "L 217.620748 65.717978 \n", "L 221.599189 105.476291 \n", "L 222.56899 112.569983 \n", "L 223.388974 117.217215 \n", "L 224.220301 120.589194 \n", "L 224.90057 122.381054 \n", "L 225.359717 123.152696 \n", "L 225.846489 123.638098 \n", "L 226.345663 123.827842 \n", "L 226.867122 123.767378 \n", "L 227.388581 123.498211 \n", "L 228.260938 122.701619 \n", "L 229.175008 121.442249 \n", "L 229.813799 120.241579 \n", "L 230.459092 118.683919 \n", "L 231.104386 116.699425 \n", "L 231.749679 114.174771 \n", "L 232.394973 110.971917 \n", "L 233.362913 104.642009 \n", "L 234.330853 96.385603 \n", "L 235.62144 82.769314 \n", "L 239.126151 43.351538 \n", "L 240.066537 35.812352 \n", "L 240.762254 31.795382 \n", "L 241.320267 29.703473 \n", "L 241.738776 28.855579 \n", "L 242.069681 28.638911 \n", "L 242.312763 28.739766 \n", "L 242.57474 29.097798 \n", "L 242.920713 29.967292 \n", "L 243.378429 31.809405 \n", "L 243.959363 35.268009 \n", "L 244.611127 40.57227 \n", "L 245.432417 49.177044 \n", "L 246.537806 63.343603 \n", "L 248.430606 91.04518 \n", "L 251.470518 135.100693 \n", "L 254.058546 169.538679 \n", "L 255.366236 184.084478 \n", "L 256.45831 194.027855 \n", "L 257.570353 202.16891 \n", "L 258.426298 207.027938 \n", "L 259.286134 210.665834 \n", "L 260.042582 212.932762 \n", "L 260.642162 214.211242 \n", "L 261.241743 215.032701 \n", "L 261.641464 215.280407 \n", "L 262.019382 215.23409 \n", "L 262.33913 214.92649 \n", "L 262.708371 214.196954 \n", "L 263.166623 212.644183 \n", "L 263.726991 209.685475 \n", "L 264.397473 204.627372 \n", "L 265.316549 195.503323 \n", "L 266.585032 180.242927 \n", "L 268.349936 155.92583 \n", "L 273.337248 85.198826 \n", "L 274.378983 73.903241 \n", "L 275.179394 67.321762 \n", "L 275.763452 63.995308 \n", "L 276.267427 62.275407 \n", "L 276.643118 61.729063 \n", "L 276.876644 61.708494 \n", "L 277.132348 61.957825 \n", "L 277.491876 62.766234 \n", "L 277.967159 64.594604 \n", "L 278.551788 67.870756 \n", "L 279.372262 73.948826 \n", "L 280.626341 85.25007 \n", "L 282.853463 105.556229 \n", "L 283.808373 112.318973 \n", "L 284.638998 116.861138 \n", "L 285.480035 120.334396 \n", "L 286.372206 123.032608 \n", "L 287.442811 125.432994 \n", "L 289.182999 129.155 \n", "L 290.656389 132.422427 \n", "L 291.163631 133.028941 \n", "L 291.583125 133.162045 \n", "L 291.973056 132.976268 \n", "L 292.413323 132.443282 \n", "L 293.018858 131.270484 \n", "L 293.907628 128.995669 \n", "L 294.90055 125.898547 \n", "L 295.663028 122.795625 \n", "L 296.337697 119.114431 \n", "L 297.046594 114.029041 \n", "L 298.038347 105.165101 \n", "L 300.076161 86.708944 \n", "L 303.943202 56.309858 \n", "L 304.548037 53.229786 \n", "L 304.986291 51.801984 \n", "L 305.326427 51.168356 \n", "L 305.679785 50.923145 \n", "L 305.920489 50.970808 \n", "L 306.281545 51.321246 \n", "L 306.76539 52.237198 \n", "L 307.315096 53.827289 \n", "L 307.940944 56.3566 \n", "L 308.588407 59.890133 \n", "L 309.355633 65.482064 \n", "L 310.210939 73.557632 \n", "L 311.679658 90.229152 \n", "L 312.723351 103.934323 \n", "L 313.44357 115.996138 \n", "L 314.387518 135.87622 \n", "L 318.796003 235.743565 \n", "L 319.465149 245.559666 \n", "L 319.909995 249.456286 \n", "L 320.183355 250.616477 \n", "L 320.374211 250.878447 \n", "L 320.570101 250.72044 \n", "L 320.868714 249.788314 \n", "L 321.382471 246.932931 \n", "L 322.848743 238.027756 \n", "L 323.507483 235.563068 \n", "L 324.196449 233.895027 \n", "L 325.126182 231.929665 \n", "L 325.672594 230.154117 \n", "L 326.648054 226.884327 \n", "L 326.995004 226.40886 \n", "L 327.226303 226.359556 \n", "L 327.529851 226.547858 \n", "L 328.247846 227.124064 \n", "L 328.441117 226.997316 \n", "L 328.679016 226.507252 \n", "L 328.968141 225.289303 \n", "L 329.315883 222.754283 \n", "L 329.777126 217.419094 \n", "L 330.387902 207.064922 \n", "L 331.205832 188.825301 \n", "L 334.641451 107.251261 \n", "L 335.994493 79.035793 \n", "L 336.913428 64.214361 \n", "L 337.690817 55.036126 \n", "L 338.345388 49.707873 \n", "L 339.054155 45.666313 \n", "L 339.785928 42.601523 \n", "L 340.395866 40.924594 \n", "L 340.837792 40.356401 \n", "L 341.150385 40.343591 \n", "L 341.370725 40.572689 \n", "L 341.664513 41.227751 \n", "L 342.032152 42.613231 \n", "L 342.547224 45.47058 \n", "L 343.214632 50.465921 \n", "L 344.336984 60.860142 \n", "L 346.937825 86.765305 \n", "L 348.801801 107.880307 \n", "L 349.777526 115.690858 \n", "L 350.981648 123.484777 \n", "L 352.105161 130.981983 \n", "L 353.579383 141.146438 \n", "L 354.220678 143.941413 \n", "L 354.772728 145.499279 \n", "L 355.53623 146.977301 \n", "L 356.133526 147.770276 \n", "L 356.55795 148.029382 \n", "L 356.876269 147.986993 \n", "L 357.194798 147.681532 \n", "L 357.531106 147.014841 \n", "L 358.002606 145.419597 \n", "L 358.527757 142.721424 \n", "L 359.298088 137.398008 \n", "L 361.017629 125.357228 \n", "L 363.315537 109.050325 \n", "L 364.105527 102.203331 \n", "L 365.568755 86.585263 \n", "L 370.9578 26.663832 \n", "L 371.510494 23.576128 \n", "L 371.956794 22.114108 \n", "L 372.29152 21.742663 \n", "L 372.51467 21.870197 \n", "L 372.849395 22.521705 \n", "L 373.860214 25.515381 \n", "L 374.333085 27.604099 \n", "L 374.805956 31.010019 \n", "L 375.400392 37.267883 \n", "L 376.033333 46.696515 \n", "L 376.78878 61.980294 \n", "L 378.063773 87.825506 \n", "L 381.35803 145.306532 \n", "L 382.081914 152.703555 \n", "L 382.989734 159.706594 \n", "L 385.237714 174.915065 \n", "L 386.849923 185.509497 \n", "L 388.251287 191.127166 \n", "L 388.888866 192.641646 \n", "L 389.537712 193.731551 \n", "L 389.79725 193.85548 \n", "L 390.056788 193.62962 \n", "L 390.316327 193.015705 \n", "L 390.835403 191.040496 \n", "L 391.484249 187.873692 \n", "L 392.003325 184.119298 \n", "L 392.86967 176.008913 \n", "L 393.625426 167.169194 \n", "L 394.901366 148.762361 \n", "L 397.333632 110.249243 \n", "L 398.770413 87.435862 \n", "L 399.699575 76.151344 \n", "L 403.09162 40.605214 \n", "L 403.841592 35.031739 \n", "L 404.630732 31.07064 \n", "L 406.1411 24.516899 \n", "L 406.903753 22.07279 \n", "L 407.14071 21.826693 \n", "L 407.322679 21.867645 \n", "L 407.535421 22.148852 \n", "L 407.846604 22.987637 \n", "L 408.302331 24.981599 \n", "L 408.99093 28.907732 \n", "L 409.526318 33.531782 \n", "L 410.212218 41.440138 \n", "L 411.260897 56.77375 \n", "L 412.666033 81.955674 \n", "L 413.890081 107.586935 \n", "L 415.015667 130.275885 \n", "L 415.860922 143.900342 \n", "L 416.286299 147.938967 \n", "L 416.723697 150.397475 \n", "L 417.194252 152.034905 \n", "L 417.668016 152.871946 \n", "L 418.623071 154.291865 \n", "L 419.361034 155.387457 \n", "L 419.542131 155.313977 \n", "L 419.74133 154.90997 \n", "L 420.094863 153.527785 \n", "L 421.794774 146.172677 \n", "L 422.361999 144.564928 \n", "L 422.361999 144.564928 \n", "\" clip-path=\"url(#p7e5544a658)\" style=\"fill: none; stroke: #e36f47\"/>\n", " </g>\n", " <g id=\"patch_3\">\n", " <path d=\"M 43.915109 258.225354 \n", "L 43.915109 2.834646 \n", "\" style=\"fill: none; stroke: #000000; stroke-linejoin: miter; stroke-linecap: square\"/>\n", " </g>\n", " <g id=\"patch_4\">\n", " <path d=\"M 43.915109 258.225354 \n", "L 422.361999 258.225354 \n", "\" style=\"fill: none; stroke: #000000; stroke-linejoin: miter; stroke-linecap: square\"/>\n", " </g>\n", " <g id=\"line2d_12\">\n", " <path d=\"M 43.915109 10.062685 \n", "L 49.377964 10.173667 \n", "L 51.892107 10.44611 \n", "L 53.665689 10.840869 \n", "L 55.2076 11.416459 \n", "L 56.69771 12.211209 \n", "L 58.117291 13.225303 \n", "L 59.83947 14.740155 \n", "L 61.440047 16.444897 \n", "L 63.062622 18.513197 \n", "L 64.795483 21.084327 \n", "L 66.857002 24.607357 \n", "L 70.447341 30.701952 \n", "L 72.129026 33.141862 \n", "L 73.955366 35.396377 \n", "L 75.382256 36.819597 \n", "L 76.665105 37.79129 \n", "L 78.021818 38.558443 \n", "L 79.238943 39.02836 \n", "L 80.431513 39.276309 \n", "L 81.813153 39.326429 \n", "L 82.854844 39.161568 \n", "L 83.921221 38.77714 \n", "L 85.09352 38.117769 \n", "L 86.693279 36.923271 \n", "L 90.639167 33.726577 \n", "L 92.025265 33.005569 \n", "L 93.191256 32.642128 \n", "L 94.377252 32.501375 \n", "L 95.876342 32.56433 \n", "L 99.299101 32.837662 \n", "L 100.621285 32.666378 \n", "L 101.989197 32.220328 \n", "L 103.524021 31.430493 \n", "L 105.564764 30.061592 \n", "L 111.732594 25.726793 \n", "L 113.057246 25.065673 \n", "L 114.05996 24.797527 \n", "L 114.879493 24.805729 \n", "L 115.480775 24.978883 \n", "L 116.348854 25.527362 \n", "L 116.959114 26.151962 \n", "L 117.896341 27.53569 \n", "L 118.770769 29.313708 \n", "L 119.838385 32.110601 \n", "L 121.007345 35.859504 \n", "L 122.603674 41.79059 \n", "L 126.148039 55.410944 \n", "L 127.627628 60.115124 \n", "L 128.791056 63.110928 \n", "L 129.757222 65.066031 \n", "L 130.571008 66.331328 \n", "L 131.434466 67.303638 \n", "L 132.275031 67.891876 \n", "L 133.102474 68.119833 \n", "L 133.636683 68.073318 \n", "L 134.22312 67.837413 \n", "L 134.828173 67.380419 \n", "L 135.469616 66.64564 \n", "L 136.121275 65.620256 \n", "L 137.065341 63.608424 \n", "L 137.943884 61.162191 \n", "L 139.02656 57.427661 \n", "L 140.475118 51.47525 \n", "L 143.703001 37.683593 \n", "L 144.683292 34.369306 \n", "L 145.601199 31.956429 \n", "L 146.262641 30.693639 \n", "L 147.035075 29.765492 \n", "L 147.519821 29.493213 \n", "L 148.041966 29.468691 \n", "L 148.598852 29.744346 \n", "L 149.127932 30.284394 \n", "L 149.739918 31.227754 \n", "L 150.591157 33.058395 \n", "L 151.444837 35.420365 \n", "L 152.672983 39.533286 \n", "L 155.193708 49.187063 \n", "L 156.811611 55.000391 \n", "L 158.147137 58.930584 \n", "L 159.19459 61.258071 \n", "L 159.989451 62.52678 \n", "L 160.813288 63.373931 \n", "L 161.473883 63.710952 \n", "L 162.074807 63.75868 \n", "L 162.55 63.625941 \n", "L 163.288866 63.127918 \n", "L 164.088145 62.199867 \n", "L 164.826046 60.993456 \n", "L 165.844145 58.794662 \n", "L 166.873421 55.969726 \n", "L 168.209651 51.481648 \n", "L 169.847044 44.997404 \n", "L 173.091598 31.781608 \n", "L 173.939549 29.076734 \n", "L 174.815109 26.973243 \n", "L 175.340056 26.130989 \n", "L 175.924977 25.62631 \n", "L 176.282613 25.567267 \n", "L 176.581586 25.674532 \n", "L 176.977185 26.048064 \n", "L 177.350244 26.652515 \n", "L 177.870428 27.919927 \n", "L 178.358056 29.56664 \n", "L 179.131321 33.088089 \n", "L 179.957088 38.032431 \n", "L 181.067405 46.409233 \n", "L 182.256314 57.164458 \n", "L 184.091548 76.097665 \n", "L 187.598875 112.914368 \n", "L 188.945989 124.718842 \n", "L 189.986219 132.236886 \n", "L 190.907471 137.573215 \n", "L 191.837631 141.656231 \n", "L 192.563109 143.949911 \n", "L 193.229518 145.404415 \n", "L 193.814128 146.193379 \n", "L 194.265638 146.502687 \n", "L 194.60689 146.565521 \n", "L 195.005178 146.452353 \n", "L 195.424679 146.112638 \n", "L 196.005791 145.255861 \n", "L 196.558096 144.003953 \n", "L 197.2479 141.797638 \n", "L 198.069951 138.160168 \n", "L 198.975142 132.794436 \n", "L 199.872993 126.017847 \n", "L 200.847396 117.095162 \n", "L 202.302647 101.412015 \n", "L 205.633616 64.487004 \n", "L 206.889842 53.240455 \n", "L 207.85778 46.141881 \n", "L 208.741073 40.921871 \n", "L 209.694383 36.650106 \n", "L 210.46958 34.253008 \n", "L 211.112648 33.050217 \n", "L 211.589144 32.653945 \n", "L 211.955198 32.652098 \n", "L 212.328303 32.930512 \n", "L 212.727837 33.549734 \n", "L 213.15002 34.569368 \n", "L 213.748402 36.657228 \n", "L 214.476295 40.190342 \n", "L 215.312575 45.510531 \n", "L 216.378613 53.989271 \n", "L 217.708363 66.61161 \n", "L 221.627233 105.506364 \n", "L 222.60662 112.594524 \n", "L 223.430051 117.232474 \n", "L 224.16151 120.289889 \n", "L 224.85453 122.277081 \n", "L 225.437412 123.318411 \n", "L 225.999434 123.850938 \n", "L 226.433832 123.995719 \n", "L 226.904657 123.937195 \n", "L 227.52463 123.589276 \n", "L 228.305521 122.82046 \n", "L 229.05764 121.781141 \n", "L 229.785354 120.44567 \n", "L 230.551343 118.563316 \n", "L 231.396221 115.738268 \n", "L 232.179041 112.221867 \n", "L 232.978936 107.505095 \n", "L 233.812106 101.203589 \n", "L 234.80666 91.864198 \n", "L 236.107951 77.362323 \n", "L 238.748539 47.350682 \n", "L 239.840301 37.842338 \n", "L 240.66267 32.616206 \n", "L 241.225968 30.221229 \n", "L 241.644715 29.142314 \n", "L 241.942653 28.761157 \n", "L 242.245307 28.713728 \n", "L 242.543583 29.00776 \n", "L 242.880996 29.75122 \n", "L 243.374781 31.621967 \n", "L 243.879805 34.476892 \n", "L 244.649717 40.562987 \n", "L 245.465377 49.062888 \n", "L 246.576952 63.287081 \n", "L 248.570947 92.626286 \n", "L 251.54889 136.127583 \n", "L 254.023101 168.889777 \n", "L 255.347872 183.676462 \n", "L 256.495855 193.990005 \n", "L 257.598778 201.843341 \n", "L 258.562127 207.243619 \n", "L 259.350017 210.646147 \n", "L 260.173773 213.218625 \n", "L 260.844979 214.602531 \n", "L 261.360663 215.225187 \n", "L 261.747293 215.404801 \n", "L 262.038032 215.346395 \n", "L 262.326953 215.094499 \n", "L 262.653068 214.539191 \n", "L 263.089216 213.274984 \n", "L 263.574053 211.070232 \n", "L 264.11532 207.544958 \n", "L 264.768292 201.869754 \n", "L 265.698528 191.734424 \n", "L 267.199636 172.701808 \n", "L 269.218626 144.198096 \n", "L 272.876022 91.93275 \n", "L 274.08435 77.591141 \n", "L 274.948462 69.632946 \n", "L 275.550477 65.602924 \n", "L 276.029455 63.404008 \n", "L 276.523536 62.134111 \n", "L 276.864358 61.866551 \n", "L 277.139952 62.014112 \n", "L 277.444075 62.547315 \n", "L 277.883117 63.971168 \n", "L 278.515744 67.243089 \n", "L 279.226798 72.307655 \n", "L 280.396366 82.641559 \n", "L 282.895416 105.37953 \n", "L 284.007289 113.1813 \n", "L 284.812492 117.445326 \n", "L 285.71047 120.901644 \n", "L 286.646741 123.462103 \n", "L 290.110266 131.286003 \n", "L 290.834207 132.435567 \n", "L 291.227903 132.771503 \n", "L 291.638334 132.854777 \n", "L 291.926642 132.738732 \n", "L 292.360144 132.292728 \n", "L 292.880375 131.363322 \n", "L 293.532386 129.730748 \n", "L 294.585588 126.471081 \n", "L 295.468358 123.169252 \n", "L 296.21514 119.488981 \n", "L 297.018628 114.141421 \n", "L 297.991318 105.812737 \n", "L 300.480965 83.540395 \n", "L 304.343189 54.031786 \n", "L 304.881878 51.81399 \n", "L 305.350762 50.77548 \n", "L 305.725811 50.513222 \n", "L 305.983536 50.594499 \n", "L 306.349588 51.027113 \n", "L 306.854069 52.135415 \n", "L 307.440946 54.065108 \n", "L 308.026496 56.681581 \n", "L 308.708577 60.736474 \n", "L 309.44832 66.487702 \n", "L 310.405305 75.881433 \n", "L 311.742382 91.510336 \n", "L 312.888566 107.127332 \n", "L 313.757631 122.103204 \n", "L 314.767942 143.791295 \n", "L 318.459384 227.739521 \n", "L 319.293956 241.163905 \n", "L 319.837035 246.976252 \n", "L 320.265392 249.406756 \n", "L 320.468856 249.8647 \n", "L 320.671807 249.898585 \n", "L 320.86576 249.572191 \n", "L 321.210256 248.284648 \n", "L 321.809776 244.735098 \n", "L 322.941941 237.902957 \n", "L 323.606403 235.137688 \n", "L 324.32375 233.032416 \n", "L 326.167031 228.109964 \n", "L 326.873436 226.195403 \n", "L 327.287096 225.601754 \n", "L 327.625675 225.449603 \n", "L 328.325095 225.33996 \n", "L 328.567015 225.011423 \n", "L 328.82696 224.279154 \n", "L 329.119184 222.832775 \n", "L 329.486738 219.871972 \n", "L 329.969265 213.860604 \n", "L 330.614323 202.332862 \n", "L 331.526218 181.427734 \n", "L 334.259596 116.252411 \n", "L 335.963515 80.654078 \n", "L 336.976897 64.15442 \n", "L 337.807402 54.167722 \n", "L 338.4467 48.662625 \n", "L 339.138605 44.550305 \n", "L 339.764409 42.066491 \n", "L 340.334999 40.607006 \n", "L 340.778442 40.037603 \n", "L 341.059762 39.979457 \n", "L 341.269534 40.105807 \n", "L 341.542823 40.504081 \n", "L 341.920702 41.529089 \n", "L 342.374783 43.550689 \n", "L 342.961193 47.3919 \n", "L 343.798845 54.646121 \n", "L 346.123409 77.926707 \n", "L 347.512443 93.416466 \n", "L 348.911765 108.486126 \n", "L 349.813945 115.866439 \n", "L 351.092946 124.244428 \n", "L 354.392098 143.695932 \n", "L 355.012582 145.578497 \n", "L 355.593574 146.65328 \n", "L 356.313625 147.521592 \n", "L 356.717444 147.708346 \n", "L 356.968557 147.618811 \n", "L 357.281913 147.218961 \n", "L 357.666136 146.259894 \n", "L 358.161691 144.318221 \n", "L 358.816872 140.710824 \n", "L 359.776574 133.851007 \n", "L 364.55354 96.471589 \n", "L 366.08523 80.109108 \n", "L 370.491895 31.349238 \n", "L 371.198747 25.748166 \n", "L 371.751999 22.980816 \n", "L 372.199812 21.734371 \n", "L 372.468592 21.488053 \n", "L 372.663918 21.571343 \n", "L 372.932454 22.03454 \n", "L 373.352363 23.398339 \n", "L 374.188161 27.123383 \n", "L 374.69198 30.148547 \n", "L 375.20255 34.703229 \n", "L 375.808713 42.436353 \n", "L 376.478026 53.970873 \n", "L 380.419984 129.49075 \n", "L 381.515794 146.739342 \n", "L 382.132419 153.171087 \n", "L 382.829606 158.194121 \n", "L 383.701705 162.843497 \n", "L 384.443087 167.183687 \n", "L 387.109695 184.335056 \n", "L 387.886934 187.296724 \n", "L 388.554778 189.210328 \n", "L 389.428388 190.87045 \n", "L 389.984145 191.692036 \n", "L 390.212021 191.757595 \n", "L 390.418357 191.574103 \n", "L 390.673246 190.978236 \n", "L 391.061589 189.353568 \n", "L 391.724355 185.34579 \n", "L 392.420093 179.660697 \n", "L 393.306347 170.250048 \n", "L 394.226186 158.081582 \n", "L 395.987613 130.740109 \n", "L 398.969005 83.276748 \n", "L 399.96985 71.086515 \n", "L 401.785503 52.841742 \n", "L 403.015639 40.93568 \n", "L 403.8314 35.021521 \n", "L 404.56352 31.329213 \n", "L 405.693936 27.025571 \n", "L 406.373302 24.92446 \n", "L 406.933067 23.914555 \n", "L 407.321837 23.560113 \n", "L 407.525181 23.588051 \n", "L 407.761399 23.874752 \n", "L 408.02803 24.56139 \n", "L 408.413158 26.238405 \n", "L 408.95624 29.754891 \n", "L 409.613355 35.452508 \n", "L 410.318301 43.763862 \n", "L 411.249718 57.708473 \n", "L 412.285114 76.616791 \n", "L 415.880109 145.353576 \n", "L 416.47189 151.858276 \n", "L 416.879086 154.264655 \n", "L 417.210558 155.051066 \n", "L 417.544817 155.290443 \n", "L 418.127814 155.385805 \n", "L 418.550726 155.219464 \n", "L 419.785075 154.266575 \n", "L 420.134301 153.571646 \n", "L 420.528994 152.127336 \n", "L 422.361999 144.105911 \n", "L 422.361999 144.105911 \n", "\" clip-path=\"url(#p7e5544a658)\" style=\"fill: none; stroke: #3ea44e\"/>\n", " </g>\n", " <g id=\"legend_1\">\n", " <g id=\"patch_5\">\n", " <path d=\"M 332.945749 50.862146 \n", "L 418.361999 50.862146 \n", "L 418.361999 6.834646 \n", "L 332.945749 6.834646 \n", "z\n", "\" style=\"fill: #ffffff; stroke: #000000; stroke-linejoin: miter\"/>\n", " </g>\n", " <g id=\"line2d_13\">\n", " <path d=\"M 339.345749 16.513396 \n", "L 347.345749 16.513396 \n", "L 355.345749 16.513396 \n", "\" style=\"fill: none; stroke: #009afa; stroke-linejoin: miter\"/>\n", " </g>\n", " <g id=\"text_12\">\n", " <!-- GXBeam -->\n", " <g transform=\"translate(361.745749 19.313396) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-47\" d=\"M 3809 666 \n", "L 3809 1919 \n", "L 2778 1919 \n", "L 2778 2438 \n", "L 4434 2438 \n", "L 4434 434 \n", "Q 4069 175 3628 42 \n", "Q 3188 -91 2688 -91 \n", "Q 1594 -91 976 548 \n", "Q 359 1188 359 2328 \n", "Q 359 3472 976 4111 \n", "Q 1594 4750 2688 4750 \n", "Q 3144 4750 3555 4637 \n", "Q 3966 4525 4313 4306 \n", "L 4313 3634 \n", "Q 3963 3931 3569 4081 \n", "Q 3175 4231 2741 4231 \n", "Q 1884 4231 1454 3753 \n", "Q 1025 3275 1025 2328 \n", "Q 1025 1384 1454 906 \n", "Q 1884 428 2741 428 \n", "Q 3075 428 3337 486 \n", "Q 3600 544 3809 666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-58\" d=\"M 403 4666 \n", "L 1081 4666 \n", "L 2241 2931 \n", "L 3406 4666 \n", "L 4084 4666 \n", "L 2584 2425 \n", "L 4184 0 \n", "L 3506 0 \n", "L 2194 1984 \n", "L 872 0 \n", "L 191 0 \n", "L 1856 2491 \n", "L 403 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-42\" d=\"M 1259 2228 \n", "L 1259 519 \n", "L 2272 519 \n", "Q 2781 519 3026 730 \n", "Q 3272 941 3272 1375 \n", "Q 3272 1813 3026 2020 \n", "Q 2781 2228 2272 2228 \n", "L 1259 2228 \n", "z\n", "M 1259 4147 \n", "L 1259 2741 \n", "L 2194 2741 \n", "Q 2656 2741 2882 2914 \n", "Q 3109 3088 3109 3444 \n", "Q 3109 3797 2882 3972 \n", "Q 2656 4147 2194 4147 \n", "L 1259 4147 \n", "z\n", "M 628 4666 \n", "L 2241 4666 \n", "Q 2963 4666 3353 4366 \n", "Q 3744 4066 3744 3513 \n", "Q 3744 3084 3544 2831 \n", "Q 3344 2578 2956 2516 \n", "Q 3422 2416 3680 2098 \n", "Q 3938 1781 3938 1306 \n", "Q 3938 681 3513 340 \n", "Q 3088 0 2303 0 \n", "L 628 0 \n", "L 628 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-61\" d=\"M 2194 1759 \n", "Q 1497 1759 1228 1600 \n", "Q 959 1441 959 1056 \n", "Q 959 750 1161 570 \n", "Q 1363 391 1709 391 \n", "Q 2188 391 2477 730 \n", "Q 2766 1069 2766 1631 \n", "L 2766 1759 \n", "L 2194 1759 \n", "z\n", "M 3341 1997 \n", "L 3341 0 \n", "L 2766 0 \n", "L 2766 531 \n", "Q 2569 213 2275 61 \n", "Q 1981 -91 1556 -91 \n", "Q 1019 -91 701 211 \n", "Q 384 513 384 1019 \n", "Q 384 1609 779 1909 \n", "Q 1175 2209 1959 2209 \n", "L 2766 2209 \n", "L 2766 2266 \n", "Q 2766 2663 2505 2880 \n", "Q 2244 3097 1772 3097 \n", "Q 1472 3097 1187 3025 \n", "Q 903 2953 641 2809 \n", "L 641 3341 \n", "Q 956 3463 1253 3523 \n", "Q 1550 3584 1831 3584 \n", "Q 2591 3584 2966 3190 \n", "Q 3341 2797 3341 1997 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-47\"/>\n", " <use xlink:href=\"#DejaVuSans-58\" x=\"77.490234\"/>\n", " <use xlink:href=\"#DejaVuSans-42\" x=\"145.996094\"/>\n", " <use xlink:href=\"#DejaVuSans-65\" x=\"214.599609\"/>\n", " <use xlink:href=\"#DejaVuSans-61\" x=\"276.123047\"/>\n", " <use xlink:href=\"#DejaVuSans-6d\" x=\"337.402344\"/>\n", " </g>\n", " </g>\n", " <g id=\"line2d_14\">\n", " <path d=\"M 339.345749 28.255896 \n", "L 347.345749 28.255896 \n", "L 355.345749 28.255896 \n", "\" style=\"fill: none; stroke: #e36f47; stroke-linejoin: miter\"/>\n", " </g>\n", " <g id=\"text_13\">\n", " <!-- ODEProblem -->\n", " <g transform=\"translate(361.745749 31.055896) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-4f\" d=\"M 2522 4238 \n", "Q 1834 4238 1429 3725 \n", "Q 1025 3213 1025 2328 \n", "Q 1025 1447 1429 934 \n", "Q 1834 422 2522 422 \n", "Q 3209 422 3611 934 \n", "Q 4013 1447 4013 2328 \n", "Q 4013 3213 3611 3725 \n", "Q 3209 4238 2522 4238 \n", "z\n", "M 2522 4750 \n", "Q 3503 4750 4090 4092 \n", "Q 4678 3434 4678 2328 \n", "Q 4678 1225 4090 567 \n", "Q 3503 -91 2522 -91 \n", "Q 1538 -91 948 565 \n", "Q 359 1222 359 2328 \n", "Q 359 3434 948 4092 \n", "Q 1538 4750 2522 4750 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-44\" d=\"M 1259 4147 \n", "L 1259 519 \n", "L 2022 519 \n", "Q 2988 519 3436 956 \n", "Q 3884 1394 3884 2338 \n", "Q 3884 3275 3436 3711 \n", "Q 2988 4147 2022 4147 \n", "L 1259 4147 \n", "z\n", "M 628 4666 \n", "L 1925 4666 \n", "Q 3281 4666 3915 4102 \n", "Q 4550 3538 4550 2338 \n", "Q 4550 1131 3912 565 \n", "Q 3275 0 1925 0 \n", "L 628 0 \n", "L 628 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-45\" d=\"M 628 4666 \n", "L 3578 4666 \n", "L 3578 4134 \n", "L 1259 4134 \n", "L 1259 2753 \n", "L 3481 2753 \n", "L 3481 2222 \n", "L 1259 2222 \n", "L 1259 531 \n", "L 3634 531 \n", "L 3634 0 \n", "L 628 0 \n", "L 628 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-50\" d=\"M 1259 4147 \n", "L 1259 2394 \n", "L 2053 2394 \n", "Q 2494 2394 2734 2622 \n", "Q 2975 2850 2975 3272 \n", "Q 2975 3691 2734 3919 \n", "Q 2494 4147 2053 4147 \n", "L 1259 4147 \n", "z\n", "M 628 4666 \n", "L 2053 4666 \n", "Q 2838 4666 3239 4311 \n", "Q 3641 3956 3641 3272 \n", "Q 3641 2581 3239 2228 \n", "Q 2838 1875 2053 1875 \n", "L 1259 1875 \n", "L 1259 0 \n", "L 628 0 \n", "L 628 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-72\" d=\"M 2631 2963 \n", "Q 2534 3019 2420 3045 \n", "Q 2306 3072 2169 3072 \n", "Q 1681 3072 1420 2755 \n", "Q 1159 2438 1159 1844 \n", "L 1159 0 \n", "L 581 0 \n", "L 581 3500 \n", "L 1159 3500 \n", "L 1159 2956 \n", "Q 1341 3275 1631 3429 \n", "Q 1922 3584 2338 3584 \n", "Q 2397 3584 2469 3576 \n", "Q 2541 3569 2628 3553 \n", "L 2631 2963 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-6f\" d=\"M 1959 3097 \n", "Q 1497 3097 1228 2736 \n", "Q 959 2375 959 1747 \n", "Q 959 1119 1226 758 \n", "Q 1494 397 1959 397 \n", "Q 2419 397 2687 759 \n", "Q 2956 1122 2956 1747 \n", "Q 2956 2369 2687 2733 \n", "Q 2419 3097 1959 3097 \n", "z\n", "M 1959 3584 \n", "Q 2709 3584 3137 3096 \n", "Q 3566 2609 3566 1747 \n", "Q 3566 888 3137 398 \n", "Q 2709 -91 1959 -91 \n", "Q 1206 -91 779 398 \n", "Q 353 888 353 1747 \n", "Q 353 2609 779 3096 \n", "Q 1206 3584 1959 3584 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-62\" d=\"M 3116 1747 \n", "Q 3116 2381 2855 2742 \n", "Q 2594 3103 2138 3103 \n", "Q 1681 3103 1420 2742 \n", "Q 1159 2381 1159 1747 \n", "Q 1159 1113 1420 752 \n", "Q 1681 391 2138 391 \n", "Q 2594 391 2855 752 \n", "Q 3116 1113 3116 1747 \n", "z\n", "M 1159 2969 \n", "Q 1341 3281 1617 3432 \n", "Q 1894 3584 2278 3584 \n", "Q 2916 3584 3314 3078 \n", "Q 3713 2572 3713 1747 \n", "Q 3713 922 3314 415 \n", "Q 2916 -91 2278 -91 \n", "Q 1894 -91 1617 61 \n", "Q 1341 213 1159 525 \n", "L 1159 0 \n", "L 581 0 \n", "L 581 4863 \n", "L 1159 4863 \n", "L 1159 2969 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-6c\" d=\"M 603 4863 \n", "L 1178 4863 \n", "L 1178 0 \n", "L 603 0 \n", "L 603 4863 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-4f\"/>\n", " <use xlink:href=\"#DejaVuSans-44\" x=\"78.710938\"/>\n", " <use xlink:href=\"#DejaVuSans-45\" x=\"155.712891\"/>\n", " <use xlink:href=\"#DejaVuSans-50\" x=\"218.896484\"/>\n", " <use xlink:href=\"#DejaVuSans-72\" x=\"277.449219\"/>\n", " <use xlink:href=\"#DejaVuSans-6f\" x=\"316.3125\"/>\n", " <use xlink:href=\"#DejaVuSans-62\" x=\"377.494141\"/>\n", " <use xlink:href=\"#DejaVuSans-6c\" x=\"440.970703\"/>\n", " <use xlink:href=\"#DejaVuSans-65\" x=\"468.753906\"/>\n", " <use xlink:href=\"#DejaVuSans-6d\" x=\"530.277344\"/>\n", " </g>\n", " </g>\n", " <g id=\"line2d_15\">\n", " <path d=\"M 339.345749 39.998396 \n", "L 347.345749 39.998396 \n", "L 355.345749 39.998396 \n", "\" style=\"fill: none; stroke: #3ea44e; stroke-linejoin: miter\"/>\n", " </g>\n", " <g id=\"text_14\">\n", " <!-- DAEProblem -->\n", " <g transform=\"translate(361.745749 42.798396) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-41\" d=\"M 2188 4044 \n", "L 1331 1722 \n", "L 3047 1722 \n", "L 2188 4044 \n", "z\n", "M 1831 4666 \n", "L 2547 4666 \n", "L 4325 0 \n", "L 3669 0 \n", "L 3244 1197 \n", "L 1141 1197 \n", "L 716 0 \n", "L 50 0 \n", "L 1831 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-44\"/>\n", " <use xlink:href=\"#DejaVuSans-41\" x=\"75.251953\"/>\n", " <use xlink:href=\"#DejaVuSans-45\" x=\"143.660156\"/>\n", " <use xlink:href=\"#DejaVuSans-50\" x=\"206.84375\"/>\n", " <use xlink:href=\"#DejaVuSans-72\" x=\"265.396484\"/>\n", " <use xlink:href=\"#DejaVuSans-6f\" x=\"304.259766\"/>\n", " <use xlink:href=\"#DejaVuSans-62\" x=\"365.441406\"/>\n", " <use xlink:href=\"#DejaVuSans-6c\" x=\"428.917969\"/>\n", " <use xlink:href=\"#DejaVuSans-65\" x=\"456.701172\"/>\n", " <use xlink:href=\"#DejaVuSans-6d\" x=\"518.224609\"/>\n", " </g>\n", " </g>\n", " </g>\n", " </g>\n", " </g>\n", " <defs>\n", " <clipPath id=\"p7e5544a658\">\n", " <rect x=\"43.915109\" y=\"2.834646\" width=\"378.44689\" height=\"255.390709\"/>\n", " </clipPath>\n", " </defs>\n", "</svg>\n" ] }, "metadata": {}, "execution_count": 7 } ], "cell_type": "code", "source": [ "ph[1]" ], "metadata": {}, "execution_count": 7 }, { "outputs": [ { "output_type": "execute_result", "data": { "text/plain": "Plot{Plots.PyPlotBackend() n=3}", "image/png": "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", "text/html": [ "<img src=\"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAlgAAAGQCAYAAAByNR6YAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjcuMSwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy/bCgiHAAAACXBIWXMAAA9hAAAPYQGoP6dpAACfqUlEQVR4nOzdd3xldZn48c855/aWm9z0NpneO1KGJk2KBVdEFwVFUVB3LSu7im1XfrrKruiKBUVFUEEsICDSUel1mN5rZpJMenJ7P+f8/riTkWGSSXLvufeeZL7v18vXS5Jzv+dJJsl9zrc8j6Truo4gCIIgCIJgGLncAQiCIAiCIEw3IsESBEEQBEEw2AmZYMXjcdatW0c8Hi93KIIgCIIgTEMnZIK1Y8cOVq9ezY4dO8odiiAIgiAI09AJmWAJgiAIgiAUk0iwBEEQBEEQDCYSLEEQBEEQBINZyh2AIAiCIEw1Bw8eZGBgoNxhCAarrq6mtbXVkLFEgiUIgiAIk3Dw4EEWLlwoTqJPQy6Xi+3btxuSZIkESxAEQRAmYWBggHg8zl133cXChQvLHY5gkO3bt3PllVcyMDAgEixBEARBKJeFCxeyatWqcochmJTY5C4IgiAIgmAwkWAJgiAIgiAYTCRYgiAIgiAIBhMJliAIgiAIgsFEgiUIgiAIgmAwkWAJgiAIgiAYTCRYgiAIgjANZTIZbrzxRhYsWMDixYtZuXIl7373u9mwYQN/+MMfWLFiBZlMBgBVVTn11FO58847Abj66qtpbm5mxYoVLFu2jLPOOosdO3aU8auZekSCJQiCIAjT0Ec+8hHWr1/PSy+9xNatW1m/fj3XXHMNW7du5X3vex/z5s3jxhtvBOCmm26ipqaGq6+++sjrb7jhBjZs2MCmTZt4xzvewde+9rUyfSVTkyg0KgiCIAjTzO7du7n//vvp6OigsrLyyMff+c53Hvn/t956K8uXL2fGjBn86Ec/Yv369aOOpes6wWDwqHEef/xxvvGNb5BIJLBYLHznO9/hrLPOoqenhyuuuIJwOEwymeS8887jlltuQZIkvv71r7Nz504ikQg7duxg1apVfOlLX+L666+nvb2dd7/73Xzve98r3jelxESCJQiCIAgG647rdBepVWGDCxpc0nGvWb9+PXPmzKGqqmrMa6qrq/mf//kfrrrqKu666y7q6+uP+vxNN93EL37xC/r7+1EUhWeffRaAffv2ceONN/LYY4/h8/nYs2cPZ599Nu3t7fj9fh566CE8Hg+qqnLppZdy33338d73vheAtWvXsnbtWjweD6tWreKGG27g0UcfJZvNMnPmTD7xiU8wb968Ar9D5iASLEEQBEEw2G3bNW5cpxVl7P9aJfP11cq410nSP5KwvXv3ctlll5FIJDjrrLP4+c9/DsD9999Pc3Mz69ev54Mf/OBRr7/hhhv413/9VwB++ctf8t73vpe1a9fy2GOPsWfPHs4666yjru/o6KC+vp4vfvGLPP/88+i6Tl9fHytWrDiSYF144YVUVFQAsGzZMpYvX47dbsdutzN//nz27dsnEixBEARBEEZ33UKZd80ozjbnBtf416xcuZLdu3czPDxMZWUls2fPZsOGDdx555385S9/AeDuu+9m//79rFu3jtWrV/Oe97yHNWvWjDreP//zP3PNNdfQ39+PrutcdNFF/PrXvz7mum9+85sMDg7yyiuv4HA4+PznP08ymTzyeYfDceT/K4pyzH9ns9mJfhtMTyRYgiAIgmCwBpc0oUSoWObOncull17KNddcwy9/+Uv8fj8AsVgMgO7ubv793/+dJ554gpqaGm677TY++tGPsn79epxO5zHj/fWvfyUQCBAIBHjb297GjTfeyJYtW1iyZAkAr776KieffDLDw8PU19fjcDjo7e3lj3/8I+9///tL9nWbiUiwBEEQBGEauvPOO/nv//5vTjnlFBRFobKyktraWm644QY+/vGP8+lPf5qlS5cCcPHFF/PHP/6Rr3zlK0c2mo/swdJ1Hbvdzn333Ycsy8ydO5e77rqLj33sYyQSCdLpNKtWreLuu+/mM5/5DJdffjkrVqygqamJ888/v5zfgrKSdF3Xyx1EqY1Mh77++uusWrWq3OEIgiAIU4h4D5mejP53FXWwBEEQBEEQDCYSLEEQBEEQBIOJBEsQBEEQBMFgIsESBEEQBEEwmEiwBEEQBEEQDCYSLEEQBEEQBIOJBEsQBEEQBMFgIsESBEEQhGkonU7zxS9+kTlz5rBw4UKWLFnCHXfcAUB7ezsWi4UVK1awdOlSFixYwMc//nE6OzuPvP7qq6+mubmZFStWHPnfSHucN35u4cKFXHfddWQymUnF197eTnV19aQ/N1WISu6CIAiCMA1dffXVpFIpNm7ciNvtpr29nYsvvphMJsPb3vY2/H4/GzZsAHLJ2Le//W3WrFnD5s2bjzRkfmPD5zcb+VwymeScc87hpz/9KZ/+9KePuiabzWKxnJiphpjBEgRBEIRpZs+ePTzwwAP87Gc/w+12A9DW1sZ3v/tdvvGNbxxzvc1m47/+679obm7mrrvumtS9HA4HZ555Jjt37uTpp59mxYoVfOYzn+G0007j/vvvZ+3atZx22mksW7aMk08+mRdeeOGo1//7v/87p5xyCosXL+Zvf/vbqPd47bXXOPfccznppJNYtWoV9913H/CPma6vfvWrrFy5kgULFrB27VquvfbaI/c7dOjQpL4eVVMndf1YTsy0UhAEQRCKSA0NooaHijK24qtCqQgc95p169Yxd+5cAoGjrzvttNPo7Oykv79/1Ne95S1vYevWrUf+e6Qf4Yhbb72VNWvWHPWa4eFhHn/8cT73uc8BsGnTJn70ox/xgx/8gHQ6zZw5c/j5z3/OhRdeyPPPP8973/te9uzZA8Dg4CBLly7l5ptv5uWXX+bd7343e/fuPWr8YDDIddddx8MPP0xDQwMDAwOsXr2a008//cgYp512Gt/85jf5zne+w/nnn8/TTz/Nz372Mz71qU/xox/9iG9961vH/X4d9fWEeiZ87fGIBEsQBEEQDBZ98REij99dlLG9F36QiouvGvc6SZImPfab2xMfb4nwpptu4vbbb0eSJC677DKuvvpqnnnmGebNm8cZZ5wBwM6dO7HZbFx44YUAnHHGGdTW1rJp0yYaGhqw2WxcdVXuazn11FOpr69n48aNNDY2HrnPiy++yL59+7j44ouPinPnzp3MmDEDj8fD29/+dgBWrVp1ZG8YwOrVq3nyyScn9T3o79k7/kUTIBIsQRAEQTCYZ80lOJecWpSxFV/VuNesXLmSXbt2MTg4eNQs1ksvvURzczM1NTWjvu611147kvCMZ6zky+PxHPn/uq6PmugdL/l78+d0XWfZsmU8++yzx1zb3t6O3W4/8t+KouBwOI7672w2e/wv5E1Ckb5JXT8WkWAJgiAIgsGUisC4y3jFNHfuXN75zndy7bXX8pvf/AaXy0V7ezvXX389X/nKV465fmSTe2dnJx/84AcNi2PBggWkUin+9re/ce655/Liiy/S19fH0qVL6e/vJ51Oc/fdd3PVVVfx6quv0tPTw7Jly45awlyzZg27d+8+MgbAhg0bWLRokWFxvlF/LGjIOCLBEgRBEIRp6Ne//jVf/epXWbp0KTabDUVRuP766/nYxz5Ge3s7wWCQFStWkM1myWQynHnmmbz44otHThDCsXuwPvzhD/Nv//ZvE47BZrNx33338ZnPfIZYLIbD4eCPf/wjbreb/v5+AoEAe/bs4ZRTTiEajfLb3/72yOdGVFZW8tBDD/Ef//Ef/Nu//RuZTIbW1lYeeOABQ75PbzaUCBsyjqS/ecH1BLBu3TpWr17N66+/zqpVq8odjiAIgjCFiPeQ6Wnk3/VD/3Upv/r6AwWPJ8o0CIIgCIIgHBZTk4aMIxIsQRAEQRCEw2JS2pBxRIIlCIIgCIJwWEw2ptCoSLAEQRAEQRAOi1t0sulEweOIBEsQBEEQBOEwDYnhYHfB44gESxAEYYqIde6nc+P6cochCNOeEQmWqIMlCIIwBST7utjw48+ywa/S3PUvXHrJJeUOSTC5trY2HA4HdrudeDzOokWL+OIXv3hUL8GzzjqL7u5udu3adVQFdUmSWLp0KbL8j3mYp59+Gr/ff9TnNE3ja1/7GpdffvmkYvv6179ONBrl5ptvntTnSqVnuJ95BY4hEixBEIQp4OWH7+e78yTCNgvNXXfyTu2io978BGE09957L0uWLAHgwQcf5JJLLuHxxx/nlFNOYffu3ezevZvKykqeffZZzj777KNe++KLLx7V9ma0z61fv57TTz+dc845h+rq6iOfz2azWCxTN8U4FBoseAzx2ykIgjAFbO1/johV4p88b6XTleLR7evKHZIwxVx66aV86lOfOjIzdPvtt3PllVfysY99jNtvvz2vMVeuXInH46G9vZ2rr76az3zmM1x00UUsX74cgP/93/9l8eLFLF26lA9+8IOEQqEjrz148CCXXHIJS5Ys4V3vehfDw8Oj3uPmm2/m5JNPZtWqVVxyySV0dHQAuZmuK664gne84x3MmTOH973vfaxfv55zzz2XWbNm8fnPfz6vr0lCZyA2lNdr30gkWIIgCCYX7ethgy9Oq3Um15xxJe6szt+3PlnusIQp6C1veQtbt24lm83y61//mo9+9KNcddVV/PnPfz4q+YFcD8AVK1awYsUKzj///FHHe+qpp0ilUsydOxeA559/nnvvvZetW7fy6KOPcscdd/DCCy+wefNm3G43X/7yl4+89rnnnuOOO+5gy5YtNDc3j9oj8be//S27du3ipZdeYt26dVxxxRVHNZheu3Ytd999Nzt37mTnzp3ccMMNPProo2zevJm77rqLXbt2Tfp75MhKDCdC4184jqk7fycIgnCC2Lz+dfZ4JN7bdjbeQA2zY3YO6tvLHZZwHIOJIQYTo8/IFCrgrCTgrMrrtSPd8R555BFmzJjBwoULATj//PO55557+MQnPnHk2uMtEa5ZswZZlqmsrOTBBx880r/wfe9735HXPPXUU3zwgx/E7/cD8MlPfpJ//ud/PjLGO97xDurq6gC49tpred/73nfMfR544AHWrl3L6tWrAVBVFUVRjnz+wgsvPHLvZcuWsXz5cux2O3a7nfnz57Nv3z7mzZvcbiq7phBJRyb1mtGIBEsQBMHkthx4Cc0tccn8kwCokxvYqhwkq6lYZGWcVwvl8Ofdj3Pn5t8VZeyrl/4zH1l2RV6vfe2111iyZAm33347u3fvpq2tDYBEIsGBAweOSrCOZ6zk640f03X9qI3zwDH/Pd7ndF3nq1/9Kh/96EdHfY3D4Tjy/xVFOea/s9ns2F/EGOyahbgam/Tr3kwkWIIgCCbXkTqIy2GlraIJgEbvLFQOsHuok4XVM8ocnTCad829kNObTy7K2AFnZV6ve/DBB/nJT37CY489xvnnn09nZ+eR2SVVVWlqamLTpk0sW7bMkDgvuOACvvCFL/CZz3wGr9fLz372s6OWGh9++GH6+vqora3l9ttvH3UZ8l3vehe33HIL7373u6mqqiKTybBlyxZWrlxpSIyjsWIloRfej1AkWIIgCCam6zpDSohqqfHIE/7iluXQ8Xee27NJJFgmFXBW5b2MZ6T3vve92O12YrEYixYt4pFHHuGZZ57hwgsvPJJcQW6254orruAXv/gFP/jBD4B/LAOOuO+++5g9e/aE733xxRezefNmTjvtNCRJYtmyZdx6661HPn/eeedxzTXXsH//fmbNmsWvfvWrY8a46qqrGBwc5K1vfSuSJJHNZrnmmmuKmmDZcJAgVfA4kj6yIHsCWbduHatXr+b1119n1apV5Q5HEARhTNGBPj70548x238a33nPl3If6+3mQw9fxyz/Gm5+zw1ljvDEI95DpqeRf9cP/OcHiM+Ic/9H7y9oPHGKUBAEwcS279rJoF1iTv3CIx9z19RRn5QYiHeWMTJBmJ4cFjdxi1bwOCLBEgRBMLFtHZsAOHX2P/bFSLKMR3MRUotzSk0QTmRum5ekAvFkYQ2fRYIlCIJgYp2RgygaLK5pPerjXrmSiBzjBNzlIQhF5XP4ANjf31PQOCLBEgRBMLFQZgBf1o5FPvpMkt9RT0bWGUqKWSxBMFKlxw9Ax0BvQeOIBEsQBMHEwkTw4T3m4/X+NgC294t9WIJgpFpfAICeoEiwBEEQpiVd1wlbU/isgWM+N6txPgBbOiffCkQQhLE1VuV+3wYjAwWNIxIsQRAEk4oODzNg06lxNx7zuVltrVSmdQ707y9DZIIwfVV4AyiaTrjAhs+i0KggCIJJbW/fQ0qRaA4cW0zUX1NLdQoGo91liEwQpi/ZYsGtSkS1YGHjGBOOIAiCYLQ93bsBWNg8/5jPSYqCV7UTzhb2lC0IwrFcqkIiU1jDZzGDJQiCYFLdwYMALGtqG/XzbioIEyxdQMJRtm/fXu4QBAO98d/TqVtJaYU1fBYJliAIgkkFE/04rRIeu2vUz3tsNcQs/aTVDDbFWuLoTlzV1dW4XC6uvPLKcociGMzlclFdXY0TB1GpsEKjIsESBEEwqWg2hEe2jfn5Kk8jaNvoCvcws7KlhJGd2FpbW9m+fTsDA4WdMhOKZ2fffr6z9gdc6r6Ad559yYRfV11dTWtrK27ZzaDWV1AMIsESBEEwqTgxXLjH/HxT9Szog82d+0WCVWKtra20traOf6FQFvvWDeOd6ee05lPzasjttnlJZg6RUnXsipRXDGKTuyAIgknFlBQexTfm5+e2zEXWdfb27C1hVIJgfoeGc6dr22qb8np9hb2CmEWjN5Z/02eRYAmCIJiQpmYJW1R89qoxr2ltaSKQhu5gRwkjEwTz64v0487qNNUcW6R3IgLuKrKyxMHh/FtRiQRLEATBhPr6BwhbIeCuG/Mah9tNZVphKFFYSw9BmG6CiUH8GR2X35/X6+v91QAc6uvKOwaRYAmCIJjQnkPt6JJEQ+WxVdzfyK26CKvB0gQlCFNENBPCm5GRLGMfEjmepspaAPqCPXnHIBIsQRAEEzrYn6uBNbO+7bjXuRU/ETlegogEYeqIaxFcmj3v11cffrAZjvTnPYZIsARBEEyoP5TbpDu/4dg2OW/ks9cRt2jEM4XV7BGE6SRBHKc09gnc8VRW5TbHx2P5l+IQCZYgCIIJDcf7sKkQcI19ihCgtiJXnmHfYGcpwhIE09N1nYSSxm3x5z2G3ebEoUIqJWawBEEQppVIJohHtSBJx6/B01o/B4CtB3eVIixBML1oJk5G1vE6xj6BOxFOzYKaCeb9epFgCYIgmFBMC+PWHONeN2/GXKyaTnvvvhJEJQjmt2cot6znd9cWNI5Ld5DRw3m/XiRYgiAIJhSXE7gl77jXNdbXEEhDb+RQCaISBPM70JdbLq+tyq/I6IgKxUuygAMkpk+wdu/ezZo1a5g3bx4nn3wy27ZtO+71N954I5IksWXLlhJFKAiCYLyoksFr9Y97naIoeDM2gmnRF08QALoHcoV3m2uPf0BkPH5HDVFrhoFwfgdITJ9gXXfddVx77bXs2rWLL3zhC1xzzTVjXrtu3Tpefvll0R9KEIQpLZmIE7TqVDhqJnS9R/cSKWApQxCmk4FwD3ZVp7m+sBms5rrZDNlg7/Ydeb3e1AlWX18f69at48orrwTgsssuY//+/bS3tx9zbSqV4l/+5V+49dZbx90UKgiCYGZ7ug6iyhI1FfUTut5tCRBSUui6XuTIBMH8QvF+KjLgq/QXNM7C1nlkZInBbc/n9XpTJ1gdHR00NjZisVgAkCSJ1tZWDh48eMy1//mf/8mVV17JzJkzJzz+5z73Od71rndxzz33GBazIAhCofb3tAPQHGie0PV+Vz0pRSeUFLNYghDNDONWLchyYSlO8+EHnI7YUF6vN3WCBRwzGzXaE9pLL73Ea6+9xqc+9alJjf3973+fP//5z1xxxRUFxSgIgmCk7uFc/7M5TRN7YGwMtAGwrWNvsUIShCkjrkaxT+AE7nhafU2AzP9VnpLX602dYLW0tNDZ2Uk2mwVyyVVHR8cxe6yeeeYZduzYwcyZM2lra6Ozs5MLL7yQRx99tBxhC8IJRVNVXnv6OTa8sq7coUwbA5FeJB1mVzdM6PoFLQsA2NqR314RQZhO4lICB56Cx3FY7NS5m1jp35/X602dYNXW1rJy5UruuusuAO677z7a2tpoa2s76robbriBQ4cO0d7eTnt7O83NzTz++ONcfPHFZYhaEE4sj/7ypzz72k089dzXePKRx8odzrQQTg3izUpYLdYJXb9kzhwcqk5nf3txAxOEKSAmZ3BYKgwZ66T6+ejZ9Xm91tQJFsBtt93Gbbfdxrx587jpppu4/fbbj3zukksuYe3atWWMThBObJ37D/B84lH+0mDj4XorT+35BerhGWchf7FMCLdqm/D1druDioyF4Xh3EaMSBPNLZdPELToue7Uh47173tu5eNZ5eb3WYkgERTR//nxeeumlUT/3yCOPjPrx0U4ZCoJgvEce+QUvBhQ+t/qT7O86wEM8xJPPP81Fbz2/3KFNaTFiuHTXpF7j1dxEyW8zriBMFwPB3P5Fr6uwKu4j5lXNYl7VrLxea/oZLEEQzCkVj7Fd30il5uPd8y/g2jM+gKxLvLjnyXKHNuXF5BQu5fhNnt/Ma60mUkDVaUGYDjp6DgBQ5Z/YCdxiEgmWIAh5eepvj7PeDxfOfieSJOGxu5mRqaJdEz3xCqHrOhFrFp9tco1qa70tDNpUBoOhIkUmCOZ3cCDXJqe+prAq7kYQCZYgCHlZ2/44ii7z4be888jHZvkWcciZon9QtG3JVzA4SMwiTbpR7byGBaiyxKs789uQKwjTQW+oB0XTaW4of0cXkWAJgjBp6WSS/bZuZkgtuKzOIx9fPWcNGVni6Q3PlTG6qW1XZ+5IeJ2/cVKvO2Xeqtzru7YaHpMgTBVDsQE8WYl6r73coYgESxCEyfvry8+w3y1xxsxzjvr4OYtOwqrBlu6NZYps6jvQn+tU0TrJJY6W6no8GYlDofYiRCUIU0M4HcKVtVJV/vzK/KcIBUEwn5f3PInFDpefdOFRH3fY7NSl7PTqHWWKbOrrDR4CYH7zxNt+jajKuhjWeo0OSRCmjMjhKu6yCXoSixksQRAmRdd1Dqj7aMlW47W7j/l8pRQgKAVLH9g0MRTrx6ZCvXdypwgBquRqhpVIEaIShKkhKiWxT7LESbGIBEsQhEnZunMXB11ZFtWsHvXzNa4W+u0ZUslEiSObHsLpIbxZJa9GtXXeGQzaVMIRkWQJJ6aInMEue8sdBiASLEEQJumpjY+jyhL/dPIlo36+rXY+WVli7d4tJY5seohoYbyqc/wLRzGnYSGqLPHyDtEXUjjxqJpKxKLjsFSWOxRAJFiCIEzSvuBGqtJW5ta2jfr5lTOXAbDl4PYSRjV9ROQ4Him/J/BTFuRmFbd3bDYyJEGYEoZjg+gSuO2BcocCiARLEIRJyGazdFoHaJFbxrxmUetM7KpO1/CBEkY2fQQtGXyWyRUZHTGjug5PRqI7tN/gqATB/AaGc0VGKyZZQ65YRIIlCMKEPbdpLYN2WN506pjXWCwWKtNWhpPiNNtkBaPDxC1Q5ZlcDaw3qsq6Gcr0GRiVIEwNPYO5PoSBiqYyR5IjEixBECbs5R1/R9J13nXy2457nU9zE9aGSxTV9LG5fScATVX5t/moVGoZVqJGhSQIU0bHcO6hrj4gEixBEKaYrshOatMOanzH30TqtVQRUkTj4cna3b0XgLlN8/Ieo97XxoBdZTg4aFRYgjAl9EQH8GZ0aqqryx0KIBIsQRAmSNM0eizDNFjGfzoMOBoIWlVSmVQJIps+uoc7sGo6i2ZMvsjoiLlNi9EkiZe3i5OEwollKDGELyNRV+EodyiASLAEQZig9bu20++ABbXLx722vqIZXZLYcUhstp6MwXgv/rSC22HLe4zTFoz0JNxmVFiCMCUE02GcWQs1+VU5MZxIsARBmJAXtj8LwPnL3zrutTNqc3uIdnbtK2ZI086QOog/W9i7Q7O/Cl9GpjssklvhxBLWojhVO1a5/G1yQCRYgiBMUPvgNvxpmbkNbeNeu7h1DgAdA6In4WQMK1F8FF4ksTLrYSjbb0BEgjB1RDBPmxwQCZYgCBM0qPVQo02sPlNddQ3ejM5AtLvIUU0f8UyCoFWlypl/iYYRfmsdQ0rMgKgEYWrQdI2IksEhTb6HZ7GIBEsQhHHFojF67Snq3RPbfC0rCr6shVBKnGSbqC0HcpXvm6rzP0E4ot43kwG7xuCAqEUmnBiCyTCaBE6Lv9yhHCESLEEQxvXC1tdJWCQWtYy/wX2ER3UQ00JFjGp62bA/195myYyJf4/HMr95Mbok8aroSSicIAYSuYc5t90cJRpAJFiCIEzA1gPrAXjr4rEruL+ZW/YSk0QtrInaP7gXf1pnyZz8SzSMWDM/d5Jw5yFxklA4MfRHc3sO/e66MkfyDyLBEgRhXF3hvVSkZRr9NRN+jdcaIGzJFDGq6aU72Ultyo7Tbi14rAafj4q0Qk+kvfDABGEK6B7qQtJ1qivqyx3KESLBEgRhXINaL9Wqf1Kv8btqSSkwHBfLhOPRdZ1eKUi1HjBszArNy3B2wLDxBMHMDgz34M9AZVXhp3CNIhIsQRCOS1OzDNqSVDsm19+rtqIZgO2dohbWeLrC3cQtKvXewje4j/BZa4gocXRdN2xMQTCrnkg/lWmd6oC/3KEcIRIsQRCOa/e+vYSs0BKYO6nXtdS2AdDee6AIUU0vT299FYDFbScZNma1t5kBm050SJzkFKa/weQQVRmd+uqKcodyhEiwBEE4rrV7NgCwYvaySb1uTmOumntPUNTCGs/mzg1UpnVOWb7KsDFn1cwgpUhs3C8qugvTXygTxpuR8XlM0icHkWAJgjCOAwO7kXQ4qW3BpF5XX12FN6MzFBMVxcdzKHaAhqQdr9dj2JjLWnIzjrt79hg2piCYVVSP4VTtyLJ50hrzRCIIgikNJLrwZyw4bZN7MlQUBU9WIZwaLlJk04Ou6/Qpw1RJxp5+mtcwC4DekGhXJExvKTVNUkrj0N3lDuUolnIHIAiCuYX0ISq1/NpPuFUbMSlscETTy97BgyQVnUb/5GYIx+O2ufBkJIazopq7ML0NxocAsJuoijuIGSxBEI5D13WGrEmqbPkV73PiJIYoNno8T295CYDlc04xfGy/6iCsDRk+riCYyUAi9zPutk28Tl8piARLEIQxdfd0M2SH+oq2vF7vlr3E5ZSxQU0zO7u3EEjpnLR0qeFje/ESk0TTZ2F664/nTsr6POap4g4iwRIE4Tg27N0CwNzG+Xm93muvImpRRS2m4+hJHKQm7cJhtxs+tsfqJ6akDR9XEMykKzKATdXxmaiKO4gESxCE42jv3gXAitmL8nq931WNKsOhSNDAqKYPXdfps4SpUhqLMn6ls4aQVSOWFEmWMH11DPVQmQFvwLhOCEYQCZYgCGPqj3Rh0aB1Ej0I36i2ogGA3d0HjQxr2tjTu5+kotNUaewG9xG13hoyssS+7kNFGV8QzKAv3Ic/o1NZXV3uUI4iEixBEMYUSg9QkbUhS/n9qWgJ5NrrHOgTCdZont36IgAr5p1alPGbKnPf//197UUZXxDMYDgxiD+jU1tbVe5QjiISLEEQxhQhTIWef/HLuU25au59opr7qHb17sCf1nnLwvyWYMczs64VgO6hrqKMLwhmEMmEqEiDp9Jf7lCOIhIsQRDGFLYk8Vvzn3YPVNfhyYpq7mPpT3ZTk3ZgtxanJOGshhYkXWcgKmphCdNXTI9h1xxIslLuUI4iEixBEEY1HAwxaNep9jTkPYakKHgzMpGUqMU0mmEpiI/iLWvY7W58GYlQcqBo9xCEckplU6SkDFbJW+5QjiESLEEQRrW9fTcZWaIlMKOgcdyqjbgaMiiq6SOZSTJszVLlbC7qfTyqhWhGfP+F6WkwkWvFZVf85Q1kFCLBEgRhVHsP5Uo0zG/OrwbWCBdO4rqo5v5mm9q3oUvQUj2vqPdxanaSmig2KkxPQ8lcguW0m+sEIYgESxCEMfQEcyf/ljTPLmgcUc19dOv3bwJg6eyVRb2PU3KSJFHUewhCuQSTuV6nHo+52uSASLAEQRhDKN6LKyvjtjkLGsdrqyBmyYpq7m9yYHAf/rTOktkzi3ofp+IlIWeKeg9BKJeeaG75u6Ii/72ixSISLEEQRhXNBvGotoLH8btqyMpwKBo2IKrpoz/ZS1Xahs1SnBOEI1zWCuIWtaj3EIRyOTTUh0PV8QfEDJYgCFNEnBge8q+BNaLGl+sPtqu7o+CxppOwHsJbQI2xifI5KkkqEE6KfXDC9DMY6cebhQqTtckBkWAJgjCGqJLGa60oeJyWQO6UXEe/SLDeKKQk8SrFf1OodOfKQLT3iWKvwvQTjg/jyepU1ZirijuIBEsQhFHEEklCNo1KZ+HT7rMbctXEe4fFG/yIUDJMwqLjdxV/30jAm/s37BzoKfq9BKHUoqkw7iz4Kwt/GDSaSLAEQTjGvo5uohaJ+or6gseqqa3HldUZivUZENn0sKNrDwANVW1Fv1ejvw6AvrBIsITpJ5GNYletKEpx9zLmQyRYgiAco71nLwAtgdaCx5KsNnxZiUhysOCxpottHbkaY7ObCqsxNhHNNY0ADEbF91+YfhJaAotuL3cYoxIJliAIx+geyu2Xmtc0y5DxRDX3o3UMHsCV1VnQZsz393hqA5U4szqhuGhXJEw/SSmFRXKVO4xRiQRLEIRjDEVy+6VmBBoNGc+lO0joopr4iP5YN1VpmUqfu+j3Uqx2PKpELC3KZAjTi67rJKQsVsV8fQhBJFiCIIwikhrAlZWxW4yZenfLHhJy0pCxpoOQGsSjOkp2P7sqk8xGS3Y/QSiFpJpClXWsFl+5QxmVSLAEQThGLBsypMjoCK/VT0zJommaYWNOZTHiuCj+7NUIu2YlqYk6WML0EknnHhrsjsoyRzI6kWAJgnCMmBTFbWACUOGqJq1Ab1y8yUOuxpjH4i/Z/ezYSeliBrFQKTXN91+7jVvX3UFWy5Y7nBNePJ5b9nY4zZlgme9coyAIZReXU/gV42o01frqYRB29nTRMKf4J+fMLJ5JkFR0fI7qkt3TLjkYQBwyKNT9Wx7g/l2PAOCw2Pnosg+UOaITWyQ8AIDTbb4ioyBmsARBeBMtkyZm0fDajfuj1Vx9uJp77wHDxpyq9vYfAqDaW7rmtA7FRUoWMy6FenTTnzllSOWSbp17tj5AOBUpd0gntKFIEACXy1/WOMYiEixBEI7SPzBEyAqVHuNmWGY3zgCgN3jIsDGnqt3d7QA0BlpKdk+nxUNSEQ2fCxFJhjkgRUiynDMGnahqhof3PlnusE5ooWgQAI9HzGAJgjAF7O/pQpMkaivqDBuzrrYRu6ozHOk1bMypqnPgIACzGotfA2uEy+YjpUBazZTsntPN5p3PoUvQOvNcpCWXsDyo8fDup8sd1gktfHgPls8nEixBEKaArsHcLNOM6ibDxpQsNnwZmUhKVBMfCPfizurMaCzdEqHHkevT1h0W+7DytX7/ZiyazinLTmXF2y7kzIEMHdEDtIdEE/NyiSVyCZa/ovhN0/MhEixBEI7SF8z1rJtd32zouG7NSjwr3uCDiX4qMjI2R+nqYPmcfgB6hkU/yHwdCHcSSFlYXu/CVVNPpX0JdlXmyf3PlDu0E1YsFcOuQoXTuJIyRhIJliAIRwnF+wGo9Rp7ys2lO0noothlNBvCbWCNsYmodOeOsfeGBkp63+mkLzuEJ+vBZ5MAqDrlQk4dyvDI7r+j63qZozsxJdMxrJqEx1ruSEYnEixBEI4SSw1jVyWcFmNnWEQ195w4MZx6aXun1VTkkuXBsFiizdeQHMcl/+OhY+npp7Ny2MpQeoBtg7vKGNmJK5VNYNVkvCLBEgRhKkioYVyq8SXyvDY/MUv2hH/aT0gpnCXunVbnrwEgFB8u6X2ni3Q6Qdii4XH+Y9+cbHfgqDkbX1ri0b1/O/LxTCJB/5N/JLV3czlCPaGksgkUTcGulDuS0YkESxCEoyT1GC7d+P1Bfmc1SQX6Yid2NfeYouK2lrZ3WrXfj03ViSRFw+d89PTuQ5ckaiuO3pc486wLOWcgw2N7/8pAfJD1hzr50N0f4UOHfsOf7/kqWkzUySqmtJZCxookSeUOZVQiwRIE4ShJOYlLNr5PXo0/9/S/69BBw8eeKiKpOBkFvI7SHit3ety4VIiny/uGr6tTsxbX7p52ABqrZxz18flLF7AsVI81q/G5p/6TLz71GTJyHKcyg9tbdNrX/m2U0QSjZPU0sm7S9UFEgiUIwpvElQyuIixhtRwu+3Cg78RNsNr7uwFji7hOhCQr2DWJRCZW0vu+UezgHtq/8B42//HXZYshXwcGOgGY3Tj7qI9LkoR8wSf50o4Elu5uTh7K8JW5n+bbl/wnCYvEI7teKEe4J4y0nkXGnCcIQSRYgiC8QTaVImLR8dmNb546p7ENgP7hE7ea+8HDbXJq/PUlv7ddk0lly7c8u+6RP/Pnuiz7t9xHNpUoWxz56An34MrqzKyrOeZz5559EtLZ/8FHg4v40KlfZuWZFzC/qoaqtIe9mRP3YaIU0pKKItnLHcaYRLNnQRCO6BsYJGIBv9v4GZa66kasms5w9MSt5t4znJvBago0lvzeNs1CWitfYrMz+Dp/arFgV3VaNmxm5Sknly2WyRpMDuLLWAg4Rt/rc+aF58KF5x71sTqlgV7bbnRdN+0eoakuLWkoUunqyU2WmMESBOGIA72duc28PuPa5IyQFQveE7ya+2A4V2OszeAirhNhw0paT5X8vgBqPMI+VwgLFlKKxHO7nitLHPkKqWFcqn1SiVJrxSx67DqDvSfujG2xpWUNqzyFZ7AGBwd5+umneeWVV+jp6SGRSBAIBJg/fz5nnnkmJ510UiniFAShBLoPt8lprC5OAuDWrMS1E7eaezgxiCejU1FRUfJ7W7GToTx1yLo7utjllllVcQpbB1/mUHxq1Y2KEKdan9y/2Zy6uTwefZwNB3Zyfr1xbaeEHF1VSclgUZzlDmVMYyZYTz/9NLfccguPPPIImUyG1tZWqqurcTgcbNu2jbvvvptYLEZbWxvXXHMNn/70p/H5Snv0WBAEYw2Ec21yZtUVJ8Fy6U4SnLjV3KPpEG5VRpZLv3hglRykpfKcItzXvo9+h8SlzcsZ6N9FnzxUljjyFVbStCj+Sb1mSfNc2Av7+sU+rGLQ00mSClgtpS3aOxmj/pa/7W1v49JLL6WiooI//elPDA0N0d7eztq1a3n++efZunUr4XCYzZs384lPfII//elPzJo1i0ceeaTU8QuCYKBQPNdKpalI3endipeEXJ5lKjNIZCM41fIcK7crTtJyecokHOzbA8CKppnU2RsYtKVIZ7NliWWyktkUcYuOxzG5fYnzGppRNJ3usFgiLAY1GSMlg81q3gRr1Bmss88+mz/+8Y/HncaWJInFixezePFivvCFL/Dss88SDosidoIwlUXTIexWCbulOEefvVY/Ma3zhN34m9DjOCnPply7xUVS0spy76FIJ1RAq6+elqqZvDS4iV0HOlgye2ZZ4pmM/qEOAPzuyZ38tCgWKjMKwWx/McI64SWSEXRJwm41vmafUUadwfrKV74y6T0CZ511Fu94xzsMCUoQhPJIZqM41eL1nah01xCzQF/0xKzmnpBSOKTyvCE4rR4yCmTUTMnvHVKHsGkKPpuXhU2LANjSvqnkceRjX/cBAOqqJr9s7lXtRNUTd89hMSXiue+r0z7FEixBEE5MSS2BQy9e4b6ailw1992d7UW7h5klilTEdSJc9twe2cFY6ffAhaUoXs2FJEmsmr0YgM6BPSWPIx/t/bkio611k59tc+AiwYn5MFFs0URuxcxlL8/v00SMe4pw//79fOUrX2H79u0EAgGWLl3K8uXLWbFiBYsXL8ZqNW+ZekEQJiclJXEUcQmrtboZeuBA3wHOWLi4aPcxI03XiFl0XJK/LPd3O7yQhN7gIPU+4wvJHk9YSeKTcifp/C4v7qzEULK7pDHkqyfcg13VaWucfO0yl+ymXxIzWMUwHM89KLid5j1cN+4M1hVXXMGTTz7JmjVraGxs5Omnn+YTn/gEq1evxuPxsGLFiqIHuXv3btasWcO8efM4+eST2bZt21GfTyaTvPvd72bevHmsWLGCiy66iPb29qLHJQjTTUpK41SKt2l0XlNuFqAv2FW0e5hVX2gYTYIKV2n7EI7wOnPbPgYjwyW9r5ZJEbWo+Gz+Ix/zZR1EslOjHtpQfICKjEy9d/L1lrxWLzFlamzmn2pChxtpe91TeAZr8+bN/OY3v+E973nPkY9ls1l27NjBxo0b2bx5c1EDBLjuuuu49tprufrqq7n33nu55ppreOmll4665tprr+Xiiy9GkiR+9KMfce211/LEE08UPTZBmE4SikqlxVO08Wur6rFqOkMnYDX39r5cCQy/pzwJlt+dS7CGosGS3jc0FCRslZjlDBz5mEfyEZFKm+jlK5QJ4cpaUeTJH8qosFeSyEIomaLCYd6CmFNRJJXrq+lzlb6m3ESNO4O1bNmyYz5msVhYsmQJH/zgB7npppuKEtiIvr4+1q1bx5VXXgnAZZddxv79+4+aoXI4HFxyySVHTiWdeuqp7Nu3r6hxCcJ0E0tliFt0vLbiTbnLskxFRiF6AlZz7w3mTpPV+Erb6HlElTe3LBiOB0t63+7efiIWqPHVHvlYha2aiCWNrusljSUfUS2KU8+vmGXl4dnK9iFxktBo0cMJVsAzhZcIv/nNb3LTTTeRSJSnh1VHRweNjY1YLLnJNkmSaG1t5eDBsYu3/eAHP+Cd73znuGN/7nOf413vehf33HOPYfEKwlQ1OBQmqoDP6S/qfdyqjdgJeLJqpE1Onf/YhsGlUOPLzSCFE6Utp9PZ34UuSTS/of9ijbeRIZvO4MBASWPJR1RO4ZLzexMPeHNJZVf/ibckXmyxVO7wQMDEM4PjLhGed955nHLKKaxYsYLPf/7znHvuucydO7cUsR3x5no5x3vq+da3vsXu3bv56U9/Ou643//+91m1alXB8QnCdNA92IcqS1QVeQnLhZvoCXiyKhTLLYk1Vhvf53EiAhU+LJpOLFXaau5DwVyhzdbqfyRYLTUz0aISW/bv4K015Uk4J0LXdSKWLG7yOxTQUNkAXdAb6jE4MiGRTaJo4LeZ96DduAnWZz/7WX784x9jsVj41Kc+BYDb7Wbp0qWsWLGClStX8rGPfaxoAba0tNDZ2Uk2m8VisaDrOh0dHbS2th5z7c0338yf/vQnnnrqKVwu81Z3FQQz6gvm9kXVFnkJy2OpoE+fGvtvjBRNBlE0nZqKwPgXF4HD5cSlQjxd2jINofgAyND8hu4Ai1sXwH7Y37OHt3JmSeOZjGAiSFYGn6t2/ItH0RjIJdPD0RNvSbzYktkENl3CW7yqMgUbd4nwzjvv5POf/zzJZJJwOMwLL7zAd77zHZYvX86GDRu4/vrrixpgbW0tK1eu5K677gLgvvvuo62tjba2tqOu+973vsc999zDk08+id/vL2pMgjAdDYVyS1gNVfm9mUyUz15FyKqhquVp21Iu8XQYlyqhWMZ9ri0KWbHgUCWS2dLOHkZSuWS6yvmPWaCF9S1IOvQGO0oay2SNFBmt8Tbk9fraQDU2VScSP/EeKIotqaawaDLO4tVFLti4v+k+n4+LLroIWZZxu92ceuqpnHrqqaWI7YjbbruNq6++mm9961v4fD5+9atfHfncJZdcwpe//GWuv/56Zs2axTnnnAOA3W7nlVdeKWmcgjCVBWO5p+ymqvzeTCYq4KkjG4H2gT5m1xX3XmaSyEZxauWt7WzTJJJqaffTxtQIdlXGpvxjKcduseHJKoTSfSWNZbJ29uQOS7XVteX1eovDgVuFWOrE23NYbCkthVWSTd1ya9wE65prruGhhx7i/PPPL0U8o5o/f/4xZRlGjDSYngqnUQTBzGKpYZDB7/IX9T4NVU0Qgd1d+06oBCupxrFT3v0iNl0hoyZLes+4FsepHft1+zQ3Ye3YmR1d10HXkeTyNxrpGOrAqunMbmjL6/WSJOFQZZLZ0lfPn+7SWhqLXJ7Z4Ika9yfYZrPx5z//mW9+85tlO0koCELxJdJhrBrYLcU9lTOrtg2AjgFzLw8ZLa0nsRexDdFEWHQLaT1V0nuO9XX7lErC8tHLlbqu0/7Dr7Dvy1eQNkFpg75oN9UpaKjNv/K9Q7OUfNbwRJDWM1j0KZ5gff/73+fAgQP853/+JzU1NZx33nlcf/31/OY3v2Hz5s0n3D4KQZiuktkoriI2eh4xv7UNSdfpD02NVilGSUkp7JT3SLlVt5KhtM2eU1Ia2yjtl6qc9QzZVbLJfyQf8d2bsO5bhz0Z4vnHniplmKMaTg/izdiwWPL/vbDrVpK6SLCMliGLpcwzwuMZN/3r6+uju7ubjRs3snHjRjZt2sTjjz/OD3/4Q7LZLDabjWSytFPOgiAYL6XHcYyylGM0p8ONJysR0so/Q1FKKSmLQyrv6WYrNjIlLpGRkrM45GMLdTZWtvFC5hX2HNjPgvmLANj/yovErNXsdM2hcffrwBUljfXNwlqYJq2wzgZ27IRIGxSRMCJNFmWqJ1gADQ0NNDQ0cNFFFx35WDqdZsuWLWzatKlowQmCUDppPYGjRDMs3qyV6BRplWKUpKLilIrXhmgirLKdjFS6QqO6rpOUVSot7mM+N6dxHvTB9o7tRxIsfddaftVazcHKnfzLjiSqpqGUaS+WqqkELSkWKE0FjeOQHKTkmEFRCSMykopdMm+RUZhggjUam83GqlWrRKFOYUrKZrP85emnCMWHecdZbyfgN2+7hVJJyWmccmkap7p0BzH9xNn4q2kacUXDZSnvz5lNtpORSretQ08niVmg0Xrsz9XKtnmwAQ4OtAOQHeyBZBfbqpzoaDxZrzL7QC/zZpbnIERnpJuMrFPrailoHIfiJCmLhs9GS8saHtncCdaojwY/+tGPSKUmtxFy48aNPPVU+dfMBWE83b19XH/bh/i/3p/wy8jv+OR9H+KZ9a+WO6yyS8lZXMqxMw3F4Ja8xOUTZ19KXziEKkt4HOVtTGtTnKRkrWT3i0cixBVG/brr3D6cWYm+aK6NTNem9az1557539l8AVt9Mgfbx26JVmwbu7YCMDOwoKBxHIqbpKJNqZPu//3gD7nkNx9gY++ucocyprSsY5WP3dtnJqMmWL/+9a+ZMWMGn//853nppZfIZEbfFHno0CFuv/12zj//fM444wxCIVHrQzC3dCrFf9/3OTb7Yry37l18edn1ZCWZH677Nt2D5u+LViyprEbcouEuYqPnN/Ja/UQtpd1sXU5dg7kq+RXu/E+jGcFucZFWQNNLk2QNDA2TUqQx+1v6VQfBbK7+WveW9TwTcLO0ZjHnzzuLpCKxt29bSeIczYaDWwikdFqaZxY0jtvmRZMglpkaDxSJ0BAvDT9JTI5xy99+WO5wRqXrOilZx2rJrwl3qYyaYL366qvceuutvP7665x++ul4vV6WLVvGeeedxyWXXMKaNWtoaGigpaWFL33pS6xYsYI9e/Zw2WWXlTp+QZiUW373HTZXxLii5Qo+ff41XLj0LP7j9P8kZFX5zp+/Xe7wymYgGCVqAZ+9NDMsla5aYhYIxqfGm06heoZzBTUD3vK0yRnhtOZmKGPp0hxM6g3mDjJUekb/uquUGkJKCE1VsXVt5IAnzdmtpzAnMBuAvnB7SeIczf7hvcyI68yY3VbQOC5bbnm0NzY1lsSfe/EhIlaJBSE3+9WDRFLmi1vPpEjKYJ+KCRbAe97zHp555hn27t3LD3/4Q9asWYPH40FVVWbMmMF1113HY489RldXFzfffDN1deVpYCoIE3Wg4yDPaa8yN9PIx9/6z0c+ftr8FazSF7BZ2c22rgNljLB8+gYHyMgSlZ7SzLDUVuT21ezs3FeS+5XbYDg3O1pTUd7Gxi5HbpN9X7Q0G937D7dfqh6j/+Ls2kUccmi8/sSj7HdG0CSN05tPxmNz48kqhDO9JYnzzXRdpzvbR0XaS6WnsGUoryv30NIXmhqHOnZ35WYNV9ZfhibB0zufKXNEx0ono6iyhN1q7p7D4x7PmDlzJh//+Mf56U9/yoMPPsjjjz/OPffcw9e//nUuuOACrFZzH5MUhBE/e+IHxCwS11/4xWM+968XfgYZuPPvPy99YCbQM5x7I6v2FrfR84iW6tzG4fbeEyOhDcVyb65NgfI+iLrtuQRrIBwsyf1Gvu6GytETy3OWno4qS8Sf/zHPVTlp8c6gwZP7HlVpHiJSaeJ8s/74AAk5g6fAE4QAvsOdEfrDU6Phc3+iE3fWzoWnX0BDQufZHc+XO6RjRKNBAJy28p7KHU/5exEIQgkMDA2xWdnNQq2NhaO0vWipb2ZBqp5t2S0k06WtdG0GA+HcElZDZXEbPY+Y29QGQPdwV0nuV26RRBBJ16kPlCaBHYvHldtjNxwtzX7ZcCIIQLNv9L19ixsWYNUtvOa3sKVS4ZwZpxz5XECpImgtT43FnYN7AKiuXFTwWCOzwsGo+WewdF1nSIni1gPMrPNRnfJyML6/3GEdY/jwDOzIjKxZiQRLOCH86rGfEbLCVWdeO+Y15y98LxGrzm+ff6iEkZlDKJJ7um6uLs0MS0N1PXZVZzBaniWgUoulQ7hUCaulvK1yKg4vV4UOzwAUWyyVeyP0O0Yv/2FXbJzRdhoPNcpkpTQXzTr3yOcCjmpCVo1wsvQlDta1b8KT0WmdsaTgsQIVVQCE4+Y/BKbHowxbNdzW3Iyj1zabPkuCRMZcxcSHYxEAPHaRYAlCWWmaxrrYa8xIVnDKrMVjXnfJqedSm5R4tf2vJYzOHCLJ3NN1lbc0e4QURcGXVYikpsaySaESmShOtfx/bis9fgDCidLswUpkolg0CbsydmL5seUfZEFgLteu+BBN3n/UvKrz1hK3SOzvKX0Svq13JzPiOvPmzy54rFp/FZKuE50CCVZ2qIdhq4TXXQ9Ac/1qNAk273ulzJEdLRjP/fx6XKWp25ev8v/GC0KRPfH6i3S6sqxpOu+41ykWC7OZyX7LIeIpcz2xFVs8FUTRwFnCUzlu1UZMNf+bjhGSagyHVv7GtIEKPwDRRKQk90uqMRzj9Lds9jZw20U384HF7znq461VzQDs7S79QYhDyW5qUzaa6go/9OH1eXGoEE+b7zTemw33dBKxSgQqc9/7lUvOQNF01u56vcyRHS2SyH0vK9z+8gYyDpFgCdPe3zfdhzMLH3rr5eNee+b8i0kqcO/Lj5YgMvNIZSO4VBlJkkp2Tzdu4iXui1cuKT2JXS/v8iBAdYUfSddJlOjNPq0lsOv5HYSa2zADgK7BTiNDGlc8Eycsx3FRZ8jvg2xz4FQhkS5NUluIfd25Qydtgdzm/tWtVVSmLbQP7C1nWMeIHi4dUekxdweOvBKsXbvMW91VEN5IzWbZLe1nltqMyzH+kd63nXIOlSl4vf25EkRnHiktjkMv7QyLW6kgppwYBwpSUgob5a86bXe6caiQSJWmN17u684vsWytn4Wk6wxGuw2O6vj2BXPV4yu9cwwZT5Ik7JpMKmv+h4lDodxy7LyqXFkNuyLhVf30Z83VmD2WytXPC0zHBOvyyy/nhhtuIB43/w+McGJ79LVnGbTrnDLz+MuDI6xWKy3ZGjrUE6N8wIgUCZx6aft6+exVRCwamla61i3lkpIy2OXyF0WUZBm7JpXszT5NGoeU39dttTnxZSXCydK+uW/s2oGs67Q2LjVsTJumkFLNX1R3KJHbE7mw6h91y7zWBvqsKVO1+klk4kg6BFzlf2g5nrwSrLVr11JRUcGqVav4wx/+YHRMgmCYF3Y8gU2Fy9dcNOHXzA2sYtCeZfPB3UWMzFzSUgqHVNo/VgFPHVkZ9vZP/5OESUXFWaI+j+Oxa1LJ3uyTcha7kn8xSE/WQiJb2n16mzq2U5/UmTPHmBksAJtuIa2bf19nKBNC0ST8bzidV1sxm6gVBnrNs0yYzMaxaeC1mnuXU17RWa1WvvSlL/Hkk0/yu9/9jvPOO49t28rXM0oQxtKZ3UNrJoDLPvE/8pec/HYUTefh1x8uYmTmkpIzJWv0PKKhqhGAPYfMV2fHSLquE1f0Iy1Tys2qKWS04r/Z65pKUtFwWvI/Su/U7aT00ixnjjgU7qAhCW0zCy8yOsKGlYxu/uXwiBbFqTmO2ns2syl38nrj3i3lCusYyWwSmyaVdM9oPvJO/7q7u1m7di1z5sxh8+bNnHTSSXzxi18knU4bGZ8g5G3r3p10ONMsqD5pUq+b0zKDloSNncMbixSZuWQ1nYSi4SrgjTAfs+raAOjoP1jS+5bacDRCVgaPw1/uUACw6QoZrfhv9tlYjJhFKiixdOEiIZV25iekDuFS3ShW4w4lWLGTkczf3DwmJXDqRz9orZ6TK7a6u9c8D0JpNYVVM/fsFeSZYLW2tnLaaadx7733MmPGDJ588kmGhobw+Xxcfvn4J7UEoRQeXfcouiTxT6deOunXNltm0mUZIpM1/x/FQg1FU8QsOj5HaRo9j5jfPBNJ1+kPl3YTc6l1DuSWQEdappSbFQsZvfgPwsOhMDEFvAX8XLkUDwmldL+DqqYSkRM4FGPrwdlkB2mp9AVTJ0PXNCJKBqdy9Mbx+VUe3BmJ7oh5fk/TWgqrfvzyH2aQ17Gh559/ntbW1mM+/pWvfIWlS43bGCgIhdg7vJk6xcqcuslP9S9tOY3n+3bxxKYXefuqs4sQnXn0DQ6SVCQqXKVp9DzC4XLjy0iENHOdUDJaz3CuDVGVZ/SGx6VmxUaM4idYfcODqLJEhTv/nyuv1UdMV9F1vSTLQf3xQTQJPO5mQ8e1yU5SsmromEbTElGCNqiyHf3vJUsSFVkbwwyVKbJjZfQ0FsyfYI07g9XQ0MBFF13EF77wBe666y42b95MY2PjmNf/6U9/MjRAQciHpmn0WgZpUvL7Q3nJqRfgzOq8uPNpYwMzoZ6hHgBqPKXvk+dVrUQz5u/RVojB8AAA1RWlqZI/HqtkI1OC2ZT+4OGv25t/Yul3VpFWoDtamn1Yewc7AKivbDN0XLvVTUo2zym80WRCgwxbJfzOY/uRenQvIcxTxyujZ7CWuKxMPsZNsD772c9SVVXFww8/zEc+8hFWrFiBx+Nh+fLlXHXVVdx8881HXT937tyiBSsIE/Xqts0M2nUWNKzO6/U+r5eWpJv2+PSv+TYQzM2w1FaWPgFwaQ5iuvkrXBdiOJo7+t5UVZo+j+OxSnYyUvFnU4YO97es9eefuFcdTvr39ZVmeWpr5x4kXWdmQ+Etct7IafWQlSGVNe8e5e7+XlKKRE1FwzGf81mqGLaYZ5N+RspikfIrYFtK4yZYN9xwA7/97W/ZunUr0WiUV199lW9+85uk02keeughvv/975cgTEGYnBe25foJXrz6grzHaHbMpccWJZIs7SmmUhuO5mYamquOfXItNrfsJS6Zvz5QIcKJIABN1aX//o7GpjhIl2C5KhTPzUw2+POfwaqvyCWlXYNdhsQ0nvaBdvwZmDWjxdBx3fbcRv/+aGl6QOZjX3+uYn5T4NhZ/0pnHRGLRiptjlITGSmLNc8CtqU0qU3udrud1atX8+///u+sW7eO0047jV/96lfFik0Q8nYguI3qlJXW6vq8xzhpzplkZXho7fRu/hxN5N4Iayrz/17ly2v1E7VM74MEsXQIVxYc9tIWch2LXXGSLsFyVTQZBKDOnf8pwpaa3HaUvmCPESGNayDWSyAFgRpj98u5nbmN471B8zY37z5cxX129bEzWHX+RnRJYmdHe4mjGl1aUrFK5vh9Op68zzk6nU6+/e1vc+ONNxoZjyAY4pAyQIM09l7BibjgpLOoyMDr+180KCpziqWCSDp47KUt0wDgd9UQt0AwMX1nCROZKE7VPEfKHVYnaQWyanH3YcUP997z2vL/uWqtaUDWdYZjpTkIEcuEcKk2ZMXY/T0+V+4k5UDIPBvF32wwnpvJXlB1bHLZWpM71Lanp72UIY0pI2lY5WmQYD3xxBP09Iz+9NDS0sK6desMD0oQCrHz4H76HTpzA4sLGsdmt9OcqqAzbZ76L8WQyIRxqRKyVPokoNaXe1re3tle8nuXSkKN4dDMc+LJac0lPIOJ4rbLSWaj2FUJRc7/a7d5/VRkIJwoTWIS16M4JOMfNCo9VQAMR8ybYIVSwziyMh7bsYnLvKaZAHQPlbbx9lgyso5NMXebHJhAmYaLLroISZIIBAIsW7aMZcuWsXTpUhoaGvjd735HTY05TsYIwohnNj8PwBmLTi94rFbPQrbpL9EdGqShwhzH7I2WUqM4DX5in6iWmlYYgP09BzhtbmEJsVmltCR2E+0XcdndkIL+0DB1RWyWm1Lj2LXCfq4kWcadlYnJpWmXE5NTOJRjl8gKVXN4H1ooHjR8bKNEsxFcyugbx1tr6rFoOgOR0izVjicl69gs5e/tOZ5xf/p7enpYv349GzZsYOPGjTz22GP88Ic/RFVVfD4fd955ZwnCFISJ29e3BZcMK2ctKnissxafx6NbX+bBVx/nExd8wIDozCelJ3Bo5UkA5jW1wXboGTbHk3ExpKUkTt08bwZepw/CMBgJAjOKdp+UnsChF/5z5dQspNTiLyEnsylSio7bYXy5ktrK3JjRhHk3uceJ4xjj51RRFHwZhXCm/HvIspkUKUXCYZ0GM1i1tbVceOGFXHjhhUc+lk6nGRwcpK6uDlk2z94CQQAYyHRSK3sN+dk8delqqtfB1q5XgemZYOUaPeffkLcQ9dX1OFSdoVhfWe5fCkkpg18yz+yn15WbtQpGizsrlCaNjcJ/ruy6naBe3OVMgEPh3D6vSo/xpz2rfD6smn5kX5oZxeQULqlqzM+7NTsxvbSNt0czFMklqY4C9vaVSl7vQDabjYaGBpFcCaajqSp91ig1dmMqMcuKQnO2hi5t+s6wpKQ0Trk8Myzy4SfjSKr8T8bFkpRVHCVupH08fnduw3U4XtzZlJScxm7Az5VTcpGSil+DadehAwDUj1IHqlCKxYJTlYinzVnzTdd1YkoWt3XstkZu3MQp/2GUoXAQALetPA+FkyEyJGFa2bR7GyEbzK41rmXTrMqlDNoz7OiZnk2JE4pa8kbPb+RWbcSy5X8yLpaEouO25l+qwGhVntybaKTIy1UpWcVhKTyxdFjcJOXil/I4MJB7iGqtLc6yqV2VSGWLPxOXDy0ZI2QFn/04M1iWCmJK+QulDsVys4Buh3l+p8YiEixhWnll1ysAnLHoNMPGvGBlbnn84bWPGTamWSTSWeIWHY+ttI2e38iNizjmfOMpVCQeJa2Au8SNtI+nuiLXay6RKt5sipZKErdgSGLpsnqJKxq6XtzaXf2hXmyqTltDYeVdxmLTFFKqOYvqdvf1kVQkqjxjH1qrsAcIW1QymfI2rQ7Fcw9jXuc0XSIUBLPaN7QTT0ZiSfNMw8ZcOHs+jQmZXX3rDRvTLPqHQsQtEj6nv2wxuJUKYop52nAYqWMgd+rK5yxtI+3j8Xt8KJpe1OWqaCRCVAGPvfDE0uOoRJWLX1YiGB/AlwV/oDj/VnbdSko3RyX0N9vXO9KDcezl0WpvHWlF4kBfb6nCGlUknpvBqnAX7wSsUUSCJUwrg5kearJuJEkybExJkmjSGzgk9xT9KbrUDg3m/liO1OkphwpHgLBVQ9WK375lhK6qaKniv9n1DOU271d5y/f9fTPZ7sCuQTJTvIRlcChIwiLhcxWerFS4cgcEOgaLW2w0V3FfQSqgbtfxWLGS0c35INE1dAiA1uqx9642Hm6hs7trX0liGks0mXswqBQJliCU1pASIWAxvqnugrrVhK0aL+3dZvjY5dQ7nGuiW1tRvnp2AU8dmgT7B0rzZLzn1Vd4+atX8LdvvIe//uDbRU20+kO56tg1FeboQwi5Bwa7Vtz9QD3BkRN5hSdYAV/uZ7NrsLgNn5NqFLtevAbCNuykJXO2hRqI5P695tU3jXnNrPrc3rSugfIe+Imlchvtq7z+ssYxESLBEqaNAz09DNp1mv2zDR/74pMvQtF0/rbxCcPHLqehSC4BaKgsXwJQX5n7o76rq73gsdTwELo69kzYcFcnrzz+bb6yKM03Flq5w/kSf/nlDwu+75j3i+ZORzZUGZ/0F8KmyaTV4iWWA4cTyzoDEvc6f26M/lBxS3mk9Tg2inea1iY7SUvl3b80luHEIBYNao4zKzSnMdcuZzB8qFRhjSqRziVY1T7z7Gsci0iwhGnjle2vArC4bYXhYzfVN9GctLE3uDnvMXRNMzAiY4RiudYdTYHSN3oeMau+DYCugfxPaeqayus/+hbr//sDvPT1j9C/b88x12jpFM/ecSN3tOmsbjyV/zvvGwy4nDyhP8uejZvyvvfxhBNBAJqrzZZgKWS04iVYw9GRn6vCE/eRn82haHFLeSSlNHa5eBun7YqTpFy6ZfDJiKaDeLLKcbdWuO1unFkIJwZKGNmxkpk4Fk3HaZ8GhUYFYarY170VSddZs2BFUcZvU2bxonUnkWQE7wSPCG/euZ3fPfMTuvUOknIWf8ZKizKH91/wSWbNMm4jfr6iyWGQyrsHa25zG/KrOn2h/JeAtvz1SZ5IvcBjy+xYtDBX/O7feftlN9Ewf8GRa57+1W38vr6XCns93zj733BY7Nxwxuf5r+e/xZPP3MGc5f9nxJdzlFgqhDMLLoe5GtNadYW0Vrz9QCO9Axu9hc8y1Aaqsas6kSL3I0zKWexy8WZF7BY3Kcy5hzOuRnBJ41fd96hWYtnhEkQ0tlQ2gV0zbo9tMYkZLGHa6IsdoCptxeMoTlHHsxZdSkaGu57907jXaprGD+75P7748hd5xXkA7PXUeJYQdFfwuHsnX/z7Z7njtz9BK/OsVjwdxpkFS5E29k6E0+WmIiMRTOS3iVnXdTa9eheP1Vv46LIPclrLW/nNDJ0H//QlenbtAGDL357imdgT9Dgs3Py2r+Kw5BKes1tPpp46Nln3MNxrfJ+1RDqCUzXfn1krVrIUbz9QLJWrseW1F16mQbE78GQhmiperTRVzRKz6Djt/qLdw2nzkJEhlTHfRveElMA5geVRl+4koZe3WGpaTWGbIgmWmMESpo1BfZhKrXhPoOeefBq/2qTwauppPsmHx7xO0zS++/Ov8bB7MzP1Or7xjm/SXPmPJaLN3bv5xpPf5C71UeK/6OVTH/8vQ089TkZSjeKUyv9nwJO1ENHzezLu3buXlypD1Fma+NCSywH45nN27uEx0vf/B6dq81nHdp5utfC5kz7BTH/rkddKksQ/LXsvP9n0Y5565hEuf99HDfl6RiTUGHbKl7yOxYaVKMVbIkxkolgtEnal8F6EkiThVBXimeK1mQmG+tAlCY+jeDO5brsPsjAQCdJksj15cTlFQB6/B6Nb9hKTylumIa0lserme2gZzdSIUhDGoaoqA7YkNbbi7SWSZZl5tqXstw2xq6d9zOt+/Mtv86hrMwuVudz+4duOSq4AljbM5a4P/oIWZQb3O9fxq3vvLFrM40lpcRxa8U5OTZRLdxLX8nsDfenFJ9lcIXP50vcgSRKSJPHVMz/B22ddxn3NMl9q3ss9rRYunftu/mn+2455/T8teis2TWZLz3OFfhnHSOkJ7AY0PDaaVbKTKeKG65Qaw6EZl1g6NQtJrXinHkfqlfndxesZ6XXmHv66h4pbbiIfUYuKx+If9zqvzU/Uki3rzHtGS2HTzffQMhqRYAnTwo5DB4laYUal8ScI3+iKcz+GQ9W57a+3jfr5X9z9Yx6yvcIMuYUfvv9/kKXRf8VsipXb3v9dKjUffwnfz9Zdx27KLoU0SRyUf3+QW/ISl/ObUdk38AqSDhfNWXPkY5Ik8YXTPsRPL/wOH1n5Qb577o18/uSPjPp6u2JjhmUm7Y4BEhFj28ekSGHHfJtxbbKdTBE3XKf0OHYDE3eHbielF68Kevdw7oRioIjlSircfgAGI8XdSzZZyWSCiEXH5xx/9q7KVUPIqjMUKl9PwqyewaKXf9Z9IkSCJUwLr+/JnQJb2rq4qPeZ09rCklQzm9VttPcdXQ/m93/+PfdnHydAgJ+8/3tY5OP/EbArNr550TcYtkn8+slvFzPsMaWkNI4yNXp+I6/VT8Qy+T1B2WSCA/ZBGqR6vLZjT4AtrJ7HlUvey0kNK447zppZb6XdLfPcqy9OOobjSUkZQxoeG82mOEjLxZuFSJPCYWBiacdJsogNnwfCuVml2srizYBX+nIJzHCkvJvE36z90EF0SaLKM/6Jzzp/A1lZYm9n+fqyZshgnSK7m0SCJUwL7X27kXWd1XOXFP1eHz3veqw6/L+HvkZWzS2z3PPn33HX0N3YdQ8/ed8tRzZRj2d+3UzWuE/jNV8/T73wbDHDHlVCyeJUyt/Tq8JVQ1KBYGJyG2j3bN3Obo/EwtqVBd3/3cvOAmB9u7EJVlIxpuGx0ewWJ2m5eCfa0rKxibtTcRW14fNwLJf0NNcUL8GqrsgtP4biwaLdIx8jTa7r/ON/7TNqWwA42HugqDEdT5YMVsq/rWEiRIIlTAsD0U6q0gpOV/GThUWzZ3OJ9x3ssw9yzS+v5PpbP8odwd/iwMtPLvshfsfkWjh84e2fxqbJPLLpV0WKeHSappFQNFy28nelr/HleqDtPDS5P9wbdrxC3CJxzvxTC7p/ldNPIOOkN2nsUm1c0XBazdfSw2l1k5EhmTV+H5au66TkLA6rcb+LTouXuKV4DZ9DySDOrE6dr3jJcH1lbvkxmjR2GbpQvcO5/WdNNS3jXju3sQ2A/mBXMUM6roykYp1ASQkzEAmWMC2EtUEqVVfJ7vcv7/k4H6x6HylZZ7crxHLHSn55xc+o805+k6zX7ma1czWb3f1s2bWzCNGOLhSJErWAt4hH0yeqpSZ3sm//cQ4PjObA8HYkHVY3zC84hkZbG132KNmkMafrIrEwKUUyxff3zZy2XCLRGzH+ZF4qFiNqMabR8wi3vQJNgki6OHt/YukwLlXGrhTvNK/f48Ku6sRTxTsNmY+haK5w6My6sdvkjKjz5ZYRh2PGlzSZqIysYpPLv290IkSCJUx5uq4TVmJUWUpbLPPjl1zJ7675PX+++j6+874b8drzf/r9xAUfJytL/On5uwyM8Pi6+nvQJamoJ6cmal5jruhq99Dknox76aFa9eKyFr4ctaRhBT1Oide3byl4LICD/bmvpcJlnkbPI9yO3OzSQNj4/UBDg0OErOB3jX/sf6J8zlxPw85w0LAx3yiWjeFQi7uvR5FlHKpEPFPeOlJvFk4MYVeh2j3+A6pNseLKysRSxa2qfzwZScOmiARLEEqiO5IiaM1S5xm7E7zZtVTW05auZqe6Be04vfSMdGgoV8+m2le+Rs8jGmrrcGV1BqMTr7GTSSbpsydpsI3/5D0R5y7OLTOu3bPWkPE6B3NfS40Jvr9vNtKJYCgSNHzs3oE+MrJEwGvc113pyT0EdBapIXhCj2PXir/sZNMUUpnyncAbTTQdwqXKE67F59ZsJNTiFX0dT1rWsSvmOzgyGpFgTRH9wwM8velVnlr3Irs795e9AriZrNuzBVWWmFU7p9yhFOS0GRfQ6dJ46tVnSnK/gVDuzaq+svxFD2VFwZdRiKQmfoR91579HHLAzOp5hsQwt2YGDlWic9iYZdreYO7of1NV+fo8jqXClVu+C8WCho/dc3gWsqGy0bAxaw6XT+gPFifBSpaonIZds5DSilduIh8JNYpDnXhy6cZNgvIkiRlVI6XoOCzmK30ymqlx1vEElU6n+NHDv+D1wWfociTRR54wtoM3A40ZPwurT+VD576fQIX5liFKZU/XdgBWzi5uiYZiu+L0d/GHP97Ds9ue4G2nnVv0+wVjuWn+lpqGot9rItyajegknow37duAKkucNGeFIfeXJImarJdhzZj9JYOHGx7PMMn39438ntzG+3Dc+A3XfaFcyYNZBp7Iazz8EDAYKc7SVErKUFmCchpWrKT14lXQz0dSj+OQJp6weCw+osoguq6XvAPFUCKJJkk4rOY7mTsakWCZ1DObXuG2V2+my5lmpu7hQtspzKybi0Wx0hvs5sDgDjqk/TwQf4zHH3iMxeosPn7+v7CgdWrP4uSjd3g/NnRaGqb21+51uJiRCXBALU3R0XA8t/+moaL8e7AAXLgZZOLVujv6t4MDVjUtGP/iCaqzN7OfrahqFkUp7M9jKDGEQ9Wpqaw0KDrjBHx+AGIJ4zdcD8cGwAJNPuMe+mqrq7GpOsF4cYp0JmQVO8U/gWzFTkYvXkX6fCSkNG5p4gcS/O5aujP7CAXD+CuL15psNIOR3AOYyz41lghFgmVCP/nLnfxp6H58ssK/tl7H5WdeMua1L+/czB9evIMtlr185unrOUVazpcu/yKuIjU8NqNgqpuAbC34DdEMFlWfxEPhx9iydxdLZhuz9DWWeDqEUwKrSb5vbqWCg8rEN10PprrwWax4bMb9rM+qXsjagW1s3bWTZQsLmxGNpkO4szKyYr62HjWHk594yvgN19HUEJICPgMaPY9w+7x4sxBNBg0bc4Su6yQUHYdS/HIlVslBlPLtXxpNQslQo0y8lEh9VRMvxaD9QCcrSpxgDR3utOCxl79230SIPVgm8+3f/y+/D/6JtpSfn7znl8dNrgBOnb+U733ke/zs4p+xKNvG89IGPnbX1by8Y1OJIi6/CMNU6uarNZSPd538TnRJ4ol1jxb9XvFsFKdqnjd/rz1AxKIdKd46nqA0TABjZ99OXnAKAK8bsNE9kY3gLPLJtHy5PD4smk6iCCfakpkgTtUyZpuofEiKBZcqFaXhcyIVJSuDy178vyE2xUW6iC2KJktXVaIWHfckSoksaJqNKkvs79hVvMDGEDy8Z9DrLH/tvokQCZaJfPsP3+Ox7AssT7Vx60d+Qa3fP+HXzqip4/sfvYXPzPpXEnKWr7/yNX77t/uKF6xJqJpOyJKkym6+k1r5mFvfQk3Kyr5hY0oFHE9Si+EwUSPigKcOTYIDQ+NvZI6Gw/Q6stS7xy+OOBkrm2dj0eDgUOHLtHGTfX/fSFIsOFRIZoxfrkprEZxF2DDu0CwkVOM3Vw8M5fbceV3FXyq3W9wki1hBf7JCw/0kFWlSX/vc2hkA9A7uK1ZYY4rEcwm2zyUSLGESfvzQz3k8/TQrkk187+r/w2rJrxXAP615Gz9450+pT7v5Rdev+L8/3WpwpOays2eAsE2nydda7lAM0yQ1ccjSX7Sq1SOSJHHo5qkn01CZK7ewu2v/uNdu3L6VYZvEvPqFhsZgUSxUZewMJLsLHislJXFI5t0rYtck0qrxJ9qScgK3ZPwboF2zkSzC/qXOwdxpT7+7+AeFnHYvCUVHy6SLfq+JONDTAUCVd/w+hCMa3LlrQ7HSV3OPJnMJVqVbJFjCBP351Wd4YPgh5iequfnDt6AUuGejpaaOH191O/NTdTyQeJxv//F7BkVqPhv35pZC5zcVXsnbLObXrWLQrrNh1+ai3icppXFIpat+P54Z9W0AdAyM30h2+8GNAJw2b5XhcVThJyQFCx4nIWVwyObdK2LTZNKqsSfa1ESMoFXFZzd+NsiOnRTGN3zuC+UqmVf7J55k5Mtlr0CVJcLh8hXqfKOuwdzsXV3VxE+62i12XKqVeHagWGGNKX74UEbAwAMUxSQSrDLbdaiLO7Z8n+q0jf/55/xnrt7M7XDyw6t/wopEM4+ln+F/7/2+IeOazYHe3D6AlbOXlTkS41ywIlei4bntLxT1Pgkli9NingRgXtMMFE2nLzR+mYSu4B4sGsytNn7mstbZyIA9TSpTWHPhuEXFbcI+hCOsukJGMzbBGurrZ9AuEXAbX/vLIbtISsY3fB6K5pKd2sriJ1hetx+A7sHSJyej6Q/nluNbaiZXrNcn+UhIpe+pmDjcZqjS6y/5vfMhEqwySqRT/PfD/0FK0bjhnBvxe409kWGxWPju1bewLNnII8m/8Z17f2jo+GYwEDmAJwNVJiiWaZS5jS1UpWT2D24v2j10XSeuaLhs5kkA3B43vozEcKxv3GuHMj1UZV1YZOM36c8IzCFmkdi8Z3feY8RTCZIKeBzmfdK26hYyurFLVfs7O4haJFqrjd0bB+BQPCQV45tTj2ycbqoufoI1sgzZGzRHgjVSC29W1eTaGlXZqwlZVSKh0iZZyUwcRdOxi03uwni+cveXOeCM8qGWq1hepCKZFouF7334ByxONvBw8km+O832ZIUzfVRlp0ZV38moVSvp04vXUDUSCRO3SPgc5qrR5FFtRNPHr3Wk6zrDlggBS3HeEJe15WZDtxzYmPcYB/pye7j8HnPUGBuNFStZjE2wDnblZpQXNs8ydFwAl9VHRoZU1thlwmgqhDMLNa7iH0iorsglMsUqmDpZkeQwNhUqHJP7G9rkb6LfLrFvf2eRIhtdOhPDrkmmLH0yGpFglcn3H/w5r9v2cI68in8+971FvZfVYuX7V/+IRck6Hoo/xv89cFtR71dKETlMpewvdxiGa3bPpNeeJJwoTtXnA/25pQG/y1wJlhs3MY7/VNzX20uPQ6fJZ/ybOMCKWQuxaNAxmP9JwpFGz9U+886s2iQbGYydEeof3gvA3Crj2uSM8Dj8uXvEja0jFU9Hcaoyilz8quT1VSMbxI1vsp2PWCa/UiILGmczZIOuAweKENXY0moCm1ba6vGFEAlWGTyx7kUeCf2FBYkqvvr+r5XknlaLle9/+EcsTNbw5+jD/ODBX5TkvsUUS6sMWzNUO83XiqRQS1pWkpElntn8UlHGPzSYm2GprSj+sshk+CwBwsrxZyjW7thASpFY1LKkKDHYLFaq0lb64/mfkuoZzs0+NgbM+7NplWxkpMISrHAqctRp16FkFzZNocZp/MxdxeHltY5hY2d/EmoMu1aaemXN/twDTThhjmKjCS2a10nitkAzuiTR12NM386JyqhJrPrUSVumTqTTREdfNz/d8B38GQvfuvx7BZ8YnAyb1c4tH76V+clqHgj/mR88dHvJ7l0MG9v3k7BAa1VbuUMx3DnLz0TRdDa1F17wcjQj/eIaTdaIOOCqJ2RViSfHLh+wpytXI+z0ucuLFkel7iNI/rMMA5HcDOHsBvOWD7HLDjIFFL28/dlf8s57r+STv/8UqqaiZ9KEpWH8VBalR13Am0vauidQJ20yknoCW4nqlfntdhQNYmnjC6bmI6knceRRs6zJm3twiEZLWwsrq6WwalNjeRBEglVSyXSK/3rwP4grGtev+RqBitIvz9isdm656ifMSwb4U+hB/vPuG1FV81QWnoxt7bkyBktbF5U5EuP5fRXUpax0RfYWZfzhwyenZtSaK8FqrJyBLklsah+7SnRvtB1XVqauiPub/NZahqz5L88OJwbwZnQCPvMcIngzm+IgLWt5vTaWiPD79geZGZXYke3iZ3/5Ln07t9Ll1KnxzTY40pyRU34D4X5Dx02SwkZp6sFJkoRTlUkUoSJ9PhJyGnsepUTq3DVYdIWUQY3RJyqrp7BOoQ5/IsEqoa/cfQP7nGHe33gFpyxcUbY47HY7P7j6Nk7KzOUZ1vGxX17N81vXHXNdIpXivhef5Gt3f4NP/vyjfPxnV/Hpn32Mm//wfQZDwdIH/iZdA7uRdJ3Fs4qzVFRuAa2SQYqzGTacGELWdWpM0uh5xNzD9cx2dY299BDU+qnSfEWZJRnRUNFGxApd/Yfyen04FcSTVZBl8/6JdVhdpGTyKmh77wv3kVLggoVfZHa0iYeGn2fbQ7fS6ZQ5e+7JRYg2t39J0XSGY8Y2fE5JGexy6erB2TWFpFr+hs+6phFTVFzWyZ9elyWZakuAkDVOOGR8u6WxZMlgwZhSRqUwdVLBKe7m+25hrW0f50gn85EL/rnc4WCz2rj5I9/ltofv5OH0A3x1/ddpeclFjZR7Sgyrg3TaoyQsYNF0amUHNt1OSAqxKfN3nv3T33lX/eV87OIry/Y1DMe7qFQUHHbzFMs0Uq2zhe30k8ykcViNXcKIpcO4kA3tF2eEpTPnoazT6Rwavdioms0waEtQby/OBvcRcxoWwp5HWbtnE001k9+wHVXDuFXzVMkfjdPqRtVhOJmmyjm5WNd2rqU+K3P56afQMnMO3/j7tXy7qRcdmQtmnlSUeKsqK/CoEI4bu0E8KavYJeMaho/HpttIGVx/LB9qPELECm57fispM3ytdIV62L5rP6e8ZanB0Y0uSwZHEboEFIu5/rpOU7947Lc8Ev8rSxL1fO39Xyp3OEe57u1X8+v3/oqL7edg160ckDpplzpJyxKr5SV8bsa1PHT5PdxzzR/41cd+wx+u+SP/c9L/I5D18puhP/Lfv/ufssUe1gbxq6X7w1hqc+oWkpXhpSJUdE9kI7hM1Oh5hMflpDIj0x8bvVXNrj376LVDW2BuUeNYPXc5kq6zpzu/Tbxx4jgxd+LvsuV+d/qik99w3aN1U63VYFNkzmqp4Zz515FSZC6acylVTr/BkeZYXW7cWYimjau9NFIPzlHCgrA27KSLUJF+soaH+kgqEhXuydXAGrG0eR5dDonOveO3tjJKVlKxSubs7zkaMYNVZPf8/X5+1/87ZiYruPlD3y/ppvaJ8nsr+OLl/zbh60+dv5yT5vyK63/1OZ6wv4j3wdv4zKXXFTHC0YWVGK2KeTcRF2rNwrdwW//drN+3nnMWrzZ07JQWwy6b8w+VT3USVkcvxLhhz+voksTqOSuKGkNjlZ/KtEy3On7bntHE5RRuxVz7297M7fRAFAaDQaiZ+GnSoVA//bYMy93/6AP55VMu4gtvOR+LXLy3lNz+JYVE1rglqWQ8TEqRcNuNLfJ8PHbJQUoq/x6sjt7c8ndVnieJZ1W1kbBIBLu3AO8yMLKxZWQVmzJ16h6KGawiuuOJ33NHx500JT1874pbcdrN2/h1siyKwvc+/H3mJwI8FHqEZze9WtL790fiDNlU6jyTa/EwlcxobqMqBZ3D+VcUH0uSRF6nh0rBJ1cRlkd/A9rfvwNJh5NajW3yPJrKrIuhzOQ3VGu6RsSq4bGbt4o7gM+Rm7UJTrIm04vb1qJLEotbj+4DWczkaoRDs5DUYoaN13f4RKLXVbp/K7viIikbX5F+sroPlxJpyLNm2YLAPACSye1oRW5MPyIta9iUqfM+KhKsIrnlgZ/wm967aU55+d77b6XCM3XWjSdKURS+dfl38WQVfv7KzWSypesQv373VlRZYmbtnJLds9QkSaIm42IgM/pyWSESchqXYp4+hG9U525h0JYlmjx2I3Bv8iCBjAOXtfh/ZH1SFUF58rMlh4L9aBJUus1bZBSgwp1LsMKxyS257Tq0HUnXOXnBiiJEdXw23U5SN27/Utfg4YK7nhImWBYPSUXL63CBkQYjuVni1kB+M1gBZyUBuYKgfYiNncWfkdM0jbSsY7eIBOuElUyl+Pc7rudPsceYn6rlRx/6OQGfv9xhFU11RSWXz/4wB10pvnvfLSW7767ObQCsmlWazZXlUqnUMqgY/8crZlFxW0q3LDIZs+oXosoSL28/ulWNpmkMWIapLdHSW8DVxJBNJZkeuybXaHZ3tQNQ5zdvkVGAKk/u3z+cmFyCdSh8gMq0QlNl6X9+HJKTpGTcg1zv4XpwNf4aw8Ycj8vmJa6Ani7vPqzQ4T6EMyvy/3dcWbeQXR6ZrWvXGxXWmJKpNEkZHLaps+9WJFgG2rB3B9f++sO8bt3N2foKfvSR23BNo2XBsXzg7EtZmKjlhcTz9AdL0wKiN7gfqwYzG4t7mqzc6r2ziFo1egys/ZNMJYladLxOc7XJGXHyvNx+s60HNx318b379nPIqTMzUPzlQYDmqtnoEmw9uGNSrzvQ3wFAS5259wcGKvwAxJOTS+CHswNUqOWZ/bTLbpJyxrDxBsO5WZzm6tJtNfA4/KQUiVCovP0Io6kgFk3Ca8v/PerUmafR7pZh64NoWn411SZqOBRGlSWcIsE6saiqyk1/+C5ffOGLBC1JPt50Df/vyhtNuaG9WK456zPEFJ0fPPR/JblfMNVDVcaKIk/v7/HcplyNr5d3GPeEeKCnC02SqHSX7ql9MmY1NuNPQ1fw6F6AL259AU2SOGPRqSWJY2FrrunzhgNbJvW67mAniqYzv8ncyX/Am0uw46nJLYMOKXH8Sn4nzwrltHpJKTpZzZjiyMPxISRdpzVQuq/H58593w8NGlswdbIS2QiOPPoQvtHpzSdjwULQupN93/sPMv35t5caz2A49/Ducphza8NoRIJVoN8/+xAfuuMKHs08y5x0Pbe+8zY+cM6l5Q6r5N4ybymL0s2s1TbSFyr+LFZYH6ZCn3772t7sLQtXoWg6O7u2GjbmkUbEFebdI1SZ9TKYOrrI596+jVg1eEvr4pLEsHTObLwZnQMDkzuGPhDvJZCW8FeY++fT6vRi1XSSmYlvGk+lEgzbVKpd5Vn+dNkP7xtLGVOqIZIK4snK+Gyle1Cr9Ob2e/UFRz8pWyoJPZ5XH8I3clldXDTnXO5t8rAj2s/AbV9Dzxo3w/hGwcPlRLxOc/9evZHpE6zdu3ezZs0a5s2bx8knn8y2bdsKus4IvcODfP+Bn3DlL97PrR2/QEXj2oYP8eOP3UZztXnftIrtI2f+C0lF57bHflbU++i6TtCapMpmrkbFxVAXqKQ6LdMdNq5rfe9wbtN8U8C8JzDrHK1026NHHZzoVg/QkKnEqpSmkrPbnmv63JeYXDX3YHoAX9Za1ErzRpBkGYcqkc5MvKr4zo696JJEnb88y5/ew02ke6JBQ8aLZiM4VaWk/1bVvtzfrcFIeZcIUySxSYVvYfn48isJuKv53zlhfurpI7b1FQOiO1Y4FgTA6zbn3tHRmL4O1nXXXce1117L1Vdfzb333ss111zDSy+9lPd1E6WqKkPRMHsPHaBroIuDAwfoCu6hP9tNpyNGVpaYoTt5n++dXPv+D2O1TJ3y/cWyet5i5j5TyYb0K2TVLBalOD9e7T29BG3Q6G0ryvhm4896GMK45YTBSG6sWfUtho1ptCVNJ/Fy91ae3vgKF6w+k/YDnRxwpTndW9pDDRWqj15tcjOyET1C/RSZXbVpEikmvol/R2euR+TMhvKc3q30VEECuob6WVQzs+Dx4locR4kaPY9orMotzYcMrkg/Gbquk5AzOJTCf079jgrufuf3+MBjj/IMdzBz84NcvfwMA6I8WjSem7WsFAmWMfr6+li3bh1PPPEEAJdddhn/+q//Snt7O21tbZO+7o2WfOFUvrTx68ibJTQJdECVdHTI/fcoTzR+JKrxcrZyKhesejunLVhu8Fc89Z039zJu7bqd3/zt3qK1BFq3J3e6bF7j/KKMbzZ+Sy3bFOO61gcTg9hUqDNxI+JLTj6fO+7/Fa9sfYoLVp/JIy89QEqRePuqC0sah89ay3brDjRdm3BbobCSZK7FvLODb2TTZDJMvOxB12Cu8OqSGfOKFdJxVXtroR96gn2GjJcgiUMv7UGklsO/d5HE5CvoG0VPJYhadCoNqmDvsNi5/YJL+eSdf+Zvyn6uNmTUo40cxqicQqfyTZ1gdXR00NjYiMWSC1OSJFpbWzl48OBRidNEr3uj/pe7mJ9x43U4qKhpxF/XjCxZkCUZWco1abVZHFT76mioamRh8yyaa8xdmdkM3nvm27n/jl/zbPvDfITiJFjtvbmn6LfMXVaU8c2m1tvGK5m99IcHqPEVvhk3kgrhkWRTL2EFPD6a0hXsVbeiqSo7Bp+nym1ndYn2X42o9s4gk91Bd6ibJv/4SVMoGSFh0am0To2/FTZdITOJvniD0R48OtT7y5Oc1wVqYR8MhY1ZXktIabxyaRuee+0OLBrEs+Wr5q6Gh4laJFocxp0krrRLtDjns1Z+gVgygtth7CxuIp3bKxiYQjUlTZ1gAce8CYxVnG2i143ofbaDL//fA6xateq41wmToygKyzxv4YnsC2w9uIfFrcYvJfRGDuCRJKorynOSqdTmNi6CA3/lpR3redfJFxQ8XlwN45TMv6R9csv53Nt/H7f88PNsCcQ5r+r8kieFbXULoetxNuzbTNOq8ROs9YdLOjQHZhc7NENYdQuZSdSVCmUG8VK+JtaBSj+urE4wPmTIeDEli1MvfbLoUGVDW/5M1vDQIBELVBh8knhR/WJe7X+RDXs3cvpiY5cJk+nc98tvF2UaDNHS0kJnZyfZbK6tgK7rdHR00Nramtd1Qmlcde6Hsehwz3O/Kcr4oUw/ldnpX19sxFsWrETSdXZ1GXNwI0ECp27ONjlv9InzrqA66+GBmnbcupN/e9vHSx7DotlLsGo62w9NrOnz1o5clfOFzYuKHJkxbFjJMPFTX1E9gpvyvcFV+L14szqRVLDgsbJqlphFx2Ur/Z4em2YhqU78cIHROvt70SWJGr+xB4VOn5dbVXjtwHZDxwVIZeJIOtgUc/ZQHY2pE6za2lpWrlzJXXfdBcB9991HW1vbMct+E71OKI2W2nrmJKvZntqMqhpTr+aNQnKECtncfd6M1FgdoDolc8igk4QJKYVLNv9ToFWx8rPLf8S1Sz7GnZf/tCTtcd5sZmOAuqREZ2hiTZ/3D+yhOgULZrcVNzCDWCUbWSbeFy+spPAq5dtkrFjtuLIy8XThy2tD4VyS4XOWdokQwK7bSE1i75vReoZyfQhbAsYuZc9paSSQ0ukMths6LkBaTWDTJFNvbXgzUydYALfddhu33XYb8+bN46abbuL2228/8rlLLrmEtWvXjnudUHqnzLiIAbvKQ688aei46VSSQVuWatfU2ERsFL/qYThjzMbeuJLFbdDm1mILuCr54PJ3EihT1XmbIlORcTIwwabPfYlDBNI27A7zzxAC2GQ7GWliCZamaYQtGn5beR9uHJqFhFp4w+fd3bkHlrqK0u+Xs2EnrZevVc5QNPe3pK2ANjmjkRULlRkrwynjS1Bk1CRWzfQpy1FMvwdr/vz5Y5ZbeOSRRyZ0nVB6H3jrpTxw9295asdfePeaiwwbd+Pe7aQViZbq6dvkeTR+pYbdcnvB46QyWaIWDV+Z3ySnEq8UoF0av+G2ruv0y0Os1M1ZIX80NtlBhom1OOkLDpJWwF/mDgA2zUZIn1x/yNHs7zvc0qimreCxJssmO0jJ5TtFGI4NghsaPX7Dx3ZrTnp14zfwZ7UkVn1qde6YWumgMGXYbXbm6DPYL3eQNLCp6Zb2XEXzFdO8yfOb1XhnELRpBCOF1c7Z292BKksEvNO/SKtRqp2NxCwqoeTxq4d3R3qJKyoNzhkliqxwdouTtDyxBGvvodwyaU0ZZnzeyIGDJIX/TekOHcKq6cxuLP2/V66n4sSXZo0WzQwj6xI+m/En8ryKj6hceAL8Zhk9jdX8c0JHEQmWUDRnL3gHUSv8/rmHDBuzY3AvFg2WF+F0opnNbshtmn55Z2E9CfcfXhZpqGouOKYTRVtN7kTgax17jnvdX3e+BsC8lpOKHpNRHBYnKQVS2fGTrI6BTgCaqsv7s2OTXSSlwtuxDMT68Kcl6ipLvx/RYfWQUHR0g3oqTlZcjeBS7UXZz1RhqyJmUQ3rFzkiSwYL5j/9/EYiwRKK5u2nnEsgJfNK+1OGjTmU6KYyYz3hKuefvHA1kq6zo7Owk4SHhnLLIjPrp84sS7mdNG8Fkq6zYc/xk9uX9r9Aa1zj1FVvKVFkhXPZ3GgSDCTG33A9EMptjJ7TUN7T2Q7FQ1JRxy3FM55QZhhP1oJVKf3boMvuI6aAFi98L1k+4lICJ66ijF3pqkOX4EDY2F6LuQRr6pwgBJFgCUWkKAqzpdnss3QTSxpzJDnEMBVlqFtTbi2BKirTMl3ByTUefrOBSC+SrjO3DMsiU9WMWXMIpCU6+neMeY2ma+xL7mFWzE1FVXk25OfDbfcAMBAOjnvtcKwfi/aPVi/l4rT50CSITqJJ9WjCWgS3Vp5yLx6nn7QiMRwypp7XZOiaSlxJ41KK83e0rjJ3AGnXIeP6pwKkJRWbXL4abPkQCZZQVOctvZSEBe55+v6Cx9I0jUFrkhr7iddQW5IkKrNuhrKFnSQMJfrxZmUctqn1h6qcZMVCfbqCnmzHmNc837GRhJKh1Te1Chf7DlfbHoiM/0YfTQ3jzsrIcnnfNjz23Mm34Dh74o5H13UGlTg+3W9QVJNT4col4d1DxvUYnSg1GiJoBa+tOA8CzYcPDXQNTKy0yUSlZRWbPDVO544QCZZQVBesXENNUuH1zr8XPNb2jgOEbNBaOTWqZButQqlhSCms+nMsG8KTnVobRc2g1TmbXluC/tjoJ7/uePEuGhMaF551WYkjK4zf5QdgeAIJVjwbxqWVf2ne587VrToUzL8UQCgVJqlo+C3l6QZR5ct9DX0hY5fRJmKgf4hhq0S1pzgHXVrrm7BoOn2Hl5SNoGsqaVnDphRnWbNYRIIlFJWiKMxR5rHP1k8oXtjR3XWHNxEvm7nSiNCmnBrPDIatKpFoMO8xoloElz61/kiZwZpF56FL8OBLjx/zuSd3bmJ/dg+rky00z5layX+VNzeLEYoFx702ocdwlrgx8miqvLklykPD+c/m7h/OLV/VVsw0JKbJqqnIJTcTSWyN1nmom6hVoilQnFqCVQE/FRkYjhtXC0tPJkgoEnar+Qskv5FIsISiu3DFP5FU4J6n/1TQOAf6d6Jo8Ja5SwyKbGqZ2bAQXZJ4bVf+JwljchKX7DEwqhPDmpWnEkhJrDvwt6M+3n6on7ue+X/UpCSuufyrZYoufzW+XIIVmcByW1xKmeJnp7Yyl5z0FzD7s+lgrqVRa/18o8KalAZ/bgYrGA+W/N7tvbnTsAsbipNcylY73qxMNF1YSZk3ysSjJBRwFKGsRDGJBEsounNWnEJd0sL6Q88WNE5fvINA2ordemLuH3rL/NUAbOnYmvcYUUsWn3XqbMI2C8ViYb5lAXuth9h9ILe3ZN/2Hfz+t5/igCvDx1b/C5V1jWWOcvKqfX4kXSeWGn92OW7J4raWr03OiEBlALuqMxzNf4Zkc882WhI6LS3lORHZ7M0lqtFk6YuNdg/nfn4XVBevG4ZLtRIzsJl1OBIhpUi47FMrwRKbMYSSmG2Zz+vSVkKxCBXu/H5JhhmmkhM3OZhdW01lWuJQnn2+grEoMQv47VOn0riZfPRtn+C1Jz/LLx/8AudJJ7E/8gyPzJC5tPUdXLjignKHlxe7y4tThfg4CVY6mSRs0fE6yt8BoNLvxZOFYDKY9xj7ou0si0JbS3kK7npsDiwaxLPGVzwfz1CqF4tDKmr7KafupB/jSlAMhXNLqW5X+RP8yRAzWEJJvG3Fu0kpcM8z9+b1+nQ6Tb8tRa3rxC2QKUkS/qybgUxvXq/f3pkr8VBX0WBkWCeMufVtvKPl3bwYSPCdiue5a4bM22ddwr+d8bFyh5Y3yWbHpUIie/w3w/3dXabpAOD2uPFkIZbK7xRhKBVmkCCBTCU2a/nmGOyaQnKc73sxxLUh/LobWSre279T9pCQjevgMXy4g4V3iiVYYgZLKIlzlp/MT1+zsD7xHPCRSb/+1R1bSFgkZtctMD64KaRCrqZTyu/4875DewFoqy/Pxt7p4HNv/QhrDi1n68BOVtUtY3nd4nKHVBBJknCq0rhv9Ad6cyUq6ivLvwwqKwoOVSae5xLUy12vA1BjnWtkWJNm1ywkNeNbymSH+9n7u9sIvOujVDcd/e81FEkwbI1RYytuJwyPtYK40oWqqShy4f0Dw4dP7/q95Z9BnQwxgyWUzGzrAvbbBhmOTH7fwbp9awE4e+GpRoc1pVR7ZjBoU4nHJ//0fmgol5gtnXliJ6mFOrlxFR9ZdsWUT65G2DWFlHb8Su49Q10AzKhrKUVI47JrVhJafsWLn9r/AjOjOtWNCw2OanJsuo2UAU2r32z3Q79nW++L/PoPPzrmc+u37qXdLbGkrrib+32OKjQJhguoVfZGkUTuPaPSNbWKTIsESyiZC1e/h5QCv8tjmfDg0HYq0hKzGk7sCuRtdYdPEu5cN+nXDsYO4c1ApWdq/ZESisuuKaT14ydYg5HcsvScenMs0dtwkMwjOemJ9vFaz1rOHsgye8miIkQ2cTbspEkbPm53x0a+P9fKg7VbORQ5epZv57ZnSSkSp84tbjunqsM1tvYMGlNINZbKfR3VzqlVYkYkWELJnL1kNQ0JK+t7np/0awfUbmqyU2v9vRhOmp+rFL714ORPEoYzQ/iyU6uXl1B8dt1KmuPvlwklBrGp4LOb4w3OLrtJSuMnJ6qmcufm3/H15/6XR/f+le+++hPsmo1VQTsz5s8rQaRjs8lOQ5pWv5GuaRzS/1Hg8/5Xnzzy/1VVJTz0AoousaiuuMllnT+3z/NAf6ch4yUOJ1h1LnP8/E2USLCEkpplW8h+2xDD4YnXSFGzGXpsCWod5W0yawYL6mvxpSU68zhJGNHDeLTy1zESzMWGjTTHf6OPZ0K4VQuSJJUoquOzW3wk5ey41z289ynu2HQPHZFD3PTyD3i9ZyPvOugm3Lga2VLeLcgOxU1S0QwdU4sMc9Cl4ZH8VKVge+cLRz634c9/Yp8nzGz3HFzW4haMnVGbm+nsHu42ZLzE4b6TfrtolSMIY7po9XtIT/I04Uvb1pOwwLyGpUWMbGrI9SR0MZCe/EnCiJLCZzlxy1wIo7NKdtLy8ROshBbBqZmn/pzL7icrQzJ7/Jm3P+54BBsr6I99iY+f9DNOdnyeS/u7mXv2eSWKdGwOq5eEoqNnjVsmTA700m2XqXY00ZyppEfNVazPdLcTev1OdnplPrjqnwy731ga6mpwZ3UGI8YsEaaycayahEWZWufyRIIllNRZi1fSkLCyofeF8S8+7NXdrwJw3vIzixXWlOKTqxlSJlc/J5lOE7KqVLlOvEbZwvHZZBcpWT3uNQkSOCXzLM94XbnTZD3RsVvNdEd7ORhu55O7X+OWF69hyx8f4q2v/pZI5QzqVpxSqlDH5LL7iCmgxoyrhTXY28uQDWp8TbT4ltBvT3No4BC9v72FPzS68NoaOLOl+AeFnBWVVGR0Qgljei2m1CRWbWolVyASLKEMZtsXsd82xFBoYsuEB4a3UZWSaa0R9ZsA6jxtDNgm15Nw08G9aJJEY6U5ToEJ5mG3esjIOllt7CW3uJzGpZininbV4V5+B3rHXoJ6tmMLADXeJVSe+x7+ZfhBFlmGmX3NF5Dk8r/1eR1+0orEUNC4ljKRvl767TKN/kbesvwdADx/539wqH8H230ZPrz0PYaUTRiPpFjwZhUimaAh46X1JFZdJFiCMK6LV19GWpG455k/TOj6bqmHRl3MvIxY1LQMXZJ4dturE37N9oPbAZjXWN7aP4L52K25xCmaHr3sgZbNErVoeOz+EkZ1fLVV9QAcGhw7wXph58s0JjTmv/0q/O/8KM3fvpeWG+/C1myOhtwVntwsXPeQMctoAMOhflIKzPRVc8aC+bjTTnYqIX4wsw3F4ufSuecYdq/xODU7Cc2YdjkZMlh0qyFjlZJIsISSO2PRchoTVjb0vjjutbs72+l1qMysWlaCyKaGMxafhEXT2di5ecKvOTiwG4ums3Lu9KjdJBjHZc+dzg0lRq9ZNDQ8TNgKfpd5Wiy11OT66A2Exk5OusK7mBFXqJmXOzEn2exISvFnbyaqypdr+FxI0+o360/klkxn+6uxyhJ6xbk8VavQ4TnEu+e9F5tSuiTFiZMkxtT5SpPBIplnD+BEiQRLKItZ9iXsdwzTHzz+H5eH1z4OwEWrpmavt2Koq/RTn1ToCO+f8Gv6Y10E0hacDvPsoxHMwevOHXw4FBp9P1P7oQ50SaKmwjyzyK11dSiaTmiMhs+arhGSQrgsjUglWBLLR21FLmEdjhq4RJjOFeQMOP0AfHrVP5HQ6rHZVvCpFRcZdp+JcMoe4rIxG/jTUhaLNLVOEIJIsIQyufTk95OV4Jd/v+u41+0ZWE9NSmHJDLG09UbVqp8BbeJLC0FtkArVXcSIhKmq8vBSVe/w6MlK50CullFztTmKjAJY7Q48WYlwcvSYuyP9ZGSdKo9520I1VeQS23AiaNiYIz0lfbbcsu8lbTU88b6f8sR7v45FLu0eJo/NT0rRSKuF1frSNZWMrGFViltaohhEgiWUxcnzFzIv5mbt8Ivouj7qNdlshoNKN82SqH/1ZtWuNgZsSZLp41fgHjGsxPEr1UWOSpiKavy5mZSByOjJSn8wt89plkna5IzwZS1jbqJ+rX0HADMbytsO53ga3bkHnqhB7WQA0locdHDb/jFT7bdLZalfVnF4SflQgTN0ejJOQgGbMvVm30WCJZTN6vrz6bOneGz9M6N+/sGXnyJkg1NmnVviyMxvduMKNAle2P76uNcOxSKErRp1HnO9QQrmUFdVjazrDI9R8iAYzy3jt/oDpQxrXG7NSUwfvcTBto6tWDWdZXPNWzvPZXOgaBDPGJdgZfQEdqzIUvnf2gO+3JLynoG+gsbREjFiioTDOvWKJJf/X0E4YV114QcJpCTuX//bUT//3I6/4M1IXLbmwhJHZn7nrDwTRdN5Zfcr41770s6NAMypK29rEMGcqit9eLJjL1VFk0M4VAm7xVybjN2yj5g0+ibqruB+6pPQ1NJU4qgmx6EpR5b1jJCW09gwx79TY6ARgM6+joLG0RIxYhZw2qdeqzSRYAll43I4WGVZyS57Dy/u2nDU5/pDQXZYO5nHXGxWc/zBMJOGQBUNSSvtoR3jXrvj4CYA3rLwpGKHJUxBdpcbb/YfG6TfLK6GcKrmOyLvtVURtmRG3WIwlO7Fn3Ehm7zyt12zklKNOWmnZ9OkZA2HbI69SjPqm5F0nd5gYe1y4rEQSUXC4xQJliBMyiff+VkCaYmfPX/LUX8ob334xyQVnQ+s+VAZozO3eurokcc/4t0Z3E0gJdFUV1+CqISpRpJlnFmZeGb05bakHseJ+U5wVbrrSSvQFzl2j09QjlAhm2tJczQ23UaKie2jHE82FiFqAadijsMsNTW1eLMwHC1sibDvcCFWr3PqtfkSCZZQVoFKP2d7zmW/fYjvPvoLALa27+blzKssSTZw0jzz7qEot1lVSwjZVLZ07jvudf1qD9VZX4miEqYih2YhoY1eaDQuJ3FL5qniPqIhkNtTuP3g3qM+PhgPErdoVHvNfzjGKtlJjdNoe6Ii4SgxRcJlM8deJdnpxpeBaGrsdkYTMXh4k7zfa/6E+c1EgiWU3b9e9q+sDFfyl6G/8C+//hxf/dsXsWkSn7voS+UOzdTeuuJ8AP667skxr1E1lT5rnGqreY7YC+bj0O2jFoXUdZ2YksVtNd/yzKyGXAmG/b3tR3385T25Fjkz68x7gnCEXXaRGqfR9kSFw1FiFvDYzfEwJUkSLtVKPFvYJv7heBCAao+YwRKESZMVhf++6sesic2gN7OfqoyNz638CnOa28odmqktnj2P2qTCzv71Y17z6t6tpBSYW7uohJEJU41dcpKUji0KmYqECVmhwmm+2YNFrbNRNJ2uoYNHfXzrwS3Ius6qeSvKE9gk2BU3SVkbs1TNZMTCEWIWiQqXv/DADOLQHcQLbJcTPtxhoNZljpm5yTD3DkDhhOH2uPnWdT8odxhTzgy9me2Wg6iaOmoT12e3/A1F0zln5XlliE6YKpyyi8Qo+/m6erqJWyQCXvPt33O73FSnZfq0rqM+3hXcT01KornJ3CcIAZxWL4cyoKcSSAV2WYhHIsQUqHKbZ6bHJXtISqPXV5uoaCoCMtS5zLG3bDLEDJYgTGGrW9YQteo8smH0vo57g9toTFppa2wocWTCVOKwVJCRdVLZ1FEf39d9AICmgDmTFX/WRTB7dGI4lO6hKuNENlHfwbG47BXEFMjGCq+FlYyGiVskajz+wgMziMviI65kCxojmoki6VDvMsfpyMkQCZYgTGGXnvEOXFl4dsvDx3xO1VQ65X4aEcmVcHwuR27WI5Q++iRhz/AhAGbVm3PDeIVSRUg+egkqKEfwT4EThABel5+0IjEYDBY8ViSe2wxupqU0r6OKlKITz+R/UjKRiWFXFRyWqZeuTL2IBUE4wuX2MCtdzW51F1lNPepzT2x5gZhFY2nj6WWKTpgqfO5cQtIdPvrE11CkB4A5gdqSxzQR1a5GQlaVaCr3Bj4QCxO2qtR4Z5Q5sonxu3N9IHuGCitlABA7XCi2wm6eBKvSk/u52Ts48b6pb5bUElj1qbmbSSRYgjDFvXXmRQzbVH773NGzWI9t/gv+tM47z3hHmSITporqilxbk/a+o/czhZNDKBp4TXL0/81m1MxBl+CVvdsAeHZ77sDH/Kapcaij2p/rD9ofLmyfEkAinVtm9NnNU1Kj1p/bu3eg5+A4V44tqSWx6lOz2LRIsARhinvPW99NfULhyT1/OPKxaCrGDnUXi5L1+CvM8wdXMKeWQK6MR+fQoaM+Hs8G8ajWsjQLnog1C9+CpOus3fMaAJsOrsOq6Zy++JQyRzYxTZW5mcPBUYqlTlbqcE9DMyXDLTW5n6tDg13jXDm2pJTGasJCtxMhEixBmOIUi5W3Vp7PQUeEnzx5NwDfeOQWVEnjgmUfKHN0wlRQX1uNL6PTFz56qSqhR3Hq5t1c3NLURl1Kpn1oOwAd4T20xBUqAzVljmxiZlTk6osFD9d6KkRKy/U09NrMc9puZmMLsq4zEO7Ne4yYnMUhmydpnAyRYAnCNPDxS69lUcTNfT1/4KN3f5aX469wRrCWc9acXe7QhCmgqsqPP6MznDj6RF5CSuKSzTsDKkkSdaqffq0bXdfpo4cafWpscAeodOS+t7FU4acIM1oCSZdwWsyTEHsqKvFmIJQYv6XXaPRMmqhFw2ExR/HUyRIJliBMAxaLha/90/+xOlyBGtvHBQN+PnvF/5h2aUcwF9nuwJeRCaeDRz6mq1ki1ixem3nqKo1mnmcB/fYkv9r0ImFrlvmVU6e9ll2xYdEk4pnCinECZEli122m+p2XJAmPqhB7w8/VZGjxCCGrhMvqNzSuUpmaW/MFQThGY10dN33qV6iJGIrz/7d378FNnWcex79HkiVL8kW2fMOAMTdBWhxsSAglJWmaBHIj0A3bmSawzbRd2jJtmt1e0su0AzNbmtmmmSxtZ8PspIEuxc2mSWdymwbStDSdJMUFcqE4iQk22GCM7xf5Jlln/1Ds4PiCDbZ1JP8+M8xY57yv/Mg68+bJe97zvF5LDbRifZ4+F+cvqLrd0dRIg9NgkSc3hlFd3GdW3MGzr77K48f+k7SQybpPrIl1SOOSHLHTHb78BKvX6MVlWG9LI3fESWff8BuJX0xPRzOdDoNUd+YERzU1NIMlkkAMw8DhSVFyJePmxkMnH274fOLMKXrsBnnp1t7HMn/+x1nfnIk3bHJnUybZcxfHOqRxcZlJhEfYaHuszN4eeuwRkm3WuT3Yz42HLi7t851rjpYJ8aXEx5q6j9IMloiIkOzIIGhvJhwJ47A5OHH2BACLZgViHNnoDMPgXz+7jY0vP0XG3f8cd/9z4TSSCRO8rPfo62wn6IBkh3UWuPdz21LpsrVeUt8zzdGHLvxp1tuqaSw0gyUiImQm52EaUNsefeKr9oNNlJfOsn7RzqQZheTc802SLFpxfjQuh5c+o+eyNnzuaOugw27gTbLeAwmpzgzaHX2X9PnOtkYTrIKs/IkOa0oowRIREfIzoonU8Q9qFjV1nsPVZ+CzUGXwROR1phN0mIQ7Lm2dEkBbW3QGKyXZek/bZXizCdugrr1l3H1r2+uwmbAoK2viA5sCSrBERITCvHkkRUzKz0RvDbb0NZLW5467W27xJt3tp8Vh0NRw6dXcO9o76HAY+Dy+iQtsguSmRfdCLT9bOe6+jd1NpIbs5Lmtv3H3cJRgiYgIs2bmkt1jcqrpFACNjiCZxOfTW/EkKy2X1iRoOn9ptaIAuto76LRDZor1vq/C7Oht26rz1ePu29LXijfswm6LzyRfCZaIiODLzSWvG+qDNfR2B6lzhclKtvYThIlgVtYseu0GdQ1nh5wzTZPuijcxQ72jvkewvYUeu0F2ivXKNATyZ2OYJrUtQz/fxbTRiduM31vUSrBERASbMxl/bwrn+85x+PgReuwGc/M/HuuwEt6CzOj6ovPDJCBdb75Cwy8foPW5x0d9j7bO6F6GOR7rJSPp/ix8IWgKnr944wuYpkl9Ui+phrUL3Y5GCZaIiACQ5ZhJjy3McydexDBNPvXxT8Y6pISX44kmEK0dQxOQrqOvAND4xmujvkewO5pg+VzWe4rQsDtID9lo7W0aV7+mziaCDpPs5Ph8ghCUYImIyAfm+4tw9cFfQ28zu9PJAn/8zh7EC787+jfu6hqaYLWfPE6tw4+r9RxdwZGrvXd+sJdhqtN6M1gAqX1OgpHx7bdYfvotAGZlLZqMkKaEEiwREQHgiuXXcGdtGHvE5EqK9QThFHA73DhMO6Fw86Djkc52HO2NPO37FAAn3js14nv0fLDVTppFS2qkfGSXgLF4reoonrDJosIlkxTV5FOCJSIiAMwMBLiqex7/fTTCrddtjnU404JhGHjwEKYdM9I3cDxUe4oI8EZhJb+Y5+DsmXMjvkdvJFoJPsWqM1j2NIL20Rfqf9QbTeUEOmDpvBmTFNXk01Y5IiICgGGzseK7PyXU3Ykr3XqP/CeqlCQfzc4WQs0NOP3RzbV7z1ZyPMVOp/EPXvPbmVt/Arhx2P4hswu7acNld05h1GPnc2XSaz9FY1cQv/vi2/lUtpymhvOsDGbhccVvmqIZLBERGWBzJSu5mmI5KTOodxnUVNcOHGuuruLVDB82I1pks7Zr5EKdIbpxmdZMrgByPtis+XjT2IqpPvnO86SGDALpJZMZ1qRTgiUiIhJD87ILqHcZnK35MMHqqKmiwutgSfYSMsJO2sz6YfuapknI6MVlJE9VuOM2KyP6JGBF/cVrYXX0Bnnx5MvcfD7E4uVXT3Zok0oJloiISAwF/Pm0Jhk010U32DZNE2fDKRo83VyZvRC/mUa7bfi9Cs1QD112k2S7ZypDHpcFudGCtWcaay7a9oV/PEsk0svy1lQKipdPdmiTSgmWiIhIDOWn5AHQ1vw+AJG2JjrNDnrt3SzyL8CX5KMjqYdQxBzSN9wR3ejZ7bj42qZY8flzSQuZNLSeGbVdX6ib373xf1zZ4qBv/Y8wHElTFOHkUIIlIiISQzNScgDo647u19dztpKT3uh/nhf7F5LtyaYlyaS2tWdI37a2DoIOA6/TekVG+9kzc8jsNWnvHPlJSID9f/4f6px9HEvZyuqrr5ii6CaPEiwREZEYyvL4ScJBl6ONupYgZ05W8Z7XQYrTR7bbz4y0fDodBqfODr3F1tbWQdAOqa60GEQ+NjZnMqlhB12hkau5h0O97K1+mbxgGhtXfApbAtRgU4IlIiISQzbDxhzvTE67DY68fZLmE+W8nebhY/4FGIbB3JzZAJyue39I3462NjocBhkp1n7y04uXboZfRwbwxJ9+zhlnH02Of+GLixIjNYnfAhMiIiIJ4oq8AEfrT7Hw+JvMOnuc2iUh1uREt4mZnz8X3oKGlqFrmLra2uhwQFaqf6pDHpdURzpdtg+fIjT7wnS9+Vci7jR+GzJ4ou4vLGr1c89dN+K0x//sFSjBEhERibkFmfN53n2ATx7ZS5PTIGRzcoU/AECObyYALcG6If3aOhqJGAZ5KelTGu94+dzZdNlqON/VTXayi8bH/4NTFa+zd7aDIxl2FgYj3H7Vt7luRmLMXoESLBERkZgryS0iYsC7KQYnPJkYBFnsXwhAkj2JlLBBR6hhSL+2YCM4Idtj3UXuAAX+edB8lNdPnWCN2c2Z917n35f4cNudbOnKZN1V60i76mOxDnNCKcESERGJsYK0mWS7/bx7/WLqzW6uCLeT4vyw9EJKn5OuvtYh/Tq7W8AJ6RZe5A6wYuEyjL/9jrdOHubaxnP875x0InYXpf/0X2S4fbEOb1IkzlyciIhInDIMg+sLVvFc3Wu8WneYT86+ZtB5r+mmi+CQfp2hNgDSXdaewcqds5C8bjjb8A+q33mVsvQeFuV+JmGTK1CCJSIiYgmfvWI9qc5Usj1+1i1YO+hcij2NLtvQOli94Q4AUp0pUxLjpTKcLmb0emnrKefP6WEiOPlS0ZpYhzWpdItQRETEAnK92ZSu34XdsOFyuAadS3VlUMkp+iIR7LYP50ZCkSA208DtsO5ehP0WphVxxPgb1R4bncZ1XJPjjnVIk0ozWCIiIhbhSXIPSa4AMj05tDugrrFl0PFeukk2XRhxUJhzw61fwR3yEjFd3DT3M3ER8+XQDJaIiIjF5fhmYHYYnDxTRX52tKioaZqEbT0k26xdZLRfvj+T+254jJfO9vHDq6y7d+JEUYIlIiJicQU5BVADNQ2ngWUAhLs66XSYeOzxk6zcNsfNbXNiHcXU0C1CERERiwvkFwJwvvXDauhNza20OwxSkqy9wH26UoIlIiJicblpfuwRaAmeHzjWXN9EqwMyvNbeJme6UoIlIiJicTbDRmrYTkdv08Cx1qZGWpMMctJyYxiZjEQJloiISBzwRFx09rUNvG5vbKQtCQoycmIYlYwkLhKsiooKVq1aRSAQYMWKFRw/fnxIm+7ubjZs2EAgEKC4uJhbbrmFqqqqqQ9WRERkEnjw0ml0DrxubT1HxDDITYmPpwinm7hIsL785S+zZcsW3nvvPb7zne/wxS9+cdh2W7Zs4d133+WNN97gjjvuYMuWLVMcqYiIyOTw2tMI2noHXnd0RtdjZST7YhSRjMbyCdb58+c5cuQImzZtAuCuu+6isrJyyOxUcnIyt91220DhspUrV3Ly5MmpDldERGRSpCb7aUuKYPb1AdDd2wiA350Ry7BkBJZPsKqrq8nPz8fhiJbsMgyDgoICTp8+PWq/nTt3sm7dulHb3H///dx5552UlpZOWLwiIiKTwefNpdNhUH8+WqohEo4mWJrBsqaYFxpdvXo15eXlw547evQowJBy+qZpjvqeO3bsoKKigkcffXTUdo888gjLli0bR7QiIiKxkZs5G9rgRPUJsnPyMWkjiWSSh9laR2Iv5gnWK6+8Mup5l8tFTU0N4XAYh8OBaZpUV1dTUFAwbPuHHnqIp59+mpdeegmPxzMZIYuIiEy5ObMCUAU1tRV0NS6i2Qlpdl+sw5IRWP4WYU5ODiUlJezduxeAp556isLCQgoLC4e0ffjhhyktLeXAgQP4fL6pDVRERGQSLc2N1ruqbzhFTWU1DU7I8qoGllVZPsEC2LVrF7t27SIQCPDggw/y2GOPDZy77bbb+Pvf/05NTQ3f/OY3aWlp4YYbbqC4uJhrrrkmhlGLiIhMHF+yh6SIjY7Oc7RUVlDnclDgnxXrsGQEMb9FOBaLFi3itddeG/bcCy+8MPDzxdZmiYiIxLNk00so1IC96i3q8w3mpqvIqFXFxQyWiIiIgNudR1tSH6n1b9Frj5DnzY51SDICJVgiIiJxIi8jn8rkVI5+UL19Vmp+jCOSkSjBEhERiRNX5RZQ6zb5tzl3Y2CjMH12rEOSEcTFGiwRERGBJdkLsRtdXOs/hNPIw6UaWJalGSwREZE4sShzAXbDxvmONynKviLW4cgolGCJiIjEiRSnl0/OipYguqnwuhhHI6PRLUIREZE48r1V93NP60YW+RfEOhQZhWawRERE4ojbkazkKg4owRIRERGZYEqwRERERCaYEiwRERGRCaYES0RERGSCKcESERERmWBKsGTaKy0tjXUIYhG6FuRCuh6k36VcC0qwZNrTICr9dC3IhXQ9SL9LuRamZaHRrq4uAMrLy2MciVhBS0sLR44ciXUYYgG6FuRCuh6kX0tLC52dnXg8njH3MUzTNCcxJkv6zW9+w6ZNm2IdhoiIiMSJw4cPs2zZsjG3n5YJVkNDAy+++CKFhYW43e5YhyMiIiIWt3jxYs1giYiIiMSSFrmLiIiITDAlWCIiIiITTAmWiIiIyARTgiUiIiIywRI6waqoqGDVqlUEAgFWrFjB8ePHL6udxK+xfseFhYUsXryY4uJiiouLeeKJJ6Y4Upls9913H4WFhRiGwbFjx0Zsp3Eh8Y31WtC4kNi6u7vZsGEDgUCA4uJibrnlFqqqqoZtO65xwUxgN9xwg/n444+bpmmaTz75pLly5crLaifxa6zf8Zw5c8y33357CiOTqXbw4EGzurr6ot+1xoXEN9ZrQeNCYuvq6jKff/55MxKJmKZpmj//+c/Nm2++edi24xkXEjbBqqurM9PT081QKGSapmlGIhEzNzfXrKysvKR2Er/G8x1rIJ0+RvuuNS5ML0qw5EJlZWXm/Pnzhxwf77iQsLcIq6uryc/Px+GI7gZkGAYFBQWcPn36ktpJ/Brvd3zPPfdQVFTEl770Jerr66cyVLEIjQvyURoXpo+dO3eybt26IcfHOy4kbIIF0Q9/IXOEmqpjbSfxa6zf8V/+8hfefPNNjhw5gt/v5/Of//xUhCcWpHFB+mlcmD527NhBRUUFP/7xj4c9P55xIWE3e549ezY1NTWEw2EcDgemaVJdXU1BQcEltZP4NZ7vuP9YUlIS999/P4FAYKrDFQvQuCAX0rgwPTz00EM8/fTTvPTSS8NuiTPecSFhZ7BycnIoKSlh7969ADz11FMUFhZSWFh4Se0kfo31Ow4Gg7S0tAy8Li0tpaSkZAojFavQuCD9NC5MDw8//DClpaUcOHAAn883bJtxjwsTvzzMOt555x1z5cqV5sKFC83ly5ebx44dGzh36623mmVlZRdtJ4lhLNfC+++/bxYXF5tFRUXmkiVLzDvvvFOLmhPQ1q1bzZkzZ5p2u93Mzc0dtJhV48L0MpZrQeNC4quurjYBc968eebSpUvNpUuXmitWrBg4f6njgjZ7FhEREZlgCXuLUERERCRWlGCJiIiITDAlWCIiIiITTAmWiIiIyARTgiUiIiIywZRgiYiIiEwwJVgiIiIiE0wJlohYimEYF/23e/du7r33XpYsWRLrcAF47rnnyM/Pp6enZ0ztq6qq8Hq9VFZWTnJkIhIrKjQqIpby+uuvD3r9iU98gq9//evcfffdA8fmz59PW1sbwWCQK6+8cqpDHMQ0TYqLi9m8eTPf+ta3xtxv8+bNGIbBr3/960mMTkRiRQmWiFiaYRj89Kc/HVfyMpVefvll1q5dS21tLVlZWWPu96c//Yk1a9Zw5swZcnJyJjFCEYkF3SIUkbj00VuEu3fvxjAMDh06xI033ojH4yEQCPDiiy8SiUT44Q9/SF5eHjk5OXzve98jEokMer/y8nLWr19Peno6Xq+X22+/nffff/+icezZs4frr79+UHIVCoX49re/zZw5c3C5XMyYMYN169bR2to60Ob6668nMzOTffv2TcBfQ0SsRgmWiCSUe++9lw0bNvD73/+emTNnsnHjRr7xjW9w+vRp9uzZw9e+9jUefPBBfvvb3w70OXnyJKtWraKpqYndu3ezb98+6uvrufHGGy+6ruqPf/wj11577aBjP/nJT3j00Ud54IEH2L9/P7/4xS+GrNGy2WysXLmSAwcOTOwfQEQswRHrAEREJtJ9993HV77yFQBmzpxJUVERZWVlA2u71q5dyzPPPMOTTz45sK5r+/btZGRkcODAAZKTkwFYtWoVc+fO5bHHHmPr1q3D/q7a2lrOnDlDUVHRoOOHDh1izZo1g/rdddddQ/oXFxfzy1/+8vI/tIhYjmawRCSh3HTTTQM/BwKBIcf6j1dXVw+83r9/P+vXr8fhcBAOhwmHw2RkZLB06VLKyspG/F21tbUAZGdnDzq+bNkyXnjhBbZt20ZZWdmQ25H9srKyaGxsJBQKje9DiojlKcESkYTi8/kGfnY6nUOO9R/v7u4eeN3Q0MAjjzxCUlLSoH+vvvrqoETso/rfw+VyDTr+gx/8gAceeIA9e/awYsUK8vLy2L59Ox99pqh/tuzCWEQkMegWoYhMe5mZmdx+++3D3gpMTU0dtR9AS0vLoOMul4tt27axbds2Tpw4wa9+9Su2bdvGvHnz2Lx580C75uZmnE7nqL9DROKTEiwRmfZuuukmjh07RklJCXa7fcz95s6di9PpHLVg6IIFC9ixYwe7du2ivLx80LnKysqB25gikliUYInItLd9+3auvvpq1q5dy5YtW8jNzeXcuXMcPHiQ1atX87nPfW7Yfi6Xi+XLl3P48OFBxzds2MDy5cspKSnB6/Xy7LPP0tTUxKc//elB7crKyli9evWkfS4RiR2twRKRaW/BggUcOnQIv9/P1q1bWbt2Ld/97nfHVCl+48aN/OEPfxi0vuraa6/lmWeeYdOmTaxbt46DBw+yb9++QYvtz507x9GjR9m4ceOkfS4RiR1VchcRuQz19fXMnj2b/fv3c9111425386dO9m5cycVFRUYhjGJEYpILGgGS0TkMmRnZ/PVr36Vn/3sZ2Pu09fXx86dO/nRj36k5EokQSnBEhG5TN///vdZvnz5Rau+9zt79ixf+MIX2LRp0yRHJiKxoluEIiIiIhNMM1giIiIiE0wJloiIiMgE+3+c1jkgpH0ouAAAAABJRU5ErkJggg==\" />" ], "image/svg+xml": [ "<?xml version=\"1.0\" encoding=\"utf-8\" standalone=\"no\"?>\n", "<!DOCTYPE svg PUBLIC \"-//W3C//DTD SVG 1.1//EN\"\n", " \"http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd\">\n", "<svg xmlns:xlink=\"http://www.w3.org/1999/xlink\" width=\"432pt\" height=\"288pt\" viewBox=\"0 0 432 288\" xmlns=\"http://www.w3.org/2000/svg\" version=\"1.1\">\n", " <metadata>\n", " <rdf:RDF xmlns:dc=\"http://purl.org/dc/elements/1.1/\" xmlns:cc=\"http://creativecommons.org/ns#\" xmlns:rdf=\"http://www.w3.org/1999/02/22-rdf-syntax-ns#\">\n", " <cc:Work>\n", " <dc:type rdf:resource=\"http://purl.org/dc/dcmitype/StillImage\"/>\n", " <dc:date>2023-06-12T19:46:53.440427</dc:date>\n", " <dc:format>image/svg+xml</dc:format>\n", " <dc:creator>\n", " <cc:Agent>\n", " <dc:title>Matplotlib v3.7.1, https://matplotlib.org/</dc:title>\n", " </cc:Agent>\n", " </dc:creator>\n", " </cc:Work>\n", " </rdf:RDF>\n", " </metadata>\n", " <defs>\n", " <style type=\"text/css\">*{stroke-linejoin: round; stroke-linecap: butt}</style>\n", " </defs>\n", " <g id=\"figure_1\">\n", " <g id=\"patch_1\">\n", " <path d=\"M 0 288 \n", "L 432 288 \n", "L 432 0 \n", "L 0 0 \n", "z\n", "\" style=\"fill: #ffffff\"/>\n", " </g>\n", " <g id=\"axes_1\">\n", " <g id=\"patch_2\">\n", " <path d=\"M 44.790359 258.225354 \n", "L 422.361999 258.225354 \n", "L 422.361999 2.834646 \n", "L 44.790359 2.834646 \n", "z\n", "\" style=\"fill: #ffffff\"/>\n", " </g>\n", " <g id=\"line2d_1\">\n", " <path d=\"M 44.790359 182.014206 \n", "L 51.586649 181.914372 \n", "L 54.22965 181.614661 \n", "L 55.928722 181.209113 \n", "L 57.439009 180.652597 \n", "L 58.949296 179.878532 \n", "L 60.837154 178.648635 \n", "L 62.725012 177.170743 \n", "L 64.61287 175.354568 \n", "L 66.311943 173.419615 \n", "L 72.919446 165.454321 \n", "L 74.429733 164.228279 \n", "L 75.562448 163.566956 \n", "L 76.695163 163.185876 \n", "L 77.827878 163.077715 \n", "L 78.960592 163.169464 \n", "L 80.470879 163.526678 \n", "L 82.169951 164.180872 \n", "L 83.680238 164.995419 \n", "L 85.190525 166.078428 \n", "L 86.889597 167.587437 \n", "L 89.721384 170.512048 \n", "L 91.986814 172.715883 \n", "L 93.119529 173.556909 \n", "L 94.252244 174.112176 \n", "L 95.196173 174.343073 \n", "L 96.140102 174.359844 \n", "L 97.272817 174.14204 \n", "L 99.915819 173.516077 \n", "L 101.048533 173.53391 \n", "L 101.992463 173.796251 \n", "L 102.936392 174.346725 \n", "L 103.880321 175.194317 \n", "L 104.82425 176.350303 \n", "L 105.768179 177.833468 \n", "L 106.900894 180.050589 \n", "L 108.222395 183.167562 \n", "L 109.921467 187.806626 \n", "L 112.753254 196.387441 \n", "L 114.829898 202.473656 \n", "L 115.962613 205.223765 \n", "L 116.906542 206.956526 \n", "L 117.661686 207.873681 \n", "L 118.228043 208.231645 \n", "L 118.794401 208.271734 \n", "L 119.171972 208.111544 \n", "L 119.73833 207.572708 \n", "L 120.304687 206.676924 \n", "L 121.05983 204.922466 \n", "L 121.814974 202.52706 \n", "L 122.758903 198.624768 \n", "L 123.891618 192.733052 \n", "L 125.213118 184.568649 \n", "L 130.310336 151.548644 \n", "L 131.631836 145.09446 \n", "L 132.764551 140.549449 \n", "L 133.897266 136.850988 \n", "L 135.029981 133.883877 \n", "L 135.97391 131.961308 \n", "L 136.729053 130.827536 \n", "L 137.484197 130.101856 \n", "L 138.050554 129.839797 \n", "L 138.616912 129.842783 \n", "L 139.183269 130.117615 \n", "L 139.749627 130.675027 \n", "L 140.315984 131.535857 \n", "L 141.071127 133.138192 \n", "L 142.015056 135.811257 \n", "L 143.147771 139.766169 \n", "L 147.489845 155.862376 \n", "L 148.433774 158.062801 \n", "L 149.188918 159.224435 \n", "L 149.755275 159.729169 \n", "L 150.321632 159.936965 \n", "L 150.88799 159.883565 \n", "L 151.454347 159.617265 \n", "L 152.209491 158.995369 \n", "L 153.530991 157.531795 \n", "L 155.041278 155.936669 \n", "L 155.985207 155.229717 \n", "L 156.929136 154.78532 \n", "L 157.873065 154.601409 \n", "L 158.628209 154.64964 \n", "L 159.572138 154.958917 \n", "L 160.516067 155.52515 \n", "L 161.459996 156.377159 \n", "L 162.403925 157.611101 \n", "L 163.159068 158.951326 \n", "L 163.914212 160.666218 \n", "L 164.858141 163.417159 \n", "L 165.80207 166.93532 \n", "L 166.745999 171.290459 \n", "L 168.0675 178.623791 \n", "L 172.409573 204.227094 \n", "L 173.353503 208.208894 \n", "L 174.297432 211.287967 \n", "L 175.052575 213.088751 \n", "L 175.618932 214.031373 \n", "L 176.18529 214.603014 \n", "L 176.751647 214.802406 \n", "L 177.129219 214.714169 \n", "L 177.506791 214.442407 \n", "L 178.073148 213.665755 \n", "L 178.639505 212.402302 \n", "L 179.205863 210.604387 \n", "L 179.961006 207.288322 \n", "L 180.71615 202.865805 \n", "L 181.660079 195.752614 \n", "L 182.604008 186.877801 \n", "L 183.736723 174.011355 \n", "L 185.247009 154.05483 \n", "L 187.890011 118.675261 \n", "L 189.211511 104.100604 \n", "L 190.344226 94.000695 \n", "L 191.476941 85.922238 \n", "L 192.609656 79.4872 \n", "L 193.742371 74.310538 \n", "L 195.063872 69.315898 \n", "L 196.196587 65.712728 \n", "L 196.95173 63.900731 \n", "L 197.518088 63.072879 \n", "L 197.895659 62.861206 \n", "L 198.273231 62.963354 \n", "L 198.650802 63.409524 \n", "L 199.028374 64.220992 \n", "L 199.594732 66.150248 \n", "L 200.161089 68.941742 \n", "L 200.916232 73.939651 \n", "L 201.860161 81.971938 \n", "L 203.370448 97.267058 \n", "L 205.447092 117.913642 \n", "L 209.60038 157.633716 \n", "L 211.110667 171.346927 \n", "L 212.054596 177.871991 \n", "L 212.809739 181.439327 \n", "L 213.376096 183.078226 \n", "L 213.753668 183.68473 \n", "L 214.13124 183.915751 \n", "L 214.508811 183.790583 \n", "L 214.886383 183.325177 \n", "L 215.45274 182.028079 \n", "L 216.019098 180.074244 \n", "L 216.774241 176.60374 \n", "L 217.906956 170.178101 \n", "L 219.606028 160.457726 \n", "L 220.361172 157.20454 \n", "L 220.927529 155.473475 \n", "L 221.493887 154.408939 \n", "L 221.871458 154.046059 \n", "L 222.24903 153.936189 \n", "L 222.626602 154.034832 \n", "L 223.192959 154.462926 \n", "L 225.080817 156.302681 \n", "L 225.647175 156.468943 \n", "L 226.213532 156.324021 \n", "L 226.77989 155.846521 \n", "L 227.535033 154.844118 \n", "L 228.856534 153.025118 \n", "L 229.422891 152.585012 \n", "L 229.989249 152.47296 \n", "L 230.36682 152.601528 \n", "L 230.933178 153.098037 \n", "L 231.499535 153.959994 \n", "L 232.065893 155.206053 \n", "L 232.821036 157.52693 \n", "L 233.576179 160.645693 \n", "L 234.520108 165.603497 \n", "L 235.652823 172.841843 \n", "L 237.918253 187.81983 \n", "L 238.673396 191.07789 \n", "L 239.239754 192.623173 \n", "L 239.806111 193.494886 \n", "L 240.372469 193.860902 \n", "L 240.938826 193.862127 \n", "L 241.505184 193.605743 \n", "L 242.260327 192.992499 \n", "L 243.581828 191.617449 \n", "L 244.148185 190.77452 \n", "L 244.714543 189.428233 \n", "L 245.2809 187.258712 \n", "L 245.847257 184.040272 \n", "L 246.602401 178.040224 \n", "L 247.54633 168.106008 \n", "L 248.679045 153.330002 \n", "L 251.510832 114.09896 \n", "L 252.454761 104.651573 \n", "L 253.39869 97.120239 \n", "L 254.342619 91.171776 \n", "L 255.475334 85.657904 \n", "L 256.419263 81.071837 \n", "L 257.174407 76.173892 \n", "L 257.92955 69.767249 \n", "L 260.761337 43.643765 \n", "L 261.516481 39.267595 \n", "L 262.082838 37.061057 \n", "L 262.46041 36.137862 \n", "L 262.837981 35.682538 \n", "L 263.026767 35.643709 \n", "L 263.215553 35.735215 \n", "L 263.593125 36.317786 \n", "L 263.970696 37.456746 \n", "L 264.537054 40.192135 \n", "L 265.292197 45.373262 \n", "L 267.746413 63.864657 \n", "L 269.256699 72.782125 \n", "L 270.766986 81.571327 \n", "L 271.522129 87.442274 \n", "L 272.277272 95.247065 \n", "L 273.032416 105.240083 \n", "L 273.976345 120.658247 \n", "L 275.297845 146.3743 \n", "L 277.752061 195.027932 \n", "L 278.69599 209.001224 \n", "L 279.451133 217.1864 \n", "L 280.017491 221.384111 \n", "L 280.395063 223.165936 \n", "L 280.772634 224.09015 \n", "L 280.96142 224.222205 \n", "L 281.150206 224.133453 \n", "L 281.338992 223.82674 \n", "L 281.716563 222.579829 \n", "L 282.282921 219.259686 \n", "L 283.038064 212.705404 \n", "L 284.737136 194.433619 \n", "L 285.869851 183.510392 \n", "L 286.624995 177.875941 \n", "L 287.191352 174.813737 \n", "L 287.75771 172.90271 \n", "L 288.135281 172.284795 \n", "L 288.512853 172.1393 \n", "L 288.890424 172.390909 \n", "L 289.456782 173.198566 \n", "L 290.023139 174.015452 \n", "L 290.400711 174.243112 \n", "L 290.589497 174.196223 \n", "L 290.967068 173.685716 \n", "L 291.34464 172.500063 \n", "L 291.722212 170.546765 \n", "L 292.288569 166.08264 \n", "L 293.043712 157.411239 \n", "L 294.176427 140.639454 \n", "L 295.309142 124.41297 \n", "L 296.064286 116.719794 \n", "L 296.630643 113.388421 \n", "L 297.008215 112.448504 \n", "L 297.197001 112.36041 \n", "L 297.385786 112.517896 \n", "L 297.763358 113.532892 \n", "L 298.14093 115.369352 \n", "L 298.896073 120.734 \n", "L 300.217574 130.537519 \n", "L 300.783931 132.927102 \n", "L 301.161503 133.605318 \n", "L 301.350289 133.670435 \n", "L 301.539074 133.564976 \n", "L 301.916646 132.910065 \n", "L 302.483003 131.12527 \n", "L 303.426933 127.742778 \n", "L 303.804504 126.975263 \n", "L 303.99329 126.845999 \n", "L 304.182076 126.920716 \n", "L 304.370862 127.215792 \n", "L 304.748433 128.506239 \n", "L 305.126005 130.736464 \n", "L 305.692362 135.627502 \n", "L 306.636292 146.539341 \n", "L 308.335364 169.489565 \n", "L 310.412008 197.606733 \n", "L 311.355937 207.055425 \n", "L 312.11108 212.231888 \n", "L 312.677438 214.748414 \n", "L 313.055009 215.779643 \n", "L 313.432581 216.263448 \n", "L 313.621367 216.292454 \n", "L 313.810153 216.1749 \n", "L 314.187724 215.490564 \n", "L 314.565296 214.236909 \n", "L 315.131653 211.459106 \n", "L 317.019512 200.586525 \n", "L 317.585869 199.041491 \n", "L 317.963441 198.62406 \n", "L 318.341012 198.580912 \n", "L 318.90737 198.881616 \n", "L 319.473727 199.171793 \n", "L 319.851299 199.147217 \n", "L 320.228871 198.882802 \n", "L 320.606442 198.35012 \n", "L 321.1728 197.028279 \n", "L 321.739157 194.945865 \n", "L 322.305515 191.70099 \n", "L 322.871872 186.844202 \n", "L 323.627015 177.716446 \n", "L 325.703659 149.844487 \n", "L 326.458803 143.283334 \n", "L 327.213946 138.388692 \n", "L 328.913018 129.193132 \n", "L 329.668162 122.741019 \n", "L 331.178448 109.160682 \n", "L 331.744806 106.147974 \n", "L 332.122377 105.073386 \n", "L 332.499949 104.682359 \n", "L 332.877521 104.81785 \n", "L 333.255092 105.318101 \n", "L 333.82145 106.571742 \n", "L 335.709308 111.714292 \n", "L 336.086879 112.11864 \n", "L 336.464451 112.262382 \n", "L 336.842023 112.161187 \n", "L 337.40838 111.603208 \n", "L 338.163523 110.746221 \n", "L 338.541095 110.569207 \n", "L 338.918667 110.674742 \n", "L 339.296238 111.123477 \n", "L 339.67381 112.086366 \n", "L 340.051382 113.85062 \n", "L 340.428953 116.663096 \n", "L 340.995311 123.023462 \n", "L 341.750454 134.753007 \n", "L 344.015884 172.403566 \n", "L 347.414029 220.335582 \n", "L 348.169172 226.436855 \n", "L 348.735529 229.404162 \n", "L 349.301887 231.313469 \n", "L 349.679458 232.018723 \n", "L 349.868244 232.159358 \n", "L 350.05703 232.135703 \n", "L 350.245816 231.935168 \n", "L 350.623388 231.00221 \n", "L 351.189745 228.559901 \n", "L 352.32246 223.138662 \n", "L 352.700032 222.506101 \n", "L 352.888817 222.652279 \n", "L 353.077603 223.157974 \n", "L 353.455175 225.281593 \n", "L 354.021532 230.727921 \n", "L 355.154247 242.875411 \n", "L 355.720605 246.804347 \n", "L 356.098176 248.389708 \n", "L 356.475748 249.048059 \n", "L 356.664534 248.978176 \n", "L 356.85332 248.6232 \n", "L 357.230891 247.062527 \n", "L 357.797249 242.896682 \n", "L 358.552392 234.956888 \n", "L 359.307535 224.494095 \n", "L 360.817822 202.221036 \n", "L 361.384179 197.133865 \n", "L 361.761751 195.570957 \n", "L 361.950537 195.356257 \n", "L 362.139323 195.483807 \n", "L 362.516894 196.554391 \n", "L 363.649609 201.307965 \n", "L 364.027181 201.907309 \n", "L 364.215967 201.90276 \n", "L 364.593538 201.355157 \n", "L 366.481396 196.63813 \n", "L 367.047754 194.349645 \n", "L 367.614111 190.781837 \n", "L 368.180469 185.452589 \n", "L 369.50197 169.222893 \n", "L 371.201042 150.515698 \n", "L 372.900114 133.975112 \n", "L 373.277686 131.573962 \n", "L 373.655258 130.384886 \n", "L 373.844043 130.253049 \n", "L 374.032829 130.392461 \n", "L 374.410401 131.284607 \n", "L 375.165544 134.183413 \n", "L 375.920687 137.930306 \n", "L 376.675831 142.970379 \n", "L 377.61976 151.311106 \n", "L 378.941261 163.540138 \n", "L 379.88519 170.163725 \n", "L 380.640333 174.387959 \n", "L 381.395476 177.445802 \n", "L 381.961834 179.037848 \n", "L 382.528191 180.077483 \n", "L 383.47212 181.508547 \n", "L 383.849692 182.447953 \n", "L 384.227264 184.140842 \n", "L 384.604835 186.945101 \n", "L 385.548764 196.975296 \n", "L 388.00298 221.973385 \n", "L 389.324481 233.291904 \n", "L 389.702052 234.929739 \n", "L 390.079624 235.845085 \n", "L 390.457196 236.133653 \n", "L 390.645981 236.013135 \n", "L 391.023553 235.227769 \n", "L 391.967482 232.33307 \n", "L 392.345054 231.85272 \n", "L 392.911411 231.61318 \n", "L 394.610484 230.983833 \n", "L 395.176841 230.310894 \n", "L 395.931984 228.942304 \n", "L 397.253485 225.746382 \n", "L 397.631057 224.47081 \n", "L 398.008628 222.437187 \n", "L 398.3862 219.273219 \n", "L 398.952558 212.372474 \n", "L 399.707701 199.648381 \n", "L 401.595559 161.048619 \n", "L 404.427346 103.722213 \n", "L 405.18249 94.471475 \n", "L 407.825491 66.459031 \n", "L 408.76942 56.302788 \n", "L 409.902135 45.268423 \n", "L 411.978779 23.903551 \n", "L 412.545137 19.949039 \n", "L 413.111494 17.300715 \n", "L 414.810566 10.872959 \n", "L 415.188138 10.358846 \n", "L 415.376924 10.357033 \n", "L 415.754496 10.708787 \n", "L 416.132067 11.49677 \n", "L 416.509639 12.887014 \n", "L 417.075996 16.399304 \n", "L 418.397497 27.56514 \n", "L 419.530212 37.950183 \n", "L 421.41807 58.374954 \n", "L 421.984428 61.523253 \n", "L 422.361999 62.209851 \n", "L 422.361999 62.209851 \n", "\" clip-path=\"url(#p29ffd8cb0f)\" style=\"fill: none; stroke: #009afa\"/>\n", " </g>\n", " <g id=\"matplotlib.axis_1\">\n", " <g id=\"xtick_1\">\n", " <g id=\"line2d_2\">\n", " <defs>\n", " <path id=\"m9dca7f22b0\" d=\"M 0 0 \n", "L 0 -2.5 \n", "\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </defs>\n", " <g>\n", " <use xlink:href=\"#m9dca7f22b0\" x=\"44.790359\" y=\"258.225354\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_1\">\n", " <!-- $0.0$ -->\n", " <g transform=\"translate(38.390359 267.804104) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-30\" d=\"M 2034 4250 \n", "Q 1547 4250 1301 3770 \n", "Q 1056 3291 1056 2328 \n", "Q 1056 1369 1301 889 \n", "Q 1547 409 2034 409 \n", "Q 2525 409 2770 889 \n", "Q 3016 1369 3016 2328 \n", "Q 3016 3291 2770 3770 \n", "Q 2525 4250 2034 4250 \n", "z\n", "M 2034 4750 \n", "Q 2819 4750 3233 4129 \n", "Q 3647 3509 3647 2328 \n", "Q 3647 1150 3233 529 \n", "Q 2819 -91 2034 -91 \n", "Q 1250 -91 836 529 \n", "Q 422 1150 422 2328 \n", "Q 422 3509 836 4129 \n", "Q 1250 4750 2034 4750 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-2e\" d=\"M 684 794 \n", "L 1344 794 \n", "L 1344 0 \n", "L 684 0 \n", "L 684 794 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(0 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(95.410156 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"xtick_2\">\n", " <g id=\"line2d_3\">\n", " <g>\n", " <use xlink:href=\"#m9dca7f22b0\" x=\"139.183269\" y=\"258.225354\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_2\">\n", " <!-- $0.5$ -->\n", " <g transform=\"translate(132.783269 267.804104) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-35\" d=\"M 691 4666 \n", "L 3169 4666 \n", "L 3169 4134 \n", "L 1269 4134 \n", "L 1269 2991 \n", "Q 1406 3038 1543 3061 \n", "Q 1681 3084 1819 3084 \n", "Q 2600 3084 3056 2656 \n", "Q 3513 2228 3513 1497 \n", "Q 3513 744 3044 326 \n", "Q 2575 -91 1722 -91 \n", "Q 1428 -91 1123 -41 \n", "Q 819 9 494 109 \n", "L 494 744 \n", "Q 775 591 1075 516 \n", "Q 1375 441 1709 441 \n", "Q 2250 441 2565 725 \n", "Q 2881 1009 2881 1497 \n", "Q 2881 1984 2565 2268 \n", "Q 2250 2553 1709 2553 \n", "Q 1456 2553 1204 2497 \n", "Q 953 2441 691 2322 \n", "L 691 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(0 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-35\" transform=\"translate(95.410156 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"xtick_3\">\n", " <g id=\"line2d_4\">\n", " <g>\n", " <use xlink:href=\"#m9dca7f22b0\" x=\"233.576179\" y=\"258.225354\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_3\">\n", " <!-- $1.0$ -->\n", " <g transform=\"translate(227.176179 267.804104) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-31\" d=\"M 794 531 \n", "L 1825 531 \n", "L 1825 4091 \n", "L 703 3866 \n", "L 703 4441 \n", "L 1819 4666 \n", "L 2450 4666 \n", "L 2450 531 \n", "L 3481 531 \n", "L 3481 0 \n", "L 794 0 \n", "L 794 531 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-31\" transform=\"translate(0 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(95.410156 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"xtick_4\">\n", " <g id=\"line2d_5\">\n", " <g>\n", " <use xlink:href=\"#m9dca7f22b0\" x=\"327.969089\" y=\"258.225354\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_4\">\n", " <!-- $1.5$ -->\n", " <g transform=\"translate(321.569089 267.804104) scale(0.08 -0.08)\">\n", " <use xlink:href=\"#DejaVuSans-31\" transform=\"translate(0 0.09375)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.09375)\"/>\n", " <use xlink:href=\"#DejaVuSans-35\" transform=\"translate(95.410156 0.09375)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"xtick_5\">\n", " <g id=\"line2d_6\">\n", " <g>\n", " <use xlink:href=\"#m9dca7f22b0\" x=\"422.361999\" y=\"258.225354\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_5\">\n", " <!-- $2.0$ -->\n", " <g transform=\"translate(415.961999 267.804104) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-32\" d=\"M 1228 531 \n", "L 3431 531 \n", "L 3431 0 \n", "L 469 0 \n", "L 469 531 \n", "Q 828 903 1448 1529 \n", "Q 2069 2156 2228 2338 \n", "Q 2531 2678 2651 2914 \n", "Q 2772 3150 2772 3378 \n", "Q 2772 3750 2511 3984 \n", "Q 2250 4219 1831 4219 \n", "Q 1534 4219 1204 4116 \n", "Q 875 4013 500 3803 \n", "L 500 4441 \n", "Q 881 4594 1212 4672 \n", "Q 1544 4750 1819 4750 \n", "Q 2544 4750 2975 4387 \n", "Q 3406 4025 3406 3419 \n", "Q 3406 3131 3298 2873 \n", "Q 3191 2616 2906 2266 \n", "Q 2828 2175 2409 1742 \n", "Q 1991 1309 1228 531 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-32\" transform=\"translate(0 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(95.410156 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"text_6\">\n", " <!-- Time (s) -->\n", " <g transform=\"translate(211.214382 281.826136) scale(0.11 -0.11)\">\n", " <defs>\n", " <path id=\"DejaVuSans-54\" d=\"M -19 4666 \n", "L 3928 4666 \n", "L 3928 4134 \n", "L 2272 4134 \n", "L 2272 0 \n", "L 1638 0 \n", "L 1638 4134 \n", "L -19 4134 \n", "L -19 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-69\" d=\"M 603 3500 \n", "L 1178 3500 \n", "L 1178 0 \n", "L 603 0 \n", "L 603 3500 \n", "z\n", "M 603 4863 \n", "L 1178 4863 \n", "L 1178 4134 \n", "L 603 4134 \n", "L 603 4863 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-6d\" d=\"M 3328 2828 \n", "Q 3544 3216 3844 3400 \n", "Q 4144 3584 4550 3584 \n", "Q 5097 3584 5394 3201 \n", "Q 5691 2819 5691 2113 \n", "L 5691 0 \n", "L 5113 0 \n", "L 5113 2094 \n", "Q 5113 2597 4934 2840 \n", "Q 4756 3084 4391 3084 \n", "Q 3944 3084 3684 2787 \n", "Q 3425 2491 3425 1978 \n", "L 3425 0 \n", "L 2847 0 \n", "L 2847 2094 \n", "Q 2847 2600 2669 2842 \n", "Q 2491 3084 2119 3084 \n", "Q 1678 3084 1418 2786 \n", "Q 1159 2488 1159 1978 \n", "L 1159 0 \n", "L 581 0 \n", "L 581 3500 \n", "L 1159 3500 \n", "L 1159 2956 \n", "Q 1356 3278 1631 3431 \n", "Q 1906 3584 2284 3584 \n", "Q 2666 3584 2933 3390 \n", "Q 3200 3197 3328 2828 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-65\" d=\"M 3597 1894 \n", "L 3597 1613 \n", "L 953 1613 \n", "Q 991 1019 1311 708 \n", "Q 1631 397 2203 397 \n", "Q 2534 397 2845 478 \n", "Q 3156 559 3463 722 \n", "L 3463 178 \n", "Q 3153 47 2828 -22 \n", "Q 2503 -91 2169 -91 \n", "Q 1331 -91 842 396 \n", "Q 353 884 353 1716 \n", "Q 353 2575 817 3079 \n", "Q 1281 3584 2069 3584 \n", "Q 2775 3584 3186 3129 \n", "Q 3597 2675 3597 1894 \n", "z\n", "M 3022 2063 \n", "Q 3016 2534 2758 2815 \n", "Q 2500 3097 2075 3097 \n", "Q 1594 3097 1305 2825 \n", "Q 1016 2553 972 2059 \n", "L 3022 2063 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-20\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-28\" d=\"M 1984 4856 \n", "Q 1566 4138 1362 3434 \n", "Q 1159 2731 1159 2009 \n", "Q 1159 1288 1364 580 \n", "Q 1569 -128 1984 -844 \n", "L 1484 -844 \n", "Q 1016 -109 783 600 \n", "Q 550 1309 550 2009 \n", "Q 550 2706 781 3412 \n", "Q 1013 4119 1484 4856 \n", "L 1984 4856 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-73\" d=\"M 2834 3397 \n", "L 2834 2853 \n", "Q 2591 2978 2328 3040 \n", "Q 2066 3103 1784 3103 \n", "Q 1356 3103 1142 2972 \n", "Q 928 2841 928 2578 \n", "Q 928 2378 1081 2264 \n", "Q 1234 2150 1697 2047 \n", "L 1894 2003 \n", "Q 2506 1872 2764 1633 \n", "Q 3022 1394 3022 966 \n", "Q 3022 478 2636 193 \n", "Q 2250 -91 1575 -91 \n", "Q 1294 -91 989 -36 \n", "Q 684 19 347 128 \n", "L 347 722 \n", "Q 666 556 975 473 \n", "Q 1284 391 1588 391 \n", "Q 1994 391 2212 530 \n", "Q 2431 669 2431 922 \n", "Q 2431 1156 2273 1281 \n", "Q 2116 1406 1581 1522 \n", "L 1381 1569 \n", "Q 847 1681 609 1914 \n", "Q 372 2147 372 2553 \n", "Q 372 3047 722 3315 \n", "Q 1072 3584 1716 3584 \n", "Q 2034 3584 2315 3537 \n", "Q 2597 3491 2834 3397 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-29\" d=\"M 513 4856 \n", "L 1013 4856 \n", "Q 1481 4119 1714 3412 \n", "Q 1947 2706 1947 2009 \n", "Q 1947 1309 1714 600 \n", "Q 1481 -109 1013 -844 \n", "L 513 -844 \n", "Q 928 -128 1133 580 \n", "Q 1338 1288 1338 2009 \n", "Q 1338 2731 1133 3434 \n", "Q 928 4138 513 4856 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-54\"/>\n", " <use xlink:href=\"#DejaVuSans-69\" x=\"57.958984\"/>\n", " <use xlink:href=\"#DejaVuSans-6d\" x=\"85.742188\"/>\n", " <use xlink:href=\"#DejaVuSans-65\" x=\"183.154297\"/>\n", " <use xlink:href=\"#DejaVuSans-20\" x=\"244.677734\"/>\n", " <use xlink:href=\"#DejaVuSans-28\" x=\"276.464844\"/>\n", " <use xlink:href=\"#DejaVuSans-73\" x=\"315.478516\"/>\n", " <use xlink:href=\"#DejaVuSans-29\" x=\"367.578125\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"matplotlib.axis_2\">\n", " <g id=\"ytick_1\">\n", " <g id=\"line2d_7\">\n", " <defs>\n", " <path id=\"m466045c54a\" d=\"M 0 0 \n", "L 2.5 0 \n", "\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </defs>\n", " <g>\n", " <use xlink:href=\"#m466045c54a\" x=\"44.790359\" y=\"242.664376\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_7\">\n", " <!-- $-0.2$ -->\n", " <g transform=\"translate(22.250359 245.703751) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-2212\" d=\"M 678 2272 \n", "L 4684 2272 \n", "L 4684 1741 \n", "L 678 1741 \n", "L 678 2272 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-2212\" transform=\"translate(0 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(83.789062 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(147.412109 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-32\" transform=\"translate(173.699219 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"ytick_2\">\n", " <g id=\"line2d_8\">\n", " <g>\n", " <use xlink:href=\"#m466045c54a\" x=\"44.790359\" y=\"182.014206\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_8\">\n", " <!-- $0.0$ -->\n", " <g transform=\"translate(28.490359 185.053581) scale(0.08 -0.08)\">\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(0 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(95.410156 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"ytick_3\">\n", " <g id=\"line2d_9\">\n", " <g>\n", " <use xlink:href=\"#m466045c54a\" x=\"44.790359\" y=\"121.364037\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_9\">\n", " <!-- $0.2$ -->\n", " <g transform=\"translate(28.970359 124.403412) scale(0.08 -0.08)\">\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(0 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-32\" transform=\"translate(89.910156 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"ytick_4\">\n", " <g id=\"line2d_10\">\n", " <g>\n", " <use xlink:href=\"#m466045c54a\" x=\"44.790359\" y=\"60.713867\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_10\">\n", " <!-- $0.4$ -->\n", " <g transform=\"translate(28.490359 63.753242) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-34\" d=\"M 2419 4116 \n", "L 825 1625 \n", "L 2419 1625 \n", "L 2419 4116 \n", "z\n", "M 2253 4666 \n", "L 3047 4666 \n", "L 3047 1625 \n", "L 3713 1625 \n", "L 3713 1100 \n", "L 3047 1100 \n", "L 3047 0 \n", "L 2419 0 \n", "L 2419 1100 \n", "L 313 1100 \n", "L 313 1709 \n", "L 2253 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(0 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-34\" transform=\"translate(95.410156 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"text_11\">\n", " <!-- $u_y$ ($m$) -->\n", " <g transform=\"translate(14.840359 147.855) rotate(-90) scale(0.11 -0.11)\">\n", " <defs>\n", " <path id=\"DejaVuSans-Oblique-75\" d=\"M 428 1388 \n", "L 838 3500 \n", "L 1416 3500 \n", "L 1006 1409 \n", "Q 975 1256 961 1147 \n", "Q 947 1038 947 966 \n", "Q 947 700 1109 554 \n", "Q 1272 409 1569 409 \n", "Q 2031 409 2368 721 \n", "Q 2706 1034 2809 1563 \n", "L 3194 3500 \n", "L 3769 3500 \n", "L 3091 0 \n", "L 2516 0 \n", "L 2631 550 \n", "Q 2388 244 2052 76 \n", "Q 1716 -91 1338 -91 \n", "Q 878 -91 622 161 \n", "Q 366 413 366 863 \n", "Q 366 956 381 1097 \n", "Q 397 1238 428 1388 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-Oblique-79\" d=\"M 1588 -325 \n", "Q 1188 -997 936 -1164 \n", "Q 684 -1331 294 -1331 \n", "L -159 -1331 \n", "L -63 -850 \n", "L 269 -850 \n", "Q 509 -850 678 -719 \n", "Q 847 -588 1056 -206 \n", "L 1234 128 \n", "L 459 3500 \n", "L 1069 3500 \n", "L 1650 819 \n", "L 3256 3500 \n", "L 3859 3500 \n", "L 1588 -325 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-Oblique-6d\" d=\"M 5747 2113 \n", "L 5338 0 \n", "L 4763 0 \n", "L 5166 2094 \n", "Q 5191 2228 5203 2325 \n", "Q 5216 2422 5216 2491 \n", "Q 5216 2772 5059 2928 \n", "Q 4903 3084 4622 3084 \n", "Q 4203 3084 3875 2770 \n", "Q 3547 2456 3450 1953 \n", "L 3066 0 \n", "L 2491 0 \n", "L 2900 2094 \n", "Q 2925 2209 2937 2307 \n", "Q 2950 2406 2950 2484 \n", "Q 2950 2769 2794 2926 \n", "Q 2638 3084 2363 3084 \n", "Q 1938 3084 1609 2770 \n", "Q 1281 2456 1184 1953 \n", "L 800 0 \n", "L 225 0 \n", "L 909 3500 \n", "L 1484 3500 \n", "L 1375 2956 \n", "Q 1609 3263 1923 3423 \n", "Q 2238 3584 2597 3584 \n", "Q 2978 3584 3223 3384 \n", "Q 3469 3184 3519 2828 \n", "Q 3781 3197 4126 3390 \n", "Q 4472 3584 4856 3584 \n", "Q 5306 3584 5551 3325 \n", "Q 5797 3066 5797 2591 \n", "Q 5797 2488 5784 2364 \n", "Q 5772 2241 5747 2113 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-Oblique-75\" transform=\"translate(0 0.125)\"/>\n", " <use xlink:href=\"#DejaVuSans-Oblique-79\" transform=\"translate(63.378906 -16.28125) scale(0.7)\"/>\n", " <use xlink:href=\"#DejaVuSans-20\" transform=\"translate(107.539062 0.125)\"/>\n", " <use xlink:href=\"#DejaVuSans-28\" transform=\"translate(139.326172 0.125)\"/>\n", " <use xlink:href=\"#DejaVuSans-Oblique-6d\" transform=\"translate(178.339844 0.125)\"/>\n", " <use xlink:href=\"#DejaVuSans-29\" transform=\"translate(275.751953 0.125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"line2d_11\">\n", " <path d=\"M 44.790359 182.014206 \n", "L 51.700885 181.905765 \n", "L 54.195583 181.621272 \n", "L 55.931486 181.209108 \n", "L 57.539143 180.608003 \n", "L 59.126556 179.773968 \n", "L 61.071112 178.483275 \n", "L 62.731042 177.163434 \n", "L 64.559623 175.410491 \n", "L 66.270063 173.470321 \n", "L 72.80389 165.560821 \n", "L 74.215608 164.374991 \n", "L 75.437378 163.618503 \n", "L 76.491194 163.234446 \n", "L 77.497397 163.08521 \n", "L 78.771389 163.139596 \n", "L 80.125053 163.422301 \n", "L 81.725965 163.981517 \n", "L 83.251516 164.73152 \n", "L 84.642386 165.653139 \n", "L 86.178096 166.91858 \n", "L 88.246447 168.963127 \n", "L 91.94812 172.686139 \n", "L 93.149673 173.574282 \n", "L 94.24959 174.111876 \n", "L 95.158575 174.338898 \n", "L 96.080456 174.353729 \n", "L 97.295118 174.1249 \n", "L 99.867883 173.516939 \n", "L 100.85049 173.499024 \n", "L 101.87045 173.742689 \n", "L 102.673474 174.16245 \n", "L 103.517475 174.828615 \n", "L 104.384885 175.764 \n", "L 105.262448 176.991049 \n", "L 106.449285 179.112604 \n", "L 107.642559 181.742906 \n", "L 109.139177 185.599977 \n", "L 111.2869 191.89122 \n", "L 115.095776 203.199428 \n", "L 116.124752 205.58353 \n", "L 116.896485 206.967148 \n", "L 117.668217 207.904952 \n", "L 118.182705 208.230406 \n", "L 118.697194 208.295981 \n", "L 119.211682 208.08425 \n", "L 119.72617 207.589222 \n", "L 120.240658 206.800836 \n", "L 121.014881 205.051056 \n", "L 121.75317 202.747223 \n", "L 122.607045 199.303936 \n", "L 123.632282 194.158103 \n", "L 124.935794 186.342941 \n", "L 127.037511 172.073078 \n", "L 129.103838 158.453868 \n", "L 130.500944 150.510509 \n", "L 131.768243 144.473954 \n", "L 132.862301 140.186035 \n", "L 134.056931 136.363825 \n", "L 135.110981 133.657867 \n", "L 135.965376 131.947029 \n", "L 136.891695 130.623899 \n", "L 137.509241 130.076938 \n", "L 138.126787 129.814114 \n", "L 138.744333 129.862676 \n", "L 139.361879 130.245054 \n", "L 139.979425 130.991882 \n", "L 140.596971 132.091721 \n", "L 141.430233 134.10721 \n", "L 142.508808 137.478216 \n", "L 143.803098 142.316041 \n", "L 146.785391 153.758996 \n", "L 147.807191 156.709063 \n", "L 148.658802 158.476405 \n", "L 149.34009 159.383523 \n", "L 149.851057 159.775272 \n", "L 150.362328 159.933702 \n", "L 150.879949 159.878263 \n", "L 151.574242 159.516769 \n", "L 152.460092 158.715395 \n", "L 155.642837 155.445919 \n", "L 156.494222 154.92827 \n", "L 157.444294 154.614802 \n", "L 158.418936 154.593063 \n", "L 159.434032 154.870995 \n", "L 160.236966 155.291876 \n", "L 161.096532 155.972784 \n", "L 161.974648 156.975477 \n", "L 162.852765 158.364401 \n", "L 163.870558 160.544943 \n", "L 164.595646 162.557614 \n", "L 165.633645 166.252818 \n", "L 166.618231 170.696291 \n", "L 167.87848 177.564824 \n", "L 170.381457 193.111127 \n", "L 171.86874 201.602054 \n", "L 173.062524 207.117747 \n", "L 174.029894 210.567372 \n", "L 174.857593 212.734743 \n", "L 175.570801 214.003973 \n", "L 176.112963 214.589772 \n", "L 176.608914 214.833196 \n", "L 177.069009 214.800529 \n", "L 177.512207 214.510343 \n", "L 177.984406 213.893704 \n", "L 178.480633 212.869851 \n", "L 179.07221 211.108602 \n", "L 179.748298 208.332943 \n", "L 180.508897 204.189917 \n", "L 181.354007 198.267357 \n", "L 182.284584 190.081005 \n", "L 183.317344 178.981094 \n", "L 184.625826 162.428857 \n", "L 188.539196 110.977405 \n", "L 189.703248 99.343371 \n", "L 190.864469 89.975565 \n", "L 191.859573 83.498542 \n", "L 192.878815 78.1247 \n", "L 194.03303 73.144879 \n", "L 195.545537 67.598097 \n", "L 196.440358 64.935032 \n", "L 197.052223 63.62167 \n", "L 197.664087 62.90423 \n", "L 197.97002 62.818509 \n", "L 198.275952 62.936785 \n", "L 198.581884 63.274848 \n", "L 198.887816 63.844542 \n", "L 199.499681 65.720661 \n", "L 200.111545 68.618774 \n", "L 200.72341 72.525118 \n", "L 201.641207 80.047826 \n", "L 203.237803 95.996698 \n", "L 205.558456 118.991626 \n", "L 209.783385 159.524675 \n", "L 211.140162 171.652933 \n", "L 212.040989 177.782779 \n", "L 212.703267 180.985473 \n", "L 213.270165 182.789155 \n", "L 213.719419 183.603981 \n", "L 214.118091 183.884834 \n", "L 214.438122 183.816885 \n", "L 214.76379 183.489567 \n", "L 215.177219 182.712669 \n", "L 215.70114 181.184052 \n", "L 216.337616 178.613598 \n", "L 217.183793 174.261628 \n", "L 220.295687 157.195105 \n", "L 220.88962 155.318911 \n", "L 221.36343 154.359241 \n", "L 221.885366 153.835605 \n", "L 222.245697 153.756164 \n", "L 222.632035 153.876594 \n", "L 223.235582 154.350748 \n", "L 225.128205 156.11925 \n", "L 225.58629 156.267962 \n", "L 226.055448 156.208873 \n", "L 226.54651 155.902815 \n", "L 227.319251 154.994981 \n", "L 228.709844 153.015702 \n", "L 229.306387 152.506521 \n", "L 229.937213 152.362294 \n", "L 230.581014 152.644875 \n", "L 231.224815 153.355899 \n", "L 231.868616 154.55071 \n", "L 232.512417 156.305136 \n", "L 233.156218 158.668033 \n", "L 234.121919 163.311308 \n", "L 235.087621 169.075915 \n", "L 238.367764 190.045535 \n", "L 238.948792 191.982079 \n", "L 239.484395 193.077202 \n", "L 239.945126 193.590443 \n", "L 240.419417 193.809864 \n", "L 240.904041 193.784951 \n", "L 241.530199 193.486392 \n", "L 242.628025 192.629998 \n", "L 243.723943 191.584083 \n", "L 244.215646 190.824074 \n", "L 244.694259 189.655453 \n", "L 245.189686 187.801037 \n", "L 245.773581 184.596152 \n", "L 246.409236 179.787922 \n", "L 247.224329 171.765332 \n", "L 248.221632 159.507953 \n", "L 249.838602 136.170096 \n", "L 251.178897 118.116752 \n", "L 252.253335 106.607278 \n", "L 253.308037 97.734229 \n", "L 254.23658 91.703307 \n", "L 255.196642 86.941067 \n", "L 256.456594 80.818964 \n", "L 257.12595 76.375179 \n", "L 257.951474 69.319233 \n", "L 260.816781 42.892449 \n", "L 261.614373 38.381676 \n", "L 262.212567 36.317059 \n", "L 262.549717 35.69547 \n", "L 262.836266 35.489813 \n", "L 263.077609 35.553287 \n", "L 263.420503 36.027547 \n", "L 263.763397 36.954733 \n", "L 264.195752 38.741217 \n", "L 264.876369 42.761448 \n", "L 266.024904 51.407845 \n", "L 267.677698 63.428356 \n", "L 268.996286 71.250608 \n", "L 270.755967 81.328988 \n", "L 271.49545 87.253172 \n", "L 272.2495 95.192458 \n", "L 273.114765 106.861193 \n", "L 274.114221 123.539372 \n", "L 275.457577 150.117228 \n", "L 277.644606 193.60341 \n", "L 278.587694 207.997937 \n", "L 279.387288 217.034334 \n", "L 280.034367 221.850294 \n", "L 280.470027 223.675887 \n", "L 280.792007 224.252143 \n", "L 280.954139 224.293164 \n", "L 281.12747 224.154622 \n", "L 281.408978 223.537066 \n", "L 281.821275 221.80774 \n", "L 282.370031 218.181355 \n", "L 283.17611 210.864557 \n", "L 286.330672 179.656487 \n", "L 287.042758 175.290462 \n", "L 287.576822 173.195628 \n", "L 287.93541 172.385031 \n", "L 288.296544 172.018983 \n", "L 288.657677 172.038293 \n", "L 289.136571 172.486759 \n", "L 290.210214 173.764611 \n", "L 290.460473 173.804412 \n", "L 290.710731 173.642585 \n", "L 290.96099 173.235856 \n", "L 291.339154 172.063613 \n", "L 291.745974 169.948217 \n", "L 292.274612 165.790217 \n", "L 292.933486 158.450518 \n", "L 293.886637 144.713671 \n", "L 295.417045 122.592922 \n", "L 296.064156 116.206837 \n", "L 296.516157 113.423481 \n", "L 296.860507 112.311135 \n", "L 297.097327 112.054592 \n", "L 297.336416 112.199768 \n", "L 297.579705 112.738917 \n", "L 297.95242 114.258174 \n", "L 298.45036 117.357234 \n", "L 300.578577 132.244427 \n", "L 300.946576 133.211979 \n", "L 301.254019 133.475709 \n", "L 301.501087 133.349813 \n", "L 301.765836 132.916369 \n", "L 302.229095 131.566421 \n", "L 303.663854 126.662439 \n", "L 303.936654 126.434729 \n", "L 304.120222 126.526235 \n", "L 304.410779 127.118933 \n", "L 304.718078 128.370306 \n", "L 305.145902 131.148882 \n", "L 305.714614 136.413351 \n", "L 306.670691 147.641575 \n", "L 308.477895 171.879441 \n", "L 310.350837 197.149624 \n", "L 311.273049 206.475042 \n", "L 311.935638 211.360165 \n", "L 312.629824 214.87164 \n", "L 313.150463 216.346096 \n", "L 313.512949 216.711644 \n", "L 313.69547 216.677341 \n", "L 313.998581 216.293197 \n", "L 314.31676 215.461329 \n", "L 314.74406 213.710738 \n", "L 315.460966 209.590574 \n", "L 316.716559 202.162461 \n", "L 317.2603 200.180484 \n", "L 317.700021 199.313929 \n", "L 318.039119 199.057936 \n", "L 318.372441 199.084388 \n", "L 318.911042 199.424986 \n", "L 319.498222 199.721393 \n", "L 319.840148 199.680499 \n", "L 320.235175 199.370201 \n", "L 320.610082 198.787041 \n", "L 321.103442 197.573504 \n", "L 321.61601 195.675979 \n", "L 322.138381 192.787898 \n", "L 322.660751 188.571003 \n", "L 323.29343 181.480806 \n", "L 324.652608 162.318733 \n", "L 325.486192 152.330677 \n", "L 326.325588 144.540052 \n", "L 327.100181 139.186734 \n", "L 329.126445 127.37649 \n", "L 329.991251 119.211172 \n", "L 331.14464 108.583606 \n", "L 331.688666 105.655556 \n", "L 332.051349 104.714649 \n", "L 332.323362 104.46474 \n", "L 332.557722 104.491276 \n", "L 332.898645 104.833503 \n", "L 333.328351 105.658531 \n", "L 334.028325 107.583719 \n", "L 335.159698 110.680566 \n", "L 335.758002 111.737735 \n", "L 336.268693 112.272806 \n", "L 336.646657 112.362369 \n", "L 337.033497 112.152977 \n", "L 337.758782 111.347304 \n", "L 338.739369 110.332546 \n", "L 339.016394 110.269184 \n", "L 339.246825 110.421982 \n", "L 339.505122 110.914585 \n", "L 339.780064 111.923246 \n", "L 340.175296 114.419358 \n", "L 340.695659 119.650889 \n", "L 341.411483 129.835228 \n", "L 345.764898 198.955935 \n", "L 346.873462 214.038162 \n", "L 347.705284 222.361653 \n", "L 348.465265 227.904725 \n", "L 349.075526 231.036465 \n", "L 349.475601 232.113717 \n", "L 349.76051 232.327855 \n", "L 349.945395 232.222224 \n", "L 350.230832 231.697842 \n", "L 350.611836 230.376076 \n", "L 351.146732 227.553429 \n", "L 352.175468 221.8783 \n", "L 352.452006 221.322301 \n", "L 352.636364 221.361222 \n", "L 352.824098 221.768291 \n", "L 353.117328 223.143659 \n", "L 353.526952 226.353629 \n", "L 355.562717 245.16386 \n", "L 356.074974 247.393229 \n", "L 356.392556 247.927623 \n", "L 356.604278 247.909541 \n", "L 356.815999 247.602144 \n", "L 357.133581 246.618384 \n", "L 357.566079 244.264698 \n", "L 358.033757 240.327241 \n", "L 358.675389 232.511757 \n", "L 359.737589 215.629951 \n", "L 360.63346 202.57233 \n", "L 361.159502 197.391741 \n", "L 361.520378 195.508229 \n", "L 361.773257 195.081634 \n", "L 361.900227 195.123804 \n", "L 362.154168 195.624632 \n", "L 362.664426 197.532785 \n", "L 363.320735 199.781309 \n", "L 363.714817 200.463388 \n", "L 363.977538 200.55733 \n", "L 364.24026 200.367641 \n", "L 364.75176 199.496603 \n", "L 365.4052 198.463309 \n", "L 366.205391 197.427272 \n", "L 366.577159 196.535863 \n", "L 366.923817 195.131731 \n", "L 367.377891 192.143312 \n", "L 367.975652 186.395968 \n", "L 369.625008 167.028716 \n", "L 372.184686 138.776368 \n", "L 372.852588 133.027307 \n", "L 373.297856 131.023136 \n", "L 373.631808 130.419206 \n", "L 373.854442 130.377946 \n", "L 374.09033 130.605033 \n", "L 374.444163 131.36341 \n", "L 375.033885 133.330949 \n", "L 375.861304 136.927207 \n", "L 376.372353 140.156362 \n", "L 376.991518 145.649355 \n", "L 378.687754 161.55297 \n", "L 379.881288 170.076709 \n", "L 380.891143 175.793047 \n", "L 381.452861 177.972529 \n", "L 381.854089 178.76728 \n", "L 382.255317 179.086527 \n", "L 383.006872 179.541423 \n", "L 383.321767 180.009662 \n", "L 383.67452 181.023018 \n", "L 384.040976 182.909386 \n", "L 384.59066 187.335986 \n", "L 385.598415 197.878817 \n", "L 386.932053 211.773575 \n", "L 387.739288 220.232033 \n", "L 388.577874 228.835198 \n", "L 389.225219 233.310099 \n", "L 389.613626 234.922164 \n", "L 389.872564 235.372748 \n", "L 390.002033 235.388929 \n", "L 390.260971 235.040956 \n", "L 390.778847 233.506117 \n", "L 391.296723 232.173451 \n", "L 391.68513 231.62033 \n", "L 392.073537 231.353294 \n", "L 392.481976 231.335133 \n", "L 392.937878 231.607843 \n", "L 393.401559 231.879457 \n", "L 393.691886 231.863606 \n", "L 393.971277 231.658755 \n", "L 394.393509 231.000442 \n", "L 396.032072 227.841161 \n", "L 396.938368 226.971359 \n", "L 397.278229 226.005442 \n", "L 397.735071 223.766877 \n", "L 398.203406 219.890117 \n", "L 398.753769 212.86783 \n", "L 399.826234 195.2683 \n", "L 401.38421 166.464611 \n", "L 402.465034 142.255698 \n", "L 403.884425 110.798743 \n", "L 404.548035 101.47466 \n", "L 405.331662 93.792194 \n", "L 406.329431 83.402733 \n", "L 408.428007 60.211976 \n", "L 409.126402 53.765746 \n", "L 410.142283 41.394395 \n", "L 411.379273 26.911573 \n", "L 411.963756 22.538266 \n", "L 412.688457 18.993834 \n", "L 413.640018 14.441568 \n", "L 414.303463 11.259721 \n", "L 414.718315 10.292139 \n", "L 414.927343 10.151356 \n", "L 415.137972 10.235047 \n", "L 415.453915 10.706193 \n", "L 415.769859 11.530984 \n", "L 416.194252 13.351899 \n", "L 418.506042 25.993692 \n", "L 419.020231 30.525992 \n", "L 419.803496 40.34795 \n", "L 421.043913 55.765017 \n", "L 421.542538 59.358691 \n", "L 421.880858 60.387788 \n", "L 422.135176 60.535706 \n", "L 422.361999 60.369354 \n", "L 422.361999 60.369354 \n", "\" clip-path=\"url(#p29ffd8cb0f)\" style=\"fill: none; stroke: #e36f47\"/>\n", " </g>\n", " <g id=\"patch_3\">\n", " <path d=\"M 44.790359 258.225354 \n", "L 44.790359 2.834646 \n", "\" style=\"fill: none; stroke: #000000; stroke-linejoin: miter; stroke-linecap: square\"/>\n", " </g>\n", " <g id=\"patch_4\">\n", " <path d=\"M 44.790359 258.225354 \n", "L 422.361999 258.225354 \n", "\" style=\"fill: none; stroke: #000000; stroke-linejoin: miter; stroke-linecap: square\"/>\n", " </g>\n", " <g id=\"line2d_12\">\n", " <path d=\"M 44.790359 182.014206 \n", "L 51.717897 181.904637 \n", "L 54.203646 181.6197 \n", "L 55.897578 181.219748 \n", "L 57.543397 180.605897 \n", "L 59.083546 179.799089 \n", "L 60.889409 178.612531 \n", "L 62.683441 177.205267 \n", "L 64.457899 175.518091 \n", "L 66.194112 173.562878 \n", "L 68.998177 169.962437 \n", "L 71.756739 166.628873 \n", "L 73.270674 165.137326 \n", "L 74.651296 164.078099 \n", "L 75.801555 163.459939 \n", "L 76.799548 163.167998 \n", "L 77.862825 163.076963 \n", "L 79.088369 163.189728 \n", "L 80.495008 163.534923 \n", "L 82.064281 164.132665 \n", "L 83.640037 164.969086 \n", "L 85.099774 166.004119 \n", "L 86.802636 167.501984 \n", "L 89.326612 170.093557 \n", "L 91.684544 172.441339 \n", "L 93.069536 173.517841 \n", "L 94.249514 174.109385 \n", "L 95.135796 174.333977 \n", "L 96.217261 174.361332 \n", "L 97.363539 174.145727 \n", "L 100.046262 173.524678 \n", "L 101.095588 173.56332 \n", "L 101.912695 173.786642 \n", "L 102.730137 174.214272 \n", "L 103.711062 175.027797 \n", "L 104.744925 176.252892 \n", "L 105.744595 177.799723 \n", "L 106.835448 179.900255 \n", "L 108.016283 182.628481 \n", "L 109.749653 187.293402 \n", "L 112.221978 194.723518 \n", "L 114.772984 202.235418 \n", "L 115.891217 204.981692 \n", "L 116.769618 206.661802 \n", "L 117.350939 207.473355 \n", "L 117.979393 208.035132 \n", "L 118.600491 208.231195 \n", "L 119.213181 208.041372 \n", "L 119.73683 207.557179 \n", "L 120.262897 206.758847 \n", "L 120.823278 205.558053 \n", "L 121.7043 202.943151 \n", "L 122.547391 199.635633 \n", "L 123.56041 194.692322 \n", "L 124.791317 187.467564 \n", "L 126.833106 173.742272 \n", "L 129.262779 157.658883 \n", "L 130.704115 149.588312 \n", "L 131.814721 144.393033 \n", "L 132.945927 139.992444 \n", "L 134.041641 136.512497 \n", "L 135.202076 133.600298 \n", "L 136.133124 131.826208 \n", "L 137.084302 130.567651 \n", "L 137.725158 130.074211 \n", "L 138.289276 129.903158 \n", "L 138.89779 130.017574 \n", "L 139.415894 130.371523 \n", "L 139.964233 131.009276 \n", "L 140.529227 131.948624 \n", "L 141.429952 134.014819 \n", "L 142.494724 137.259936 \n", "L 143.678222 141.62089 \n", "L 146.901188 153.918225 \n", "L 147.892782 156.745657 \n", "L 148.676397 158.391776 \n", "L 149.231995 159.21157 \n", "L 149.759852 159.719935 \n", "L 150.370422 159.992134 \n", "L 150.957904 159.962663 \n", "L 151.477187 159.731479 \n", "L 152.355333 159.011168 \n", "L 153.914674 157.254451 \n", "L 155.263013 155.856054 \n", "L 156.362972 155.080516 \n", "L 157.174709 154.771179 \n", "L 157.987359 154.684809 \n", "L 158.758198 154.794328 \n", "L 159.544074 155.083573 \n", "L 160.335895 155.555958 \n", "L 161.266663 156.370317 \n", "L 162.07725 157.352876 \n", "L 162.905442 158.682461 \n", "L 163.888035 160.790636 \n", "L 164.685465 163.01377 \n", "L 165.684841 166.549026 \n", "L 166.694635 171.013938 \n", "L 168.021827 178.126206 \n", "L 170.260017 191.917945 \n", "L 171.744401 200.640049 \n", "L 172.825249 205.959307 \n", "L 173.668096 209.290572 \n", "L 174.514086 211.844833 \n", "L 175.093682 213.126867 \n", "L 175.637258 213.981413 \n", "L 176.127532 214.461345 \n", "L 176.683558 214.665376 \n", "L 177.150012 214.546838 \n", "L 177.544697 214.228254 \n", "L 177.916893 213.733152 \n", "L 178.435873 212.70376 \n", "L 178.922374 211.353623 \n", "L 179.693851 208.37994 \n", "L 180.517708 203.989281 \n", "L 181.505078 196.982299 \n", "L 182.397435 188.98678 \n", "L 183.431444 177.841452 \n", "L 184.858352 159.806035 \n", "L 188.344618 114.066343 \n", "L 189.48582 102.071405 \n", "L 190.729537 91.440478 \n", "L 191.813192 84.085767 \n", "L 192.917308 78.131316 \n", "L 194.041382 73.280098 \n", "L 195.328577 68.700055 \n", "L 196.329086 65.783167 \n", "L 197.080322 64.186063 \n", "L 197.5875 63.548338 \n", "L 197.956142 63.371624 \n", "L 198.277819 63.445222 \n", "L 198.58868 63.738086 \n", "L 198.928671 64.326689 \n", "L 199.491778 65.955595 \n", "L 200.033907 68.320061 \n", "L 200.758343 72.681772 \n", "L 201.583819 79.165942 \n", "L 202.811588 90.972985 \n", "L 206.296646 125.952678 \n", "L 211.601213 174.921515 \n", "L 212.441815 179.905986 \n", "L 213.010685 182.210988 \n", "L 213.42192 183.316619 \n", "L 213.837842 183.961064 \n", "L 214.230871 184.145459 \n", "L 214.657152 183.900358 \n", "L 215.064896 183.258132 \n", "L 215.52574 182.090754 \n", "L 216.169793 179.764025 \n", "L 217.009953 175.754645 \n", "L 218.531411 167.048241 \n", "L 219.743687 160.52413 \n", "L 220.597449 157.103352 \n", "L 221.13775 155.648119 \n", "L 221.651918 154.80385 \n", "L 222.091481 154.4738 \n", "L 222.554796 154.45752 \n", "L 223.068602 154.738403 \n", "L 223.890129 155.535983 \n", "L 224.920305 156.507847 \n", "L 225.445272 156.77874 \n", "L 225.892848 156.823113 \n", "L 226.327522 156.679062 \n", "L 226.886963 156.222247 \n", "L 227.673117 155.185727 \n", "L 228.911652 153.479522 \n", "L 229.504703 153.030544 \n", "L 229.924708 152.942025 \n", "L 230.383505 153.07969 \n", "L 230.838293 153.458064 \n", "L 231.342943 154.156086 \n", "L 232.010882 155.538093 \n", "L 232.771956 157.797767 \n", "L 233.548995 160.910627 \n", "L 234.539775 165.996261 \n", "L 235.831737 174.071622 \n", "L 237.969569 187.842282 \n", "L 238.680901 191.026925 \n", "L 239.338487 192.933938 \n", "L 239.915796 193.858962 \n", "L 240.451461 194.231652 \n", "L 240.911227 194.278487 \n", "L 241.405707 194.11863 \n", "L 242.062668 193.635388 \n", "L 242.790581 192.81143 \n", "L 243.63449 191.521194 \n", "L 244.292588 190.1231 \n", "L 244.824639 188.519307 \n", "L 245.462098 185.732376 \n", "L 245.982224 182.557841 \n", "L 246.693225 176.78591 \n", "L 247.599591 167.209757 \n", "L 248.801773 151.506732 \n", "L 251.652206 112.161529 \n", "L 252.597752 102.790637 \n", "L 253.500382 95.888359 \n", "L 254.560774 89.628196 \n", "L 257.138073 76.027767 \n", "L 257.979833 69.204179 \n", "L 260.942734 42.945643 \n", "L 261.586034 39.52658 \n", "L 262.118753 37.576818 \n", "L 262.542173 36.594159 \n", "L 262.860754 36.195177 \n", "L 263.173761 36.104062 \n", "L 263.457573 36.29607 \n", "L 263.782243 36.85872 \n", "L 264.216267 38.2159 \n", "L 264.743384 40.809789 \n", "L 265.39579 45.286475 \n", "L 268.38576 67.975454 \n", "L 271.307808 86.033125 \n", "L 272.084396 93.136786 \n", "L 272.889593 102.841416 \n", "L 273.748525 116.03178 \n", "L 274.993642 139.394516 \n", "L 277.93497 196.706076 \n", "L 278.848423 209.646708 \n", "L 279.557833 216.954366 \n", "L 280.103002 220.779617 \n", "L 280.598747 222.834376 \n", "L 280.879145 223.379135 \n", "L 281.172854 223.465745 \n", "L 281.47213 223.046829 \n", "L 281.776593 222.106236 \n", "L 282.209805 219.917946 \n", "L 282.71295 216.255798 \n", "L 283.543749 208.218024 \n", "L 286.02651 182.080054 \n", "L 286.796665 176.577269 \n", "L 287.426643 173.574986 \n", "L 287.926561 172.219718 \n", "L 288.221709 171.843153 \n", "L 288.493322 171.757652 \n", "L 288.748254 171.881844 \n", "L 289.142064 172.384341 \n", "L 290.41613 174.474792 \n", "L 290.674378 174.512884 \n", "L 290.899284 174.326644 \n", "L 291.138396 173.865078 \n", "L 291.531182 172.4381 \n", "L 291.940664 169.988906 \n", "L 292.521836 164.800041 \n", "L 293.289253 155.251645 \n", "L 295.892269 119.232784 \n", "L 296.39758 115.437008 \n", "L 296.776857 113.754912 \n", "L 297.040186 113.188768 \n", "L 297.308515 113.109857 \n", "L 297.587465 113.538576 \n", "L 297.857751 114.417469 \n", "L 298.278956 116.574069 \n", "L 298.911442 121.094049 \n", "L 300.340353 131.662806 \n", "L 300.853728 133.862087 \n", "L 301.202021 134.61227 \n", "L 301.471528 134.78129 \n", "L 301.669796 134.691824 \n", "L 301.992835 134.204079 \n", "L 302.480832 132.853015 \n", "L 303.770642 128.896908 \n", "L 304.032369 128.655421 \n", "L 304.278586 128.754235 \n", "L 304.51101 129.17169 \n", "L 304.833309 130.301965 \n", "L 305.258996 132.764699 \n", "L 305.869543 137.969174 \n", "L 306.748236 147.825038 \n", "L 308.164524 166.596204 \n", "L 310.562585 199.12437 \n", "L 311.395489 207.22468 \n", "L 312.110814 212.155621 \n", "L 312.684504 214.73595 \n", "L 313.141749 215.895215 \n", "L 313.470654 216.213657 \n", "L 313.679815 216.184271 \n", "L 313.895735 215.962797 \n", "L 314.197813 215.330617 \n", "L 314.62711 213.820214 \n", "L 315.206632 210.822443 \n", "L 317.228018 199.03944 \n", "L 317.690236 197.802328 \n", "L 318.10514 197.318767 \n", "L 318.460019 197.260271 \n", "L 319.0254 197.505974 \n", "L 319.614585 197.692088 \n", "L 319.984599 197.566025 \n", "L 320.39428 197.133632 \n", "L 320.90699 196.157088 \n", "L 321.444194 194.607031 \n", "L 321.954234 192.476353 \n", "L 322.419654 189.69138 \n", "L 323.020941 184.489552 \n", "L 323.692022 176.454607 \n", "L 326.064722 145.628597 \n", "L 326.824255 139.550319 \n", "L 327.586998 135.185126 \n", "L 328.871663 128.436573 \n", "L 329.550288 123.009163 \n", "L 331.448634 106.525425 \n", "L 331.928106 104.52238 \n", "L 332.305244 103.786746 \n", "L 332.586827 103.637219 \n", "L 332.877486 103.753511 \n", "L 333.26148 104.211919 \n", "L 333.79404 105.273656 \n", "L 334.572295 107.454949 \n", "L 335.67578 110.498962 \n", "L 336.163332 111.303988 \n", "L 336.602828 111.658486 \n", "L 336.973498 111.677838 \n", "L 337.356362 111.464716 \n", "L 338.445198 110.666112 \n", "L 338.832196 110.715694 \n", "L 339.135117 110.987891 \n", "L 339.508162 111.723544 \n", "L 339.874774 113.066961 \n", "L 340.303323 115.702183 \n", "L 340.750558 119.897041 \n", "L 341.385245 128.3189 \n", "L 342.390826 145.483802 \n", "L 343.917738 171.061499 \n", "L 347.32221 221.111507 \n", "L 348.026249 227.524644 \n", "L 348.592945 231.011854 \n", "L 349.157754 233.221357 \n", "L 349.60752 234.15779 \n", "L 349.893991 234.336219 \n", "L 350.150333 234.192593 \n", "L 350.477623 233.584838 \n", "L 350.90302 232.146036 \n", "L 351.612199 228.663456 \n", "L 352.342761 225.235122 \n", "L 352.66721 224.510731 \n", "L 352.882323 224.50156 \n", "L 353.095611 224.92641 \n", "L 353.352032 226.034553 \n", "L 353.725112 228.729196 \n", "L 354.371719 235.406928 \n", "L 355.377569 245.606966 \n", "L 355.945244 249.314165 \n", "L 356.344713 250.714524 \n", "L 356.590368 250.997315 \n", "L 356.73956 250.937129 \n", "L 356.925527 250.612121 \n", "L 357.248168 249.406543 \n", "L 357.684168 246.618262 \n", "L 358.225173 241.649563 \n", "L 358.88832 233.541036 \n", "L 359.921318 217.558332 \n", "L 360.935743 202.962166 \n", "L 361.479145 197.95766 \n", "L 361.828076 196.334214 \n", "L 362.037875 195.983536 \n", "L 362.180995 195.993436 \n", "L 362.400461 196.347507 \n", "L 362.797462 197.718884 \n", "L 363.745048 201.295879 \n", "L 364.07093 201.779522 \n", "L 364.300268 201.81543 \n", "L 364.567146 201.587878 \n", "L 365.05111 200.734717 \n", "L 366.49167 197.606211 \n", "L 366.956013 195.888013 \n", "L 367.419939 193.256853 \n", "L 367.956548 188.677802 \n", "L 368.724876 179.652556 \n", "L 370.611857 156.930666 \n", "L 372.583982 136.710437 \n", "L 373.171443 132.168765 \n", "L 373.542223 130.599895 \n", "L 373.800258 130.151418 \n", "L 373.976005 130.117219 \n", "L 374.177235 130.30292 \n", "L 374.513516 131.021202 \n", "L 375.028289 132.795476 \n", "L 375.665832 135.869468 \n", "L 376.360993 140.276136 \n", "L 377.096936 146.434603 \n", "L 379.752179 171.002432 \n", "L 380.516985 175.675895 \n", "L 381.164109 178.29251 \n", "L 381.663853 179.541799 \n", "L 382.111437 180.149322 \n", "L 382.634588 180.456205 \n", "L 383.295199 180.794602 \n", "L 383.6125 181.262133 \n", "L 383.905263 182.123901 \n", "L 384.287676 184.136209 \n", "L 384.826825 188.618714 \n", "L 385.990275 200.934274 \n", "L 387.572831 217.991272 \n", "L 389.121198 232.08125 \n", "L 389.61675 234.524504 \n", "L 390.003885 235.556369 \n", "L 390.286375 235.797813 \n", "L 390.492235 235.703087 \n", "L 390.789646 235.22753 \n", "L 392.256202 232.248614 \n", "L 392.789875 231.892568 \n", "L 393.869891 231.36182 \n", "L 394.414119 230.728451 \n", "L 395.20696 229.419137 \n", "L 396.102486 227.495997 \n", "L 397.485732 224.089884 \n", "L 397.882188 222.224451 \n", "L 398.34534 218.86411 \n", "L 398.868447 213.17586 \n", "L 399.510315 203.454932 \n", "L 400.519324 184.401392 \n", "L 402.395206 143.540412 \n", "L 404.040629 107.595186 \n", "L 404.774971 96.44658 \n", "L 405.508105 88.516442 \n", "L 407.085697 73.036495 \n", "L 408.559658 57.521888 \n", "L 410.14099 41.597252 \n", "L 411.666135 25.896795 \n", "L 412.30842 21.312871 \n", "L 413.147888 17.081341 \n", "L 414.258983 12.403816 \n", "L 414.884181 10.624639 \n", "L 415.24161 10.118262 \n", "L 415.491435 10.078314 \n", "L 415.729537 10.302995 \n", "L 416.034474 10.949426 \n", "L 416.42554 12.302852 \n", "L 416.981765 15.153219 \n", "L 417.921792 21.399358 \n", "L 418.739651 28.088173 \n", "L 419.515977 36.515594 \n", "L 421.58958 61.033193 \n", "L 421.98383 62.987217 \n", "L 422.269763 63.572403 \n", "L 422.361999 63.628431 \n", "L 422.361999 63.628431 \n", "\" clip-path=\"url(#p29ffd8cb0f)\" style=\"fill: none; stroke: #3ea44e\"/>\n", " </g>\n", " <g id=\"legend_1\">\n", " <g id=\"patch_5\">\n", " <path d=\"M 332.945749 50.862146 \n", "L 418.361999 50.862146 \n", "L 418.361999 6.834646 \n", "L 332.945749 6.834646 \n", "z\n", "\" style=\"fill: #ffffff; stroke: #000000; stroke-linejoin: miter\"/>\n", " </g>\n", " <g id=\"line2d_13\">\n", " <path d=\"M 339.345749 16.513396 \n", "L 347.345749 16.513396 \n", "L 355.345749 16.513396 \n", "\" style=\"fill: none; stroke: #009afa; stroke-linejoin: miter\"/>\n", " </g>\n", " <g id=\"text_12\">\n", " <!-- GXBeam -->\n", " <g transform=\"translate(361.745749 19.313396) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-47\" d=\"M 3809 666 \n", "L 3809 1919 \n", "L 2778 1919 \n", "L 2778 2438 \n", "L 4434 2438 \n", "L 4434 434 \n", "Q 4069 175 3628 42 \n", "Q 3188 -91 2688 -91 \n", "Q 1594 -91 976 548 \n", "Q 359 1188 359 2328 \n", "Q 359 3472 976 4111 \n", "Q 1594 4750 2688 4750 \n", "Q 3144 4750 3555 4637 \n", "Q 3966 4525 4313 4306 \n", "L 4313 3634 \n", "Q 3963 3931 3569 4081 \n", "Q 3175 4231 2741 4231 \n", "Q 1884 4231 1454 3753 \n", "Q 1025 3275 1025 2328 \n", "Q 1025 1384 1454 906 \n", "Q 1884 428 2741 428 \n", "Q 3075 428 3337 486 \n", "Q 3600 544 3809 666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-58\" d=\"M 403 4666 \n", "L 1081 4666 \n", "L 2241 2931 \n", "L 3406 4666 \n", "L 4084 4666 \n", "L 2584 2425 \n", "L 4184 0 \n", "L 3506 0 \n", "L 2194 1984 \n", "L 872 0 \n", "L 191 0 \n", "L 1856 2491 \n", "L 403 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-42\" d=\"M 1259 2228 \n", "L 1259 519 \n", "L 2272 519 \n", "Q 2781 519 3026 730 \n", "Q 3272 941 3272 1375 \n", "Q 3272 1813 3026 2020 \n", "Q 2781 2228 2272 2228 \n", "L 1259 2228 \n", "z\n", "M 1259 4147 \n", "L 1259 2741 \n", "L 2194 2741 \n", "Q 2656 2741 2882 2914 \n", "Q 3109 3088 3109 3444 \n", "Q 3109 3797 2882 3972 \n", "Q 2656 4147 2194 4147 \n", "L 1259 4147 \n", "z\n", "M 628 4666 \n", "L 2241 4666 \n", "Q 2963 4666 3353 4366 \n", "Q 3744 4066 3744 3513 \n", "Q 3744 3084 3544 2831 \n", "Q 3344 2578 2956 2516 \n", "Q 3422 2416 3680 2098 \n", "Q 3938 1781 3938 1306 \n", "Q 3938 681 3513 340 \n", "Q 3088 0 2303 0 \n", "L 628 0 \n", "L 628 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-61\" d=\"M 2194 1759 \n", "Q 1497 1759 1228 1600 \n", "Q 959 1441 959 1056 \n", "Q 959 750 1161 570 \n", "Q 1363 391 1709 391 \n", "Q 2188 391 2477 730 \n", "Q 2766 1069 2766 1631 \n", "L 2766 1759 \n", "L 2194 1759 \n", "z\n", "M 3341 1997 \n", "L 3341 0 \n", "L 2766 0 \n", "L 2766 531 \n", "Q 2569 213 2275 61 \n", "Q 1981 -91 1556 -91 \n", "Q 1019 -91 701 211 \n", "Q 384 513 384 1019 \n", "Q 384 1609 779 1909 \n", "Q 1175 2209 1959 2209 \n", "L 2766 2209 \n", "L 2766 2266 \n", "Q 2766 2663 2505 2880 \n", "Q 2244 3097 1772 3097 \n", "Q 1472 3097 1187 3025 \n", "Q 903 2953 641 2809 \n", "L 641 3341 \n", "Q 956 3463 1253 3523 \n", "Q 1550 3584 1831 3584 \n", "Q 2591 3584 2966 3190 \n", "Q 3341 2797 3341 1997 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-47\"/>\n", " <use xlink:href=\"#DejaVuSans-58\" x=\"77.490234\"/>\n", " <use xlink:href=\"#DejaVuSans-42\" x=\"145.996094\"/>\n", " <use xlink:href=\"#DejaVuSans-65\" x=\"214.599609\"/>\n", " <use xlink:href=\"#DejaVuSans-61\" x=\"276.123047\"/>\n", " <use xlink:href=\"#DejaVuSans-6d\" x=\"337.402344\"/>\n", " </g>\n", " </g>\n", " <g id=\"line2d_14\">\n", " <path d=\"M 339.345749 28.255896 \n", "L 347.345749 28.255896 \n", "L 355.345749 28.255896 \n", "\" style=\"fill: none; stroke: #e36f47; stroke-linejoin: miter\"/>\n", " </g>\n", " <g id=\"text_13\">\n", " <!-- ODEProblem -->\n", " <g transform=\"translate(361.745749 31.055896) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-4f\" d=\"M 2522 4238 \n", "Q 1834 4238 1429 3725 \n", "Q 1025 3213 1025 2328 \n", "Q 1025 1447 1429 934 \n", "Q 1834 422 2522 422 \n", "Q 3209 422 3611 934 \n", "Q 4013 1447 4013 2328 \n", "Q 4013 3213 3611 3725 \n", "Q 3209 4238 2522 4238 \n", "z\n", "M 2522 4750 \n", "Q 3503 4750 4090 4092 \n", "Q 4678 3434 4678 2328 \n", "Q 4678 1225 4090 567 \n", "Q 3503 -91 2522 -91 \n", "Q 1538 -91 948 565 \n", "Q 359 1222 359 2328 \n", "Q 359 3434 948 4092 \n", "Q 1538 4750 2522 4750 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-44\" d=\"M 1259 4147 \n", "L 1259 519 \n", "L 2022 519 \n", "Q 2988 519 3436 956 \n", "Q 3884 1394 3884 2338 \n", "Q 3884 3275 3436 3711 \n", "Q 2988 4147 2022 4147 \n", "L 1259 4147 \n", "z\n", "M 628 4666 \n", "L 1925 4666 \n", "Q 3281 4666 3915 4102 \n", "Q 4550 3538 4550 2338 \n", "Q 4550 1131 3912 565 \n", "Q 3275 0 1925 0 \n", "L 628 0 \n", "L 628 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-45\" d=\"M 628 4666 \n", "L 3578 4666 \n", "L 3578 4134 \n", "L 1259 4134 \n", "L 1259 2753 \n", "L 3481 2753 \n", "L 3481 2222 \n", "L 1259 2222 \n", "L 1259 531 \n", "L 3634 531 \n", "L 3634 0 \n", "L 628 0 \n", "L 628 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-50\" d=\"M 1259 4147 \n", "L 1259 2394 \n", "L 2053 2394 \n", "Q 2494 2394 2734 2622 \n", "Q 2975 2850 2975 3272 \n", "Q 2975 3691 2734 3919 \n", "Q 2494 4147 2053 4147 \n", "L 1259 4147 \n", "z\n", "M 628 4666 \n", "L 2053 4666 \n", "Q 2838 4666 3239 4311 \n", "Q 3641 3956 3641 3272 \n", "Q 3641 2581 3239 2228 \n", "Q 2838 1875 2053 1875 \n", "L 1259 1875 \n", "L 1259 0 \n", "L 628 0 \n", "L 628 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-72\" d=\"M 2631 2963 \n", "Q 2534 3019 2420 3045 \n", "Q 2306 3072 2169 3072 \n", "Q 1681 3072 1420 2755 \n", "Q 1159 2438 1159 1844 \n", "L 1159 0 \n", "L 581 0 \n", "L 581 3500 \n", "L 1159 3500 \n", "L 1159 2956 \n", "Q 1341 3275 1631 3429 \n", "Q 1922 3584 2338 3584 \n", "Q 2397 3584 2469 3576 \n", "Q 2541 3569 2628 3553 \n", "L 2631 2963 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-6f\" d=\"M 1959 3097 \n", "Q 1497 3097 1228 2736 \n", "Q 959 2375 959 1747 \n", "Q 959 1119 1226 758 \n", "Q 1494 397 1959 397 \n", "Q 2419 397 2687 759 \n", "Q 2956 1122 2956 1747 \n", "Q 2956 2369 2687 2733 \n", "Q 2419 3097 1959 3097 \n", "z\n", "M 1959 3584 \n", "Q 2709 3584 3137 3096 \n", "Q 3566 2609 3566 1747 \n", "Q 3566 888 3137 398 \n", "Q 2709 -91 1959 -91 \n", "Q 1206 -91 779 398 \n", "Q 353 888 353 1747 \n", "Q 353 2609 779 3096 \n", "Q 1206 3584 1959 3584 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-62\" d=\"M 3116 1747 \n", "Q 3116 2381 2855 2742 \n", "Q 2594 3103 2138 3103 \n", "Q 1681 3103 1420 2742 \n", "Q 1159 2381 1159 1747 \n", "Q 1159 1113 1420 752 \n", "Q 1681 391 2138 391 \n", "Q 2594 391 2855 752 \n", "Q 3116 1113 3116 1747 \n", "z\n", "M 1159 2969 \n", "Q 1341 3281 1617 3432 \n", "Q 1894 3584 2278 3584 \n", "Q 2916 3584 3314 3078 \n", "Q 3713 2572 3713 1747 \n", "Q 3713 922 3314 415 \n", "Q 2916 -91 2278 -91 \n", "Q 1894 -91 1617 61 \n", "Q 1341 213 1159 525 \n", "L 1159 0 \n", "L 581 0 \n", "L 581 4863 \n", "L 1159 4863 \n", "L 1159 2969 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-6c\" d=\"M 603 4863 \n", "L 1178 4863 \n", "L 1178 0 \n", "L 603 0 \n", "L 603 4863 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-4f\"/>\n", " <use xlink:href=\"#DejaVuSans-44\" x=\"78.710938\"/>\n", " <use xlink:href=\"#DejaVuSans-45\" x=\"155.712891\"/>\n", " <use xlink:href=\"#DejaVuSans-50\" x=\"218.896484\"/>\n", " <use xlink:href=\"#DejaVuSans-72\" x=\"277.449219\"/>\n", " <use xlink:href=\"#DejaVuSans-6f\" x=\"316.3125\"/>\n", " <use xlink:href=\"#DejaVuSans-62\" x=\"377.494141\"/>\n", " <use xlink:href=\"#DejaVuSans-6c\" x=\"440.970703\"/>\n", " <use xlink:href=\"#DejaVuSans-65\" x=\"468.753906\"/>\n", " <use xlink:href=\"#DejaVuSans-6d\" x=\"530.277344\"/>\n", " </g>\n", " </g>\n", " <g id=\"line2d_15\">\n", " <path d=\"M 339.345749 39.998396 \n", "L 347.345749 39.998396 \n", "L 355.345749 39.998396 \n", "\" style=\"fill: none; stroke: #3ea44e; stroke-linejoin: miter\"/>\n", " </g>\n", " <g id=\"text_14\">\n", " <!-- DAEProblem -->\n", " <g transform=\"translate(361.745749 42.798396) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-41\" d=\"M 2188 4044 \n", "L 1331 1722 \n", "L 3047 1722 \n", "L 2188 4044 \n", "z\n", "M 1831 4666 \n", "L 2547 4666 \n", "L 4325 0 \n", "L 3669 0 \n", "L 3244 1197 \n", "L 1141 1197 \n", "L 716 0 \n", "L 50 0 \n", "L 1831 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-44\"/>\n", " <use xlink:href=\"#DejaVuSans-41\" x=\"75.251953\"/>\n", " <use xlink:href=\"#DejaVuSans-45\" x=\"143.660156\"/>\n", " <use xlink:href=\"#DejaVuSans-50\" x=\"206.84375\"/>\n", " <use xlink:href=\"#DejaVuSans-72\" x=\"265.396484\"/>\n", " <use xlink:href=\"#DejaVuSans-6f\" x=\"304.259766\"/>\n", " <use xlink:href=\"#DejaVuSans-62\" x=\"365.441406\"/>\n", " <use xlink:href=\"#DejaVuSans-6c\" x=\"428.917969\"/>\n", " <use xlink:href=\"#DejaVuSans-65\" x=\"456.701172\"/>\n", " <use xlink:href=\"#DejaVuSans-6d\" x=\"518.224609\"/>\n", " </g>\n", " </g>\n", " </g>\n", " </g>\n", " </g>\n", " <defs>\n", " <clipPath id=\"p29ffd8cb0f\">\n", " <rect x=\"44.790359\" y=\"2.834646\" width=\"377.57164\" height=\"255.390709\"/>\n", " </clipPath>\n", " </defs>\n", "</svg>\n" ] }, "metadata": {}, "execution_count": 8 } ], "cell_type": "code", "source": [ "ph[2]" ], "metadata": {}, "execution_count": 8 }, { "outputs": [ { "output_type": "execute_result", "data": { "text/plain": "Plot{Plots.PyPlotBackend() n=3}", "image/png": "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", "text/html": [ "<img src=\"data:image/png;base64,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\" />" ], "image/svg+xml": [ "<?xml version=\"1.0\" encoding=\"utf-8\" standalone=\"no\"?>\n", "<!DOCTYPE svg PUBLIC \"-//W3C//DTD SVG 1.1//EN\"\n", " \"http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd\">\n", "<svg xmlns:xlink=\"http://www.w3.org/1999/xlink\" width=\"432pt\" height=\"288pt\" viewBox=\"0 0 432 288\" xmlns=\"http://www.w3.org/2000/svg\" version=\"1.1\">\n", " <metadata>\n", " <rdf:RDF xmlns:dc=\"http://purl.org/dc/elements/1.1/\" xmlns:cc=\"http://creativecommons.org/ns#\" xmlns:rdf=\"http://www.w3.org/1999/02/22-rdf-syntax-ns#\">\n", " <cc:Work>\n", " <dc:type rdf:resource=\"http://purl.org/dc/dcmitype/StillImage\"/>\n", " <dc:date>2023-06-12T19:46:53.962109</dc:date>\n", " <dc:format>image/svg+xml</dc:format>\n", " <dc:creator>\n", " <cc:Agent>\n", " <dc:title>Matplotlib v3.7.1, https://matplotlib.org/</dc:title>\n", " </cc:Agent>\n", " </dc:creator>\n", " </cc:Work>\n", " </rdf:RDF>\n", " </metadata>\n", " <defs>\n", " <style type=\"text/css\">*{stroke-linejoin: round; stroke-linecap: butt}</style>\n", " </defs>\n", " <g id=\"figure_1\">\n", " <g id=\"patch_1\">\n", " <path d=\"M 0 288 \n", "L 432 288 \n", "L 432 0 \n", "L 0 0 \n", "z\n", "\" style=\"fill: #ffffff\"/>\n", " </g>\n", " <g id=\"axes_1\">\n", " <g id=\"patch_2\">\n", " <path d=\"M 29.556396 258.225354 \n", "L 422.361999 258.225354 \n", "L 422.361999 2.834646 \n", "L 29.556396 2.834646 \n", "z\n", "\" style=\"fill: #ffffff\"/>\n", " </g>\n", " <g id=\"line2d_1\">\n", " <path d=\"M 29.556396 250.997315 \n", "L 31.127618 250.903282 \n", "L 32.502438 250.571772 \n", "L 33.680855 250.066151 \n", "L 34.859271 249.29977 \n", "L 36.037688 248.235375 \n", "L 37.412508 246.675221 \n", "L 38.590925 245.057084 \n", "L 39.769341 243.106043 \n", "L 41.144161 240.429555 \n", "L 42.715383 236.926211 \n", "L 44.483009 232.442752 \n", "L 47.232648 224.810649 \n", "L 49.982287 216.421809 \n", "L 53.71394 204.231481 \n", "L 56.46358 195.691455 \n", "L 58.427608 190.243368 \n", "L 60.195233 185.97302 \n", "L 61.766455 182.707445 \n", "L 63.141275 180.402071 \n", "L 64.516094 178.590159 \n", "L 65.694511 177.375987 \n", "L 66.872928 176.474233 \n", "L 68.247748 175.736644 \n", "L 69.622567 175.252465 \n", "L 70.800984 175.100639 \n", "L 71.782998 175.191746 \n", "L 72.961415 175.532288 \n", "L 73.943429 176.012045 \n", "L 75.121846 176.868844 \n", "L 76.496665 178.223974 \n", "L 78.067888 180.141518 \n", "L 79.442707 182.197447 \n", "L 81.210333 185.326504 \n", "L 83.174361 189.241612 \n", "L 86.906014 196.849196 \n", "L 89.066445 200.626739 \n", "L 90.637667 202.957316 \n", "L 92.405292 205.212304 \n", "L 93.583709 206.41037 \n", "L 94.565723 207.143387 \n", "L 95.547737 207.632707 \n", "L 96.529751 207.872942 \n", "L 97.315362 207.855161 \n", "L 98.100973 207.633757 \n", "L 99.082987 207.087576 \n", "L 100.065002 206.257026 \n", "L 101.047016 205.127511 \n", "L 102.02903 203.650637 \n", "L 103.207446 201.389244 \n", "L 104.582266 198.147481 \n", "L 105.957086 194.303304 \n", "L 107.921114 188.004525 \n", "L 112.634781 171.873399 \n", "L 116.170031 160.310431 \n", "L 118.134059 154.632446 \n", "L 120.098087 149.661035 \n", "L 121.66931 146.259896 \n", "L 123.240532 143.3469 \n", "L 124.418949 141.533226 \n", "L 125.400963 140.371426 \n", "L 126.186574 139.722818 \n", "L 126.972185 139.326084 \n", "L 127.757797 139.199158 \n", "L 128.347005 139.288813 \n", "L 129.132616 139.677882 \n", "L 129.918227 140.359887 \n", "L 130.900241 141.5912 \n", "L 131.882255 143.172339 \n", "L 133.060672 145.469365 \n", "L 134.435492 148.668837 \n", "L 136.39952 153.871962 \n", "L 142.291604 170.043832 \n", "L 144.255632 174.568831 \n", "L 146.808868 179.823093 \n", "L 148.576494 183.015843 \n", "L 150.147716 185.393497 \n", "L 151.718938 187.368646 \n", "L 153.093758 188.71975 \n", "L 154.272175 189.589271 \n", "L 155.254189 190.086259 \n", "L 156.0398 190.268801 \n", "L 156.825411 190.192144 \n", "L 157.41462 189.936186 \n", "L 158.200231 189.306638 \n", "L 158.985842 188.327477 \n", "L 159.771453 186.98395 \n", "L 160.753467 184.769154 \n", "L 161.735481 181.992051 \n", "L 163.110301 177.349078 \n", "L 164.877926 170.435842 \n", "L 166.841954 161.796217 \n", "L 169.984399 146.820137 \n", "L 172.341233 136.01529 \n", "L 174.501663 127.226505 \n", "L 179.608136 107.95075 \n", "L 181.375761 101.903885 \n", "L 182.554178 98.570598 \n", "L 183.536192 96.387933 \n", "L 184.321803 95.073187 \n", "L 185.107415 94.129588 \n", "L 185.893026 93.506832 \n", "L 186.678637 93.162534 \n", "L 187.464248 93.067576 \n", "L 188.24986 93.209394 \n", "L 189.035471 93.583952 \n", "L 189.821082 94.184953 \n", "L 190.803096 95.256076 \n", "L 191.78511 96.719613 \n", "L 192.767124 98.668849 \n", "L 193.749138 101.139694 \n", "L 195.123958 105.275042 \n", "L 197.677194 113.812946 \n", "L 199.444819 120.361739 \n", "L 200.819639 126.332081 \n", "L 201.998056 132.450979 \n", "L 203.765681 143.040657 \n", "L 207.300931 164.444581 \n", "L 209.068556 173.683173 \n", "L 211.228987 183.732253 \n", "L 212.80021 190.053825 \n", "L 214.567835 196.181962 \n", "L 215.746252 199.595173 \n", "L 216.728266 201.724264 \n", "L 217.513877 202.907174 \n", "L 218.299488 203.720909 \n", "L 219.477905 204.579462 \n", "L 221.834739 206.144801 \n", "L 223.405961 207.58992 \n", "L 224.191572 208.207995 \n", "L 224.780781 208.420378 \n", "L 225.173586 208.381441 \n", "L 225.566392 208.171751 \n", "L 226.1556 207.513604 \n", "L 226.744809 206.442657 \n", "L 227.53042 204.391007 \n", "L 228.316031 201.619858 \n", "L 229.101642 198.082085 \n", "L 230.083656 192.619499 \n", "L 231.654879 182.364802 \n", "L 234.208115 164.234372 \n", "L 236.761352 144.044249 \n", "L 239.118185 123.505448 \n", "L 241.082213 107.264406 \n", "L 243.242644 91.488297 \n", "L 245.403075 77.521263 \n", "L 247.759908 63.374135 \n", "L 248.741922 58.643047 \n", "L 249.723936 54.878904 \n", "L 251.098756 50.600595 \n", "L 255.419618 37.737621 \n", "L 256.598035 34.14912 \n", "L 257.383646 32.446586 \n", "L 257.972854 31.732733 \n", "L 258.36566 31.542236 \n", "L 258.758465 31.56874 \n", "L 259.151271 31.788118 \n", "L 259.740479 32.418562 \n", "L 260.526091 33.716192 \n", "L 261.311702 35.492909 \n", "L 262.293716 38.360983 \n", "L 263.668535 43.308776 \n", "L 265.436161 50.470086 \n", "L 266.614577 56.056367 \n", "L 268.382203 65.833938 \n", "L 271.72105 84.277443 \n", "L 272.899467 89.50085 \n", "L 277.809537 109.391076 \n", "L 279.773565 117.68689 \n", "L 280.755579 120.931872 \n", "L 281.54119 122.846074 \n", "L 282.523204 124.551998 \n", "L 284.683635 127.923385 \n", "L 285.469246 129.643126 \n", "L 286.45126 132.427255 \n", "L 287.629677 136.575025 \n", "L 289.2009 142.133977 \n", "L 289.790108 143.63841 \n", "L 290.379316 144.586517 \n", "L 290.772122 144.863527 \n", "L 291.164928 144.83933 \n", "L 291.557733 144.50538 \n", "L 291.950539 143.847273 \n", "L 292.539747 142.237493 \n", "L 293.128956 139.888238 \n", "L 293.914567 135.732412 \n", "L 295.485789 125.573192 \n", "L 296.860609 117.261919 \n", "L 298.235429 110.350711 \n", "L 301.181471 96.499626 \n", "L 302.163485 90.210405 \n", "L 305.305929 68.740013 \n", "L 306.484346 63.109822 \n", "L 307.46636 59.441974 \n", "L 309.233985 53.399475 \n", "L 309.823194 50.252606 \n", "L 310.608805 44.69963 \n", "L 313.358444 23.478983 \n", "L 314.536861 16.271107 \n", "L 315.322472 12.58947 \n", "L 315.911681 10.803707 \n", "L 316.304486 10.189162 \n", "L 316.697292 10.062685 \n", "L 317.090097 10.394371 \n", "L 317.679306 11.533277 \n", "L 319.250528 15.111468 \n", "L 319.839737 15.792148 \n", "L 320.428945 16.074063 \n", "L 321.018154 16.082325 \n", "L 321.803765 15.851156 \n", "L 322.785779 15.341815 \n", "L 323.374987 14.759973 \n", "L 324.160598 13.551674 \n", "L 324.749807 12.678332 \n", "L 325.142612 12.369022 \n", "L 325.535418 12.424439 \n", "L 325.928224 12.927319 \n", "L 326.321029 13.904177 \n", "L 326.910238 16.217281 \n", "L 327.695849 20.549451 \n", "L 329.267071 31.174443 \n", "L 332.213113 51.019185 \n", "L 333.39153 57.162013 \n", "L 334.76635 64.417656 \n", "L 336.533975 75.298653 \n", "L 337.908794 84.755424 \n", "L 340.658434 105.04233 \n", "L 342.229656 113.052604 \n", "L 343.800879 120.365321 \n", "L 344.979295 124.605903 \n", "L 345.961309 128.285063 \n", "L 346.746921 132.257406 \n", "L 348.318143 140.828597 \n", "L 349.103754 143.66837 \n", "L 350.282171 146.746483 \n", "L 351.264185 148.905872 \n", "L 351.656991 149.423955 \n", "L 352.049796 149.615641 \n", "L 352.442602 149.417301 \n", "L 352.835407 148.81467 \n", "L 353.424616 147.317333 \n", "L 354.40663 144.57384 \n", "L 354.799435 143.900115 \n", "L 355.192241 143.628431 \n", "L 355.585047 143.684449 \n", "L 356.370658 143.924537 \n", "L 356.763463 143.758378 \n", "L 357.352672 143.119406 \n", "L 358.138283 141.823296 \n", "L 358.923894 140.612245 \n", "L 359.3167 140.387725 \n", "L 359.905908 140.475969 \n", "L 360.298714 140.522214 \n", "L 360.691519 140.300564 \n", "L 361.084325 139.690653 \n", "L 361.477131 138.666506 \n", "L 362.066339 136.383937 \n", "L 363.441159 130.143799 \n", "L 364.030367 128.565478 \n", "L 365.208784 125.990122 \n", "L 365.797992 123.663127 \n", "L 366.583604 119.101091 \n", "L 367.565618 113.397214 \n", "L 368.154826 111.131805 \n", "L 369.333243 107.334474 \n", "L 369.922451 104.019987 \n", "L 370.904465 96.290927 \n", "L 371.886479 89.113138 \n", "L 372.868493 84.028048 \n", "L 373.654104 79.456936 \n", "L 374.439716 73.016359 \n", "L 375.618132 62.486118 \n", "L 376.207341 58.705425 \n", "L 376.796549 56.121118 \n", "L 379.742591 46.088552 \n", "L 380.135397 45.644565 \n", "L 380.528202 45.640294 \n", "L 380.921008 45.969877 \n", "L 381.510216 46.841816 \n", "L 382.099425 47.722146 \n", "L 382.49223 47.952853 \n", "L 382.885036 47.742945 \n", "L 384.063453 46.469606 \n", "L 384.652661 46.483891 \n", "L 385.24187 46.690521 \n", "L 385.634675 47.078125 \n", "L 386.420287 48.524325 \n", "L 386.813092 49.078576 \n", "L 387.205898 49.320312 \n", "L 387.795106 49.569352 \n", "L 388.187912 49.994885 \n", "L 388.77712 50.986519 \n", "L 389.366329 52.373249 \n", "L 389.955537 54.591282 \n", "L 391.330357 60.588577 \n", "L 392.508773 64.718384 \n", "L 393.490787 69.144193 \n", "L 394.079996 72.734921 \n", "L 398.204455 102.758171 \n", "L 399.775677 115.72362 \n", "L 401.150497 123.456862 \n", "L 401.936108 128.401332 \n", "L 403.114525 138.387392 \n", "L 404.096539 146.431844 \n", "L 406.846178 165.199551 \n", "L 408.024595 173.415373 \n", "L 408.810206 177.103825 \n", "L 409.988623 182.260966 \n", "L 410.774234 187.37797 \n", "L 412.149054 196.711344 \n", "L 412.934665 200.537873 \n", "L 415.684304 210.916118 \n", "L 416.07711 211.934177 \n", "L 416.469915 212.372677 \n", "L 416.862721 212.275343 \n", "L 417.451929 211.657684 \n", "L 418.826749 209.888776 \n", "L 419.219554 209.867558 \n", "L 419.808763 209.90897 \n", "L 420.201568 209.638876 \n", "L 420.594374 209.015424 \n", "L 420.98718 208.034303 \n", "L 421.576388 205.898915 \n", "L 422.361999 202.575327 \n", "L 422.361999 202.575327 \n", "\" clip-path=\"url(#p384a6a8f7f)\" style=\"fill: none; stroke: #009afa\"/>\n", " </g>\n", " <g id=\"matplotlib.axis_1\">\n", " <g id=\"xtick_1\">\n", " <g id=\"line2d_2\">\n", " <defs>\n", " <path id=\"mc0ecc22850\" d=\"M 0 0 \n", "L 0 -2.5 \n", "\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </defs>\n", " <g>\n", " <use xlink:href=\"#mc0ecc22850\" x=\"29.556396\" y=\"258.225354\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_1\">\n", " <!-- $0.0$ -->\n", " <g transform=\"translate(23.156396 267.804104) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-30\" d=\"M 2034 4250 \n", "Q 1547 4250 1301 3770 \n", "Q 1056 3291 1056 2328 \n", "Q 1056 1369 1301 889 \n", "Q 1547 409 2034 409 \n", "Q 2525 409 2770 889 \n", "Q 3016 1369 3016 2328 \n", "Q 3016 3291 2770 3770 \n", "Q 2525 4250 2034 4250 \n", "z\n", "M 2034 4750 \n", "Q 2819 4750 3233 4129 \n", "Q 3647 3509 3647 2328 \n", "Q 3647 1150 3233 529 \n", "Q 2819 -91 2034 -91 \n", "Q 1250 -91 836 529 \n", "Q 422 1150 422 2328 \n", "Q 422 3509 836 4129 \n", "Q 1250 4750 2034 4750 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-2e\" d=\"M 684 794 \n", "L 1344 794 \n", "L 1344 0 \n", "L 684 0 \n", "L 684 794 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(0 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(95.410156 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"xtick_2\">\n", " <g id=\"line2d_3\">\n", " <g>\n", " <use xlink:href=\"#mc0ecc22850\" x=\"127.757797\" y=\"258.225354\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_2\">\n", " <!-- $0.5$ -->\n", " <g transform=\"translate(121.357797 267.804104) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-35\" d=\"M 691 4666 \n", "L 3169 4666 \n", "L 3169 4134 \n", "L 1269 4134 \n", "L 1269 2991 \n", "Q 1406 3038 1543 3061 \n", "Q 1681 3084 1819 3084 \n", "Q 2600 3084 3056 2656 \n", "Q 3513 2228 3513 1497 \n", "Q 3513 744 3044 326 \n", "Q 2575 -91 1722 -91 \n", "Q 1428 -91 1123 -41 \n", "Q 819 9 494 109 \n", "L 494 744 \n", "Q 775 591 1075 516 \n", "Q 1375 441 1709 441 \n", "Q 2250 441 2565 725 \n", "Q 2881 1009 2881 1497 \n", "Q 2881 1984 2565 2268 \n", "Q 2250 2553 1709 2553 \n", "Q 1456 2553 1204 2497 \n", "Q 953 2441 691 2322 \n", "L 691 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(0 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-35\" transform=\"translate(95.410156 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"xtick_3\">\n", " <g id=\"line2d_4\">\n", " <g>\n", " <use xlink:href=\"#mc0ecc22850\" x=\"225.959197\" y=\"258.225354\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_3\">\n", " <!-- $1.0$ -->\n", " <g transform=\"translate(219.559197 267.804104) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-31\" d=\"M 794 531 \n", "L 1825 531 \n", "L 1825 4091 \n", "L 703 3866 \n", "L 703 4441 \n", "L 1819 4666 \n", "L 2450 4666 \n", "L 2450 531 \n", "L 3481 531 \n", "L 3481 0 \n", "L 794 0 \n", "L 794 531 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-31\" transform=\"translate(0 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(95.410156 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"xtick_4\">\n", " <g id=\"line2d_5\">\n", " <g>\n", " <use xlink:href=\"#mc0ecc22850\" x=\"324.160598\" y=\"258.225354\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_4\">\n", " <!-- $1.5$ -->\n", " <g transform=\"translate(317.760598 267.804104) scale(0.08 -0.08)\">\n", " <use xlink:href=\"#DejaVuSans-31\" transform=\"translate(0 0.09375)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.09375)\"/>\n", " <use xlink:href=\"#DejaVuSans-35\" transform=\"translate(95.410156 0.09375)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"xtick_5\">\n", " <g id=\"line2d_6\">\n", " <g>\n", " <use xlink:href=\"#mc0ecc22850\" x=\"422.361999\" y=\"258.225354\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_5\">\n", " <!-- $2.0$ -->\n", " <g transform=\"translate(415.961999 267.804104) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-32\" d=\"M 1228 531 \n", "L 3431 531 \n", "L 3431 0 \n", "L 469 0 \n", "L 469 531 \n", "Q 828 903 1448 1529 \n", "Q 2069 2156 2228 2338 \n", "Q 2531 2678 2651 2914 \n", "Q 2772 3150 2772 3378 \n", "Q 2772 3750 2511 3984 \n", "Q 2250 4219 1831 4219 \n", "Q 1534 4219 1204 4116 \n", "Q 875 4013 500 3803 \n", "L 500 4441 \n", "Q 881 4594 1212 4672 \n", "Q 1544 4750 1819 4750 \n", "Q 2544 4750 2975 4387 \n", "Q 3406 4025 3406 3419 \n", "Q 3406 3131 3298 2873 \n", "Q 3191 2616 2906 2266 \n", "Q 2828 2175 2409 1742 \n", "Q 1991 1309 1228 531 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-32\" transform=\"translate(0 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(95.410156 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"text_6\">\n", " <!-- Time (s) -->\n", " <g transform=\"translate(203.597401 281.826136) scale(0.11 -0.11)\">\n", " <defs>\n", " <path id=\"DejaVuSans-54\" d=\"M -19 4666 \n", "L 3928 4666 \n", "L 3928 4134 \n", "L 2272 4134 \n", "L 2272 0 \n", "L 1638 0 \n", "L 1638 4134 \n", "L -19 4134 \n", "L -19 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-69\" d=\"M 603 3500 \n", "L 1178 3500 \n", "L 1178 0 \n", "L 603 0 \n", "L 603 3500 \n", "z\n", "M 603 4863 \n", "L 1178 4863 \n", "L 1178 4134 \n", "L 603 4134 \n", "L 603 4863 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-6d\" d=\"M 3328 2828 \n", "Q 3544 3216 3844 3400 \n", "Q 4144 3584 4550 3584 \n", "Q 5097 3584 5394 3201 \n", "Q 5691 2819 5691 2113 \n", "L 5691 0 \n", "L 5113 0 \n", "L 5113 2094 \n", "Q 5113 2597 4934 2840 \n", "Q 4756 3084 4391 3084 \n", "Q 3944 3084 3684 2787 \n", "Q 3425 2491 3425 1978 \n", "L 3425 0 \n", "L 2847 0 \n", "L 2847 2094 \n", "Q 2847 2600 2669 2842 \n", "Q 2491 3084 2119 3084 \n", "Q 1678 3084 1418 2786 \n", "Q 1159 2488 1159 1978 \n", "L 1159 0 \n", "L 581 0 \n", "L 581 3500 \n", "L 1159 3500 \n", "L 1159 2956 \n", "Q 1356 3278 1631 3431 \n", "Q 1906 3584 2284 3584 \n", "Q 2666 3584 2933 3390 \n", "Q 3200 3197 3328 2828 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-65\" d=\"M 3597 1894 \n", "L 3597 1613 \n", "L 953 1613 \n", "Q 991 1019 1311 708 \n", "Q 1631 397 2203 397 \n", "Q 2534 397 2845 478 \n", "Q 3156 559 3463 722 \n", "L 3463 178 \n", "Q 3153 47 2828 -22 \n", "Q 2503 -91 2169 -91 \n", "Q 1331 -91 842 396 \n", "Q 353 884 353 1716 \n", "Q 353 2575 817 3079 \n", "Q 1281 3584 2069 3584 \n", "Q 2775 3584 3186 3129 \n", "Q 3597 2675 3597 1894 \n", "z\n", "M 3022 2063 \n", "Q 3016 2534 2758 2815 \n", "Q 2500 3097 2075 3097 \n", "Q 1594 3097 1305 2825 \n", "Q 1016 2553 972 2059 \n", "L 3022 2063 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-20\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-28\" d=\"M 1984 4856 \n", "Q 1566 4138 1362 3434 \n", "Q 1159 2731 1159 2009 \n", "Q 1159 1288 1364 580 \n", "Q 1569 -128 1984 -844 \n", "L 1484 -844 \n", "Q 1016 -109 783 600 \n", "Q 550 1309 550 2009 \n", "Q 550 2706 781 3412 \n", "Q 1013 4119 1484 4856 \n", "L 1984 4856 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-73\" d=\"M 2834 3397 \n", "L 2834 2853 \n", "Q 2591 2978 2328 3040 \n", "Q 2066 3103 1784 3103 \n", "Q 1356 3103 1142 2972 \n", "Q 928 2841 928 2578 \n", "Q 928 2378 1081 2264 \n", "Q 1234 2150 1697 2047 \n", "L 1894 2003 \n", "Q 2506 1872 2764 1633 \n", "Q 3022 1394 3022 966 \n", "Q 3022 478 2636 193 \n", "Q 2250 -91 1575 -91 \n", "Q 1294 -91 989 -36 \n", "Q 684 19 347 128 \n", "L 347 722 \n", "Q 666 556 975 473 \n", "Q 1284 391 1588 391 \n", "Q 1994 391 2212 530 \n", "Q 2431 669 2431 922 \n", "Q 2431 1156 2273 1281 \n", "Q 2116 1406 1581 1522 \n", "L 1381 1569 \n", "Q 847 1681 609 1914 \n", "Q 372 2147 372 2553 \n", "Q 372 3047 722 3315 \n", "Q 1072 3584 1716 3584 \n", "Q 2034 3584 2315 3537 \n", "Q 2597 3491 2834 3397 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-29\" d=\"M 513 4856 \n", "L 1013 4856 \n", "Q 1481 4119 1714 3412 \n", "Q 1947 2706 1947 2009 \n", "Q 1947 1309 1714 600 \n", "Q 1481 -109 1013 -844 \n", "L 513 -844 \n", "Q 928 -128 1133 580 \n", "Q 1338 1288 1338 2009 \n", "Q 1338 2731 1133 3434 \n", "Q 928 4138 513 4856 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-54\"/>\n", " <use xlink:href=\"#DejaVuSans-69\" x=\"57.958984\"/>\n", " <use xlink:href=\"#DejaVuSans-6d\" x=\"85.742188\"/>\n", " <use xlink:href=\"#DejaVuSans-65\" x=\"183.154297\"/>\n", " <use xlink:href=\"#DejaVuSans-20\" x=\"244.677734\"/>\n", " <use xlink:href=\"#DejaVuSans-28\" x=\"276.464844\"/>\n", " <use xlink:href=\"#DejaVuSans-73\" x=\"315.478516\"/>\n", " <use xlink:href=\"#DejaVuSans-29\" x=\"367.578125\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"matplotlib.axis_2\">\n", " <g id=\"ytick_1\">\n", " <g id=\"line2d_7\">\n", " <defs>\n", " <path id=\"m57e6ad175a\" d=\"M 0 0 \n", "L 2.5 0 \n", "\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </defs>\n", " <g>\n", " <use xlink:href=\"#m57e6ad175a\" x=\"29.556396\" y=\"250.997315\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_7\">\n", " <!-- $0$ -->\n", " <g transform=\"translate(20.936396 254.03669) scale(0.08 -0.08)\">\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(0 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"ytick_2\">\n", " <g id=\"line2d_8\">\n", " <g>\n", " <use xlink:href=\"#m57e6ad175a\" x=\"29.556396\" y=\"188.742881\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_8\">\n", " <!-- $1$ -->\n", " <g transform=\"translate(20.936396 191.782256) scale(0.08 -0.08)\">\n", " <use xlink:href=\"#DejaVuSans-31\" transform=\"translate(0 0.09375)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"ytick_3\">\n", " <g id=\"line2d_9\">\n", " <g>\n", " <use xlink:href=\"#m57e6ad175a\" x=\"29.556396\" y=\"126.488446\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_9\">\n", " <!-- $2$ -->\n", " <g transform=\"translate(20.936396 129.527821) scale(0.08 -0.08)\">\n", " <use xlink:href=\"#DejaVuSans-32\" transform=\"translate(0 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"ytick_4\">\n", " <g id=\"line2d_10\">\n", " <g>\n", " <use xlink:href=\"#m57e6ad175a\" x=\"29.556396\" y=\"64.234012\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_10\">\n", " <!-- $3$ -->\n", " <g transform=\"translate(20.936396 67.273387) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-33\" d=\"M 2597 2516 \n", "Q 3050 2419 3304 2112 \n", "Q 3559 1806 3559 1356 \n", "Q 3559 666 3084 287 \n", "Q 2609 -91 1734 -91 \n", "Q 1441 -91 1130 -33 \n", "Q 819 25 488 141 \n", "L 488 750 \n", "Q 750 597 1062 519 \n", "Q 1375 441 1716 441 \n", "Q 2309 441 2620 675 \n", "Q 2931 909 2931 1356 \n", "Q 2931 1769 2642 2001 \n", "Q 2353 2234 1838 2234 \n", "L 1294 2234 \n", "L 1294 2753 \n", "L 1863 2753 \n", "Q 2328 2753 2575 2939 \n", "Q 2822 3125 2822 3475 \n", "Q 2822 3834 2567 4026 \n", "Q 2313 4219 1838 4219 \n", "Q 1578 4219 1281 4162 \n", "Q 984 4106 628 3988 \n", "L 628 4550 \n", "Q 988 4650 1302 4700 \n", "Q 1616 4750 1894 4750 \n", "Q 2613 4750 3031 4423 \n", "Q 3450 4097 3450 3541 \n", "Q 3450 3153 3228 2886 \n", "Q 3006 2619 2597 2516 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-33\" transform=\"translate(0 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"text_11\">\n", " <!-- $u_z$ ($m$) -->\n", " <g transform=\"translate(14.648739 147.635) rotate(-90) scale(0.11 -0.11)\">\n", " <defs>\n", " <path id=\"DejaVuSans-Oblique-75\" d=\"M 428 1388 \n", "L 838 3500 \n", "L 1416 3500 \n", "L 1006 1409 \n", "Q 975 1256 961 1147 \n", "Q 947 1038 947 966 \n", "Q 947 700 1109 554 \n", "Q 1272 409 1569 409 \n", "Q 2031 409 2368 721 \n", "Q 2706 1034 2809 1563 \n", "L 3194 3500 \n", "L 3769 3500 \n", "L 3091 0 \n", "L 2516 0 \n", "L 2631 550 \n", "Q 2388 244 2052 76 \n", "Q 1716 -91 1338 -91 \n", "Q 878 -91 622 161 \n", "Q 366 413 366 863 \n", "Q 366 956 381 1097 \n", "Q 397 1238 428 1388 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-Oblique-7a\" d=\"M 744 3500 \n", "L 3475 3500 \n", "L 3372 2975 \n", "L 738 459 \n", "L 2913 459 \n", "L 2822 0 \n", "L -19 0 \n", "L 84 525 \n", "L 2719 3041 \n", "L 653 3041 \n", "L 744 3500 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-Oblique-6d\" d=\"M 5747 2113 \n", "L 5338 0 \n", "L 4763 0 \n", "L 5166 2094 \n", "Q 5191 2228 5203 2325 \n", "Q 5216 2422 5216 2491 \n", "Q 5216 2772 5059 2928 \n", "Q 4903 3084 4622 3084 \n", "Q 4203 3084 3875 2770 \n", "Q 3547 2456 3450 1953 \n", "L 3066 0 \n", "L 2491 0 \n", "L 2900 2094 \n", "Q 2925 2209 2937 2307 \n", "Q 2950 2406 2950 2484 \n", "Q 2950 2769 2794 2926 \n", "Q 2638 3084 2363 3084 \n", "Q 1938 3084 1609 2770 \n", "Q 1281 2456 1184 1953 \n", "L 800 0 \n", "L 225 0 \n", "L 909 3500 \n", "L 1484 3500 \n", "L 1375 2956 \n", "Q 1609 3263 1923 3423 \n", "Q 2238 3584 2597 3584 \n", "Q 2978 3584 3223 3384 \n", "Q 3469 3184 3519 2828 \n", "Q 3781 3197 4126 3390 \n", "Q 4472 3584 4856 3584 \n", "Q 5306 3584 5551 3325 \n", "Q 5797 3066 5797 2591 \n", "Q 5797 2488 5784 2364 \n", "Q 5772 2241 5747 2113 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-Oblique-75\" transform=\"translate(0 0.125)\"/>\n", " <use xlink:href=\"#DejaVuSans-Oblique-7a\" transform=\"translate(63.378906 -16.28125) scale(0.7)\"/>\n", " <use xlink:href=\"#DejaVuSans-20\" transform=\"translate(102.856445 0.125)\"/>\n", " <use xlink:href=\"#DejaVuSans-28\" transform=\"translate(134.643555 0.125)\"/>\n", " <use xlink:href=\"#DejaVuSans-Oblique-6d\" transform=\"translate(173.657227 0.125)\"/>\n", " <use xlink:href=\"#DejaVuSans-29\" transform=\"translate(271.069336 0.125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"line2d_11\">\n", " <path d=\"M 29.556396 250.997315 \n", "L 31.188102 250.89404 \n", "L 32.526204 250.56233 \n", "L 33.810683 249.99445 \n", "L 34.956595 249.222732 \n", "L 36.169982 248.09845 \n", "L 37.616292 246.415935 \n", "L 38.889609 244.595445 \n", "L 40.168818 242.367963 \n", "L 41.673769 239.301742 \n", "L 43.286625 235.533046 \n", "L 45.497493 229.702632 \n", "L 47.998971 222.543158 \n", "L 50.964742 213.283056 \n", "L 56.665956 195.090809 \n", "L 58.587688 189.83801 \n", "L 60.392578 185.523481 \n", "L 61.910595 182.43837 \n", "L 63.245088 180.252679 \n", "L 64.527757 178.573822 \n", "L 65.796784 177.286025 \n", "L 67.000715 176.400709 \n", "L 68.428136 175.653908 \n", "L 69.686138 175.23079 \n", "L 70.723913 175.100691 \n", "L 71.906725 175.212065 \n", "L 73.005249 175.535684 \n", "L 73.983342 176.027851 \n", "L 74.961434 176.738374 \n", "L 76.152683 177.855496 \n", "L 77.587749 179.499995 \n", "L 78.822882 181.220715 \n", "L 80.306527 183.670846 \n", "L 82.196598 187.235347 \n", "L 88.138912 199.081962 \n", "L 89.774933 201.707772 \n", "L 91.555395 204.189581 \n", "L 93.083074 205.946782 \n", "L 94.3231 206.981606 \n", "L 95.255907 207.518719 \n", "L 96.190108 207.829182 \n", "L 97.077484 207.880554 \n", "L 98.012191 207.66171 \n", "L 98.981982 207.15376 \n", "L 99.971373 206.360872 \n", "L 100.962433 205.251898 \n", "L 101.954154 203.774241 \n", "L 102.966063 201.889623 \n", "L 104.304179 198.859322 \n", "L 105.642295 195.222487 \n", "L 107.515658 189.339083 \n", "L 110.890653 177.842795 \n", "L 115.121991 163.604721 \n", "L 117.271688 157.047854 \n", "L 119.222655 151.780736 \n", "L 120.891346 147.894154 \n", "L 122.694265 144.296221 \n", "L 124.101927 141.965897 \n", "L 125.052532 140.744591 \n", "L 126.016226 139.84803 \n", "L 126.979919 139.321385 \n", "L 127.622382 139.196311 \n", "L 128.264844 139.273833 \n", "L 128.907307 139.555531 \n", "L 129.549769 140.037592 \n", "L 130.544256 141.127523 \n", "L 131.666348 142.798865 \n", "L 132.788441 144.910491 \n", "L 134.134952 147.949706 \n", "L 136.020893 152.828093 \n", "L 138.856 160.93057 \n", "L 141.382627 167.782957 \n", "L 143.490525 172.863787 \n", "L 146.01393 178.277019 \n", "L 147.769569 181.64358 \n", "L 149.364569 184.278289 \n", "L 150.859714 186.373545 \n", "L 152.077775 187.761609 \n", "L 153.441149 189.01199 \n", "L 154.572663 189.801562 \n", "L 155.600909 190.221862 \n", "L 156.299683 190.281174 \n", "L 156.954049 190.147822 \n", "L 157.610779 189.805527 \n", "L 158.267509 189.243051 \n", "L 158.92529 188.428177 \n", "L 159.58412 187.344102 \n", "L 160.512494 185.34901 \n", "L 161.580015 182.446184 \n", "L 162.904049 178.10601 \n", "L 164.419068 172.328584 \n", "L 166.435138 163.659435 \n", "L 168.904462 152.023398 \n", "L 172.06961 137.207011 \n", "L 174.144267 128.624613 \n", "L 178.585052 111.74766 \n", "L 180.86257 103.560758 \n", "L 182.24344 99.391235 \n", "L 183.245359 97.011941 \n", "L 184.20342 95.308047 \n", "L 185.062306 94.223055 \n", "L 185.839547 93.565166 \n", "L 186.688498 93.167761 \n", "L 187.32505 93.077075 \n", "L 187.961601 93.151549 \n", "L 188.916429 93.542432 \n", "L 189.871256 94.254559 \n", "L 190.826083 95.300159 \n", "L 191.780911 96.744902 \n", "L 192.735738 98.659202 \n", "L 193.89988 101.615324 \n", "L 195.541534 106.626444 \n", "L 198.111347 115.341216 \n", "L 199.756978 121.606381 \n", "L 201.003557 127.261249 \n", "L 202.284356 134.143113 \n", "L 204.316909 146.517438 \n", "L 207.180417 163.792448 \n", "L 209.022559 173.515821 \n", "L 210.92141 182.454419 \n", "L 212.600924 189.342564 \n", "L 214.369633 195.60667 \n", "L 215.626933 199.31758 \n", "L 216.481174 201.267558 \n", "L 217.408655 202.781243 \n", "L 218.135026 203.595014 \n", "L 219.179198 204.403595 \n", "L 221.84527 206.163582 \n", "L 224.517627 208.388389 \n", "L 225.187404 208.377782 \n", "L 225.85718 207.889948 \n", "L 226.526957 206.889276 \n", "L 227.196733 205.373832 \n", "L 227.86651 203.329657 \n", "L 228.536287 200.72131 \n", "L 229.566899 195.578997 \n", "L 230.801711 188.002539 \n", "L 233.150036 171.927887 \n", "L 235.481486 154.348053 \n", "L 237.610546 136.768367 \n", "L 241.111686 107.003282 \n", "L 243.098432 92.48233 \n", "L 245.289029 78.302528 \n", "L 247.746161 63.436017 \n", "L 248.851286 58.199825 \n", "L 249.89601 54.285353 \n", "L 251.317967 49.880535 \n", "L 255.128654 38.64273 \n", "L 256.532018 34.303369 \n", "L 257.245476 32.724354 \n", "L 257.814185 31.945036 \n", "L 258.285969 31.643451 \n", "L 258.759603 31.638574 \n", "L 259.23837 31.902754 \n", "L 259.83683 32.565811 \n", "L 260.554982 33.802189 \n", "L 261.332106 35.629587 \n", "L 262.325419 38.619911 \n", "L 263.769287 43.804493 \n", "L 265.408405 50.462376 \n", "L 266.721583 56.825416 \n", "L 268.85455 68.586732 \n", "L 271.711697 84.254682 \n", "L 272.990823 89.794541 \n", "L 277.43989 107.856296 \n", "L 279.750246 117.673311 \n", "L 280.656983 120.59652 \n", "L 281.583004 122.829668 \n", "L 282.511672 124.494167 \n", "L 285.008436 128.598374 \n", "L 285.789504 130.520396 \n", "L 286.766464 133.628251 \n", "L 289.546741 143.18481 \n", "L 290.139066 144.345775 \n", "L 290.562469 144.824003 \n", "L 290.96839 144.978778 \n", "L 291.321066 144.851194 \n", "L 291.674674 144.457519 \n", "L 292.167614 143.438978 \n", "L 292.673825 141.8147 \n", "L 293.321363 138.931317 \n", "L 294.227917 133.703508 \n", "L 297.188826 115.643433 \n", "L 298.503495 109.257748 \n", "L 301.008217 97.73006 \n", "L 302.002869 91.413385 \n", "L 305.277919 69.110068 \n", "L 306.33961 63.825415 \n", "L 307.299693 60.112733 \n", "L 309.121194 54.070293 \n", "L 309.73636 50.740832 \n", "L 310.513112 45.161243 \n", "L 313.365677 23.304272 \n", "L 314.610055 15.64678 \n", "L 315.347955 12.287385 \n", "L 315.854648 10.813758 \n", "L 316.209124 10.265656 \n", "L 316.504676 10.125033 \n", "L 316.809659 10.265241 \n", "L 317.229037 10.845305 \n", "L 317.877258 12.261529 \n", "L 318.964152 14.635817 \n", "L 319.526559 15.397052 \n", "L 320.114375 15.805999 \n", "L 320.710307 15.92476 \n", "L 321.577523 15.821597 \n", "L 322.450786 15.513052 \n", "L 323.016556 15.040726 \n", "L 323.616745 14.184357 \n", "L 324.810782 12.351151 \n", "L 325.184594 12.178369 \n", "L 325.484688 12.284786 \n", "L 325.785605 12.639178 \n", "L 326.1892 13.525212 \n", "L 326.710884 15.363022 \n", "L 327.369945 18.630914 \n", "L 328.407566 25.134747 \n", "L 331.189204 44.500075 \n", "L 332.336266 51.612788 \n", "L 336.755287 76.588492 \n", "L 337.938775 84.987995 \n", "L 340.296276 102.696621 \n", "L 341.48201 109.140511 \n", "L 343.498907 118.832875 \n", "L 344.600631 122.976901 \n", "L 345.691693 126.950097 \n", "L 346.467061 130.87025 \n", "L 348.348599 140.899541 \n", "L 349.15184 143.668529 \n", "L 350.639629 147.846163 \n", "L 351.299753 149.225398 \n", "L 351.748326 149.673664 \n", "L 352.087352 149.647422 \n", "L 352.337034 149.412563 \n", "L 352.734922 148.68551 \n", "L 353.400477 146.814962 \n", "L 354.171401 144.722295 \n", "L 354.612038 144.071832 \n", "L 354.951744 143.898105 \n", "L 355.315847 143.943601 \n", "L 356.105812 144.15562 \n", "L 356.502411 143.965801 \n", "L 356.90537 143.482851 \n", "L 357.72179 142.007757 \n", "L 358.361792 140.994797 \n", "L 358.814463 140.636009 \n", "L 359.196577 140.633792 \n", "L 360.255795 141.05975 \n", "L 360.528603 140.887646 \n", "L 360.938585 140.235475 \n", "L 361.348567 139.088484 \n", "L 361.895209 136.797175 \n", "L 363.107152 131.226687 \n", "L 363.622111 129.888665 \n", "L 365.076547 126.861606 \n", "L 365.59365 124.506309 \n", "L 366.475875 119.084829 \n", "L 367.301951 114.522916 \n", "L 367.88775 112.485514 \n", "L 369.007465 109.197473 \n", "L 369.46532 106.838217 \n", "L 370.160171 101.777764 \n", "L 371.434063 91.885128 \n", "L 372.142703 88.196199 \n", "L 373.001625 83.932469 \n", "L 373.618614 79.591227 \n", "L 374.673978 69.774911 \n", "L 375.502869 62.968376 \n", "L 376.130281 59.375358 \n", "L 376.925619 56.161907 \n", "L 377.880259 52.194555 \n", "L 378.967459 47.484012 \n", "L 379.468359 46.253311 \n", "L 379.802292 45.886733 \n", "L 380.052741 45.839379 \n", "L 380.386674 46.039018 \n", "L 380.887573 46.699779 \n", "L 381.576749 47.603003 \n", "L 381.922967 47.74601 \n", "L 382.208898 47.645434 \n", "L 382.68545 47.150932 \n", "L 383.447934 46.327946 \n", "L 384.019797 46.03678 \n", "L 384.410478 46.025963 \n", "L 384.707715 46.189243 \n", "L 385.104031 46.695872 \n", "L 386.008981 48.06779 \n", "L 386.460058 48.282938 \n", "L 387.085933 48.463609 \n", "L 387.618857 48.863867 \n", "L 388.157628 49.496218 \n", "L 388.561706 50.289008 \n", "L 388.965784 51.545766 \n", "L 391.433492 60.702368 \n", "L 392.401484 63.786741 \n", "L 392.971122 66.472431 \n", "L 393.859478 72.063269 \n", "L 395.676879 83.918976 \n", "L 396.741443 90.907691 \n", "L 397.579008 97.974266 \n", "L 399.074812 110.947634 \n", "L 399.803145 115.504382 \n", "L 401.177939 123.05671 \n", "L 402.025478 129.639279 \n", "L 403.576072 142.371713 \n", "L 404.500648 147.923954 \n", "L 405.220863 152.622168 \n", "L 406.159526 160.298761 \n", "L 407.208823 168.742892 \n", "L 407.86581 172.678562 \n", "L 409.970619 182.962092 \n", "L 411.544216 193.408594 \n", "L 412.476458 197.891813 \n", "L 413.76935 203.718344 \n", "L 414.956066 209.338988 \n", "L 415.503884 211.073183 \n", "L 415.835022 211.591724 \n", "L 416.167097 211.760688 \n", "L 416.509773 211.682987 \n", "L 416.998181 211.252703 \n", "L 417.858725 210.382871 \n", "L 418.104595 210.365932 \n", "L 418.481212 210.595313 \n", "L 419.207916 211.101371 \n", "L 419.482017 211.029378 \n", "L 419.759775 210.723101 \n", "L 420.228351 209.83379 \n", "L 420.732623 208.371806 \n", "L 421.422176 205.399701 \n", "L 422.037831 203.036261 \n", "L 422.361999 202.239318 \n", "L 422.361999 202.239318 \n", "\" clip-path=\"url(#p384a6a8f7f)\" style=\"fill: none; stroke: #e36f47\"/>\n", " </g>\n", " <g id=\"patch_3\">\n", " <path d=\"M 29.556396 258.225354 \n", "L 29.556396 2.834646 \n", "\" style=\"fill: none; stroke: #000000; stroke-linejoin: miter; stroke-linecap: square\"/>\n", " </g>\n", " <g id=\"patch_4\">\n", " <path d=\"M 29.556396 258.225354 \n", "L 422.361999 258.225354 \n", "\" style=\"fill: none; stroke: #000000; stroke-linejoin: miter; stroke-linecap: square\"/>\n", " </g>\n", " <g id=\"line2d_12\">\n", " <path d=\"M 29.556396 250.997315 \n", "L 31.230623 250.887111 \n", "L 32.540345 250.557416 \n", "L 33.822132 249.988019 \n", "L 34.965501 249.215653 \n", "L 36.165898 248.102934 \n", "L 37.608631 246.425914 \n", "L 38.903092 244.574129 \n", "L 40.218478 242.274029 \n", "L 41.75657 239.120355 \n", "L 43.394787 235.262607 \n", "L 45.643562 229.301353 \n", "L 48.091619 222.263599 \n", "L 51.041907 213.033671 \n", "L 56.718123 194.942933 \n", "L 58.617682 189.759121 \n", "L 60.511187 185.267596 \n", "L 61.949133 182.370184 \n", "L 63.256998 180.233325 \n", "L 64.511803 178.594017 \n", "L 65.693303 177.377538 \n", "L 66.828349 176.505604 \n", "L 68.168096 175.771582 \n", "L 69.533912 175.274383 \n", "L 70.63562 175.105551 \n", "L 71.698318 175.17344 \n", "L 72.758102 175.452339 \n", "L 73.957619 176.020354 \n", "L 74.917123 176.695861 \n", "L 76.135566 177.832815 \n", "L 77.470104 179.364216 \n", "L 78.934962 181.39174 \n", "L 80.388934 183.805999 \n", "L 82.515219 187.873753 \n", "L 87.847637 198.553934 \n", "L 89.833882 201.800616 \n", "L 91.426939 203.997793 \n", "L 92.969966 205.779612 \n", "L 94.104831 206.80054 \n", "L 95.133831 207.441445 \n", "L 96.027947 207.759851 \n", "L 96.911434 207.854557 \n", "L 97.834554 207.70773 \n", "L 98.568176 207.399101 \n", "L 99.413188 206.827168 \n", "L 100.513875 205.742721 \n", "L 101.589305 204.31024 \n", "L 102.66126 202.479617 \n", "L 103.837346 199.977091 \n", "L 105.044593 196.908904 \n", "L 106.681066 192.086033 \n", "L 108.971197 184.469136 \n", "L 115.241896 163.255329 \n", "L 117.652635 155.957882 \n", "L 119.50012 151.085306 \n", "L 121.268795 147.073416 \n", "L 122.68211 144.324261 \n", "L 123.918806 142.298296 \n", "L 124.922756 140.958762 \n", "L 125.911212 139.962834 \n", "L 126.827734 139.383911 \n", "L 127.460799 139.20354 \n", "L 128.276485 139.251681 \n", "L 128.861557 139.482236 \n", "L 129.467045 139.889588 \n", "L 130.375145 140.809579 \n", "L 131.473548 142.385757 \n", "L 132.779301 144.83447 \n", "L 134.147841 147.92647 \n", "L 136.070296 152.926074 \n", "L 142.763103 171.205053 \n", "L 144.783178 175.697117 \n", "L 147.040841 180.182168 \n", "L 148.940104 183.484623 \n", "L 150.511036 185.801418 \n", "L 151.966873 187.551252 \n", "L 153.188508 188.719227 \n", "L 154.288935 189.525897 \n", "L 155.328634 190.022675 \n", "L 156.11156 190.175122 \n", "L 156.925665 190.080044 \n", "L 157.471967 189.84638 \n", "L 158.309185 189.184972 \n", "L 159.089494 188.202797 \n", "L 159.88969 186.802653 \n", "L 160.885227 184.501197 \n", "L 161.907177 181.542004 \n", "L 163.331423 176.592577 \n", "L 165.117094 169.412329 \n", "L 167.447729 159.002132 \n", "L 173.565872 130.897951 \n", "L 175.839836 122.142642 \n", "L 181.169613 102.657527 \n", "L 182.51119 98.683863 \n", "L 183.489313 96.414811 \n", "L 184.367534 94.892572 \n", "L 185.142757 93.947148 \n", "L 185.965598 93.313832 \n", "L 186.594598 93.055269 \n", "L 187.417574 92.973472 \n", "L 188.177461 93.127571 \n", "L 189.072247 93.567593 \n", "L 189.913759 94.228875 \n", "L 190.882616 95.303684 \n", "L 191.817253 96.709149 \n", "L 192.857797 98.785128 \n", "L 193.953341 101.595415 \n", "L 195.339511 105.882879 \n", "L 197.909731 114.727961 \n", "L 199.719241 121.574092 \n", "L 201.027225 127.36249 \n", "L 202.228491 133.644103 \n", "L 203.972121 144.134984 \n", "L 207.323458 164.488386 \n", "L 209.073898 173.692252 \n", "L 211.019653 182.749818 \n", "L 212.643444 189.447384 \n", "L 214.175979 194.907034 \n", "L 215.52742 198.986229 \n", "L 216.495018 201.278183 \n", "L 217.360868 202.751406 \n", "L 218.105284 203.609018 \n", "L 219.00009 204.301107 \n", "L 222.31718 206.530031 \n", "L 224.330745 208.172947 \n", "L 224.963279 208.324334 \n", "L 225.409367 208.203868 \n", "L 225.930917 207.776245 \n", "L 226.479716 206.9656 \n", "L 227.10149 205.596924 \n", "L 227.905796 203.141034 \n", "L 228.749887 199.750244 \n", "L 229.788302 194.453864 \n", "L 230.942969 187.372575 \n", "L 233.348937 170.915383 \n", "L 235.257094 156.502872 \n", "L 237.661501 136.627821 \n", "L 241.32762 105.616773 \n", "L 243.475772 90.065266 \n", "L 245.748238 75.315409 \n", "L 247.790462 63.277211 \n", "L 248.845201 58.250269 \n", "L 249.891889 54.354989 \n", "L 251.225906 50.369629 \n", "L 254.167833 41.783347 \n", "L 256.886522 33.498644 \n", "L 257.549455 32.229604 \n", "L 258.111257 31.636654 \n", "L 258.525587 31.497072 \n", "L 258.926006 31.589277 \n", "L 259.337111 31.890456 \n", "L 259.882751 32.559285 \n", "L 260.669267 33.944825 \n", "L 261.594921 36.099637 \n", "L 262.606892 39.085439 \n", "L 263.844492 43.534067 \n", "L 265.529877 50.498997 \n", "L 266.858798 56.891039 \n", "L 268.458524 65.916225 \n", "L 271.166722 81.327496 \n", "L 272.57519 88.095929 \n", "L 273.992959 93.710918 \n", "L 276.246666 102.437013 \n", "L 280.525753 120.149236 \n", "L 281.326982 122.376013 \n", "L 282.160503 124.072807 \n", "L 283.092094 125.422825 \n", "L 284.381064 127.218931 \n", "L 285.092482 128.583863 \n", "L 285.98017 130.832899 \n", "L 286.977773 134.002453 \n", "L 289.737603 143.206708 \n", "L 290.348148 144.334382 \n", "L 290.789568 144.71387 \n", "L 291.046093 144.746056 \n", "L 291.428982 144.523617 \n", "L 291.843669 143.913441 \n", "L 292.390631 142.535341 \n", "L 293.026592 140.162961 \n", "L 293.793248 136.340563 \n", "L 294.961269 129.128021 \n", "L 297.024357 116.232005 \n", "L 298.301532 109.821805 \n", "L 301.03129 97.01686 \n", "L 302.083543 90.428578 \n", "L 305.680728 66.405685 \n", "L 306.703446 61.871069 \n", "L 307.777991 58.202139 \n", "L 308.960924 54.298656 \n", "L 309.637056 51.178502 \n", "L 310.384404 46.4931 \n", "L 311.597223 37.048552 \n", "L 313.227978 24.699027 \n", "L 314.391157 17.376345 \n", "L 315.281793 13.096919 \n", "L 315.853956 11.283983 \n", "L 316.280166 10.523025 \n", "L 316.602912 10.300501 \n", "L 316.917429 10.368112 \n", "L 317.252981 10.717749 \n", "L 317.798305 11.745511 \n", "L 319.481714 15.385737 \n", "L 320.009354 15.967918 \n", "L 320.516289 16.226713 \n", "L 321.099292 16.250571 \n", "L 321.774705 16.043558 \n", "L 322.666252 15.528699 \n", "L 323.333932 14.899386 \n", "L 324.181807 13.72486 \n", "L 324.928666 12.818579 \n", "L 325.278132 12.676825 \n", "L 325.581443 12.783244 \n", "L 325.884217 13.139954 \n", "L 326.283132 14.026191 \n", "L 326.777204 15.78284 \n", "L 327.392476 18.854998 \n", "L 328.373162 25.084982 \n", "L 332.38775 51.956317 \n", "L 334.032264 60.359922 \n", "L 335.262857 67.329923 \n", "L 337.305578 80.57006 \n", "L 338.575311 90.144804 \n", "L 340.175922 102.316579 \n", "L 341.221053 108.306124 \n", "L 343.507794 119.527341 \n", "L 344.488861 123.437144 \n", "L 346.204167 129.807333 \n", "L 347.061388 134.314941 \n", "L 348.307887 140.851053 \n", "L 349.032286 143.531484 \n", "L 349.936226 145.946333 \n", "L 351.139898 148.565843 \n", "L 351.6285 149.238671 \n", "L 351.990415 149.453977 \n", "L 352.309404 149.391463 \n", "L 352.674934 149.005726 \n", "L 353.12214 148.121005 \n", "L 354.931792 143.928388 \n", "L 355.34218 143.718264 \n", "L 355.899489 143.786052 \n", "L 356.405896 143.789459 \n", "L 356.831809 143.555546 \n", "L 357.337285 142.987912 \n", "L 358.059328 141.794656 \n", "L 358.912564 140.467799 \n", "L 359.385701 140.143823 \n", "L 359.98118 140.072518 \n", "L 360.465934 139.908657 \n", "L 360.793898 139.560974 \n", "L 361.182073 138.811387 \n", "L 361.658744 137.359926 \n", "L 362.295162 134.634643 \n", "L 363.425359 129.707134 \n", "L 364.057885 128.040969 \n", "L 365.20318 125.451723 \n", "L 365.703952 123.515589 \n", "L 366.357837 119.9523 \n", "L 367.674508 112.55892 \n", "L 368.313636 110.310758 \n", "L 369.180412 107.488447 \n", "L 369.68568 104.989768 \n", "L 370.358824 100.297546 \n", "L 371.903773 88.892434 \n", "L 372.822702 84.294643 \n", "L 373.551257 80.233732 \n", "L 374.196239 75.290232 \n", "L 376.030214 60.157957 \n", "L 376.670635 57.035665 \n", "L 378.233458 51.215205 \n", "L 379.352282 47.19236 \n", "L 379.800707 46.310881 \n", "L 380.140145 46.040073 \n", "L 380.42302 46.055956 \n", "L 380.792483 46.353062 \n", "L 381.329701 47.160033 \n", "L 382.08722 48.278897 \n", "L 382.414192 48.446176 \n", "L 382.751483 48.348422 \n", "L 383.312385 47.824779 \n", "L 383.974492 47.309294 \n", "L 384.570909 47.147588 \n", "L 384.98027 47.226709 \n", "L 385.366931 47.550035 \n", "L 385.970236 48.469199 \n", "L 386.57891 49.270999 \n", "L 387.156608 49.648112 \n", "L 387.898578 50.168433 \n", "L 388.564045 50.920202 \n", "L 388.992213 51.714055 \n", "L 389.470938 53.138232 \n", "L 390.237661 56.348085 \n", "L 391.284063 60.441263 \n", "L 393.099128 67.066052 \n", "L 393.783732 70.844824 \n", "L 394.859674 78.37266 \n", "L 398.371989 104.520762 \n", "L 399.50648 113.996443 \n", "L 400.366146 119.383321 \n", "L 401.694838 127.204318 \n", "L 402.609155 134.544325 \n", "L 404.065384 146.362565 \n", "L 405.294689 153.934641 \n", "L 406.289896 161.051626 \n", "L 407.883923 172.704572 \n", "L 408.639106 176.413062 \n", "L 409.784567 181.58109 \n", "L 410.598145 186.676521 \n", "L 412.278722 197.902899 \n", "L 413.199353 202.160984 \n", "L 415.72375 211.901774 \n", "L 416.186021 212.75199 \n", "L 416.508274 212.971885 \n", "L 416.803157 212.89228 \n", "L 417.183707 212.500052 \n", "L 418.46036 210.995219 \n", "L 418.904788 210.826409 \n", "L 419.472142 210.917969 \n", "L 419.824449 210.875604 \n", "L 420.108263 210.61941 \n", "L 420.459448 209.955522 \n", "L 421.021511 208.285506 \n", "L 421.834953 205.156936 \n", "L 422.361999 203.004435 \n", "L 422.361999 203.004435 \n", "\" clip-path=\"url(#p384a6a8f7f)\" style=\"fill: none; stroke: #3ea44e\"/>\n", " </g>\n", " <g id=\"legend_1\">\n", " <g id=\"patch_5\">\n", " <path d=\"M 332.945749 50.862146 \n", "L 418.361999 50.862146 \n", "L 418.361999 6.834646 \n", "L 332.945749 6.834646 \n", "z\n", "\" style=\"fill: #ffffff; stroke: #000000; stroke-linejoin: miter\"/>\n", " </g>\n", " <g id=\"line2d_13\">\n", " <path d=\"M 339.345749 16.513396 \n", "L 347.345749 16.513396 \n", "L 355.345749 16.513396 \n", "\" style=\"fill: none; stroke: #009afa; stroke-linejoin: miter\"/>\n", " </g>\n", " <g id=\"text_12\">\n", " <!-- GXBeam -->\n", " <g transform=\"translate(361.745749 19.313396) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-47\" d=\"M 3809 666 \n", "L 3809 1919 \n", "L 2778 1919 \n", "L 2778 2438 \n", "L 4434 2438 \n", "L 4434 434 \n", "Q 4069 175 3628 42 \n", "Q 3188 -91 2688 -91 \n", "Q 1594 -91 976 548 \n", "Q 359 1188 359 2328 \n", "Q 359 3472 976 4111 \n", "Q 1594 4750 2688 4750 \n", "Q 3144 4750 3555 4637 \n", "Q 3966 4525 4313 4306 \n", "L 4313 3634 \n", "Q 3963 3931 3569 4081 \n", "Q 3175 4231 2741 4231 \n", "Q 1884 4231 1454 3753 \n", "Q 1025 3275 1025 2328 \n", "Q 1025 1384 1454 906 \n", "Q 1884 428 2741 428 \n", "Q 3075 428 3337 486 \n", "Q 3600 544 3809 666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-58\" d=\"M 403 4666 \n", "L 1081 4666 \n", "L 2241 2931 \n", "L 3406 4666 \n", "L 4084 4666 \n", "L 2584 2425 \n", "L 4184 0 \n", "L 3506 0 \n", "L 2194 1984 \n", "L 872 0 \n", "L 191 0 \n", "L 1856 2491 \n", "L 403 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-42\" d=\"M 1259 2228 \n", "L 1259 519 \n", "L 2272 519 \n", "Q 2781 519 3026 730 \n", "Q 3272 941 3272 1375 \n", "Q 3272 1813 3026 2020 \n", "Q 2781 2228 2272 2228 \n", "L 1259 2228 \n", "z\n", "M 1259 4147 \n", "L 1259 2741 \n", "L 2194 2741 \n", "Q 2656 2741 2882 2914 \n", "Q 3109 3088 3109 3444 \n", "Q 3109 3797 2882 3972 \n", "Q 2656 4147 2194 4147 \n", "L 1259 4147 \n", "z\n", "M 628 4666 \n", "L 2241 4666 \n", "Q 2963 4666 3353 4366 \n", "Q 3744 4066 3744 3513 \n", "Q 3744 3084 3544 2831 \n", "Q 3344 2578 2956 2516 \n", "Q 3422 2416 3680 2098 \n", "Q 3938 1781 3938 1306 \n", "Q 3938 681 3513 340 \n", "Q 3088 0 2303 0 \n", "L 628 0 \n", "L 628 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-61\" d=\"M 2194 1759 \n", "Q 1497 1759 1228 1600 \n", "Q 959 1441 959 1056 \n", "Q 959 750 1161 570 \n", "Q 1363 391 1709 391 \n", "Q 2188 391 2477 730 \n", "Q 2766 1069 2766 1631 \n", "L 2766 1759 \n", "L 2194 1759 \n", "z\n", "M 3341 1997 \n", "L 3341 0 \n", "L 2766 0 \n", "L 2766 531 \n", "Q 2569 213 2275 61 \n", "Q 1981 -91 1556 -91 \n", "Q 1019 -91 701 211 \n", "Q 384 513 384 1019 \n", "Q 384 1609 779 1909 \n", "Q 1175 2209 1959 2209 \n", "L 2766 2209 \n", "L 2766 2266 \n", "Q 2766 2663 2505 2880 \n", "Q 2244 3097 1772 3097 \n", "Q 1472 3097 1187 3025 \n", "Q 903 2953 641 2809 \n", "L 641 3341 \n", "Q 956 3463 1253 3523 \n", "Q 1550 3584 1831 3584 \n", "Q 2591 3584 2966 3190 \n", "Q 3341 2797 3341 1997 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-47\"/>\n", " <use xlink:href=\"#DejaVuSans-58\" x=\"77.490234\"/>\n", " <use xlink:href=\"#DejaVuSans-42\" x=\"145.996094\"/>\n", " <use xlink:href=\"#DejaVuSans-65\" x=\"214.599609\"/>\n", " <use xlink:href=\"#DejaVuSans-61\" x=\"276.123047\"/>\n", " <use xlink:href=\"#DejaVuSans-6d\" x=\"337.402344\"/>\n", " </g>\n", " </g>\n", " <g id=\"line2d_14\">\n", " <path d=\"M 339.345749 28.255896 \n", "L 347.345749 28.255896 \n", "L 355.345749 28.255896 \n", "\" style=\"fill: none; stroke: #e36f47; stroke-linejoin: miter\"/>\n", " </g>\n", " <g id=\"text_13\">\n", " <!-- ODEProblem -->\n", " <g transform=\"translate(361.745749 31.055896) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-4f\" d=\"M 2522 4238 \n", "Q 1834 4238 1429 3725 \n", "Q 1025 3213 1025 2328 \n", "Q 1025 1447 1429 934 \n", "Q 1834 422 2522 422 \n", "Q 3209 422 3611 934 \n", "Q 4013 1447 4013 2328 \n", "Q 4013 3213 3611 3725 \n", "Q 3209 4238 2522 4238 \n", "z\n", "M 2522 4750 \n", "Q 3503 4750 4090 4092 \n", "Q 4678 3434 4678 2328 \n", "Q 4678 1225 4090 567 \n", "Q 3503 -91 2522 -91 \n", "Q 1538 -91 948 565 \n", "Q 359 1222 359 2328 \n", "Q 359 3434 948 4092 \n", "Q 1538 4750 2522 4750 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-44\" d=\"M 1259 4147 \n", "L 1259 519 \n", "L 2022 519 \n", "Q 2988 519 3436 956 \n", "Q 3884 1394 3884 2338 \n", "Q 3884 3275 3436 3711 \n", "Q 2988 4147 2022 4147 \n", "L 1259 4147 \n", "z\n", "M 628 4666 \n", "L 1925 4666 \n", "Q 3281 4666 3915 4102 \n", "Q 4550 3538 4550 2338 \n", "Q 4550 1131 3912 565 \n", "Q 3275 0 1925 0 \n", "L 628 0 \n", "L 628 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-45\" d=\"M 628 4666 \n", "L 3578 4666 \n", "L 3578 4134 \n", "L 1259 4134 \n", "L 1259 2753 \n", "L 3481 2753 \n", "L 3481 2222 \n", "L 1259 2222 \n", "L 1259 531 \n", "L 3634 531 \n", "L 3634 0 \n", "L 628 0 \n", "L 628 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-50\" d=\"M 1259 4147 \n", "L 1259 2394 \n", "L 2053 2394 \n", "Q 2494 2394 2734 2622 \n", "Q 2975 2850 2975 3272 \n", "Q 2975 3691 2734 3919 \n", "Q 2494 4147 2053 4147 \n", "L 1259 4147 \n", "z\n", "M 628 4666 \n", "L 2053 4666 \n", "Q 2838 4666 3239 4311 \n", "Q 3641 3956 3641 3272 \n", "Q 3641 2581 3239 2228 \n", "Q 2838 1875 2053 1875 \n", "L 1259 1875 \n", "L 1259 0 \n", "L 628 0 \n", "L 628 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-72\" d=\"M 2631 2963 \n", "Q 2534 3019 2420 3045 \n", "Q 2306 3072 2169 3072 \n", "Q 1681 3072 1420 2755 \n", "Q 1159 2438 1159 1844 \n", "L 1159 0 \n", "L 581 0 \n", "L 581 3500 \n", "L 1159 3500 \n", "L 1159 2956 \n", "Q 1341 3275 1631 3429 \n", "Q 1922 3584 2338 3584 \n", "Q 2397 3584 2469 3576 \n", "Q 2541 3569 2628 3553 \n", "L 2631 2963 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-6f\" d=\"M 1959 3097 \n", "Q 1497 3097 1228 2736 \n", "Q 959 2375 959 1747 \n", "Q 959 1119 1226 758 \n", "Q 1494 397 1959 397 \n", "Q 2419 397 2687 759 \n", "Q 2956 1122 2956 1747 \n", "Q 2956 2369 2687 2733 \n", "Q 2419 3097 1959 3097 \n", "z\n", "M 1959 3584 \n", "Q 2709 3584 3137 3096 \n", "Q 3566 2609 3566 1747 \n", "Q 3566 888 3137 398 \n", "Q 2709 -91 1959 -91 \n", "Q 1206 -91 779 398 \n", "Q 353 888 353 1747 \n", "Q 353 2609 779 3096 \n", "Q 1206 3584 1959 3584 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-62\" d=\"M 3116 1747 \n", "Q 3116 2381 2855 2742 \n", "Q 2594 3103 2138 3103 \n", "Q 1681 3103 1420 2742 \n", "Q 1159 2381 1159 1747 \n", "Q 1159 1113 1420 752 \n", "Q 1681 391 2138 391 \n", "Q 2594 391 2855 752 \n", "Q 3116 1113 3116 1747 \n", "z\n", "M 1159 2969 \n", "Q 1341 3281 1617 3432 \n", "Q 1894 3584 2278 3584 \n", "Q 2916 3584 3314 3078 \n", "Q 3713 2572 3713 1747 \n", "Q 3713 922 3314 415 \n", "Q 2916 -91 2278 -91 \n", "Q 1894 -91 1617 61 \n", "Q 1341 213 1159 525 \n", "L 1159 0 \n", "L 581 0 \n", "L 581 4863 \n", "L 1159 4863 \n", "L 1159 2969 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-6c\" d=\"M 603 4863 \n", "L 1178 4863 \n", "L 1178 0 \n", "L 603 0 \n", "L 603 4863 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-4f\"/>\n", " <use xlink:href=\"#DejaVuSans-44\" x=\"78.710938\"/>\n", " <use xlink:href=\"#DejaVuSans-45\" x=\"155.712891\"/>\n", " <use xlink:href=\"#DejaVuSans-50\" x=\"218.896484\"/>\n", " <use xlink:href=\"#DejaVuSans-72\" x=\"277.449219\"/>\n", " <use xlink:href=\"#DejaVuSans-6f\" x=\"316.3125\"/>\n", " <use xlink:href=\"#DejaVuSans-62\" x=\"377.494141\"/>\n", " <use xlink:href=\"#DejaVuSans-6c\" x=\"440.970703\"/>\n", " <use xlink:href=\"#DejaVuSans-65\" x=\"468.753906\"/>\n", " <use xlink:href=\"#DejaVuSans-6d\" x=\"530.277344\"/>\n", " </g>\n", " </g>\n", " <g id=\"line2d_15\">\n", " <path d=\"M 339.345749 39.998396 \n", "L 347.345749 39.998396 \n", "L 355.345749 39.998396 \n", "\" style=\"fill: none; stroke: #3ea44e; stroke-linejoin: miter\"/>\n", " </g>\n", " <g id=\"text_14\">\n", " <!-- DAEProblem -->\n", " <g transform=\"translate(361.745749 42.798396) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-41\" d=\"M 2188 4044 \n", "L 1331 1722 \n", "L 3047 1722 \n", "L 2188 4044 \n", "z\n", "M 1831 4666 \n", "L 2547 4666 \n", "L 4325 0 \n", "L 3669 0 \n", "L 3244 1197 \n", "L 1141 1197 \n", "L 716 0 \n", "L 50 0 \n", "L 1831 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-44\"/>\n", " <use xlink:href=\"#DejaVuSans-41\" x=\"75.251953\"/>\n", " <use xlink:href=\"#DejaVuSans-45\" x=\"143.660156\"/>\n", " <use xlink:href=\"#DejaVuSans-50\" x=\"206.84375\"/>\n", " <use xlink:href=\"#DejaVuSans-72\" x=\"265.396484\"/>\n", " <use xlink:href=\"#DejaVuSans-6f\" x=\"304.259766\"/>\n", " <use xlink:href=\"#DejaVuSans-62\" x=\"365.441406\"/>\n", " <use xlink:href=\"#DejaVuSans-6c\" x=\"428.917969\"/>\n", " <use xlink:href=\"#DejaVuSans-65\" x=\"456.701172\"/>\n", " <use xlink:href=\"#DejaVuSans-6d\" x=\"518.224609\"/>\n", " </g>\n", " </g>\n", " </g>\n", " </g>\n", " </g>\n", " <defs>\n", " <clipPath id=\"p384a6a8f7f\">\n", " <rect x=\"29.556396\" y=\"2.834646\" width=\"392.805604\" height=\"255.390709\"/>\n", " </clipPath>\n", " </defs>\n", "</svg>\n" ] }, "metadata": {}, "execution_count": 9 } ], "cell_type": "code", "source": [ "ph[3]" ], "metadata": {}, "execution_count": 9 }, { "outputs": [ { "output_type": "execute_result", "data": { "text/plain": "Plot{Plots.PyPlotBackend() n=3}", "image/png": "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", "text/html": [ "<img src=\"data:image/png;base64,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\" />" ], "image/svg+xml": [ "<?xml version=\"1.0\" encoding=\"utf-8\" standalone=\"no\"?>\n", "<!DOCTYPE svg PUBLIC \"-//W3C//DTD SVG 1.1//EN\"\n", " \"http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd\">\n", "<svg xmlns:xlink=\"http://www.w3.org/1999/xlink\" width=\"432pt\" height=\"288pt\" viewBox=\"0 0 432 288\" xmlns=\"http://www.w3.org/2000/svg\" version=\"1.1\">\n", " <metadata>\n", " <rdf:RDF xmlns:dc=\"http://purl.org/dc/elements/1.1/\" xmlns:cc=\"http://creativecommons.org/ns#\" xmlns:rdf=\"http://www.w3.org/1999/02/22-rdf-syntax-ns#\">\n", " <cc:Work>\n", " <dc:type rdf:resource=\"http://purl.org/dc/dcmitype/StillImage\"/>\n", " <dc:date>2023-06-12T19:46:54.521262</dc:date>\n", " <dc:format>image/svg+xml</dc:format>\n", " <dc:creator>\n", " <cc:Agent>\n", " <dc:title>Matplotlib v3.7.1, https://matplotlib.org/</dc:title>\n", " </cc:Agent>\n", " </dc:creator>\n", " </cc:Work>\n", " </rdf:RDF>\n", " </metadata>\n", " <defs>\n", " <style type=\"text/css\">*{stroke-linejoin: round; stroke-linecap: butt}</style>\n", " </defs>\n", " <g id=\"figure_1\">\n", " <g id=\"patch_1\">\n", " <path d=\"M 0 288 \n", "L 432 288 \n", "L 432 0 \n", "L 0 0 \n", "z\n", "\" style=\"fill: #ffffff\"/>\n", " </g>\n", " <g id=\"axes_1\">\n", " <g id=\"patch_2\">\n", " <path d=\"M 41.781593 258.225354 \n", "L 422.361999 258.225354 \n", "L 422.361999 2.834646 \n", "L 41.781593 2.834646 \n", "z\n", "\" style=\"fill: #ffffff\"/>\n", " </g>\n", " <g id=\"line2d_1\">\n", " <path d=\"M 41.781593 132.949692 \n", "L 42.923334 133.073657 \n", "L 44.065075 133.458971 \n", "L 45.206816 134.11843 \n", "L 46.348558 135.030771 \n", "L 47.680589 136.378241 \n", "L 49.393201 138.595341 \n", "L 50.915522 140.89187 \n", "L 53.199005 144.861594 \n", "L 58.33684 154.613984 \n", "L 60.049452 157.695908 \n", "L 61.381484 159.646362 \n", "L 63.094095 161.679941 \n", "L 65.758158 164.602657 \n", "L 66.8999 165.531505 \n", "L 67.851351 166.0309 \n", "L 68.612511 166.161382 \n", "L 69.373672 166.02782 \n", "L 69.944543 165.70254 \n", "L 70.705704 164.988163 \n", "L 71.657155 163.755781 \n", "L 72.608606 162.102162 \n", "L 73.560057 160.010723 \n", "L 74.892088 156.426894 \n", "L 76.41441 151.499441 \n", "L 78.317312 144.556696 \n", "L 80.981375 133.851689 \n", "L 83.455147 123.984035 \n", "L 85.167759 118.093053 \n", "L 87.260951 111.815495 \n", "L 90.115304 104.121262 \n", "L 91.637626 100.527643 \n", "L 92.589077 98.808283 \n", "L 93.540528 97.472588 \n", "L 94.301689 96.694597 \n", "L 95.06285 96.208067 \n", "L 95.63372 96.07085 \n", "L 96.204591 96.119882 \n", "L 96.775461 96.359151 \n", "L 97.346332 96.81256 \n", "L 98.107493 97.710632 \n", "L 99.058944 99.233478 \n", "L 100.010395 101.231881 \n", "L 101.152136 104.167339 \n", "L 102.484168 108.172194 \n", "L 104.38707 114.826497 \n", "L 109.144325 132.236703 \n", "L 111.237517 138.590791 \n", "L 114.09187 146.495231 \n", "L 117.707384 155.346657 \n", "L 120.561737 162.398 \n", "L 122.464639 167.950604 \n", "L 123.986961 173.132175 \n", "L 127.792765 186.732491 \n", "L 128.553925 188.632 \n", "L 129.315086 189.975041 \n", "L 129.885957 190.559651 \n", "L 130.456827 190.789512 \n", "L 131.027698 190.712049 \n", "L 131.598569 190.316387 \n", "L 132.169439 189.589671 \n", "L 132.9306 188.141292 \n", "L 133.691761 186.188743 \n", "L 134.643212 183.073036 \n", "L 135.784953 178.395841 \n", "L 137.116985 171.884261 \n", "L 138.449016 164.163737 \n", "L 139.971338 153.838012 \n", "L 141.87424 139.156194 \n", "L 145.489753 110.813933 \n", "L 147.012075 101.08982 \n", "L 148.344107 94.084695 \n", "L 149.485848 89.34435 \n", "L 150.437299 86.284903 \n", "L 151.19846 84.45632 \n", "L 151.76933 83.487492 \n", "L 152.340201 82.875234 \n", "L 152.911071 82.581479 \n", "L 153.481942 82.572436 \n", "L 154.052813 82.864699 \n", "L 154.623683 83.433 \n", "L 155.384844 84.514786 \n", "L 158.429487 89.466389 \n", "L 159.000358 89.880222 \n", "L 159.571229 90.051897 \n", "L 160.142099 89.962493 \n", "L 160.90326 89.489629 \n", "L 162.996452 87.75999 \n", "L 163.567323 87.649211 \n", "L 163.947903 87.759456 \n", "L 164.328484 88.071624 \n", "L 164.899354 88.95999 \n", "L 165.470225 90.367229 \n", "L 166.041095 92.312185 \n", "L 166.802256 95.755477 \n", "L 167.753707 101.272375 \n", "L 168.895448 109.400575 \n", "L 170.41777 122.201238 \n", "L 173.842994 151.836573 \n", "L 175.175025 161.411519 \n", "L 176.126476 166.969393 \n", "L 177.077927 171.217272 \n", "L 177.839088 173.543357 \n", "L 178.409959 174.577715 \n", "L 178.790539 174.907331 \n", "L 179.171119 174.95057 \n", "L 179.5517 174.712441 \n", "L 179.93228 174.21857 \n", "L 180.503151 173.066332 \n", "L 181.264312 170.820628 \n", "L 183.738084 162.56461 \n", "L 184.118665 162.003338 \n", "L 184.499245 161.838231 \n", "L 184.879826 162.138161 \n", "L 185.260406 162.928121 \n", "L 185.640986 164.253251 \n", "L 186.211857 167.247802 \n", "L 186.782728 171.35658 \n", "L 187.543888 178.446393 \n", "L 188.87592 193.525637 \n", "L 190.207951 207.906864 \n", "L 190.969112 213.963671 \n", "L 191.539983 216.95153 \n", "L 191.920563 218.078781 \n", "L 192.301143 218.506418 \n", "L 192.491434 218.459434 \n", "L 192.872014 217.860369 \n", "L 193.252594 216.60471 \n", "L 193.823465 213.573951 \n", "L 194.584626 207.834646 \n", "L 195.916657 195.336915 \n", "L 197.248689 183.574438 \n", "L 198.00985 178.397987 \n", "L 198.77101 174.518053 \n", "L 199.532171 171.578034 \n", "L 200.673912 168.163596 \n", "L 202.005944 164.885388 \n", "L 202.767105 163.451989 \n", "L 203.337975 162.825046 \n", "L 203.718556 162.658202 \n", "L 204.099136 162.699085 \n", "L 204.670007 163.05826 \n", "L 206.192328 164.582506 \n", "L 206.572909 164.602136 \n", "L 206.953489 164.288898 \n", "L 207.33407 163.570646 \n", "L 207.71465 162.354331 \n", "L 208.285521 159.561473 \n", "L 208.856391 155.542399 \n", "L 209.617552 148.298743 \n", "L 210.569003 136.800026 \n", "L 213.613646 97.687939 \n", "L 214.374807 91.060189 \n", "L 214.945678 87.675747 \n", "L 215.326258 86.252173 \n", "L 215.706838 85.566474 \n", "L 215.897129 85.486728 \n", "L 216.087419 85.571093 \n", "L 216.467999 86.225072 \n", "L 216.84858 87.484436 \n", "L 217.41945 90.248881 \n", "L 219.322352 100.527743 \n", "L 219.702933 101.366866 \n", "L 219.893223 101.496061 \n", "L 220.083513 101.424819 \n", "L 220.464094 100.703147 \n", "L 220.844674 99.237605 \n", "L 221.415545 95.908214 \n", "L 223.508737 81.998499 \n", "L 224.079607 80.268834 \n", "L 224.460188 79.826521 \n", "L 224.650478 79.807076 \n", "L 225.031058 80.092326 \n", "L 225.601929 81.098182 \n", "L 226.74367 83.439419 \n", "L 227.124251 83.679811 \n", "L 227.314541 83.627354 \n", "L 227.695121 83.123891 \n", "L 228.075702 82.04403 \n", "L 228.646572 79.438397 \n", "L 229.407733 74.532263 \n", "L 231.120345 63.089167 \n", "L 231.691216 60.981646 \n", "L 232.071796 60.371283 \n", "L 232.262086 60.31247 \n", "L 232.452376 60.423172 \n", "L 232.832957 61.150253 \n", "L 233.213537 62.521201 \n", "L 233.784408 65.630471 \n", "L 234.545569 71.383575 \n", "L 235.49702 80.502898 \n", "L 237.019341 97.865818 \n", "L 238.161082 110.268442 \n", "L 238.922243 116.601173 \n", "L 239.493114 119.995015 \n", "L 240.063984 122.296586 \n", "L 240.634855 123.561872 \n", "L 241.015436 123.960906 \n", "L 241.586306 124.155905 \n", "L 242.157177 124.352226 \n", "L 242.537757 124.731287 \n", "L 242.918338 125.515007 \n", "L 243.298918 126.883974 \n", "L 243.679498 128.954584 \n", "L 244.250369 133.521027 \n", "L 245.01153 142.248797 \n", "L 245.962981 156.658794 \n", "L 249.197914 210.573916 \n", "L 249.959075 218.455355 \n", "L 250.720236 223.98906 \n", "L 251.291106 226.761525 \n", "L 251.861977 228.359479 \n", "L 252.242558 228.699943 \n", "L 252.432848 228.634623 \n", "L 252.813428 228.024102 \n", "L 253.194009 226.697104 \n", "L 253.764879 223.388171 \n", "L 254.33575 218.712279 \n", "L 255.096911 210.631807 \n", "L 256.238652 195.680374 \n", "L 257.380393 181.340249 \n", "L 257.951264 176.549233 \n", "L 258.331844 174.702952 \n", "L 258.712424 174.030485 \n", "L 258.902715 174.143835 \n", "L 259.093005 174.56649 \n", "L 259.473585 176.337488 \n", "L 259.854166 179.244419 \n", "L 260.425036 185.463733 \n", "L 261.376487 199.42614 \n", "L 262.898809 223.006131 \n", "L 263.469679 229.236179 \n", "L 264.04055 232.952671 \n", "L 264.421131 234.010884 \n", "L 264.611421 234.129536 \n", "L 264.801711 233.982124 \n", "L 265.182291 232.935963 \n", "L 265.562872 230.915148 \n", "L 266.133742 226.071754 \n", "L 266.894903 216.664177 \n", "L 268.036644 198.333768 \n", "L 269.749256 170.4322 \n", "L 270.700707 158.16488 \n", "L 271.652158 148.738981 \n", "L 272.603609 141.615746 \n", "L 274.125931 132.439408 \n", "L 275.077382 127.444935 \n", "L 275.648253 125.500918 \n", "L 276.028833 124.874785 \n", "L 276.219123 124.804929 \n", "L 276.409413 124.906006 \n", "L 276.789994 125.638852 \n", "L 277.170574 127.174978 \n", "L 277.741445 131.082868 \n", "L 278.312315 136.91103 \n", "L 279.073476 147.308881 \n", "L 281.927829 190.500812 \n", "L 282.4987 195.473597 \n", "L 283.06957 198.446765 \n", "L 283.450151 199.279847 \n", "L 283.640441 199.359237 \n", "L 283.830731 199.207357 \n", "L 284.211312 198.212884 \n", "L 284.591892 196.344944 \n", "L 285.162763 192.079569 \n", "L 285.923923 184.399427 \n", "L 286.875375 172.506502 \n", "L 288.017116 155.272872 \n", "L 289.349147 131.379703 \n", "L 290.681179 103.497777 \n", "L 292.774371 58.553866 \n", "L 293.535532 47.639369 \n", "L 294.106402 42.926003 \n", "L 294.486983 41.44176 \n", "L 294.677273 41.161418 \n", "L 294.867563 41.170132 \n", "L 295.057853 41.447117 \n", "L 295.438434 42.727685 \n", "L 295.819014 44.895234 \n", "L 296.389885 49.553255 \n", "L 297.151045 57.780336 \n", "L 298.102496 70.542034 \n", "L 300.766559 109.476411 \n", "L 301.33743 113.805881 \n", "L 301.71801 115.05761 \n", "L 301.908301 115.155853 \n", "L 302.098591 114.900517 \n", "L 302.479171 113.363911 \n", "L 302.859752 110.593218 \n", "L 303.430622 104.586203 \n", "L 304.382073 91.56352 \n", "L 305.904395 70.450747 \n", "L 306.665556 62.385124 \n", "L 307.426716 56.56942 \n", "L 307.997587 53.787835 \n", "L 308.378167 52.762714 \n", "L 308.758748 52.301149 \n", "L 309.139328 52.201305 \n", "L 309.519909 52.148755 \n", "L 309.900489 51.796656 \n", "L 310.28107 50.892855 \n", "L 310.66165 49.279664 \n", "L 311.232521 45.530716 \n", "L 311.993681 38.752018 \n", "L 313.135423 28.14499 \n", "L 313.516003 25.800957 \n", "L 313.896583 24.609591 \n", "L 314.086874 24.495639 \n", "L 314.277164 24.724076 \n", "L 314.467454 25.307257 \n", "L 314.848034 27.569931 \n", "L 315.228615 31.341917 \n", "L 315.799485 39.98177 \n", "L 316.370356 52.201196 \n", "L 317.512097 83.53861 \n", "L 318.463548 107.79838 \n", "L 319.034419 118.247041 \n", "L 319.414999 122.675836 \n", "L 319.79558 124.635046 \n", "L 319.98587 124.602256 \n", "L 320.17616 123.883303 \n", "L 320.55674 120.501756 \n", "L 321.127611 111.423873 \n", "L 322.079062 90.472745 \n", "L 323.411094 60.834111 \n", "L 323.981964 52.813286 \n", "L 324.362545 50.368912 \n", "L 324.552835 50.118696 \n", "L 324.743125 50.530605 \n", "L 325.123705 53.23982 \n", "L 325.504286 58.117409 \n", "L 326.075156 68.873649 \n", "L 326.646027 83.700971 \n", "L 327.597478 116.290114 \n", "L 328.929509 162.166078 \n", "L 329.50038 174.775059 \n", "L 329.88096 179.709178 \n", "L 330.261541 181.850458 \n", "L 330.451831 181.893243 \n", "L 330.642121 181.262422 \n", "L 331.022702 178.166896 \n", "L 331.783862 167.942226 \n", "L 332.354733 160.916997 \n", "L 332.925604 156.651405 \n", "L 333.306184 155.453706 \n", "L 333.496474 155.376373 \n", "L 333.686765 155.660609 \n", "L 334.067345 157.303676 \n", "L 334.447925 160.343655 \n", "L 335.018796 167.380713 \n", "L 335.970247 183.591649 \n", "L 337.111988 202.478374 \n", "L 337.873149 212.058732 \n", "L 338.44402 216.43395 \n", "L 338.8246 217.789037 \n", "L 339.01489 218.040437 \n", "L 339.20518 218.018499 \n", "L 339.395471 217.711102 \n", "L 339.776051 216.211365 \n", "L 340.156631 213.601565 \n", "L 340.727502 207.785905 \n", "L 341.488663 196.914053 \n", "L 342.440114 183.204095 \n", "L 342.820694 180.487597 \n", "L 343.010984 179.935597 \n", "L 343.201275 179.875189 \n", "L 343.391565 180.232635 \n", "L 343.772145 181.859498 \n", "L 344.343016 185.770705 \n", "L 345.294467 194.413241 \n", "L 346.055628 203.210683 \n", "L 347.007079 216.908536 \n", "L 348.909981 246.321446 \n", "L 349.290561 248.611152 \n", "L 349.480851 249.090139 \n", "L 349.671142 249.166484 \n", "L 349.861432 248.862192 \n", "L 350.242012 247.230705 \n", "L 350.622593 244.430952 \n", "L 351.193463 238.422718 \n", "L 351.954624 227.178719 \n", "L 353.096365 208.645237 \n", "L 353.667236 202.929695 \n", "L 354.238106 199.7181 \n", "L 354.428397 199.194467 \n", "L 354.618687 199.00071 \n", "L 354.808977 199.162569 \n", "L 354.999267 199.685061 \n", "L 355.379848 201.760091 \n", "L 355.950718 207.148084 \n", "L 356.711879 217.533723 \n", "L 358.234201 239.912188 \n", "L 358.614781 243.386857 \n", "L 358.805071 244.321453 \n", "L 358.995362 244.606955 \n", "L 359.185652 244.208598 \n", "L 359.566232 241.450243 \n", "L 360.137103 233.845042 \n", "L 361.469134 215.029169 \n", "L 362.420585 205.250152 \n", "L 362.991456 201.268012 \n", "L 363.372036 200.049658 \n", "L 363.562326 199.975736 \n", "L 363.752617 200.230738 \n", "L 364.133197 201.408617 \n", "L 365.465228 206.874535 \n", "L 366.79726 213.521995 \n", "L 367.17784 214.35832 \n", "L 367.558421 214.646011 \n", "L 367.748711 214.580144 \n", "L 367.939001 214.336566 \n", "L 368.319581 213.152616 \n", "L 368.700162 210.669383 \n", "L 369.080742 206.327257 \n", "L 369.651613 195.650763 \n", "L 370.793354 165.766967 \n", "L 371.554515 149.289776 \n", "L 372.125386 141.154584 \n", "L 372.886546 133.860081 \n", "L 373.647707 128.791517 \n", "L 374.028288 127.268964 \n", "L 374.408868 126.564066 \n", "L 374.599158 126.543149 \n", "L 374.789448 126.790131 \n", "L 374.979739 127.368811 \n", "L 375.360319 129.759511 \n", "L 375.740899 134.060498 \n", "L 376.50206 147.073356 \n", "L 377.263221 159.390102 \n", "L 377.643801 162.826921 \n", "L 377.834092 163.569457 \n", "L 378.024382 163.652592 \n", "L 378.214672 163.122094 \n", "L 378.595252 160.488122 \n", "L 379.166123 153.658833 \n", "L 379.736994 143.582184 \n", "L 380.498155 123.998451 \n", "L 382.210766 77.807864 \n", "L 382.971927 61.985232 \n", "L 383.542798 54.286014 \n", "L 384.113668 49.445358 \n", "L 384.303959 48.681233 \n", "L 384.494249 48.438838 \n", "L 384.684539 48.693892 \n", "L 385.065119 50.30721 \n", "L 385.63599 54.204662 \n", "L 386.01657 57.903102 \n", "L 386.587441 66.034967 \n", "L 387.158312 74.170222 \n", "L 387.538892 77.384145 \n", "L 387.729182 78.198987 \n", "L 387.919472 78.519074 \n", "L 388.109763 78.368149 \n", "L 388.300053 77.74982 \n", "L 388.680633 75.016804 \n", "L 389.251504 67.77802 \n", "L 390.393245 49.685235 \n", "L 391.344696 32.904152 \n", "L 391.725277 28.988194 \n", "L 392.296147 25.602988 \n", "L 392.676728 24.028838 \n", "L 392.867018 23.551117 \n", "L 393.057308 23.388515 \n", "L 393.247598 23.599597 \n", "L 393.437888 24.201639 \n", "L 393.818469 26.454294 \n", "L 394.389339 31.541688 \n", "L 394.96021 38.630686 \n", "L 396.292241 56.54259 \n", "L 397.053402 64.03382 \n", "L 397.243692 65.015459 \n", "L 397.433983 65.379822 \n", "L 397.624273 65.031435 \n", "L 397.814563 63.921009 \n", "L 398.195143 59.444293 \n", "L 398.766014 48.540524 \n", "L 400.098045 21.392974 \n", "L 400.668916 14.240015 \n", "L 401.049496 11.667696 \n", "L 401.430077 10.433822 \n", "L 401.810657 10.062685 \n", "L 402.000947 10.188403 \n", "L 402.381528 11.099827 \n", "L 402.762108 12.778002 \n", "L 403.523269 17.615152 \n", "L 403.90385 21.196062 \n", "L 404.47472 29.423155 \n", "L 405.235881 44.588349 \n", "L 406.567912 72.744733 \n", "L 407.138783 80.924964 \n", "L 407.519363 84.519995 \n", "L 407.899944 86.111597 \n", "L 408.090234 86.112058 \n", "L 408.280524 85.613852 \n", "L 408.661105 83.325424 \n", "L 409.612556 76.242793 \n", "L 410.754297 69.641468 \n", "L 411.325167 64.809442 \n", "L 413.037779 46.726342 \n", "L 413.41836 44.796895 \n", "L 413.60865 44.221987 \n", "L 413.79894 44.024253 \n", "L 413.98923 44.294471 \n", "L 414.17952 45.099774 \n", "L 414.560101 48.247501 \n", "L 415.130972 55.562937 \n", "L 416.843583 79.223736 \n", "L 417.224164 82.076688 \n", "L 417.604744 83.457674 \n", "L 417.985325 83.897725 \n", "L 418.175615 83.819265 \n", "L 418.365905 83.493545 \n", "L 418.746485 82.074605 \n", "L 419.317356 79.607357 \n", "L 419.507646 79.357666 \n", "L 419.697936 79.661399 \n", "L 419.888227 80.588207 \n", "L 420.268807 84.067922 \n", "L 420.839678 91.421096 \n", "L 421.410548 101.522923 \n", "L 422.361999 121.420518 \n", "L 422.361999 121.420518 \n", "\" clip-path=\"url(#p0ad7dd62ad)\" style=\"fill: none; stroke: #009afa\"/>\n", " </g>\n", " <g id=\"matplotlib.axis_1\">\n", " <g id=\"xtick_1\">\n", " <g id=\"line2d_2\">\n", " <defs>\n", " <path id=\"mf85a140634\" d=\"M 0 0 \n", "L 0 -2.5 \n", "\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </defs>\n", " <g>\n", " <use xlink:href=\"#mf85a140634\" x=\"41.781593\" y=\"258.225354\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_1\">\n", " <!-- $0.0$ -->\n", " <g transform=\"translate(35.381593 267.804104) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-30\" d=\"M 2034 4250 \n", "Q 1547 4250 1301 3770 \n", "Q 1056 3291 1056 2328 \n", "Q 1056 1369 1301 889 \n", "Q 1547 409 2034 409 \n", "Q 2525 409 2770 889 \n", "Q 3016 1369 3016 2328 \n", "Q 3016 3291 2770 3770 \n", "Q 2525 4250 2034 4250 \n", "z\n", "M 2034 4750 \n", "Q 2819 4750 3233 4129 \n", "Q 3647 3509 3647 2328 \n", "Q 3647 1150 3233 529 \n", "Q 2819 -91 2034 -91 \n", "Q 1250 -91 836 529 \n", "Q 422 1150 422 2328 \n", "Q 422 3509 836 4129 \n", "Q 1250 4750 2034 4750 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-2e\" d=\"M 684 794 \n", "L 1344 794 \n", "L 1344 0 \n", "L 684 0 \n", "L 684 794 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(0 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(95.410156 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"xtick_2\">\n", " <g id=\"line2d_3\">\n", " <g>\n", " <use xlink:href=\"#mf85a140634\" x=\"136.926694\" y=\"258.225354\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_2\">\n", " <!-- $0.5$ -->\n", " <g transform=\"translate(130.526694 267.804104) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-35\" d=\"M 691 4666 \n", "L 3169 4666 \n", "L 3169 4134 \n", "L 1269 4134 \n", "L 1269 2991 \n", "Q 1406 3038 1543 3061 \n", "Q 1681 3084 1819 3084 \n", "Q 2600 3084 3056 2656 \n", "Q 3513 2228 3513 1497 \n", "Q 3513 744 3044 326 \n", "Q 2575 -91 1722 -91 \n", "Q 1428 -91 1123 -41 \n", "Q 819 9 494 109 \n", "L 494 744 \n", "Q 775 591 1075 516 \n", "Q 1375 441 1709 441 \n", "Q 2250 441 2565 725 \n", "Q 2881 1009 2881 1497 \n", "Q 2881 1984 2565 2268 \n", "Q 2250 2553 1709 2553 \n", "Q 1456 2553 1204 2497 \n", "Q 953 2441 691 2322 \n", "L 691 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(0 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-35\" transform=\"translate(95.410156 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"xtick_3\">\n", " <g id=\"line2d_4\">\n", " <g>\n", " <use xlink:href=\"#mf85a140634\" x=\"232.071796\" y=\"258.225354\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_3\">\n", " <!-- $1.0$ -->\n", " <g transform=\"translate(225.671796 267.804104) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-31\" d=\"M 794 531 \n", "L 1825 531 \n", "L 1825 4091 \n", "L 703 3866 \n", "L 703 4441 \n", "L 1819 4666 \n", "L 2450 4666 \n", "L 2450 531 \n", "L 3481 531 \n", "L 3481 0 \n", "L 794 0 \n", "L 794 531 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-31\" transform=\"translate(0 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(95.410156 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"xtick_4\">\n", " <g id=\"line2d_5\">\n", " <g>\n", " <use xlink:href=\"#mf85a140634\" x=\"327.216898\" y=\"258.225354\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_4\">\n", " <!-- $1.5$ -->\n", " <g transform=\"translate(320.816898 267.804104) scale(0.08 -0.08)\">\n", " <use xlink:href=\"#DejaVuSans-31\" transform=\"translate(0 0.09375)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.09375)\"/>\n", " <use xlink:href=\"#DejaVuSans-35\" transform=\"translate(95.410156 0.09375)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"xtick_5\">\n", " <g id=\"line2d_6\">\n", " <g>\n", " <use xlink:href=\"#mf85a140634\" x=\"422.361999\" y=\"258.225354\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_5\">\n", " <!-- $2.0$ -->\n", " <g transform=\"translate(415.961999 267.804104) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-32\" d=\"M 1228 531 \n", "L 3431 531 \n", "L 3431 0 \n", "L 469 0 \n", "L 469 531 \n", "Q 828 903 1448 1529 \n", "Q 2069 2156 2228 2338 \n", "Q 2531 2678 2651 2914 \n", "Q 2772 3150 2772 3378 \n", "Q 2772 3750 2511 3984 \n", "Q 2250 4219 1831 4219 \n", "Q 1534 4219 1204 4116 \n", "Q 875 4013 500 3803 \n", "L 500 4441 \n", "Q 881 4594 1212 4672 \n", "Q 1544 4750 1819 4750 \n", "Q 2544 4750 2975 4387 \n", "Q 3406 4025 3406 3419 \n", "Q 3406 3131 3298 2873 \n", "Q 3191 2616 2906 2266 \n", "Q 2828 2175 2409 1742 \n", "Q 1991 1309 1228 531 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-32\" transform=\"translate(0 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(95.410156 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"text_6\">\n", " <!-- Time (s) -->\n", " <g transform=\"translate(209.709999 281.826136) scale(0.11 -0.11)\">\n", " <defs>\n", " <path id=\"DejaVuSans-54\" d=\"M -19 4666 \n", "L 3928 4666 \n", "L 3928 4134 \n", "L 2272 4134 \n", "L 2272 0 \n", "L 1638 0 \n", "L 1638 4134 \n", "L -19 4134 \n", "L -19 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-69\" d=\"M 603 3500 \n", "L 1178 3500 \n", "L 1178 0 \n", "L 603 0 \n", "L 603 3500 \n", "z\n", "M 603 4863 \n", "L 1178 4863 \n", "L 1178 4134 \n", "L 603 4134 \n", "L 603 4863 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-6d\" d=\"M 3328 2828 \n", "Q 3544 3216 3844 3400 \n", "Q 4144 3584 4550 3584 \n", "Q 5097 3584 5394 3201 \n", "Q 5691 2819 5691 2113 \n", "L 5691 0 \n", "L 5113 0 \n", "L 5113 2094 \n", "Q 5113 2597 4934 2840 \n", "Q 4756 3084 4391 3084 \n", "Q 3944 3084 3684 2787 \n", "Q 3425 2491 3425 1978 \n", "L 3425 0 \n", "L 2847 0 \n", "L 2847 2094 \n", "Q 2847 2600 2669 2842 \n", "Q 2491 3084 2119 3084 \n", "Q 1678 3084 1418 2786 \n", "Q 1159 2488 1159 1978 \n", "L 1159 0 \n", "L 581 0 \n", "L 581 3500 \n", "L 1159 3500 \n", "L 1159 2956 \n", "Q 1356 3278 1631 3431 \n", "Q 1906 3584 2284 3584 \n", "Q 2666 3584 2933 3390 \n", "Q 3200 3197 3328 2828 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-65\" d=\"M 3597 1894 \n", "L 3597 1613 \n", "L 953 1613 \n", "Q 991 1019 1311 708 \n", "Q 1631 397 2203 397 \n", "Q 2534 397 2845 478 \n", "Q 3156 559 3463 722 \n", "L 3463 178 \n", "Q 3153 47 2828 -22 \n", "Q 2503 -91 2169 -91 \n", "Q 1331 -91 842 396 \n", "Q 353 884 353 1716 \n", "Q 353 2575 817 3079 \n", "Q 1281 3584 2069 3584 \n", "Q 2775 3584 3186 3129 \n", "Q 3597 2675 3597 1894 \n", "z\n", "M 3022 2063 \n", "Q 3016 2534 2758 2815 \n", "Q 2500 3097 2075 3097 \n", "Q 1594 3097 1305 2825 \n", "Q 1016 2553 972 2059 \n", "L 3022 2063 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-20\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-28\" d=\"M 1984 4856 \n", "Q 1566 4138 1362 3434 \n", "Q 1159 2731 1159 2009 \n", "Q 1159 1288 1364 580 \n", "Q 1569 -128 1984 -844 \n", "L 1484 -844 \n", "Q 1016 -109 783 600 \n", "Q 550 1309 550 2009 \n", "Q 550 2706 781 3412 \n", "Q 1013 4119 1484 4856 \n", "L 1984 4856 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-73\" d=\"M 2834 3397 \n", "L 2834 2853 \n", "Q 2591 2978 2328 3040 \n", "Q 2066 3103 1784 3103 \n", "Q 1356 3103 1142 2972 \n", "Q 928 2841 928 2578 \n", "Q 928 2378 1081 2264 \n", "Q 1234 2150 1697 2047 \n", "L 1894 2003 \n", "Q 2506 1872 2764 1633 \n", "Q 3022 1394 3022 966 \n", "Q 3022 478 2636 193 \n", "Q 2250 -91 1575 -91 \n", "Q 1294 -91 989 -36 \n", "Q 684 19 347 128 \n", "L 347 722 \n", "Q 666 556 975 473 \n", "Q 1284 391 1588 391 \n", "Q 1994 391 2212 530 \n", "Q 2431 669 2431 922 \n", "Q 2431 1156 2273 1281 \n", "Q 2116 1406 1581 1522 \n", "L 1381 1569 \n", "Q 847 1681 609 1914 \n", "Q 372 2147 372 2553 \n", "Q 372 3047 722 3315 \n", "Q 1072 3584 1716 3584 \n", "Q 2034 3584 2315 3537 \n", "Q 2597 3491 2834 3397 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-29\" d=\"M 513 4856 \n", "L 1013 4856 \n", "Q 1481 4119 1714 3412 \n", "Q 1947 2706 1947 2009 \n", "Q 1947 1309 1714 600 \n", "Q 1481 -109 1013 -844 \n", "L 513 -844 \n", "Q 928 -128 1133 580 \n", "Q 1338 1288 1338 2009 \n", "Q 1338 2731 1133 3434 \n", "Q 928 4138 513 4856 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-54\"/>\n", " <use xlink:href=\"#DejaVuSans-69\" x=\"57.958984\"/>\n", " <use xlink:href=\"#DejaVuSans-6d\" x=\"85.742188\"/>\n", " <use xlink:href=\"#DejaVuSans-65\" x=\"183.154297\"/>\n", " <use xlink:href=\"#DejaVuSans-20\" x=\"244.677734\"/>\n", " <use xlink:href=\"#DejaVuSans-28\" x=\"276.464844\"/>\n", " <use xlink:href=\"#DejaVuSans-73\" x=\"315.478516\"/>\n", " <use xlink:href=\"#DejaVuSans-29\" x=\"367.578125\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"matplotlib.axis_2\">\n", " <g id=\"ytick_1\">\n", " <g id=\"line2d_7\">\n", " <defs>\n", " <path id=\"m7cb6075d49\" d=\"M 0 0 \n", "L 2.5 0 \n", "\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </defs>\n", " <g>\n", " <use xlink:href=\"#m7cb6075d49\" x=\"41.781593\" y=\"244.494651\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_7\">\n", " <!-- $-20$ -->\n", " <g transform=\"translate(21.321593 247.534026) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-2212\" d=\"M 678 2272 \n", "L 4684 2272 \n", "L 4684 1741 \n", "L 678 1741 \n", "L 678 2272 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-2212\" transform=\"translate(0 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-32\" transform=\"translate(83.789062 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(147.412109 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"ytick_2\">\n", " <g id=\"line2d_8\">\n", " <g>\n", " <use xlink:href=\"#m7cb6075d49\" x=\"41.781593\" y=\"188.722172\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_8\">\n", " <!-- $-10$ -->\n", " <g transform=\"translate(21.321593 191.761547) scale(0.08 -0.08)\">\n", " <use xlink:href=\"#DejaVuSans-2212\" transform=\"translate(0 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-31\" transform=\"translate(83.789062 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(147.412109 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"ytick_3\">\n", " <g id=\"line2d_9\">\n", " <g>\n", " <use xlink:href=\"#m7cb6075d49\" x=\"41.781593\" y=\"132.949692\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_9\">\n", " <!-- $0$ -->\n", " <g transform=\"translate(33.161593 135.989067) scale(0.08 -0.08)\">\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(0 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"ytick_4\">\n", " <g id=\"line2d_10\">\n", " <g>\n", " <use xlink:href=\"#m7cb6075d49\" x=\"41.781593\" y=\"77.177213\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_10\">\n", " <!-- $10$ -->\n", " <g transform=\"translate(28.041593 80.216588) scale(0.08 -0.08)\">\n", " <use xlink:href=\"#DejaVuSans-31\" transform=\"translate(0 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(63.623047 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"ytick_5\">\n", " <g id=\"line2d_11\">\n", " <g>\n", " <use xlink:href=\"#m7cb6075d49\" x=\"41.781593\" y=\"21.404733\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_11\">\n", " <!-- $20$ -->\n", " <g transform=\"translate(28.041593 24.444108) scale(0.08 -0.08)\">\n", " <use xlink:href=\"#DejaVuSans-32\" transform=\"translate(0 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(63.623047 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"text_12\">\n", " <!-- Rodriguez Parameter $\\theta_x$ (degree) -->\n", " <g transform=\"translate(15.011593 221.885) rotate(-90) scale(0.11 -0.11)\">\n", " <defs>\n", " <path id=\"DejaVuSans-52\" d=\"M 2841 2188 \n", "Q 3044 2119 3236 1894 \n", "Q 3428 1669 3622 1275 \n", "L 4263 0 \n", "L 3584 0 \n", "L 2988 1197 \n", "Q 2756 1666 2539 1819 \n", "Q 2322 1972 1947 1972 \n", "L 1259 1972 \n", "L 1259 0 \n", "L 628 0 \n", "L 628 4666 \n", "L 2053 4666 \n", "Q 2853 4666 3247 4331 \n", "Q 3641 3997 3641 3322 \n", "Q 3641 2881 3436 2590 \n", "Q 3231 2300 2841 2188 \n", "z\n", "M 1259 4147 \n", "L 1259 2491 \n", "L 2053 2491 \n", "Q 2509 2491 2742 2702 \n", "Q 2975 2913 2975 3322 \n", "Q 2975 3731 2742 3939 \n", "Q 2509 4147 2053 4147 \n", "L 1259 4147 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-6f\" d=\"M 1959 3097 \n", "Q 1497 3097 1228 2736 \n", "Q 959 2375 959 1747 \n", "Q 959 1119 1226 758 \n", "Q 1494 397 1959 397 \n", "Q 2419 397 2687 759 \n", "Q 2956 1122 2956 1747 \n", "Q 2956 2369 2687 2733 \n", "Q 2419 3097 1959 3097 \n", "z\n", "M 1959 3584 \n", "Q 2709 3584 3137 3096 \n", "Q 3566 2609 3566 1747 \n", "Q 3566 888 3137 398 \n", "Q 2709 -91 1959 -91 \n", "Q 1206 -91 779 398 \n", "Q 353 888 353 1747 \n", "Q 353 2609 779 3096 \n", "Q 1206 3584 1959 3584 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-64\" d=\"M 2906 2969 \n", "L 2906 4863 \n", "L 3481 4863 \n", "L 3481 0 \n", "L 2906 0 \n", "L 2906 525 \n", "Q 2725 213 2448 61 \n", "Q 2172 -91 1784 -91 \n", "Q 1150 -91 751 415 \n", "Q 353 922 353 1747 \n", "Q 353 2572 751 3078 \n", "Q 1150 3584 1784 3584 \n", "Q 2172 3584 2448 3432 \n", "Q 2725 3281 2906 2969 \n", "z\n", "M 947 1747 \n", "Q 947 1113 1208 752 \n", "Q 1469 391 1925 391 \n", "Q 2381 391 2643 752 \n", "Q 2906 1113 2906 1747 \n", "Q 2906 2381 2643 2742 \n", "Q 2381 3103 1925 3103 \n", "Q 1469 3103 1208 2742 \n", "Q 947 2381 947 1747 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-72\" d=\"M 2631 2963 \n", "Q 2534 3019 2420 3045 \n", "Q 2306 3072 2169 3072 \n", "Q 1681 3072 1420 2755 \n", "Q 1159 2438 1159 1844 \n", "L 1159 0 \n", "L 581 0 \n", "L 581 3500 \n", "L 1159 3500 \n", "L 1159 2956 \n", "Q 1341 3275 1631 3429 \n", "Q 1922 3584 2338 3584 \n", "Q 2397 3584 2469 3576 \n", "Q 2541 3569 2628 3553 \n", "L 2631 2963 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-67\" d=\"M 2906 1791 \n", "Q 2906 2416 2648 2759 \n", "Q 2391 3103 1925 3103 \n", "Q 1463 3103 1205 2759 \n", "Q 947 2416 947 1791 \n", "Q 947 1169 1205 825 \n", "Q 1463 481 1925 481 \n", "Q 2391 481 2648 825 \n", "Q 2906 1169 2906 1791 \n", "z\n", "M 3481 434 \n", "Q 3481 -459 3084 -895 \n", "Q 2688 -1331 1869 -1331 \n", "Q 1566 -1331 1297 -1286 \n", "Q 1028 -1241 775 -1147 \n", "L 775 -588 \n", "Q 1028 -725 1275 -790 \n", "Q 1522 -856 1778 -856 \n", "Q 2344 -856 2625 -561 \n", "Q 2906 -266 2906 331 \n", "L 2906 616 \n", "Q 2728 306 2450 153 \n", "Q 2172 0 1784 0 \n", "Q 1141 0 747 490 \n", "Q 353 981 353 1791 \n", "Q 353 2603 747 3093 \n", "Q 1141 3584 1784 3584 \n", "Q 2172 3584 2450 3431 \n", "Q 2728 3278 2906 2969 \n", "L 2906 3500 \n", "L 3481 3500 \n", "L 3481 434 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-75\" d=\"M 544 1381 \n", "L 544 3500 \n", "L 1119 3500 \n", "L 1119 1403 \n", "Q 1119 906 1312 657 \n", "Q 1506 409 1894 409 \n", "Q 2359 409 2629 706 \n", "Q 2900 1003 2900 1516 \n", "L 2900 3500 \n", "L 3475 3500 \n", "L 3475 0 \n", "L 2900 0 \n", "L 2900 538 \n", "Q 2691 219 2414 64 \n", "Q 2138 -91 1772 -91 \n", "Q 1169 -91 856 284 \n", "Q 544 659 544 1381 \n", "z\n", "M 1991 3584 \n", "L 1991 3584 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-7a\" d=\"M 353 3500 \n", "L 3084 3500 \n", "L 3084 2975 \n", "L 922 459 \n", "L 3084 459 \n", "L 3084 0 \n", "L 275 0 \n", "L 275 525 \n", "L 2438 3041 \n", "L 353 3041 \n", "L 353 3500 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-50\" d=\"M 1259 4147 \n", "L 1259 2394 \n", "L 2053 2394 \n", "Q 2494 2394 2734 2622 \n", "Q 2975 2850 2975 3272 \n", "Q 2975 3691 2734 3919 \n", "Q 2494 4147 2053 4147 \n", "L 1259 4147 \n", "z\n", "M 628 4666 \n", "L 2053 4666 \n", "Q 2838 4666 3239 4311 \n", "Q 3641 3956 3641 3272 \n", "Q 3641 2581 3239 2228 \n", "Q 2838 1875 2053 1875 \n", "L 1259 1875 \n", "L 1259 0 \n", "L 628 0 \n", "L 628 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-61\" d=\"M 2194 1759 \n", "Q 1497 1759 1228 1600 \n", "Q 959 1441 959 1056 \n", "Q 959 750 1161 570 \n", "Q 1363 391 1709 391 \n", "Q 2188 391 2477 730 \n", "Q 2766 1069 2766 1631 \n", "L 2766 1759 \n", "L 2194 1759 \n", "z\n", "M 3341 1997 \n", "L 3341 0 \n", "L 2766 0 \n", "L 2766 531 \n", "Q 2569 213 2275 61 \n", "Q 1981 -91 1556 -91 \n", "Q 1019 -91 701 211 \n", "Q 384 513 384 1019 \n", "Q 384 1609 779 1909 \n", "Q 1175 2209 1959 2209 \n", "L 2766 2209 \n", "L 2766 2266 \n", "Q 2766 2663 2505 2880 \n", "Q 2244 3097 1772 3097 \n", "Q 1472 3097 1187 3025 \n", "Q 903 2953 641 2809 \n", "L 641 3341 \n", "Q 956 3463 1253 3523 \n", "Q 1550 3584 1831 3584 \n", "Q 2591 3584 2966 3190 \n", "Q 3341 2797 3341 1997 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-74\" d=\"M 1172 4494 \n", "L 1172 3500 \n", "L 2356 3500 \n", "L 2356 3053 \n", "L 1172 3053 \n", "L 1172 1153 \n", "Q 1172 725 1289 603 \n", "Q 1406 481 1766 481 \n", "L 2356 481 \n", "L 2356 0 \n", "L 1766 0 \n", "Q 1100 0 847 248 \n", "Q 594 497 594 1153 \n", "L 594 3053 \n", "L 172 3053 \n", "L 172 3500 \n", "L 594 3500 \n", "L 594 4494 \n", "L 1172 4494 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-Oblique-3b8\" d=\"M 2913 2219 \n", "L 925 2219 \n", "Q 791 1284 928 888 \n", "Q 1100 400 1566 400 \n", "Q 2034 400 2391 891 \n", "Q 2703 1322 2913 2219 \n", "z\n", "M 3009 2750 \n", "Q 3094 3638 2984 3950 \n", "Q 2813 4444 2353 4444 \n", "Q 1875 4444 1525 3956 \n", "Q 1250 3563 1034 2750 \n", "L 3009 2750 \n", "z\n", "M 2444 4913 \n", "Q 3194 4913 3494 4250 \n", "Q 3794 3591 3566 2422 \n", "Q 3341 1256 2781 594 \n", "Q 2225 -72 1475 -72 \n", "Q 722 -72 425 594 \n", "Q 128 1256 353 2422 \n", "Q 581 3591 1134 4250 \n", "Q 1691 4913 2444 4913 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-Oblique-78\" d=\"M 3841 3500 \n", "L 2234 1784 \n", "L 3219 0 \n", "L 2559 0 \n", "L 1819 1388 \n", "L 531 0 \n", "L -166 0 \n", "L 1556 1844 \n", "L 641 3500 \n", "L 1300 3500 \n", "L 1972 2234 \n", "L 3144 3500 \n", "L 3841 3500 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-52\" transform=\"translate(0 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-6f\" transform=\"translate(69.482422 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-64\" transform=\"translate(130.664062 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-72\" transform=\"translate(194.140625 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-69\" transform=\"translate(235.253906 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-67\" transform=\"translate(263.037109 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-75\" transform=\"translate(326.513672 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-65\" transform=\"translate(389.892578 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-7a\" transform=\"translate(451.416016 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-20\" transform=\"translate(503.90625 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-50\" transform=\"translate(535.693359 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-61\" transform=\"translate(595.996094 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-72\" transform=\"translate(657.275391 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-61\" transform=\"translate(698.388672 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-6d\" transform=\"translate(759.667969 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-65\" transform=\"translate(857.080078 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-74\" transform=\"translate(918.603516 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-65\" transform=\"translate(957.8125 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-72\" transform=\"translate(1019.335938 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-20\" transform=\"translate(1060.449219 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-Oblique-3b8\" transform=\"translate(1092.236328 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-Oblique-78\" transform=\"translate(1153.417969 -16.171875) scale(0.7)\"/>\n", " <use xlink:href=\"#DejaVuSans-20\" transform=\"translate(1197.578125 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-28\" transform=\"translate(1229.365234 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-64\" transform=\"translate(1268.378906 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-65\" transform=\"translate(1331.855469 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-67\" transform=\"translate(1393.378906 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-72\" transform=\"translate(1456.855469 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-65\" transform=\"translate(1497.96875 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-65\" transform=\"translate(1559.492188 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-29\" transform=\"translate(1621.015625 0.234375)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"line2d_12\">\n", " <path d=\"M 41.781593 132.949692 \n", "L 42.843632 133.056368 \n", "L 43.931918 133.399937 \n", "L 44.998069 133.980029 \n", "L 46.099409 134.813711 \n", "L 47.455875 136.122699 \n", "L 48.816917 137.812107 \n", "L 50.387515 140.052227 \n", "L 52.209538 143.085469 \n", "L 54.407323 147.094969 \n", "L 58.645226 155.220241 \n", "L 60.244727 158.014999 \n", "L 61.552405 159.868282 \n", "L 64.012835 162.772132 \n", "L 65.68721 164.540192 \n", "L 66.933726 165.572094 \n", "L 67.859867 166.03762 \n", "L 68.632435 166.18994 \n", "L 69.25532 166.071254 \n", "L 69.909351 165.715826 \n", "L 70.605347 165.10042 \n", "L 71.549696 163.927946 \n", "L 72.444825 162.41758 \n", "L 73.488797 160.189431 \n", "L 74.530954 157.464987 \n", "L 75.910455 153.19983 \n", "L 77.69981 146.885792 \n", "L 80.103188 137.473597 \n", "L 83.688667 123.133378 \n", "L 85.39444 117.371266 \n", "L 87.125959 112.215922 \n", "L 90.113656 104.094487 \n", "L 91.40738 101.009998 \n", "L 92.55118 98.874133 \n", "L 93.480406 97.526256 \n", "L 94.296634 96.684374 \n", "L 95.123447 96.164732 \n", "L 95.758873 96.042602 \n", "L 96.397987 96.166532 \n", "L 97.064768 96.575939 \n", "L 97.787976 97.28317 \n", "L 98.540859 98.324146 \n", "L 99.575922 100.272124 \n", "L 100.690691 102.904444 \n", "L 101.851012 106.182248 \n", "L 103.631504 112.082444 \n", "L 106.944897 124.520755 \n", "L 108.808027 131.127473 \n", "L 110.485169 136.367945 \n", "L 113.425137 144.723331 \n", "L 116.277371 151.92212 \n", "L 121.251786 164.345766 \n", "L 122.725817 168.818965 \n", "L 124.288062 174.282887 \n", "L 127.509015 185.977314 \n", "L 128.406815 188.354159 \n", "L 129.184341 189.785616 \n", "L 129.720819 190.43163 \n", "L 130.273946 190.776389 \n", "L 130.81007 190.804055 \n", "L 131.249369 190.617031 \n", "L 131.759506 190.156938 \n", "L 132.284698 189.426334 \n", "L 133.10328 187.778004 \n", "L 133.994392 185.267224 \n", "L 134.928093 181.989149 \n", "L 136.173027 176.617794 \n", "L 137.417961 170.241512 \n", "L 138.662896 162.76112 \n", "L 140.278733 151.531053 \n", "L 142.235639 136.136071 \n", "L 144.932621 114.799013 \n", "L 146.477735 104.294007 \n", "L 147.85117 96.48111 \n", "L 149.066495 90.88141 \n", "L 149.945647 87.66244 \n", "L 150.861008 85.112193 \n", "L 151.600722 83.681356 \n", "L 152.169777 82.964896 \n", "L 152.738832 82.565288 \n", "L 153.314744 82.483878 \n", "L 153.941717 82.717989 \n", "L 154.375593 83.082052 \n", "L 155.092751 84.028438 \n", "L 156.315646 86.164008 \n", "L 157.597049 88.374309 \n", "L 158.43532 89.425791 \n", "L 159.014578 89.826592 \n", "L 159.604654 89.965689 \n", "L 160.19473 89.852248 \n", "L 160.784806 89.503266 \n", "L 162.907008 87.732764 \n", "L 163.587847 87.622278 \n", "L 163.903252 87.730127 \n", "L 164.276232 88.031431 \n", "L 164.896133 89.013916 \n", "L 165.532424 90.668049 \n", "L 166.168715 92.936507 \n", "L 167.124169 97.525416 \n", "L 168.085009 103.493365 \n", "L 169.238941 112.178606 \n", "L 171.17275 128.961989 \n", "L 173.906045 152.428696 \n", "L 175.261111 162.042233 \n", "L 176.284799 167.860558 \n", "L 177.133499 171.497451 \n", "L 177.814975 173.513878 \n", "L 178.326081 174.469153 \n", "L 178.752004 174.880834 \n", "L 179.092741 174.958127 \n", "L 179.433479 174.82062 \n", "L 179.859401 174.357086 \n", "L 180.371472 173.418391 \n", "L 180.975151 171.772461 \n", "L 181.86949 168.601618 \n", "L 183.194813 163.923116 \n", "L 183.776361 162.561204 \n", "L 184.242048 162.028032 \n", "L 184.591314 162.007104 \n", "L 184.886136 162.299358 \n", "L 185.227107 163.019582 \n", "L 185.631634 164.39718 \n", "L 186.172065 167.170601 \n", "L 186.760174 171.368586 \n", "L 187.577059 179.033274 \n", "L 188.885702 193.87616 \n", "L 190.183799 207.809153 \n", "L 190.868191 213.376207 \n", "L 191.421074 216.482587 \n", "L 191.814895 217.84692 \n", "L 192.213538 218.484195 \n", "L 192.447729 218.500616 \n", "L 192.681921 218.25331 \n", "L 192.936589 217.693486 \n", "L 193.468036 215.609214 \n", "L 194.02331 212.227061 \n", "L 194.94842 204.543277 \n", "L 197.415381 182.374086 \n", "L 198.340492 176.628226 \n", "L 199.265602 172.553654 \n", "L 200.190713 169.534062 \n", "L 201.732366 165.462039 \n", "L 202.600815 163.68609 \n", "L 203.18805 162.94824 \n", "L 203.644099 162.72693 \n", "L 204.018667 162.766447 \n", "L 204.490776 163.053703 \n", "L 205.247537 163.868944 \n", "L 206.035644 164.664924 \n", "L 206.432235 164.769342 \n", "L 206.772524 164.597279 \n", "L 207.123468 164.108381 \n", "L 207.551263 163.007722 \n", "L 208.039432 160.937409 \n", "L 208.584392 157.554609 \n", "L 209.262419 151.728561 \n", "L 210.105567 142.312949 \n", "L 211.460029 124.339273 \n", "L 213.19284 101.837429 \n", "L 214.054315 93.261884 \n", "L 214.695864 88.711105 \n", "L 215.217663 86.374056 \n", "L 215.548783 85.586265 \n", "L 215.782782 85.354303 \n", "L 216.043492 85.399521 \n", "L 216.319343 85.785306 \n", "L 216.762369 87.082883 \n", "L 217.354094 89.907829 \n", "L 219.284141 100.403103 \n", "L 219.594425 101.081884 \n", "L 219.761727 101.242178 \n", "L 219.935468 101.251278 \n", "L 220.111645 101.095031 \n", "L 220.467377 100.28298 \n", "L 220.842931 98.766058 \n", "L 221.442646 95.190426 \n", "L 223.325634 82.571073 \n", "L 223.78737 80.832468 \n", "L 224.249105 79.942913 \n", "L 224.491134 79.79922 \n", "L 224.738622 79.857554 \n", "L 224.986109 80.100774 \n", "L 225.502809 81.064058 \n", "L 226.578283 83.337071 \n", "L 226.867158 83.613925 \n", "L 227.166682 83.643886 \n", "L 227.466207 83.359608 \n", "L 227.767979 82.726009 \n", "L 228.403832 80.259308 \n", "L 229.052763 76.421309 \n", "L 230.999557 63.297918 \n", "L 231.648488 60.893053 \n", "L 231.972954 60.356489 \n", "L 232.297419 60.307725 \n", "L 232.621885 60.735944 \n", "L 232.946351 61.611224 \n", "L 233.595282 64.621246 \n", "L 234.244213 69.071371 \n", "L 235.274119 78.374573 \n", "L 236.503673 92.094318 \n", "L 238.225259 111.076213 \n", "L 239.038836 117.552839 \n", "L 239.66833 120.920283 \n", "L 240.159344 122.556026 \n", "L 240.650358 123.471382 \n", "L 241.053272 123.795225 \n", "L 241.561179 123.874751 \n", "L 242.098881 123.96695 \n", "L 242.43888 124.271108 \n", "L 242.796046 124.956931 \n", "L 243.196423 126.311723 \n", "L 243.609046 128.522066 \n", "L 244.162218 132.903524 \n", "L 244.787658 139.772162 \n", "L 245.624933 151.732515 \n", "L 246.833955 172.783098 \n", "L 248.46381 200.773779 \n", "L 249.376156 212.619445 \n", "L 250.148214 219.922768 \n", "L 250.897785 224.928903 \n", "L 251.51618 227.585423 \n", "L 251.960891 228.572232 \n", "L 252.280989 228.782785 \n", "L 252.47874 228.687176 \n", "L 252.754907 228.243425 \n", "L 253.109725 227.141255 \n", "L 253.530209 225.072503 \n", "L 254.087603 221.124619 \n", "L 254.788015 214.385394 \n", "L 255.666123 203.540383 \n", "L 257.329947 181.902166 \n", "L 257.846409 177.31551 \n", "L 258.366785 174.644751 \n", "L 258.549552 174.218295 \n", "L 258.7422 174.075067 \n", "L 258.934848 174.254245 \n", "L 259.127496 174.752307 \n", "L 259.52947 176.769993 \n", "L 259.931444 180.028061 \n", "L 260.534405 186.963194 \n", "L 261.436992 200.678392 \n", "L 262.935368 223.854151 \n", "L 263.506939 229.889166 \n", "L 263.967329 232.992199 \n", "L 264.315229 234.267339 \n", "L 264.547163 234.601742 \n", "L 264.779096 234.521418 \n", "L 265.01103 234.027571 \n", "L 265.35893 232.535457 \n", "L 265.822797 229.216608 \n", "L 266.445061 222.561194 \n", "L 267.249158 210.961252 \n", "L 270.583906 159.044054 \n", "L 271.500085 149.79903 \n", "L 272.4115 142.892484 \n", "L 273.936088 133.556533 \n", "L 275.007253 127.878657 \n", "L 275.591649 125.7371 \n", "L 275.975564 124.974616 \n", "L 276.226864 124.841987 \n", "L 276.400351 124.935032 \n", "L 276.675162 125.401253 \n", "L 276.960544 126.335442 \n", "L 277.345705 128.390821 \n", "L 277.842432 132.385912 \n", "L 278.460087 139.356982 \n", "L 279.339328 152.216021 \n", "L 281.600139 186.96307 \n", "L 282.301973 194.02664 \n", "L 282.781002 197.199926 \n", "L 283.153779 198.665606 \n", "L 283.420319 199.151157 \n", "L 283.561039 199.216885 \n", "L 283.709312 199.14648 \n", "L 284.023151 198.545228 \n", "L 284.359012 197.270079 \n", "L 284.887795 194.052384 \n", "L 285.605555 187.659478 \n", "L 286.502756 177.205157 \n", "L 287.592223 161.590655 \n", "L 288.910923 139.101502 \n", "L 290.166144 114.07289 \n", "L 293.068867 53.256944 \n", "L 293.680319 45.860361 \n", "L 294.181979 42.25339 \n", "L 294.488041 41.159996 \n", "L 294.756112 40.851384 \n", "L 294.948755 40.976864 \n", "L 295.171617 41.466848 \n", "L 295.513325 42.88973 \n", "L 295.979774 45.983724 \n", "L 296.585349 51.601982 \n", "L 297.462942 62.103611 \n", "L 298.64893 79.489328 \n", "L 300.451198 106.602611 \n", "L 300.990948 111.792628 \n", "L 301.459016 114.306969 \n", "L 301.771439 114.865497 \n", "L 301.931088 114.800418 \n", "L 302.184982 114.219142 \n", "L 302.537235 112.485017 \n", "L 302.992955 108.799399 \n", "L 303.574107 102.168256 \n", "L 304.666632 86.539565 \n", "L 305.870421 70.150625 \n", "L 306.774303 60.991428 \n", "L 307.476737 55.889525 \n", "L 308.043041 53.275035 \n", "L 308.427202 52.320781 \n", "L 308.818234 51.911447 \n", "L 309.702594 51.557059 \n", "L 309.950548 51.154968 \n", "L 310.235357 50.356089 \n", "L 310.708272 48.138397 \n", "L 311.230609 44.503941 \n", "L 312.105257 36.477463 \n", "L 313.135063 27.326783 \n", "L 313.563453 24.978815 \n", "L 313.886482 24.140026 \n", "L 314.101835 24.084019 \n", "L 314.317187 24.447828 \n", "L 314.6091 25.644204 \n", "L 314.996923 28.589033 \n", "L 315.474104 34.549862 \n", "L 315.993788 44.215986 \n", "L 316.757944 63.414909 \n", "L 318.54135 109.821824 \n", "L 319.169452 120.290616 \n", "L 319.512896 123.471991 \n", "L 319.799248 124.443989 \n", "L 319.897746 124.40503 \n", "L 320.09474 123.759449 \n", "L 320.398105 121.378758 \n", "L 320.813193 115.802965 \n", "L 321.445033 103.653969 \n", "L 323.758512 54.885467 \n", "L 324.104943 51.937353 \n", "L 324.335896 51.094327 \n", "L 324.451373 51.00361 \n", "L 324.578009 51.144349 \n", "L 324.850421 52.246394 \n", "L 325.127502 54.42605 \n", "L 325.5603 59.905751 \n", "L 326.108461 70.593626 \n", "L 326.806272 90.186056 \n", "L 327.911633 129.67828 \n", "L 328.915128 162.769764 \n", "L 329.507435 175.546748 \n", "L 329.869393 179.907838 \n", "L 330.143573 181.331967 \n", "L 330.32636 181.399046 \n", "L 330.509147 180.812347 \n", "L 330.783328 178.898648 \n", "L 331.331688 172.793073 \n", "L 332.449263 160.100314 \n", "L 332.889769 157.153484 \n", "L 333.213293 156.089188 \n", "L 333.436385 155.939524 \n", "L 333.609933 156.172545 \n", "L 333.846502 157.006751 \n", "L 334.146921 158.936145 \n", "L 334.596109 163.496126 \n", "L 335.28449 173.322851 \n", "L 337.871739 213.023225 \n", "L 338.352236 216.290941 \n", "L 338.757827 217.680633 \n", "L 339.025957 217.962562 \n", "L 339.221195 217.871156 \n", "L 339.520372 217.257052 \n", "L 339.822673 216.031055 \n", "L 340.155986 213.853682 \n", "L 340.629404 208.944548 \n", "L 341.283437 199.114093 \n", "L 342.17126 186.284064 \n", "L 342.61524 182.746827 \n", "L 342.935581 181.750732 \n", "L 343.11111 181.721492 \n", "L 343.297923 182.043899 \n", "L 343.590796 183.169705 \n", "L 344.101325 186.400149 \n", "L 344.939744 193.560868 \n", "L 346.271914 206.935465 \n", "L 346.931194 216.460545 \n", "L 348.59595 242.770674 \n", "L 349.080923 246.251949 \n", "L 349.43239 247.317809 \n", "L 349.656038 247.446017 \n", "L 349.813136 247.291426 \n", "L 350.040078 246.703614 \n", "L 350.366766 245.060895 \n", "L 350.806363 241.344687 \n", "L 351.337428 234.704154 \n", "L 353.511406 203.931609 \n", "L 353.946019 201.056996 \n", "L 354.274494 200.028396 \n", "L 354.516404 199.898407 \n", "L 354.773408 200.283776 \n", "L 355.159496 201.735792 \n", "L 355.54675 204.210006 \n", "L 356.080272 209.410541 \n", "L 356.720604 218.16259 \n", "L 358.360016 242.310399 \n", "L 358.649341 243.763516 \n", "L 358.84458 243.940365 \n", "L 359.040543 243.484236 \n", "L 359.337556 241.664819 \n", "L 359.733572 237.484896 \n", "L 362.188712 207.196463 \n", "L 362.850252 202.35108 \n", "L 363.247474 200.687002 \n", "L 363.512288 200.318506 \n", "L 363.644696 200.362224 \n", "L 363.90951 200.848115 \n", "L 364.386107 202.582161 \n", "L 365.93563 208.601741 \n", "L 367.542262 214.12943 \n", "L 367.809263 214.378601 \n", "L 367.97164 214.136957 \n", "L 368.215206 213.097859 \n", "L 368.546407 210.362184 \n", "L 369.015572 204.090745 \n", "L 369.583139 192.958055 \n", "L 371.560428 148.684534 \n", "L 372.121449 142.369797 \n", "L 373.705666 129.010192 \n", "L 374.062319 127.081777 \n", "L 374.300088 126.466856 \n", "L 374.418972 126.392501 \n", "L 374.537856 126.487229 \n", "L 374.775624 127.219732 \n", "L 375.135643 129.781929 \n", "L 375.602238 135.542945 \n", "L 377.510887 162.553238 \n", "L 377.814039 163.731245 \n", "L 377.945817 163.730682 \n", "L 378.092166 163.369026 \n", "L 378.339725 161.977694 \n", "L 378.708421 158.423599 \n", "L 379.264654 150.349339 \n", "L 379.913593 137.114094 \n", "L 381.126867 106.01139 \n", "L 382.330409 75.071977 \n", "L 383.273885 57.569201 \n", "L 383.82795 50.473854 \n", "L 384.197327 48.339122 \n", "L 384.474359 47.942499 \n", "L 384.659047 48.110274 \n", "L 384.93608 48.963795 \n", "L 385.213112 50.623595 \n", "L 385.591634 54.451109 \n", "L 387.351198 76.584932 \n", "L 387.693027 78.478345 \n", "L 387.814795 78.728463 \n", "L 387.936563 78.715688 \n", "L 388.183822 77.902888 \n", "L 388.569659 75.02236 \n", "L 389.091662 68.97226 \n", "L 389.744165 58.436668 \n", "L 390.918672 38.591032 \n", "L 391.571175 31.137828 \n", "L 391.962677 28.182919 \n", "L 392.24387 26.997357 \n", "L 392.548275 26.431823 \n", "L 392.859197 26.228795 \n", "L 393.170781 26.303517 \n", "L 393.463422 26.785888 \n", "L 393.745039 27.844044 \n", "L 394.170636 30.851921 \n", "L 394.746555 37.227415 \n", "L 395.822256 53.109301 \n", "L 396.507394 62.196669 \n", "L 396.849963 64.752379 \n", "L 397.078343 65.259455 \n", "L 397.192533 65.103542 \n", "L 397.422258 63.974391 \n", "L 397.774859 60.317724 \n", "L 398.27855 51.89019 \n", "L 399.958885 21.271681 \n", "L 400.505239 16.271813 \n", "L 401.013255 13.688977 \n", "L 401.420881 12.701775 \n", "L 402.189172 11.839271 \n", "L 402.423789 11.780184 \n", "L 402.658407 12.077209 \n", "L 402.982983 13.059199 \n", "L 403.397516 15.248187 \n", "L 403.797412 18.756358 \n", "L 404.22187 24.610825 \n", "L 404.788885 36.219044 \n", "L 406.663792 77.320354 \n", "L 407.112668 81.972388 \n", "L 407.451835 83.474714 \n", "L 407.601287 83.595629 \n", "L 407.764773 83.377939 \n", "L 408.035265 82.408931 \n", "L 408.610466 79.050257 \n", "L 409.020931 77.064302 \n", "L 409.343231 76.520354 \n", "L 409.675763 76.198731 \n", "L 409.920604 75.708663 \n", "L 410.249998 74.514128 \n", "L 410.677102 71.815094 \n", "L 411.198314 66.748037 \n", "L 412.8715 47.994189 \n", "L 413.308384 46.069463 \n", "L 413.570515 45.708726 \n", "L 413.748723 45.82412 \n", "L 413.937966 46.302303 \n", "L 414.239247 48.069964 \n", "L 414.657405 52.524702 \n", "L 416.038159 71.217444 \n", "L 416.69191 78.82115 \n", "L 417.046009 81.038411 \n", "L 417.284227 81.641924 \n", "L 417.522444 81.752111 \n", "L 417.760662 81.632285 \n", "L 417.99888 81.246621 \n", "L 418.475315 79.587954 \n", "L 418.86276 78.559486 \n", "L 418.993602 78.44714 \n", "L 419.124444 78.499985 \n", "L 419.376103 79.208574 \n", "L 419.672267 81.190489 \n", "L 420.146055 86.226255 \n", "L 420.950051 97.318068 \n", "L 422.361999 120.638079 \n", "L 422.361999 120.638079 \n", "\" clip-path=\"url(#p0ad7dd62ad)\" style=\"fill: none; stroke: #e36f47\"/>\n", " </g>\n", " <g id=\"patch_3\">\n", " <path d=\"M 41.781593 258.225354 \n", "L 41.781593 2.834646 \n", "\" style=\"fill: none; stroke: #000000; stroke-linejoin: miter; stroke-linecap: square\"/>\n", " </g>\n", " <g id=\"patch_4\">\n", " <path d=\"M 41.781593 258.225354 \n", "L 422.361999 258.225354 \n", "\" style=\"fill: none; stroke: #000000; stroke-linejoin: miter; stroke-linecap: square\"/>\n", " </g>\n", " <g id=\"line2d_13\">\n", " <path d=\"M 41.781593 132.949692 \n", "L 42.855665 133.058923 \n", "L 43.926344 133.397504 \n", "L 44.993125 133.976546 \n", "L 46.140824 134.849672 \n", "L 47.518607 136.193234 \n", "L 48.939142 137.974172 \n", "L 50.541454 140.292835 \n", "L 52.575598 143.729454 \n", "L 55.95136 150.015818 \n", "L 59.904938 157.465738 \n", "L 61.223434 159.433922 \n", "L 62.598415 161.101779 \n", "L 65.930904 164.763381 \n", "L 67.117094 165.682956 \n", "L 67.954921 166.062524 \n", "L 68.700733 166.1771 \n", "L 69.346249 166.037814 \n", "L 70.048494 165.610329 \n", "L 70.81201 164.875649 \n", "L 71.677663 163.726331 \n", "L 72.530061 162.257951 \n", "L 73.551192 160.029663 \n", "L 74.716218 156.938683 \n", "L 76.219239 152.168022 \n", "L 78.052961 145.565329 \n", "L 80.514898 135.78718 \n", "L 83.638743 123.311387 \n", "L 85.243518 117.844213 \n", "L 87.136131 112.157613 \n", "L 89.910748 104.662431 \n", "L 91.335537 101.214249 \n", "L 92.528219 98.89696 \n", "L 93.381492 97.663842 \n", "L 94.265517 96.748456 \n", "L 95.049376 96.249518 \n", "L 95.604982 96.097689 \n", "L 96.355651 96.184776 \n", "L 97.02242 96.550798 \n", "L 97.733305 97.23351 \n", "L 98.535502 98.347196 \n", "L 99.359122 99.838933 \n", "L 100.435257 102.270176 \n", "L 101.726553 105.832453 \n", "L 103.221557 110.657231 \n", "L 105.318076 118.304173 \n", "L 108.645536 130.566244 \n", "L 110.530679 136.574922 \n", "L 112.878589 143.223695 \n", "L 115.237388 149.414433 \n", "L 121.88613 166.070278 \n", "L 123.54225 171.41822 \n", "L 125.966046 180.275037 \n", "L 127.611738 185.901217 \n", "L 128.644973 188.567632 \n", "L 129.21448 189.616907 \n", "L 129.794345 190.33691 \n", "L 130.362754 190.686166 \n", "L 130.909673 190.687527 \n", "L 131.471757 190.356839 \n", "L 132.008977 189.742283 \n", "L 132.598721 188.753268 \n", "L 133.52471 186.585573 \n", "L 134.507576 183.52145 \n", "L 135.456964 179.862229 \n", "L 136.63894 174.406214 \n", "L 137.996102 166.982864 \n", "L 139.462584 157.603747 \n", "L 141.162326 145.05315 \n", "L 146.236674 105.712068 \n", "L 147.58756 97.76116 \n", "L 148.795158 92.108145 \n", "L 149.917526 88.043663 \n", "L 150.823233 85.586435 \n", "L 151.464995 84.30309 \n", "L 152.084435 83.435482 \n", "L 152.627833 82.978461 \n", "L 153.134574 82.80698 \n", "L 153.687531 82.891995 \n", "L 154.243297 83.246125 \n", "L 155.061503 84.191953 \n", "L 156.111189 85.921959 \n", "L 157.997162 89.141879 \n", "L 158.739955 89.975142 \n", "L 159.338792 90.342692 \n", "L 159.835005 90.422704 \n", "L 160.382317 90.283034 \n", "L 161.085295 89.813648 \n", "L 163.144185 88.019006 \n", "L 163.639451 87.896433 \n", "L 164.142752 88.046697 \n", "L 164.657291 88.551342 \n", "L 165.186778 89.497044 \n", "L 165.716078 90.914211 \n", "L 166.527239 94.042615 \n", "L 167.283263 97.982969 \n", "L 168.251085 104.321121 \n", "L 169.497021 114.132778 \n", "L 174.895326 159.300645 \n", "L 175.968976 165.866101 \n", "L 176.982469 170.633557 \n", "L 177.760094 173.181156 \n", "L 178.311504 174.332836 \n", "L 178.853669 174.90296 \n", "L 179.343664 174.929973 \n", "L 179.707093 174.653543 \n", "L 180.111979 174.061873 \n", "L 180.620142 172.934429 \n", "L 181.309096 170.850314 \n", "L 183.711047 162.781282 \n", "L 184.242025 161.978112 \n", "L 184.622486 161.865137 \n", "L 184.824566 161.985046 \n", "L 185.257319 162.700716 \n", "L 185.695797 164.103973 \n", "L 186.275385 167.047244 \n", "L 186.864738 171.285342 \n", "L 187.630093 178.430986 \n", "L 189.064942 194.722375 \n", "L 190.347796 208.441975 \n", "L 191.088925 214.225747 \n", "L 191.597994 216.867667 \n", "L 192.092879 218.260708 \n", "L 192.360191 218.511625 \n", "L 192.525676 218.489592 \n", "L 192.825373 218.108374 \n", "L 193.151541 217.207521 \n", "L 193.519409 215.618611 \n", "L 194.145306 211.685264 \n", "L 195.090783 203.587668 \n", "L 197.330852 182.886433 \n", "L 198.262235 176.692549 \n", "L 198.992443 173.145747 \n", "L 199.824497 170.164297 \n", "L 200.836125 167.385643 \n", "L 202.185546 164.332682 \n", "L 202.965619 163.042924 \n", "L 203.576503 162.463842 \n", "L 204.115965 162.326042 \n", "L 204.574879 162.469872 \n", "L 205.310454 163.036499 \n", "L 206.040183 163.616015 \n", "L 206.502701 163.722228 \n", "L 206.830545 163.5692 \n", "L 207.204281 163.084636 \n", "L 207.536772 162.322852 \n", "L 207.915775 161.019122 \n", "L 208.495457 158.038496 \n", "L 209.079655 153.778232 \n", "L 209.921718 145.555017 \n", "L 210.94773 133.04008 \n", "L 213.542755 100.156031 \n", "L 214.403434 92.346999 \n", "L 215.06285 88.350049 \n", "L 215.539474 86.693391 \n", "L 215.884302 86.164201 \n", "L 216.05959 86.10888 \n", "L 216.227465 86.187727 \n", "L 216.554617 86.69674 \n", "L 216.90714 87.728673 \n", "L 217.429175 90.016973 \n", "L 219.534248 100.743177 \n", "L 219.894911 101.411083 \n", "L 220.191643 101.482427 \n", "L 220.495579 101.086298 \n", "L 220.811532 100.180495 \n", "L 221.30702 97.854291 \n", "L 222.139067 92.270315 \n", "L 223.346946 84.039416 \n", "L 223.876095 81.61146 \n", "L 224.327239 80.382358 \n", "L 224.618226 80.003841 \n", "L 224.892428 79.921094 \n", "L 225.172481 80.076193 \n", "L 225.64373 80.749239 \n", "L 227.062002 83.251434 \n", "L 227.370098 83.353069 \n", "L 227.667884 83.16765 \n", "L 227.967876 82.666659 \n", "L 228.391228 81.403147 \n", "L 229.001478 78.518973 \n", "L 229.820764 73.281322 \n", "L 231.106873 64.993143 \n", "L 231.678507 62.531582 \n", "L 232.044395 61.621341 \n", "L 232.31774 61.326402 \n", "L 232.576114 61.363024 \n", "L 232.906386 61.858333 \n", "L 233.330381 63.209622 \n", "L 233.860989 65.939574 \n", "L 234.468384 70.269424 \n", "L 235.399592 78.779685 \n", "L 236.749496 93.53745 \n", "L 238.312014 110.397256 \n", "L 239.186984 117.407984 \n", "L 239.857067 121.024298 \n", "L 240.338544 122.722227 \n", "L 240.771325 123.703621 \n", "L 241.229889 124.313722 \n", "L 242.044833 124.894472 \n", "L 242.542041 125.42215 \n", "L 242.873601 126.064064 \n", "L 243.235529 127.171831 \n", "L 243.782228 129.890167 \n", "L 244.301937 133.853935 \n", "L 244.834086 139.388482 \n", "L 245.585953 149.543388 \n", "L 246.664347 167.651692 \n", "L 248.896623 206.575936 \n", "L 249.70288 216.683599 \n", "L 250.433323 223.136673 \n", "L 251.075747 226.861907 \n", "L 251.518474 228.473033 \n", "L 251.844396 229.177659 \n", "L 252.15477 229.45915 \n", "L 252.482025 229.321695 \n", "L 252.76852 228.813113 \n", "L 253.074081 227.848983 \n", "L 253.569249 225.330171 \n", "L 254.098216 221.354887 \n", "L 254.857105 213.637633 \n", "L 255.936264 199.964301 \n", "L 257.351276 182.207855 \n", "L 257.949087 177.088737 \n", "L 258.431027 174.81223 \n", "L 258.714574 174.359328 \n", "L 258.850529 174.384957 \n", "L 259.117719 174.89658 \n", "L 259.402501 176.104297 \n", "L 259.831843 179.149738 \n", "L 260.304854 184.018637 \n", "L 261.134196 195.38092 \n", "L 263.096832 224.11767 \n", "L 263.7496 230.05838 \n", "L 264.144968 232.142704 \n", "L 264.410896 232.87422 \n", "L 264.683284 233.075282 \n", "L 264.939555 232.776953 \n", "L 265.183721 232.074015 \n", "L 265.566239 230.201641 \n", "L 266.052131 226.56419 \n", "L 266.727966 219.375386 \n", "L 267.578913 207.390199 \n", "L 270.716005 159.39403 \n", "L 271.698488 149.021055 \n", "L 272.719188 140.896484 \n", "L 274.11741 132.074152 \n", "L 275.204497 126.31053 \n", "L 275.701364 124.584404 \n", "L 276.044107 123.97173 \n", "L 276.321255 123.893233 \n", "L 276.627092 124.283354 \n", "L 276.925258 125.168468 \n", "L 277.38914 127.550289 \n", "L 277.888646 131.452147 \n", "L 278.610614 139.36621 \n", "L 279.596026 153.685566 \n", "L 281.600125 184.910146 \n", "L 282.277099 192.178199 \n", "L 282.753611 195.586455 \n", "L 283.227307 197.496671 \n", "L 283.541884 197.959944 \n", "L 283.695797 197.958517 \n", "L 283.868453 197.782995 \n", "L 284.224369 196.858426 \n", "L 284.579343 195.216547 \n", "L 285.109471 191.540951 \n", "L 285.881639 184.007941 \n", "L 287.016132 169.889116 \n", "L 288.308719 150.784935 \n", "L 289.364689 132.032865 \n", "L 290.772146 102.508996 \n", "L 292.806102 59.053448 \n", "L 293.581369 47.513238 \n", "L 294.012667 43.387612 \n", "L 294.456784 41.037414 \n", "L 294.752987 40.524932 \n", "L 294.884466 40.553778 \n", "L 295.133008 41.00964 \n", "L 295.50398 42.563787 \n", "L 296.04153 46.306053 \n", "L 296.823307 53.922249 \n", "L 297.794663 65.868592 \n", "L 299.02299 84.101387 \n", "L 300.508184 105.779447 \n", "L 301.13753 111.933882 \n", "L 301.594421 114.40647 \n", "L 301.887804 114.976881 \n", "L 302.059256 114.927618 \n", "L 302.261966 114.505767 \n", "L 302.595943 112.975851 \n", "L 302.960335 110.207203 \n", "L 303.571887 103.451473 \n", "L 304.691104 87.564732 \n", "L 305.826941 72.530215 \n", "L 306.679677 63.886574 \n", "L 307.381923 58.579793 \n", "L 307.92767 55.823001 \n", "L 308.339414 54.650305 \n", "L 308.694591 54.21897 \n", "L 309.031754 54.167649 \n", "L 309.774143 54.234548 \n", "L 310.081254 53.873365 \n", "L 310.408574 53.010174 \n", "L 310.806714 51.196959 \n", "L 311.344162 47.464737 \n", "L 312.159847 39.741288 \n", "L 313.335882 28.585363 \n", "L 313.768599 26.14375 \n", "L 314.05689 25.373382 \n", "L 314.253099 25.298021 \n", "L 314.444933 25.60112 \n", "L 314.743843 26.855939 \n", "L 315.04453 29.122794 \n", "L 315.51852 34.813736 \n", "L 316.030572 43.864979 \n", "L 316.74422 60.823011 \n", "L 318.795819 113.312299 \n", "L 319.365288 121.762516 \n", "L 319.689816 124.320353 \n", "L 319.894428 124.98296 \n", "L 320.005317 125.024098 \n", "L 320.199156 124.557314 \n", "L 320.412174 123.269344 \n", "L 320.74721 119.71282 \n", "L 321.242907 111.583905 \n", "L 322.076547 93.224265 \n", "L 323.518886 61.311725 \n", "L 324.020249 54.29537 \n", "L 324.382584 51.583925 \n", "L 324.634053 51.014669 \n", "L 324.721402 51.075689 \n", "L 324.905259 51.638034 \n", "L 325.158701 53.35593 \n", "L 325.543536 57.933334 \n", "L 326.062941 67.519758 \n", "L 326.669262 83.170854 \n", "L 327.556396 112.949324 \n", "L 329.038616 163.180031 \n", "L 329.593827 174.921471 \n", "L 330.009977 179.805171 \n", "L 330.260949 181.090339 \n", "L 330.441971 181.260727 \n", "L 330.626316 180.812721 \n", "L 330.914354 178.972255 \n", "L 331.397479 173.508127 \n", "L 332.693404 157.295233 \n", "L 333.088266 154.868188 \n", "L 333.370709 154.152392 \n", "L 333.550013 154.14646 \n", "L 333.762913 154.588609 \n", "L 334.101827 156.274595 \n", "L 334.479406 159.498276 \n", "L 334.985001 165.779896 \n", "L 335.811836 179.525138 \n", "L 337.374617 205.927941 \n", "L 338.066333 213.82315 \n", "L 338.597318 217.452172 \n", "L 338.976653 218.733087 \n", "L 339.217455 218.9813 \n", "L 339.396457 218.873456 \n", "L 339.64942 218.282339 \n", "L 339.95277 216.87827 \n", "L 340.361925 213.763182 \n", "L 340.81237 208.731118 \n", "L 341.567813 197.242874 \n", "L 342.429462 184.384644 \n", "L 342.821595 180.989475 \n", "L 343.143971 179.78021 \n", "L 343.292637 179.675959 \n", "L 343.427554 179.802966 \n", "L 343.661953 180.459001 \n", "L 344.059647 182.552635 \n", "L 344.722487 187.640971 \n", "L 345.611717 196.128842 \n", "L 346.39809 205.861446 \n", "L 347.25344 219.64226 \n", "L 348.744521 245.10909 \n", "L 349.217141 249.416556 \n", "L 349.574897 250.846593 \n", "L 349.726429 250.997315 \n", "L 349.904795 250.849957 \n", "L 350.138938 250.155274 \n", "L 350.465821 248.309205 \n", "L 350.91244 244.29611 \n", "L 351.467036 237.164366 \n", "L 352.399644 221.627313 \n", "L 353.178163 209.856013 \n", "L 353.733752 204.344563 \n", "L 354.180573 201.710855 \n", "L 354.489635 200.809871 \n", "L 354.703758 200.652069 \n", "L 354.843788 200.763301 \n", "L 355.100024 201.410022 \n", "L 355.415987 202.975795 \n", "L 355.877842 206.663289 \n", "L 356.467462 213.476163 \n", "L 357.364225 226.984191 \n", "L 358.315492 240.479072 \n", "L 358.7521 243.861454 \n", "L 359.001664 244.410934 \n", "L 359.112852 244.291447 \n", "L 359.292115 243.625482 \n", "L 359.58403 241.390641 \n", "L 360.060605 235.518832 \n", "L 361.842703 211.382673 \n", "L 362.653984 203.955223 \n", "L 363.150424 201.109604 \n", "L 363.415561 200.436589 \n", "L 363.606425 200.35382 \n", "L 363.783759 200.547609 \n", "L 364.106594 201.388308 \n", "L 364.815942 204.121563 \n", "L 365.572466 207.81112 \n", "L 366.729213 213.612528 \n", "L 367.309313 215.540327 \n", "L 367.644924 216.109751 \n", "L 367.838197 216.165099 \n", "L 368.010939 216.001026 \n", "L 368.246197 215.381571 \n", "L 368.516661 213.962737 \n", "L 368.879092 210.545699 \n", "L 369.301726 203.956585 \n", "L 369.885345 190.523926 \n", "L 371.65719 146.212037 \n", "L 372.274997 137.663221 \n", "L 373.076068 129.840254 \n", "L 373.793264 124.614289 \n", "L 374.272369 122.596082 \n", "L 374.539427 122.136527 \n", "L 374.716041 122.167283 \n", "L 374.936686 122.6699 \n", "L 375.221981 124.230934 \n", "L 375.546266 127.38061 \n", "L 376.069401 135.086846 \n", "L 377.472187 157.224145 \n", "L 377.812699 159.619545 \n", "L 378.046683 160.158261 \n", "L 378.141264 160.128543 \n", "L 378.314257 159.73682 \n", "L 378.590973 158.307149 \n", "L 378.996336 154.65334 \n", "L 379.472927 147.920129 \n", "L 380.034501 136.262282 \n", "L 381.181757 105.92616 \n", "L 382.60674 69.311027 \n", "L 383.340683 56.684444 \n", "L 383.869625 50.438586 \n", "L 384.229317 48.1399 \n", "L 384.463458 47.569136 \n", "L 384.652266 47.579109 \n", "L 384.850721 47.974759 \n", "L 385.117469 49.053559 \n", "L 385.46266 51.395495 \n", "L 385.875197 55.791558 \n", "L 386.773672 68.923167 \n", "L 387.356687 75.558324 \n", "L 387.742499 77.890171 \n", "L 387.922517 78.239368 \n", "L 388.038719 78.18462 \n", "L 388.195445 77.7548 \n", "L 388.47688 76.011709 \n", "L 388.908614 71.472524 \n", "L 389.615931 61.217655 \n", "L 390.584772 43.145698 \n", "L 391.293794 31.860098 \n", "L 391.908943 25.45466 \n", "L 392.37073 22.598898 \n", "L 392.687709 21.73418 \n", "L 392.889993 21.634532 \n", "L 393.07946 21.820979 \n", "L 393.333307 22.440835 \n", "L 393.703101 24.082995 \n", "L 394.126164 27.243843 \n", "L 394.673166 33.540808 \n", "L 395.647607 48.171046 \n", "L 396.617657 61.855216 \n", "L 397.035388 65.354251 \n", "L 397.2875 66.192186 \n", "L 397.399537 66.20648 \n", "L 397.56834 65.791635 \n", "L 397.816632 64.224669 \n", "L 398.153957 60.393346 \n", "L 398.681233 51.428581 \n", "L 400.280527 22.412139 \n", "L 400.778642 17.777874 \n", "L 401.303936 14.805457 \n", "L 401.760108 13.364251 \n", "L 402.080947 12.994554 \n", "L 402.338057 13.036938 \n", "L 402.594178 13.340063 \n", "L 402.906573 14.100559 \n", "L 403.223918 15.468703 \n", "L 403.603862 18.107988 \n", "L 404.073007 22.974323 \n", "L 404.634825 31.4419 \n", "L 405.373801 46.778465 \n", "L 406.729711 75.175341 \n", "L 407.237048 81.547543 \n", "L 407.59979 83.778982 \n", "L 407.802319 84.161044 \n", "L 407.947222 84.088231 \n", "L 408.169961 83.508176 \n", "L 408.550447 81.639108 \n", "L 410.758892 68.017035 \n", "L 411.315105 62.3552 \n", "L 413.125098 41.799943 \n", "L 413.365327 41.141895 \n", "L 413.542801 41.138 \n", "L 413.713506 41.49691 \n", "L 413.997333 42.809456 \n", "L 414.39537 45.941383 \n", "L 414.883914 51.614666 \n", "L 415.739884 64.931891 \n", "L 416.736972 79.126526 \n", "L 417.284834 84.245123 \n", "L 417.627689 85.650472 \n", "L 417.832647 85.78847 \n", "L 418.000979 85.57451 \n", "L 418.293807 84.716337 \n", "L 419.363476 81.073911 \n", "L 419.562082 80.985859 \n", "L 419.703899 81.160938 \n", "L 419.903425 81.799982 \n", "L 420.178406 83.518678 \n", "L 420.556808 87.516444 \n", "L 421.154876 96.767907 \n", "L 422.361999 118.446317 \n", "L 422.361999 118.446317 \n", "\" clip-path=\"url(#p0ad7dd62ad)\" style=\"fill: none; stroke: #3ea44e\"/>\n", " </g>\n", " <g id=\"legend_1\">\n", " <g id=\"patch_5\">\n", " <path d=\"M 332.945749 50.862146 \n", "L 418.361999 50.862146 \n", "L 418.361999 6.834646 \n", "L 332.945749 6.834646 \n", "z\n", "\" style=\"fill: #ffffff; stroke: #000000; stroke-linejoin: miter\"/>\n", " </g>\n", " <g id=\"line2d_14\">\n", " <path d=\"M 339.345749 16.513396 \n", "L 347.345749 16.513396 \n", "L 355.345749 16.513396 \n", "\" style=\"fill: none; stroke: #009afa; stroke-linejoin: miter\"/>\n", " </g>\n", " <g id=\"text_13\">\n", " <!-- GXBeam -->\n", " <g transform=\"translate(361.745749 19.313396) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-47\" d=\"M 3809 666 \n", "L 3809 1919 \n", "L 2778 1919 \n", "L 2778 2438 \n", "L 4434 2438 \n", "L 4434 434 \n", "Q 4069 175 3628 42 \n", "Q 3188 -91 2688 -91 \n", "Q 1594 -91 976 548 \n", "Q 359 1188 359 2328 \n", "Q 359 3472 976 4111 \n", "Q 1594 4750 2688 4750 \n", "Q 3144 4750 3555 4637 \n", "Q 3966 4525 4313 4306 \n", "L 4313 3634 \n", "Q 3963 3931 3569 4081 \n", "Q 3175 4231 2741 4231 \n", "Q 1884 4231 1454 3753 \n", "Q 1025 3275 1025 2328 \n", "Q 1025 1384 1454 906 \n", "Q 1884 428 2741 428 \n", "Q 3075 428 3337 486 \n", "Q 3600 544 3809 666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-58\" d=\"M 403 4666 \n", "L 1081 4666 \n", "L 2241 2931 \n", "L 3406 4666 \n", "L 4084 4666 \n", "L 2584 2425 \n", "L 4184 0 \n", "L 3506 0 \n", "L 2194 1984 \n", "L 872 0 \n", "L 191 0 \n", "L 1856 2491 \n", "L 403 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-42\" d=\"M 1259 2228 \n", "L 1259 519 \n", "L 2272 519 \n", "Q 2781 519 3026 730 \n", "Q 3272 941 3272 1375 \n", "Q 3272 1813 3026 2020 \n", "Q 2781 2228 2272 2228 \n", "L 1259 2228 \n", "z\n", "M 1259 4147 \n", "L 1259 2741 \n", "L 2194 2741 \n", "Q 2656 2741 2882 2914 \n", "Q 3109 3088 3109 3444 \n", "Q 3109 3797 2882 3972 \n", "Q 2656 4147 2194 4147 \n", "L 1259 4147 \n", "z\n", "M 628 4666 \n", "L 2241 4666 \n", "Q 2963 4666 3353 4366 \n", "Q 3744 4066 3744 3513 \n", "Q 3744 3084 3544 2831 \n", "Q 3344 2578 2956 2516 \n", "Q 3422 2416 3680 2098 \n", "Q 3938 1781 3938 1306 \n", "Q 3938 681 3513 340 \n", "Q 3088 0 2303 0 \n", "L 628 0 \n", "L 628 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-47\"/>\n", " <use xlink:href=\"#DejaVuSans-58\" x=\"77.490234\"/>\n", " <use xlink:href=\"#DejaVuSans-42\" x=\"145.996094\"/>\n", " <use xlink:href=\"#DejaVuSans-65\" x=\"214.599609\"/>\n", " <use xlink:href=\"#DejaVuSans-61\" x=\"276.123047\"/>\n", " <use xlink:href=\"#DejaVuSans-6d\" x=\"337.402344\"/>\n", " </g>\n", " </g>\n", " <g id=\"line2d_15\">\n", " <path d=\"M 339.345749 28.255896 \n", "L 347.345749 28.255896 \n", "L 355.345749 28.255896 \n", "\" style=\"fill: none; stroke: #e36f47; stroke-linejoin: miter\"/>\n", " </g>\n", " <g id=\"text_14\">\n", " <!-- ODEProblem -->\n", " <g transform=\"translate(361.745749 31.055896) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-4f\" d=\"M 2522 4238 \n", "Q 1834 4238 1429 3725 \n", "Q 1025 3213 1025 2328 \n", "Q 1025 1447 1429 934 \n", "Q 1834 422 2522 422 \n", "Q 3209 422 3611 934 \n", "Q 4013 1447 4013 2328 \n", "Q 4013 3213 3611 3725 \n", "Q 3209 4238 2522 4238 \n", "z\n", "M 2522 4750 \n", "Q 3503 4750 4090 4092 \n", "Q 4678 3434 4678 2328 \n", "Q 4678 1225 4090 567 \n", "Q 3503 -91 2522 -91 \n", "Q 1538 -91 948 565 \n", "Q 359 1222 359 2328 \n", "Q 359 3434 948 4092 \n", "Q 1538 4750 2522 4750 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-44\" d=\"M 1259 4147 \n", "L 1259 519 \n", "L 2022 519 \n", "Q 2988 519 3436 956 \n", "Q 3884 1394 3884 2338 \n", "Q 3884 3275 3436 3711 \n", "Q 2988 4147 2022 4147 \n", "L 1259 4147 \n", "z\n", "M 628 4666 \n", "L 1925 4666 \n", "Q 3281 4666 3915 4102 \n", "Q 4550 3538 4550 2338 \n", "Q 4550 1131 3912 565 \n", "Q 3275 0 1925 0 \n", "L 628 0 \n", "L 628 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-45\" d=\"M 628 4666 \n", "L 3578 4666 \n", "L 3578 4134 \n", "L 1259 4134 \n", "L 1259 2753 \n", "L 3481 2753 \n", "L 3481 2222 \n", "L 1259 2222 \n", "L 1259 531 \n", "L 3634 531 \n", "L 3634 0 \n", "L 628 0 \n", "L 628 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-62\" d=\"M 3116 1747 \n", "Q 3116 2381 2855 2742 \n", "Q 2594 3103 2138 3103 \n", "Q 1681 3103 1420 2742 \n", "Q 1159 2381 1159 1747 \n", "Q 1159 1113 1420 752 \n", "Q 1681 391 2138 391 \n", "Q 2594 391 2855 752 \n", "Q 3116 1113 3116 1747 \n", "z\n", "M 1159 2969 \n", "Q 1341 3281 1617 3432 \n", "Q 1894 3584 2278 3584 \n", "Q 2916 3584 3314 3078 \n", "Q 3713 2572 3713 1747 \n", "Q 3713 922 3314 415 \n", "Q 2916 -91 2278 -91 \n", "Q 1894 -91 1617 61 \n", "Q 1341 213 1159 525 \n", "L 1159 0 \n", "L 581 0 \n", "L 581 4863 \n", "L 1159 4863 \n", "L 1159 2969 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-6c\" d=\"M 603 4863 \n", "L 1178 4863 \n", "L 1178 0 \n", "L 603 0 \n", "L 603 4863 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-4f\"/>\n", " <use xlink:href=\"#DejaVuSans-44\" x=\"78.710938\"/>\n", " <use xlink:href=\"#DejaVuSans-45\" x=\"155.712891\"/>\n", " <use xlink:href=\"#DejaVuSans-50\" x=\"218.896484\"/>\n", " <use xlink:href=\"#DejaVuSans-72\" x=\"277.449219\"/>\n", " <use xlink:href=\"#DejaVuSans-6f\" x=\"316.3125\"/>\n", " <use xlink:href=\"#DejaVuSans-62\" x=\"377.494141\"/>\n", " <use xlink:href=\"#DejaVuSans-6c\" x=\"440.970703\"/>\n", " <use xlink:href=\"#DejaVuSans-65\" x=\"468.753906\"/>\n", " <use xlink:href=\"#DejaVuSans-6d\" x=\"530.277344\"/>\n", " </g>\n", " </g>\n", " <g id=\"line2d_16\">\n", " <path d=\"M 339.345749 39.998396 \n", "L 347.345749 39.998396 \n", "L 355.345749 39.998396 \n", "\" style=\"fill: none; stroke: #3ea44e; stroke-linejoin: miter\"/>\n", " </g>\n", " <g id=\"text_15\">\n", " <!-- DAEProblem -->\n", " <g transform=\"translate(361.745749 42.798396) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-41\" d=\"M 2188 4044 \n", "L 1331 1722 \n", "L 3047 1722 \n", "L 2188 4044 \n", "z\n", "M 1831 4666 \n", "L 2547 4666 \n", "L 4325 0 \n", "L 3669 0 \n", "L 3244 1197 \n", "L 1141 1197 \n", "L 716 0 \n", "L 50 0 \n", "L 1831 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-44\"/>\n", " <use xlink:href=\"#DejaVuSans-41\" x=\"75.251953\"/>\n", " <use xlink:href=\"#DejaVuSans-45\" x=\"143.660156\"/>\n", " <use xlink:href=\"#DejaVuSans-50\" x=\"206.84375\"/>\n", " <use xlink:href=\"#DejaVuSans-72\" x=\"265.396484\"/>\n", " <use xlink:href=\"#DejaVuSans-6f\" x=\"304.259766\"/>\n", " <use xlink:href=\"#DejaVuSans-62\" x=\"365.441406\"/>\n", " <use xlink:href=\"#DejaVuSans-6c\" x=\"428.917969\"/>\n", " <use xlink:href=\"#DejaVuSans-65\" x=\"456.701172\"/>\n", " <use xlink:href=\"#DejaVuSans-6d\" x=\"518.224609\"/>\n", " </g>\n", " </g>\n", " </g>\n", " </g>\n", " </g>\n", " <defs>\n", " <clipPath id=\"p0ad7dd62ad\">\n", " <rect x=\"41.781593\" y=\"2.834646\" width=\"380.580407\" height=\"255.390709\"/>\n", " </clipPath>\n", " </defs>\n", "</svg>\n" ] }, "metadata": {}, "execution_count": 10 } ], "cell_type": "code", "source": [ "ph[4]" ], "metadata": {}, "execution_count": 10 }, { "outputs": [ { "output_type": "execute_result", "data": { "text/plain": "Plot{Plots.PyPlotBackend() n=3}", "image/png": "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", "text/html": [ "<img src=\"data:image/png;base64,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\" />" ], "image/svg+xml": [ "<?xml version=\"1.0\" encoding=\"utf-8\" standalone=\"no\"?>\n", "<!DOCTYPE svg PUBLIC \"-//W3C//DTD SVG 1.1//EN\"\n", " \"http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd\">\n", "<svg xmlns:xlink=\"http://www.w3.org/1999/xlink\" width=\"432pt\" height=\"288pt\" viewBox=\"0 0 432 288\" xmlns=\"http://www.w3.org/2000/svg\" version=\"1.1\">\n", " <metadata>\n", " <rdf:RDF xmlns:dc=\"http://purl.org/dc/elements/1.1/\" xmlns:cc=\"http://creativecommons.org/ns#\" xmlns:rdf=\"http://www.w3.org/1999/02/22-rdf-syntax-ns#\">\n", " <cc:Work>\n", " <dc:type rdf:resource=\"http://purl.org/dc/dcmitype/StillImage\"/>\n", " <dc:date>2023-06-12T19:46:55.046182</dc:date>\n", " <dc:format>image/svg+xml</dc:format>\n", " <dc:creator>\n", " <cc:Agent>\n", " <dc:title>Matplotlib v3.7.1, https://matplotlib.org/</dc:title>\n", " </cc:Agent>\n", " </dc:creator>\n", " </cc:Work>\n", " </rdf:RDF>\n", " </metadata>\n", " <defs>\n", " <style type=\"text/css\">*{stroke-linejoin: round; stroke-linecap: butt}</style>\n", " </defs>\n", " <g id=\"figure_1\">\n", " <g id=\"patch_1\">\n", " <path d=\"M 0 288 \n", "L 432 288 \n", "L 432 0 \n", "L 0 0 \n", "z\n", "\" style=\"fill: #ffffff\"/>\n", " </g>\n", " <g id=\"axes_1\">\n", " <g id=\"patch_2\">\n", " <path d=\"M 42.933593 258.225354 \n", "L 422.361999 258.225354 \n", "L 422.361999 2.834646 \n", "L 42.933593 2.834646 \n", "z\n", "\" style=\"fill: #ffffff\"/>\n", " </g>\n", " <g id=\"line2d_1\">\n", " <path d=\"M 42.933593 106.005105 \n", "L 43.69245 106.094709 \n", "L 44.641021 106.397843 \n", "L 45.96902 107.281069 \n", "L 47.297019 108.527138 \n", "L 48.435305 110.023584 \n", "L 50.901589 114.136946 \n", "L 52.419303 117.070686 \n", "L 54.506159 122.001039 \n", "L 56.78273 127.883411 \n", "L 58.679872 132.642577 \n", "L 61.905013 139.734521 \n", "L 67.027297 150.39868 \n", "L 68.355296 152.215793 \n", "L 69.493581 153.426111 \n", "L 70.252438 153.965714 \n", "L 71.201009 154.339628 \n", "L 72.529008 154.462225 \n", "L 73.667294 154.267722 \n", "L 74.236436 153.951253 \n", "L 74.995293 153.29541 \n", "L 75.943864 152.100734 \n", "L 77.082149 150.40377 \n", "L 78.410149 148.114042 \n", "L 81.445576 142.665063 \n", "L 83.342718 139.525919 \n", "L 87.137002 132.544592 \n", "L 89.223858 128.355455 \n", "L 91.121 124.563532 \n", "L 94.535856 116.805036 \n", "L 96.812426 111.462342 \n", "L 98.140426 109.15623 \n", "L 99.658139 107.075456 \n", "L 100.796425 105.949032 \n", "L 102.314138 104.943486 \n", "L 104.590709 103.686516 \n", "L 105.159851 103.595947 \n", "L 106.108422 103.693507 \n", "L 107.056993 104.032338 \n", "L 107.81585 104.470523 \n", "L 108.764421 105.355362 \n", "L 109.902706 106.950466 \n", "L 111.42042 109.542663 \n", "L 112.558705 111.939326 \n", "L 113.696991 115.032753 \n", "L 115.02499 119.36546 \n", "L 116.352989 124.358124 \n", "L 118.250131 132.574186 \n", "L 120.336988 141.187697 \n", "L 122.423844 148.950827 \n", "L 123.941557 153.615338 \n", "L 125.8387 158.563206 \n", "L 126.976985 160.887261 \n", "L 127.925556 162.259687 \n", "L 128.874127 163.241705 \n", "L 130.012412 164.122404 \n", "L 130.960983 164.56364 \n", "L 131.909554 164.729873 \n", "L 133.99641 164.889189 \n", "L 134.755267 164.728872 \n", "L 135.32441 164.436041 \n", "L 135.893552 163.901629 \n", "L 136.652409 162.870527 \n", "L 137.411266 161.456142 \n", "L 138.359837 159.131992 \n", "L 139.308408 156.031845 \n", "L 140.446693 151.439116 \n", "L 142.533549 141.961804 \n", "L 146.327833 123.234785 \n", "L 148.983832 110.731047 \n", "L 150.122118 106.303892 \n", "L 151.450117 101.996005 \n", "L 152.778116 98.368605 \n", "L 154.106116 95.457232 \n", "L 156.762115 90.451569 \n", "L 157.710686 89.10828 \n", "L 158.469542 88.361925 \n", "L 159.418113 87.735087 \n", "L 160.17697 87.463094 \n", "L 160.935827 87.364666 \n", "L 161.694684 87.500682 \n", "L 163.022683 88.02077 \n", "L 165.10954 89.040696 \n", "L 165.678682 89.55408 \n", "L 166.437539 90.569921 \n", "L 167.196396 91.985713 \n", "L 167.955253 93.83944 \n", "L 168.903824 96.819556 \n", "L 169.852395 100.647526 \n", "L 171.180394 107.148868 \n", "L 173.646679 120.513529 \n", "L 176.302678 136.217777 \n", "L 178.579248 150.918369 \n", "L 180.666104 163.979507 \n", "L 182.563246 174.184886 \n", "L 184.270674 182.265904 \n", "L 186.736959 192.783896 \n", "L 187.875244 196.978057 \n", "L 188.823815 199.70051 \n", "L 189.582672 201.273651 \n", "L 190.151814 202.082219 \n", "L 190.720957 202.570441 \n", "L 191.2901 202.727913 \n", "L 191.859242 202.560647 \n", "L 192.428385 202.126082 \n", "L 193.376956 200.98696 \n", "L 195.843241 197.516607 \n", "L 196.602097 196.093878 \n", "L 197.360954 194.26919 \n", "L 198.309525 191.328411 \n", "L 199.258096 187.598094 \n", "L 200.206667 182.867853 \n", "L 201.155238 177.048131 \n", "L 205.518665 148.223271 \n", "L 208.743806 129.372643 \n", "L 210.071806 119.188719 \n", "L 212.348376 101.426195 \n", "L 214.245518 88.634497 \n", "L 215.763232 79.87953 \n", "L 217.660374 68.754225 \n", "L 219.178088 59.865775 \n", "L 220.126659 55.608606 \n", "L 221.07523 52.396222 \n", "L 221.834086 50.510399 \n", "L 222.403229 49.544847 \n", "L 222.782657 49.17543 \n", "L 223.162086 49.071676 \n", "L 223.541514 49.218698 \n", "L 223.920943 49.583856 \n", "L 224.490085 50.46247 \n", "L 226.007799 53.108139 \n", "L 226.766656 53.938113 \n", "L 227.335798 54.302628 \n", "L 227.904941 54.442647 \n", "L 228.474083 54.313416 \n", "L 228.853512 54.026112 \n", "L 229.422655 53.231815 \n", "L 230.181511 51.566003 \n", "L 231.509511 48.473188 \n", "L 231.888939 48.019959 \n", "L 232.268368 47.88005 \n", "L 232.647796 48.073771 \n", "L 233.027224 48.577912 \n", "L 233.596367 49.846284 \n", "L 234.16551 51.652981 \n", "L 234.734652 54.03292 \n", "L 235.493509 58.337602 \n", "L 236.252366 64.052708 \n", "L 241.184935 107.040026 \n", "L 243.65122 132.007112 \n", "L 246.117504 158.495292 \n", "L 247.066075 165.701403 \n", "L 248.773503 176.367374 \n", "L 250.291217 184.943633 \n", "L 251.80893 193.428051 \n", "L 254.275215 208.865071 \n", "L 254.844358 210.903431 \n", "L 255.603215 212.634966 \n", "L 256.931214 215.179351 \n", "L 260.156355 222.75159 \n", "L 260.915212 225.487887 \n", "L 262.243212 230.591886 \n", "L 262.62264 231.384316 \n", "L 263.002068 231.603156 \n", "L 263.191783 231.473895 \n", "L 263.571211 230.736166 \n", "L 263.950639 229.423017 \n", "L 264.519782 226.622133 \n", "L 268.883209 201.293582 \n", "L 271.539208 185.432708 \n", "L 272.487779 177.27767 \n", "L 274.764349 156.620107 \n", "L 276.282063 144.936025 \n", "L 277.04092 140.364148 \n", "L 277.799776 137.08118 \n", "L 279.696918 130.209288 \n", "L 280.645489 125.020246 \n", "L 283.491202 108.438377 \n", "L 284.250059 104.932565 \n", "L 284.819202 103.097245 \n", "L 285.19863 102.416749 \n", "L 285.578059 102.210413 \n", "L 285.957487 102.472942 \n", "L 286.336915 103.181808 \n", "L 286.906058 104.84942 \n", "L 288.8032 111.078711 \n", "L 289.372343 112.134118 \n", "L 289.751771 112.456728 \n", "L 290.1312 112.422849 \n", "L 290.510628 111.965404 \n", "L 290.890056 111.032002 \n", "L 291.459199 108.714031 \n", "L 292.028342 105.240489 \n", "L 292.787198 98.979169 \n", "L 294.68434 81.998191 \n", "L 295.253483 78.79605 \n", "L 295.632911 77.515819 \n", "L 296.01234 76.973633 \n", "L 296.202054 77.005713 \n", "L 296.391768 77.252696 \n", "L 296.771197 78.396801 \n", "L 297.150625 80.423513 \n", "L 297.719768 85.039234 \n", "L 298.478624 93.495634 \n", "L 299.996338 111.342951 \n", "L 300.755195 117.566524 \n", "L 301.514052 121.802775 \n", "L 302.272909 124.795966 \n", "L 303.031765 126.951273 \n", "L 304.170051 129.832396 \n", "L 304.739193 132.207153 \n", "L 305.308336 135.932398 \n", "L 305.877478 141.216707 \n", "L 306.636335 150.426154 \n", "L 308.154049 169.903188 \n", "L 308.912906 176.4301 \n", "L 309.482048 179.58659 \n", "L 310.051191 181.632135 \n", "L 310.620334 182.926445 \n", "L 310.999762 183.329447 \n", "L 311.189476 183.352552 \n", "L 311.568905 183.074267 \n", "L 312.517476 181.898462 \n", "L 312.70719 182.007011 \n", "L 312.896904 182.384828 \n", "L 313.276332 184.145076 \n", "L 313.655761 187.387338 \n", "L 314.224903 194.816136 \n", "L 316.31176 226.356661 \n", "L 317.260331 236.036656 \n", "L 318.398616 245.552128 \n", "L 318.967758 249.051258 \n", "L 319.347187 250.256827 \n", "L 319.536901 250.394752 \n", "L 319.726615 250.176377 \n", "L 319.916329 249.588227 \n", "L 320.295758 247.296123 \n", "L 320.8649 241.59499 \n", "L 322.003186 229.083372 \n", "L 322.572328 225.274452 \n", "L 322.951757 224.031298 \n", "L 323.331185 223.673507 \n", "L 323.710614 223.865768 \n", "L 324.279756 224.613802 \n", "L 325.228327 225.863274 \n", "L 325.79747 226.135944 \n", "L 326.176898 226.33112 \n", "L 326.556327 227.001247 \n", "L 326.935755 228.454766 \n", "L 327.504898 232.044937 \n", "L 328.263754 237.117751 \n", "L 328.643183 238.523687 \n", "L 328.832897 238.746599 \n", "L 329.022611 238.616131 \n", "L 329.212325 238.135475 \n", "L 329.591754 236.175634 \n", "L 330.160896 231.133671 \n", "L 331.109467 219.548867 \n", "L 332.627181 200.801327 \n", "L 334.334609 180.775179 \n", "L 335.28318 170.484732 \n", "L 335.852323 166.391069 \n", "L 336.611179 162.655028 \n", "L 337.55975 157.892344 \n", "L 340.405463 140.747761 \n", "L 340.974606 135.510484 \n", "L 342.871748 115.44198 \n", "L 343.440891 112.451269 \n", "L 344.958604 105.633989 \n", "L 346.666032 95.52821 \n", "L 347.235175 93.727697 \n", "L 347.994032 91.448757 \n", "L 348.37346 89.632166 \n", "L 348.752888 86.951527 \n", "L 349.322031 81.12874 \n", "L 350.270602 70.851347 \n", "L 350.65003 68.344354 \n", "L 351.029459 67.084966 \n", "L 351.219173 66.890969 \n", "L 351.408887 66.944985 \n", "L 351.788316 67.567111 \n", "L 352.357458 68.64724 \n", "L 352.547172 68.753165 \n", "L 352.736887 68.654014 \n", "L 353.116315 67.847161 \n", "L 354.064886 64.862275 \n", "L 354.2546 64.657826 \n", "L 354.444314 64.722687 \n", "L 354.634029 65.094443 \n", "L 355.013457 66.821258 \n", "L 355.5826 71.501709 \n", "L 356.531171 80.314554 \n", "L 356.910599 82.244794 \n", "L 357.100313 82.552547 \n", "L 357.290028 82.375753 \n", "L 357.669456 80.711983 \n", "L 358.618027 75.032503 \n", "L 358.807741 74.763634 \n", "L 358.997455 74.920373 \n", "L 359.376884 76.323634 \n", "L 359.946026 80.213428 \n", "L 360.894597 87.452615 \n", "L 361.084312 88.104893 \n", "L 361.274026 88.230559 \n", "L 361.46374 87.815306 \n", "L 361.843168 85.630817 \n", "L 362.791739 78.985626 \n", "L 362.981454 78.445456 \n", "L 363.171168 78.271038 \n", "L 363.360882 78.446347 \n", "L 363.550596 78.963718 \n", "L 363.930025 81.046658 \n", "L 364.499167 86.479687 \n", "L 365.06831 91.840736 \n", "L 365.447738 93.251329 \n", "L 365.637452 93.142521 \n", "L 365.827167 92.562403 \n", "L 366.206595 90.413411 \n", "L 366.965452 85.537057 \n", "L 367.155166 84.951258 \n", "L 367.34488 84.847956 \n", "L 367.534594 85.286805 \n", "L 367.914023 87.85645 \n", "L 368.483165 94.983668 \n", "L 369.242022 104.759826 \n", "L 369.621451 107.417129 \n", "L 369.811165 108.033165 \n", "L 370.000879 108.229896 \n", "L 370.190593 108.097892 \n", "L 370.759736 107.210677 \n", "L 370.94945 107.328603 \n", "L 371.139164 107.898914 \n", "L 371.518593 110.673887 \n", "L 371.898021 115.634055 \n", "L 373.415735 139.976707 \n", "L 373.795163 142.458614 \n", "L 373.984877 142.92908 \n", "L 374.174592 143.033695 \n", "L 374.55402 142.944515 \n", "L 374.743734 143.138803 \n", "L 374.933448 143.661071 \n", "L 375.312877 145.944844 \n", "L 375.692305 150.29284 \n", "L 376.261448 160.762526 \n", "L 377.020305 175.268626 \n", "L 377.589447 182.146456 \n", "L 377.968876 184.27732 \n", "L 378.348304 184.858393 \n", "L 378.727732 185.104693 \n", "L 378.917447 185.526404 \n", "L 379.296875 187.384866 \n", "L 379.676303 190.538096 \n", "L 380.245446 197.238695 \n", "L 381.004303 206.68894 \n", "L 381.383731 209.370155 \n", "L 381.573446 209.931924 \n", "L 381.76316 209.984259 \n", "L 381.952874 209.597592 \n", "L 382.332302 207.868877 \n", "L 382.901445 203.823505 \n", "L 383.470588 199.456915 \n", "L 383.850016 198.15701 \n", "L 384.03973 198.410021 \n", "L 384.419159 200.614968 \n", "L 384.988301 204.86293 \n", "L 385.36773 206.098946 \n", "L 385.557444 206.226779 \n", "L 386.506015 206.013342 \n", "L 386.695729 205.642308 \n", "L 387.075157 203.734797 \n", "L 387.6443 199.605938 \n", "L 387.834014 198.878704 \n", "L 388.023728 198.819709 \n", "L 388.213443 199.452772 \n", "L 388.592871 202.187365 \n", "L 389.162014 206.481667 \n", "L 390.110585 211.221685 \n", "L 390.490013 212.592367 \n", "L 390.679727 212.704894 \n", "L 390.869441 212.254352 \n", "L 391.24887 209.775732 \n", "L 391.818013 205.193038 \n", "L 392.197441 203.987419 \n", "L 392.387155 204.001787 \n", "L 392.956298 204.509894 \n", "L 393.146012 204.355855 \n", "L 393.52544 203.502907 \n", "L 394.094583 201.578543 \n", "L 394.474011 199.427506 \n", "L 394.85344 195.691544 \n", "L 395.422582 187.142591 \n", "L 396.371153 173.148515 \n", "L 396.940296 167.574235 \n", "L 397.699153 162.748196 \n", "L 398.268295 158.92423 \n", "L 399.027152 152.425114 \n", "L 399.786009 143.242861 \n", "L 400.165437 139.294003 \n", "L 400.544866 137.471047 \n", "L 401.114008 136.760905 \n", "L 401.493437 136.258103 \n", "L 402.062579 135.966058 \n", "L 402.252294 135.412232 \n", "L 402.442008 134.200349 \n", "L 402.821436 129.715268 \n", "L 404.718578 101.059735 \n", "L 405.667149 95.634258 \n", "L 406.236292 92.499692 \n", "L 406.61572 88.262197 \n", "L 407.754006 72.401157 \n", "L 408.323148 66.676712 \n", "L 408.512862 65.793895 \n", "L 408.702577 65.509868 \n", "L 408.892291 65.639711 \n", "L 409.461433 66.818832 \n", "L 410.030576 67.967756 \n", "L 410.22029 67.792267 \n", "L 410.410004 67.044205 \n", "L 410.789433 63.676669 \n", "L 412.686575 39.655449 \n", "L 413.066003 37.361272 \n", "L 413.445432 36.066089 \n", "L 413.82486 35.046473 \n", "L 414.204288 32.892701 \n", "L 414.963145 25.017727 \n", "L 416.291145 11.330533 \n", "L 416.480859 10.758984 \n", "L 416.670573 10.963515 \n", "L 417.050002 13.130914 \n", "L 417.808858 19.792711 \n", "L 418.567715 27.272006 \n", "L 418.947144 29.070232 \n", "L 419.136858 29.30137 \n", "L 419.326572 29.162935 \n", "L 420.085429 27.71791 \n", "L 420.275143 27.785047 \n", "L 420.464857 28.156063 \n", "L 420.844286 29.708766 \n", "L 421.223714 32.417159 \n", "L 421.792857 38.724923 \n", "L 422.361999 45.560338 \n", "L 422.361999 45.560338 \n", "\" clip-path=\"url(#p2a80318b08)\" style=\"fill: none; stroke: #009afa\"/>\n", " </g>\n", " <g id=\"matplotlib.axis_1\">\n", " <g id=\"xtick_1\">\n", " <g id=\"line2d_2\">\n", " <defs>\n", " <path id=\"m3c41cd0668\" d=\"M 0 0 \n", "L 0 -2.5 \n", "\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </defs>\n", " <g>\n", " <use xlink:href=\"#m3c41cd0668\" x=\"42.933593\" y=\"258.225354\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_1\">\n", " <!-- $0.0$ -->\n", " <g transform=\"translate(36.533593 267.804104) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-30\" d=\"M 2034 4250 \n", "Q 1547 4250 1301 3770 \n", "Q 1056 3291 1056 2328 \n", "Q 1056 1369 1301 889 \n", "Q 1547 409 2034 409 \n", "Q 2525 409 2770 889 \n", "Q 3016 1369 3016 2328 \n", "Q 3016 3291 2770 3770 \n", "Q 2525 4250 2034 4250 \n", "z\n", "M 2034 4750 \n", "Q 2819 4750 3233 4129 \n", "Q 3647 3509 3647 2328 \n", "Q 3647 1150 3233 529 \n", "Q 2819 -91 2034 -91 \n", "Q 1250 -91 836 529 \n", "Q 422 1150 422 2328 \n", "Q 422 3509 836 4129 \n", "Q 1250 4750 2034 4750 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-2e\" d=\"M 684 794 \n", "L 1344 794 \n", "L 1344 0 \n", "L 684 0 \n", "L 684 794 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(0 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(95.410156 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"xtick_2\">\n", " <g id=\"line2d_3\">\n", " <g>\n", " <use xlink:href=\"#m3c41cd0668\" x=\"137.790694\" y=\"258.225354\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_2\">\n", " <!-- $0.5$ -->\n", " <g transform=\"translate(131.390694 267.804104) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-35\" d=\"M 691 4666 \n", "L 3169 4666 \n", "L 3169 4134 \n", "L 1269 4134 \n", "L 1269 2991 \n", "Q 1406 3038 1543 3061 \n", "Q 1681 3084 1819 3084 \n", "Q 2600 3084 3056 2656 \n", "Q 3513 2228 3513 1497 \n", "Q 3513 744 3044 326 \n", "Q 2575 -91 1722 -91 \n", "Q 1428 -91 1123 -41 \n", "Q 819 9 494 109 \n", "L 494 744 \n", "Q 775 591 1075 516 \n", "Q 1375 441 1709 441 \n", "Q 2250 441 2565 725 \n", "Q 2881 1009 2881 1497 \n", "Q 2881 1984 2565 2268 \n", "Q 2250 2553 1709 2553 \n", "Q 1456 2553 1204 2497 \n", "Q 953 2441 691 2322 \n", "L 691 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(0 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-35\" transform=\"translate(95.410156 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"xtick_3\">\n", " <g id=\"line2d_4\">\n", " <g>\n", " <use xlink:href=\"#m3c41cd0668\" x=\"232.647796\" y=\"258.225354\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_3\">\n", " <!-- $1.0$ -->\n", " <g transform=\"translate(226.247796 267.804104) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-31\" d=\"M 794 531 \n", "L 1825 531 \n", "L 1825 4091 \n", "L 703 3866 \n", "L 703 4441 \n", "L 1819 4666 \n", "L 2450 4666 \n", "L 2450 531 \n", "L 3481 531 \n", "L 3481 0 \n", "L 794 0 \n", "L 794 531 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-31\" transform=\"translate(0 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(95.410156 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"xtick_4\">\n", " <g id=\"line2d_5\">\n", " <g>\n", " <use xlink:href=\"#m3c41cd0668\" x=\"327.504898\" y=\"258.225354\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_4\">\n", " <!-- $1.5$ -->\n", " <g transform=\"translate(321.104898 267.804104) scale(0.08 -0.08)\">\n", " <use xlink:href=\"#DejaVuSans-31\" transform=\"translate(0 0.09375)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.09375)\"/>\n", " <use xlink:href=\"#DejaVuSans-35\" transform=\"translate(95.410156 0.09375)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"xtick_5\">\n", " <g id=\"line2d_6\">\n", " <g>\n", " <use xlink:href=\"#m3c41cd0668\" x=\"422.361999\" y=\"258.225354\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_5\">\n", " <!-- $2.0$ -->\n", " <g transform=\"translate(415.961999 267.804104) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-32\" d=\"M 1228 531 \n", "L 3431 531 \n", "L 3431 0 \n", "L 469 0 \n", "L 469 531 \n", "Q 828 903 1448 1529 \n", "Q 2069 2156 2228 2338 \n", "Q 2531 2678 2651 2914 \n", "Q 2772 3150 2772 3378 \n", "Q 2772 3750 2511 3984 \n", "Q 2250 4219 1831 4219 \n", "Q 1534 4219 1204 4116 \n", "Q 875 4013 500 3803 \n", "L 500 4441 \n", "Q 881 4594 1212 4672 \n", "Q 1544 4750 1819 4750 \n", "Q 2544 4750 2975 4387 \n", "Q 3406 4025 3406 3419 \n", "Q 3406 3131 3298 2873 \n", "Q 3191 2616 2906 2266 \n", "Q 2828 2175 2409 1742 \n", "Q 1991 1309 1228 531 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-32\" transform=\"translate(0 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(95.410156 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"text_6\">\n", " <!-- Time (s) -->\n", " <g transform=\"translate(210.285999 281.826136) scale(0.11 -0.11)\">\n", " <defs>\n", " <path id=\"DejaVuSans-54\" d=\"M -19 4666 \n", "L 3928 4666 \n", "L 3928 4134 \n", "L 2272 4134 \n", "L 2272 0 \n", "L 1638 0 \n", "L 1638 4134 \n", "L -19 4134 \n", "L -19 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-69\" d=\"M 603 3500 \n", "L 1178 3500 \n", "L 1178 0 \n", "L 603 0 \n", "L 603 3500 \n", "z\n", "M 603 4863 \n", "L 1178 4863 \n", "L 1178 4134 \n", "L 603 4134 \n", "L 603 4863 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-6d\" d=\"M 3328 2828 \n", "Q 3544 3216 3844 3400 \n", "Q 4144 3584 4550 3584 \n", "Q 5097 3584 5394 3201 \n", "Q 5691 2819 5691 2113 \n", "L 5691 0 \n", "L 5113 0 \n", "L 5113 2094 \n", "Q 5113 2597 4934 2840 \n", "Q 4756 3084 4391 3084 \n", "Q 3944 3084 3684 2787 \n", "Q 3425 2491 3425 1978 \n", "L 3425 0 \n", "L 2847 0 \n", "L 2847 2094 \n", "Q 2847 2600 2669 2842 \n", "Q 2491 3084 2119 3084 \n", "Q 1678 3084 1418 2786 \n", "Q 1159 2488 1159 1978 \n", "L 1159 0 \n", "L 581 0 \n", "L 581 3500 \n", "L 1159 3500 \n", "L 1159 2956 \n", "Q 1356 3278 1631 3431 \n", "Q 1906 3584 2284 3584 \n", "Q 2666 3584 2933 3390 \n", "Q 3200 3197 3328 2828 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-65\" d=\"M 3597 1894 \n", "L 3597 1613 \n", "L 953 1613 \n", "Q 991 1019 1311 708 \n", "Q 1631 397 2203 397 \n", "Q 2534 397 2845 478 \n", "Q 3156 559 3463 722 \n", "L 3463 178 \n", "Q 3153 47 2828 -22 \n", "Q 2503 -91 2169 -91 \n", "Q 1331 -91 842 396 \n", "Q 353 884 353 1716 \n", "Q 353 2575 817 3079 \n", "Q 1281 3584 2069 3584 \n", "Q 2775 3584 3186 3129 \n", "Q 3597 2675 3597 1894 \n", "z\n", "M 3022 2063 \n", "Q 3016 2534 2758 2815 \n", "Q 2500 3097 2075 3097 \n", "Q 1594 3097 1305 2825 \n", "Q 1016 2553 972 2059 \n", "L 3022 2063 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-20\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-28\" d=\"M 1984 4856 \n", "Q 1566 4138 1362 3434 \n", "Q 1159 2731 1159 2009 \n", "Q 1159 1288 1364 580 \n", "Q 1569 -128 1984 -844 \n", "L 1484 -844 \n", "Q 1016 -109 783 600 \n", "Q 550 1309 550 2009 \n", "Q 550 2706 781 3412 \n", "Q 1013 4119 1484 4856 \n", "L 1984 4856 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-73\" d=\"M 2834 3397 \n", "L 2834 2853 \n", "Q 2591 2978 2328 3040 \n", "Q 2066 3103 1784 3103 \n", "Q 1356 3103 1142 2972 \n", "Q 928 2841 928 2578 \n", "Q 928 2378 1081 2264 \n", "Q 1234 2150 1697 2047 \n", "L 1894 2003 \n", "Q 2506 1872 2764 1633 \n", "Q 3022 1394 3022 966 \n", "Q 3022 478 2636 193 \n", "Q 2250 -91 1575 -91 \n", "Q 1294 -91 989 -36 \n", "Q 684 19 347 128 \n", "L 347 722 \n", "Q 666 556 975 473 \n", "Q 1284 391 1588 391 \n", "Q 1994 391 2212 530 \n", "Q 2431 669 2431 922 \n", "Q 2431 1156 2273 1281 \n", "Q 2116 1406 1581 1522 \n", "L 1381 1569 \n", "Q 847 1681 609 1914 \n", "Q 372 2147 372 2553 \n", "Q 372 3047 722 3315 \n", "Q 1072 3584 1716 3584 \n", "Q 2034 3584 2315 3537 \n", "Q 2597 3491 2834 3397 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-29\" d=\"M 513 4856 \n", "L 1013 4856 \n", "Q 1481 4119 1714 3412 \n", "Q 1947 2706 1947 2009 \n", "Q 1947 1309 1714 600 \n", "Q 1481 -109 1013 -844 \n", "L 513 -844 \n", "Q 928 -128 1133 580 \n", "Q 1338 1288 1338 2009 \n", "Q 1338 2731 1133 3434 \n", "Q 928 4138 513 4856 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-54\"/>\n", " <use xlink:href=\"#DejaVuSans-69\" x=\"57.958984\"/>\n", " <use xlink:href=\"#DejaVuSans-6d\" x=\"85.742188\"/>\n", " <use xlink:href=\"#DejaVuSans-65\" x=\"183.154297\"/>\n", " <use xlink:href=\"#DejaVuSans-20\" x=\"244.677734\"/>\n", " <use xlink:href=\"#DejaVuSans-28\" x=\"276.464844\"/>\n", " <use xlink:href=\"#DejaVuSans-73\" x=\"315.478516\"/>\n", " <use xlink:href=\"#DejaVuSans-29\" x=\"367.578125\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"matplotlib.axis_2\">\n", " <g id=\"ytick_1\">\n", " <g id=\"line2d_7\">\n", " <defs>\n", " <path id=\"mb4210d9eb4\" d=\"M 0 0 \n", "L 2.5 0 \n", "\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </defs>\n", " <g>\n", " <use xlink:href=\"#mb4210d9eb4\" x=\"42.933593\" y=\"223.159729\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_7\">\n", " <!-- $-20$ -->\n", " <g transform=\"translate(22.473593 226.199104) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-2212\" d=\"M 678 2272 \n", "L 4684 2272 \n", "L 4684 1741 \n", "L 678 1741 \n", "L 678 2272 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-2212\" transform=\"translate(0 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-32\" transform=\"translate(83.789062 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(147.412109 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"ytick_2\">\n", " <g id=\"line2d_8\">\n", " <g>\n", " <use xlink:href=\"#mb4210d9eb4\" x=\"42.933593\" y=\"164.582417\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_8\">\n", " <!-- $-10$ -->\n", " <g transform=\"translate(22.473593 167.621792) scale(0.08 -0.08)\">\n", " <use xlink:href=\"#DejaVuSans-2212\" transform=\"translate(0 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-31\" transform=\"translate(83.789062 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(147.412109 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"ytick_3\">\n", " <g id=\"line2d_9\">\n", " <g>\n", " <use xlink:href=\"#mb4210d9eb4\" x=\"42.933593\" y=\"106.005105\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_9\">\n", " <!-- $0$ -->\n", " <g transform=\"translate(34.313593 109.04448) scale(0.08 -0.08)\">\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(0 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"ytick_4\">\n", " <g id=\"line2d_10\">\n", " <g>\n", " <use xlink:href=\"#mb4210d9eb4\" x=\"42.933593\" y=\"47.427793\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_10\">\n", " <!-- $10$ -->\n", " <g transform=\"translate(29.193593 50.467168) scale(0.08 -0.08)\">\n", " <use xlink:href=\"#DejaVuSans-31\" transform=\"translate(0 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(63.623047 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"text_11\">\n", " <!-- Rodriguez Parameter $\\theta_y$ (degree) -->\n", " <g transform=\"translate(15.063593 221.885) rotate(-90) scale(0.11 -0.11)\">\n", " <defs>\n", " <path id=\"DejaVuSans-52\" d=\"M 2841 2188 \n", "Q 3044 2119 3236 1894 \n", "Q 3428 1669 3622 1275 \n", "L 4263 0 \n", "L 3584 0 \n", "L 2988 1197 \n", "Q 2756 1666 2539 1819 \n", "Q 2322 1972 1947 1972 \n", "L 1259 1972 \n", "L 1259 0 \n", "L 628 0 \n", "L 628 4666 \n", "L 2053 4666 \n", "Q 2853 4666 3247 4331 \n", "Q 3641 3997 3641 3322 \n", "Q 3641 2881 3436 2590 \n", "Q 3231 2300 2841 2188 \n", "z\n", "M 1259 4147 \n", "L 1259 2491 \n", "L 2053 2491 \n", "Q 2509 2491 2742 2702 \n", "Q 2975 2913 2975 3322 \n", "Q 2975 3731 2742 3939 \n", "Q 2509 4147 2053 4147 \n", "L 1259 4147 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-6f\" d=\"M 1959 3097 \n", "Q 1497 3097 1228 2736 \n", "Q 959 2375 959 1747 \n", "Q 959 1119 1226 758 \n", "Q 1494 397 1959 397 \n", "Q 2419 397 2687 759 \n", "Q 2956 1122 2956 1747 \n", "Q 2956 2369 2687 2733 \n", "Q 2419 3097 1959 3097 \n", "z\n", "M 1959 3584 \n", "Q 2709 3584 3137 3096 \n", "Q 3566 2609 3566 1747 \n", "Q 3566 888 3137 398 \n", "Q 2709 -91 1959 -91 \n", "Q 1206 -91 779 398 \n", "Q 353 888 353 1747 \n", "Q 353 2609 779 3096 \n", "Q 1206 3584 1959 3584 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-64\" d=\"M 2906 2969 \n", "L 2906 4863 \n", "L 3481 4863 \n", "L 3481 0 \n", "L 2906 0 \n", "L 2906 525 \n", "Q 2725 213 2448 61 \n", "Q 2172 -91 1784 -91 \n", "Q 1150 -91 751 415 \n", "Q 353 922 353 1747 \n", "Q 353 2572 751 3078 \n", "Q 1150 3584 1784 3584 \n", "Q 2172 3584 2448 3432 \n", "Q 2725 3281 2906 2969 \n", "z\n", "M 947 1747 \n", "Q 947 1113 1208 752 \n", "Q 1469 391 1925 391 \n", "Q 2381 391 2643 752 \n", "Q 2906 1113 2906 1747 \n", "Q 2906 2381 2643 2742 \n", "Q 2381 3103 1925 3103 \n", "Q 1469 3103 1208 2742 \n", "Q 947 2381 947 1747 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-72\" d=\"M 2631 2963 \n", "Q 2534 3019 2420 3045 \n", "Q 2306 3072 2169 3072 \n", "Q 1681 3072 1420 2755 \n", "Q 1159 2438 1159 1844 \n", "L 1159 0 \n", "L 581 0 \n", "L 581 3500 \n", "L 1159 3500 \n", "L 1159 2956 \n", "Q 1341 3275 1631 3429 \n", "Q 1922 3584 2338 3584 \n", "Q 2397 3584 2469 3576 \n", "Q 2541 3569 2628 3553 \n", "L 2631 2963 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-67\" d=\"M 2906 1791 \n", "Q 2906 2416 2648 2759 \n", "Q 2391 3103 1925 3103 \n", "Q 1463 3103 1205 2759 \n", "Q 947 2416 947 1791 \n", "Q 947 1169 1205 825 \n", "Q 1463 481 1925 481 \n", "Q 2391 481 2648 825 \n", "Q 2906 1169 2906 1791 \n", "z\n", "M 3481 434 \n", "Q 3481 -459 3084 -895 \n", "Q 2688 -1331 1869 -1331 \n", "Q 1566 -1331 1297 -1286 \n", "Q 1028 -1241 775 -1147 \n", "L 775 -588 \n", "Q 1028 -725 1275 -790 \n", "Q 1522 -856 1778 -856 \n", "Q 2344 -856 2625 -561 \n", "Q 2906 -266 2906 331 \n", "L 2906 616 \n", "Q 2728 306 2450 153 \n", "Q 2172 0 1784 0 \n", "Q 1141 0 747 490 \n", "Q 353 981 353 1791 \n", "Q 353 2603 747 3093 \n", "Q 1141 3584 1784 3584 \n", "Q 2172 3584 2450 3431 \n", "Q 2728 3278 2906 2969 \n", "L 2906 3500 \n", "L 3481 3500 \n", "L 3481 434 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-75\" d=\"M 544 1381 \n", "L 544 3500 \n", "L 1119 3500 \n", "L 1119 1403 \n", "Q 1119 906 1312 657 \n", "Q 1506 409 1894 409 \n", "Q 2359 409 2629 706 \n", "Q 2900 1003 2900 1516 \n", "L 2900 3500 \n", "L 3475 3500 \n", "L 3475 0 \n", "L 2900 0 \n", "L 2900 538 \n", "Q 2691 219 2414 64 \n", "Q 2138 -91 1772 -91 \n", "Q 1169 -91 856 284 \n", "Q 544 659 544 1381 \n", "z\n", "M 1991 3584 \n", "L 1991 3584 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-7a\" d=\"M 353 3500 \n", "L 3084 3500 \n", "L 3084 2975 \n", "L 922 459 \n", "L 3084 459 \n", "L 3084 0 \n", "L 275 0 \n", "L 275 525 \n", "L 2438 3041 \n", "L 353 3041 \n", "L 353 3500 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-50\" d=\"M 1259 4147 \n", "L 1259 2394 \n", "L 2053 2394 \n", "Q 2494 2394 2734 2622 \n", "Q 2975 2850 2975 3272 \n", "Q 2975 3691 2734 3919 \n", "Q 2494 4147 2053 4147 \n", "L 1259 4147 \n", "z\n", "M 628 4666 \n", "L 2053 4666 \n", "Q 2838 4666 3239 4311 \n", "Q 3641 3956 3641 3272 \n", "Q 3641 2581 3239 2228 \n", "Q 2838 1875 2053 1875 \n", "L 1259 1875 \n", "L 1259 0 \n", "L 628 0 \n", "L 628 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-61\" d=\"M 2194 1759 \n", "Q 1497 1759 1228 1600 \n", "Q 959 1441 959 1056 \n", "Q 959 750 1161 570 \n", "Q 1363 391 1709 391 \n", "Q 2188 391 2477 730 \n", "Q 2766 1069 2766 1631 \n", "L 2766 1759 \n", "L 2194 1759 \n", "z\n", "M 3341 1997 \n", "L 3341 0 \n", "L 2766 0 \n", "L 2766 531 \n", "Q 2569 213 2275 61 \n", "Q 1981 -91 1556 -91 \n", "Q 1019 -91 701 211 \n", "Q 384 513 384 1019 \n", "Q 384 1609 779 1909 \n", "Q 1175 2209 1959 2209 \n", "L 2766 2209 \n", "L 2766 2266 \n", "Q 2766 2663 2505 2880 \n", "Q 2244 3097 1772 3097 \n", "Q 1472 3097 1187 3025 \n", "Q 903 2953 641 2809 \n", "L 641 3341 \n", "Q 956 3463 1253 3523 \n", "Q 1550 3584 1831 3584 \n", "Q 2591 3584 2966 3190 \n", "Q 3341 2797 3341 1997 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-74\" d=\"M 1172 4494 \n", "L 1172 3500 \n", "L 2356 3500 \n", "L 2356 3053 \n", "L 1172 3053 \n", "L 1172 1153 \n", "Q 1172 725 1289 603 \n", "Q 1406 481 1766 481 \n", "L 2356 481 \n", "L 2356 0 \n", "L 1766 0 \n", "Q 1100 0 847 248 \n", "Q 594 497 594 1153 \n", "L 594 3053 \n", "L 172 3053 \n", "L 172 3500 \n", "L 594 3500 \n", "L 594 4494 \n", "L 1172 4494 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-Oblique-3b8\" d=\"M 2913 2219 \n", "L 925 2219 \n", "Q 791 1284 928 888 \n", "Q 1100 400 1566 400 \n", "Q 2034 400 2391 891 \n", "Q 2703 1322 2913 2219 \n", "z\n", "M 3009 2750 \n", "Q 3094 3638 2984 3950 \n", "Q 2813 4444 2353 4444 \n", "Q 1875 4444 1525 3956 \n", "Q 1250 3563 1034 2750 \n", "L 3009 2750 \n", "z\n", "M 2444 4913 \n", "Q 3194 4913 3494 4250 \n", "Q 3794 3591 3566 2422 \n", "Q 3341 1256 2781 594 \n", "Q 2225 -72 1475 -72 \n", "Q 722 -72 425 594 \n", "Q 128 1256 353 2422 \n", "Q 581 3591 1134 4250 \n", "Q 1691 4913 2444 4913 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-Oblique-79\" d=\"M 1588 -325 \n", "Q 1188 -997 936 -1164 \n", "Q 684 -1331 294 -1331 \n", "L -159 -1331 \n", "L -63 -850 \n", "L 269 -850 \n", "Q 509 -850 678 -719 \n", "Q 847 -588 1056 -206 \n", "L 1234 128 \n", "L 459 3500 \n", "L 1069 3500 \n", "L 1650 819 \n", "L 3256 3500 \n", "L 3859 3500 \n", "L 1588 -325 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-52\" transform=\"translate(0 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-6f\" transform=\"translate(69.482422 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-64\" transform=\"translate(130.664062 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-72\" transform=\"translate(194.140625 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-69\" transform=\"translate(235.253906 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-67\" transform=\"translate(263.037109 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-75\" transform=\"translate(326.513672 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-65\" transform=\"translate(389.892578 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-7a\" transform=\"translate(451.416016 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-20\" transform=\"translate(503.90625 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-50\" transform=\"translate(535.693359 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-61\" transform=\"translate(595.996094 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-72\" transform=\"translate(657.275391 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-61\" transform=\"translate(698.388672 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-6d\" transform=\"translate(759.667969 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-65\" transform=\"translate(857.080078 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-74\" transform=\"translate(918.603516 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-65\" transform=\"translate(957.8125 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-72\" transform=\"translate(1019.335938 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-20\" transform=\"translate(1060.449219 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-Oblique-3b8\" transform=\"translate(1092.236328 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-Oblique-79\" transform=\"translate(1153.417969 -16.171875) scale(0.7)\"/>\n", " <use xlink:href=\"#DejaVuSans-20\" transform=\"translate(1197.578125 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-28\" transform=\"translate(1229.365234 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-64\" transform=\"translate(1268.378906 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-65\" transform=\"translate(1331.855469 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-67\" transform=\"translate(1393.378906 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-72\" transform=\"translate(1456.855469 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-65\" transform=\"translate(1497.96875 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-65\" transform=\"translate(1559.492188 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-29\" transform=\"translate(1621.015625 0.234375)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"line2d_11\">\n", " <path d=\"M 42.933593 106.005105 \n", "L 43.774011 106.115443 \n", "L 44.6619 106.416587 \n", "L 45.914365 107.249 \n", "L 47.303452 108.546524 \n", "L 48.210504 109.703099 \n", "L 50.017141 112.639125 \n", "L 51.658589 115.510735 \n", "L 53.039233 118.486524 \n", "L 55.819726 125.311351 \n", "L 59.294409 133.990948 \n", "L 63.845622 143.884044 \n", "L 66.374071 149.299818 \n", "L 67.55395 151.162561 \n", "L 68.745936 152.682702 \n", "L 69.604367 153.518853 \n", "L 70.432834 154.060001 \n", "L 71.57061 154.393092 \n", "L 72.935721 154.463397 \n", "L 73.844981 154.202898 \n", "L 74.422216 153.807127 \n", "L 75.366175 152.846846 \n", "L 76.836567 150.805055 \n", "L 78.315168 148.273297 \n", "L 81.13919 143.183567 \n", "L 83.126121 139.88684 \n", "L 86.225469 134.392141 \n", "L 93.549502 119.17037 \n", "L 96.959879 111.211928 \n", "L 98.523131 108.598691 \n", "L 99.521052 107.230538 \n", "L 100.552981 106.191348 \n", "L 103.114456 104.379112 \n", "L 104.296838 103.763173 \n", "L 105.195185 103.620393 \n", "L 106.094878 103.708636 \n", "L 106.997264 103.968067 \n", "L 107.899651 104.503212 \n", "L 108.84232 105.494943 \n", "L 109.994855 107.121748 \n", "L 111.189879 109.06405 \n", "L 112.147188 110.983394 \n", "L 113.105455 113.383386 \n", "L 114.360275 117.125348 \n", "L 115.65282 121.626181 \n", "L 116.945366 126.918843 \n", "L 120.740959 142.801564 \n", "L 122.434736 148.956166 \n", "L 123.959179 153.642014 \n", "L 125.585208 158.04886 \n", "L 126.581523 160.166083 \n", "L 127.484715 161.613499 \n", "L 128.612911 163.003169 \n", "L 129.546221 163.845998 \n", "L 130.339204 164.286115 \n", "L 131.158084 164.550221 \n", "L 133.978854 164.976324 \n", "L 134.867268 164.707272 \n", "L 135.487851 164.275475 \n", "L 136.418725 163.232038 \n", "L 137.039308 162.229224 \n", "L 137.970183 160.209307 \n", "L 138.901057 157.398639 \n", "L 140.048708 153.030911 \n", "L 141.782914 145.503177 \n", "L 144.167448 133.884102 \n", "L 148.339783 113.509273 \n", "L 149.719321 107.839159 \n", "L 151.132808 102.944549 \n", "L 152.420304 99.278868 \n", "L 153.74408 96.283792 \n", "L 156.383797 91.010179 \n", "L 157.373563 89.536979 \n", "L 158.398481 88.425197 \n", "L 159.234214 87.770882 \n", "L 160.105864 87.392442 \n", "L 160.694154 87.347592 \n", "L 161.870733 87.607888 \n", "L 164.685595 88.689576 \n", "L 165.675471 89.588969 \n", "L 166.309836 90.416753 \n", "L 167.261383 92.107143 \n", "L 167.896762 93.633832 \n", "L 168.854694 96.664849 \n", "L 170.005134 101.448961 \n", "L 171.740023 110.029874 \n", "L 173.711419 120.898371 \n", "L 176.782642 139.189814 \n", "L 181.361293 167.898218 \n", "L 183.005892 176.3699 \n", "L 185.604965 188.189551 \n", "L 187.137355 194.443887 \n", "L 188.287743 198.225374 \n", "L 189.207869 200.553523 \n", "L 189.862484 201.737096 \n", "L 190.420801 202.372704 \n", "L 190.886592 202.619906 \n", "L 191.3886 202.627511 \n", "L 191.931679 202.363474 \n", "L 192.711469 201.65309 \n", "L 194.160888 199.969759 \n", "L 195.329354 198.392393 \n", "L 196.251664 196.794371 \n", "L 197.173975 194.731684 \n", "L 198.096285 192.083439 \n", "L 199.018595 188.644628 \n", "L 199.940905 184.233814 \n", "L 201.170652 176.753907 \n", "L 205.338779 149.267739 \n", "L 208.639089 129.974412 \n", "L 209.972124 119.877325 \n", "L 212.933247 97.258516 \n", "L 214.420378 87.644776 \n", "L 219.007028 60.698763 \n", "L 220.053521 55.838249 \n", "L 220.899492 52.818473 \n", "L 221.649833 50.82565 \n", "L 222.256347 49.722947 \n", "L 222.667402 49.302095 \n", "L 223.078681 49.156361 \n", "L 223.492551 49.280635 \n", "L 223.928109 49.678274 \n", "L 224.618615 50.723456 \n", "L 226.098693 53.15041 \n", "L 226.88291 54.012967 \n", "L 227.458912 54.399369 \n", "L 228.056148 54.523331 \n", "L 228.357007 54.442564 \n", "L 228.673971 54.232473 \n", "L 229.314418 53.395197 \n", "L 229.961385 52.019313 \n", "L 231.255319 48.920364 \n", "L 231.902286 48.079114 \n", "L 232.225769 47.969574 \n", "L 232.549253 48.071433 \n", "L 232.872737 48.380462 \n", "L 233.519704 49.566586 \n", "L 234.166671 51.481569 \n", "L 234.813638 54.256163 \n", "L 235.460605 58.079111 \n", "L 236.457995 65.992404 \n", "L 239.662807 93.398654 \n", "L 241.270323 108.063875 \n", "L 243.417232 129.532703 \n", "L 246.227627 159.361329 \n", "L 247.284259 167.103769 \n", "L 248.990192 177.729364 \n", "L 250.583504 186.126024 \n", "L 251.617845 192.102417 \n", "L 254.303066 208.877311 \n", "L 254.933126 210.995227 \n", "L 255.769428 212.933772 \n", "L 257.314593 216.454873 \n", "L 258.516024 219.004364 \n", "L 259.6216 221.276633 \n", "L 260.222736 223.076518 \n", "L 261.224629 227.075073 \n", "L 262.051774 230.190203 \n", "L 262.524024 231.200063 \n", "L 262.868604 231.404872 \n", "L 263.098325 231.275064 \n", "L 263.417946 230.744689 \n", "L 263.873662 229.333422 \n", "L 264.562398 226.135187 \n", "L 266.181019 216.979282 \n", "L 271.276505 187.036989 \n", "L 272.231373 179.068583 \n", "L 275.667503 149.146632 \n", "L 276.582728 142.911005 \n", "L 277.305547 139.38687 \n", "L 278.380962 135.488463 \n", "L 279.273672 131.915183 \n", "L 280.258744 126.888538 \n", "L 282.375287 114.495023 \n", "L 283.840889 106.323279 \n", "L 284.441897 104.013884 \n", "L 284.946519 102.899271 \n", "L 285.303924 102.605448 \n", "L 285.661717 102.689018 \n", "L 286.019511 103.118906 \n", "L 286.556202 104.272815 \n", "L 287.455802 106.990551 \n", "L 288.956514 111.558168 \n", "L 289.434592 112.418589 \n", "L 289.811827 112.714142 \n", "L 290.063316 112.685914 \n", "L 290.314806 112.45044 \n", "L 290.694829 111.660138 \n", "L 291.10365 110.205782 \n", "L 291.634887 107.401246 \n", "L 292.297001 102.613413 \n", "L 293.574476 91.152504 \n", "L 294.641987 82.317183 \n", "L 295.237181 78.826681 \n", "L 295.670174 77.241143 \n", "L 296.010849 76.707287 \n", "L 296.243335 76.755922 \n", "L 296.481319 77.176885 \n", "L 296.841715 78.54705 \n", "L 297.340617 81.847249 \n", "L 297.966103 87.996853 \n", "L 300.349497 114.189777 \n", "L 301.172785 119.627389 \n", "L 301.989085 123.649909 \n", "L 302.635156 125.915627 \n", "L 303.262515 127.335458 \n", "L 304.036609 128.893874 \n", "L 304.457076 130.28224 \n", "L 304.908771 132.603687 \n", "L 305.377165 136.159823 \n", "L 305.980486 142.430619 \n", "L 307.124181 157.42264 \n", "L 308.105591 169.124229 \n", "L 308.868151 175.538549 \n", "L 309.583925 179.598432 \n", "L 310.167211 181.928697 \n", "L 310.574759 182.977731 \n", "L 310.878746 183.360601 \n", "L 311.046243 183.40464 \n", "L 311.218199 183.322468 \n", "L 311.566999 182.797427 \n", "L 312.264599 181.314419 \n", "L 312.438999 181.164376 \n", "L 312.613399 181.212797 \n", "L 312.794249 181.527034 \n", "L 313.161086 183.182081 \n", "L 313.571884 186.834544 \n", "L 314.107482 194.079509 \n", "L 316.197032 225.269443 \n", "L 317.23201 235.784605 \n", "L 318.654888 248.279608 \n", "L 319.129432 250.587644 \n", "L 319.408896 250.997315 \n", "L 319.560653 250.867982 \n", "L 319.73295 250.405509 \n", "L 320.014026 248.936235 \n", "L 320.404299 245.59043 \n", "L 322.275443 226.823121 \n", "L 322.697317 225.058922 \n", "L 323.028673 224.459172 \n", "L 323.2511 224.339494 \n", "L 323.596471 224.463304 \n", "L 324.172107 225.093334 \n", "L 324.747744 225.692652 \n", "L 325.145584 225.830088 \n", "L 325.997143 225.838139 \n", "L 326.270395 226.229679 \n", "L 326.631716 227.409157 \n", "L 327.095515 230.058932 \n", "L 328.320095 238.039013 \n", "L 328.60997 238.757282 \n", "L 328.783895 238.844029 \n", "L 328.958284 238.661953 \n", "L 329.197988 237.974665 \n", "L 329.537004 236.171559 \n", "L 330.058247 231.786579 \n", "L 330.878299 222.556616 \n", "L 334.79632 174.969875 \n", "L 335.4745 168.968978 \n", "L 336.225139 164.245197 \n", "L 340.072516 143.542281 \n", "L 340.626355 138.772092 \n", "L 341.455221 129.174822 \n", "L 342.340222 119.804309 \n", "L 342.930402 115.554003 \n", "L 343.727436 111.662657 \n", "L 344.753453 106.536884 \n", "L 346.343039 97.52346 \n", "L 346.985036 95.289025 \n", "L 347.905137 92.748066 \n", "L 348.30274 90.368904 \n", "L 348.819236 85.613684 \n", "L 350.383463 69.821416 \n", "L 350.725728 68.413136 \n", "L 350.942812 68.067389 \n", "L 351.189803 68.06999 \n", "L 351.552417 68.484313 \n", "L 352.01558 68.959841 \n", "L 352.293478 68.905589 \n", "L 352.580068 68.45823 \n", "L 352.978674 67.184483 \n", "L 353.934791 63.73572 \n", "L 354.153111 63.599686 \n", "L 354.371432 63.895442 \n", "L 354.597433 64.695044 \n", "L 354.977995 67.175245 \n", "L 355.620303 73.763456 \n", "L 356.280904 80.389846 \n", "L 356.600048 82.090078 \n", "L 356.812811 82.420871 \n", "L 356.919297 82.340329 \n", "L 357.13372 81.719709 \n", "L 357.480864 79.70922 \n", "L 358.269327 74.647148 \n", "L 358.553747 74.119279 \n", "L 358.745293 74.363049 \n", "L 359.036844 75.601622 \n", "L 359.528328 79.382754 \n", "L 360.435627 86.976276 \n", "L 360.752804 88.335702 \n", "L 360.978607 88.52356 \n", "L 361.22118 87.90993 \n", "L 361.602897 85.402415 \n", "L 362.502613 78.127319 \n", "L 362.766378 77.221413 \n", "L 362.898384 77.06105 \n", "L 363.030391 77.09413 \n", "L 363.294404 77.742611 \n", "L 363.558417 79.202754 \n", "L 363.954437 82.894824 \n", "L 364.841029 92.081908 \n", "L 365.125106 93.042693 \n", "L 365.22249 93.064722 \n", "L 365.42146 92.67309 \n", "L 365.724105 91.153209 \n", "L 366.951287 83.339611 \n", "L 367.107499 83.502658 \n", "L 367.355986 84.622654 \n", "L 367.708199 87.780346 \n", "L 368.379106 96.865581 \n", "L 368.988433 104.282496 \n", "L 369.365666 106.399384 \n", "L 369.554282 106.688849 \n", "L 369.742898 106.576855 \n", "L 370.026625 105.918312 \n", "L 370.506296 104.738535 \n", "L 370.609135 104.702282 \n", "L 370.716062 104.814054 \n", "L 370.933748 105.59712 \n", "L 371.266744 108.337282 \n", "L 371.714202 114.651481 \n", "L 373.056576 137.190216 \n", "L 373.392169 139.370196 \n", "L 373.615898 139.851561 \n", "L 373.734423 139.863614 \n", "L 374.327044 139.309473 \n", "L 374.445569 139.421796 \n", "L 374.682618 140.130785 \n", "L 374.919666 141.598388 \n", "L 375.278595 145.548252 \n", "L 375.799351 154.889127 \n", "L 376.86622 174.994415 \n", "L 377.314756 179.510804 \n", "L 377.646649 180.983725 \n", "L 377.948884 181.479621 \n", "L 378.386819 182.067813 \n", "L 378.655708 182.882974 \n", "L 378.932983 184.400652 \n", "L 379.302683 187.874903 \n", "L 379.949657 197.024696 \n", "L 380.606563 205.570356 \n", "L 381.009764 208.446388 \n", "L 381.251684 209.071596 \n", "L 381.412965 209.034442 \n", "L 381.574245 208.662307 \n", "L 381.896806 207.099494 \n", "L 382.593456 201.874433 \n", "L 383.045458 199.253248 \n", "L 383.300139 198.829329 \n", "L 383.484268 199.091152 \n", "L 383.760462 200.262452 \n", "L 384.865237 206.329242 \n", "L 385.32556 207.466168 \n", "L 385.607232 207.789436 \n", "L 385.798641 207.7157 \n", "L 385.990051 207.268119 \n", "L 386.277165 205.753165 \n", "L 387.149166 199.782757 \n", "L 387.349937 199.615635 \n", "L 387.569026 200.107984 \n", "L 388.040767 202.432573 \n", "L 389.842898 211.826815 \n", "L 389.973004 211.75725 \n", "L 390.233215 210.846078 \n", "L 391.27406 205.068438 \n", "L 391.534272 204.627574 \n", "L 391.924589 204.456021 \n", "L 392.192849 204.557471 \n", "L 392.486778 204.963676 \n", "L 393.103821 206.20795 \n", "L 393.259141 206.284426 \n", "L 393.421805 206.122674 \n", "L 393.691279 205.143598 \n", "L 393.972043 203.093953 \n", "L 394.543058 196.480194 \n", "L 396.130279 175.683146 \n", "L 396.813343 171.365202 \n", "L 397.731624 165.214322 \n", "L 398.187741 160.620893 \n", "L 399.715411 142.168839 \n", "L 400.109109 139.920795 \n", "L 400.378485 139.310608 \n", "L 400.571399 139.404915 \n", "L 401.281048 140.777315 \n", "L 401.382634 140.717205 \n", "L 401.585904 140.215514 \n", "L 401.899373 138.385454 \n", "L 402.367188 133.667815 \n", "L 402.835003 126.583468 \n", "L 403.733511 111.89703 \n", "L 404.27678 106.953247 \n", "L 404.647931 104.909625 \n", "L 405.040982 103.993768 \n", "L 405.247913 103.318875 \n", "L 405.526263 101.411207 \n", "L 406.023252 95.746979 \n", "L 406.557736 87.112988 \n", "L 407.351335 73.608661 \n", "L 407.896721 68.503803 \n", "L 408.172249 67.208545 \n", "L 408.359485 67.131096 \n", "L 408.551766 67.631978 \n", "L 409.061314 69.339626 \n", "L 409.272249 69.547753 \n", "L 409.493028 69.492507 \n", "L 409.714164 69.156815 \n", "L 409.958264 68.2122 \n", "L 410.286661 65.415606 \n", "L 410.81909 57.722344 \n", "L 411.418422 50.332202 \n", "L 411.993374 45.927302 \n", "L 412.559885 43.261645 \n", "L 413.510014 39.377323 \n", "L 413.868108 35.802326 \n", "L 415.737441 12.82291 \n", "L 415.950681 12.220323 \n", "L 416.057301 12.226016 \n", "L 416.270541 12.719998 \n", "L 416.597032 14.332887 \n", "L 417.062101 17.957482 \n", "L 418.012087 26.189181 \n", "L 418.249583 26.794918 \n", "L 418.368331 26.755731 \n", "L 418.613374 26.143149 \n", "L 419.417031 23.39118 \n", "L 419.534818 23.390128 \n", "L 419.680409 23.649664 \n", "L 419.966833 24.81487 \n", "L 420.544563 28.187975 \n", "L 420.871219 31.429508 \n", "L 422.21925 47.586819 \n", "L 422.361999 47.948603 \n", "L 422.361999 47.948603 \n", "\" clip-path=\"url(#p2a80318b08)\" style=\"fill: none; stroke: #e36f47\"/>\n", " </g>\n", " <g id=\"patch_3\">\n", " <path d=\"M 42.933593 258.225354 \n", "L 42.933593 2.834646 \n", "\" style=\"fill: none; stroke: #000000; stroke-linejoin: miter; stroke-linecap: square\"/>\n", " </g>\n", " <g id=\"patch_4\">\n", " <path d=\"M 42.933593 258.225354 \n", "L 422.361999 258.225354 \n", "\" style=\"fill: none; stroke: #000000; stroke-linejoin: miter; stroke-linecap: square\"/>\n", " </g>\n", " <g id=\"line2d_12\">\n", " <path d=\"M 42.933593 106.005105 \n", "L 43.77545 106.11563 \n", "L 44.711246 106.444506 \n", "L 45.977523 107.301803 \n", "L 47.33482 108.581792 \n", "L 48.262877 109.781722 \n", "L 50.253436 113.030591 \n", "L 52.003959 116.206242 \n", "L 53.312807 119.129393 \n", "L 55.65229 124.886426 \n", "L 59.321566 134.057062 \n", "L 66.914053 150.205886 \n", "L 68.100955 151.892091 \n", "L 69.239855 153.189647 \n", "L 70.032584 153.840204 \n", "L 70.889906 154.241433 \n", "L 71.876137 154.424772 \n", "L 72.941376 154.439978 \n", "L 73.711937 154.252313 \n", "L 74.352138 153.868512 \n", "L 75.100192 153.16565 \n", "L 76.168698 151.787331 \n", "L 77.533941 149.682856 \n", "L 78.93623 147.10574 \n", "L 80.759475 143.761487 \n", "L 84.907294 136.779482 \n", "L 86.749537 133.351228 \n", "L 92.93549 120.527228 \n", "L 97.768106 109.725504 \n", "L 98.96236 107.966125 \n", "L 100.336837 106.384003 \n", "L 101.409715 105.475243 \n", "L 102.697103 104.693788 \n", "L 104.459279 103.835965 \n", "L 105.465098 103.619514 \n", "L 106.277754 103.721254 \n", "L 107.141421 104.090693 \n", "L 107.99482 104.677702 \n", "L 108.886503 105.541341 \n", "L 109.852246 106.82581 \n", "L 110.926965 108.661415 \n", "L 112.255053 111.376614 \n", "L 113.260367 113.825556 \n", "L 114.3841 117.154889 \n", "L 115.851 122.405439 \n", "L 117.7224 130.092894 \n", "L 120.793436 143.026963 \n", "L 122.549946 149.308071 \n", "L 124.150967 154.26386 \n", "L 125.379797 157.444257 \n", "L 126.629977 160.12685 \n", "L 127.821419 162.134002 \n", "L 128.738841 163.236846 \n", "L 129.534041 163.883312 \n", "L 130.38591 164.333503 \n", "L 131.52268 164.69433 \n", "L 132.623781 164.853406 \n", "L 133.789923 164.783942 \n", "L 134.72555 164.502972 \n", "L 135.681405 163.911121 \n", "L 136.325413 163.252038 \n", "L 136.892305 162.44109 \n", "L 137.777666 160.664668 \n", "L 138.575499 158.508751 \n", "L 139.744033 154.492948 \n", "L 141.118434 148.729391 \n", "L 142.980289 139.816473 \n", "L 148.41929 113.340499 \n", "L 150.14507 106.21742 \n", "L 151.336089 102.138497 \n", "L 152.594543 98.660614 \n", "L 153.949513 95.661681 \n", "L 155.616519 92.546027 \n", "L 156.917119 90.477722 \n", "L 157.998292 89.083051 \n", "L 159.047342 88.099479 \n", "L 159.76906 87.680137 \n", "L 160.629663 87.472718 \n", "L 161.399742 87.524716 \n", "L 162.61695 87.896467 \n", "L 164.158117 88.628729 \n", "L 165.178856 89.337358 \n", "L 165.965236 90.122241 \n", "L 166.77107 91.252812 \n", "L 167.550497 92.768194 \n", "L 168.305694 94.726077 \n", "L 169.192137 97.712834 \n", "L 170.262432 102.276062 \n", "L 171.598114 109.071007 \n", "L 174.173086 123.669834 \n", "L 177.236329 142.027293 \n", "L 181.844288 170.547549 \n", "L 183.473584 178.674345 \n", "L 185.342113 186.816621 \n", "L 187.391714 194.815405 \n", "L 188.550719 198.575747 \n", "L 189.383544 200.67783 \n", "L 190.141497 202.027565 \n", "L 190.679433 202.617737 \n", "L 191.239757 202.896597 \n", "L 191.788978 202.851691 \n", "L 192.296506 202.562417 \n", "L 193.056397 201.786784 \n", "L 194.212105 200.163596 \n", "L 195.778723 197.591556 \n", "L 196.852592 195.406629 \n", "L 197.829903 192.835955 \n", "L 198.765765 189.672576 \n", "L 199.668573 185.80827 \n", "L 200.673681 180.380035 \n", "L 201.967049 171.750801 \n", "L 204.607162 153.377471 \n", "L 206.331007 143.339848 \n", "L 208.564894 130.482148 \n", "L 209.725251 122.250478 \n", "L 213.814422 91.301963 \n", "L 215.432112 81.506755 \n", "L 220.148199 55.549331 \n", "L 220.949965 52.666704 \n", "L 221.737897 50.60912 \n", "L 222.399035 49.476245 \n", "L 222.914113 49.020761 \n", "L 223.373641 48.967651 \n", "L 223.801941 49.224492 \n", "L 224.342287 49.924342 \n", "L 225.216788 51.596657 \n", "L 226.239188 53.477559 \n", "L 226.867851 54.226595 \n", "L 227.48765 54.588474 \n", "L 227.96033 54.61531 \n", "L 228.415502 54.432186 \n", "L 228.978368 53.900801 \n", "L 229.586772 52.930453 \n", "L 230.403577 51.102785 \n", "L 231.519844 48.633571 \n", "L 231.984004 48.072705 \n", "L 232.375587 47.955575 \n", "L 232.620478 48.066201 \n", "L 233.013982 48.543928 \n", "L 233.47986 49.561196 \n", "L 234.034585 51.339789 \n", "L 234.735217 54.379561 \n", "L 235.502385 58.770301 \n", "L 236.393747 65.362297 \n", "L 240.625955 101.01195 \n", "L 242.077217 115.19663 \n", "L 244.418158 140.274873 \n", "L 245.971135 156.722822 \n", "L 246.899512 164.351076 \n", "L 247.948264 171.148421 \n", "L 254.463144 209.575554 \n", "L 255.073162 211.612749 \n", "L 255.765447 213.063359 \n", "L 257.548525 216.077832 \n", "L 258.763373 219.021402 \n", "L 260.14893 222.810258 \n", "L 261.084053 226.139795 \n", "L 262.238857 230.342692 \n", "L 262.676136 231.281132 \n", "L 263.002403 231.542302 \n", "L 263.312171 231.387307 \n", "L 263.578921 230.925172 \n", "L 263.96827 229.722116 \n", "L 264.491903 227.267026 \n", "L 265.536807 220.912701 \n", "L 266.929141 212.833525 \n", "L 269.550366 198.251654 \n", "L 271.518585 186.175975 \n", "L 272.488325 178.320816 \n", "L 275.824318 148.325817 \n", "L 276.908807 141.384584 \n", "L 277.827967 136.956199 \n", "L 278.855572 133.308795 \n", "L 279.760756 130.020469 \n", "L 280.478535 126.593088 \n", "L 281.520585 120.294831 \n", "L 283.176199 110.190407 \n", "L 284.115534 105.784221 \n", "L 284.809191 103.543018 \n", "L 285.356059 102.577894 \n", "L 285.692914 102.388725 \n", "L 285.987483 102.489907 \n", "L 286.294759 102.858976 \n", "L 286.763078 103.901233 \n", "L 287.425817 106.135869 \n", "L 288.832045 111.254159 \n", "L 289.34658 112.332769 \n", "L 289.767266 112.679848 \n", "L 290.026783 112.633614 \n", "L 290.374623 112.251321 \n", "L 290.758874 111.400568 \n", "L 291.299297 109.445833 \n", "L 291.883327 106.347618 \n", "L 292.654518 100.764954 \n", "L 293.843301 89.86208 \n", "L 294.843947 81.39033 \n", "L 295.384962 78.405555 \n", "L 295.77813 77.268686 \n", "L 296.021905 77.045678 \n", "L 296.288538 77.23272 \n", "L 296.570954 77.914736 \n", "L 297.007444 79.904245 \n", "L 297.504666 83.433818 \n", "L 298.171723 89.876558 \n", "L 300.877031 118.351102 \n", "L 301.609262 122.71848 \n", "L 302.252474 125.243798 \n", "L 302.958469 127.0396 \n", "L 303.93146 129.268215 \n", "L 304.459257 131.238656 \n", "L 304.924625 133.820358 \n", "L 305.548337 138.694655 \n", "L 306.309046 146.670369 \n", "L 308.918333 176.769163 \n", "L 309.514799 180.390723 \n", "L 310.012794 182.223943 \n", "L 310.421123 183.085378 \n", "L 310.747452 183.423797 \n", "L 311.054415 183.484421 \n", "L 311.34583 183.334767 \n", "L 311.912461 182.680827 \n", "L 312.373875 182.280188 \n", "L 312.604642 182.351583 \n", "L 312.822856 182.698826 \n", "L 313.145354 183.858736 \n", "L 313.475962 185.990372 \n", "L 313.98437 191.203731 \n", "L 314.771593 202.686636 \n", "L 316.110935 222.695323 \n", "L 317.063921 233.569225 \n", "L 318.06816 242.53898 \n", "L 318.741324 247.067458 \n", "L 319.188057 248.852476 \n", "L 319.481142 249.249772 \n", "L 319.677055 249.114901 \n", "L 319.892838 248.571653 \n", "L 320.204592 247.055857 \n", "L 320.602525 243.986902 \n", "L 321.54899 234.057887 \n", "L 322.301835 227.304852 \n", "L 322.75982 224.796455 \n", "L 323.12762 223.729533 \n", "L 323.425461 223.3925 \n", "L 323.64329 223.377501 \n", "L 323.984697 223.626647 \n", "L 324.615159 224.520429 \n", "L 325.591166 225.84839 \n", "L 326.271163 226.694702 \n", "L 326.625783 227.529961 \n", "L 327.040516 229.172959 \n", "L 327.67715 232.931637 \n", "L 328.41191 236.984328 \n", "L 328.72355 237.815344 \n", "L 328.957642 237.924377 \n", "L 329.169818 237.604388 \n", "L 329.458098 236.515715 \n", "L 329.799787 234.28904 \n", "L 330.289522 229.627067 \n", "L 331.191162 218.493458 \n", "L 332.823315 198.327028 \n", "L 335.451869 169.729844 \n", "L 336.073819 165.720801 \n", "L 338.421425 152.825133 \n", "L 340.848902 136.241376 \n", "L 341.712075 126.725536 \n", "L 342.584876 117.623826 \n", "L 343.217708 113.32221 \n", "L 343.900174 110.24669 \n", "L 344.803651 106.212494 \n", "L 345.549097 101.567226 \n", "L 346.628029 94.998088 \n", "L 347.226668 92.693442 \n", "L 348.154259 89.427646 \n", "L 348.638307 86.573108 \n", "L 349.154553 81.950441 \n", "L 350.55161 68.377666 \n", "L 350.908107 66.778562 \n", "L 351.198051 66.25996 \n", "L 351.390643 66.259966 \n", "L 351.604655 66.511581 \n", "L 352.611417 68.218588 \n", "L 352.809618 68.158685 \n", "L 353.084785 67.775123 \n", "L 353.565403 66.557329 \n", "L 354.128688 65.257984 \n", "L 354.386955 65.12908 \n", "L 354.551121 65.295924 \n", "L 354.768691 65.86155 \n", "L 355.119859 67.625218 \n", "L 355.618629 71.586204 \n", "L 356.666922 80.30408 \n", "L 356.992204 81.46559 \n", "L 357.16621 81.571939 \n", "L 357.298165 81.40639 \n", "L 357.56097 80.506116 \n", "L 358.076975 77.467288 \n", "L 358.576178 75.110184 \n", "L 358.794972 74.765014 \n", "L 358.944644 74.814244 \n", "L 359.12787 75.179223 \n", "L 359.42898 76.425601 \n", "L 359.857998 79.265536 \n", "L 360.981782 87.294213 \n", "L 361.237629 87.805096 \n", "L 361.347071 87.772528 \n", "L 361.530391 87.389006 \n", "L 361.81414 86.102717 \n", "L 362.954009 79.968598 \n", "L 363.157125 79.796227 \n", "L 363.329655 79.961501 \n", "L 363.593989 80.764466 \n", "L 363.961073 82.943355 \n", "L 364.522784 88.039316 \n", "L 365.120605 92.826836 \n", "L 365.369557 93.653566 \n", "L 365.503665 93.735344 \n", "L 365.628536 93.590678 \n", "L 365.884665 92.71197 \n", "L 366.345305 89.887211 \n", "L 366.964546 86.239719 \n", "L 367.257489 85.628806 \n", "L 367.413458 85.77206 \n", "L 367.633471 86.597326 \n", "L 367.937919 88.924215 \n", "L 368.461107 95.242873 \n", "L 369.317243 105.375248 \n", "L 369.684078 107.581962 \n", "L 369.980818 108.216861 \n", "L 370.154281 108.227031 \n", "L 370.766008 107.937835 \n", "L 370.991538 108.383635 \n", "L 371.266376 109.742933 \n", "L 371.62074 113.089659 \n", "L 372.129819 120.794746 \n", "L 373.225254 138.443953 \n", "L 373.622154 141.769182 \n", "L 373.940279 142.79246 \n", "L 374.173883 142.930062 \n", "L 374.629564 143.001657 \n", "L 374.860264 143.440743 \n", "L 375.148594 144.773427 \n", "L 375.436196 147.284868 \n", "L 375.836549 152.94119 \n", "L 377.546168 180.881867 \n", "L 377.893117 182.867394 \n", "L 378.275119 183.807342 \n", "L 378.777637 184.852367 \n", "L 379.127602 186.327214 \n", "L 379.476641 188.788944 \n", "L 379.956169 193.876356 \n", "L 381.131219 207.299046 \n", "L 381.463713 208.760895 \n", "L 381.635092 208.953198 \n", "L 381.795971 208.812392 \n", "L 382.028082 208.122995 \n", "L 382.388389 206.120852 \n", "L 383.716146 197.473816 \n", "L 383.878037 197.528432 \n", "L 384.10044 198.166911 \n", "L 384.521766 200.468967 \n", "L 385.09532 203.338817 \n", "L 385.532606 204.429755 \n", "L 385.94554 204.958161 \n", "L 386.142373 204.99728 \n", "L 386.312236 204.82144 \n", "L 386.524088 204.235603 \n", "L 386.828798 202.656962 \n", "L 387.575864 198.513688 \n", "L 387.743547 198.323029 \n", "L 387.90596 198.49195 \n", "L 388.142614 199.257178 \n", "L 388.637214 201.929022 \n", "L 389.659128 208.801521 \n", "L 390.185749 211.767108 \n", "L 390.417258 212.15145 \n", "L 390.548622 212.03684 \n", "L 390.730304 211.50385 \n", "L 391.107662 209.458692 \n", "L 391.754096 206.088449 \n", "L 392.108152 205.255045 \n", "L 392.461512 204.922365 \n", "L 392.979203 204.77831 \n", "L 393.474451 204.60063 \n", "L 393.729777 204.21729 \n", "L 393.98 203.411771 \n", "L 394.276681 201.67584 \n", "L 394.692418 197.624483 \n", "L 395.366741 188.176634 \n", "L 396.498573 172.44981 \n", "L 397.112051 167.192382 \n", "L 398.699151 155.425269 \n", "L 400.347366 138.038219 \n", "L 400.730969 136.382644 \n", "L 401.012097 135.935084 \n", "L 401.235861 135.96619 \n", "L 401.636702 136.117508 \n", "L 401.822469 135.854314 \n", "L 402.030727 135.097781 \n", "L 402.371654 132.726971 \n", "L 402.795969 128.101438 \n", "L 403.40808 118.691904 \n", "L 404.25908 105.636414 \n", "L 404.810911 100.651967 \n", "L 405.298998 98.069142 \n", "L 405.831544 95.508309 \n", "L 406.205462 92.226894 \n", "L 406.83724 84.455188 \n", "L 408.044533 68.846352 \n", "L 408.433827 66.78011 \n", "L 408.713385 66.268304 \n", "L 408.870355 66.347555 \n", "L 409.106446 66.863983 \n", "L 409.682247 68.267489 \n", "L 409.828468 68.256257 \n", "L 410.023658 67.887637 \n", "L 410.287065 66.738158 \n", "L 410.671444 63.744301 \n", "L 411.163809 57.658609 \n", "L 412.25898 43.189565 \n", "L 412.837816 39.097778 \n", "L 414.419484 29.401078 \n", "L 414.9633 22.715942 \n", "L 415.69692 14.151206 \n", "L 416.185629 10.810865 \n", "L 416.456613 10.082988 \n", "L 416.609738 10.143927 \n", "L 416.796664 10.723666 \n", "L 417.081572 12.577393 \n", "L 418.786511 26.127276 \n", "L 419.022525 26.558756 \n", "L 419.162905 26.538687 \n", "L 419.372553 26.201967 \n", "L 419.910867 25.126251 \n", "L 420.077003 25.20157 \n", "L 420.241048 25.605354 \n", "L 420.52424 27.074404 \n", "L 421.088606 31.670829 \n", "L 421.774568 38.694294 \n", "L 422.361999 45.876424 \n", "L 422.361999 45.876424 \n", "\" clip-path=\"url(#p2a80318b08)\" style=\"fill: none; stroke: #3ea44e\"/>\n", " </g>\n", " <g id=\"legend_1\">\n", " <g id=\"patch_5\">\n", " <path d=\"M 332.945749 50.862146 \n", "L 418.361999 50.862146 \n", "L 418.361999 6.834646 \n", "L 332.945749 6.834646 \n", "z\n", "\" style=\"fill: #ffffff; stroke: #000000; stroke-linejoin: miter\"/>\n", " </g>\n", " <g id=\"line2d_13\">\n", " <path d=\"M 339.345749 16.513396 \n", "L 347.345749 16.513396 \n", "L 355.345749 16.513396 \n", "\" style=\"fill: none; stroke: #009afa; stroke-linejoin: miter\"/>\n", " </g>\n", " <g id=\"text_12\">\n", " <!-- GXBeam -->\n", " <g transform=\"translate(361.745749 19.313396) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-47\" d=\"M 3809 666 \n", "L 3809 1919 \n", "L 2778 1919 \n", "L 2778 2438 \n", "L 4434 2438 \n", "L 4434 434 \n", "Q 4069 175 3628 42 \n", "Q 3188 -91 2688 -91 \n", "Q 1594 -91 976 548 \n", "Q 359 1188 359 2328 \n", "Q 359 3472 976 4111 \n", "Q 1594 4750 2688 4750 \n", "Q 3144 4750 3555 4637 \n", "Q 3966 4525 4313 4306 \n", "L 4313 3634 \n", "Q 3963 3931 3569 4081 \n", "Q 3175 4231 2741 4231 \n", "Q 1884 4231 1454 3753 \n", "Q 1025 3275 1025 2328 \n", "Q 1025 1384 1454 906 \n", "Q 1884 428 2741 428 \n", "Q 3075 428 3337 486 \n", "Q 3600 544 3809 666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-58\" d=\"M 403 4666 \n", "L 1081 4666 \n", "L 2241 2931 \n", "L 3406 4666 \n", "L 4084 4666 \n", "L 2584 2425 \n", "L 4184 0 \n", "L 3506 0 \n", "L 2194 1984 \n", "L 872 0 \n", "L 191 0 \n", "L 1856 2491 \n", "L 403 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-42\" d=\"M 1259 2228 \n", "L 1259 519 \n", "L 2272 519 \n", "Q 2781 519 3026 730 \n", "Q 3272 941 3272 1375 \n", "Q 3272 1813 3026 2020 \n", "Q 2781 2228 2272 2228 \n", "L 1259 2228 \n", "z\n", "M 1259 4147 \n", "L 1259 2741 \n", "L 2194 2741 \n", "Q 2656 2741 2882 2914 \n", "Q 3109 3088 3109 3444 \n", "Q 3109 3797 2882 3972 \n", "Q 2656 4147 2194 4147 \n", "L 1259 4147 \n", "z\n", "M 628 4666 \n", "L 2241 4666 \n", "Q 2963 4666 3353 4366 \n", "Q 3744 4066 3744 3513 \n", "Q 3744 3084 3544 2831 \n", "Q 3344 2578 2956 2516 \n", "Q 3422 2416 3680 2098 \n", "Q 3938 1781 3938 1306 \n", "Q 3938 681 3513 340 \n", "Q 3088 0 2303 0 \n", "L 628 0 \n", "L 628 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-47\"/>\n", " <use xlink:href=\"#DejaVuSans-58\" x=\"77.490234\"/>\n", " <use xlink:href=\"#DejaVuSans-42\" x=\"145.996094\"/>\n", " <use xlink:href=\"#DejaVuSans-65\" x=\"214.599609\"/>\n", " <use xlink:href=\"#DejaVuSans-61\" x=\"276.123047\"/>\n", " <use xlink:href=\"#DejaVuSans-6d\" x=\"337.402344\"/>\n", " </g>\n", " </g>\n", " <g id=\"line2d_14\">\n", " <path d=\"M 339.345749 28.255896 \n", "L 347.345749 28.255896 \n", "L 355.345749 28.255896 \n", "\" style=\"fill: none; stroke: #e36f47; stroke-linejoin: miter\"/>\n", " </g>\n", " <g id=\"text_13\">\n", " <!-- ODEProblem -->\n", " <g transform=\"translate(361.745749 31.055896) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-4f\" d=\"M 2522 4238 \n", "Q 1834 4238 1429 3725 \n", "Q 1025 3213 1025 2328 \n", "Q 1025 1447 1429 934 \n", "Q 1834 422 2522 422 \n", "Q 3209 422 3611 934 \n", "Q 4013 1447 4013 2328 \n", "Q 4013 3213 3611 3725 \n", "Q 3209 4238 2522 4238 \n", "z\n", "M 2522 4750 \n", "Q 3503 4750 4090 4092 \n", "Q 4678 3434 4678 2328 \n", "Q 4678 1225 4090 567 \n", "Q 3503 -91 2522 -91 \n", "Q 1538 -91 948 565 \n", "Q 359 1222 359 2328 \n", "Q 359 3434 948 4092 \n", "Q 1538 4750 2522 4750 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-44\" d=\"M 1259 4147 \n", "L 1259 519 \n", "L 2022 519 \n", "Q 2988 519 3436 956 \n", "Q 3884 1394 3884 2338 \n", "Q 3884 3275 3436 3711 \n", "Q 2988 4147 2022 4147 \n", "L 1259 4147 \n", "z\n", "M 628 4666 \n", "L 1925 4666 \n", "Q 3281 4666 3915 4102 \n", "Q 4550 3538 4550 2338 \n", "Q 4550 1131 3912 565 \n", "Q 3275 0 1925 0 \n", "L 628 0 \n", "L 628 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-45\" d=\"M 628 4666 \n", "L 3578 4666 \n", "L 3578 4134 \n", "L 1259 4134 \n", "L 1259 2753 \n", "L 3481 2753 \n", "L 3481 2222 \n", "L 1259 2222 \n", "L 1259 531 \n", "L 3634 531 \n", "L 3634 0 \n", "L 628 0 \n", "L 628 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-62\" d=\"M 3116 1747 \n", "Q 3116 2381 2855 2742 \n", "Q 2594 3103 2138 3103 \n", "Q 1681 3103 1420 2742 \n", "Q 1159 2381 1159 1747 \n", "Q 1159 1113 1420 752 \n", "Q 1681 391 2138 391 \n", "Q 2594 391 2855 752 \n", "Q 3116 1113 3116 1747 \n", "z\n", "M 1159 2969 \n", "Q 1341 3281 1617 3432 \n", "Q 1894 3584 2278 3584 \n", "Q 2916 3584 3314 3078 \n", "Q 3713 2572 3713 1747 \n", "Q 3713 922 3314 415 \n", "Q 2916 -91 2278 -91 \n", "Q 1894 -91 1617 61 \n", "Q 1341 213 1159 525 \n", "L 1159 0 \n", "L 581 0 \n", "L 581 4863 \n", "L 1159 4863 \n", "L 1159 2969 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-6c\" d=\"M 603 4863 \n", "L 1178 4863 \n", "L 1178 0 \n", "L 603 0 \n", "L 603 4863 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-4f\"/>\n", " <use xlink:href=\"#DejaVuSans-44\" x=\"78.710938\"/>\n", " <use xlink:href=\"#DejaVuSans-45\" x=\"155.712891\"/>\n", " <use xlink:href=\"#DejaVuSans-50\" x=\"218.896484\"/>\n", " <use xlink:href=\"#DejaVuSans-72\" x=\"277.449219\"/>\n", " <use xlink:href=\"#DejaVuSans-6f\" x=\"316.3125\"/>\n", " <use xlink:href=\"#DejaVuSans-62\" x=\"377.494141\"/>\n", " <use xlink:href=\"#DejaVuSans-6c\" x=\"440.970703\"/>\n", " <use xlink:href=\"#DejaVuSans-65\" x=\"468.753906\"/>\n", " <use xlink:href=\"#DejaVuSans-6d\" x=\"530.277344\"/>\n", " </g>\n", " </g>\n", " <g id=\"line2d_15\">\n", " <path d=\"M 339.345749 39.998396 \n", "L 347.345749 39.998396 \n", "L 355.345749 39.998396 \n", "\" style=\"fill: none; stroke: #3ea44e; stroke-linejoin: miter\"/>\n", " </g>\n", " <g id=\"text_14\">\n", " <!-- DAEProblem -->\n", " <g transform=\"translate(361.745749 42.798396) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-41\" d=\"M 2188 4044 \n", "L 1331 1722 \n", "L 3047 1722 \n", "L 2188 4044 \n", "z\n", "M 1831 4666 \n", "L 2547 4666 \n", "L 4325 0 \n", "L 3669 0 \n", "L 3244 1197 \n", "L 1141 1197 \n", "L 716 0 \n", "L 50 0 \n", "L 1831 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-44\"/>\n", " <use xlink:href=\"#DejaVuSans-41\" x=\"75.251953\"/>\n", " <use xlink:href=\"#DejaVuSans-45\" x=\"143.660156\"/>\n", " <use xlink:href=\"#DejaVuSans-50\" x=\"206.84375\"/>\n", " <use xlink:href=\"#DejaVuSans-72\" x=\"265.396484\"/>\n", " <use xlink:href=\"#DejaVuSans-6f\" x=\"304.259766\"/>\n", " <use xlink:href=\"#DejaVuSans-62\" x=\"365.441406\"/>\n", " <use xlink:href=\"#DejaVuSans-6c\" x=\"428.917969\"/>\n", " <use xlink:href=\"#DejaVuSans-65\" x=\"456.701172\"/>\n", " <use xlink:href=\"#DejaVuSans-6d\" x=\"518.224609\"/>\n", " </g>\n", " </g>\n", " </g>\n", " </g>\n", " </g>\n", " <defs>\n", " <clipPath id=\"p2a80318b08\">\n", " <rect x=\"42.933593\" y=\"2.834646\" width=\"379.428407\" height=\"255.390709\"/>\n", " </clipPath>\n", " </defs>\n", "</svg>\n" ] }, "metadata": {}, "execution_count": 11 } ], "cell_type": "code", "source": [ "ph[5]" ], "metadata": {}, "execution_count": 11 }, { "outputs": [ { "output_type": "execute_result", "data": { "text/plain": "Plot{Plots.PyPlotBackend() n=3}", "image/png": "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", "text/html": [ "<img src=\"data:image/png;base64,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\" />" ], "image/svg+xml": [ "<?xml version=\"1.0\" encoding=\"utf-8\" standalone=\"no\"?>\n", "<!DOCTYPE svg PUBLIC \"-//W3C//DTD SVG 1.1//EN\"\n", " \"http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd\">\n", "<svg xmlns:xlink=\"http://www.w3.org/1999/xlink\" width=\"432pt\" height=\"288pt\" viewBox=\"0 0 432 288\" xmlns=\"http://www.w3.org/2000/svg\" version=\"1.1\">\n", " <metadata>\n", " <rdf:RDF xmlns:dc=\"http://purl.org/dc/elements/1.1/\" xmlns:cc=\"http://creativecommons.org/ns#\" xmlns:rdf=\"http://www.w3.org/1999/02/22-rdf-syntax-ns#\">\n", " <cc:Work>\n", " <dc:type rdf:resource=\"http://purl.org/dc/dcmitype/StillImage\"/>\n", " <dc:date>2023-06-12T19:46:55.641654</dc:date>\n", " <dc:format>image/svg+xml</dc:format>\n", " <dc:creator>\n", " <cc:Agent>\n", " <dc:title>Matplotlib v3.7.1, https://matplotlib.org/</dc:title>\n", " </cc:Agent>\n", " </dc:creator>\n", " </cc:Work>\n", " </rdf:RDF>\n", " </metadata>\n", " <defs>\n", " <style type=\"text/css\">*{stroke-linejoin: round; stroke-linecap: butt}</style>\n", " </defs>\n", " <g id=\"figure_1\">\n", " <g id=\"patch_1\">\n", " <path d=\"M 0 288 \n", "L 432 288 \n", "L 432 0 \n", "L 0 0 \n", "z\n", "\" style=\"fill: #ffffff\"/>\n", " </g>\n", " <g id=\"axes_1\">\n", " <g id=\"patch_2\">\n", " <path d=\"M 36.567899 258.225354 \n", "L 422.361999 258.225354 \n", "L 422.361999 2.834646 \n", "L 36.567899 2.834646 \n", "z\n", "\" style=\"fill: #ffffff\"/>\n", " </g>\n", " <g id=\"line2d_1\">\n", " <path d=\"M 36.567899 135.62959 \n", "L 41.390325 135.528091 \n", "L 44.283781 135.214966 \n", "L 47.370134 134.679034 \n", "L 49.684898 133.965218 \n", "L 52.385457 132.814734 \n", "L 54.700222 131.944528 \n", "L 56.436295 131.119434 \n", "L 58.172368 130.043561 \n", "L 63.380589 126.534927 \n", "L 65.309559 125.400645 \n", "L 68.395912 123.755365 \n", "L 69.746191 123.291999 \n", "L 72.253853 122.489866 \n", "L 74.182824 121.692979 \n", "L 76.497588 120.651526 \n", "L 77.462073 120.394605 \n", "L 78.619456 120.314101 \n", "L 79.583941 120.465224 \n", "L 80.548426 120.846944 \n", "L 82.091603 121.674707 \n", "L 85.949544 124.065013 \n", "L 86.914029 124.350805 \n", "L 88.071411 124.4525 \n", "L 89.035896 124.288792 \n", "L 90.193279 123.796663 \n", "L 92.315146 122.888565 \n", "L 93.086735 122.751747 \n", "L 94.244117 122.779515 \n", "L 95.015705 123.03181 \n", "L 95.787293 123.510908 \n", "L 96.751779 124.402313 \n", "L 97.716264 125.602812 \n", "L 98.680749 127.133882 \n", "L 99.838131 129.451754 \n", "L 101.188411 132.744895 \n", "L 102.924484 137.647959 \n", "L 104.853455 143.853835 \n", "L 106.975322 151.269682 \n", "L 109.09719 158.590372 \n", "L 110.254572 161.821515 \n", "L 111.219057 163.823513 \n", "L 111.797748 164.597965 \n", "L 112.37644 165.01342 \n", "L 112.762234 165.068233 \n", "L 113.148028 164.930785 \n", "L 113.726719 164.394051 \n", "L 114.30541 163.460611 \n", "L 114.884101 162.136976 \n", "L 115.655689 159.699874 \n", "L 116.620175 155.64987 \n", "L 117.777557 149.47982 \n", "L 119.706527 137.55846 \n", "L 121.635498 125.991848 \n", "L 122.79288 120.362586 \n", "L 123.757366 116.570092 \n", "L 124.914748 112.877084 \n", "L 126.07213 109.938533 \n", "L 127.422409 107.13077 \n", "L 131.087453 100.137418 \n", "L 132.051939 98.838588 \n", "L 132.823527 98.235765 \n", "L 133.402218 98.025045 \n", "L 133.788012 98.045092 \n", "L 134.366703 98.354683 \n", "L 134.945394 98.959178 \n", "L 135.716983 100.233654 \n", "L 136.681468 102.394994 \n", "L 137.83885 105.590865 \n", "L 141.1181 115.281523 \n", "L 141.889688 116.856419 \n", "L 142.468379 117.667049 \n", "L 143.047071 118.126018 \n", "L 143.432865 118.214959 \n", "L 143.818659 118.123162 \n", "L 144.39735 117.675702 \n", "L 144.976041 116.919902 \n", "L 145.747629 115.576057 \n", "L 149.219776 108.630557 \n", "L 149.991364 107.715677 \n", "L 150.762953 107.031728 \n", "L 151.920335 106.389423 \n", "L 152.88482 106.116672 \n", "L 153.849305 106.085849 \n", "L 155.199585 106.339845 \n", "L 155.971173 106.71285 \n", "L 156.742761 107.368575 \n", "L 157.514349 108.425365 \n", "L 158.285938 109.950613 \n", "L 159.057526 112.010537 \n", "L 159.829114 114.668791 \n", "L 160.600702 118.0556 \n", "L 161.565187 123.292734 \n", "L 162.915467 132.048954 \n", "L 166.966305 159.282555 \n", "L 168.316584 166.068551 \n", "L 169.859761 172.511798 \n", "L 171.017143 176.431799 \n", "L 171.981628 179.015538 \n", "L 172.753216 180.449122 \n", "L 173.331907 180.978703 \n", "L 173.717702 181.016658 \n", "L 174.103496 180.709172 \n", "L 174.48929 180.040846 \n", "L 174.875084 178.974385 \n", "L 175.453775 176.548579 \n", "L 176.032466 173.107268 \n", "L 176.804054 166.821995 \n", "L 177.575643 158.512895 \n", "L 178.540128 145.253263 \n", "L 179.890407 122.691473 \n", "L 181.819378 90.378367 \n", "L 182.783863 78.112679 \n", "L 183.555451 71.258256 \n", "L 184.134142 68.048203 \n", "L 184.519936 66.809782 \n", "L 184.90573 66.22637 \n", "L 185.098627 66.148973 \n", "L 185.484422 66.353452 \n", "L 185.870216 66.967762 \n", "L 186.641804 68.915941 \n", "L 187.606289 71.352574 \n", "L 187.992083 71.962264 \n", "L 188.377877 72.225188 \n", "L 188.570774 72.185015 \n", "L 188.956568 71.722054 \n", "L 189.342363 70.750428 \n", "L 189.728157 69.227711 \n", "L 190.306848 65.848222 \n", "L 191.078436 59.647757 \n", "L 193.200304 41.138475 \n", "L 193.778995 38.383261 \n", "L 194.164789 37.498955 \n", "L 194.357686 37.362331 \n", "L 194.550583 37.43351 \n", "L 194.74348 37.717177 \n", "L 195.129274 38.913026 \n", "L 195.515068 40.886509 \n", "L 196.093759 45.138253 \n", "L 196.865348 52.859021 \n", "L 198.215627 69.457339 \n", "L 199.565906 85.441128 \n", "L 200.916186 98.513389 \n", "L 204.195435 128.773535 \n", "L 205.738612 142.502619 \n", "L 206.703097 149.265629 \n", "L 207.281788 152.150529 \n", "L 207.860479 154.098726 \n", "L 208.246274 154.863554 \n", "L 208.632068 155.242764 \n", "L 209.017862 155.273616 \n", "L 209.403656 154.965513 \n", "L 209.78945 154.359183 \n", "L 210.368141 152.911351 \n", "L 210.946832 150.778228 \n", "L 211.525523 147.882814 \n", "L 212.297112 142.731105 \n", "L 213.261597 134.347492 \n", "L 216.155053 106.549619 \n", "L 216.733744 103.641906 \n", "L 217.119538 102.699159 \n", "L 217.312435 102.51836 \n", "L 217.505332 102.537136 \n", "L 217.698229 102.753858 \n", "L 218.084023 103.735301 \n", "L 218.662714 106.263778 \n", "L 220.784582 117.289809 \n", "L 221.170376 118.120716 \n", "L 221.55617 118.34251 \n", "L 221.749067 118.228054 \n", "L 222.134861 117.524408 \n", "L 222.713552 115.449662 \n", "L 223.678038 110.561273 \n", "L 224.449626 106.999501 \n", "L 225.028317 105.321051 \n", "L 225.414111 104.849883 \n", "L 225.607008 104.815013 \n", "L 225.799905 104.918576 \n", "L 226.185699 105.523685 \n", "L 226.571493 106.584552 \n", "L 227.150184 108.868715 \n", "L 228.11467 113.902503 \n", "L 231.39392 133.34712 \n", "L 234.094478 149.921864 \n", "L 234.673169 151.474591 \n", "L 235.058963 151.955113 \n", "L 235.444758 152.092142 \n", "L 236.023449 151.944924 \n", "L 237.952419 151.208266 \n", "L 238.724007 151.194269 \n", "L 239.109802 151.382959 \n", "L 239.88139 152.217284 \n", "L 240.460081 152.776712 \n", "L 240.845875 152.781741 \n", "L 241.231669 152.302375 \n", "L 241.617463 151.272765 \n", "L 242.196154 148.56212 \n", "L 242.967743 143.428899 \n", "L 244.510919 130.825119 \n", "L 245.861198 117.905483 \n", "L 247.018581 107.349628 \n", "L 247.597272 103.624736 \n", "L 248.175963 101.23953 \n", "L 248.754654 99.884318 \n", "L 249.333345 99.088191 \n", "L 250.683625 97.409499 \n", "L 251.262316 96.135594 \n", "L 251.841007 94.175262 \n", "L 252.226801 92.15378 \n", "L 252.612595 89.252223 \n", "L 253.191286 82.632236 \n", "L 253.769977 72.940132 \n", "L 254.734463 51.608658 \n", "L 255.891845 26.64656 \n", "L 256.470536 17.832851 \n", "L 257.049227 12.481462 \n", "L 257.435021 11.005241 \n", "L 257.627918 10.862527 \n", "L 257.820815 11.093304 \n", "L 258.013712 11.694016 \n", "L 258.399507 13.981308 \n", "L 258.978198 19.880716 \n", "L 259.556889 28.35179 \n", "L 260.521374 46.65651 \n", "L 262.064551 77.223947 \n", "L 262.643242 85.150488 \n", "L 263.029036 88.685103 \n", "L 263.41483 90.667097 \n", "L 263.607727 91.072709 \n", "L 263.800624 91.113977 \n", "L 263.993521 90.817585 \n", "L 264.379315 89.294751 \n", "L 264.958006 85.060512 \n", "L 265.922492 75.137996 \n", "L 267.272771 60.96458 \n", "L 267.851462 57.262553 \n", "L 268.237256 56.252804 \n", "L 268.430153 56.242579 \n", "L 268.62305 56.582237 \n", "L 269.008844 58.314334 \n", "L 269.394638 61.369387 \n", "L 269.97333 68.372593 \n", "L 270.744918 81.588755 \n", "L 271.709403 102.89253 \n", "L 273.252579 143.315803 \n", "L 274.795756 182.729641 \n", "L 275.760241 202.44263 \n", "L 276.531829 214.85953 \n", "L 277.11052 221.739105 \n", "L 277.496315 224.841877 \n", "L 277.882109 226.535357 \n", "L 278.075006 226.805871 \n", "L 278.267903 226.6896 \n", "L 278.4608 226.183745 \n", "L 278.846594 224.000865 \n", "L 279.232388 220.322279 \n", "L 279.811079 212.42672 \n", "L 280.775564 195.114452 \n", "L 282.704535 159.600639 \n", "L 283.66902 146.268823 \n", "L 284.247711 140.814122 \n", "L 284.633505 138.475288 \n", "L 285.019299 137.315025 \n", "L 285.212197 137.146236 \n", "L 285.405094 137.238804 \n", "L 285.597991 137.597006 \n", "L 285.983785 139.026334 \n", "L 286.755373 143.522781 \n", "L 287.526961 147.852133 \n", "L 287.912755 149.024268 \n", "L 288.105652 149.234855 \n", "L 288.298549 149.141112 \n", "L 288.491446 148.717849 \n", "L 288.87724 146.854509 \n", "L 289.263035 143.568278 \n", "L 289.841726 135.954874 \n", "L 290.613314 121.532307 \n", "L 293.120976 68.350089 \n", "L 293.699667 61.716779 \n", "L 294.085461 59.518646 \n", "L 294.278358 59.129856 \n", "L 294.471255 59.207142 \n", "L 294.664152 59.743174 \n", "L 295.049946 62.176654 \n", "L 295.628637 68.713795 \n", "L 296.593123 83.913487 \n", "L 297.557608 97.726532 \n", "L 297.943402 101.253518 \n", "L 298.329196 103.213565 \n", "L 298.522093 103.576053 \n", "L 298.71499 103.533043 \n", "L 298.907887 103.100155 \n", "L 299.293681 101.193836 \n", "L 299.872372 96.252281 \n", "L 301.415549 80.175373 \n", "L 301.801343 78.425832 \n", "L 301.99424 78.189132 \n", "L 302.187137 78.397809 \n", "L 302.380034 79.050196 \n", "L 302.765828 81.571315 \n", "L 303.344519 87.573897 \n", "L 305.27349 112.693888 \n", "L 306.430872 129.446229 \n", "L 308.166946 156.477964 \n", "L 308.745637 162.486699 \n", "L 309.131431 165.013515 \n", "L 309.517225 166.291454 \n", "L 309.710122 166.514394 \n", "L 309.903019 166.500573 \n", "L 310.095916 166.267012 \n", "L 310.48171 165.152853 \n", "L 310.867504 163.066171 \n", "L 311.446195 157.994186 \n", "L 312.024887 150.42398 \n", "L 313.953857 121.334277 \n", "L 314.339651 119.375964 \n", "L 314.532548 119.471896 \n", "L 314.725445 120.346803 \n", "L 315.111239 124.405198 \n", "L 315.497033 131.318141 \n", "L 316.268622 150.898101 \n", "L 317.426004 180.416531 \n", "L 318.004695 189.17355 \n", "L 318.390489 191.492141 \n", "L 318.583386 191.488118 \n", "L 318.776283 190.727649 \n", "L 319.162077 187.105234 \n", "L 319.547871 180.883928 \n", "L 320.126563 167.354759 \n", "L 320.898151 142.296901 \n", "L 323.020018 63.95493 \n", "L 323.405812 57.599593 \n", "L 323.791607 54.961768 \n", "L 323.984504 54.802908 \n", "L 324.177401 55.270484 \n", "L 324.563195 57.896146 \n", "L 324.948989 62.764484 \n", "L 325.52768 74.606177 \n", "L 327.263753 119.344604 \n", "L 327.649548 123.926106 \n", "L 327.842445 124.990081 \n", "L 328.035342 125.251577 \n", "L 328.228239 124.75999 \n", "L 328.614033 121.788328 \n", "L 329.192724 113.80613 \n", "L 330.543003 92.825479 \n", "L 330.928797 89.68252 \n", "L 331.314592 88.204946 \n", "L 331.507489 88.062284 \n", "L 331.700386 88.293221 \n", "L 332.08618 89.846844 \n", "L 332.471974 92.743512 \n", "L 333.436459 103.015116 \n", "L 334.400944 112.265985 \n", "L 334.979635 115.996301 \n", "L 335.36543 116.977083 \n", "L 335.558327 117.022663 \n", "L 335.751224 116.848607 \n", "L 336.137018 116.014794 \n", "L 336.715709 113.809488 \n", "L 337.2944 110.405183 \n", "L 338.065988 105.284885 \n", "L 338.258885 104.663182 \n", "L 338.451782 104.524497 \n", "L 338.644679 104.945052 \n", "L 338.837576 105.954902 \n", "L 339.223371 109.72848 \n", "L 339.802062 118.745258 \n", "L 342.309723 163.904733 \n", "L 343.274209 179.448327 \n", "L 345.588973 222.935432 \n", "L 346.167664 229.002394 \n", "L 346.553459 231.587541 \n", "L 346.939253 233.075853 \n", "L 347.325047 233.707777 \n", "L 347.517944 233.77735 \n", "L 347.710841 233.655146 \n", "L 347.903738 233.277722 \n", "L 348.289532 231.512554 \n", "L 348.675326 228.056315 \n", "L 349.254017 219.613337 \n", "L 350.990091 190.593009 \n", "L 351.182988 189.258492 \n", "L 351.375885 188.846521 \n", "L 351.568782 189.471584 \n", "L 351.761679 191.190313 \n", "L 352.147473 197.700967 \n", "L 352.919061 217.714134 \n", "L 353.690649 235.435392 \n", "L 354.269341 243.527242 \n", "L 354.655135 246.947365 \n", "L 355.040929 248.709482 \n", "L 355.233826 248.791154 \n", "L 355.426723 248.266803 \n", "L 355.812517 245.388271 \n", "L 356.391208 237.353418 \n", "L 357.162796 223.038568 \n", "L 357.934384 203.978225 \n", "L 359.284664 166.693448 \n", "L 359.863355 156.948224 \n", "L 360.249149 154.530166 \n", "L 360.442046 154.782346 \n", "L 360.634943 155.99784 \n", "L 361.020737 160.967638 \n", "L 362.563914 187.365553 \n", "L 362.949708 189.584746 \n", "L 363.142605 189.822945 \n", "L 363.335502 189.647437 \n", "L 363.914193 188.580365 \n", "L 364.10709 188.570072 \n", "L 364.299987 188.825331 \n", "L 364.878678 190.527952 \n", "L 365.264472 191.485342 \n", "L 365.650266 191.808548 \n", "L 365.843164 191.691547 \n", "L 366.036061 191.323393 \n", "L 366.421855 189.487095 \n", "L 366.807649 185.816251 \n", "L 367.38634 177.025533 \n", "L 369.894002 133.373929 \n", "L 371.630075 101.424869 \n", "L 372.208766 91.942905 \n", "L 372.59456 89.125806 \n", "L 372.787457 88.908071 \n", "L 372.980354 89.370249 \n", "L 373.366148 91.675768 \n", "L 374.909325 103.524156 \n", "L 375.488016 112.145224 \n", "L 376.259604 129.101563 \n", "L 377.416987 155.407795 \n", "L 377.802781 160.455372 \n", "L 378.188575 163.166868 \n", "L 378.574369 164.25466 \n", "L 378.767266 164.350633 \n", "L 378.960163 164.126798 \n", "L 379.15306 163.506681 \n", "L 379.538854 160.838091 \n", "L 380.117545 153.63972 \n", "L 381.467825 132.248601 \n", "L 382.43231 117.390026 \n", "L 383.011001 111.493788 \n", "L 383.203898 110.510696 \n", "L 383.396795 110.395092 \n", "L 383.589692 111.345535 \n", "L 383.975486 116.606624 \n", "L 385.518663 150.557754 \n", "L 386.868942 185.242065 \n", "L 388.412118 208.138799 \n", "L 388.605015 208.784111 \n", "L 388.797912 208.669088 \n", "L 389.183707 207.103791 \n", "L 389.569501 204.431884 \n", "L 389.955295 200.117023 \n", "L 391.305574 180.679391 \n", "L 391.498471 180.148361 \n", "L 391.691368 180.139185 \n", "L 392.077162 180.789592 \n", "L 392.462956 181.792513 \n", "L 392.848751 183.522225 \n", "L 393.427442 187.940001 \n", "L 394.777721 201.135352 \n", "L 395.742206 210.44616 \n", "L 397.285383 222.776553 \n", "L 397.47828 222.822321 \n", "L 397.671177 222.044083 \n", "L 398.056971 218.190017 \n", "L 398.635662 208.622387 \n", "L 399.600147 187.187219 \n", "L 401.336221 150.52178 \n", "L 402.493603 128.180213 \n", "L 403.458088 107.463341 \n", "L 404.036779 98.599971 \n", "L 404.422574 95.79452 \n", "L 405.194162 93.179407 \n", "L 405.579956 91.520531 \n", "L 405.96575 90.351859 \n", "L 406.158647 89.209483 \n", "L 406.544441 84.790906 \n", "L 407.316029 75.106208 \n", "L 408.087618 66.833678 \n", "L 408.280515 66.022233 \n", "L 408.473412 65.791073 \n", "L 408.666309 65.75801 \n", "L 408.859206 65.563887 \n", "L 409.052103 64.982656 \n", "L 409.437897 62.581801 \n", "L 410.209485 55.089118 \n", "L 410.981073 47.675114 \n", "L 411.366867 46.082657 \n", "L 411.752661 45.403403 \n", "L 411.945559 45.356238 \n", "L 412.138456 45.682743 \n", "L 412.52425 47.448312 \n", "L 413.102941 50.303516 \n", "L 413.295838 50.866235 \n", "L 413.488735 51.068186 \n", "L 413.681632 50.751582 \n", "L 413.874529 49.712524 \n", "L 414.260323 45.661433 \n", "L 415.031911 36.796209 \n", "L 415.8035 31.35865 \n", "L 416.189294 29.407725 \n", "L 416.382191 29.105075 \n", "L 416.575088 29.488217 \n", "L 416.767985 30.668368 \n", "L 417.153779 35.031297 \n", "L 418.118264 50.297628 \n", "L 419.661441 78.209112 \n", "L 420.433029 92.173816 \n", "L 420.818823 96.940934 \n", "L 421.204617 99.227916 \n", "L 421.397514 99.528127 \n", "L 421.590411 99.294933 \n", "L 421.783308 98.449614 \n", "L 422.169102 94.710477 \n", "L 422.361999 91.789845 \n", "L 422.361999 91.789845 \n", "\" clip-path=\"url(#pec5ecf05e6)\" style=\"fill: none; stroke: #009afa\"/>\n", " </g>\n", " <g id=\"matplotlib.axis_1\">\n", " <g id=\"xtick_1\">\n", " <g id=\"line2d_2\">\n", " <defs>\n", " <path id=\"m4698b69ff7\" d=\"M 0 0 \n", "L 0 -2.5 \n", "\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </defs>\n", " <g>\n", " <use xlink:href=\"#m4698b69ff7\" x=\"36.567899\" y=\"258.225354\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_1\">\n", " <!-- $0.0$ -->\n", " <g transform=\"translate(30.167899 267.804104) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-30\" d=\"M 2034 4250 \n", "Q 1547 4250 1301 3770 \n", "Q 1056 3291 1056 2328 \n", "Q 1056 1369 1301 889 \n", "Q 1547 409 2034 409 \n", "Q 2525 409 2770 889 \n", "Q 3016 1369 3016 2328 \n", "Q 3016 3291 2770 3770 \n", "Q 2525 4250 2034 4250 \n", "z\n", "M 2034 4750 \n", "Q 2819 4750 3233 4129 \n", "Q 3647 3509 3647 2328 \n", "Q 3647 1150 3233 529 \n", "Q 2819 -91 2034 -91 \n", "Q 1250 -91 836 529 \n", "Q 422 1150 422 2328 \n", "Q 422 3509 836 4129 \n", "Q 1250 4750 2034 4750 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-2e\" d=\"M 684 794 \n", "L 1344 794 \n", "L 1344 0 \n", "L 684 0 \n", "L 684 794 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(0 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(95.410156 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"xtick_2\">\n", " <g id=\"line2d_3\">\n", " <g>\n", " <use xlink:href=\"#m4698b69ff7\" x=\"133.016424\" y=\"258.225354\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_2\">\n", " <!-- $0.5$ -->\n", " <g transform=\"translate(126.616424 267.804104) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-35\" d=\"M 691 4666 \n", "L 3169 4666 \n", "L 3169 4134 \n", "L 1269 4134 \n", "L 1269 2991 \n", "Q 1406 3038 1543 3061 \n", "Q 1681 3084 1819 3084 \n", "Q 2600 3084 3056 2656 \n", "Q 3513 2228 3513 1497 \n", "Q 3513 744 3044 326 \n", "Q 2575 -91 1722 -91 \n", "Q 1428 -91 1123 -41 \n", "Q 819 9 494 109 \n", "L 494 744 \n", "Q 775 591 1075 516 \n", "Q 1375 441 1709 441 \n", "Q 2250 441 2565 725 \n", "Q 2881 1009 2881 1497 \n", "Q 2881 1984 2565 2268 \n", "Q 2250 2553 1709 2553 \n", "Q 1456 2553 1204 2497 \n", "Q 953 2441 691 2322 \n", "L 691 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(0 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-35\" transform=\"translate(95.410156 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"xtick_3\">\n", " <g id=\"line2d_4\">\n", " <g>\n", " <use xlink:href=\"#m4698b69ff7\" x=\"229.464949\" y=\"258.225354\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_3\">\n", " <!-- $1.0$ -->\n", " <g transform=\"translate(223.064949 267.804104) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-31\" d=\"M 794 531 \n", "L 1825 531 \n", "L 1825 4091 \n", "L 703 3866 \n", "L 703 4441 \n", "L 1819 4666 \n", "L 2450 4666 \n", "L 2450 531 \n", "L 3481 531 \n", "L 3481 0 \n", "L 794 0 \n", "L 794 531 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-31\" transform=\"translate(0 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(95.410156 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"xtick_4\">\n", " <g id=\"line2d_5\">\n", " <g>\n", " <use xlink:href=\"#m4698b69ff7\" x=\"325.913474\" y=\"258.225354\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_4\">\n", " <!-- $1.5$ -->\n", " <g transform=\"translate(319.513474 267.804104) scale(0.08 -0.08)\">\n", " <use xlink:href=\"#DejaVuSans-31\" transform=\"translate(0 0.09375)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.09375)\"/>\n", " <use xlink:href=\"#DejaVuSans-35\" transform=\"translate(95.410156 0.09375)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"xtick_5\">\n", " <g id=\"line2d_6\">\n", " <g>\n", " <use xlink:href=\"#m4698b69ff7\" x=\"422.361999\" y=\"258.225354\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_5\">\n", " <!-- $2.0$ -->\n", " <g transform=\"translate(415.961999 267.804104) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-32\" d=\"M 1228 531 \n", "L 3431 531 \n", "L 3431 0 \n", "L 469 0 \n", "L 469 531 \n", "Q 828 903 1448 1529 \n", "Q 2069 2156 2228 2338 \n", "Q 2531 2678 2651 2914 \n", "Q 2772 3150 2772 3378 \n", "Q 2772 3750 2511 3984 \n", "Q 2250 4219 1831 4219 \n", "Q 1534 4219 1204 4116 \n", "Q 875 4013 500 3803 \n", "L 500 4441 \n", "Q 881 4594 1212 4672 \n", "Q 1544 4750 1819 4750 \n", "Q 2544 4750 2975 4387 \n", "Q 3406 4025 3406 3419 \n", "Q 3406 3131 3298 2873 \n", "Q 3191 2616 2906 2266 \n", "Q 2828 2175 2409 1742 \n", "Q 1991 1309 1228 531 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-32\" transform=\"translate(0 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(95.410156 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"text_6\">\n", " <!-- Time (s) -->\n", " <g transform=\"translate(207.103152 281.826136) scale(0.11 -0.11)\">\n", " <defs>\n", " <path id=\"DejaVuSans-54\" d=\"M -19 4666 \n", "L 3928 4666 \n", "L 3928 4134 \n", "L 2272 4134 \n", "L 2272 0 \n", "L 1638 0 \n", "L 1638 4134 \n", "L -19 4134 \n", "L -19 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-69\" d=\"M 603 3500 \n", "L 1178 3500 \n", "L 1178 0 \n", "L 603 0 \n", "L 603 3500 \n", "z\n", "M 603 4863 \n", "L 1178 4863 \n", "L 1178 4134 \n", "L 603 4134 \n", "L 603 4863 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-6d\" d=\"M 3328 2828 \n", "Q 3544 3216 3844 3400 \n", "Q 4144 3584 4550 3584 \n", "Q 5097 3584 5394 3201 \n", "Q 5691 2819 5691 2113 \n", "L 5691 0 \n", "L 5113 0 \n", "L 5113 2094 \n", "Q 5113 2597 4934 2840 \n", "Q 4756 3084 4391 3084 \n", "Q 3944 3084 3684 2787 \n", "Q 3425 2491 3425 1978 \n", "L 3425 0 \n", "L 2847 0 \n", "L 2847 2094 \n", "Q 2847 2600 2669 2842 \n", "Q 2491 3084 2119 3084 \n", "Q 1678 3084 1418 2786 \n", "Q 1159 2488 1159 1978 \n", "L 1159 0 \n", "L 581 0 \n", "L 581 3500 \n", "L 1159 3500 \n", "L 1159 2956 \n", "Q 1356 3278 1631 3431 \n", "Q 1906 3584 2284 3584 \n", "Q 2666 3584 2933 3390 \n", "Q 3200 3197 3328 2828 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-65\" d=\"M 3597 1894 \n", "L 3597 1613 \n", "L 953 1613 \n", "Q 991 1019 1311 708 \n", "Q 1631 397 2203 397 \n", "Q 2534 397 2845 478 \n", "Q 3156 559 3463 722 \n", "L 3463 178 \n", "Q 3153 47 2828 -22 \n", "Q 2503 -91 2169 -91 \n", "Q 1331 -91 842 396 \n", "Q 353 884 353 1716 \n", "Q 353 2575 817 3079 \n", "Q 1281 3584 2069 3584 \n", "Q 2775 3584 3186 3129 \n", "Q 3597 2675 3597 1894 \n", "z\n", "M 3022 2063 \n", "Q 3016 2534 2758 2815 \n", "Q 2500 3097 2075 3097 \n", "Q 1594 3097 1305 2825 \n", "Q 1016 2553 972 2059 \n", "L 3022 2063 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-20\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-28\" d=\"M 1984 4856 \n", "Q 1566 4138 1362 3434 \n", "Q 1159 2731 1159 2009 \n", "Q 1159 1288 1364 580 \n", "Q 1569 -128 1984 -844 \n", "L 1484 -844 \n", "Q 1016 -109 783 600 \n", "Q 550 1309 550 2009 \n", "Q 550 2706 781 3412 \n", "Q 1013 4119 1484 4856 \n", "L 1984 4856 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-73\" d=\"M 2834 3397 \n", "L 2834 2853 \n", "Q 2591 2978 2328 3040 \n", "Q 2066 3103 1784 3103 \n", "Q 1356 3103 1142 2972 \n", "Q 928 2841 928 2578 \n", "Q 928 2378 1081 2264 \n", "Q 1234 2150 1697 2047 \n", "L 1894 2003 \n", "Q 2506 1872 2764 1633 \n", "Q 3022 1394 3022 966 \n", "Q 3022 478 2636 193 \n", "Q 2250 -91 1575 -91 \n", "Q 1294 -91 989 -36 \n", "Q 684 19 347 128 \n", "L 347 722 \n", "Q 666 556 975 473 \n", "Q 1284 391 1588 391 \n", "Q 1994 391 2212 530 \n", "Q 2431 669 2431 922 \n", "Q 2431 1156 2273 1281 \n", "Q 2116 1406 1581 1522 \n", "L 1381 1569 \n", "Q 847 1681 609 1914 \n", "Q 372 2147 372 2553 \n", "Q 372 3047 722 3315 \n", "Q 1072 3584 1716 3584 \n", "Q 2034 3584 2315 3537 \n", "Q 2597 3491 2834 3397 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-29\" d=\"M 513 4856 \n", "L 1013 4856 \n", "Q 1481 4119 1714 3412 \n", "Q 1947 2706 1947 2009 \n", "Q 1947 1309 1714 600 \n", "Q 1481 -109 1013 -844 \n", "L 513 -844 \n", "Q 928 -128 1133 580 \n", "Q 1338 1288 1338 2009 \n", "Q 1338 2731 1133 3434 \n", "Q 928 4138 513 4856 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-54\"/>\n", " <use xlink:href=\"#DejaVuSans-69\" x=\"57.958984\"/>\n", " <use xlink:href=\"#DejaVuSans-6d\" x=\"85.742188\"/>\n", " <use xlink:href=\"#DejaVuSans-65\" x=\"183.154297\"/>\n", " <use xlink:href=\"#DejaVuSans-20\" x=\"244.677734\"/>\n", " <use xlink:href=\"#DejaVuSans-28\" x=\"276.464844\"/>\n", " <use xlink:href=\"#DejaVuSans-73\" x=\"315.478516\"/>\n", " <use xlink:href=\"#DejaVuSans-29\" x=\"367.578125\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"matplotlib.axis_2\">\n", " <g id=\"ytick_1\">\n", " <g id=\"line2d_7\">\n", " <defs>\n", " <path id=\"m5806256054\" d=\"M 0 0 \n", "L 2.5 0 \n", "\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </defs>\n", " <g>\n", " <use xlink:href=\"#m5806256054\" x=\"36.567899\" y=\"236.550697\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_7\">\n", " <!-- $-3$ -->\n", " <g transform=\"translate(21.227899 239.590072) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-2212\" d=\"M 678 2272 \n", "L 4684 2272 \n", "L 4684 1741 \n", "L 678 1741 \n", "L 678 2272 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-33\" d=\"M 2597 2516 \n", "Q 3050 2419 3304 2112 \n", "Q 3559 1806 3559 1356 \n", "Q 3559 666 3084 287 \n", "Q 2609 -91 1734 -91 \n", "Q 1441 -91 1130 -33 \n", "Q 819 25 488 141 \n", "L 488 750 \n", "Q 750 597 1062 519 \n", "Q 1375 441 1716 441 \n", "Q 2309 441 2620 675 \n", "Q 2931 909 2931 1356 \n", "Q 2931 1769 2642 2001 \n", "Q 2353 2234 1838 2234 \n", "L 1294 2234 \n", "L 1294 2753 \n", "L 1863 2753 \n", "Q 2328 2753 2575 2939 \n", "Q 2822 3125 2822 3475 \n", "Q 2822 3834 2567 4026 \n", "Q 2313 4219 1838 4219 \n", "Q 1578 4219 1281 4162 \n", "Q 984 4106 628 3988 \n", "L 628 4550 \n", "Q 988 4650 1302 4700 \n", "Q 1616 4750 1894 4750 \n", "Q 2613 4750 3031 4423 \n", "Q 3450 4097 3450 3541 \n", "Q 3450 3153 3228 2886 \n", "Q 3006 2619 2597 2516 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-2212\" transform=\"translate(0 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-33\" transform=\"translate(83.789062 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"ytick_2\">\n", " <g id=\"line2d_8\">\n", " <g>\n", " <use xlink:href=\"#m5806256054\" x=\"36.567899\" y=\"202.910328\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_8\">\n", " <!-- $-2$ -->\n", " <g transform=\"translate(21.227899 205.949703) scale(0.08 -0.08)\">\n", " <use xlink:href=\"#DejaVuSans-2212\" transform=\"translate(0 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-32\" transform=\"translate(83.789062 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"ytick_3\">\n", " <g id=\"line2d_9\">\n", " <g>\n", " <use xlink:href=\"#m5806256054\" x=\"36.567899\" y=\"169.269959\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_9\">\n", " <!-- $-1$ -->\n", " <g transform=\"translate(21.227899 172.309334) scale(0.08 -0.08)\">\n", " <use xlink:href=\"#DejaVuSans-2212\" transform=\"translate(0 0.09375)\"/>\n", " <use xlink:href=\"#DejaVuSans-31\" transform=\"translate(83.789062 0.09375)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"ytick_4\">\n", " <g id=\"line2d_10\">\n", " <g>\n", " <use xlink:href=\"#m5806256054\" x=\"36.567899\" y=\"135.62959\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_10\">\n", " <!-- $0$ -->\n", " <g transform=\"translate(27.947899 138.668965) scale(0.08 -0.08)\">\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(0 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"ytick_5\">\n", " <g id=\"line2d_11\">\n", " <g>\n", " <use xlink:href=\"#m5806256054\" x=\"36.567899\" y=\"101.989222\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_11\">\n", " <!-- $1$ -->\n", " <g transform=\"translate(27.947899 105.028597) scale(0.08 -0.08)\">\n", " <use xlink:href=\"#DejaVuSans-31\" transform=\"translate(0 0.09375)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"ytick_6\">\n", " <g id=\"line2d_12\">\n", " <g>\n", " <use xlink:href=\"#m5806256054\" x=\"36.567899\" y=\"68.348853\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_12\">\n", " <!-- $2$ -->\n", " <g transform=\"translate(27.947899 71.388228) scale(0.08 -0.08)\">\n", " <use xlink:href=\"#DejaVuSans-32\" transform=\"translate(0 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"ytick_7\">\n", " <g id=\"line2d_13\">\n", " <g>\n", " <use xlink:href=\"#m5806256054\" x=\"36.567899\" y=\"34.708484\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_13\">\n", " <!-- $3$ -->\n", " <g transform=\"translate(27.947899 37.747859) scale(0.08 -0.08)\">\n", " <use xlink:href=\"#DejaVuSans-33\" transform=\"translate(0 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"text_14\">\n", " <!-- Rodriguez Parameter $\\theta_z$ (degree) -->\n", " <g transform=\"translate(14.917899 221.61) rotate(-90) scale(0.11 -0.11)\">\n", " <defs>\n", " <path id=\"DejaVuSans-52\" d=\"M 2841 2188 \n", "Q 3044 2119 3236 1894 \n", "Q 3428 1669 3622 1275 \n", "L 4263 0 \n", "L 3584 0 \n", "L 2988 1197 \n", "Q 2756 1666 2539 1819 \n", "Q 2322 1972 1947 1972 \n", "L 1259 1972 \n", "L 1259 0 \n", "L 628 0 \n", "L 628 4666 \n", "L 2053 4666 \n", "Q 2853 4666 3247 4331 \n", "Q 3641 3997 3641 3322 \n", "Q 3641 2881 3436 2590 \n", "Q 3231 2300 2841 2188 \n", "z\n", "M 1259 4147 \n", "L 1259 2491 \n", "L 2053 2491 \n", "Q 2509 2491 2742 2702 \n", "Q 2975 2913 2975 3322 \n", "Q 2975 3731 2742 3939 \n", "Q 2509 4147 2053 4147 \n", "L 1259 4147 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-6f\" d=\"M 1959 3097 \n", "Q 1497 3097 1228 2736 \n", "Q 959 2375 959 1747 \n", "Q 959 1119 1226 758 \n", "Q 1494 397 1959 397 \n", "Q 2419 397 2687 759 \n", "Q 2956 1122 2956 1747 \n", "Q 2956 2369 2687 2733 \n", "Q 2419 3097 1959 3097 \n", "z\n", "M 1959 3584 \n", "Q 2709 3584 3137 3096 \n", "Q 3566 2609 3566 1747 \n", "Q 3566 888 3137 398 \n", "Q 2709 -91 1959 -91 \n", "Q 1206 -91 779 398 \n", "Q 353 888 353 1747 \n", "Q 353 2609 779 3096 \n", "Q 1206 3584 1959 3584 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-64\" d=\"M 2906 2969 \n", "L 2906 4863 \n", "L 3481 4863 \n", "L 3481 0 \n", "L 2906 0 \n", "L 2906 525 \n", "Q 2725 213 2448 61 \n", "Q 2172 -91 1784 -91 \n", "Q 1150 -91 751 415 \n", "Q 353 922 353 1747 \n", "Q 353 2572 751 3078 \n", "Q 1150 3584 1784 3584 \n", "Q 2172 3584 2448 3432 \n", "Q 2725 3281 2906 2969 \n", "z\n", "M 947 1747 \n", "Q 947 1113 1208 752 \n", "Q 1469 391 1925 391 \n", "Q 2381 391 2643 752 \n", "Q 2906 1113 2906 1747 \n", "Q 2906 2381 2643 2742 \n", "Q 2381 3103 1925 3103 \n", "Q 1469 3103 1208 2742 \n", "Q 947 2381 947 1747 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-72\" d=\"M 2631 2963 \n", "Q 2534 3019 2420 3045 \n", "Q 2306 3072 2169 3072 \n", "Q 1681 3072 1420 2755 \n", "Q 1159 2438 1159 1844 \n", "L 1159 0 \n", "L 581 0 \n", "L 581 3500 \n", "L 1159 3500 \n", "L 1159 2956 \n", "Q 1341 3275 1631 3429 \n", "Q 1922 3584 2338 3584 \n", "Q 2397 3584 2469 3576 \n", "Q 2541 3569 2628 3553 \n", "L 2631 2963 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-67\" d=\"M 2906 1791 \n", "Q 2906 2416 2648 2759 \n", "Q 2391 3103 1925 3103 \n", "Q 1463 3103 1205 2759 \n", "Q 947 2416 947 1791 \n", "Q 947 1169 1205 825 \n", "Q 1463 481 1925 481 \n", "Q 2391 481 2648 825 \n", "Q 2906 1169 2906 1791 \n", "z\n", "M 3481 434 \n", "Q 3481 -459 3084 -895 \n", "Q 2688 -1331 1869 -1331 \n", "Q 1566 -1331 1297 -1286 \n", "Q 1028 -1241 775 -1147 \n", "L 775 -588 \n", "Q 1028 -725 1275 -790 \n", "Q 1522 -856 1778 -856 \n", "Q 2344 -856 2625 -561 \n", "Q 2906 -266 2906 331 \n", "L 2906 616 \n", "Q 2728 306 2450 153 \n", "Q 2172 0 1784 0 \n", "Q 1141 0 747 490 \n", "Q 353 981 353 1791 \n", "Q 353 2603 747 3093 \n", "Q 1141 3584 1784 3584 \n", "Q 2172 3584 2450 3431 \n", "Q 2728 3278 2906 2969 \n", "L 2906 3500 \n", "L 3481 3500 \n", "L 3481 434 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-75\" d=\"M 544 1381 \n", "L 544 3500 \n", "L 1119 3500 \n", "L 1119 1403 \n", "Q 1119 906 1312 657 \n", "Q 1506 409 1894 409 \n", "Q 2359 409 2629 706 \n", "Q 2900 1003 2900 1516 \n", "L 2900 3500 \n", "L 3475 3500 \n", "L 3475 0 \n", "L 2900 0 \n", "L 2900 538 \n", "Q 2691 219 2414 64 \n", "Q 2138 -91 1772 -91 \n", "Q 1169 -91 856 284 \n", "Q 544 659 544 1381 \n", "z\n", "M 1991 3584 \n", "L 1991 3584 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-7a\" d=\"M 353 3500 \n", "L 3084 3500 \n", "L 3084 2975 \n", "L 922 459 \n", "L 3084 459 \n", "L 3084 0 \n", "L 275 0 \n", "L 275 525 \n", "L 2438 3041 \n", "L 353 3041 \n", "L 353 3500 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-50\" d=\"M 1259 4147 \n", "L 1259 2394 \n", "L 2053 2394 \n", "Q 2494 2394 2734 2622 \n", "Q 2975 2850 2975 3272 \n", "Q 2975 3691 2734 3919 \n", "Q 2494 4147 2053 4147 \n", "L 1259 4147 \n", "z\n", "M 628 4666 \n", "L 2053 4666 \n", "Q 2838 4666 3239 4311 \n", "Q 3641 3956 3641 3272 \n", "Q 3641 2581 3239 2228 \n", "Q 2838 1875 2053 1875 \n", "L 1259 1875 \n", "L 1259 0 \n", "L 628 0 \n", "L 628 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-61\" d=\"M 2194 1759 \n", "Q 1497 1759 1228 1600 \n", "Q 959 1441 959 1056 \n", "Q 959 750 1161 570 \n", "Q 1363 391 1709 391 \n", "Q 2188 391 2477 730 \n", "Q 2766 1069 2766 1631 \n", "L 2766 1759 \n", "L 2194 1759 \n", "z\n", "M 3341 1997 \n", "L 3341 0 \n", "L 2766 0 \n", "L 2766 531 \n", "Q 2569 213 2275 61 \n", "Q 1981 -91 1556 -91 \n", "Q 1019 -91 701 211 \n", "Q 384 513 384 1019 \n", "Q 384 1609 779 1909 \n", "Q 1175 2209 1959 2209 \n", "L 2766 2209 \n", "L 2766 2266 \n", "Q 2766 2663 2505 2880 \n", "Q 2244 3097 1772 3097 \n", "Q 1472 3097 1187 3025 \n", "Q 903 2953 641 2809 \n", "L 641 3341 \n", "Q 956 3463 1253 3523 \n", "Q 1550 3584 1831 3584 \n", "Q 2591 3584 2966 3190 \n", "Q 3341 2797 3341 1997 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-74\" d=\"M 1172 4494 \n", "L 1172 3500 \n", "L 2356 3500 \n", "L 2356 3053 \n", "L 1172 3053 \n", "L 1172 1153 \n", "Q 1172 725 1289 603 \n", "Q 1406 481 1766 481 \n", "L 2356 481 \n", "L 2356 0 \n", "L 1766 0 \n", "Q 1100 0 847 248 \n", "Q 594 497 594 1153 \n", "L 594 3053 \n", "L 172 3053 \n", "L 172 3500 \n", "L 594 3500 \n", "L 594 4494 \n", "L 1172 4494 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-Oblique-3b8\" d=\"M 2913 2219 \n", "L 925 2219 \n", "Q 791 1284 928 888 \n", "Q 1100 400 1566 400 \n", "Q 2034 400 2391 891 \n", "Q 2703 1322 2913 2219 \n", "z\n", "M 3009 2750 \n", "Q 3094 3638 2984 3950 \n", "Q 2813 4444 2353 4444 \n", "Q 1875 4444 1525 3956 \n", "Q 1250 3563 1034 2750 \n", "L 3009 2750 \n", "z\n", "M 2444 4913 \n", "Q 3194 4913 3494 4250 \n", "Q 3794 3591 3566 2422 \n", "Q 3341 1256 2781 594 \n", "Q 2225 -72 1475 -72 \n", "Q 722 -72 425 594 \n", "Q 128 1256 353 2422 \n", "Q 581 3591 1134 4250 \n", "Q 1691 4913 2444 4913 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-Oblique-7a\" d=\"M 744 3500 \n", "L 3475 3500 \n", "L 3372 2975 \n", "L 738 459 \n", "L 2913 459 \n", "L 2822 0 \n", "L -19 0 \n", "L 84 525 \n", "L 2719 3041 \n", "L 653 3041 \n", "L 744 3500 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-52\" transform=\"translate(0 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-6f\" transform=\"translate(69.482422 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-64\" transform=\"translate(130.664062 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-72\" transform=\"translate(194.140625 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-69\" transform=\"translate(235.253906 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-67\" transform=\"translate(263.037109 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-75\" transform=\"translate(326.513672 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-65\" transform=\"translate(389.892578 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-7a\" transform=\"translate(451.416016 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-20\" transform=\"translate(503.90625 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-50\" transform=\"translate(535.693359 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-61\" transform=\"translate(595.996094 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-72\" transform=\"translate(657.275391 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-61\" transform=\"translate(698.388672 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-6d\" transform=\"translate(759.667969 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-65\" transform=\"translate(857.080078 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-74\" transform=\"translate(918.603516 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-65\" transform=\"translate(957.8125 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-72\" transform=\"translate(1019.335938 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-20\" transform=\"translate(1060.449219 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-Oblique-3b8\" transform=\"translate(1092.236328 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-Oblique-7a\" transform=\"translate(1153.417969 -16.171875) scale(0.7)\"/>\n", " <use xlink:href=\"#DejaVuSans-20\" transform=\"translate(1192.895508 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-28\" transform=\"translate(1224.682617 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-64\" transform=\"translate(1263.696289 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-65\" transform=\"translate(1327.172852 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-67\" transform=\"translate(1388.696289 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-72\" transform=\"translate(1452.172852 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-65\" transform=\"translate(1493.286133 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-65\" transform=\"translate(1554.80957 0.234375)\"/>\n", " <use xlink:href=\"#DejaVuSans-29\" transform=\"translate(1616.333008 0.234375)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"line2d_14\">\n", " <path d=\"M 36.567899 135.62959 \n", "L 41.520386 135.521777 \n", "L 46.177943 134.942441 \n", "L 47.951649 134.527187 \n", "L 50.053047 133.818899 \n", "L 54.09132 132.181713 \n", "L 56.10261 131.295316 \n", "L 57.59411 130.429986 \n", "L 59.702745 128.902408 \n", "L 61.69025 127.552071 \n", "L 68.344582 123.763732 \n", "L 71.039666 122.894219 \n", "L 73.067417 122.171092 \n", "L 75.640553 120.989699 \n", "L 77.000584 120.499598 \n", "L 78.329224 120.290814 \n", "L 79.241199 120.400036 \n", "L 80.393959 120.768133 \n", "L 81.738846 121.467802 \n", "L 84.347898 123.198399 \n", "L 85.764442 123.982129 \n", "L 87.104214 124.387627 \n", "L 88.032995 124.464426 \n", "L 88.974951 124.279919 \n", "L 90.009213 123.869104 \n", "L 92.152238 122.945053 \n", "L 93.341532 122.710333 \n", "L 94.104729 122.740267 \n", "L 94.891036 122.973186 \n", "L 95.711547 123.462615 \n", "L 96.573928 124.214017 \n", "L 97.460228 125.234175 \n", "L 98.65877 127.084362 \n", "L 99.569584 128.872471 \n", "L 101.094687 132.500754 \n", "L 102.623897 136.763201 \n", "L 104.754252 143.515966 \n", "L 107.429705 152.946924 \n", "L 109.192911 158.897483 \n", "L 110.244295 161.834222 \n", "L 111.032834 163.541795 \n", "L 111.821372 164.634337 \n", "L 112.347065 164.988921 \n", "L 112.872757 165.02807 \n", "L 113.398449 164.756699 \n", "L 113.924142 164.129322 \n", "L 114.652463 162.731771 \n", "L 115.282072 160.994601 \n", "L 115.999501 158.380664 \n", "L 116.919737 154.123125 \n", "L 118.066186 147.740676 \n", "L 120.017376 135.523699 \n", "L 121.619196 126.065091 \n", "L 122.717491 120.709406 \n", "L 123.684665 116.834687 \n", "L 124.899248 112.871019 \n", "L 125.987273 110.134601 \n", "L 127.513621 106.935013 \n", "L 130.674945 100.795923 \n", "L 131.936935 98.961478 \n", "L 132.567929 98.350228 \n", "L 133.198924 98.016746 \n", "L 133.829918 98.068301 \n", "L 134.460913 98.461824 \n", "L 135.091907 99.209893 \n", "L 135.753145 100.331708 \n", "L 136.855209 102.842431 \n", "L 137.957272 105.947236 \n", "L 141.132026 115.340735 \n", "L 142.002182 117.074126 \n", "L 142.698307 117.910298 \n", "L 143.220401 118.169137 \n", "L 143.742495 118.118708 \n", "L 144.264745 117.784961 \n", "L 144.790472 117.18059 \n", "L 145.499884 116.004732 \n", "L 146.766705 113.336414 \n", "L 148.276043 110.152522 \n", "L 149.23746 108.622234 \n", "L 150.264541 107.418582 \n", "L 151.189016 106.693746 \n", "L 151.921464 106.324748 \n", "L 152.927835 106.081394 \n", "L 154.23752 106.06423 \n", "L 155.1133 106.237875 \n", "L 156.005056 106.679544 \n", "L 156.603216 107.2188 \n", "L 157.500455 108.41349 \n", "L 158.241333 109.819324 \n", "L 158.982212 111.708842 \n", "L 159.72309 114.238617 \n", "L 160.740632 118.782865 \n", "L 161.691529 124.115307 \n", "L 162.981544 132.539412 \n", "L 166.573202 157.033149 \n", "L 167.927931 164.280794 \n", "L 169.223992 170.08077 \n", "L 170.502367 174.818205 \n", "L 171.72721 178.498775 \n", "L 172.498104 180.209726 \n", "L 172.998465 180.888556 \n", "L 173.428629 181.110161 \n", "L 173.774035 181.02872 \n", "L 174.11944 180.68361 \n", "L 174.551197 179.849716 \n", "L 175.069306 178.220922 \n", "L 175.673766 175.36106 \n", "L 176.278226 171.370265 \n", "L 176.969364 165.292636 \n", "L 177.756975 156.227042 \n", "L 178.674806 143.013613 \n", "L 180.153849 117.899475 \n", "L 181.912136 88.829179 \n", "L 182.770791 78.001196 \n", "L 183.447186 71.872316 \n", "L 184.026889 68.468241 \n", "L 184.448677 67.003118 \n", "L 184.838754 66.337344 \n", "L 185.173287 66.229029 \n", "L 185.422973 66.373993 \n", "L 185.823096 66.932579 \n", "L 186.387588 68.185961 \n", "L 187.881309 71.842273 \n", "L 188.25734 72.23961 \n", "L 188.454504 72.288371 \n", "L 188.656556 72.210457 \n", "L 189.06066 71.627937 \n", "L 189.535459 70.112647 \n", "L 190.061427 67.359162 \n", "L 190.895224 60.999213 \n", "L 193.083386 41.813073 \n", "L 193.708576 38.603672 \n", "L 194.02117 37.702267 \n", "L 194.333765 37.32085 \n", "L 194.646359 37.478149 \n", "L 194.958954 38.182452 \n", "L 195.271549 39.436109 \n", "L 195.896738 43.480241 \n", "L 196.521927 49.278284 \n", "L 197.733882 63.671374 \n", "L 199.512734 84.827425 \n", "L 200.837078 97.824798 \n", "L 206.212699 146.222135 \n", "L 206.934814 150.48683 \n", "L 207.592274 153.142186 \n", "L 208.137483 154.482543 \n", "L 208.570815 155.025247 \n", "L 208.945768 155.142653 \n", "L 209.256839 155.018619 \n", "L 209.664852 154.552647 \n", "L 210.158392 153.525675 \n", "L 210.66531 151.918425 \n", "L 211.290278 149.088391 \n", "L 211.950884 145.075731 \n", "L 212.830626 138.150874 \n", "L 213.945794 127.196896 \n", "L 215.745287 109.063302 \n", "L 216.345118 104.959607 \n", "L 216.816647 103.00451 \n", "L 217.162361 102.363689 \n", "L 217.340952 102.296158 \n", "L 217.519543 102.396586 \n", "L 217.88772 103.098532 \n", "L 218.282472 104.503469 \n", "L 218.899162 107.619017 \n", "L 220.373556 115.570987 \n", "L 220.833001 117.170039 \n", "L 221.301062 118.004048 \n", "L 221.535093 118.079804 \n", "L 221.780438 117.913316 \n", "L 222.031315 117.482601 \n", "L 222.54018 115.879229 \n", "L 223.337554 112.022769 \n", "L 224.189011 107.74377 \n", "L 224.796266 105.645018 \n", "L 225.102173 105.068267 \n", "L 225.424455 104.833074 \n", "L 225.746736 104.967595 \n", "L 226.075647 105.456813 \n", "L 226.733468 107.295957 \n", "L 227.391289 110.042421 \n", "L 228.378021 115.253928 \n", "L 231.338216 132.932505 \n", "L 233.957539 149.599058 \n", "L 234.432762 151.107731 \n", "L 234.878353 151.832079 \n", "L 235.26492 152.031505 \n", "L 235.70271 151.951859 \n", "L 238.161031 150.926156 \n", "L 238.664083 151.093733 \n", "L 239.141272 151.509265 \n", "L 239.974055 152.630672 \n", "L 240.415064 153.072353 \n", "L 240.741976 153.120134 \n", "L 240.991497 152.929881 \n", "L 241.331365 152.290162 \n", "L 241.721002 150.999269 \n", "L 242.207996 148.604209 \n", "L 242.965497 143.585999 \n", "L 244.102173 134.494023 \n", "L 245.431712 121.931606 \n", "L 246.803778 109.099183 \n", "L 247.534526 104.291144 \n", "L 248.152812 101.635229 \n", "L 248.75326 100.053456 \n", "L 249.504961 98.808909 \n", "L 251.348683 96.091966 \n", "L 251.782357 94.77507 \n", "L 252.213432 92.638704 \n", "L 252.602571 89.626772 \n", "L 253.119364 83.6118 \n", "L 253.692394 74.066395 \n", "L 254.545582 55.569738 \n", "L 255.941682 25.4794 \n", "L 256.50072 17.076894 \n", "L 256.891294 13.079034 \n", "L 257.298775 10.676892 \n", "L 257.502515 10.146231 \n", "L 257.706256 10.062685 \n", "L 257.909996 10.428258 \n", "L 258.317477 12.472952 \n", "L 258.724958 16.190525 \n", "L 259.362239 25.03566 \n", "L 260.192774 40.756989 \n", "L 262.03254 77.832917 \n", "L 262.620317 85.685036 \n", "L 263.090539 89.521624 \n", "L 263.443205 90.933347 \n", "L 263.678316 91.193006 \n", "L 263.898518 90.975193 \n", "L 264.206458 89.983235 \n", "L 264.617044 87.537964 \n", "L 265.241337 81.931333 \n", "L 266.337246 69.340553 \n", "L 267.24023 60.106859 \n", "L 267.751609 56.950717 \n", "L 268.071971 56.022798 \n", "L 268.280461 55.900426 \n", "L 268.427744 56.050571 \n", "L 268.662157 56.693336 \n", "L 268.980468 58.351228 \n", "L 269.433379 62.238409 \n", "L 270.021817 69.704506 \n", "L 270.708589 81.49313 \n", "L 271.594628 100.638388 \n", "L 272.847335 133.065548 \n", "L 274.775503 182.739228 \n", "L 275.862612 205.066963 \n", "L 276.703759 218.182054 \n", "L 277.303074 224.295402 \n", "L 277.709007 226.484508 \n", "L 277.962168 226.983618 \n", "L 278.144759 226.918234 \n", "L 278.339413 226.451144 \n", "L 278.653284 224.860109 \n", "L 279.093966 221.019672 \n", "L 279.671797 213.541339 \n", "L 280.504644 199.544351 \n", "L 283.18639 152.116184 \n", "L 283.913983 143.407143 \n", "L 284.459678 139.178006 \n", "L 284.823474 137.627968 \n", "L 285.192472 137.088757 \n", "L 285.376971 137.189878 \n", "L 285.745969 138.035801 \n", "L 286.235291 140.174896 \n", "L 287.715879 147.797214 \n", "L 287.971587 148.358829 \n", "L 288.227296 148.472432 \n", "L 288.485841 148.04024 \n", "L 288.758872 146.92663 \n", "L 289.186818 143.78982 \n", "L 289.666078 138.188814 \n", "L 290.329346 127.092053 \n", "L 291.242953 107.057261 \n", "L 292.736255 73.913836 \n", "L 293.313741 64.968874 \n", "L 293.775584 60.502835 \n", "L 294.127434 58.912716 \n", "L 294.248423 58.743362 \n", "L 294.369411 58.765333 \n", "L 294.613706 59.370398 \n", "L 294.862294 60.715023 \n", "L 295.243125 64.09468 \n", "L 295.879106 72.615134 \n", "L 297.627295 98.89669 \n", "L 298.076062 102.319091 \n", "L 298.378656 103.370718 \n", "L 298.537301 103.517833 \n", "L 298.698863 103.388644 \n", "L 298.957829 102.61656 \n", "L 299.328246 100.404138 \n", "L 299.802727 95.995823 \n", "L 301.450983 78.904015 \n", "L 301.743168 77.864944 \n", "L 301.946793 77.761039 \n", "L 302.15612 78.19252 \n", "L 302.478977 79.870426 \n", "L 302.93825 84.022983 \n", "L 303.905258 96.026883 \n", "L 306.379593 128.970115 \n", "L 308.284912 157.822081 \n", "L 308.853841 162.793762 \n", "L 309.353533 165.252088 \n", "L 309.708185 166.03122 \n", "L 309.885511 166.152413 \n", "L 310.062836 166.099622 \n", "L 310.240162 165.864072 \n", "L 310.594814 164.786428 \n", "L 310.956024 162.753795 \n", "L 311.329015 159.536401 \n", "L 311.963835 151.411722 \n", "L 313.055349 132.764364 \n", "L 313.767168 122.673452 \n", "L 314.123815 120.123372 \n", "L 314.29779 119.722599 \n", "L 314.415895 119.79206 \n", "L 314.597717 120.453342 \n", "L 314.844719 122.427362 \n", "L 315.218132 127.621083 \n", "L 315.712353 137.897509 \n", "L 316.785362 166.607388 \n", "L 317.537502 183.78346 \n", "L 318.011137 190.280439 \n", "L 318.296928 192.008794 \n", "L 318.494055 192.159557 \n", "L 318.693748 191.467596 \n", "L 319.001268 188.858911 \n", "L 319.422043 182.579652 \n", "L 319.955789 170.68553 \n", "L 320.596285 150.913724 \n", "L 321.588311 111.21042 \n", "L 322.52477 76.197043 \n", "L 322.993005 65.124317 \n", "L 323.376506 59.788748 \n", "L 323.795455 57.00231 \n", "L 323.941697 56.662961 \n", "L 324.08794 56.642473 \n", "L 324.234182 56.953199 \n", "L 324.526667 58.656302 \n", "L 324.907748 63.282651 \n", "L 325.379328 72.723731 \n", "L 326.289355 97.670584 \n", "L 327.096034 117.353315 \n", "L 327.509475 123.270222 \n", "L 327.837511 125.262853 \n", "L 327.979673 125.36355 \n", "L 328.145053 124.914311 \n", "L 328.418238 122.90779 \n", "L 328.787598 118.069109 \n", "L 330.445747 92.616006 \n", "L 330.912938 89.682558 \n", "L 331.21752 88.904313 \n", "L 331.389446 88.863992 \n", "L 331.544488 89.069137 \n", "L 331.769856 89.757985 \n", "L 332.104663 91.548412 \n", "L 332.633899 95.782219 \n", "L 333.801395 107.647532 \n", "L 334.623428 115.040843 \n", "L 335.09604 117.417857 \n", "L 335.471768 118.216955 \n", "L 335.723115 118.304027 \n", "L 335.916359 118.121985 \n", "L 336.177643 117.448 \n", "L 336.511202 115.725728 \n", "L 336.986937 111.761142 \n", "L 337.788952 104.678545 \n", "L 338.082223 103.582286 \n", "L 338.182787 103.513139 \n", "L 338.283351 103.609823 \n", "L 338.487645 104.314119 \n", "L 338.804567 106.648673 \n", "L 339.255071 111.977748 \n", "L 339.948097 123.42137 \n", "L 341.522763 151.129115 \n", "L 342.615188 167.585798 \n", "L 343.66465 188.825825 \n", "L 344.826064 211.410174 \n", "L 345.555832 221.725184 \n", "L 346.266248 228.550222 \n", "L 347.164042 235.009224 \n", "L 347.47955 236.128345 \n", "L 347.585405 236.230042 \n", "L 347.756515 236.054818 \n", "L 347.958449 235.291705 \n", "L 348.274454 232.932065 \n", "L 348.711126 227.608579 \n", "L 349.30977 217.320091 \n", "L 350.835374 188.708553 \n", "L 351.117934 187.427503 \n", "L 351.212121 187.523549 \n", "L 351.409332 188.591746 \n", "L 351.709392 192.333765 \n", "L 352.244029 203.523099 \n", "L 353.460543 230.751299 \n", "L 354.108014 240.713207 \n", "L 354.631427 245.613482 \n", "L 354.955925 246.928821 \n", "L 355.172257 247.063916 \n", "L 355.388589 246.668639 \n", "L 355.713088 245.182764 \n", "L 356.039382 242.600358 \n", "L 356.512608 236.612383 \n", "L 356.993644 227.290655 \n", "L 357.677991 208.730062 \n", "L 359.184778 165.895632 \n", "L 359.719183 156.498664 \n", "L 359.948774 154.4426 \n", "L 360.072096 153.959202 \n", "L 360.195417 153.935718 \n", "L 360.324067 154.404144 \n", "L 360.583538 156.78874 \n", "L 361.102479 165.516643 \n", "L 361.90076 179.117557 \n", "L 362.437645 184.596213 \n", "L 362.840308 186.425008 \n", "L 363.108751 186.725642 \n", "L 363.686583 186.76701 \n", "L 363.875996 187.083537 \n", "L 364.164839 188.035509 \n", "L 364.878172 191.688161 \n", "L 365.36232 193.654837 \n", "L 365.570349 193.898657 \n", "L 365.716528 193.732613 \n", "L 365.945375 192.836958 \n", "L 366.264308 190.332691 \n", "L 366.791269 183.842552 \n", "L 367.901201 166.532888 \n", "L 370.523257 121.01089 \n", "L 371.660669 97.91858 \n", "L 372.115634 93.126005 \n", "L 372.456858 91.503427 \n", "L 372.684341 91.147931 \n", "L 372.798082 91.160151 \n", "L 373.039108 91.558331 \n", "L 373.400646 92.900548 \n", "L 374.123723 96.930933 \n", "L 374.749834 101.611079 \n", "L 375.133903 106.30322 \n", "L 375.612242 115.386956 \n", "L 376.448914 137.107863 \n", "L 377.140929 152.484242 \n", "L 377.565497 158.124471 \n", "L 378.016421 161.524816 \n", "L 378.392323 162.947508 \n", "L 378.674249 163.266726 \n", "L 378.8622 163.080866 \n", "L 379.144127 162.12583 \n", "L 379.578057 159.327381 \n", "L 380.152009 154.114825 \n", "L 380.643967 147.137016 \n", "L 381.545891 129.214563 \n", "L 382.304758 116.564468 \n", "L 382.832014 110.537718 \n", "L 383.019232 109.663266 \n", "L 383.112841 109.563255 \n", "L 383.206451 109.697984 \n", "L 383.393669 110.662099 \n", "L 383.674496 113.665233 \n", "L 384.236152 123.15758 \n", "L 384.893284 137.788922 \n", "L 386.259965 171.017303 \n", "L 386.985302 188.591137 \n", "L 387.589058 201.966543 \n", "L 387.974438 206.649057 \n", "L 388.371304 209.202312 \n", "L 388.63588 209.793053 \n", "L 388.768169 209.675263 \n", "L 389.032746 208.369599 \n", "L 389.297323 205.376326 \n", "L 389.826477 195.518136 \n", "L 390.355631 186.493101 \n", "L 390.752496 182.637957 \n", "L 391.149362 180.693983 \n", "L 391.413939 180.188539 \n", "L 391.546227 180.182984 \n", "L 391.6867 180.376078 \n", "L 391.985559 181.484812 \n", "L 392.612955 185.652792 \n", "L 393.638481 191.926407 \n", "L 394.368242 196.550892 \n", "L 395.067131 202.599117 \n", "L 395.690187 210.673583 \n", "L 396.384712 219.931594 \n", "L 396.731974 222.309039 \n", "L 396.963482 222.967653 \n", "L 397.0806 223.043972 \n", "L 397.198765 222.920838 \n", "L 397.438032 221.904562 \n", "L 397.782168 218.311642 \n", "L 398.312404 208.865213 \n", "L 399.490483 187.065569 \n", "L 401.134002 159.476296 \n", "L 401.912818 140.881419 \n", "L 403.42098 103.243541 \n", "L 403.849432 99.338331 \n", "L 404.222481 97.783541 \n", "L 404.414987 97.627742 \n", "L 404.890034 97.798364 \n", "L 405.102299 97.251542 \n", "L 405.385319 95.642933 \n", "L 405.980287 90.726384 \n", "L 406.370662 85.484528 \n", "L 407.030704 75.854179 \n", "L 407.479304 72.913373 \n", "L 407.838998 71.734789 \n", "L 407.934187 71.707113 \n", "L 408.124564 71.98034 \n", "L 408.42208 72.477018 \n", "L 408.524089 72.394258 \n", "L 408.731342 71.54114 \n", "L 409.052642 68.384936 \n", "L 410.084072 53.24552 \n", "L 410.733842 44.763512 \n", "L 411.045379 43.072903 \n", "L 411.234821 42.711803 \n", "L 411.410775 42.807325 \n", "L 411.573243 43.319609 \n", "L 411.901527 45.470629 \n", "L 412.564339 50.249899 \n", "L 412.830061 51.135064 \n", "L 413.007208 51.174388 \n", "L 413.184356 50.71792 \n", "L 413.450078 49.119375 \n", "L 414.022891 43.366264 \n", "L 414.657829 37.911595 \n", "L 415.195869 35.139062 \n", "L 415.626301 33.529327 \n", "L 415.843118 33.395464 \n", "L 416.059936 33.929618 \n", "L 416.500313 36.045323 \n", "L 416.852443 38.722967 \n", "L 417.697627 45.799821 \n", "L 418.301329 50.314023 \n", "L 418.682188 55.751326 \n", "L 419.405337 71.069985 \n", "L 420.348982 90.552749 \n", "L 420.930708 98.760291 \n", "L 421.268711 100.779477 \n", "L 421.353211 100.83671 \n", "L 421.524692 100.353684 \n", "L 421.783762 98.138516 \n", "L 422.216855 91.23158 \n", "L 422.361999 88.369945 \n", "L 422.361999 88.369945 \n", "\" clip-path=\"url(#pec5ecf05e6)\" style=\"fill: none; stroke: #e36f47\"/>\n", " </g>\n", " <g id=\"patch_3\">\n", " <path d=\"M 36.567899 258.225354 \n", "L 36.567899 2.834646 \n", "\" style=\"fill: none; stroke: #000000; stroke-linejoin: miter; stroke-linecap: square\"/>\n", " </g>\n", " <g id=\"patch_4\">\n", " <path d=\"M 36.567899 258.225354 \n", "L 422.361999 258.225354 \n", "\" style=\"fill: none; stroke: #000000; stroke-linejoin: miter; stroke-linecap: square\"/>\n", " </g>\n", " <g id=\"line2d_15\">\n", " <path d=\"M 36.567899 135.62959 \n", "L 41.559122 135.518503 \n", "L 46.138208 134.947398 \n", "L 47.826136 134.563269 \n", "L 49.973185 133.852563 \n", "L 56.586506 131.040119 \n", "L 58.246728 129.997354 \n", "L 63.61523 126.382166 \n", "L 67.406324 124.238521 \n", "L 68.891519 123.556011 \n", "L 74.352518 121.612389 \n", "L 76.913867 120.518236 \n", "L 77.957596 120.327363 \n", "L 78.998464 120.346408 \n", "L 79.952708 120.58526 \n", "L 81.118946 121.117812 \n", "L 82.76839 122.108912 \n", "L 85.612071 123.904558 \n", "L 86.800699 124.329591 \n", "L 87.705287 124.447893 \n", "L 88.581417 124.3927 \n", "L 89.537913 124.132245 \n", "L 91.128632 123.393077 \n", "L 92.322375 122.921505 \n", "L 93.286112 122.749484 \n", "L 94.099299 122.787631 \n", "L 94.934201 123.030259 \n", "L 95.769444 123.510167 \n", "L 96.77173 124.426622 \n", "L 97.828109 125.781013 \n", "L 98.849549 127.454709 \n", "L 99.964157 129.718921 \n", "L 101.170708 132.667454 \n", "L 102.720662 137.031781 \n", "L 104.609251 143.01686 \n", "L 107.581359 153.339644 \n", "L 109.522948 159.7539 \n", "L 110.407881 162.091772 \n", "L 111.350786 163.920473 \n", "L 111.985411 164.682598 \n", "L 112.611443 165.008903 \n", "L 113.146496 164.922061 \n", "L 113.684019 164.475331 \n", "L 114.256604 163.594202 \n", "L 114.879937 162.163565 \n", "L 115.734002 159.434656 \n", "L 116.784132 154.94441 \n", "L 118.030688 148.213487 \n", "L 122.642982 121.099527 \n", "L 123.812707 116.312908 \n", "L 124.906145 112.872124 \n", "L 126.073503 109.984087 \n", "L 127.762825 106.489159 \n", "L 130.564166 101.213159 \n", "L 131.808906 99.308235 \n", "L 132.422159 98.650077 \n", "L 133.003177 98.26403 \n", "L 133.525854 98.142027 \n", "L 134.100482 98.271495 \n", "L 134.695162 98.702999 \n", "L 135.312033 99.465711 \n", "L 136.137288 100.958404 \n", "L 136.993208 103.000237 \n", "L 138.293084 106.759285 \n", "L 140.902417 114.497999 \n", "L 141.915606 116.674375 \n", "L 142.453944 117.468373 \n", "L 142.988152 117.964397 \n", "L 143.573092 118.153614 \n", "L 144.128884 117.988688 \n", "L 144.768707 117.409471 \n", "L 145.578069 116.170087 \n", "L 146.789071 113.659648 \n", "L 148.635284 109.788338 \n", "L 149.737906 108.085126 \n", "L 150.570253 107.205764 \n", "L 151.399667 106.652683 \n", "L 152.230014 106.35972 \n", "L 153.281102 106.248284 \n", "L 154.375542 106.350675 \n", "L 155.363522 106.667353 \n", "L 156.238563 107.223374 \n", "L 157.021563 108.036366 \n", "L 157.757083 109.15816 \n", "L 158.519064 110.776642 \n", "L 159.346355 113.163779 \n", "L 160.095127 115.958466 \n", "L 161.126911 120.824921 \n", "L 162.200202 127.020338 \n", "L 163.788857 137.699163 \n", "L 166.556245 156.646744 \n", "L 167.955068 164.441022 \n", "L 169.116648 169.700874 \n", "L 170.26428 173.957024 \n", "L 171.505201 177.63045 \n", "L 172.395578 179.554262 \n", "L 172.884138 180.242865 \n", "L 173.338696 180.572552 \n", "L 173.620936 180.597384 \n", "L 173.878465 180.483851 \n", "L 174.127208 180.239523 \n", "L 174.68885 179.146122 \n", "L 175.251012 177.212182 \n", "L 175.977071 173.318577 \n", "L 176.617497 168.4578 \n", "L 177.308442 161.630735 \n", "L 178.228201 150.025714 \n", "L 179.268404 133.97374 \n", "L 182.234471 85.616994 \n", "L 183.041158 76.305366 \n", "L 183.638585 71.327525 \n", "L 184.240448 68.042353 \n", "L 184.628053 66.807853 \n", "L 185.058491 66.166394 \n", "L 185.254577 66.101668 \n", "L 185.47485 66.177929 \n", "L 185.86893 66.650401 \n", "L 186.413987 67.821998 \n", "L 187.92064 71.519384 \n", "L 188.283395 71.94693 \n", "L 188.615689 72.025743 \n", "L 188.938348 71.763804 \n", "L 189.209322 71.258639 \n", "L 189.680877 69.713756 \n", "L 190.185227 67.116765 \n", "L 190.803 62.735304 \n", "L 191.977321 52.206171 \n", "L 193.069207 43.028986 \n", "L 193.71552 39.402831 \n", "L 194.062914 38.266959 \n", "L 194.444337 37.756295 \n", "L 194.638285 37.803334 \n", "L 194.826378 38.048433 \n", "L 195.19222 39.082989 \n", "L 195.553566 40.805402 \n", "L 196.145338 45.002228 \n", "L 196.954402 52.99782 \n", "L 198.269469 69.055313 \n", "L 199.960037 89.070889 \n", "L 201.426027 103.31054 \n", "L 206.157831 145.54215 \n", "L 207.01143 150.861093 \n", "L 207.685507 153.708032 \n", "L 208.250685 155.108932 \n", "L 208.657976 155.579555 \n", "L 209.088355 155.61727 \n", "L 209.490473 155.253843 \n", "L 210.032356 154.195962 \n", "L 210.550541 152.59978 \n", "L 211.161854 149.991094 \n", "L 211.860563 146.017334 \n", "L 212.706146 139.794259 \n", "L 213.735195 130.408318 \n", "L 216.010573 108.825442 \n", "L 216.581131 105.411757 \n", "L 216.932861 104.06676 \n", "L 217.281011 103.357967 \n", "L 217.570863 103.245058 \n", "L 217.892059 103.60471 \n", "L 218.203551 104.396897 \n", "L 218.728546 106.534092 \n", "L 219.725817 112.039502 \n", "L 220.620574 116.490915 \n", "L 221.156973 118.11553 \n", "L 221.46751 118.561921 \n", "L 221.751227 118.624562 \n", "L 222.058437 118.316803 \n", "L 222.471118 117.3191 \n", "L 222.948823 115.459795 \n", "L 225.000707 106.140559 \n", "L 225.461004 105.371474 \n", "L 225.733959 105.28582 \n", "L 226.046649 105.521634 \n", "L 226.35257 106.076266 \n", "L 226.82751 107.495182 \n", "L 227.528005 110.555891 \n", "L 228.486807 115.938347 \n", "L 234.079234 149.611032 \n", "L 234.680837 151.585908 \n", "L 235.183847 152.422671 \n", "L 235.659755 152.676843 \n", "L 236.197047 152.601981 \n", "L 237.576958 152.245216 \n", "L 239.396532 152.117664 \n", "L 240.414731 152.088456 \n", "L 240.781618 151.847718 \n", "L 241.236575 151.148962 \n", "L 241.60971 150.134236 \n", "L 242.031087 148.421418 \n", "L 242.562509 145.436888 \n", "L 243.476381 138.758997 \n", "L 245.196948 124.014395 \n", "L 247.337567 105.45523 \n", "L 247.934621 102.026203 \n", "L 248.392803 100.262398 \n", "L 248.900759 99.086693 \n", "L 249.3401 98.54721 \n", "L 250.754951 97.296387 \n", "L 251.256902 96.159593 \n", "L 251.646295 94.748067 \n", "L 252.105441 92.282152 \n", "L 252.68228 87.569579 \n", "L 253.275712 80.345493 \n", "L 253.896907 69.912586 \n", "L 254.930951 47.749672 \n", "L 256.018669 25.507019 \n", "L 256.610533 17.193084 \n", "L 257.025033 13.610243 \n", "L 257.427471 12.004748 \n", "L 257.60529 11.875944 \n", "L 257.70927 11.960187 \n", "L 257.984499 12.725056 \n", "L 258.234965 14.065563 \n", "L 258.629101 17.281463 \n", "L 259.220015 24.199681 \n", "L 259.997077 36.10632 \n", "L 261.450035 62.822182 \n", "L 262.523192 80.749491 \n", "L 263.166569 87.714237 \n", "L 263.555451 89.975228 \n", "L 263.803277 90.612588 \n", "L 263.910791 90.698607 \n", "L 264.053013 90.641631 \n", "L 264.321435 90.031327 \n", "L 264.725386 88.012137 \n", "L 265.247104 83.884201 \n", "L 266.245483 73.660242 \n", "L 267.264841 63.76388 \n", "L 267.872464 59.687506 \n", "L 268.166466 58.525973 \n", "L 268.488569 58.006358 \n", "L 268.638558 58.059335 \n", "L 268.811768 58.368118 \n", "L 269.149126 59.760867 \n", "L 269.47153 62.092985 \n", "L 269.973885 67.662009 \n", "L 270.669183 78.947219 \n", "L 271.633855 99.895185 \n", "L 273.188539 139.783435 \n", "L 275.078188 186.665346 \n", "L 276.088835 206.023502 \n", "L 276.834349 216.481448 \n", "L 277.368327 221.648419 \n", "L 277.798042 224.197147 \n", "L 278.098147 225.032951 \n", "L 278.242997 225.140867 \n", "L 278.403941 225.027192 \n", "L 278.715034 224.094851 \n", "L 279.013121 222.311358 \n", "L 279.49339 217.651441 \n", "L 280.187796 207.48378 \n", "L 281.162305 188.795512 \n", "L 282.691814 159.245647 \n", "L 283.552861 146.751995 \n", "L 284.173283 140.503902 \n", "L 284.663073 137.431843 \n", "L 284.998931 136.341667 \n", "L 285.300506 136.08115 \n", "L 285.578034 136.429615 \n", "L 285.838519 137.236309 \n", "L 286.345822 139.904157 \n", "L 287.806587 149.105509 \n", "L 288.160262 149.907908 \n", "L 288.280711 149.94078 \n", "L 288.414559 149.81961 \n", "L 288.682051 149.053819 \n", "L 288.969454 147.419295 \n", "L 289.394355 143.437802 \n", "L 289.974188 135.15962 \n", "L 290.762709 119.69406 \n", "L 293.13811 69.379795 \n", "L 293.654425 63.13376 \n", "L 294.041962 60.444558 \n", "L 294.311025 59.660604 \n", "L 294.46055 59.614998 \n", "L 294.585198 59.789085 \n", "L 294.892881 61.027457 \n", "L 295.208507 63.433814 \n", "L 295.704917 69.199985 \n", "L 296.595199 83.110909 \n", "L 297.561776 97.346797 \n", "L 298.114753 102.452101 \n", "L 298.479742 104.12326 \n", "L 298.747662 104.453161 \n", "L 298.939339 104.237434 \n", "L 299.149737 103.590482 \n", "L 299.476837 101.80794 \n", "L 299.939987 97.951149 \n", "L 301.707057 81.431452 \n", "L 302.051958 80.580837 \n", "L 302.155414 80.577041 \n", "L 302.373935 80.948767 \n", "L 302.708818 82.458706 \n", "L 303.197019 86.340834 \n", "L 303.961249 94.851114 \n", "L 305.67762 117.242849 \n", "L 306.777382 134.833267 \n", "L 308.127905 156.412046 \n", "L 308.767929 163.364108 \n", "L 309.278482 166.619631 \n", "L 309.5948 167.60702 \n", "L 309.823293 167.856828 \n", "L 310.059442 167.724174 \n", "L 310.296034 167.204128 \n", "L 310.650152 165.704696 \n", "L 311.099303 162.51505 \n", "L 311.649174 156.569657 \n", "L 312.383182 145.516936 \n", "L 313.811651 122.791241 \n", "L 314.192944 119.562823 \n", "L 314.459058 118.744541 \n", "L 314.573904 118.807314 \n", "L 314.827952 119.89446 \n", "L 315.175999 123.522341 \n", "L 315.624547 131.52414 \n", "L 316.318416 148.939261 \n", "L 317.457101 178.019965 \n", "L 317.954303 186.078092 \n", "L 318.283277 188.928284 \n", "L 318.490691 189.631588 \n", "L 318.6031 189.657679 \n", "L 318.799594 189.11432 \n", "L 319.01553 187.68155 \n", "L 319.355156 183.768116 \n", "L 319.857644 174.597104 \n", "L 320.445158 159.231303 \n", "L 321.237889 131.475997 \n", "L 322.975255 67.310786 \n", "L 323.477095 57.601763 \n", "L 323.827081 54.357144 \n", "L 324.056416 53.684903 \n", "L 324.133707 53.697488 \n", "L 324.299491 54.108721 \n", "L 324.515625 55.398086 \n", "L 324.82252 58.634561 \n", "L 325.273409 66.303527 \n", "L 325.897986 81.885126 \n", "L 327.223153 116.416705 \n", "L 327.683647 122.401242 \n", "L 327.952045 123.719303 \n", "L 328.049578 123.803332 \n", "L 328.1103 123.753288 \n", "L 328.246865 123.365916 \n", "L 328.483374 121.867857 \n", "L 328.833123 118.0647 \n", "L 329.468794 108.222921 \n", "L 330.43412 93.589229 \n", "L 330.928762 88.924094 \n", "L 331.321119 86.943437 \n", "L 331.540973 86.521282 \n", "L 331.693026 86.525968 \n", "L 331.865276 86.824793 \n", "L 332.151589 87.988977 \n", "L 332.549166 90.838406 \n", "L 333.176885 97.365389 \n", "L 334.51189 111.847564 \n", "L 335.026689 115.507863 \n", "L 335.411886 116.903424 \n", "L 335.701422 117.188223 \n", "L 335.937912 117.013959 \n", "L 336.210347 116.447455 \n", "L 336.617724 114.987969 \n", "L 337.124284 112.249342 \n", "L 338.160851 106.252919 \n", "L 338.435275 105.857551 \n", "L 338.594097 106.055598 \n", "L 338.823819 106.94967 \n", "L 339.173944 109.70011 \n", "L 339.621797 115.372419 \n", "L 340.359006 128.283997 \n", "L 342.138653 161.049823 \n", "L 343.346752 181.49128 \n", "L 345.688052 226.039569 \n", "L 346.317587 232.640979 \n", "L 346.75143 235.322984 \n", "L 347.153843 236.588258 \n", "L 347.40144 236.845672 \n", "L 347.563569 236.797005 \n", "L 347.736011 236.539227 \n", "L 348.02313 235.569366 \n", "L 348.405489 233.045032 \n", "L 348.821796 228.561682 \n", "L 349.480892 218.399972 \n", "L 351.060329 192.42379 \n", "L 351.369248 190.853492 \n", "L 351.441207 190.8328 \n", "L 351.587182 191.222325 \n", "L 351.780263 192.635108 \n", "L 352.066626 196.522392 \n", "L 352.508438 205.842715 \n", "L 353.991733 239.962985 \n", "L 354.564307 247.448652 \n", "L 354.967054 250.362495 \n", "L 355.237518 250.997315 \n", "L 355.375908 250.868121 \n", "L 355.564752 250.189205 \n", "L 355.83017 248.301407 \n", "L 356.275665 243.082471 \n", "L 356.915299 232.426274 \n", "L 357.583199 217.565927 \n", "L 358.638552 187.428912 \n", "L 359.528464 164.815029 \n", "L 359.997004 157.411824 \n", "L 360.271536 155.376508 \n", "L 360.449111 155.113199 \n", "L 360.57552 155.443135 \n", "L 360.798325 157.033313 \n", "L 361.180181 162.285191 \n", "L 362.608034 185.827042 \n", "L 362.981277 188.225931 \n", "L 363.240554 188.909973 \n", "L 363.484434 189.107847 \n", "L 364.0276 189.360302 \n", "L 364.356813 189.993018 \n", "L 364.937141 191.863259 \n", "L 365.475167 193.310073 \n", "L 365.749424 193.53804 \n", "L 365.901357 193.423339 \n", "L 366.104015 192.92407 \n", "L 366.390675 191.39272 \n", "L 366.715287 188.329426 \n", "L 367.212299 181.144874 \n", "L 369.102015 147.347524 \n", "L 372.322697 90.418369 \n", "L 372.678082 88.301506 \n", "L 372.867161 88.054442 \n", "L 372.990809 88.161516 \n", "L 373.252908 88.897021 \n", "L 373.766509 91.357278 \n", "L 374.356492 95.198965 \n", "L 374.847636 99.948369 \n", "L 375.359219 107.208575 \n", "L 375.980117 119.803204 \n", "L 377.710833 159.201011 \n", "L 378.205611 164.203992 \n", "L 378.646676 166.651535 \n", "L 378.885375 167.15599 \n", "L 379.021144 167.124283 \n", "L 379.188736 166.724634 \n", "L 379.454643 165.230711 \n", "L 379.829957 161.498454 \n", "L 380.439488 152.74388 \n", "L 381.295634 136.772991 \n", "L 382.381035 117.252193 \n", "L 382.901294 110.948401 \n", "L 383.179723 109.507137 \n", "L 383.288344 109.467246 \n", "L 383.400236 109.759407 \n", "L 383.58353 110.96078 \n", "L 383.886918 114.665646 \n", "L 384.516559 126.044843 \n", "L 385.245472 142.680231 \n", "L 386.938306 185.923996 \n", "L 387.89844 204.080937 \n", "L 388.277395 207.551686 \n", "L 388.575671 208.513838 \n", "L 388.733899 208.513835 \n", "L 388.903649 208.165432 \n", "L 389.167332 206.911191 \n", "L 389.47606 204.248526 \n", "L 389.948671 197.753741 \n", "L 390.86818 184.619933 \n", "L 391.293558 181.724654 \n", "L 391.600581 180.829068 \n", "L 391.786955 180.703216 \n", "L 391.959869 180.853268 \n", "L 392.210765 181.492964 \n", "L 392.609759 183.297121 \n", "L 393.679955 189.673695 \n", "L 394.293848 194.885004 \n", "L 397.004508 220.373327 \n", "L 397.285094 221.121294 \n", "L 397.41106 221.093609 \n", "L 397.616409 220.567596 \n", "L 397.884596 218.981854 \n", "L 398.249602 215.145254 \n", "L 398.736171 207.36407 \n", "L 399.978026 182.675737 \n", "L 402.210052 131.892708 \n", "L 403.410738 104.088151 \n", "L 403.955367 96.244618 \n", "L 404.473023 92.000853 \n", "L 404.881166 90.102567 \n", "L 405.240051 89.362111 \n", "L 405.554211 88.644071 \n", "L 405.869794 87.135497 \n", "L 406.354373 83.415479 \n", "L 406.905736 77.320397 \n", "L 407.5536 70.294317 \n", "L 407.917357 68.440268 \n", "L 409.152396 63.743412 \n", "L 409.571571 60.311903 \n", "L 410.859635 48.42518 \n", "L 411.232257 46.591151 \n", "L 411.433208 46.229139 \n", "L 411.560522 46.265089 \n", "L 411.744568 46.67672 \n", "L 412.035674 48.068021 \n", "L 412.89128 52.833307 \n", "L 413.054321 52.993006 \n", "L 413.179599 52.872369 \n", "L 413.421984 52.104159 \n", "L 413.771269 50.051961 \n", "L 414.286232 45.55681 \n", "L 415.842241 30.395617 \n", "L 416.181082 29.168747 \n", "L 416.413175 28.964804 \n", "L 416.565823 29.166385 \n", "L 416.800955 30.021556 \n", "L 417.157467 32.395874 \n", "L 417.668479 37.456508 \n", "L 418.279997 45.990167 \n", "L 418.966498 58.888046 \n", "L 420.983019 100.066126 \n", "L 421.32678 102.306592 \n", "L 421.535448 102.561206 \n", "L 421.676256 102.246826 \n", "L 421.889744 100.998922 \n", "L 422.216766 97.305368 \n", "L 422.361999 95.049186 \n", "L 422.361999 95.049186 \n", "\" clip-path=\"url(#pec5ecf05e6)\" style=\"fill: none; stroke: #3ea44e\"/>\n", " </g>\n", " <g id=\"legend_1\">\n", " <g id=\"patch_5\">\n", " <path d=\"M 332.945749 50.862146 \n", "L 418.361999 50.862146 \n", "L 418.361999 6.834646 \n", "L 332.945749 6.834646 \n", "z\n", "\" style=\"fill: #ffffff; stroke: #000000; stroke-linejoin: miter\"/>\n", " </g>\n", " <g id=\"line2d_16\">\n", " <path d=\"M 339.345749 16.513396 \n", "L 347.345749 16.513396 \n", "L 355.345749 16.513396 \n", "\" style=\"fill: none; stroke: #009afa; stroke-linejoin: miter\"/>\n", " </g>\n", " <g id=\"text_15\">\n", " <!-- GXBeam -->\n", " <g transform=\"translate(361.745749 19.313396) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-47\" d=\"M 3809 666 \n", "L 3809 1919 \n", "L 2778 1919 \n", "L 2778 2438 \n", "L 4434 2438 \n", "L 4434 434 \n", "Q 4069 175 3628 42 \n", "Q 3188 -91 2688 -91 \n", "Q 1594 -91 976 548 \n", "Q 359 1188 359 2328 \n", "Q 359 3472 976 4111 \n", "Q 1594 4750 2688 4750 \n", "Q 3144 4750 3555 4637 \n", "Q 3966 4525 4313 4306 \n", "L 4313 3634 \n", "Q 3963 3931 3569 4081 \n", "Q 3175 4231 2741 4231 \n", "Q 1884 4231 1454 3753 \n", "Q 1025 3275 1025 2328 \n", "Q 1025 1384 1454 906 \n", "Q 1884 428 2741 428 \n", "Q 3075 428 3337 486 \n", "Q 3600 544 3809 666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-58\" d=\"M 403 4666 \n", "L 1081 4666 \n", "L 2241 2931 \n", "L 3406 4666 \n", "L 4084 4666 \n", "L 2584 2425 \n", "L 4184 0 \n", "L 3506 0 \n", "L 2194 1984 \n", "L 872 0 \n", "L 191 0 \n", "L 1856 2491 \n", "L 403 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-42\" d=\"M 1259 2228 \n", "L 1259 519 \n", "L 2272 519 \n", "Q 2781 519 3026 730 \n", "Q 3272 941 3272 1375 \n", "Q 3272 1813 3026 2020 \n", "Q 2781 2228 2272 2228 \n", "L 1259 2228 \n", "z\n", "M 1259 4147 \n", "L 1259 2741 \n", "L 2194 2741 \n", "Q 2656 2741 2882 2914 \n", "Q 3109 3088 3109 3444 \n", "Q 3109 3797 2882 3972 \n", "Q 2656 4147 2194 4147 \n", "L 1259 4147 \n", "z\n", "M 628 4666 \n", "L 2241 4666 \n", "Q 2963 4666 3353 4366 \n", "Q 3744 4066 3744 3513 \n", "Q 3744 3084 3544 2831 \n", "Q 3344 2578 2956 2516 \n", "Q 3422 2416 3680 2098 \n", "Q 3938 1781 3938 1306 \n", "Q 3938 681 3513 340 \n", "Q 3088 0 2303 0 \n", "L 628 0 \n", "L 628 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-47\"/>\n", " <use xlink:href=\"#DejaVuSans-58\" x=\"77.490234\"/>\n", " <use xlink:href=\"#DejaVuSans-42\" x=\"145.996094\"/>\n", " <use xlink:href=\"#DejaVuSans-65\" x=\"214.599609\"/>\n", " <use xlink:href=\"#DejaVuSans-61\" x=\"276.123047\"/>\n", " <use xlink:href=\"#DejaVuSans-6d\" x=\"337.402344\"/>\n", " </g>\n", " </g>\n", " <g id=\"line2d_17\">\n", " <path d=\"M 339.345749 28.255896 \n", "L 347.345749 28.255896 \n", "L 355.345749 28.255896 \n", "\" style=\"fill: none; stroke: #e36f47; stroke-linejoin: miter\"/>\n", " </g>\n", " <g id=\"text_16\">\n", " <!-- ODEProblem -->\n", " <g transform=\"translate(361.745749 31.055896) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-4f\" d=\"M 2522 4238 \n", "Q 1834 4238 1429 3725 \n", "Q 1025 3213 1025 2328 \n", "Q 1025 1447 1429 934 \n", "Q 1834 422 2522 422 \n", "Q 3209 422 3611 934 \n", "Q 4013 1447 4013 2328 \n", "Q 4013 3213 3611 3725 \n", "Q 3209 4238 2522 4238 \n", "z\n", "M 2522 4750 \n", "Q 3503 4750 4090 4092 \n", "Q 4678 3434 4678 2328 \n", "Q 4678 1225 4090 567 \n", "Q 3503 -91 2522 -91 \n", "Q 1538 -91 948 565 \n", "Q 359 1222 359 2328 \n", "Q 359 3434 948 4092 \n", "Q 1538 4750 2522 4750 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-44\" d=\"M 1259 4147 \n", "L 1259 519 \n", "L 2022 519 \n", "Q 2988 519 3436 956 \n", "Q 3884 1394 3884 2338 \n", "Q 3884 3275 3436 3711 \n", "Q 2988 4147 2022 4147 \n", "L 1259 4147 \n", "z\n", "M 628 4666 \n", "L 1925 4666 \n", "Q 3281 4666 3915 4102 \n", "Q 4550 3538 4550 2338 \n", "Q 4550 1131 3912 565 \n", "Q 3275 0 1925 0 \n", "L 628 0 \n", "L 628 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-45\" d=\"M 628 4666 \n", "L 3578 4666 \n", "L 3578 4134 \n", "L 1259 4134 \n", "L 1259 2753 \n", "L 3481 2753 \n", "L 3481 2222 \n", "L 1259 2222 \n", "L 1259 531 \n", "L 3634 531 \n", "L 3634 0 \n", "L 628 0 \n", "L 628 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-62\" d=\"M 3116 1747 \n", "Q 3116 2381 2855 2742 \n", "Q 2594 3103 2138 3103 \n", "Q 1681 3103 1420 2742 \n", "Q 1159 2381 1159 1747 \n", "Q 1159 1113 1420 752 \n", "Q 1681 391 2138 391 \n", "Q 2594 391 2855 752 \n", "Q 3116 1113 3116 1747 \n", "z\n", "M 1159 2969 \n", "Q 1341 3281 1617 3432 \n", "Q 1894 3584 2278 3584 \n", "Q 2916 3584 3314 3078 \n", "Q 3713 2572 3713 1747 \n", "Q 3713 922 3314 415 \n", "Q 2916 -91 2278 -91 \n", "Q 1894 -91 1617 61 \n", "Q 1341 213 1159 525 \n", "L 1159 0 \n", "L 581 0 \n", "L 581 4863 \n", "L 1159 4863 \n", "L 1159 2969 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-6c\" d=\"M 603 4863 \n", "L 1178 4863 \n", "L 1178 0 \n", "L 603 0 \n", "L 603 4863 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-4f\"/>\n", " <use xlink:href=\"#DejaVuSans-44\" x=\"78.710938\"/>\n", " <use xlink:href=\"#DejaVuSans-45\" x=\"155.712891\"/>\n", " <use xlink:href=\"#DejaVuSans-50\" x=\"218.896484\"/>\n", " <use xlink:href=\"#DejaVuSans-72\" x=\"277.449219\"/>\n", " <use xlink:href=\"#DejaVuSans-6f\" x=\"316.3125\"/>\n", " <use xlink:href=\"#DejaVuSans-62\" x=\"377.494141\"/>\n", " <use xlink:href=\"#DejaVuSans-6c\" x=\"440.970703\"/>\n", " <use xlink:href=\"#DejaVuSans-65\" x=\"468.753906\"/>\n", " <use xlink:href=\"#DejaVuSans-6d\" x=\"530.277344\"/>\n", " </g>\n", " </g>\n", " <g id=\"line2d_18\">\n", " <path d=\"M 339.345749 39.998396 \n", "L 347.345749 39.998396 \n", "L 355.345749 39.998396 \n", "\" style=\"fill: none; stroke: #3ea44e; stroke-linejoin: miter\"/>\n", " </g>\n", " <g id=\"text_17\">\n", " <!-- DAEProblem -->\n", " <g transform=\"translate(361.745749 42.798396) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-41\" d=\"M 2188 4044 \n", "L 1331 1722 \n", "L 3047 1722 \n", "L 2188 4044 \n", "z\n", "M 1831 4666 \n", "L 2547 4666 \n", "L 4325 0 \n", "L 3669 0 \n", "L 3244 1197 \n", "L 1141 1197 \n", "L 716 0 \n", "L 50 0 \n", "L 1831 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-44\"/>\n", " <use xlink:href=\"#DejaVuSans-41\" x=\"75.251953\"/>\n", " <use xlink:href=\"#DejaVuSans-45\" x=\"143.660156\"/>\n", " <use xlink:href=\"#DejaVuSans-50\" x=\"206.84375\"/>\n", " <use xlink:href=\"#DejaVuSans-72\" x=\"265.396484\"/>\n", " <use xlink:href=\"#DejaVuSans-6f\" x=\"304.259766\"/>\n", " <use xlink:href=\"#DejaVuSans-62\" x=\"365.441406\"/>\n", " <use xlink:href=\"#DejaVuSans-6c\" x=\"428.917969\"/>\n", " <use xlink:href=\"#DejaVuSans-65\" x=\"456.701172\"/>\n", " <use xlink:href=\"#DejaVuSans-6d\" x=\"518.224609\"/>\n", " </g>\n", " </g>\n", " </g>\n", " </g>\n", " </g>\n", " <defs>\n", " <clipPath id=\"pec5ecf05e6\">\n", " <rect x=\"36.567899\" y=\"2.834646\" width=\"385.7941\" height=\"255.390709\"/>\n", " </clipPath>\n", " </defs>\n", "</svg>\n" ] }, "metadata": {}, "execution_count": 12 } ], "cell_type": "code", "source": [ "ph[6]" ], "metadata": {}, "execution_count": 12 }, { "outputs": [ { "output_type": "execute_result", "data": { "text/plain": "Plot{Plots.PyPlotBackend() n=3}", "image/png": "iVBORw0KGgoAAAANSUhEUgAAAlgAAAGQCAYAAAByNR6YAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjcuMSwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy/bCgiHAAAACXBIWXMAAA9hAAAPYQGoP6dpAADKN0lEQVR4nOydeZwcZZ3/309dfc195L6AJNwhBOQyogLKIQIr6OrPiwXFm5/HrqKru+C6yq7Hqj/URUVRQXZVxAM5FBUQQSEJkBAgJOQ+5776qPP5/VHVk5nMTHf1TM8RfN6vFy+S6qrqZ2o6XZ/6Hp+vkFJKFAqFQqFQKBRVQ5vuBSgUCoVCoVC81FACS6FQKBQKhaLKKIE1BeRyOdatW0cul5vupSgUCoVCoZgClMCaAp5//nlOOeUUnn/++eleikKhUCgUiilACSyFQqFQKBSKKqMElkKhUCgUCkWVUQJLoVAoFAqFosoY070AhUKhUCgON3bu3ElHR8d0L0NRZVpaWli0aFFVzqUElkKhUCgUFbBz506OPfZY1Rn+EiSdTvPcc89VRWQpgaVQKBQKRQV0dHSQy+W47bbbOPbYY6d7OYoq8dxzz/G2t72Njo4OJbAUCoVCoZgujj32WFatWjXdy1DMUFSRu0KhUCgUCkWVUQJLoVAoFAqFosoogaVQKBQKhUJRZZTAUigUCoVCoagySmApFAqFQqFQVBklsBQKhUKhUCiqjBJYCoVCoVC8BHFdlxtuuIFjjjmG448/npNPPpnLLruMp556ip/85CesXLkS13UB8H2fM844g1tvvRWAK6+8kgULFrBy5UpWrFjB2WefzfPPPz+NP83hhxJYCoVCoVC8BPmHf/gHnnzySR577DE2btzIk08+ydVXX83GjRt505vexPLly7nhhhsAuPHGG2ltbeXKK68cPP66667jqaeeYv369Vx88cV85jOfmaaf5PBEGY0qFAqFQvESY/Pmzdx1113s2rWLxsbGwe2vf/3rB//8zW9+k5NOOonFixdz00038eSTT456LiklPT09w85z//3382//9m/k83kMw+CLX/wiZ599Nvv37+ctb3kLfX19FAoFzj33XL72ta8hhOD6669n06ZN9Pf38/zzz7Nq1So++clP8rGPfYzt27dz2WWX8ZWvfGXyLsoUowSWQqFQKBRVZl9Osm+SRhXOTcPctCi5z5NPPsnSpUtpamoac5+Wlhb+4z/+g7e//e3cdtttzJkzZ9jrN954I9/97ndpb29H13UefvhhALZu3coNN9zAfffdR11dHVu2bOGVr3wl27dvp6GhgV//+tfU1NTg+z6XXnopd955J1dccQUAa9asYc2aNdTU1LBq1Squu+467r33XjzP44gjjuC9730vy5cvn+AVmhkogaVQKBQKRZW5+bmAG9YFk3Luf12lcf0petn9hDgowl588UUuv/xy8vk8Z599Nt/5zncAuOuuu1iwYAFPPvkkb33rW4cdf9111/HBD34QgO9973tcccUVrFmzhvvuu48tW7Zw9tlnD9t/165dzJkzh0984hM88sgjSClpa2tj5cqVgwLr/PPPp76+HoAVK1Zw0kknkUgkSCQSHH300WzdulUJLIVCoVAoFKPznmM1Llk8OWXOc9Pl9zn55JPZvHkz3d3dNDY2ctRRR/HUU09x6623cvfddwNw++23s23bNtatW8cpp5zCG97wBs4666xRz/fmN7+Zq6++mvb2dqSUXHDBBfzwhz8csd/nPvc5Ojs7+etf/0oymeSjH/0ohUJh8PVkMjn4Z13XR/zd87y4l2HGowSWQqFQKBRVZm5axBJCk8WyZcu49NJLufrqq/ne975HQ0MDANlsFoB9+/bxj//4j/z2t7+ltbWVm2++mauuuoonn3ySVCo14ny///3vaW5uprm5mde+9rXccMMNPPPMM5xwwgkAPP7445x22ml0d3czZ84ckskkBw4c4Kc//Sl///d/P2U/90xCCSyFQqFQKF6C3Hrrrfz7v/87p59+Orqu09jYyKxZs7juuut497vfzYc+9CFOPPFEAC688EJ++tOf8s///M+DhebFGiwpJYlEgjvvvBNN01i2bBm33XYb73rXu8jn8ziOw6pVq7j99tu59tpreeMb38jKlSuZP38+55133nRegmlFSCnldC/ipU4x/Lp27VpWrVo13ctRKBQKxQRQ3+kvTar9e1U+WAqFQqFQKBRVRgkshUKhUCgUiiqjBJZCoVAoFApFlVECS6FQKBQKhaLKKIGlUCgUCoVCUWWUwFIoFAqFQqGoMkpgKRQKhUKhUFQZJbAUCoVCoXgJ4jgOn/jEJ1i6dCnHHnssJ5xwAt///vcB2L59O4ZhsHLlSk488USOOeYY3v3ud7N79+7B46+88koWLFjAypUrB/8rjscZ+tqxxx7Le97zHlzXrWh927dvp6WlpeLXDheUk7tCoVAoFC9BrrzySmzb5umnnyaTybB9+3YuvPBCXNflta99LQ0NDTz11FNAKMa+8IUvcNZZZ7Fhw4bBgcxDBz4fSvG1QqHAq1/9av77v/+bD33oQ8P28TwPw/jblBoqgqVQKBQKxUuMLVu28Itf/IJvf/vbZDIZAJYsWcKXv/xl/u3f/m3E/pZl8a//+q8sWLCA2267raL3SiaTvOIVr2DTpk08+OCDrFy5kmuvvZYzzzyTu+66izVr1nDmmWeyYsUKTjvtNP785z8PO/4f//EfOf300zn++OP5wx/+MOp7PPHEE5xzzjmceuqprFq1ijvvvBM4GOn69Kc/zcknn8wxxxzDmjVruOaaawbfb+/evRX9PNXib1NWKhQKhUIxifi9nfh9XZNybr2uCb2+ueQ+69atY9myZTQ3D9/vzDPPZPfu3bS3t4963Mte9jI2btw4+PfiPMIi3/zmNznrrLOGHdPd3c3999/Phz/8YQDWr1/PTTfdxNe//nUcx2Hp0qV85zvf4fzzz+eRRx7hiiuuYMuWLQB0dnZy4okn8qUvfYm//OUvXHbZZbz44ovDzt/T08N73vMefvOb3zB37lw6Ojo45ZRTePnLXz54jjPPPJPPfe5zfPGLX+S8887jwQcf5Nvf/jbvf//7uemmm/j85z9f8npNBkpgKRQKhUJRZQYevYf++2+flHPXnv9W6i98e9n9hBAVn/vQ8cSlUoQ33ngjt9xyC0IILr/8cq688koeeughli9fzurVqwHYtGkTlmVx/vnnA7B69WpmzZrF+vXrmTt3LpZl8fa3hz/LGWecwZw5c3j66aeZN2/e4Ps8+uijbN26lQsvvHDYOjdt2sTixYupqanhda97HQCrVq0arA0DOOWUU/jd735X8XWoBkpgKRQKhUJRZWrOuojUCWdMyrn1uqay+5x88sm88MILdHZ2DotiPfbYYyxYsIDW1tZRj3viiScGBU85xhJfNTU1g3+WUo4q9EqJv0Nfk1KyYsUKHn744RH7bt++nUQiMfh3XddJJpPD/u55XukfZJJQAkuhUCgUiiqj1zeXTeNNJsuWLeP1r38911xzDT/60Y9Ip9Ns376dj33sY/zzP//ziP2LRe67d+/mrW99a9XWccwxx2DbNn/4wx8455xzePTRR2lra+PEE0+kvb0dx3G4/fbbefvb387jjz/O/v37WbFixbAU5llnncXmzZsHzwHw1FNPcdxxx1VtnZOBElgKhUKhULwE+eEPf8inP/1pTjzxRCzLQtd1Pvaxj/Gud72L7du309PTw8qVK/E8D9d1ecUrXsGjjz462EEII2uw3vnOd/KRj3wk9hosy+LOO+/k2muvJZvNkkwm+elPf0omk6G9vZ3m5ma2bNnC6aefzsDAAD/+8Y8HXyvS2NjIr3/9a/7pn/6Jj3zkI7iuy6JFi/jFL35Rles0WQh5aMJVUXXWrVvHKaecwtq1a1m1atV0L0ehUCgUE0B9p780qfbvVdk0KBQKhUKhUFQZlSKcIJ/97Gfp6OhA13W++MUv/s0aqikUCoVCoTjIYRHBuuGGGxBC8Mwzz4z6+ubNmznrrLNYvnw5p512Gs8++2xF57/22mtZsmTJmO8x1vnvvvtunn32WQzDoLW1VYkrhUKhUCgUwGEgsNatW8df/vIXFi1aNOY+73nPe7jmmmt44YUX+PjHP87VV189+JrjOGzbtm3Y/oVCgR07dgz+/YorruCRRx5h8eLFFZ1/48aNHHPMMXzlK18hm83y0EMPTeRHVSgUCoVC8RJhRgss27b5wAc+wDe/+c0xPTPa2tpYt24db3vb2wC4/PLL2bZtG9u3bwdCEXTuueeyYcMGAHK5HBdffDF33HHH4DnOPvtsFixYUPH5Fy5cODiMsrW1ld7e3qr83AqFQqFQKA5vZrTA+pd/+Rfe9ra3ccQRR4y5z65du5g3b95gek4IwaJFi9i5cycQmq398Ic/5NJLL+Whhx7iggsuYPXq1Vx33XWx1lDq/Jdffjlr167lYx/7GOvXrx/mMjsaH/7wh7nkkkuGiTuFQqFQKBQvPWZs0dBjjz3GE088wY033lh239FcX4eyevVqvvWtb/GqV72K9773vVx//fUVrWWs8ycSCb7//e/HPs9Xv/pV1dKrUCgUiilhyZIlJJNJEokEuVyO4447jk984hPDZgmeffbZ7Nu3jxdeeGHYvU4IwYknnoimHYzDPPjggzQ0NAx7LQgCPvOZz/DGN76xorVdf/31DAwM8KUvfami1w4nZmwE66GHHuL555/niCOOYMmSJezevZvzzz+fe++9d9h+CxcuZPfu3YNW+FJKdu3aNaxmq6Ojg0996lN84hOf4P777+fBBx+MvY4451coFAqFYibys5/9jKeffprNmzdz1VVXcdFFF/HXv/4VCBu4Nm/ejGmao46hefTRR3nqqacG/2toaBjx2g9+8APe+c530tHRMezY6RpPM5OYsQLruuuuY+/evWzfvp3t27ezYMEC7r///hFpuFmzZnHyySdz2223AXDnnXeyZMkSlixZAsCBAwc499xzef/738+NN97I3XffzVVXXcX9998fax3lzq9QKBQKxeHApZdeyvvf//7ByNAtt9zC2972Nt71rndxyy23jOucJ598MjU1NWzfvp0rr7ySa6+9lgsuuICTTjoJgP/8z//k+OOP58QTT+Stb33rsFrlnTt3ctFFF3HCCSdwySWX0N3dPep7fOlLX+K0005j1apVXHTRRezatQsII11vectbuPjii1m6dClvetObePLJJznnnHM48sgj+ehHPzqun6lazFiBVY6LLrqINWvWAHDzzTdz8803s3z58sHp3kUKhQKf/vSnBzv/jjvuOO677z7y+fzgPh/4wAdYsGABu3fv5rzzzmPp0qXD3qvU+RUKhUKhOFx42ctexsaNG/E8jx/+8IdcddVVvP3tb+dXv/rViEats846i5UrV7Jy5UrOO++8Uc/3wAMPYNs2y5YtA+CRRx7hZz/7GRs3buTee+/l+9//Pn/+85/ZsGEDmUyGT33qU4PH/ulPf+L73/8+zzzzDAsWLBh1RuKPf/xjXnjhBR577DHWrVvHW97ylmEDptesWcPtt9/Opk2b2LRpE9dddx333nsvGzZs4LbbbuOFF16oxmUbFzO2ButQil2BRe65557BPx999NE89thjox63ePHiEfYLy5cvZ/ny5YN//8Y3vsE3vvGNMd+71PkVCoVCoTiUznwXnfnRIzITpTnVSHOqaVzHFmuI77nnHhYvXsyxxx4LwHnnnccdd9zBe9/73sF9H330UWpqakY9z1lnnYWmaTQ2NvLLX/5ycH7hm970psFjHnjgAd761rcOphbf97738eY3v3nwHBdffDGzZ88G4JprruFNb3rTiPf5xS9+wZo1azjllFMA8H0fXdcHXz///PMH33vFihWcdNJJJBIJEokERx99NFu3bh12v59KDhuBpVAoFArF4cKvNt/PrRv+Z1LOfeWJb+YfVrxlXMc+8cQTnHDCCdxyyy1s3rx5sNwln8+zY8eOYQKrFGOJr6HbpJQjmsTGslwa6zUpJZ/+9Ke56qqrRj0mmUwO/lnX9RF/n85aMCWwFAqFQqGoMpcsO5+XLzhtUs7dnGoc13G//OUv+da3vsV9993Heeedx+7duwejS77vM3/+fNavX8+KFSuqss7XvOY1fPzjH+faa6+ltraWb3/728NSjb/5zW9oa2tj1qxZ3HLLLaOmIS+55BK+9rWvcdlll9HU1ITrujzzzDOcfPLJVVnjZKIElkKhUCgUVaY51TTuNF41ueKKK0gkEmSzWY477jjuueceHnroIc4///xhXYG6rvOWt7yF7373u3z9618HDqYBi9x5550cddRRsd/7wgsvZMOGDZx55pkIIVixYgXf/OY3B18/99xzufrqq9m2bRtHHnkkP/jBD0ac4+1vfzudnZ286lWvQgiB53lcffXVh4XAEvJQ0yhF1Vm3bh2nnHIKa9euVT5YCoVCcZijvtNfmlT793rYdhEqFAqFQqFQzFSUwFIoFAqFQqGoMkpgKRQKhUKhUFQZJbAUCoVCoVAoqowSWAqFQqFQKBRVRgkshUKhUCgUiiqjBJZCoVAoFApFlVECS6FQKBQKhaLKKIGlUCgUCoVCUWXUqByFQqFQKMbBc889N91LUFSRav8+lcBSKBQKhaICWlpaSKfTvO1tb5vupSiqTDqdpqWlpSrnUgJLoVAoFIoKWLRoEc899xwdHR2xj1n/y+/zdXM9uoRGt54bL7t+8hZYJextz/KJDd+mTj+CvWI7r5j1Ft556mnTvaxYDGx4jA/v+gmBcQXfe+3L+cEd1/HXDPz7+V+gMSHGPK6lpYVFixZVZQ1KYCkUCoVCUSGLFi2q6Ebc+cQvqK1poNkx0QLrsBgSnbdsrFwDC4xj6Q96aG6Zd1isG6Cjfxu1RgOp2hNYtWoVf/hzM8/VBRx30irmpscWWNVEFbkrFAqFQjHJ5NwcAPUyiau507yaeNhOHlcTpK0mAApOdppXFB/bzQOwvN4CQBc6kgDHn7o1KIGlUCgUCsUkkw8KADSQxhVTeJefAFl7AIB0sgUhJbaXm+YVxac7bwNwRO0QgSUCnGDq1qAElkKhUCgUk0zBCyMqDVoNjh4QSDnNKypP1g0jVqlUE4kA3MNJYBVCgTU3YwJgCA2JVBEshUKhUCheStjSAaDBqMXVJANTeacfJ/1OKKjSqQaSPjiHkcDKOaHAakyEESxD6AQiwJ1CXasElkKhUCgUk4yNgx7opM0aADoKM1+s9Nhh1K0uXU/Kl7h+fppXFB/HCwVtrRlGsHRNRwqJ40+dwlICS6FQKBSKSaaAiyEtMolQYHXmZ77A6osiWA2ZBhIBeIE9zSuKj10UWFZolmBoBlKArQSWQqFQKBQvHRzhYWKRSdQC0JXtneYVlaffCwvzG1MZEoHAiwr1Dwccf2QEC8D2py41qwSWQqFQKBSTiAx8CnqAQZLaVB0AfQPd07yq8vS5BUwfmpMmVqDhRXVkhwNuJLBSZgIAMxJYBW/qBJYyGlUoFAqFYhKRToG8DqaWpCFdD0Bvrmd6FxWDbtcmITWOrAVLavgcPilCNwi9xiw96iLUQrlT8L0pW4MSWAqFQqFQTCLSLpDTBaaWpi7TAEC20D+9i4pBn2eTEBq1lsCSOh6Hh0EqgOeHazU1M/p/UWCpFKFCoVAoFC8JAqdATgdLT1NfG6YIC/bMd0XPBg7JIEytZaSJrR0+NVieDCNVlh7aNJh6KLDsKYxgKYGlUCgUCsUkIu0CeV2QMGuozWQwA3lYjJ3JSYcUocCqDSwKuo08DAxSgcFoWzFyZRUF1hTWYCmBpVAoFIqy+AM9dHznX7G3bpzupRx2SCdPToeklcFMJEgEUHBmvqeUjUeaMMVWK5MEQtLvDEzzquLhBR66FAgRDnY2igIrUEXuCoVCoZhB5B5/gMLGv4Kukzjy+OlezmGFXwgFVtqqQ1gJEj7Y/sxOt0kpcTSPFGkAmkX4/z39+6mLrCZmMj4+mjwYQzKjVKGrUoQKhUKhmEn0bg4jV53bt0/vQg5D+rL9+Jogk6xHGBaJQOLMcIGV88DVPFIiFCazzEYANnfvnc5lxSbAw4jSmwB6FMFyAyWwFAqFQjGD6N21ld+2pGBgH9I5fNr1ZwJduT4AatP1CE3DCgTuDHdF73fB1QIyWiiwautmkXEFW3r2TfPK4uHjozE0glUUWKoGS6FQKBQzBOl7rE128IMjAn62QKfQ3THdSzqs6M6FlgwNqTC1ZgYCN5jZpp19Djh6QDpKraWbWphtS7b1Hi4RrABjSBWUHglFJbAUCoVCMWPwOg+wtjEsFn6uVnCgrXOaV3R40WeHheFNyQwAptRnvMDqsh08TVKjJwGYNbuJRtenI9szvQuLiY+PPiRFWIxgeSpFqFAoFIqZQtuevWyp0UjrDexKa+w7cGC6l3RY0V8IBVZzKhRYhtTwmNkCqz0XDnqutcI1Ww2tpH3IFvqmc1mx8UWAIYZEsIxikXswZWtQAkuhUCgUJXlx304GDMEp814OwK7OndO8osOLATcUK62psBPPlPqgEeZMpbMQrrk+WQOAXt9Mypc47uFh0xCIAEMcjGAZUapzKq+7ElgKhUKhKMnO7lBQnbP4ZAAO5NqnczmHHTkvFCuzigILA0/MbIHVXQiNUOszofO8VlNP2gdPznz/LhkEeJrEiMbkABhG+Gffm7pxP0pgKRQKhaIkB3L7AThj3gloEnrd7mle0eFF3i9g+oK6RBhRMTHwmdkCK5sPU4E16VBgCStB2uewGPjsOC6uOOjiDgd9sPwprH1TAkuhUCgUJenyuqhxTdJmirSvk/UPjzTRTKEQFDADHa3oKi5MXDF13WzjwY0EVirqfBSaji4N5AxfN0Cu4GLrgqSWGNxWrMEKfCWwFAqFQjFD6KOfWhmmt1KBSYHcNK/o8KIQOJjyYDTFEhbeDBcqXiG0lkik6ge3GZqBFAHeFLqhj4es7ZLXIGkcFFjFCJZUAkuhUCgUM4WsZlOjhamiFEkKzGwX8plGAQczOFgPZGkWnjZ13WzjIYiK2ZOZIQJLhD/DwBTWMY2HfMGloEPaSA1u080oReirGiyFQqFQzACk79Nv+NRZTQCkRYq8NrNvsAD5bJ7f/vxu8oXpt0MoCBeLIdEUzSIQ4E7hzb5S/GiocyrTMLjNjMw6e+3pv6alyNkueV2QMZKD2wyjGMFSAkuhUCgUM4CB7k66LWhIzwIgo2fI6zM7RQTw+/sfpO7xb3Dfr3413UshL3zMIQIroYd/znkzNxIYeDmElFipusFtZpRy67FndqF7vuBQ0KDGSg9uMwwLISVSqhShQqFQKGYA2/btwtUEs+vnAZA2a8kZAYGU07yy0uR2r+cTJ1rc3/+76V4Kec3HEgfTVYmiUCnMbIFlBWH3YBErEoYzPYKVLTgUdKhLHhRY6Aa6hKDCCNaO3t2s279+XOtQAkuhUCgUY7KjYzcAC1oWAJA2ayhoMJCfuektgF479O7abE2/63xelyS0gzf7VJS66p7BkSDp5zClQESdjwCWHtZg9TkzW2D15LNIIWiMRhMBiEhgSVnZ5/Ydd3+Aj/z+M+NahxJYCoVCoRiT/b2hB9bS2QsByFhpHF3Q3T+zrRoGRG/0p+mNtEkpyemSlHHwZp80w2jWTE61Sb+AEQyXCMXUZmEKO/HGQ3c+9GmbnW44uNGIBFYQX2D5wcQ+O0pgKRQKhWJMOrMdCAlHNrUCUJsIfZG6+ntLHTbt9GuhlYSnQdaZPlsJO9+PrQtSZs3gtrQZRrD6nBkssAIb4xCJUExt5ryZLbC67B4AmjMtg9uEZmBUKLDaJpjBVQJLoVAoFGPSZ3dT4wlMPfRxqkuFQqFzoGs6l1US6fvY+kERcKBrz7Stpbe/DYDaxEG7g4wVRrD6nJlbgyUDG13qw7YNCix35gpDgD6nB4CWoQLLMNAkyApmEeYm2MuhBJZCoVAoxiTr95P2D3o4NaRDodCbnbkRrGCgh5wOGT8UMtvapk9g7e7eB0BzunVwWyYR1mMN2DN3rl+Ag44xbFsysjqwZ7jRaL/bhxFIapMHRW2xyL2SCJYSWAqFQqGYNPIyR0oe7CRrrokEVq5/upZUFq+/h6whqNNCUbOna/+0rWVnb1hkP6t29uC2mqi7LWvPXEd8KV10zGHbklFqszDDU4RZv49GF7TIXBTCInejwgjWgDMxM1glsBQKhWKK2LNpPff9v+voePbp6V5KbPKiQEoc7IBriQTWgN03XUsqy0D/AFkd6lJzAeiZpnTm//mDx482HcDyJbPqmwe310QRrLydnZZ1xSHARRPDBVbCDIW2PYMNUgFysp9GR4JxcP1CN9GlrEhg9TvhzxkckiqNixJYCoVCMQV4nssnHr6BLzQ9x09+/e/IGZ5mKZLTXdJ67eDfG+sawu3OzO0izGZz5AxBfW0rSV+SLfRM/RpcyR0vSrrcnSzMS+Y3HuwiTCUTmIGk4M7cFKEvfHTNGrbNMhMIOfMFVl4O0OCC0IZIHF1Hl0AFAqs3akJ4zvnIuNahBJZCoVBMAfeseYBdaY9MkOHe2QWefWrmR7GCICCrB9QlGga3pdMNaFKSd2Zu9CU/kCOrQ2ttI0lfkLOnXgzuHICEaEcmXuBl3QGzG4YYjSYsEj7YM1pgBYOzB4uYiQRmAM4MF1gFcjS4w+WNKNo0yPhDtrPRzEUpzTJ7jo4SWAqFQjEFPPzCH6l34Avn/St9puAPGx6Y7iWVpb23l7whqEs1DW7TdIOkD7Y3c+uHBgZCa4SWmgYSvkZ+Gtba7Uhm6Q8jpM65bQFG4uBcPGEmSARguzP3GnoiGBHB0kwLQ4I9w32wbC1LXTC8QB+tKLDiR7CKxfz1CaPMnqOjBJZCoVBMAW3OHma7tayYs5w6z2R7/oXpXlJZtu8PXdxbaluHbU/5AsefudGX3lwPAK2pGkxpYAdTb4fQbUODvpGVidlkzOSwdJUwLaxAYs/QWYQy8PGExNASw7YX1z2Th1Q7vouvedTI4eJQaFqYIiR+BKsYqfvfc5Nl9hwdJbAUCoVikgmCgA4jS6s5ByEE82Qr7Xr3dC+rLHs6Q4uBOY1zhm23Ag0nmLkCq78QWkjMStdgSnNaBFaPA0lxgMVaGjF0Jh4gDJNEAN5MFViOjaMJDP0QgWWYmBJcf+b6YA1EqeukGCmKNLRxRbBShkoRKhQKxYxkc9tesqZkYeNSABbWLmF/0qO9d+YWigO094UWA4ta5w3bbkkdV87cm2zWCS0kWlIZTGlhM/UpLWf/dmo4QFN7O3qmfthrwrRIBOAGM/MaSqeAo4FhDBcpwjAxA4nnzcx1A3QWwt99ShspsMIi90oiWOHnJqErgTUtfPazn+Xaa6/lIx/5CJ53eHQFKRSKqeWpzRsAWLbgOACWzzkeWxesfX7tdC6rLN3ZdgCWzJo/bLshdbwKh+ZOJTk3vMnWJmoxRAKHqV+rue1P+BrUH2hDqxkpsKwAXH8mR7DA0A8RWFENlj+DI1j7O8OHgoyRHvGahoasJEUYhPf04hSDSpmxAqtQKHDZZZexfPlyVq5cyQUXXMD27dtH3Xfz5s2cddZZLF++nNNOO41nn322ove69tprWbJkCUIInnnmmdjnv/vuu3n22WcxDIPW1lYMY3y/BIVC8dJmV/tOAFYeuRyAlx15EgAvHNg8bWuKQ3++h7QHyURq2HYDA38GC6y8HxaP11o1WFoKW4t/U60WdnYvAI2uRKttGPZaGMGSeHJmFot7hTyuBpY5/PeOYWEGM1tg9dx/CwAZczSBJSoSWG5kqGpqL8EI1jXXXMOmTZt46qmnuPjii7nmmmtG3e8973kP11xzDS+88AIf//jHufrqqwdfcxyHbdu2Ddu/UCiwY8eOwb9fccUVPPLIIyxevLii82/cuJFjjjmGr3zlK2SzWR566KGJ/sgKheIlSHd2H0kfmhtDN+/Fs+eT9OFA3+5pXllpcl4faX+kyaKBgTcNUaG42H4eTQqSegJLT1OYBoHlOaERa9oDvaZh2GvCCFOE/gwVWIVCHlcTIwRWMfI2kwVWriv8N9VYGFkjqCOopMi9Ye+68A9te8e1lhkrsJLJJBdddBFCCADOOOMMtm7dOmK/trY21q1bx9ve9jYALr/8crZt2zYY7dq4cSPnnnsuGzaEIfpcLsfFF1/MHXfcMXiOs88+mwULFoy6jlLnX7hwIS0t4TDJ1tZWentn7mwuhUIxffTbHdS7+uD3maZpNLoGPXb7NK+sNLY/QDIY+fRuYOCJqRctcXFkASswEUJgGRnsabjTSTcSWLpF8thTh7+oG5g+MzbNms2HtYGWlRm2XRhmmCIMZqYwDKRkX00TeiDJLFg+4vUwRRh//E2mK9Qc/jOPj2s9M1ZgHcrXv/51Xv/614/YvmvXLubNmzeYnhNCsGjRInbuDEPyJ598Mj/84Q+59NJLeeihh7jgggtYvXo11113Xaz3LXX+yy+/nLVr1/Kxj32M9evXc+GFF5Y814c//GEuueSSYeJOoVC89MkGvWSC4dGAuiBNf9AzPQuKiS3zJEiM2G4IE3cGCyxbOFjRHD3LyuBp4LpTG3WRQShSjrz+DpLHnDLsNSEEptRnbARrIB924iWsQ7ofTQszkAQzVGD9crukI/AxA4M5f3fViNc1NKhAYPlRDZYc57Dww6Jo6POf/zybN2/mv//7v0d9vfhUWERKOezvq1ev5lvf+havetWreO9738v1119f0fuPdf5EIsH3v//92Of56le/yqpVqyp6b4VCcfiT0/K0iOFeUnVaA+1ifF/cU4UjHGq0phHbLWHiiYkNwp1MbOGSoAaAZKIWPMj2d9DQNL/MkdXDlzZCCpKH1jFFGGj4zMzGqFwhsjpIjIxgmRKCGSoMt/ZLfM1FBEmsUWqiK41g+ZGlg9Y1vkjzjI9gfelLX+LnP/859957L+n0yKK1hQsXsnv37sEOPiklu3btYtGiRYP7dHR08KlPfYpPfOIT3H///Tz44IOx3z/O+RUKhWIspJQMGC511nChUm8102v6Ix4IZxK2cEnpNSO2m5qFJ2bmuqWU2JqHpYXCJpUI1983MLUlHK5wMTFHPKAXMaWBL2a4wEoeKrDCIvcgmJmpzS4bPN2jxRoZdQXQ0ZAVRF6LAouuA+Naz4wWWF/5yle44447+N3vfkdDQ8Oo+8yaNYuTTz6Z2267DYA777yTJUuWsGTJEgAOHDjAueeey/vf/35uvPFG7r77bq666iruv//+WGsod36FQqEoRXfeYcCQ1KeHC6zGVDO+BvsHeqZnYWXwg4C8EZBO1I14zdQsHG2GRrBch7wOST18IE8nQ4HV2d83tcsQHiZjd5+Z6DM2gpV3wi7MjDW6TUMwQxsceh1wdJ9Z1ujO65qoLIIVSA89kBip2vI7j/Z+4zpqCti9ezcf+9jH6Onp4dWvfjUrV67k9NNPH3z9oosuYs2aNQDcfPPN3HzzzSxfvpwbb7yRW265ZXC/QqHApz/96cHOv+OOO4777ruPfP5gh8EHPvABFixYwO7duznvvPNYunTpsLWUOr9CoVCUYse+fQRC0FzTPGx7a+0sAF7YNzPThJ09A2R1qE3Wj3jN0pO42shyjJlAUMiSNSBlhMKqJro59mb7p2wNUkoczcccpX6tiCEMfDEzI5h5J7w/1lmHdBEaYRdhUIEb+lTS60gKWkCNMZbA0itMEfpoaCObFGIyY2uwFixYUPKDd8899wz++eijj+axxx4bdb/FixePsF9Yvnw5y5cf7DD4xje+wTe+8Y0x36vU+RUKhaIUezvCFu/W+lnDts9rmgcdsKtjFyw/YTqWVpJ9He34mqAxM7IGK6EnkNHQ36QxtoiYDpxclqwumGOFAqsuHQms/NQJLHyXgg6mGPvamMIEAU7gktCtMfebDgpRQ0Ctdci6zNDJfaYKrAHbA0NSM4oHFoCGjqwgte3joUmNxr//v+Naz4yNYCkUCsVLgY6e/QDMb5k7bPtRcxYCsD96fabR1tMGQEtdy4jXElGEoKcw8/yQ+vvDCFYmirw1ZBoAGIjqiqYC6djkdbBGGddSpJg+tGfg2Jm8F0awGhIjZxHO5BRhYBfI6YJaMzPq65pmIAliRw19fHQ5fpmkBJZCoVBMIj0DYQfSolnDvfZmt84m5Um6B2amF1Znb7iu1vqRAitphsKhqzDzRr309PVR0AUN6UYAmurCGrKcPXVzH6VjY2sCUxs7gmVF8+0KM9C0044czEcILE3HkJW5oU8l0imEaW1rZGMGgC7CCJYfM4gVRCnC8aIElkKhUEwi/flOhISmmuGpNj2Zot4T9Ntd07Sy0vRmw3XNb5414rVUZD3Qn58Zw6pf7N7OXyPX7Y7+DgCaa0Jh2JQJb7Y5Ozdl6wnc4iy/EgJLC9NvWWfmiFTbl3zqCZ9clCKsPzRFCGgYBDNUYOHkyRuC2sToRem6ZiCFxItZhuXjozFykkFclMBSKBSKSSTn9JD2Bbo28os64+nk/KntbovLQL4bgNZRUoTpyICydwYILCkl1z7wKT7+xxvoyHXS2R8Kw2LkrSlpoQdQcEeOTpm0NTk2rigjsKJByr32zIlgPbJf8oWnAnYM2GgBpEbxktLRCWaqyawb/u5rkiM7XyFMEQZIvLgRLAKVIlQoFIqZSsHrI+WP3k+UkAnsYOoiK5WQtXvRJNRYI+tZMolQYPXnpq6uaSz2DuxnwAnXsXb/enrzPQDMiwYsG5rACsD2pk5geXYBVwNzjG42YLCwvdeZOQJrf3SJfOliSG1UDy8dnYCZ2f2IF3qd1Y3S+QphBCuoIILliUBFsBQKhWKmUpA5knL0SEaCBAVmzg12KAWvn6QvRr3JppOhwJrKuqax2NQVjkXTRZLnuzbTFw1ZXlB7MIphBhq2P3WpOLsQCiyrRIdlMhJf/TNIYLXnQ9EkhDtm5EaPuh+9YOZ1Ego/FFi1UWPDoegiElgVRLBUDZZCoVDMUArYJMXo41KSIoWtzcyxI7afJRmMHnkrRrBy9vRHsB7e204gDfa5p/BsxxYG3H6EhIYhY15MqeEEUydknIKNowksa/TfOwwRWFM8I7EU/VFzoBQuhhw9cqOLcLszE93co3R7Taph1Jc13SQQVFCDFaBNwM1KCSyFQqGYRGzNJamN7suT0DMUtJlZz+LIPEk5uj9TTTRCxXanv0B7a087Sc9ibt7gxe4dDHhZkr6GJg7e3gyp407hgGLXDmuwEubYKcJUJL76Z1CRe49ts9z6Bh3JLPqYAivsfuz4Tfw5vFOFHoSCvzbqIB3xuhYKLDdmG6EvAjShUoQKhUIxI7E1n5QxusDKmLXYusT1Z140wMYmMYYTeSY1cwRWoXcbRxQG+Oje3+MGBXZqXdT4w4WhKQ3cKRxQ7LpumCIcY9AzQDoSX9kZFMGa8+z3mGP8kd01BSw5+pifosDqefTXBLnpTxEPRSMUWOnU6DVYRmSNYcdMbwZCqhoshUKhmIm4fkBel2TM0X15imaYnVPpMh6TMPI2ukBIp1JoUuLMAIHlFfbS5EiOyIWRwG3JfmqC4ZEjAwNvCuf++a6HKyjpcm8lEpgBg5YIM4Ejdx+ckGKNUTdoaGHKzBXg93dPybriIKVEI4flg6mPntbTiwLLixc19oREEypFqFAoFDOOzr48OYMxfXkaUqE31q6emeeFZWseKX10R+xEwsIMwJkBLuQOvaREPfUeGEG43lqGt+kbwsQdp/u4P9BDbu0fKzrGdh18TZA0xh6BY1rhXL/cDLiGRbqsgw0NxhjRSz3qfnQ1QZCbOQ8GvgSNAqlgZFNGESNau+3HE9u+kOiqBkuhUChmHm3dnQRCUJca3ZensTYcAL2vu20ql1WWwPfIGZK0Nfq6zUQCKwBvCjvzRsPxfXK6Q7pmPvlMKxk7jFy16sPHEhnCwhund1P37V+m60f/UVG0xvbC65IyS0WwLBK+JD+DBFZuSDZMY/QUoRG503uCGSWw3AA0kSclSwgsI4pgxYi8SimjCNbo1yEOSmApFArFJNHeE46bacyMXnQ7q7413K93Zo3L6evLMqBDTWJ0gSXMBKac+ghWW7adL/71G/TZ4Y39ua5efA1aauci5x7FK9tSnNgbsDRz7LDjTJHAGafA8tr3AOBXIIKL8wWT+tg3ZythkQwk+RmQZi3iDFEEDTSMuk8i8r9yNJD25K294Ene+IDH9v54BeluAAibZDB2zVSxBsuNY43he/giNCcdL0pgKRSKsrTt2c2Pbvl3du7YMd1LOazoilzFm2ubRn19blM4hqZ7YGalCA90teNrgroxurHQdMwAvCnszAP44iM/5u4tv+W32x4E4LndWwFY2LqY+iVL+fu2F7nuBZf5LXOGHWfqSVwtZm/+oWjhbTLIxo/WFGf5pUqkCHUzTBE67swwmpVS4miwIBfw8U0O75x9/Kj7paKRQ64AWUH9mAx8so8/gAziCd3NffCzbZIPPxZvfzcANJtUiZSeEdXEOTE6N6Xv4Wqhd9Z4UQJLoVCUxHZcPvPrf+S7ycf57H0fx/dnpq3AoXT29HD9197Jv930Phxnerym+nLRuJmG0QVWc2M9aU/Sm585xcIQCiwYOT+xiBACQ4opF1id2x8F4M9b1wOwa/+LAByzYCl1S5YO7rd0yfAUYUJP4orxOY8HUQTDz/bGPqYY2UsZY0ewhGmRCMDxZkYESzqhd1cigJP6JEubR6+/c+aGwsvTBLICi4n8U3+i+8dfIv/UI7H2z0VuoN0xNZwbQCBckiUElhkJXjfOun0PTwh0TaUIFQrFJPG9u+/g+do8y/xFbK4pcPef757uJcXiK7/8An9s6eGBxr388NffmZY19EdjW+Y0to76eqKmjlovHEszk+joCwVWa/3o6wYwAoE3hWaTUkryejjLZWdPGLnq7NmFEUjmzl+GtXDZ4L7zFs0bdqxlJLF1YkdPhnIgGx6zr6OCCJYfCs90iRosYYZ1bK4/dSN8SiELWWwNElGgT0uM3kE6cMrfAeAmkhVFsLyuA+H7xDymz4FG7Slk/wcGRyGVwg3A11ySokRjgRkJrBip7WIES9VgKRSKSWPj/t/S6Jp84y1fodYVPLL5D9O9pLL05AZYI57n5PwSWu0U6zr+PC3ryBdCZ+n6zBiRIF0n4Qvy7szyE+qNUpZzm2eNuY8uNfwpFFg93b10WdDkSLqDLgIZMJDfT4OroSdT6PXN1Jx9GbXnvxVxSGouaaWxNbBzlafjjGhIdGdf/GOLvmbpEhEsDJNEIPFmSAQrcAo4GlhBNC4nOXoEK5kKLUcc00BWMOanuG8Qc0B4nwuzjT8g5H62dG8ru78TgK95JLWxRa0ZpQjdGCJPeh6eOGjtMB6UwFIoFGPS0dvHlkwfxydPIGGazPNns1vumu5lleVbv/9fbE3y96vezGLrGLYnB3ALUz/WJe/2YwZglSp2DnScGRLFKNJXHJhcP7owBNDR8OTUCaytO7dS0AVLB0x8EXAg207e66Y2OHhDbXjDe6m/8O0jjk1ZGaQQdA9U3vWWiIZEF/LxhdCgwDLHjqYUU4TeFI7wKYV0bOwoRQigpUYXWGnDIpAGdza5/GZX/NpBaYfXMcj2xdq/3wVThGKsK0YK3Q3A1XxS+tju+VYUUfTiNBb4kcDSxv4dlkMJLIVCMSa/fux+8obgvOPPA2B5wwnsTfnsats3zSsrzVPtD7Isa3HGyWdw7KKXkTUEj63/65SvoxCNbSmFhYUjZ5bAykUpy9rE6AapEEWwptC8c29X2MXXpC0GYGffHvKin1oxusfYUNJWKBa6+ytLxUopSUYCy7PjC6Hi3MNMqRosw8LyZ5LAKkawwr9rydGnD6QMDU14HEgG3BlsiH3+ICqOj+v+7vigE1777hgpdDcAWw9IGWO755tFgeWVrx0cLHJXAkuhUEwGz+/5K2kPzj7+TABWLjsDgD+vj1eoOh2s27OF/Yk+VqRWIYTg3BPCNa/fGf9mUC3sIFeybRzAxMKVM+MmWyTv9pPwBYY29tp1dHw5dQKrpzeMYsyafTxmIHm+fRsDhkNjornssTVRWqt7IF70pIh0bbanJR88yaLDi9+I4EajWNIlugjDCJbElw4DD/+Sff92JUF++oZnS9fG0UDTQ4Gi141+XdPGEDNSGb8zs2jpELcw3vVcWoPwQS7nln8Asf0AR4OUOXrkDcCywt+H78YRWK5KESoUismj09vFLK8RPbrRvvyYkzACyQttz0/zysbmR4/9mFpXctnqvwfgiKZmMp5gX+/UW0y4skBClm7zNkngiKkTKnGw/WxZYahLHZ+p6yjNR2miWfOXMrsgWbt9I31mwOzauWWOhJpUGOXqzVcosOw8T9drdFuCnbIz9nHF7sqkWb6L0Jc2ffffjt+5H2fnporWV00Cu4CtQf/8U2i44gNomdEjgxkDNtkfBEBq8VPEMopgxRVYtfueJ0GY0u1zygusrJNDioPRytFIWGH60PPLP9D4noMUYtD9fTwogaVQKEZlIJdnbzLP/MwRg9tSlsUs22J/fs80rmxsHN/l2dzTrOyrYeGRRw1ub/Ay9HhT75buYGNR+gva0tLYM0xgOUGeRFD6yV0XxpQKLLsQpomOXLyEuQXJi70bkUKwbO5RZY6E+nQoFrIVznyUdh470pl54he5+zK8LlaJFn8R+WAF0hmsS/Ladle0vmriOg6OJqB2DjWrXz/mfjUmHPBfxbKeRjzNxQ/i2V8EhTztFvgxjVUzHVsHneV7CjEEVtRQkrbGTmtbVvwUoR0JQUMfu2i+HEpgKRSKUXnw6SfIGoKTFp08bHujrKNHzizfpiI/e/YPFHSPk1tfOWx7vdZMtz716RcHl4QYu+gWIGGksfWZ5S0WCsPSNxYdA3+c7ujjwXXCG+ii5mbqnSQDengDPPHIFWWPbawJh2pnC5V1EUrXIaeHKbEcFVgSRHYQRgkXcGFYpHyJj01Rovj9PRWtr5q4th3aNJhj1zABZCLNKAILX3jkYj4b7PX7+PBJCe4XB2LtLwpdeFp47XtiRL1y2fA7KZMcffoAQDKKYPl+eYHlekpgKRSKSeKZ7U8A8JoVLx+2vcFspdeYGa3lh3LXhjs5sTfgvFcNfwJvTM6mw/IJvKmNFDmaR0IrLbCSZg2uBl4wc6JYtnBIaKVvtLow8RinO/o48N1QIKfMJGkR+nNpEuY0Lyp7bFNteNPN2ZXZYUjfG4yi2CK+qWqAi5AMptZHQ5gWtR4EIsDWQKRrY3fYTQZOIazBSlmlf++pwR/JwtcCBmJ+bDeL8Pe3k3gNHb598CGu1y5/TC5KIdeMMfcTIJGIL7DsyFbCLFFHVw4lsBQKxajsH9hCs23QVDO82LWlbgEDJrT3xq9JmQrW7HuaNnmA4wpLqJ873GiyuXYBti7Yt39q67BszSdljF0TApCMUhr9Fd78JxNb80jqo3eRFdGFgS+mTmB5QQFdCgzN4Kja40l5kpfl5yDE2MN9izRlwmtcqHAsjfRc8pGgcCtI4/qBj1Zi6DAAukFtdMpeQ/AYi+jsmk6BlcfRBSmjdMSmeL0DmcDVfLIxy7B6o+vnxGyM8NwwJZxxdToL5R/o8vmo8zXdMOY+yehn82M8zBQiM1LDKP2AVAolsBQKxaj0BR00MHIW3aKWsCZr3daZU+gupeRLf/o2Rw4EnH7mO0a8vmDWEgCe27llytbkBwF5XZIyx64JAcgkGwBo65sZaVcZ+BR0ScoobX9gCBNvKgWWtDFlqHZe8/q/4/rOY/nka/4p1rFF0VCpwMJzyUcpQreCdKgvfbQyt1chBKmozq0jU0u70UBnT+U+XdUiHxWhp8sIrCI+CVxNko95WQaier2OmN5pnheZ9HqCXrv8MYXIyqFujMHqAKYRjT3yywus/GAES6UIFQpFFfE9l07Lpjk5b8RrJyw8BoAt+6dOrJTjf579Dfvc3byms5lVZ5w64vWjozEqO9u3T9maugfy5A1BpkTRLUBdpgGAtp6OKVhVeez+fgYMyCRKCyxds/C08c33Gw8eLmbUkZmZM58zPvofNA6ZP1gKTWiYfuVz/wLPHUwROhWISZ8YESwgFdXn/bnJ4vFZe3FipMImi3zUqZexyguKty4VpIwUngY5N55gGoiuX2/ModteEP6uGnwoxErphRHgmpqGMfcxI8uFOBEsO3J7t0wVwVIoFFVk04tb6bEEi1pGdmgtXbCYpC850DszOgm3dO/k209+j9cc8HnZhR8eNWV0bOssNAlt/funbF1tXaFgqks1lNyvPhqo3NEb3xV7Munq6SWvQ2167EgAgKGbeCKMHk4FPi7WBObCWVLg+pUJLM91B4vcnZjCAKIIlix/e7WMeoSUPNTUz9bGvew0pm8mZTG6VxMjYnPbqw3OnhemkPtj2i5kowhgQY/3efFkKKpqPWLNvAzcHHogSY1hLwEM+rrFGfHkeOE+hopgKRSKavLUttCUc+XiE0a8Zpgmda5Ob759qpc1grzr8MF7v8DsgscFrRey7OSVo+6XMAxqXZ1ue+pETFtveH3qowjVWDTXhjVuPdmeSV5RPA50dSCFoL5EqgXA1BJIcdCSYLLxNA+zxCDfcpiBNuiwHhfXOViDZVcQrZMEiBi3V5GsIzXk8rWb0xfBKkRmnjUxIlgAaSsUWNmY8wjz0fWLex19QoFT6wX4gVtWyPtuHkOCmRw74qQJDSEhiPGZtaMarESJgd3lUAJLoVCMYEf7ZgBWLTlm1Ndr/CQ5v2cKVzQ6H/zVf2MHe7m6ew6nvPndJfet8S36/akrIu7sC5sAmmrGnucH0NrYAkBfrmeylxSL9t7QL6yltqXkfkUDRjtG+qYaeMLHmsDYElPqg1GRuDhOOC7FCiycCgSWT/kaLACRqmVFbwBSYPoJuoypuZajUYj8qWpiCopUUWAVyteNSSnHJbD0AFJegMApW+sVeLmoCaJ0alaXMVOEUQRLCSyFQlFVOvO7qXd1MonRO+BSooYs0zfWA+DBF19ka/73vLannnM/9F+IEoN1AVIiXZFZ5ETpjQRTa33pUS5NDfUkfMlAYfo6yIbS3R8Kw9lNrSX3Kxb/Fp/0JxPfc3G1oKzlRSkMaVQssFzHwdUEJknsmKktgAAfjdJO+BBGg9+zzaPxwDupl40MGNPnh+ZE7ua1MSNYmWT43VCIY94a+LgaIMHWBX5Q/uf0cbEkWL6PhstAmaxe4BbQpFa2q1SX8aKuTvTgkFCjchQKRTXpDbpoDMauZagxGxnQp+9pG+B/H/wKNR687/J/Q0uWtkIASGt15LWpW3N/JLDmNpaOBNWmLFI+5Jzp6yAbSl8u7GacX186RWjpodjJxUwRTYRcNk9BEyT08QssEwMvZgdbkXyx0JkkngDPiyeAfIJYESy9aRaWhC3msTQYtQyYAXlnekRWUWDVxU0RRg9f+Rj2ItILI4FJPxSdObv8w5mPjxFomIFEE055geUXYtW9aRKCGFYRxRqspFF61FXJ9xr3kQqF4iWJHwT0mjlarLEjGPXJFvrMACfG0NTJYGdbO1vMXazUT6Bh7uJYx9QkGsga/pQVZefsMCLVVFc6RSiEIBFoFNzpjQgWyUbt7q3psQ0b4aDjd3+F7ujjWlO2QEGHZBmX8VIYwqzIywogHxVwJ7QknibI2vE+7wESESOC1fiav+fa+R9lY/JIZifr6DGhc2B6Bn8XBVZ9Ip7AqosGaDtx/Ns8F1dAwg+jQV3Z0g8TUko84WOgYwbEimBJz45V96YhCGJE0Fw/ShGqCJZCcfiyvm0fj+x6lqCCyfSTyfb9nbQnJPPrxxYus2rnIIVg875dU7iyg/zioZ/g6II3rn5r7GPq0y30G9DbPTV+U3lnAMsHUy//BGwFOnYwfQXOQ8k5/WgS0kZpMWNFtSn9+ckXhrl8HluDtFna/LQUlrDwKhRYdlSXlIxSk335eGLSF0GsFOGsxhruang1CEFLqo5eU9DdPz1TEtxoQHUmpi1BTSYU4I4TI4LluzhaWGcG0JYtc4zn4mgSXRpYUqLh0u+W/n4MAhvKDFYH0KWoKEWYmsCw5/HHvhQKxYT5yq//m1/33ksg4CjzCL5zxZdLjteYCp7avJ5ACI6dN3qBO8CCpvnQA5sP7OD4ReWH7VabF7oep9W0WHHEcbGPaa6bg8wKtu3byclNpaNK1cD2siTLFNwWMQMTu0ILgcki5/eT8vWytSzFCFY2P/nCMJ/NU9AF6cT4BZahJQatAuJSiFKEaSMFDgzks0DpmjoII1iaKP/vWAjBfRfo6Brs2lRHQRf0ZQeAyf98HoobpU+tmBGbVCosIXCc8gJb+mGKMOWFAqs7V1qoStfG0QQ6BmYAQkj6HR9KiFYZOMSRNFrMLkI3snJIqBShQnH48au/PszdPfdwwkAjl3YsYauzlS/+4bvTvSy2738OgFOWjj1E96goLbenc+q9sHzP44DRw3wzXmqwyPzm0DR1d8fuyVjWCGw/RyKI9+VsYmFXMEx4MikEOVJB+af2ZDSzLmdPfoqwkMtR0KAmWdr8tBSWZuFW6Dxf7JBMR+OOBmKKyUAEaDHjF+cv1DhvvkZjNEOvOzs9XliedNECHU3EkwXJaL2uF0NgRSlCkzA61lsofR2lEw6e1oSFGf3KyhmaBtJFxvBJ06QgII7A8tAkJPTxyyQlsBSKaeLup75Dvafzn1d+k//7gS9zZleKP+69n2yl4zyqTNvADlKeoLVu1pj7HDF3Pnog6exvm8KVhTz9zFO0JWH5vFUVHXfE7AUAHOidGv8uR9rxBZZI4FBZAfZkUaBAQpZPE6USkcByJj+CVcjlKehQmyztil+KhJ6qyGoBwIk6JGvMUGDlYjitSynxRbwI1lCaopq33uz0jExypRcrrVnErGnACCRB3BosDawo1TpQZrZg4IaDpzWRwIx+ZdlI7PrB6L9DKV0kMQQWIlYEywtc9EBgTkAlKYGlUEwDD6/9Ey9kejmz4RxSyTS6YXD6snfgCo9bHvrxtK6tz2un2UuVTBGZiRS1nqAvP/Xu44+/8BcAXn3i6oqOO6I5FIxd2akZSeNiY8b4wgcwRQpHq6w+aLLIaQ5JrXxXZqrYpj8FAitb6I/MT8cfwUqYKRwdPDf+dXa88KZeZ0Udc06Mhx/fwxMCTVSWWmqpCQVW3zTZdbjCQ49Rw1RE6AZWIJBO+fX6noOnicEB4v1lPjPStbE1gdCSmJGgyrsue7IS4xaP3+wcHomUjo1PgIxhRKtJjYDykUw38NElGPGy/KO/1/gPVSgU4+XedT8lEQjee+HVg9tef/6FLB+weHTXg9O2LoBerY9GrXwNSMY3yHtTn87Y2buFlCc4tnVhRcclzSQpD/rsqYkQODgkRLyCYVPPYFcwimUyyeseKb28kMkkw5tlIeaolImQj8wsG9PjF1hJI0VBg2wu/nqLhc51UeQsVgTL9/AEFQus+mg00UAM485qI6XEw0eL+UBQxJAa0iu/XjeqZUsY4XUszvkbcz1OGMESWnIwgpX3HF7oCThe3Mp3nnlu2P5BfiAc2xTDiDaMYJX/t+YFHrrUVARLoTiccByXF7QdHBUsoi55sGhX1zQWp05hn9XPrs7p6c7ryxXoSHjMzswvu28qsMgHMdIDVabXa6PRrylbhD0aaV8nH+OGUA0czRtMiZQjYWYoaHLKLCTGInAK9BuQMuvL7lv0QSo6gE8muUh01E2gyD2VSONpgt7++J/ZYmddU2RJECta54UCS69QYBVnP+bcafBD811sDXQq7ZizMPPlI8JONIYnacYUWK4TGpNqyYM1WJ7Drs2P0py6G6fri8P2D3L9eJogiPFAE7cGy5MemhQYE1BJJT8BnZ2dPPjgg/z1r39l//795PN5mpubOfroo3nFK17BqaeOnFqvUChK88s/30dHEt50xAUjXjvnlEv47dOP8dPH7+GjF75nytf25JbnsXXBEa1Ly+6bFBm6mdqbgZSSXiNLgzm+zsWEtLCDqfGbsrVgMCVSjqRVi+eB7eRJTkBETBSnv4cBA2pTpU1GAdLJJEJKnCkQWLaTBRNSxviNRotTCboH+ljEnFjHOJEXUks6FJxxxKQMPHwNtAq7gTOZBoSU5GPYHlSboUXlleCJNLrbTuAU0KyxfzdFu4uEVQt5yg/d9lx8AeiJQYFV8BwO7HkYAF8O/zcc5MIIVqCV9/DS0OIVuUsPnYnVYI0qsB588EG+9rWvcc899+C6LosWLaKlpYVkMsmzzz7L7bffTjabZcmSJVx99dV86EMfoq6utCmdQqEIeerFB0lY8IbTXjvitZcdfyyLHzN4xl07DSuD53aGQ55PPurEsvum9Vr2iM7JXtIweg7soy0hWVq3ZFzHJ0lQYPIFgZSSgh6QNMvXMgFkkvUwAH397SQTlXVHVpN9XfvDWqd06TE5AKlk2OFVrFOaTBw3ElgxPZpGo9iB2JuLn9Z2o9E6jZElQbnICxxMESZidLQNRTcskj4UxNQ3uUjHxtZBjyFQhuLpNbiiHa9tD9aCsR96igLLMDMYWTnYPDDmeqJrqOsHi9wLnotr74MEuITDn4tR7CDXjysg0Msb0QoEQYxIsSd9BBpWNVOEr33ta7n00kupr6/n5z//OV1dXWzfvp01a9bwyCOPsHHjRvr6+tiwYQPvfe97+fnPf86RRx7JPffcM/5VKBR/I0gpafO2M8dvxjRGfgFrmsY8FrJbb8OLMZC02uztehEjgKPnLyu7b8ZqYMAIpjSttf7FTdi64Kg5y8d1fFKkscXkC4J8vkBeh7QV78GzJtUAQFvP1ArWQ9nTsR+AphIdpEWSyfDmV3QAn0wcLxQdqTLmp6WojdJ8/bn4ReTFf4NNNfXROmKIc98PxYFWuX9S2hfY/tQLrCAqKjdEhYONtRS2HtZAlaJYg2Ul0lgBuGUGhEvfCyNYRmKwyL3gO3TLUBz7mmRgiP9WkOvH1yCIkZKPG8HypI8mNawJ2BKOEFivfOUr2blzJ7feeiuve93raGhoGHGQEILjjz+ej3/846xdu5af//znBMHMKNBUKGYyB7ZvZUfaZXHj2B5Txyx8ObYuefjZv0zhykK67H00uyZGDPfx+lQzrgbd2anretq8fzMAp1RgMDqUlFFDYQq69dq6ugiEiO3bVFcTpuTaeqdXYO3rDW03ip5hpUgkTMwA3CkY9uz6YQ3PRFKE9ZHz+EAufgrOkx5CQkPRVDNGtC4UBwJdq3zEiiUFXjD1fmjFonKjwlmPUkthayDLCKyCF/7+TKsGU5YXWGGKUICWxCqmCH2HTi3Poly4odvuGdw9yPXjaBoidoowRgSLIBRY1Yxg/fM//zP19eULHIdy9tlnc/HFF49/FQrF3wgPPfkHbF3wyhPPGXOf8884H8uXPLLxT1O4spA+ummQ8aIuTTXhEOOt+6fGuBPgQN9uhITlLeUFwGjUWHVkjWDSHwiLXlt1mYZY+xfnFXb3T48HUpEDA6HAWjarfJODrmkYcW6WVcANwsjRRARWU2SDkLXj1w16MuwkS0XNKGVrhyCyaWB8AivQ8OTUz/cMbRHAiJFiG4aextEEQRnRmo9mliaSNZgBeEGZCFZUgyWMBFaUanU8h27DZUk2FEfZIZYZQX4AR2hoMaKGAg0Zw6bBlwECMa5mmiIjVjNr1ixWrFjBSSedxIoVK1ixYgXHH388ljX+eTwKhSLkhbanMDOCV5WIwMxurGduIcFOd/MUrgyCIKDLtFlhlC9wB5jTOAc6YFfHHk5devwkry6kz+6gRhgY40i/ANQmG8l50NvbR2NjQ3UXN4TOvtAfrDFTvlgcoKU+TMn1VFAfNBl0FrrIeDC/Jl6qyAjE4IiVycSXNroUmBMYvNtYGwqsgh2/yaEosDTDwgxkLDEpfQ9PA2Mca7WkjiOmJ4Jla5WnYHUtRUHTCMrYVxQFVjJVixnI8gJrUKTqJHQDCCh4/Tga6F4dkKV/SDOALORwNWJ9L2hoBDEc/QOCWMOjSzFiNe94xzvYsGEDP/7xj/mv//ovhBDous7y5ctHCK/588s/5SgUihApJXvlXmb5zWW/CGZrc3lW3zWskHOyeWHPHvpNmFd/RKz9F7YsgM1woPfAJK/sIDnZS60cfx1OQ00TMivY0b5/UgVWT+TG3VwXb6bcnMbIAyk/PSaTRXrdXmp9Az3mDEVDCrwpiGD50saUE5vRWVO0lagoghXW4QghMGLUDgEHa7BipNkPxcQgNw2O/tK1KeiC+gqHaRt6AlsHvNJrzkc1WCkrhSlD4VoS3yOI6tgMI4GQBdzCPgBsORvYOvhvDEJ7EU8IjDijctBwY6QIfRkgKmxUOJQRn4AvfelLg39ub2/n6aefZv369axfv56nn36an//857jRTKCmpiba26dm7IRCMRGmUqiMRdfe3WxL+5xcVz7ac0TT8Tye38HGfds4Yd6RU7A6ePLFpwE4bkG8+qbFs+eiB5KugalxRgfIajlqtfE/2LXWz4YDsK9zHysZe5j1ROmPIlGzG1ti7d+UMkn4kHWmwQNpCL3BABk/fqGzLjX8cjfLKuDjYlbgMj4axfSi68avwfKFhx6NjzGlGPTFKkXguXgCjBiml4diYeBPh8CKIliWVaHA0ixsTSDd0telKLBqkgmsmCnCUDAZCNNCly6BEzZg9DEPIV+kY6Dn4P52AU+DVKwUoR7Lyd2fjAjWUFpbWznvvPM477zzBrc9++yzfOlLX+K2226jq2vqx2QoFJXyl78+wu1rbqLPtDmh5lT+8S2fmhax9ce1D5I3BKuPfWXZfVcf9wr+d+09/OHph6dMYG0/sAkhJS87euwC/KFkMhlqPUFvYWoKs33Hptf0OSIZT7SMxrym2QB0TPI8wmwhElj18SJYCV2Q8AV5psajaywGRJ5W4tfg6lLDm4IUoYeLQYUdbodg6iZGAHYFAsuTAVoUOTOkwAvK/6ye5+MLMI3xCSxPTP7ooUMJnAKORmxbkSKmlqSggfRLXxc7ag6oMRPoAdhlZgEWa7B0TUcYJgY6nhc+yHXoC0n50J09+DAi7Tx+SmLEqHvTRLwi9wCJqGA246jvVfZNgoCHHnqIf/qnf+KYY47hxBNP5O677+Ytb3kL//M//zOhN1coJpu1Tz7Bf234T7bU2Ai9nrvl43z+J18sf+Ak8Nz+tRgBnLe0vMfUCcuOptmGrW0bp2BlIe3ZXTS6OrWp+ONIMr7GgDs1aa39+/bRZUFr7fgK3AEWz5oLQG92ckVhzu5Hk1BjxU9nWoFO3pu+Qd+hiatDjd4Q+5gpi2AJD7NCE8zRsAIdz48vYHzhD0awjEDEKkB3nXDunjmeInfNwhPlLQSqTb6Qx9ME6QpNbi09gaOFgqgUhUiA1ZgWepxhy5FNgyEigSUFrgxTgtnMEjI+9A5Jpwd2Hk/EFFjosQSWLwK0yYhg9fT0cO+993L33Xdz33330d3dzYoVK7jiiiu4+OKLOf3006c93aJQlMO1C3z3L/9Jb1rn6xf+F8taF/PBWz7AQ9YjvHXvG1kyL16tUbXY5+9mltdIIsaTrabrtLi1dMg9U7CykG6/g0Yqe4JN+RZ5bWqcpzfv3UkgBAubF437HC2ZBoRk0odUF7wsSa2yDiRLmthy8k1Qx6LX7ievS5qTs2Mfo6HjTIHA8oSHNY6U26FY0sAN4otYjwA9uk3qUuDH8KYrRGJjPBGshGbhC3/KSxr68mHkNFOhkaulJ3A1WVZg2Z6DkJAx9fA6lhFYvuciRVS0blqYUqOPATQJomY2qZxkwD74vRM4eQIhsWLUvWlCi2U0GkawJiawRhz96le/mlmzZvHud7+bvr4+Pv/5z7Nr1y6eeuopPve5z3HGGWcocaU4LPjWT77Gs3UOVxz5TpbPWoIQgmsv+gwA33zgv6d0Lb3tbWxPOyyqjV/305pYRLuZxfOnxnC0V8/SqFeWfkuSoiCnJqWxs2MnAEfPXTLuc+iaTsoX5JzJjbrZfo5EUNmXsylNHDn1HWRFNrVtBWBu3YLYx2jo+DFMGyeC9FxsXWJV6DI+Goa0cIl/jT0RoIliijBetK4Q1RuZRuXrTWgJXC0gP8VBrIFCKDprzMrWnDASBAK8MgO/7cDFCCBtCHRJWaNPL/JWM3QdYViYUuALn5SvUZdJkQgg7x783vHs8P3NOAILg0DEiGBNRorwoYcewjAM3vjGN3LxxRezYsWKin2xFIrpZtfefTzk/plFbitXr750cPvR8+ZygrOQDXITWXvqbmZ/XPsgWUNw5vKzYx+zZPYJFHR46sXJTxN29ffTZfnMrl1Y0XEpkSGnTY1vT3t/2K0Yx6OpFKlAJ+9PbjG5E+RJBJUVZRskcJh6D6Qiz+x5EYAjW5bEPkbHmHSB5Rfy2JogMQEX9yKmqOwae2JIBAsNn/ICy3GLEazKU4SJKCKUneI696KnVMUCSw/3L5Rx83cCF0MKkgaxUoReVLNVLHK3gmJQJ0NdTZqED/khrvpuVBsXJy2rCR0/hsAKkIPieryMEFif+tSneM1rXsODDz7I+973PlavXk1DQwNLly7lDW94A9dffz133XUXL7744oTeWKGYTL7xm/+g2xR87NyPj4i4XnDiG8gZkh8/fNeUreeZ3WvQAzj/2FWxjznz2LMA+Oumv07WsgZ57PmnkEKwbG5lnXVps46cPkURtkInZgC1iZoJnScZWBQqSBONB0faWFSWIjK1FLaY3GtZ8AL8YPSb29bObTQ6kkVz58Y+n15BBMvrbqP3t3cgK5xdmM/lKehUSWAlcSu4xr6Q6FGrfuwIVhR9scaRIkybSXwNep2pVVjFaFBdiYHNo5HUw5+xUMbN3/U9dClI6WGqtVwXnxulHI2oyD0ZGQMH1FKTTmIFEnuYwAp/L1YcHyyhE8RIwvlCok0wgjViNZ/73OcG/9zX1zfMomH9+vX87ne/I5vNIoQgk8nQ1ze9vi0KxaE8umEda5JbOUU7npULR86sO/fUV/HdZ77B2h0P8G7ePCVr2uvuYLZeX9Gw2uMXL6bxj4Ltnc9P4spCnt8dDnk+4+hTKzquxmrABgpugeQEBvHGIef2khHGhEsUkiRxmNy0poODSWVC0NLT2JPoML+uPeAf7v08zdY2fnbpl2mK5h8W2dm/nSOyAXPmlp9DWEQTJl6MlneA/77rX/hzsIebnqij+czXxX6PbC5PQYPZRmUF2KNh6RkczUcGPkIrf/P0hEQTxQiWjhNDTNqRZYFVYTQIIGWmwIfugg31U2funXfyYEF9okKBFVlfFMrYLrjSRUcjZcSbBVj0GzM0HWFapAqh4PJkLUlLpxBoOENGCg0KrFg1WDp+zBqsiUawSq6mrq6O1atXs3r16mHbt2zZwtNPP82GDRsm9OYKRbWRUvL9x/6LpKXxyb/7xKj76LrOkfrRrNOeJWfnSScm/mRcimxvLztTeY5NVeZ2LoSg2aujTeybpJUdZG/fNhoCwdzW+AXOAA2ZZsjC7p4OlrbGr90ZDwU5QFpOvA4nqaXp0yb3wdDRXDIxBs8OxTIy2F4waQXO9/3h5zToT+D78O3193Dd6f9n8DUpJQe8/RxvJzGS8f896MLAj+GK7Ts2P03sAzQe2PQIf1+BwCpk8xR0QarCDrfRsIwMPTrIfA6RKd0tKwMfV2MwghWmCMsLLCeKviTHIbDSZhoK0G3ngXB9A4/eg5aqIX1y/PKCSslHKb56q7I1p6KfsVCm+N+VPno0109HlB1V4/ke6GFNlTBMUq4NaBSoJ6WDLzWcIfYgriwKrBgpQs0giDGf3hcSUe0UYRyWLl3K5ZdfzvXXXz+hN1e8NMlm+/n07f/K5bdczhXfu5x/+fHnBr90Jptv3/9jXsj0cUHz62iqaRhzv7OWvhpbh189/rtJX9Mf1zxEvyk49aiXV3xsi7WQA2Zu0mfndbkHaHYrv4G11IWCbHvb5Hc75kWetJj4TXYqBj4XtICkXmFHplVDTofAnpxOQnfvfZiB5KyOgD9uewA55Cl+V/8ebM2lVbZWdE5dmHgxBNaTLxx8GH8+W9nsykI+j61BZoKpYYCkVUteFwS5GDV4XjiuxRgUWPHqzQYF1jhqsGoiEdlTOJjC7vnJ1+n6wecrPlcl2FGKryFRocDS4wqsMEUohECT5QWWG6WRTREWuSf98LM6QBNJHUypDete9aK0dzJuBCtWipDq12DddNNN2BUW/z799NM88MADE1qI4qVBR3c3H7z9XTwaPMlcv57ZXj0PB4/zoR9+aNK74bbt38s9+37Gkbk077voqpL7XnDaq6hz4fFtj0zqmgCe3vlXNAkXnXhmxccubj2BvAEbX5zcaHG33k9ThR2EAHMaw3qdPV2TH2XLaw4ZPd4g6lLUWHXkDEkwSZ9HKSU5PSBlxPcTA0gl6vE1QWGg+h5dfiFPv3GA2dosXt6tU/A7ebbjhcHXH9r5JHoAR6Ursy7RhRWrYPjJbZsAqHFTtIvKbD0KuSwFHWoq8Gcbi1SynpwO7kD5CKb0vXD2nT5EYMUQk04UDUqMY1ROTTRUuj/bN7iGqcCJUnxNycqiruliBKtMbZor/UFPKSPGLEA3+rlNPbRpyEQCq0e2kjLADHS8IY73TlQ0n9DLp1V1ocfrIhySHh4vIwTWD3/4QxYvXsxHP/pRHnvsscGxOIeyd+9ebrnlFs477zxWr15Nb+/0DilVTD+24/L5O65lR6rA+5e+j5uu+R7fuOZ7XGqdy/OJfXz2fz5X/iTjJGcX+OyvP46jBVz7yk+h66WfPCzLYrHdxE5v26StqcgeeyuznBpqx5HiOO24sND9sUksdG/v76XbCphTu7jiYxfPDk0/O/vaqr2sYbiux4ARUJeINzy5FLXJRrKGoKt7cr6zvPwAWQPSicrEYE26AYC2nuqPHjqwcwf7kjC7filzF59LrQt3bnpo8PVfbH6Q4/okS4+KN+i7iKGZeDFuVnu7dgAw11xKe8KrKEqXyw0QCFGRAe5YZFL12Lqgrz+OwHJxxUHDUEPo+DHqzVwvFAdxoimHUp8Mo3TZQhhhCwYOfkZljLqh8WJHXXi1VmV1X0Uj3WwZN/9waHb4nayhxUgRFrsCwyL3dBQ4zMsGUobARMcd0tFZ9NVKxIgaapqBL8pfz2AyIliPP/443/zmN1m7di0vf/nLqa2tZcWKFZx77rlcdNFFnHXWWcydO5eFCxfyyU9+kpUrV7JlyxYuv/zyCS1Ecfjz+R9ez9r6Pl4/5zKuOPPCwe0fedP/5VT7SB4J1vHHjWuq/r6b9m7lvT96NzuTfbxpzps5eXl5p3SApQ0raE84vHBgV9XXVMTO59iVzLIgOb5xN6sWL6LWFWzrmLxC90eeDX8nxy44oeJjZ7c0k/EkPbnJdUY/0NFNnwmNmfGPySnSUBOOr9ndsX/C5xqNtq52pBDUJhsqOq4uHYrH9p7qm6Du37aVA0nBEbOXc/RrXs+ZXT6P7XiIQAY8deB5OnJbOK/do3XpyKaQUhi6hauVv1llCweo8TRaahbQaQmczvgRz4Fo7FBDFQRWbTq0HOrq7ym/s+fhaQdnChqaGS+CFRRThJULrIZ0KLByRYE1JFUoC5PX+epIFy3Q0GMU/g+lPkrbDpSJYHkEgx15OuW7CIcJLNOixgs/X7ZsCVOEGIOO9zLwcSORH0fUGpqBJwA59hqklNGonolFsEY9+g1veANveMMb2LZtGw888ABr165l3759FAoFFi9ezGtf+1pe/vKX86pXvQrTnNi06cOZzZs38853vpOOjg4aGhq49dZbOe64eINyX2p8797/4U+JDZwqjuEjr/mHEa//yxtv4F0/eQe3/OWrvOq4H427iHfdpqe566nfsMfeSx8D9Ik+bM2nXoe3N7+JK89/S+xznbfyQn7xxB/59RP38LGL3zOu9ZTjgSceos8UnHrEWeM6XhOCZreONiYvBff8rmcQUnLmcZV1EAIYVoIaT9Bv91R/YUPYsX8XUghm1VVWhD8aLfWtsB/2de1nJZU1HsRhb3cYzavPxJtDWKSxLty/s7+76mvas38LriFYOWcJNQuWsIijyLGd/3rg+/yq42lSTj0nZXuxFi6r6Ly6nkCKMIJglEin5GQftX6C2Y0LcAcEOw/sZXnMSQr5Qugy3lBh+mo0GmpCEds1UP4aS9/D1UIRCfEL+oseTuMRWJlUGPXMRS7l0j4oqoJcP1qqsrq+uLjSw5CVl2SndB3D1+kvM6Daw0fnYLOALGOVUSwnMTUdYaU4uyNgl9nKww3HktKjodgitBzRfD8UTMQTWLpmIIUg8Fx0awxBGYTn1CZDYBU54ogjePe738273/3uCb3JS5X3vOc9XHPNNVx55ZX87Gc/4+qrr+axxx6LdWwQBPiBi+PYHOjpYX9vNx19HfT2d5PN9zJQ6Kff7qXfz5L3+gmkQwAIRDguQAQECAj80ElXuEihowuLlEjTYDUwu2EhR81aysqlK5jX2IyUEjfwyOb72H5gHxu3PsfOzh305PYzEPTi4pIQGZY2ncCbX/1m5jTES8c89OwGftZ2BwvcWm688t9H3ae+to5zmy7mjtyv+f4f/4erzokvhAB6slmuv+OTPJXcjhXAwpzGUY5OJqilpuYILjzvKo5dUtkIleOXH83Ch3Q2uU9WdFwlrNn6CIYOF59cfsDzWDQn5vNC8CyB76OVSX2Oh/19W2lGp6mheVzHp32DrBffuFMGAYjKxsjs7QwLoxe0TsxkFA4OfO7sq34qDuBAXxjNa6mr7Hq21IfRuZ5sT7WXxP6BvdAASxvD6/fKN3+Gh3/5fn7Fr0h5gs9slTS87DxEhV1kpm5BAI7vhGNNxsCmQEokObJ1IeyCLe27iRsrs51+0KGhCt2+LekwCtabLZ8elp6LK6KfkfjpUC8q+E6PQ2AlU2FEyHZCURkUDtqJOIVC6Rv2BHDw0GXlZ08bYAYm/eVsFwgGZzrq6OUjWPJgDZaeqSUZwMK++dCgkdTBisS87dskfXlQYMVIERbnFbqegz6G75f0Q/MRfYI1WJP1+3rJ09bWxrp16/jtb38LwOWXX84HP/hBtm/fzpIlS0bsf9bNF/LxDdcjN4a53SDGzSURQK0vSAUGGjoaEBAeL6RAIEHT0CVo0kL3PTz6ade72OrtINvzNPQAL4Dlg6cxqsFanSaoDSysQKdb72NDbje//eV9nGKs5B8v+Sj1tWM7+T+7ey83PfavJIXG5y/5Ykn34ndf8g888d0H+NWOn/JW5+9IxDS168sO8E+3vYsX0znOFqfwoddfS2vjxGtxhBDMYR4btb0EMkATE5s7NRq77a3MNWqpTY6/+21xywms7X6WTVuf5dhl8dKfldARHKBVjr94PBkkyAbZWPv2dHTy5dvfQ95I8/lrbsGKGQHv6A3TeUfOnrgVxKLWOeFaspMzj7CrPzzvnMb4flIAc+rCf2cDhepbSPS5HQgJs9KhiFs0r4XPvu2H/OWJX3D8i8/QtNig/uKRkedyGEYCnLALLW2O/hmXUuIKm4zexLFRzd7eCmr2bDcHOmTMiQus1igCNFAo/0BQLHI3o045U8QTWG7ggQapcQgs00pj+TL8mRmeFnxiT55XTvz5YlRc/MEaqUpoTAgM32SgXERKBCQiAacLgSxzHb0ofWdpOlokit2oHiplQDLq7Cx4DolAw4vup3FErRFFuRynQDI9xvee74cpwnHU0Q17rwkd/TfMrl27mDdvHkb0CxVCsGjRInbu3DmqwNr5yxc47ajF1CVTNM5ZTOv8I9E0HV03SVlpGtJ1NNY00VzXTGN9I/ObWshM4InNDwK27d7Jhl2b2Lp/M72FbgzXJyEMEqlGamqbOHrxMZx61NEj/GXWPP8UP3j0O/xZe5L1P3snr25+DR+48N2Y5vACyB0H9vPv936YrOXz2dM/w4JZ80quSdd1Xn/cu/jqjq/z5d98k0/93UfL/hxBEPDxOz7Gi+kc/7D4at5+9qVlj6mEpa2n8njuFzy5/RlOOWJFVc/d39fHrmSWVYmXTeg8Zxx7Jj9/9Cf85fm/Vl1gOZ5Lm5VnqaysuHkoSVJ0EK8z7I67v8XDLS7Qyw9//xPedcFbYx3Xm2sHDebWVyZaRqMlE4rz/kL1U3EAPbnwvAub51R03Jx0+O99wK7+GJ+87CcdpIbV2MytTfJ357wZzhn/eS0jGQqsfBZSoz/0ZF1JQfeYbdWyOBKRvbn44tZxc5CElDHxFOHsdPhdl3PKX+O8YyOFwIpmChq6hRejztzz3XELLGElSAbgeqGwCoakCPf3Tp45rit8NCr37WpMgBFYDJTpDPVEQCaSGwZ62S7CQYGl64hIYAVRyXhSP+h3lfNs6qWJGz0bx4lgFUVTwXEY67Ey8D18TQxGu8aLElgT4NAUR6lCz933vMgv1/6EVavij0qZCLqmsXTREpYuWgKcX9Gxpx6zklOP+QYPb3yS2x75L+7q/y2P/OiPvGb2Rbzl1W8ibSW4/aG7+c32H9Fn+Xz02Pdz6jHx6ncue8V5/H7jbfzJf5jO7FU0ZxpK7v+Fn3+L51L7+bvEOVUXVwDnnnoBP33wLu5/+ndVF1i/efx35A3BmctfNaHzvGzxElIPC7a2V7/Q/fEtz+DosLRp/LWDKb2WvB7vhrkp9yxN6TSGb7N298O8i3gCa8DuJmWKWEaC5TA0nZQnyAWT00XYV+jDCKC1prKoZcbUsXxBPqjMxqAcMgjIaTnSojLBFwcrEj0DJQqwe/pzZA2oSTaQMCwSviBbwbBtxw/PXckUhLFoTUUCyy0fcR2I0nNFgWXqFn4Aru9jlkjVe1FHW3ocPljCSpLwwfHC9x4awRrITd7sVFccrJGqhEGBpZURTAQYkdzQhEYgJH4g0bXRMzn+oMAyMBrCz+3DNSsBSBmCRPQ90JF3mWNqgynCWBGsSDQVxnBIAPAjX7BKi/4Ppfo5kb8RFi5cyO7du/GillwpJbt27WLRosrqgGYyZx9/Mjdf8wPeP+9dpH2NH/f8ksvu/D9c9OPL+d7+WzGl4B9X/QuvPa0yAffWs67FEwH/8csvl9zvj+vX8XDut5yYb+H/Xv5/J/KjjMnShXNZnLV4ofuZqp977c4/kfEE5684Y0Ln0TSNFq+WdndvlVZ2kDWbHgXgjBPH7xKdNuvJ6QFBia4cgHzBZntqgCOsI1go57JPb4/9Hnm/j3RQvYaaVKCT96orZIpk3X7SnkDXKvt6FUKQCDQKXnW7xYJsHz0mZMyJp9UPxYpET39+bMHS29lFVof6TFiTlgwMchXU7Dl+aOmQqsIswqSRQJNQ8MpHg3JOITomjNwXa7EGStyYAbyoi3A8PlhhBEviBeF7B3aeFzManzzeHIyMTgZhjVTl/75MTZAkQbacwNLkoLDRhY4UEscfOyBRNA5N6DpG02xeeNf3+GnDeUAYwUpGAquz4ILv4kX/1DIxSg7M6PeSd8cWrEWj04lGsJTAGiezZs3i5JNP5rbbbgPgzjvvZMmSJaOmBw9nhBD8/atfz61X/w+fOf6TvMJczRnWmVw97yp+8M47OO/EUyo+5xkrVrGqsIh1/no2H9g56j7ZXJbv/+XzpHyNG974H5MyOqTIHG0xu40uXL96bvNSSrbLHSx252CN40n2UJrN+bSZWeQYg3rHy7bO52gtaCxbMP7aptpkI4GAnjK1Q3/e8CTdlmDVwlNYWHME3ZbPvpgdc3mZJS2rN+swEZjYkzTwueBnSQbje/I1A4OCX10nd7e3iy4L6pOVubTHIRH5IOXssQVLR+d+fE3QXBu+fzJIUJDxf0Y3sNFkdaKXQgjMQMfxywusfGS4nYhqv6xIYPU7pefu+cEQk8xK16cbWIHAi+bsyUKO381KszOtsdeZPM8+V5PjElgAdbpFrpzAEhKzaHcRyY6CP/Z3WdFvrOhBpjXNwS/WYOmQispVugo2MuoilFKjfqyuwCGYkWAuuGP/Hr3oNX2Cn7mKBVZ7e/ynzpc6N998MzfffDPLly/nxhtv5JZbbpnuJU0amqZx3sozuOHNH+ezb/4k73j1pRiH1GRVwrvO/0cSPnzt7tG7Dr9826fZmXZ45/Hvp7l+4t5HpThm/hm4Gjz4XLwO0Dg8sv6vtCUDVsyvfDzOaCxpPY7OBGzZUt004T65n1nBxG68DZnw+J1lfKWe3xb6bb3iuNM5YUFYS/bwc/F80fKiQEqb+KiUIkmSFJickTT5IE9ynNE2EwunAvERh+7uHrosQXPNxC0uDiVZNJosIbB6+g4A0NoYCSwS5EX8dJcnbcxxdLiNhSFNHFn+/fNuFMGK3MoTUaqwv1BanHnSR0jG3TQTCqyDEazuSDRkg8lpypBS4giJro3v+7zONHDLPP+6gmERLAA7hsCydC36/8HXkgZkoofWLtsF38MVAtCpjfEjDBa5l4hEetGwaXMcdXRDqfgTcN5557Fjx45h2w79+98KRx99NI899hgvvPACa9as4fjjq++p81Jl2eIlnJJ8ORuS+/nePbcOe+0n9/wPD6de5CT9JP7utNdM+lpec8ZrqPEkDz37YNXOee/6X5Pw4Y2rq1M3dvqxYZqxmo7u+zoP0JZwWFx/7ITO0xrVSOxqL53CPNC7haQvWNQ0n5OPXokmJVv3bor1HlnDo8YYu5u1UpJaGluUjkSMF1sWSDC+m5UpEzhUd117Ow9g64J5jdVvQUtFAitfQmANRGNfZtWFKcqUliavxY8Wu8KpqsAypYldxrcJIBelkJKJMHJqRUKrVLQOQk8wXY4/4m5JHT/6DMhCjr5IXNgxO3UrxnNxdDDE+AapZwwLVwtrqsbC1eRgBNKIBFa+xBigYg1WIrL+SAyp1UrpkInsRHpsF+l7+BpIqVMb47mmuI5SESw7+t2bMUbvlKJigfWNb3yD173udWzYsIHOzk4+/OEPc+aZlc9YUyg+88aPckS+nv/tuIvv3f8/APzsgV/wo7Yf0+zW8oXLPzUl65jT3MCiXJoXsy+U3zkGtuvyjPccywsttNROfHYewGkLj8TyYVvbc1U5H8C9T/4eKQRnHjN+jy6Aec1h9+i+ntIRrA6/g2avBiEEzS2zaLYFB/pGTxEPxc7n6DckdcnKjDtLkdIzFPT46Vavr5u1X/gn/vrtr5Z1LS8IhwTjS2eaWhK7TMt7peztDk1qj2ieW9XzAqQi24O8M7boyEZdkfWRx1Naz5Cr5NrjYoqJ3eiGYmLiiPLvX4husqkoRViMZGVL1JsB+NJDm6DA8iKBFdg5BvTw8+bKyUlpS8/F1hh3BCtjhBGsjjECr1JKPE0MpliLEayCV0JgURx9E+6bGBrBGpIi7LHt0BBWABgk9PLXvViyYXtjC6x8lAYeT5p3KBULrNWrV3PrrbdyzjnncNJJJ1FXV8dzz1XvS1/xt4OpG3z+DV9hrlPDDzru4PW3Xsb/O/B9UkGar/zdf5G2Jl7UGpf5yaXsN/vpyk7cg+gHD95Fr+Vz3tHV63o0dINmr4Z2d0/VzvnMnnU0OHDWcRPrnlwwaw5GIOnqL23c2W1kadbCQmchBI1ekm6vvNnn3v0HyBmCpprq1RBlrLqwML9EmmIoG3/zc2Yf2MD8Z+9j96bSUbe87pHSxud7ZmlpHK30mnoKvdy39Q+DhpblaBsIPaeWN1U/1Z6JLF4K7tgCqxB5ThVtFjJGLVlDxp6t5wofc5zRldEwhYUdQ2AVoxjpRFFghevPlRCTAIH00cbhij64Pgz8KMIWFPLk9TCa4zA5Ng3Sc7A1gamN76EgY5j4GrQXhl/T+3YF9NiSXNQJWUyxmlr5FKEXfTYGI1hDBJauicFz9bkuDDq5xxNDxRost4TAs92iwJriCNZNN93E5ZdfzmWXXUZ9fT2vetWrqK+vXuhe8bfFvKYWvnPl93lz7es5TjuaS9Ov5Qdv/T7zKzRpnChnnXgBgYCfPXp32X0d12Ht9u1k7ZFPQEEQ8PCOu5iXN7jkFRdXdY0t5nwOmAMEJb4YKmGHv52FTvOgl9t4aWqso86FnvzYNSIDuTxdlk9r5mAUpZ46+kT5brIdbaGL++yG6kVgapINDBjQ1x+vm63v+cf46Amz+O7iBOufWDvmflJKBoyAjDm+yGXCzFDQJLLEzedzf/p/fOGxr/HdR74T65w9hS6QMK+mehHAIunIQNcukW5xIkuEos1CJlFLXo+8s8ogfR9bD7C06gksSyRwyhRlAxS8osAK3zs5mA4tXSMXjoWZQARLGPjRIGM3n8XWwz872uTUDErXwdHA0Md3jVNRyq13yPdhwZNceJ/PBff59OZDgZWMRNHBCNbYadqAAKTAjCJSNYek/or2IP2Og/TDmZFaTNf1RBT9sr2x6/CKa5tog1LF36wPPfQQDzzwAMuWLWPXrl1ccsklfOpTn+KNb3zjhBai+NvFNCzed8m7pnUNrzz5TGY/rbFu5x+B/zPqPo7j8IVbP85fElvJGYKMp7Gy4Uz+6bXvoTEVPmT8593fY1cqx9sb34BWYZt+OY6evYIN7ZtY/8JGVh530oTO9dyezXQkXF5eU3kX6KHouk7G1xlwesbcZ+OLm7F1wcKWJYPbmqxZrDPa8AO/pN/Mvq4wareodeGE11qkIdOEzAp2tx+goaGh5L5eboBHa/dzIKVzIAWz9j8BY/h3Ze0srga1xvjETNqsIetCUMiiZ0aKtLxXYM2BJ0DAAy8+wHvPfl/Zcw54faR8veQom/GSSRUF1tg3f9eLBFZks5BJ1iHzggPdnSxOl25cCApZCpogoVcvmp3QkthagJSyZHdyMYWUiYRVMaJeKh0KhFMhJhDBsoSFL8L3yNpZAk1S42l4VU4dFymmCE19fBGsVBQR6nMcIPw89EZa66lOSU8+/FkSUYrViP6tl+siFFKjmPE7tLbKjETdgOtERe6gx7RUSESiyS1RA2YXU4QTFFgjPgXLli1jU4kQ+E9/+lOWLQsHgi5cuJAHHniAr371qxNahEIx3ei6zhH6MWwz2+gbxTpgoODyj9//AH/IbGOpWMZbai/mhIFa1vQ+wht/9g/822+/wr/89LP8rvdXnDRQz1UXvL3qa7zgpNCr6qHn/jzhc/38L3dhBJLXnPr6CZ8LIOmb5PyxfaU27wm7H49ZcMzgtpa6+fgabO8u3Znc2R+muI6aXXpSQCW01IXpxv2dB8ruu+PZ53i0WeP0plfSEKTZaeweM721qyMUg3WZ8aUza1ON5HTI9Y9ugvrw1vVIAWe31dJueezfu7nsOXNBlpSsXgRoKKlkEiOQOCWiAZ5fQJNgRgKvLtUAQHtPZ9nzB7l+8jokjOoNOU7qSfI6UOIGC+BEAqvWCm+y6ajYveCUjiT5+GgTiGCZehIvShP3RyNzGn0Lf5IEVuDa4UigcfqMpSOx0+8c/Az0Dglo9kURrLRZNGyNuvhKCSwpEWgYkUJJH/JsIAwLM4Cs64URLCFiP0AUhZ5TIupajGAlJtApD6MIrBdffJHe3oP/uKWUfPazn6W7e3S/mubmZn73u99NaBEKxUzgtae/FVuTfOf+7w3b7vseX/jex3i6po2/q38t/+8dX+a9l7ybG993K/+34R84p83n8b0P8nhuDcfl5vH5t91U9egVwLLZi2hwNLZ2T6zmUUrJk71PsDRby4lHVscYNymT5EsU4e7t3A7AiYuWDW6b27wYgOd2bSl57r5cB5qE1kz1ShHmRgOf23vLz8Rbv2UtPZbgNce8iqWpI9mesdnfPXp6a2db2EnZWj8+S4T6dCNSCPZ1jS46//Dso6Q9yapTrgLg90+XF9t5USDJ5NQzJi0DMzgoRkbDD/KYUh+MFjXUht2EHX3lPdCy/QPkdUglaquzYCBppMnrAlniBgtQiFr1663wJlusxXJKROsg7IATE4lgGWk8LcD2AgYiu4bGIIGn+YPmnM++sIuV332UvxyYuC+e4+SRQpAYr8CKBEu/fVBg9WVzJAMbAfQXBVY0e1YfHNQ8tmAMRJgiNCKdqh0SaRRG+Lmz/TCC5WkM+myVIxWZkTolfA+dqAzDqrbAOpQgCLjhhhvYtm1sk7N0evyDbBWKmcK5x57Akfl6Hut9lFxUTxD4Pt/89mf4c912Xpl+GR+++AOD+2uaxusu+Ts+dM3tXHfcF/jcyi/z9Wu+Rc0oqZ1qMS9ooVNOzNH97qf+QnvC4ZQ5r6rOooCkSJMrYXvQndtLxtOoSRyMRCxdEM4/3Nm2veS5B9weMp5e1WHcxTmBPdnyUZRNPZvQJKxeeBwnzz6BfSmNZ7aMLgr3dIedlAtaxmeJ0FwXNgHs7xm9+L+990XmFgQXn3k2SR82tZX3RctrTlU9xIaSMgSGFDj+2BGs4BAfq+baMH3aM1De1ykUWIJ0onrrT5vpsAasUFoo2b6DkNCQCG+yNcliQX9pD60AH30CHt4JMx0a99ou2civq4UkrubT74QCa+f/foz61H/wP5v+Mu73KVKI5h0mxhjWXY7i/L/CEAPW+ts+yY92/CsCGIhsLYqp1uKYoVICy0fCkAhWkZOizLvQDcxA4vhuFMECK2YtaTISem6Jh4Ki+EpUO0U4GnG7PRSKw50rjnsLHQmXf//pvxN4Ht/79r9zd2YjRxlHcf1lo9tG1NbW8PLTjufUk5ZNquM8wJGtK9mTcnn2xfKpobG4a90PaXDgHa99S9XWlTLqyOljf2EO+F3U+cOfkI+av5CELznQW1ow5vx+UkH12vQB5kSeTP358lGUA/4Bmt0aUkaS044MDVKf3/fsqPt29LehScmRc8aXzpzdEDZ3tPePLvwG/E5qZT2madDspOiwS1tjSM8Ji+6thnGtpxymBkYArj/2zSrAwRziEj6nMexm7MuVnwWZG8hS0KAmXb2HlppEGlsX9GRL11LZgY0ZMDjyqDYZRbC80sIsIEBj/DPsElYoJrv6exiINEOrSCMFdNvhv7FsNK+yrX/i1jI5J4zGFh3rKyUZWSlkhwjP1L4XOCO3EU8e7Lqsia6fGUWwnDG6YKWUkcDShwmsPf/H4PHLwmOFYWJJ8PzIpqGSCFZRYJWIYLmTlSKEkUOMFYq/FS56+UWscpbxiHiK93z3cu6oWUOzMY//d/nnqxpBGS+XnX4JgRDc8/ivxnX87b/9DVsTe3iFtZJkmQLjSkhbjTi6HOy8OpR+bYA6rWHYNiuVptER9ORLp+kK5ElVOcVlGRaWD1mn9E1eSkm3kaXJCEXBEXOORg/gQO+Lo+7fne+m1oXG+vGltOY1hO/Tk+0ZdS19eo4GM9ynTtTRJ0p34jl9PfSagrpk9ecQQnivMKQYnL83Gr5wsIb4WM2pD9cyYJfv4Mz391HQoT7dMOG1FqmxwihqZ39pSxY7cLCCg/fCZCKJkBK3RL0ZgC8CtAlEsFKp8LPT2xcJLKnToIdr7rbzSN8jWzQfLUzcfLQ4qDuZGF+dmxFZGYwmWAIJ2ajrsjbqxjTK1WAFAb5gWJE7wLyMwCpu0E3MQOIHocDyRfyxNuko5euU+MwWBVZyggJr1Jjae9/7Xk499VROOOEEjjnmGIQQSnQp/mb4wjv+k6/8/Es8m97OWa0n8ZnXXF2VOWjVYNnshcyxk2xxnqr42Ef+8gT37vg2zUaSD/6f66q6rvp0M9jQNtDJoobh0Rvfc+kxPY5OjqxLqvET9Hs9Jc+d02zSevVtO9J++YHPua5O9iclp2bCWjVTN2l1DLqCfaPuP+D0kPH1cdfgLa4PIzV9hZ4Rr23t7iVvSGZnwm7KBquFPX7pIv0D7Z1kDUHTOIvu46BLDS8YPYIlpSQQHuYQm4UaK4keQM4tP2y7L9uNFIKWKkawMslQSPSWsYlwAhdzSLG6nkhglYnWQZjemkgEK5Osg37o6zlAvyHQZIp0ZHHRY+cJ+l2yUXGS75WPApZjIIowpRLjSxEWO/q8UVJugYSsExXqR0azxWaHMQWW9PEFSDTMMf4ZFWuwZGDjeT6OEIPrKEexWaFkBCtKXyZjDI8uxQiB9alPfYoNGzbw29/+lu9856DPysUXX8zKlStZsWLF4H/HHHMMuj7+D5JCMRNJGDqffNMnpnsZY7I8fSxP6OvYvu8AS+aOXUwtpaRnoED7prX89c8/5w/JzRxI63zlnBtIJqobEWqpmwXtsPXAnhECa8eu3XRbgjn1I20WMmQ4IMe+0cogoN/wmWVWPwKTlCaFMuNHntnxInlDcETLkYPbGoIa+ukZdf+sP0DaH/+XctpMYPqQDUZGd9ZvC+utlsw+CoDWmnn05TbS1tXJrKbmUc+3qyNMv85qqP4cwiK6FHhyjPSw7+JoEmuIx5IQgmQQzmwsR1++CwS0pqpX5J6Jaqmy+dICz5Eu5pBidWGYmLK8wAoIEGL898XaTD20w0D3XgYMgabVkDGS4IUCyx/wyUZ37qoIrGKN1HgjWFGdkjfKdZFALhJYDenw/Ae7CMdIEfrFCJY+ori9iNANTAkycPBcF1cTg4Ohy5GwLPRA4pWIRLpR+jJhTaz7doTA+tznPjf4576+PtavX8/69et5+umnWb9+PTfddBPZbPillEwmyeUmx75foVCMzptXv5U/PbiO23/7bf75nZ8Z8fqze5/n5t//gM7Ci3SbBQZMAS1QRwv/cc51nDj36KqvaUHzXGiHnR374JDTb9wRCoOj5i4dcVxGb2BA7xnzvIXeHnpNqE+NLiAmQkImscsMfN64L6x1W7nwoL1Eg9FImxx9/mpe5miW4/MTKpIKdLLeSOG3f3+YllwWdWIubF4MOXhm12bOGUNg7e+ZWNF9HHSpj+kq7+ULFHRB4hCPpaSvkY/hTN5X6IUUzMtUUWBFQqJgl4lgSW+YwEI3w3qzMaJ1RXwxsQhWU22YAs72H6DfAEOrocZKgwd9Tp4Al4EoVRYE5aOA5chFXZHFyF6lFIWNF6XVZBAQALcv1Emxj6ybQ5OSRGK4wHKDsVKEPr4QlCwRN0zMAAgcHNfHFQIr5lgbwzDQpUC6Y//+vSi6lbImIUVYpK6ujtWrV7N69eph27ds2cLTTz/Nhg0bJvTmCoWico5fsIwl3mye9J9g7/YXmbckjGj02n187u7/5In8Bmp9yXyaWZo4hro5J3LqUSfwioXHTFqq/4i5C+B5aOseWXS9q2MrACctHins6pKtDIit2J5Dwhj5ZbZ9/x58TdBcN6fqa06KFHaZGqbdvbvQpGTFwoPisCU9h8fdrXTlbJrSw59w85pN+pBas4rX5Rvkg5EPrt09uwBYPD/8fS+ffQTsghfbd3AOZ4x6rs5ofNFRzdUfk1NEQ8MfI4KVzRcoaFB3iMBKBHpZcQuQs0OB1ZiqXoqwNqo9LDfyxsXFDIZEsITAlKNHaoYSEKBPQGC11Ifp3Fy2g35DYBn11CZSkIN+p4DEHYxgBXLi7u45p1gjNb6otlFMERZTbr7HnpTgvjkGR7q3k3Utkj5oUT1TcfzNmEXuQZgipMQ1FJHA0nCwHQ9XE9RUYKSrSYF0xhanXpS+TBsTy9CNy9p36dKlLF26lMsvv3xCb65QKMbH+8/9BNc9+DG+cM8nOW/Fu/lLdg9rD/waTbqs7l/COy75JMsXVX+471jMnjWLGk/SnR3p39TetwfDhIUNI+uAWurmQT9sbdvNsfOOHPH6zrZQVMxtqn4EJmlk6AtKd+H1FbqoFdowR+cFjQsI2gUbdm3jlUcfjGxJKek3PDJMLJ2ZkNao4mOg0EHGEFiRED16wWLEE5IDvWPXYfUVusCE2ZmGCa2pFLrU8Rj9ZpnLFSjoMOsQCwBLGjiidLE4QMENC9HrquiDVRdFavIl5idCKLCMQ27yRiDGrDcr4guJNoEUYVNDE2YgKRS66DcgmWgaXPOAm0fiD9ZgSVn+Gv56R8C/runjdxfV0ZwaGRXKR12RdYnxRV4HBVZUNC49NzRyBSyy5D1Jyg9FERx0R3fLFLmXimAJ3cCSEh2HvBM6uScqqJPV0KBEBKtYn5WaoMCa/rYohUJRMactXMo7ll7Nc7U2X9lxE4+1/5xTeiQfqnsbn33/V6dUXAFohknG0xgojPQ26nXaqfOsUbsw57eExeOb9ozelbe/NywmXzKnOoaoQ8mY4cDnUjY0Wb+HmkMsIpbOCSNIW/YOb5HvyvXiadCQnlhBfkIkKTDyJp7zesj4B9eSTNdQ5wp6cmMPzB5wekn4gsQEh9aWQkPHZ/SbZT5fwNYEaetQgWXijPIzHortD6BLvarrr4tqgQplDEM9PAw5PAZhSDFmtK6IL+LPxRuNRKaGjAeu3U2fqVGTaKA2GUbdBuwc0ikMdhH6YuxC7SJffXovmfy7+I81o89ZLXb+1o6zoLs4ENn3iwLLwSk2+4kCBS9PIpCIyJC06Fc1VgSLIBzeLEpFAXUDIwBNOBSccP+4KcJwkQbCGVtgBcUi9+mIYCkUiunnyjMv4cITX8Gfnn6UE4XOsitegTbOOopqkPItcowsuh2gjzo5uiXEsvnLYBvs7tg56uudA6GFw/Lm6nfB1SQbGPAg299PTd3oKag8A2Tk8NTJ8YuPRlsv2ds9vA7r+X3bAWipn9hIn5RI0aWNFKp5mSXNQaEihKDW1+mXY3t55YKJFd3HQcfAHqOeqlCwKeiQtoZ/LhPCYqBMehbAkzkSsrpG1vXFAdVlUn0uPnUMTwHrUuCXaO+HMIJlTUBgaYZByhc4Xi/9hsGRyToSiTRGIMnbA0h0+g2BERBrfE7WfoaEcHnmwGPAJSNeL/gOZgCZsVr2yjBaBMvVQoVlUMAJBClfICIBVBRC3hg1WIMpwhJRwGLDgYZLwfXwtMoeIgJhorl9Y86jLDZtmBOc36kiWArFYczsmkauePnrOPqsC6ZVXAFkSJNl5E2z3yhQb45ehL143lwynqStb3Tbg75CF0lfkLEmVjg+Gg2ZRnxNsLd9bB+urGZTow8XX6m6RhodQVd2+JpfjATWEbMmFm1LGhny2sibT14rkNaHp8oyvkWhRKFzQeZITbDovhyaMMaMYNn5fGgUekiHmkUCp4w4kI5Nv+GTFNV1oS9aHth+6QiWK3wMMVyc6lLDl2MLLCklvpDoE7wxW9Kk0xJ4GsyvqUeYFskAbHeAwC6QNQR1roEv/JIRWCklXflQrOfc0T/ntu9gBmLEvL+4mFHkK/CHCqzwNQ0XLyiQGNIsYBpm6Cc2ZpF71EVYIv4TOrkfrMHyBCRjOrkD+CIBgYscw6rDj6JrE/U+VAJLoVBUhVqtgX59+E2rt7uXTkvSmhk9ZWmZBvWuTk9h9DTXgNs7aRGY5towKrZ3lMJ8CG9OA4ZPndU0bLsQgnrPpM8dvua93XsRUnLMwiMmtK6MWUvOkMNunIHnhmtJDF9LWqTJi7E7uXPCJqVN7igzHQNPBKO/fz6LrwlqD7FZSGhJnFFE5FD8/m46LUGN2VRyv0oxNANNUnK8D0BB80kcGsFCwx+j3gwYTG9NpAYLICFT7E6FkZUltXUIM0HSB9vNYheyFHSo9S0QMFBidE+3DbVeWMcYBJ2jej/ZgYMRCFLjXLKmhYJpMLLnOriDMwRdPOlgDW0W0A10edBr6lCKEaySKULDxAokQrg4no+rSVKjNMmMhcTE1QRBbnSzWT/w0eTETdeVwFIoFFWhLtlCvxEM++LcuH0Lti5Y0LJkzOMyfpKBMcxGczJLOpicCMzgWJqe0Qcr7+nsJGdAU81ID6naIEM/w72qOgfaqHehcYIde7XJegq6oG/gYGSqra2DHnPkWjJ6HTl97FRXXvdGRL2qjSZMfEYXWEWvqfpDpgZYehJbG/2YIvmuDjotaJxgTduhCCGwAnDKpAgLekBaG54eNqQ2ZrQOiObiicGBxuMlo9WzPxneno9tag4jWL7E8XJ0F8JrWheEa+vMj12s397Zw1n5RzEDiUDSNkq9nhO4GIFGapxL1iLBFAxJETqRshC4+DiY8qBYEpqGLg9GiUbgx0gR6gZWAEK4uG447DldgcAKhIUnIMiOPk3ADzz0KkwIVAJLoVBUhZbauUgB2zsPps5ejArBj180tvdWmhr6x6jHyWsF0pM0qHhhS2j90NU/evTshb3bAZjTMDL6Vmc0jojW9dmd1Hk6Ypwu7kWKY2F2th+8jtv27sTXBHMah3dT1lqNDBgB3ijRAN+1GTAktYmGCa2nHLpm4onR70a5qBW+4RCBlTTS2DoEcmyRdWDPHjoSgjlNi6u32AgzECX9rGzfwdUk6UPsJXT00kXunoevMfEUYebgz3xkw+wwghWA5+XotiPRKsLIZJc9dqqz8Pxa+s2AxU6Yon2+a2THadHvayxTz7JoOoZk8LoMTREKUSDQHBJDmwU0HV0y9nilyAerVARLGGYosHBxPRdPSNIVjLWRWgJPAz87egQrkD6anLiljRJYCoWiKsxrijoCdx0cRL0vKgQ/bu7YabOM2US/PvqX7YDukTbrq7jKgyxqDFOEvfnRByvvbgvXvnj2yBt8Q3I2OSMYHAMCkAt6yQQTd8hvGUxdHqyZ2TO4luH1XQ3JZqSAPQM9I87T0dlDnwmNk2DSOhRdjC2w8lGnVsMhHktpI7zhZ0tYJWzZ/wKuJlgxZ3mVVnoQUwrcErVU/dGcxBp9eHrVQCcYI1oHIIOwHkiP6So+Fo1HnDn456SRQFhhitDz8/TZkTN6FJnsLSGw5PaNtFsG8xtCO5HNHQcHq2/tk9Td6pL1XXQ5ASmg61EEqyiwnMEidzQHV7dJYY3Y3xtjVI0s1mCVigLqBskAEC6u5yEFZIz411wKC1eAHMMLLQg8NBXBUigUM4WjF4df4tv2bx3c1p3bR9rTRhQ5D6U+2UrekGQPcdZ2cjm6LUljcnJMMi3DIu0Jep2eUV9vjywijlkw0p9rdv0CAJ7df7D7MU+OtDZxMTivPkwD7u87KLA6orUsmzU8gtVSG6bPtrbt5VB2HNhHIAQtdZM3hxDA0Cy8Me5GdiSw0uZwgZWKPg/tA2MX6G/t2wbA6SXE+Xgxg9ICa182SsMd0v2oExaWj4kf1mAZE5xd+tbjTwBgft2xAFGRu8QL8vR5ocBqjh48hgqsIJ8l99SfBv8uu/eRNQKOnHUEDY5kb9tBO5S7ntvKUu2f2KMNYAbjrxkTQsOQEMghKcIhwR/bcEkPEVhCG55S/P/t3XuYZHV18Pvvb1/r0vee7rn2TM8wNAM6MANHRO4KAiII74E3iRFjDuagwYT4vCRC0HjA94nhfTQcDokX/jCih0gSj+YcQwyISZzomxgRvHBTB5j7vWf6Wrd9+50/9q7uru7q6u7pqppmen2eh4fpql27d1d1Ta1Zv/Vba4Zym4aauwgtnEiD8ieWeheSwcJwCRRov3oWM9QRCslgCSGWiDPWraXFh4PDk0HHSDRIZ1h7d+OKJFh5/fCuitt3HdqLbyh6WhvX06slMBkPqtdhDOWPkg6go6Vjxn39vXHQ9YsDcbYuiiLGbJ/WOgSD68tLl7nJzNpwLl7aWdlSWfC9sjN+bg4cPzDjPIdOxEHX2s7G9kQzzbiepZpiEgxMD7CySePQwbHqLSa01vyUvXSV2unJ1L+GzNIGQY0Aa9do/DuxYtrOXFOZBDUCLB0GhAqsRWaw1rd28H9e9d/5/Dv/GABlu6RDCHWJsWT3Y0+qA4i7u5eNfvsrnHjsT3n4e/F7sFA4jFZwxuoNdHuawbF4Q4fWmrZ/uYtWcxdDbgFHL+J6yxksnTwvU5YIy9IqNeP4cNYMVjhnBqu8RIjSFHUcJKUWUIOFiovcZwuwtA4xZYlQCLFUmIbBCs/heCnOtmitGbLG6bJqFymv6+kHYOfBygDrtSTgWtdd/yajZZnIJT/LsOkx7wStQfW/5M/s24QdafYN7gbgtaOHKJqwsspA64Xq7eokFWqGC5O9sPLeCdKBiTWttmddT9xz61iVbu7HkgzYhpWL68s1F8uM61mq1VN5QbwEk7Yqa5nKjTNPjFUfVvwfr/0bv8z6rLcurXr/YtnaqJnBen04fu7WZSu78ts1dkwC6CCoSwYL4PxV59KRirNUynZwkwArFxUxIkVP0p1/bErDVO9gnD3+p+f2MFQIKZbiIH1l5zo6PcWwF3+t8+MMT7lEOzr561WGiRlNWSL0vYki97K0ma043tLxTr2q5hFgYVi4yctQIN5F6SygD5ahbHzDmDXAinQoGSwhxNLSqds4kTQbPXr0KEdczZr2/pqPOXPdGSit2X98X8XtB5Lmo5vXndmQawXIqjR5Vb2GJR+Nko3cqvf19vawogTHxuNg8mevvQTA5tWLv1bTdmnzYdSbDD6K0RiZKv2sVvf00BJoTuRmFuoPJbf1dc7cBVlPlhF/sHnezOfRT7It0wOs9kwcOAznqwdYf/Pi37N5POLszTfU81InzLUb8LWhQ7T4mr72ae0llINfI4Pl+yVCQ9UlwJpK2S7pSBNSIqc97MimqyXuz5YrTtYB+togBNZ7B3lx3xCjVnytPdluMlGa8Sh+vqPCOGPWZADhsIjrNUwsrYmmFrkrhTvlaUq7U5bOTRNT6xpLhHPXYCnDwEnqxgrJRADHWECAZdj4SqFnaXEREWJIgCWEWEq6nVUM2SWCMOC5l58lNBRb+s6t+Zi+ld20+XB0rLIf1dHRg1gRbOmt7zb9qbJmG3mj+r9ic6pAZpYml4Zl0e7bExmB3Ufi2pbtZ5xTl+tqCSuXLguqQLbKtbjZljgYqzKiaLw0hB3NXJ6rN7vcuLM0MxPoRyWUnpld6Eh2So4WZu7i8kOfl8f3ctZIilu313/IN8TF6rPNTwQ4NHqYHk9jZ6Z1oDcc/BrVzwU/Dhqseo8msuw4g4VHHh8rcuhsiYO/QnHyOQxyY/yPs2wO936bI4eOMmQDGLS7bWRoY9wooLUmKuYYnxK/uLr6PyTmQyW7AvWUAMszFK3BZHiRSZYzpx4fzTHs2ZhjJ2YqqdEqqiTAWkBQayoLr+YSYSS7CIUQS8v6rk0EBjy3fw+v7vspABcPnFfzMY5p0BbYDJUqd/MNlwZp8y3MRbY9qKXV7WDcigijmcs+46ZPi9Ux62OzUYYxHX+4DY7sIRtAT1d9skXp0KGQdGjXgc+45dNizxwirQyDbGCSC2ZmgnLBKNnAXHSzxLk4SXaqWJrZasPXJWxtzLiGrrY4o5ErzKx/e314D74K6bA3saLKcOJ6MGvMTwQYLhxhRUljpKcFWKZLYOiqbTEAikkWz653BkspHG0RKZ+CCrC0QzqbxQ01xSmBbT4/wkttBqOpYYaO7mbIUZhGB4YyaLG7CJVmuDRCVMhVZLBaWEQzWrNc5B4/nzrwKZkGLdFkgNTSMuUfSeW+WbMt0YYhgVJzznN0kgCrlOxATi/gHxKmYRPMUYOl6hAeSYAlhKibi85+CwD/86X/yb7ca7T7DqtaZgYG02WjNKNhZZAwVqe2B7V0ZXrxTDgwVFls7fklxuyI9vTsO/CyRicjZpwRGPMO0x7U71rTpCkk8/1yxwcZdhTtmeoF9OnIIR/NDG6K0TgZ3bghz2WpJIM1XpjZUT7QlU0my1qT4CDnzcx6PXcoXire2Letvhc6hYU5627ASGu8cJAeT6OmFbm7STA54lVfWip68Ye9vZCC63lysIhUyLgRYukUTjqLG03u1AQ4zuRrcHx0J8dcG9uK23R0puLf5cPjR9GFccYseMfRkEuPZNkULiJTWM5glTOCgU/JULhTXveWVZNL5/PJYEXzyGC5yRijvBW/Fu3u/DdDmMqKu80Hs9RgEckSoRBiaRnY/GZWFuH1w//JPvsEq421cz8I6FAdDJmVH9DDRp52o6MBVzmppyPOOL16qHJw82uH9hIpRXfr7B88PalVeIbm0PgRho0R2oz6tZNIm60UkqXLQ4cOM2xDzyxDpNM6MxGMTVWgSJrGziEESCVzIseLVQIsfGw984Mym02RDqkaYP3na6/QEmgu3FY787kYtYrVXx+NwBimp6QxUpWZnXIt2fFi9bq9gr/wguv5Kg+QPmFHWKRQbho3As+PAyytNSem9JMbLx3kiOuQSUY9rUp+f146fmQig7XC01x/yMG2Tv4fB+Wi9ckaLA/PUJhTZgk6q/onH2BWHj+DTmqw5loiTHZq5u34Z2515t+Q2DSsuE1DOMvAaaRNgxBiiVGGwWq9gRfc/RxKwxVnXTOvx61wexmzw4nGnWEYcNwJ6HQbW6Dd1x23iDgwuL/i9teTwc1rk/urOaMr/lf591/9CYdTIWvbzqjbdbU4neTNkCAK2H94D5FSrOupvpsyZWar1pEVjBLZBnXBnyrtxB/OY1WCjgAfu0oBtZVKkw41xXBmYHh8eA89JU1r38z+Y/ViKYtwlgDruaNDKBWyogRGtnLQd7me7USxeoPKUrLk5DYgg+Umz+Ogo3GMFoxUBjfU+H4S2IY+w7ZGaeguaYrhMY7bivZkfuWW1atp9zX/uX8nfn6MnAWtvqYjHMNXiylyj5cIddKAtVyDZSqLmw4G3HjAJNs2mV2aqNmqMSpnPs1aU24c/P6iIw4wp++wrcUy7Li1yCxLvXEGS5YIhRBLzPsu/wjpQNHrt/Frb7l2Xo9Z29EPwM+TwGbnnl/imYpVnY37kAXYvCbu0n5spLLAvtxXamONJpcDm7fS5mueevH/IzAU527YVrfr6kr3oBXsHx3k8PE4+Du7t3o2LWN1UDQjvCl9hbTWFMyQFrut6mPqKZ180OWqZbBUUDXAUoZJKlKUgpmPKQZH6AzTGG7jsm+WsmfNYL2atGjoUekZGayWJJgcmiWDVUwyWLZ98kXjs0mpZLemqXCMLCqVxonAT1phaM+jYCpsbbG6qIkYZNwKWZF08u/p7WZjLuKXg79ivDCMVorWANqjHO9Yv4iAUBmYETC1BstQWFj82oGQc06soWvq02FM65s1TbmT+1xLhG3pjok/nze+sGa0lrIJlUbPNnBaS4AlhFiCLhw4i2/d9nWe+K3HsIz5dYge2LAVgBd3/RyA51+P/3/Ohto7EBdrRWcPTqgZzlUOfB4cO4wZaTavnn2Jc+OZmxgYg9eNQ9gRXH3u22Y9dqF6k+WcnUf3MZy0gljbWn3kTasb17gNFYcnbhseLzBma9oaPCYHIJOKg458aWZWx1chtqr+4e2GBqWwMlDxI42nxmmtUtBfT5ayZh3vc3g4Dmh7W2dmTzNJB/qRYvXZmaUgDnLdhXQVn6cWYzLgTJmtKCdeIgyi+DnUfomCAYZ2WFnSHExrAtNnZSZ+Lo22LjbmNMPeXo6MxzWHLUH8HLSmT/56lYqnBkZMBlj+lAzUAbunIsBSSZsGPdsSYbKLcK4MlpOZ/MfD+YWFjVOyTCuePjBLL66ISIrchRBLk2Pa8w6uAM4e2EKrr9l9NO6Mvuvoq1gRvHXz7EOi68EwDDp8kxGvcgfjSHGQtsAgZc/+l7zlOPSzFaU1m70NtDj1y7is64kza68f3cNY6ThKQ8fUXkJTtGfj4uVDo5O9sPYdOohvKLpbG9fioiybZLAK1fpgGdGs/YlsbeLpymLxg7l4tMpsBf31YtcYUJ3e9wOcULPq7b8+4762pOh9tFC9Oa2XFE27DchgtRuTdVJpuw1lGNiRQRDFz6H2ShRMUEaGlUXNoWQHZl9b/DtgtnWxKadRRo7nxuIsXVsS46gFzPGrxtQKTWUn93J/tK2beit3kSY1W7MFWJNtGmpfk9HawTVHXa45mEItsObNNsoZrNlrsCSDJYQ4LWQzaVaWbA7k4uaiBwv76CnZZN3G74JrC1xGw+GK28b8YbLB3N/7qv96H5d5t3PH9X9W12vatHo1LYHmwIn9jOlhWqMM5iwB64q2eOlw95RBvvuOxUX7qxo8JgegNV09wNJaxwGWWT3wdLSFpytrx/aN5Cma0Nna2PmJdtLPSuuZQZYuHCAbuWTPv2LGfe1JB/pcsfkBVmZKs9Y2Nw5ALUzC5DmM/CIFU2EYGVaWJn+uzR1xgGWkMpwZxOf4mY47/7cmGSwWG2AxGWBp38NXYJjxc/Cm/sogXyVtGvQsbTJ0GBIaas4MVmb7lXxgzygfODBCuMDn2zUtIjX7PEStNIaSAEsIcZpYHa3giHEcrTWH1Ql6o665H1QHrWQZU5VLPmPkyOraMxQBzlmV5b/ffjPnr5772IXoXLmK7hIcH9vHmJmjzZj9uVjVvQalNYeGJuvIjg7Fy4obVi5+dM9c2jJx0FH0KwOsyCtSNMCdJcCytY1H5QfcgYO7AVjd1ZgGoxPf27DRCoIqhdYlxshQ/fXsSBqPjs8SYPlJgJVqwBKhM6UmrTMVPz+WNgmSAEt7JfImmEaaNVNaXJzdNblM3L1yE21eildSI6ChpU4ZrLgp5+QSYaA0VvK6m+3Tlqmnzy6cJojKzVrn6IO18Ry8JIjTCwywWu343LP1M4uXCE9+AHaZBFhCiCWhv2MLeSvkO68+x6Dr09fSuBE5U3WYHYxZlUtV42aRrFF9Sa4ZlGnS4acYLe7nSAo6MrPvZuzq7qI1gGPJsg/AUPLn/p7GziEEaE+CjlJQ+RyWCkVKpiI1SwsAGwdfVQZYx4/HGcw1vbP/vPXgJB/MuWl9kOLNAUXSZkfVx2UyaexIU/RmFucDExsN0nb9C/Qd1+WmgxEXDIW0ZuPfTQubMOk/FS8RKmwzw9bbPj7xuOyUZW5n7SYGcppQaezImggAFr1EiKrYRRgYGr9rI3bfmbhnbK04drLze/UAK0yW7RyrdoClDIPB1vj3RC9wWkGrG/+8pWCWZUokgyWEOI2847y3kwo1/+M/P40Zad7xpnc25ft2ZVZRNDXHk67ikY4YsSLa3cYXiNfSrro56BQ4nFJsWjV7Ee+K7g46/Mrh0GPFQawI2tzGt2loTTsYWuNNC7ByhRJFA1J29S7hjnLxpjX7HE8KzFckNWiN4iY1O2NeZYAV5UYYsSEzy2tvOincEApe9SJ3P0wyWE59O7kDpFIOv3bA57+9GpBOJ9khZU+M/NF+iaIJtpUl7Wa54cwPcOf/cl/FOey+Ac4djq/dmDJnUy2yftDUBjp5LUPfI1Aa1dLDyrv/YtYM1mxLhGGSwUqZc2eQCm5H/IcFBrTtyeuTD6ovEUYqwpAMlhDidLFxy7lcdMIlVCFvGU6zfWtjdxCWremMl9F+un83AIdOHCA0oKul8fVLtaztPJfAUERKcfXm7bMel86kafUVo6XJTvh5b4RsaDV8TA6AZSjsSE0EF2XFQpGiCWmneoBlGyk8I6yog8oX4s0GndnGBreuFQcXY9M6skf5cUYtyLrVdzEq2yEVQbFKewkAP1lySi8yI1SN6UwGRF3Z+M8WDoGamsECx46D6j+68H/l1896a8U53DPezEAuzjT5xmSAs+gAa0oGK/Q9IkPjzjIuqNyYdLYAyy/vxJxjiRDAK3dvdxa2RLipNQ6wh/xaGSwJsIQQpwllGPzmWz/KXQdW8ftXfxyjgTMIpzpzddwg9FcHfgXAL/e+CsCq7sZmUeZy8WXvpcVzsaJetvb0z3qcUopU6JALpwyHjsZJR43fIFBm6cn6o7LxfA7fUGTd6vVMrpFCKygEk7VbJX8YM4L0IjqLz8dsAdbY+BgFS9E6ZTjxVMp2SYUaL6jeaLRcP5SZY3nrZKgpdUZdHfFzahnuRD8v7cVF7q49e9bS6l5Fb5DiTSMRzshkhrieAVapXIc2284+00raNMwSYCV1cel5BFhBsoNVuQv7fdnQmjTHnTWDJUuEQojTzFlvu4RbPvYo685uTvYKYGDDxrhFxInXANh1dBcAm9Y2pwZsNueu6+C2S/+KR979F3P+ZZ/SKXJT5tAVVIGsqm/hfS1WpPCiymBlNBcHfNlU9Q9814o/HPP+5HV70RjZqBkDquMP/1yp8pqPjMTLrG2ZjqqPU45LOoRSOFcGqwEBVjJ4uqhs1rYnGSzTxTcitNYTfbAyc4yMKazbyn2/8tnF2yduW2xTVwsDraJ4jmM5wJqlm/1EDdaUDNb7/iVg9eNxsFNMgp75PIdH1myLH9O5sJq9bJJVzc/WKoK5G53OhwRYQohlLdXexdoCHMnH9T/7RvbS4mvOXNv4HXhzee+ZLbypa+4PP1dlyavJDFLR8Mha8x9+u1i2VvjRtAxWYRSA1lT160glAVbOn8wG+VGOdBMGVJdnCuZKlYHS4FjcgLOzpfquTWU7ZEONF1UPsMq7EjN2/QMsIxM/jzkjzepMHIDaZhqtwIt8vGKBoqnIOrWzOYUb7+J3132MnanJ0UuLzWAZGKAigghKUTnAmmWZdKIGa7KT/tde0xxOfg2KwfyD1EMbL+GsLX+H072wkVqZJENa0JLBEkKIhlGGQY+f5ngYd3M/UjxCT8mmPbX4GoxmSZnt+EZE3i+QGx9nzI5oTTe2WedUdmTgT+spNJ50O2/PVh/Xk3bijMzYlIJxTxXJNGFAdXl+4vQAayg3DMCKtuo1YMp2yQbgRbWXCN0FNNmdr3KA1Z2azO6Ve4wVgyJjxRxaQessmwrK+lZ182T7ZRW3LTbAsjDQRPjRlJ2Us81jVAZWVL0GK9KawkSANfdz6EeQN9O0L7DkrTxTslTlGrTWREpjSg2WEEIsXo/qYszMUwpKDEZDtAXNW16rh7Q9OS7nwP7DjFqwor2xvaSmsrSJT2UGK1+Ke0W1Z6pnsLJJgfLxKYOTPcMjbdQOEOohkwRYBa8yUBouxBsFVrfNUuRuWmRChU/1WYRBFGBGNKR+sDx42tCTmR8nCaYKfpGRUhyots6RwVqVUbypEz7z1slrNDKL221qKgOtNIGOs2kAmVl6gSml4jE0VWZBjvnghfPPArYkhwTVm/LPKp0EWNN3sQJQnoUoAZYQQize6swGtIIfHXqB41aBLtW87E89tGfijMvxwhB7Dr5KaCj6ahTG15utTfxp9SzlVgZds3x4t6TigOHEeFyrVQw0RTOgxW780mY6ydgUpwVYY8X4WtZkZw84UpExa4AVRgGmbkz9mNmS9GWbsnTlTmQBi4wlw7Y73LkD1BdvtfnDc01S514cn3IeBeU1rw2DKFkiDJIlwkyN8TVGkvGarhiAl/TBms9GgUtXxc/1xgX+yjiGjaEVJTWzBkuHPoFSWAscv1NN/ReKhRDiDebMNVtpPfLvfP75rxIqWJ09tQXuC9XbvgpGYM/QMYYG4zE5Z6/d2LTvb2HiT+vKXkyK19vd6lvo2zKtMAQn8nHW6PhYkZwFranGN3htcatnsHL+OIYJ3anZl8xS2sZXXtX7Ah1gLjCbMl/WirhpbHrKCJ+UkwUPhgs5xoMCWPMLsMq63ns30Xt+Z9HXZqo4YAoi8Mq7AGt0s5+663CqYgilJAOWnUeAdWGvwdBvKTrchQW1SilsLDxj5jXoIMA3wFSLD48kwBJCLHubBzZyycshT9l7WFuI2Lxp9r5TS9HqNRsxhzR7Du0hGDsAKdjQ3vhBz2UWNoVpWZ1iUAATMrPUBLVkWnBCzWhSDD90YpgxCzozjR+RlHFTKK0pBZXXnA9ypDBqLvGltUWoCgRRgDVtp1mow2RsTP0p22Hlx7+E1T6ZXU2nWmAchsfHyPtxgNWVmn+AZaSzGOnFL4fHGSyNH+mkDs0mW6MX2KwZrDDJYCnIznOjwEKDqzIHm5KaWeQeBAGBiscpLZYsEQohlr2WDWdy3RGLbcdb+d93BWx78xmn+pIWZM369bQFcPTEfsaKR3Eigxa7iW0alI0/bbmlFBRQenLH3nTpTIp0BKNJB/1jJw4TGooVLY1fnnVcByeC0rT5iYWoQCqsXXuTUuUeWjPnEYY6wKRxLSbsnrWoKU012zPxMuvx8RHyYfyzdC8gwKoXyzBBgeeV8JOoos2ZY4kwqcEa//63+L/3/B9AOcCKf4/mG2CdrBQORXNmDZYfhAQKrFkapS6EBFhCiGVPWTbm2m380euDtEUr6ep5Y9Vg9XS30eIbDOWOkg+P0xJlm9LFvcxSkw0vy/yoiB2pWa+jJZMmHWrySXH2seEjAKzqWtiW+5ORcm3saOb8xKIu4ujaH6wpI2lSOUuAZejmfaz2tMbF+Cdyw+TD+GfpTjW2SWs15amGpWIBL/nxO1M1AqykKF5rzfA3Ps+V48/TEuYphhovioOeloYHWC6FKuu5vh8vEdrG4muwJMASQgjgrJt+g2L7KlbfcFtTg5N6UErRGmYZ9g5zzCnS6TR+yPNUtuHiTwuwvKiEE83+EZNtSZEO47ongJHxeEB1X3fjRxRZtoOjwQ+nDajGw5mjD1c6yQwOFcdm3Bc1cImwmu62duxIM5wfoag9zMig3W1+e5FySwPPmwywumrUsZlJ6BFO6ea+IhimEEz2Esvajf050solP0uAFSiw65DBkhosIYQA3P6z2fzAY6f6Mk5am72GXdYv0bbiwu7Zh0M3gmW6+NNqajxdwtazf0g6qTTpcLIYfiwfzyHsam189lBZNk6k8aYFWEXl41C7ZUGbHS/LHRwb5rxpZW6hjuKmm03S3poiG8BoaRRbe5iRhWM2/x8HdjnAKhUpGYA2cGoEKOUAK4hCNPB/nWHRbf0HxbBvIoPViHFDU2WMFCNWnEWb+g+qkl9CK4U1Wx+vBZAMlhBCnAZ6115CwVIUTcWVZ13Q1O/tmOmJzEWZrz1sPfuHpHLjJcJiGO/ky5eGAWhzm9CB3rJwIgimD6hWIa5Re4mtzW3D0HAwd2LGfRHBRPDQDE4qQzbUjHvjFLWPVeP5bqRyBqvkFSgZCqid/Sn3mAqigLwJz3aZZFv+H4phHHRBfTJItaSNFDkzblY6VSGZT2nXoU2DBFhCCHEaeN/lN2BELbhGG1f0bW3q93asNIExOYsPwCfArrFIoux4rp8XxcXZBX+EdGDEBdMNpqy4Bmt69/mCGZIyaxeJO+ksrb7Bsf0vc+iB3yIcH564LyRqag2W4abJBpD3x/EIMJswZqia8ms2uURY+zrMpJdX0fcZssvZozAOsJLu6nYdZgHWkjXS5C0oTIuwSn4cYLl1yGDJEqEQQpwGVmUt/v6/fgFNNKN9QKO5TgYKMJ4fpbM1brPgKx+b2XcyKsPAjsyJIdHFaJx01NisxcT3tux4F+G0+YkFU5Myay8ROukM7WMwevSXhENH8V5/mXTSsDPSYVOXCLEdsgEcDfMUVYg5R2DTKFaSkfK9AiUTDFX7OsoZrGIxz1jykitURQarHqNqaslaaXIm5D2P9ikbA4rlDJYsEQohhCjrSLXRmepo+vfNOHHW58TYyMRtngqx5/jAd7SFT/yBVqJAmupNSevOjDNYgZ4MsLxSjpKpyMzRSd7NZlnhRQzquHYsHD42cV9IhEHzisyVUqQik6IuUDRCzGY9f9PYSQYr8OMaLFPVvg6TyQCraMQZLE1IIdAEOsTQNHyjSYuVRivFcCFXcXs5g+XIEqEQQohTLZOKsz4nxkcnbvNViD3HB62tbbykA3zRKJFRzenhpJTC1mpiODPAidE4UCqP8JlNNpuhPx9wwMijgWBKgBUR1WWG3UKktYWnSxQMjaWa36IBwEpG7fh+Cc9Q2MYcAZYxGWCVylGIivtghTpqyk7M1mQ36IncSMXtxaR1h2sv/rmUAEsIIcSitKTiD6uR3GTrAs+IsM3aH7QuNr7yiXREwfBJm00ocE+YWhFOGe9zeCjexdiW7qj5OCebZWNOM25pPnm2zWtDgxP3Raq5uwgB0th4qkjeAqsJg7KrKRekB16OkgGpOYKTibYOpTylKfFoIdCEOsRsQh1ba3KNI6XKfmZFP950kZ5jaPZ8SIAlhBBiUdrScWA0kp/MYJUMjW3W/pDKkEYrGM4NkbM0LU7t7FE9WdogmDKg+uhovCuwI9tZ83FGKsPW0Yi3nAh5vcXg/x3bO3FfSFSXGXYLkVUunuGTMxW22bzu/VOVu54XiwUK5mTAPevxSQarVCpQnBKF5AOPgBCjgd3wy8oTBvLT5lEWku7+WWfxwaoEWEIIIRalPRsHRuNJPYsOfEoGuHPsyCtnrPYO7mPUgtZUd2MvdApLG0RMNro8Pj4EwIq22tdgtndja/joawHrcg5Hrcklpkjppi8RdqkkSHUU9hwF+o3iJAXhI/k8I5bJinTtQLkchMZ9syaDqZxXICDCakIGK2PH2dVyW4ayQtI2JOsuPliVXYSL9KlPfYrBwUFM0+Qzn/kMVoObowkhxFLT1RZ/oOaSsTdRqUDRBGeWQc9lLU4HAL88/BqhoehsQpPRMkubBExmsIbzcaDU2177GsyOnskvwk7GrMl+WKHSpOboAVVvPVNmTrpzFOg3imM54MF4Ps+orTgnWzvAspI2DUGy67CsEBSxCLGbkPvJJLMSi/60ZrPJAPCWOgRYSzaDVSwWufnmmxkYGGDbtm1cd9117N69u+qxO3fu5OKLL2ZgYIALL7yQl19+ecHf76677qK/vx+lFC+++OK8zv/kk0/y8ssvY1kWPT09ElwJIZal7pZ2AApeHGCNjo2glSLj1M6otKfjlg6vDO4EYFVnXwOvspKFSTglgzVSGsWONL2dHTUfZ0wZpqzDDkbtAK3jkSuB0k1vkbFqyrJqyynYQQqTLQ2KpSI5E9Zkawd6ZnK85xUmi9yJA6xANSeDlU2GZhdmBFjx1/XIYC3ZAAvgjjvu4Je//CU//elPueGGG7jjjjuqHvehD32IO+64g1/96ld87GMf44Mf/ODEfZ7nsWvXrorji8Uie/bsqbjt1ltv5Qc/+AEbNmyY9/lfeukltmzZwkMPPUQul2PHjh2L/ZGFEOINpy3bitKavBe3LjiWNN/MpmoHWNlsB24Ir47Hfx9v7O1v5GVWMDEJ1WSANV4aIxtAe2bu7fn7b7yP96+/n75sB2O2ZtSLzxMojamam8FamZ4MZrpbemsc2TiOk9QzBWMULU1vtvYyq5W0QAj8EkVDYSQzK4tBMV4ibEKri2yyRFicPvA7KmFHmpR7GrdpSKVSXH/99RO9MC666CJef/31GccdPXqU559/nttuuw2AW265hV27dk1ku1566SWuuuoqXnjhBQDy+Tw33HADTzzxRMV5Lr/8ctatW7eg8/f19bFiRZxO7unpYWRkZMbjhRDidGeaJulQUQziDNZgUjDenmmv+bh0axu9Jc2+8CBWBJt7Vzb8WsssrIoMVi7IkQ4NTGPuj8WLrrqcp/7grWzp6gBg13D8d79vaCyjuQGWPSWjtqa98YOyq8nacYA1ZsY7Mfvb19c83kp2l3p+kaJl4ETx16UwzmDZzQiw3OQapgVYpbCEG4JjLf4almyANd0jjzzCjTfeOOP2ffv2sWbNmonlOaUU69evZ+/eeGfH9u3b+epXv8pNN93Ejh07uO6667j00ku599575/V9a53/lltu4bnnnuPuu+/m5z//Oe9617tqnuujH/0o73nPe2YEd0II8UYXB1hxgfBg0luos6X2jryWtlZWF+NRJT0lkxa7eQXilrIIVDSxvFcI86TC+X8kuqZiRaYDgH1DR9FaEyiaHmCpVIZb9we8eSRi65pTE2Clk5YHQ6lRlIYNbWtrHm8m9U+hX6RkGthRHKA1M8ByHQcz0pSCym7+pahEKgK7DtHRKSsauuyyy3jllVeq3veTn/yEvr7JtfhPf/rT7Ny5ky9+8YtVj5/e8bX8him79NJL+cIXvsCVV17Jhz/8Ye6///4FXets53ddly9/+cvzPs/DDz/M+eefv6DvLYQQbwSpyKCk4gBruBAHWN0tXTUf09beyqac5kdd0Ftqbg8nS1mgwI8CHNOmGBVx9cKCo5VtXXAUDg8fg2gA3wDbaO64GrO1k/9yKKQ4mGLjilM07NlxcUPNkZRHJsriWrX7n1mmCyEEgUfJMDB1BhjCT2qwUk3YiWmYFrYGL5y5RJgK1Rs7wPr+978/r+M++9nP8s1vfpPvfve7ZDIz34B9fX3s37+fIAiwLAutNfv27WP9+skU5eDgIPfddx/33HMPf/d3f8f3vvc9rrzyynl9//mcXwghljsnMikZ8Q6s0ULccHRlR+1anJb2Ni4bDPlpu8XZxZn1r41kJbv9SmEpDrAo0bbAAGtNsuNwaPw4OvDx1WRPqGYxWzsAyNgGptH4/lHVKMvGjaBkQyaqHVQD2HY5wCpRMg0MUhhaUwrzhCrCaUarC8PEicALp2ewPJyoPgHWkl4ifOihh3jiiSd45pln6OjoqHpMb28v27dv5/HHHwfgG9/4Bv39/fT39wNw5MgRrrrqKu68804efPBBnnzySW6//XaefvrpeV3DXOcXQggBjrbxdJwNGPfGsSJNT0vtInezs4eOAP7klyXa0puacZkT7GQpzwvjbu4l5eEucJbfio4elNaM5U8Q+kVCQ+HMMSam3oy2OKDRUdTU71vBskkl5WyuM/cyZXkMTRCU8AzQyiUVgu+NEyiN3YQAS5kmdgR+6FfcXtIebqjqMgtxyQZY+/fv5+6772Z4eJi3v/3tbNu2jbe+9a0T919//fX8+Mc/BuDRRx/l0UcfZWBggAcffJAvfelLE8cVi0U+8YlPTOz8O+ecc3jqqacoFCq7t37kIx9h3bp17N+/n6uvvprNmzdP3Ffr/EIIIcDBwSPOBuT8cdKhIuvU/qA0su0ESdNJu3tVw69xKmsiwIqvuagCUguc5WenW8iGMF4aIV+KP1PsOZbH6s1Knjd7ZfNaXEynbBcniktnUtm5M5Guk0Jp8MMinlIoI0U6hNAfwzMj0s3YiWla2FrjR5UZLE/7OFF9QqMl27hp3bp1M2qppvr2t7898eezzjqL//iP/6h63IYNG2a0XhgYGGBgYKDits997nN87nOfq3qOWucXQggBrkrhqXgXYT7Mk55HFkApRWS54AesPeOMZlzmBCeplSqFJbTWFMyQ1AJn+al0lpZAU/BHGT9FAZbZ1kXne/8bTv/ZTf2+UxnpLCUzfq1bWzfOebzluNiRxgs9PBuUmcL1NRE5SoYm24QsoDJMrAjCKKi4vYSHfboHWEIIId44UlaakhF/WBXDIqlofss8Pb/x+xz4z+/ztu2b5z64jsqtAopBiXxQQCvI2AtrLqlsl2ygKAXjExksp8kBFkD2rdc0/XtOZaSzjCbRRG9L7R2EAIbj4ETghyV8R5My06RDsFSOgqXJNmOjgGliairmUQJ4BLgSYAkhhFgq0maGkorrgIq6iBvOL8BqveBKtlxwZQOvrDonaXaZ8z2GC/GQ6uwCh00rpUiHJkNRnoIXF/jPtYPudGRkWhkY17zQrljTMvdSr+24uBEEQQFfaTJWJm6NoMbxTWgxGx9gKcPC1NUyWAH2PP9xMBcJsIQQQixai9uKF8JIyaOki7TS3HYFC1UOsMZ9j91j8a7HzqSv1UKktIWnC+RKcYB1KjJYp5rR2smv780w2vs2ulNzv+5uNoMTaYKwQKAiTCtDKtSYahiANmthtXAnxTSxNHhRWHGzrwIsXZ/fXQmwhBBCLFpHqgNysGvoBHnl0asXlg1qtlQSCI17HiOFuPN8b1vtxqjVpLWDp4qMJwFW1k3V7yLfIJRS3PrmxzlagN+ZR2xipbM4EYRRiUCZmHaGVAjKHEYDnU7je6KpZIkwnLZEGBJh1Gn/35LdRSiEEOKNozx/bu/QIXKmT1otflhuI7l2eX6ex8GhYwCsm6NvVzUp5eIpn3yyRJh1ll+ABVDek9buzN3ewEwCrJwJKLCcLKkItBnXsa1M1R6xVBdGHGBFujKDFaKhTp3kJcASQgixaKvbewDYe2IfRTMiay7tDJbrxAFgzvc4NjaIFWnWdC08wMoYGUpmMLGLsC3V3I70S0V5z3/XPFZIjXRLHGBZcTCWtlO4ejKo6U01/ndHlQOsKfMotdZESqPq1IdLAiwhhBCL1tfZi6E1e4ZfB6B1gQXjzeaksxhak/dLDOdP0O6DlWld8HkyVoZIaY6X4vFA7emlnblrlLGkX+eaecSXKp3FjTTjSRyTshxSSWf9TKDJuM0JUk2tKjJYYfJnVac+XFKDJYQQYtHaOzpo9+Fgbg8AHamFZ4OayXJT2BEUvDy50hBtgcY4iQAra8fd6o8kdVxd2SYsby1BT7/L5Nt79bzG9Sgnha1hPMlgZSyHTu0APh2+RlnNGTdkoioyWEFUDrDqExpJgCWEEGLRzLYuOnzNHm83KFjTuvJUX1JNViqNE0GxlKcYjLA6ACO78ACrzW2DCAa9IcxI055dnkuEV6w2uGLuKTlAXBRvR4rxJALJ2A7dRgbI4USgmjTP0dAKracGWHHBu6pTHy5ZIhRCCLFohpuit2QQqYgVJU1354pTfUk12W4KJ4KSl8ePxsiGDspYeO1NRybOWA0HI6QjcN2l3Z5iqbAjk3ySwWqxHdam4/5Zlw1GTc5gTc5wLGewDKM+uScJsIQQQtTFai/uX7SqqOnp7TnFV1Obk07hRJqSX8BTebLGye3+687GrR3G9ShuCIbZ+EHFpwNzymDtrOWwsmstD/804tqjITQxwNJMrcEqZ7Dq08tMAiwhhBB1cXawgk4P3nk0ZGXvwntKNZObiuuA8l4Rz/BoMRe+PAjQ3doZF8urcZxo7vojEftF99sm/tyVcsmu6KHH91GAMptTvWRiVM1gmXUK8CTAEkIIURfrWlbxlz8rsW3EwFzixd5OOq7BGi6OEZgRHemTCwhbWrNkA4hUVLcZdsvBYNvkcOpV2SxW12TNXrOWCA0M9JQAy09qsAxTMlhCCCGWkLX9fQCo9m6UsbQ/XtxUXIM1HBwHoLdzzUmdx8m00O7HXaAy85y/KMCxJttZrM6ksTp7J75uWg2WMoGZRe6WJUXuQgghlhB3dT8AmZVrT+2FzIOdzpAONeM67uK+adWmkzqPkc6ywpMAa6HcKQFWb9rE7JxSs9ekJUJDmWgVEUTx6xcmS4RWneZJSpsGIYQQdZE65y2kz72Eliv+y6m+lDkpx6XFN4lU/KHat27LSZ3HSGXoLcV/bolkB+F8paYEWFlboc2Oia+blsEyLDQliiG0GOBHcbdUx5Zhz0IIIZYQI5Wh+/Y/OdWXMW+pKA0UaPUhu6r/pM6h0lnWFSLApCdYnj2wTkaL3VHx9dQl5ZNp+HoyTMMCFcUBlg3F3Fh8e7o+9YMSYAkhhFiWHN0KFGgPUyfVAwtA2S4XnzDQ+Kw3l/bOyaWkr7WLVwBDzQxKlZtuyjVYhk2kNMW49IrxoUEAjNauupxfarCEEEIsS+1GXPfTY8yzBXkVSimUneHqYxEtTQoMTgfrWgxe9f43rjzj7onbWt/5G9hrNjZtg0S8RBhnsADyR/fHt6/YUJfzSwZLCCHEsqS73sof/+InHLvy/Ys6j5vJQnGU3s7lOej5ZNzcrxgs3sjvvWkymGp/92/T/u7fbto12GaSwUoCrOLQUQAymZa6nF8CLCGEEMuS9dbr+d3xbTy5ff2izuNksvgnoKNNAqz5ancUd597anddWqZNqKAYakDhjw+BC1m7PtclAZYQQohl6fazba7pW8+6lsV1YDfScWCl0vXJfIjmsC0HIsgHIWDgByVwodWWWYRCCCHEoiw2uAJQqTjAMiTAekNxkoaieT9eIwx8D4BWR0blCCGEEKdcuW/T1HEvYukr97vK+fE2wjAsAtBapyVCCbCEEEKIRUifewkA9pqNp/hKxEJMZLCCOMCKwrjRaEZqsIQQQohTL7P9clJvuhDDSZ3qSxEL4CYZrMJEgOWBhrQlGSwhhBBiSZDg6o0n5cQzBwtePOsoijwUBk6dIiMJsIQQQgix7Dh23BjW8/IAhDoCbWAuft8DIAGWEEIIIZYh244zWEEpDrAiIhQGStUnwpIASwghhBDLjm3Hy7qenywREqF0/cIiCbCEEEIIsezYVhxg+X4BHYWECqB+3eUlwBJCCCHEsmM75QCrCGEcYKk6hkUSYAkhhBBi2SkHWKFfQocBgQIlGSwhhBBCiJNXrsEKA8lgCSGEEELUhe3EbRrCsISOQgKlJIMlhBBCCLEYtpMBIApKEAZxBktJgCWEEEIIcdLKGawo8tDlAKuOEwQlwBJCCCHEsuO4cYClQy9u02BIBksIIYQQYlEsMx72HIUelHcRKslgCSGEEEKcNKUUVgQ68tATuwglgyWEEEIIsSimBvRkBsuQDJYQQgghxOJYWqF1kBS5K5QhAZYQQgghxKKYANqHZBahIUXuQgghhBCLY2oDrf2JGixD2XU7twRYQgghhFiWTBToYLIGy5QlQiGEEEKIRTExgCDug6XANCSDJYQQQgixKFYSYEW+TyABlhBCCCHE4pnKQBHgBZLBEkIIIYSoCwsTpUJ8P27TIDVYQgghhBCLZCoDiPCTDJYlGSwhhBBCiMWxlUWkgiSDBZYpAZYQQgghxKKkDJvQCPGDkECBLUuEQgghhBCLk1IOgZpcIrRlVI4QQgghxOKkTAff1HheQGAoHMlgCSGEEEIsTtp08VVEManBkgyWEEIIIcQipS0Hz9QUPZ9IgWvKsGchhBBCiEXJ2ik8A0qBB4AruwiFEEIIIRYnY6cpGeCV8gBSgyWEEEIIsVhZJ4VWiqI/BoBr1S/Aqt+ZlqlPfepTDA4OYpomn/nMZ7Dq+OIIIYQQonGydhqAQpADILXcMlgPPPAASilefPHFqvfv3LmTiy++mIGBAS688EJefvnlBX+Pu+66i/7+/qrfZ7bzP/nkk7z88stYlkVPT48EV0IIIcQbSNbJApCPkgDLcup27iUfYD3//PP88Ic/ZP369bMe86EPfYg77riDX/3qV3zsYx/jgx/84MR9nuexa9euiuOLxSJ79uypuO3WW2/lBz/4ARs2bJj3+V966SW2bNnCQw89RC6XY8eOHYv5UYUQQgjRRO1uGwB54hqsZZPBKpVKfOQjH+Hzn/88Sqmqxxw9epTnn3+e2267DYBbbrmFXbt2sXv3biAOgq666ipeeOEFAPL5PDfccANPPPFExXkuv/xy1q1bt6Dz9/X1sWLFCgB6enoYGRmpy88thBBCiMZrT7UDMK6KAKTruBK1pAOsT37yk9x2221s3Lhx1mP27dvHmjVrJpbnlFKsX7+evXv3ArB9+3a++tWvctNNN7Fjxw6uu+46Lr30Uu699955XUOt899yyy0899xz3H333fz85z/nXe96V81zffSjH+U973nPjOBOCCGEEM1XDrByRgmAdB0zWKesaOiyyy7jlVdeqXrfT37yE/bv38+zzz7Lgw8+OOe5pme3tNYVX1966aV84Qtf4Morr+TDH/4w999//4Kudbbzu67Ll7/85Xmf5+GHH+b8889f0PcWQgghRGPYTppMoBm3AgDS9mnQB+v73/8+g4ODVf/r6+tjx44d/OIXv2Djxo309/ezf/9+rr32Wv7pn/6p4jx9fX3s37+fIIifHK01+/btq6jZGhwc5L777uOee+7h6aef5nvf+968r3M+5xdCCCHEG4+ybFoDzVgSYLXZy2CJ8N577+XgwYPs3r2b3bt3s27dOp5++ukZy3C9vb1s376dxx9/HIBvfOMb9Pf309/fD8CRI0e46qqruPPOO3nwwQd58sknuf3223n66afndR1znV8IIYQQb0xxgAUjdrwy1eosgwBrLtdffz0//vGPAXj00Ud59NFHGRgY4MEHH+RLX/rSxHHFYpFPfOITEzv/zjnnHJ566ikKhULF+T7ykY+wbt069u/fz9VXX83mzZsn7qt1fiGEEEK8QSUZrGEnLgVKWfVbIlR6esGSqLvnn3+eCy64gOeee05qsIQQQoglIirmuf+Lv8aOnnjI8z/c+jhtbmtdzv2GzWAJIYQQQiyGsmw6/Mk8ky3DnoUQQgghFsm0aPcnv0yZbt1OLQGWEEIIIZYlpRRtgVnxdb1IgCWEEEKIZastbExLUAmwhBBCCLFsSYAlhBBCCFFnbdppyHlP2agcIYQQQohTzTAdzh2O6Gg/s67nlQBLCCGEEMtWW9rhnp0+2Wvq26dSlgiFEEIIsWxZTtz7yqzjHEKQAEsIIYQQy5hKxuOoOo7JAQmwhBBCCLGMSYAlhBBCCFFv5fE4EmAJIYQQQtSHMuLu7cqUGiwhhBBCiDpJAizJYAkhhBBC1ImSDJYQQgghRGNIBksIIYQQor5kiVAIIYQQol6U1GAJIYQQQjSG1GAJIYQQQtSHDnwAjHRLXc8rAZYQQgghli1nwxYAzNaOup63vvkwIYQQQog3kLZrf5PMtsswMq11Pa9ksIQQQgixbCnDxF7dX/fzSoAlhBBCCFFnEmAJIYQQQtSZBFhCCCGEEHUmAZYQQgghRJ1JgCWEEEIIUWcSYAnRAE888cSpvgTRRPJ6Ly/yei8/J/OaS4AlRAPIX8DLi7zey4u83svPybzm0mi0CQqFAgCvvPLKKb4S0SzDw8M8//zzp/oyRJPI6728yOu9/AwPD5PP58lkMvN+jNJa6wZekwD++q//mttuu+1UX4YQQgghTtJzzz3H+eefP+/jJcBqgsHBQZ5++mn6+/tJp9On+nKEEEIIsUBbtmyRDJYQQgghxKkkRe5CCCGEEHUmAZYQQgghRJ1JgCWEEEIIUWcSYAkhhBBC1JkEWHWyc+dOLr74YgYGBrjwwgt5+eWXF3WcWPrm+1r29/ezZcsWtm3bxrZt2/jbv/3bJl+pqIe77rqL/v5+lFK8+OKLsx4n7/HTw3xfb3l/v/EVi0VuvvlmBgYG2LZtG9dddx27d++ueuyC3t9a1MXb3/52/eUvf1lrrfXXv/51fdFFFy3qOLH0zfe13LBhg37hhReaeGWiEXbs2KH37ds35+sp7/HTw3xfb3l/v/EVCgX9j//4jzqKIq211n/xF3+h3/nOd1Y9diHvbwmw6uDIkSO6vb1d+76vtdY6iiK9cuVKvWvXrpM6Tix9C3kt5S/g00ut11Pe46cfCbCWn2effVafccYZM25f6PtblgjrYN++faxZswbLiicPKaVYv349e/fuPanjxNK30Nfyfe97H1u3buV3fud3OHbsWDMvVTSRvMeXJ3l/n14eeeQRbrzxxhm3L/T9LQFWnSilKr7Ws/Rvne9xYumb72v5b//2b/zsZz/j+eefp7u7mw984APNuDxxish7fHmR9/fp5dOf/jQ7d+7kT//0T6vev5D3twx7roO+vj72799PEARYloXWmn379rF+/fqTOk4sfQt5Lcu32bbNRz/6UQYGBpp9uaJJ5D2+/Mj7+/Tx2c9+lm9+85t897vfrToSZ6Hvb8lg1UFvby/bt2/n8ccfB+Ab3/gG/f399Pf3n9RxYumb72uZy+UYHh6e+PqJJ55g+/btTbxS0UzyHl9e5P19+njooYd44okneOaZZ+jo6Kh6zILf3/UvD1uefvGLX+iLLrpIn3nmmfqCCy7QL7744sR973rXu/Szzz4753HijWU+r/lrr72mt23bprdu3arf/OY36/e85z1S8PwGdeedd+q1a9dq0zT1ypUrK4pg5T1++pnP6y3v79PDvn37NKA3bdqkzzvvPH3eeefpCy+8cOL+k31/y7BnIYQQQog6kyVCIYQQQog6kwBLCCGEEKLOJMASQgghhKgzCbCEEEIIIepMAiwhhBBCiDqTAEsIIYQQos4kwBJCCCGEqDMJsIQQpwWl1Jz/PfbYY/z2b/82b37zm0/15QLw5JNPsmbNGkql0ryO3717N9lsll27djX4yoQQiyWNRoUQp4Uf/vCHFV+/7W1v4/d///f5zd/8zYnbzjjjDEZHR8nlcpx77rnNvsQKWmu2bdvG+9//fv7wD/9w3o97//vfj1KKr371qw28OiHEYkmAJYQ4LSml+MxnPrOg4KWZ/uVf/oVrr72WQ4cOsWLFink/7l//9V+55pprOHDgAL29vQ28QiHEYsgSoRBiWZm+RPjYY4+hlOJHP/oRV111FZlMhoGBAZ5++mmiKOJP/uRPWLVqFb29vfzxH/8xURRVnO+VV17hpptuor29nWw2y7vf/W5ee+21Oa/jK1/5CldccUVFcOX7Pn/0R3/Ehg0bcF2X1atXc+ONNzIyMjJxzBVXXEFXVxdf+9rX6vBsCCEaRQIsIYQgDrxuvvlm/v7v/561a9dy66238gd/8Afs3buXr3zlK/ze7/0eDz74IH/zN38z8ZjXX3+diy++mBMnTvDYY4/xta99jWPHjnHVVVfNWVf1z//8z1xyySUVt/3Zn/0ZX/ziF7nnnnv4zne+w1/+5V/OqNEyDIOLLrqIZ555pr5PgBCirqxTfQFCCLEU3HXXXXz4wx8GYO3atWzdupVnn312orbr2muv5Vvf+hZf//rXJ+q6HnjgATo7O3nmmWdIpVIAXHzxxWzcuJEvfelL3HnnnVW/16FDhzhw4ABbt26tuP1HP/oR11xzTcXjbrnllhmP37ZtG5/73OcW/0MLIRpGMlhCCAFcffXVE38eGBiYcVv59n379k18/Z3vfIebbroJy7IIgoAgCOjs7OS8887j2WefnfV7HTp0CICenp6K288//3y+/e1vc//99/Pss8/OWI4sW7FiBcePH8f3/YX9kEKIppEASwghgI6Ojok/O44z47by7cViceLrwcFBHn74YWzbrvjv3//93ysCsenK53Bdt+L2j3/849xzzz185Stf4cILL2TVqlU88MADTN+LVM6WTb0WIcTSIkuEQghxkrq6unj3u99ddSmwtbW15uMAhoeHK253XZf777+f+++/n1dffZW/+qu/4v7772fTpk28//3vnzhuaGgIx3Fqfg8hxKklAZYQQpykq6++mhdffJHt27djmua8H7dx40Ycx6nZMHTz5s18+tOf5tFHH+WVV16puG/Xrl0Ty5hCiKVJAiwhhDhJDzzwAG95y1u49tprueOOO1i5ciWHDx9mx44dXHbZZbz3ve+t+jjXdbngggt47rnnKm6/+eabueCCC9i+fTvZbJZ/+Id/4MSJE7zjHe+oOO7ZZ5/lsssua9jPJYRYPKnBEkKIk7R582Z+9KMf0d3dzZ133sm1117LvffeO69O8bfeeitPPfVURX3VJZdcwre+9S1uu+02brzxRnbs2MHXvva1imL7w4cP85Of/IRbb721YT+XEGLxpJO7EEKcAseOHaOvr4/vfOc7XH755fN+3COPPMIjjzzCzp07UUo18AqFEIshGSwhhDgFenp6+N3f/V3+/M//fN6PCcOQRx55hE9+8pMSXAmxxEmAJYQQp8h9993HBRdcMGfX97KDBw9y++23c9tttzX4yoQQiyVLhEIIIYQQdSYZLCGEEEKIOpMASwghhBCizv5/5EbpQHG1lKUAAAAASUVORK5CYII=", "text/html": [ "<img src=\"data:image/png;base64,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\" />" ], "image/svg+xml": [ "<?xml version=\"1.0\" encoding=\"utf-8\" standalone=\"no\"?>\n", "<!DOCTYPE svg PUBLIC \"-//W3C//DTD SVG 1.1//EN\"\n", " \"http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd\">\n", "<svg xmlns:xlink=\"http://www.w3.org/1999/xlink\" width=\"432pt\" height=\"288pt\" viewBox=\"0 0 432 288\" xmlns=\"http://www.w3.org/2000/svg\" version=\"1.1\">\n", " <metadata>\n", " <rdf:RDF xmlns:dc=\"http://purl.org/dc/elements/1.1/\" xmlns:cc=\"http://creativecommons.org/ns#\" xmlns:rdf=\"http://www.w3.org/1999/02/22-rdf-syntax-ns#\">\n", " <cc:Work>\n", " <dc:type rdf:resource=\"http://purl.org/dc/dcmitype/StillImage\"/>\n", " <dc:date>2023-06-12T19:46:56.203830</dc:date>\n", " <dc:format>image/svg+xml</dc:format>\n", " <dc:creator>\n", " <cc:Agent>\n", " <dc:title>Matplotlib v3.7.1, https://matplotlib.org/</dc:title>\n", " </cc:Agent>\n", " </dc:creator>\n", " </cc:Work>\n", " </rdf:RDF>\n", " </metadata>\n", " <defs>\n", " <style type=\"text/css\">*{stroke-linejoin: round; stroke-linecap: butt}</style>\n", " </defs>\n", " <g id=\"figure_1\">\n", " <g id=\"patch_1\">\n", " <path d=\"M 0 288 \n", "L 432 288 \n", "L 432 0 \n", "L 0 0 \n", "z\n", "\" style=\"fill: #ffffff\"/>\n", " </g>\n", " <g id=\"axes_1\">\n", " <g id=\"patch_2\">\n", " <path d=\"M 64.557544 258.225354 \n", "L 422.361999 258.225354 \n", "L 422.361999 2.834646 \n", "L 64.557544 2.834646 \n", "z\n", "\" style=\"fill: #ffffff\"/>\n", " </g>\n", " <g id=\"line2d_1\">\n", " <path d=\"M 64.557544 133.036892 \n", "L 70.819122 132.930935 \n", "L 71.713633 132.85341 \n", "L 72.429242 132.784737 \n", "L 73.144851 132.746343 \n", "L 75.649482 132.607893 \n", "L 76.543993 132.539478 \n", "L 77.259602 132.473715 \n", "L 77.796309 132.53257 \n", "L 78.333015 132.503216 \n", "L 78.869722 132.524922 \n", "L 79.406429 132.537887 \n", "L 79.943135 132.488274 \n", "L 80.658744 132.511817 \n", "L 81.195451 132.482698 \n", "L 81.732158 132.512959 \n", "L 83.52118 132.445132 \n", "L 89.424953 133.062953 \n", "L 91.57178 132.841961 \n", "L 92.645194 132.64204 \n", "L 94.613118 132.505288 \n", "L 95.865434 132.689689 \n", "L 96.938847 133.081886 \n", "L 97.833358 133.581121 \n", "L 98.370065 133.91373 \n", "L 98.906771 134.246268 \n", "L 99.443478 134.46873 \n", "L 100.159087 134.864033 \n", "L 100.874696 135.126286 \n", "L 101.2325 135.212515 \n", "L 102.484816 135.080632 \n", "L 103.200425 134.750983 \n", "L 103.558229 134.502656 \n", "L 105.883958 131.928102 \n", "L 107.494078 129.847588 \n", "L 107.851883 129.429239 \n", "L 109.283101 128.703248 \n", "L 110.535416 129.160899 \n", "L 111.60883 130.336941 \n", "L 112.682243 132.07197 \n", "L 113.934559 134.483304 \n", "L 115.186874 136.756775 \n", "L 116.260288 138.109567 \n", "L 117.333701 138.801456 \n", "L 118.04931 138.826221 \n", "L 118.586017 138.606968 \n", "L 119.122723 138.157546 \n", "L 120.017234 137.097098 \n", "L 122.164061 134.031958 \n", "L 123.416377 132.694609 \n", "L 124.131986 132.245791 \n", "L 125.026497 131.932116 \n", "L 127.71003 131.672631 \n", "L 128.246737 131.419671 \n", "L 129.32015 130.488852 \n", "L 130.393564 129.033362 \n", "L 132.003684 126.160272 \n", "L 133.434901 123.790877 \n", "L 134.508315 122.883735 \n", "L 134.866119 122.956363 \n", "L 135.76063 123.428313 \n", "L 136.476239 124.6553 \n", "L 137.012946 125.781057 \n", "L 137.907457 128.565614 \n", "L 138.623066 131.284105 \n", "L 140.412088 138.157655 \n", "L 141.485502 141.410317 \n", "L 142.201111 142.780945 \n", "L 142.737817 143.639403 \n", "L 143.274524 143.876547 \n", "L 143.811231 143.93927 \n", "L 144.169035 143.805238 \n", "L 144.705742 143.231456 \n", "L 146.673666 141.16216 \n", "L 147.74708 140.288416 \n", "L 148.999395 140.078537 \n", "L 150.251711 140.766299 \n", "L 151.325124 141.469939 \n", "L 152.219635 141.527998 \n", "L 152.756342 141.2019 \n", "L 153.650853 140.16484 \n", "L 154.18756 139.115405 \n", "L 155.082071 136.94954 \n", "L 155.976582 133.855647 \n", "L 157.4078 127.895514 \n", "L 159.733529 118.456105 \n", "L 160.62804 115.707656 \n", "L 161.522551 113.675816 \n", "L 162.059258 113.118504 \n", "L 162.595965 112.667688 \n", "L 162.774867 112.669316 \n", "L 163.669378 113.278627 \n", "L 164.027182 113.877079 \n", "L 164.742791 115.389744 \n", "L 165.4584 117.554477 \n", "L 166.352911 120.963585 \n", "L 167.605227 126.923764 \n", "L 169.752054 137.975888 \n", "L 171.004369 143.230863 \n", "L 171.719978 145.413551 \n", "L 172.435587 146.934434 \n", "L 172.972294 147.519692 \n", "L 173.509 147.896661 \n", "L 174.045707 147.98108 \n", "L 174.403512 147.925026 \n", "L 174.940218 147.769882 \n", "L 175.298023 147.730143 \n", "L 177.981556 146.161498 \n", "L 178.339361 146.089345 \n", "L 178.697165 145.903957 \n", "L 179.949481 145.855898 \n", "L 180.66509 145.478691 \n", "L 181.022894 145.373646 \n", "L 182.27521 144.040925 \n", "L 182.990819 142.88665 \n", "L 184.064232 140.246621 \n", "L 185.316547 135.05197 \n", "L 186.568863 128.153437 \n", "L 188.178983 117.742268 \n", "L 189.431299 109.58529 \n", "L 190.504712 103.579689 \n", "L 191.399223 99.956447 \n", "L 191.757028 99.01352 \n", "L 192.293734 98.300847 \n", "L 192.651539 98.064308 \n", "L 192.830441 98.136345 \n", "L 193.188246 98.73737 \n", "L 193.724952 100.269737 \n", "L 194.261659 102.85592 \n", "L 194.798366 106.535926 \n", "L 195.692877 114.671454 \n", "L 197.124095 131.539079 \n", "L 198.37641 145.951993 \n", "L 199.270921 153.94922 \n", "L 199.98653 157.889746 \n", "L 200.344335 159.018883 \n", "L 200.702139 159.345034 \n", "L 200.881041 159.293795 \n", "L 201.238846 158.73723 \n", "L 201.59665 157.600807 \n", "L 201.954455 155.944204 \n", "L 202.848966 149.920929 \n", "L 204.81689 135.788967 \n", "L 205.353597 133.719452 \n", "L 205.711401 133.082335 \n", "L 205.890304 133.002479 \n", "L 206.069206 133.091621 \n", "L 206.42701 133.771658 \n", "L 206.784815 135.202169 \n", "L 207.321521 138.457446 \n", "L 207.858228 142.76162 \n", "L 209.64725 158.559445 \n", "L 210.183957 161.846424 \n", "L 210.720664 163.905941 \n", "L 211.078468 164.736962 \n", "L 211.257371 164.823371 \n", "L 211.615175 164.52775 \n", "L 211.972979 163.912616 \n", "L 212.330784 162.539657 \n", "L 213.046393 158.241055 \n", "L 213.762002 151.842228 \n", "L 214.835415 140.059349 \n", "L 216.266633 124.889471 \n", "L 216.982242 119.039064 \n", "L 217.697851 114.67118 \n", "L 218.41346 111.867289 \n", "L 218.950166 110.534165 \n", "L 219.665775 109.25812 \n", "L 220.739189 108.146407 \n", "L 221.454797 107.347045 \n", "L 222.349309 105.69254 \n", "L 223.601624 102.148042 \n", "L 224.138331 100.550506 \n", "L 225.032842 98.637159 \n", "L 225.390646 98.533576 \n", "L 225.569549 98.648816 \n", "L 225.927353 99.328956 \n", "L 226.46406 101.466413 \n", "L 227.000767 104.9362 \n", "L 227.895278 113.160363 \n", "L 228.968691 126.579249 \n", "L 231.115518 154.593467 \n", "L 232.010029 163.471066 \n", "L 232.725638 168.576252 \n", "L 233.262345 171.018928 \n", "L 233.620149 171.767458 \n", "L 233.799051 171.888596 \n", "L 233.977953 171.743433 \n", "L 234.335758 170.754883 \n", "L 234.693562 168.919196 \n", "L 235.230269 164.498107 \n", "L 237.377096 144.203868 \n", "L 238.092705 140.342047 \n", "L 238.629411 138.639076 \n", "L 238.987216 138.256555 \n", "L 239.166118 138.366074 \n", "L 239.523922 139.14333 \n", "L 239.881727 140.52607 \n", "L 240.418434 143.959463 \n", "L 241.312945 151.84254 \n", "L 242.207456 158.921479 \n", "L 242.56526 160.557673 \n", "L 242.923065 161.332453 \n", "L 243.101967 161.348365 \n", "L 243.280869 161.059397 \n", "L 243.638674 159.816184 \n", "L 244.17538 156.942366 \n", "L 245.069892 150.12477 \n", "L 245.7855 143.114905 \n", "L 246.501109 133.773001 \n", "L 247.395621 119.36054 \n", "L 249.005741 93.041852 \n", "L 249.721349 84.60812 \n", "L 250.258056 80.378693 \n", "L 250.794763 77.859404 \n", "L 251.152567 76.939038 \n", "L 251.510372 76.518052 \n", "L 251.689274 76.50954 \n", "L 252.047078 76.82301 \n", "L 252.404883 77.611702 \n", "L 252.762687 79.030362 \n", "L 253.299394 82.418148 \n", "L 253.836101 87.33968 \n", "L 254.55171 96.69377 \n", "L 255.625123 114.393644 \n", "L 257.235243 140.362186 \n", "L 258.666461 159.108539 \n", "L 259.203168 163.642863 \n", "L 259.560972 165.182794 \n", "L 259.739874 165.447703 \n", "L 259.918776 165.328012 \n", "L 260.276581 164.042683 \n", "L 260.634385 161.69348 \n", "L 261.349994 154.982411 \n", "L 262.423408 144.988537 \n", "L 262.960114 141.694285 \n", "L 263.317919 140.541051 \n", "L 263.675723 139.838198 \n", "L 263.854625 139.733692 \n", "L 264.033528 139.894073 \n", "L 264.391332 140.735924 \n", "L 264.749137 141.968095 \n", "L 265.106941 144.160566 \n", "L 265.643648 148.775838 \n", "L 266.359257 157.610181 \n", "L 267.43267 170.011526 \n", "L 267.969377 173.516412 \n", "L 268.327181 174.449675 \n", "L 268.506083 174.396963 \n", "L 268.863888 173.689379 \n", "L 269.221692 172.023109 \n", "L 269.937301 165.910984 \n", "L 271.189617 152.40529 \n", "L 272.978639 132.430874 \n", "L 273.515346 128.502859 \n", "L 273.87315 127.313306 \n", "L 274.052052 127.161352 \n", "L 274.230955 127.18179 \n", "L 274.588759 127.660239 \n", "L 274.946564 128.734862 \n", "L 275.662172 130.928335 \n", "L 276.198879 131.996606 \n", "L 276.556684 132.119715 \n", "L 277.451195 131.963754 \n", "L 277.987901 131.560579 \n", "L 278.345706 131.186689 \n", "L 278.882413 130.056602 \n", "L 279.240217 128.882503 \n", "L 279.598021 126.799395 \n", "L 280.134728 122.444901 \n", "L 280.671435 116.024218 \n", "L 283.533871 76.759331 \n", "L 284.428382 67.637141 \n", "L 284.965088 63.595002 \n", "L 285.322893 62.116893 \n", "L 285.501795 61.767743 \n", "L 285.680697 61.723646 \n", "L 285.859599 62.061457 \n", "L 286.217404 64.092948 \n", "L 286.575208 67.828503 \n", "L 286.933013 73.629186 \n", "L 287.46972 86.24506 \n", "L 288.185328 108.395795 \n", "L 289.974351 165.616326 \n", "L 290.68996 181.661255 \n", "L 291.226666 190.048275 \n", "L 291.763373 194.933026 \n", "L 291.942275 195.633835 \n", "L 292.121177 195.818261 \n", "L 292.30008 195.545748 \n", "L 292.478982 194.857226 \n", "L 292.836786 191.98274 \n", "L 293.373493 183.502431 \n", "L 294.089102 166.992434 \n", "L 295.162515 141.402055 \n", "L 295.699222 133.178401 \n", "L 296.057026 129.839299 \n", "L 296.414831 128.222185 \n", "L 296.772635 127.626273 \n", "L 296.951538 127.719804 \n", "L 297.13044 128.201016 \n", "L 297.488244 130.104953 \n", "L 297.846049 133.106529 \n", "L 298.382755 140.271483 \n", "L 299.098364 153.584213 \n", "L 300.35068 178.784119 \n", "L 300.887387 184.861367 \n", "L 301.245191 186.268832 \n", "L 301.424093 185.952651 \n", "L 301.781898 183.345336 \n", "L 302.318604 176.832306 \n", "L 303.392018 162.28172 \n", "L 303.749822 159.236521 \n", "L 304.107627 157.747108 \n", "L 305.359942 153.992368 \n", "L 305.896649 149.755708 \n", "L 306.254453 145.374061 \n", "L 306.970062 131.788218 \n", "L 308.40128 101.78619 \n", "L 308.759085 98.461021 \n", "L 308.937987 97.929579 \n", "L 309.116889 97.989214 \n", "L 309.295791 98.404791 \n", "L 309.653596 100.327812 \n", "L 310.369205 105.11155 \n", "L 310.548107 105.554989 \n", "L 310.727009 105.683497 \n", "L 310.905911 105.452318 \n", "L 311.084814 104.871394 \n", "L 311.442618 102.600489 \n", "L 312.873836 92.18341 \n", "L 313.052738 91.987221 \n", "L 313.23164 92.091984 \n", "L 313.410543 92.42243 \n", "L 313.768347 93.970704 \n", "L 314.483956 98.147496 \n", "L 314.662858 98.563568 \n", "L 314.84176 98.495505 \n", "L 315.020663 97.913617 \n", "L 315.378467 94.870332 \n", "L 315.915174 86.020672 \n", "L 316.630783 73.513525 \n", "L 316.988587 70.287663 \n", "L 317.167489 69.954413 \n", "L 317.346392 70.342319 \n", "L 317.704196 73.065935 \n", "L 318.240903 80.807596 \n", "L 319.135414 98.502958 \n", "L 320.387729 125.045931 \n", "L 321.461143 144.057666 \n", "L 321.997849 160.85525 \n", "L 322.892361 192.649495 \n", "L 323.250165 199.456897 \n", "L 323.429067 200.950839 \n", "L 323.60797 201.251964 \n", "L 323.786872 200.571622 \n", "L 324.323578 196.126421 \n", "L 325.21809 187.674575 \n", "L 325.754796 179.660283 \n", "L 326.82821 162.052276 \n", "L 327.186014 158.640726 \n", "L 328.080525 152.830545 \n", "L 328.43833 145.823607 \n", "L 328.975036 126.314689 \n", "L 329.511743 105.910765 \n", "L 329.869547 99.32298 \n", "L 330.04845 98.77263 \n", "L 330.227352 99.911118 \n", "L 330.585156 106.749868 \n", "L 331.121863 124.972487 \n", "L 331.837472 149.331948 \n", "L 332.553081 166.18585 \n", "L 333.089788 176.394172 \n", "L 333.447592 180.251518 \n", "L 333.626494 180.982562 \n", "L 333.805397 180.981649 \n", "L 333.984299 180.389386 \n", "L 334.521005 177.869755 \n", "L 334.699908 177.970099 \n", "L 334.87881 178.993434 \n", "L 335.236614 183.286532 \n", "L 336.310028 199.184356 \n", "L 336.48893 200.205165 \n", "L 336.667832 200.287087 \n", "L 336.846734 199.254445 \n", "L 337.204539 193.26075 \n", "L 337.562343 181.816784 \n", "L 338.456854 140.862819 \n", "L 339.530268 93.6137 \n", "L 339.888072 82.612658 \n", "L 340.245877 77.096326 \n", "L 340.424779 76.181832 \n", "L 340.603681 76.134342 \n", "L 341.31929 78.021694 \n", "L 341.498192 77.351509 \n", "L 341.855997 73.427161 \n", "L 342.392703 62.553926 \n", "L 343.108312 48.762444 \n", "L 343.466117 45.284446 \n", "L 343.645019 44.65928 \n", "L 343.823921 44.996594 \n", "L 344.002823 46.490022 \n", "L 344.360628 52.463212 \n", "L 345.255139 73.884651 \n", "L 346.686357 110.653191 \n", "L 346.865259 111.966198 \n", "L 347.044161 112.228857 \n", "L 347.223064 111.615728 \n", "L 348.117575 105.552372 \n", "L 348.296477 106.023445 \n", "L 348.654281 109.38624 \n", "L 349.190988 118.858777 \n", "L 350.622206 150.404218 \n", "L 350.98001 152.595654 \n", "L 351.158913 152.785308 \n", "L 351.337815 152.473986 \n", "L 351.695619 150.3178 \n", "L 352.053424 146.393707 \n", "L 352.947935 133.150909 \n", "L 353.126837 132.537795 \n", "L 353.305739 133.379496 \n", "L 353.663544 138.958065 \n", "L 354.736957 164.42791 \n", "L 354.915859 166.225431 \n", "L 355.094762 166.697094 \n", "L 355.273664 165.819893 \n", "L 355.631468 160.793904 \n", "L 356.525979 143.178542 \n", "L 356.704882 141.613597 \n", "L 356.883784 141.70611 \n", "L 357.062686 143.603179 \n", "L 357.420491 151.622729 \n", "L 358.136099 170.310205 \n", "L 358.672806 177.412841 \n", "L 359.209513 181.973927 \n", "L 359.388415 182.772536 \n", "L 359.567317 182.850606 \n", "L 359.74622 181.824669 \n", "L 360.104024 175.863863 \n", "L 360.819633 159.068309 \n", "L 361.177437 154.995534 \n", "L 361.35634 154.18043 \n", "L 361.535242 154.027398 \n", "L 361.714144 154.527621 \n", "L 362.071948 156.930438 \n", "L 362.787557 163.236121 \n", "L 362.96646 163.175665 \n", "L 363.145362 162.088587 \n", "L 363.503166 157.692733 \n", "L 364.218775 148.579118 \n", "L 364.397677 147.643161 \n", "L 364.57658 147.408583 \n", "L 364.755482 147.777425 \n", "L 365.113286 149.815977 \n", "L 366.365602 159.52165 \n", "L 366.723406 160.192307 \n", "L 366.902309 160.853217 \n", "L 367.260113 163.856196 \n", "L 367.617918 167.34161 \n", "L 367.79682 167.970122 \n", "L 367.975722 167.198836 \n", "L 368.333526 161.792534 \n", "L 368.870233 152.827595 \n", "L 369.049135 152.438596 \n", "L 369.228038 153.639368 \n", "L 369.764744 159.137404 \n", "L 369.943647 158.618638 \n", "L 370.122549 156.000685 \n", "L 370.659255 139.990317 \n", "L 371.195962 125.759694 \n", "L 371.732669 111.895379 \n", "L 372.448278 91.400365 \n", "L 372.62718 90.037319 \n", "L 372.806082 90.726979 \n", "L 373.342789 96.9968 \n", "L 373.521691 97.208919 \n", "L 373.700593 95.352217 \n", "L 374.058398 85.890014 \n", "L 374.774007 62.490674 \n", "L 375.131811 58.941469 \n", "L 375.310713 58.085058 \n", "L 375.489616 56.413014 \n", "L 375.84742 48.483395 \n", "L 376.205224 39.447538 \n", "L 376.384127 37.651886 \n", "L 376.563029 38.557589 \n", "L 376.920833 46.485532 \n", "L 377.45754 60.434523 \n", "L 377.815345 63.946739 \n", "L 377.994247 65.022642 \n", "L 378.173149 67.190461 \n", "L 378.530953 78.148526 \n", "L 379.06766 101.123705 \n", "L 379.246562 105.266229 \n", "L 379.425465 106.764695 \n", "L 379.604367 106.128257 \n", "L 380.141073 100.671082 \n", "L 380.319976 101.782256 \n", "L 380.67778 112.478304 \n", "L 381.214487 131.957144 \n", "L 381.572291 135.702314 \n", "L 381.751194 136.453715 \n", "L 381.930096 138.412982 \n", "L 382.108998 142.929701 \n", "L 382.466802 161.115004 \n", "L 383.003509 189.305654 \n", "L 383.182411 191.579138 \n", "L 383.361314 190.284436 \n", "L 384.076922 179.177084 \n", "L 384.434727 176.737895 \n", "L 384.613629 174.433257 \n", "L 384.971434 164.041099 \n", "L 385.50814 142.280351 \n", "L 385.687043 139.157428 \n", "L 385.865945 139.376724 \n", "L 386.044847 142.687565 \n", "L 386.581554 158.55991 \n", "L 386.760456 160.49336 \n", "L 386.939358 159.296144 \n", "L 387.833869 140.412578 \n", "L 388.370576 125.110665 \n", "L 388.907283 109.708517 \n", "L 389.086185 107.063884 \n", "L 389.265087 106.160732 \n", "L 389.443989 106.779505 \n", "L 389.801794 111.217328 \n", "L 390.159598 120.157085 \n", "L 390.517403 135.980246 \n", "L 391.590816 194.195584 \n", "L 391.948621 200.051195 \n", "L 392.127523 199.980434 \n", "L 392.485327 198.254339 \n", "L 392.664229 196.775769 \n", "L 393.022034 190.233734 \n", "L 393.916545 166.065578 \n", "L 394.095447 167.896419 \n", "L 394.453252 179.126081 \n", "L 394.811056 190.692394 \n", "L 394.989958 193.970891 \n", "L 395.168861 195.105083 \n", "L 395.347763 193.816557 \n", "L 395.705567 185.738793 \n", "L 396.778981 154.32305 \n", "L 397.852394 97.13152 \n", "L 398.031296 97.749437 \n", "L 398.568003 104.778495 \n", "L 398.925807 106.568425 \n", "L 399.10471 108.567324 \n", "L 399.462514 117.897889 \n", "L 400.178123 142.224855 \n", "L 400.357025 141.964147 \n", "L 400.71483 132.481504 \n", "L 401.251536 116.750831 \n", "L 401.430439 114.926729 \n", "L 401.609341 115.331807 \n", "L 401.967145 121.097952 \n", "L 402.503852 130.522844 \n", "L 403.219461 141.011338 \n", "L 403.577265 149.948313 \n", "L 404.113972 167.566042 \n", "L 404.292874 168.820825 \n", "L 404.471776 165.888329 \n", "L 405.187385 142.254867 \n", "L 405.54519 138.276784 \n", "L 405.724092 134.661036 \n", "L 406.081897 119.857881 \n", "L 406.618603 93.051433 \n", "L 406.976408 84.549958 \n", "L 407.15531 83.722577 \n", "L 407.513114 84.970059 \n", "L 407.692017 84.441006 \n", "L 408.049821 79.74663 \n", "L 408.586528 69.910816 \n", "L 409.481039 51.497563 \n", "L 409.659941 50.983296 \n", "L 409.838843 48.983817 \n", "L 410.017746 43.93485 \n", "L 410.554452 19.90104 \n", "L 410.733354 17.283911 \n", "L 410.912257 18.800216 \n", "L 411.98567 44.128767 \n", "L 412.343474 60.24684 \n", "L 413.416888 128.669924 \n", "L 414.132497 161.395703 \n", "L 414.311399 164.005348 \n", "L 414.490301 164.794273 \n", "L 414.669203 166.469356 \n", "L 415.027008 176.265765 \n", "L 416.100421 212.853998 \n", "L 417.173835 241.171164 \n", "L 417.352737 240.649892 \n", "L 417.710541 236.727003 \n", "L 417.889444 232.92416 \n", "L 418.247248 218.402095 \n", "L 418.605052 203.361048 \n", "L 419.141759 190.164513 \n", "L 421.109684 95.996499 \n", "L 421.467488 77.220223 \n", "L 421.64639 72.739349 \n", "L 421.825293 72.353713 \n", "L 422.361999 78.373796 \n", "L 422.361999 78.373796 \n", "\" clip-path=\"url(#p33ee2231ee)\" style=\"fill: none; stroke: #009afa\"/>\n", " </g>\n", " <g id=\"matplotlib.axis_1\">\n", " <g id=\"xtick_1\">\n", " <g id=\"line2d_2\">\n", " <defs>\n", " <path id=\"mfee96630aa\" d=\"M 0 0 \n", "L 0 -2.5 \n", "\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </defs>\n", " <g>\n", " <use xlink:href=\"#mfee96630aa\" x=\"64.557544\" y=\"258.225354\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_1\">\n", " <!-- $0.0$ -->\n", " <g transform=\"translate(58.157544 267.804104) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-30\" d=\"M 2034 4250 \n", "Q 1547 4250 1301 3770 \n", "Q 1056 3291 1056 2328 \n", "Q 1056 1369 1301 889 \n", "Q 1547 409 2034 409 \n", "Q 2525 409 2770 889 \n", "Q 3016 1369 3016 2328 \n", "Q 3016 3291 2770 3770 \n", "Q 2525 4250 2034 4250 \n", "z\n", "M 2034 4750 \n", "Q 2819 4750 3233 4129 \n", "Q 3647 3509 3647 2328 \n", "Q 3647 1150 3233 529 \n", "Q 2819 -91 2034 -91 \n", "Q 1250 -91 836 529 \n", "Q 422 1150 422 2328 \n", "Q 422 3509 836 4129 \n", "Q 1250 4750 2034 4750 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-2e\" d=\"M 684 794 \n", "L 1344 794 \n", "L 1344 0 \n", "L 684 0 \n", "L 684 794 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(0 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(95.410156 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"xtick_2\">\n", " <g id=\"line2d_3\">\n", " <g>\n", " <use xlink:href=\"#mfee96630aa\" x=\"154.008658\" y=\"258.225354\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_2\">\n", " <!-- $0.5$ -->\n", " <g transform=\"translate(147.608658 267.804104) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-35\" d=\"M 691 4666 \n", "L 3169 4666 \n", "L 3169 4134 \n", "L 1269 4134 \n", "L 1269 2991 \n", "Q 1406 3038 1543 3061 \n", "Q 1681 3084 1819 3084 \n", "Q 2600 3084 3056 2656 \n", "Q 3513 2228 3513 1497 \n", "Q 3513 744 3044 326 \n", "Q 2575 -91 1722 -91 \n", "Q 1428 -91 1123 -41 \n", "Q 819 9 494 109 \n", "L 494 744 \n", "Q 775 591 1075 516 \n", "Q 1375 441 1709 441 \n", "Q 2250 441 2565 725 \n", "Q 2881 1009 2881 1497 \n", "Q 2881 1984 2565 2268 \n", "Q 2250 2553 1709 2553 \n", "Q 1456 2553 1204 2497 \n", "Q 953 2441 691 2322 \n", "L 691 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(0 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-35\" transform=\"translate(95.410156 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"xtick_3\">\n", " <g id=\"line2d_4\">\n", " <g>\n", " <use xlink:href=\"#mfee96630aa\" x=\"243.459771\" y=\"258.225354\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_3\">\n", " <!-- $1.0$ -->\n", " <g transform=\"translate(237.059771 267.804104) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-31\" d=\"M 794 531 \n", "L 1825 531 \n", "L 1825 4091 \n", "L 703 3866 \n", "L 703 4441 \n", "L 1819 4666 \n", "L 2450 4666 \n", "L 2450 531 \n", "L 3481 531 \n", "L 3481 0 \n", "L 794 0 \n", "L 794 531 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-31\" transform=\"translate(0 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(95.410156 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"xtick_4\">\n", " <g id=\"line2d_5\">\n", " <g>\n", " <use xlink:href=\"#mfee96630aa\" x=\"332.910885\" y=\"258.225354\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_4\">\n", " <!-- $1.5$ -->\n", " <g transform=\"translate(326.510885 267.804104) scale(0.08 -0.08)\">\n", " <use xlink:href=\"#DejaVuSans-31\" transform=\"translate(0 0.09375)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.09375)\"/>\n", " <use xlink:href=\"#DejaVuSans-35\" transform=\"translate(95.410156 0.09375)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"xtick_5\">\n", " <g id=\"line2d_6\">\n", " <g>\n", " <use xlink:href=\"#mfee96630aa\" x=\"422.361999\" y=\"258.225354\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_5\">\n", " <!-- $2.0$ -->\n", " <g transform=\"translate(415.961999 267.804104) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-32\" d=\"M 1228 531 \n", "L 3431 531 \n", "L 3431 0 \n", "L 469 0 \n", "L 469 531 \n", "Q 828 903 1448 1529 \n", "Q 2069 2156 2228 2338 \n", "Q 2531 2678 2651 2914 \n", "Q 2772 3150 2772 3378 \n", "Q 2772 3750 2511 3984 \n", "Q 2250 4219 1831 4219 \n", "Q 1534 4219 1204 4116 \n", "Q 875 4013 500 3803 \n", "L 500 4441 \n", "Q 881 4594 1212 4672 \n", "Q 1544 4750 1819 4750 \n", "Q 2544 4750 2975 4387 \n", "Q 3406 4025 3406 3419 \n", "Q 3406 3131 3298 2873 \n", "Q 3191 2616 2906 2266 \n", "Q 2828 2175 2409 1742 \n", "Q 1991 1309 1228 531 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-32\" transform=\"translate(0 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(95.410156 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"text_6\">\n", " <!-- Time (s) -->\n", " <g transform=\"translate(221.097975 281.826136) scale(0.11 -0.11)\">\n", " <defs>\n", " <path id=\"DejaVuSans-54\" d=\"M -19 4666 \n", "L 3928 4666 \n", "L 3928 4134 \n", "L 2272 4134 \n", "L 2272 0 \n", "L 1638 0 \n", "L 1638 4134 \n", "L -19 4134 \n", "L -19 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-69\" d=\"M 603 3500 \n", "L 1178 3500 \n", "L 1178 0 \n", "L 603 0 \n", "L 603 3500 \n", "z\n", "M 603 4863 \n", "L 1178 4863 \n", "L 1178 4134 \n", "L 603 4134 \n", "L 603 4863 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-6d\" d=\"M 3328 2828 \n", "Q 3544 3216 3844 3400 \n", "Q 4144 3584 4550 3584 \n", "Q 5097 3584 5394 3201 \n", "Q 5691 2819 5691 2113 \n", "L 5691 0 \n", "L 5113 0 \n", "L 5113 2094 \n", "Q 5113 2597 4934 2840 \n", "Q 4756 3084 4391 3084 \n", "Q 3944 3084 3684 2787 \n", "Q 3425 2491 3425 1978 \n", "L 3425 0 \n", "L 2847 0 \n", "L 2847 2094 \n", "Q 2847 2600 2669 2842 \n", "Q 2491 3084 2119 3084 \n", "Q 1678 3084 1418 2786 \n", "Q 1159 2488 1159 1978 \n", "L 1159 0 \n", "L 581 0 \n", "L 581 3500 \n", "L 1159 3500 \n", "L 1159 2956 \n", "Q 1356 3278 1631 3431 \n", "Q 1906 3584 2284 3584 \n", "Q 2666 3584 2933 3390 \n", "Q 3200 3197 3328 2828 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-65\" d=\"M 3597 1894 \n", "L 3597 1613 \n", "L 953 1613 \n", "Q 991 1019 1311 708 \n", "Q 1631 397 2203 397 \n", "Q 2534 397 2845 478 \n", "Q 3156 559 3463 722 \n", "L 3463 178 \n", "Q 3153 47 2828 -22 \n", "Q 2503 -91 2169 -91 \n", "Q 1331 -91 842 396 \n", "Q 353 884 353 1716 \n", "Q 353 2575 817 3079 \n", "Q 1281 3584 2069 3584 \n", "Q 2775 3584 3186 3129 \n", "Q 3597 2675 3597 1894 \n", "z\n", "M 3022 2063 \n", "Q 3016 2534 2758 2815 \n", "Q 2500 3097 2075 3097 \n", "Q 1594 3097 1305 2825 \n", "Q 1016 2553 972 2059 \n", "L 3022 2063 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-20\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-28\" d=\"M 1984 4856 \n", "Q 1566 4138 1362 3434 \n", "Q 1159 2731 1159 2009 \n", "Q 1159 1288 1364 580 \n", "Q 1569 -128 1984 -844 \n", "L 1484 -844 \n", "Q 1016 -109 783 600 \n", "Q 550 1309 550 2009 \n", "Q 550 2706 781 3412 \n", "Q 1013 4119 1484 4856 \n", "L 1984 4856 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-73\" d=\"M 2834 3397 \n", "L 2834 2853 \n", "Q 2591 2978 2328 3040 \n", "Q 2066 3103 1784 3103 \n", "Q 1356 3103 1142 2972 \n", "Q 928 2841 928 2578 \n", "Q 928 2378 1081 2264 \n", "Q 1234 2150 1697 2047 \n", "L 1894 2003 \n", "Q 2506 1872 2764 1633 \n", "Q 3022 1394 3022 966 \n", "Q 3022 478 2636 193 \n", "Q 2250 -91 1575 -91 \n", "Q 1294 -91 989 -36 \n", "Q 684 19 347 128 \n", "L 347 722 \n", "Q 666 556 975 473 \n", "Q 1284 391 1588 391 \n", "Q 1994 391 2212 530 \n", "Q 2431 669 2431 922 \n", "Q 2431 1156 2273 1281 \n", "Q 2116 1406 1581 1522 \n", "L 1381 1569 \n", "Q 847 1681 609 1914 \n", "Q 372 2147 372 2553 \n", "Q 372 3047 722 3315 \n", "Q 1072 3584 1716 3584 \n", "Q 2034 3584 2315 3537 \n", "Q 2597 3491 2834 3397 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-29\" d=\"M 513 4856 \n", "L 1013 4856 \n", "Q 1481 4119 1714 3412 \n", "Q 1947 2706 1947 2009 \n", "Q 1947 1309 1714 600 \n", "Q 1481 -109 1013 -844 \n", "L 513 -844 \n", "Q 928 -128 1133 580 \n", "Q 1338 1288 1338 2009 \n", "Q 1338 2731 1133 3434 \n", "Q 928 4138 513 4856 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-54\"/>\n", " <use xlink:href=\"#DejaVuSans-69\" x=\"57.958984\"/>\n", " <use xlink:href=\"#DejaVuSans-6d\" x=\"85.742188\"/>\n", " <use xlink:href=\"#DejaVuSans-65\" x=\"183.154297\"/>\n", " <use xlink:href=\"#DejaVuSans-20\" x=\"244.677734\"/>\n", " <use xlink:href=\"#DejaVuSans-28\" x=\"276.464844\"/>\n", " <use xlink:href=\"#DejaVuSans-73\" x=\"315.478516\"/>\n", " <use xlink:href=\"#DejaVuSans-29\" x=\"367.578125\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"matplotlib.axis_2\">\n", " <g id=\"ytick_1\">\n", " <g id=\"line2d_7\">\n", " <defs>\n", " <path id=\"m6e8e24dee2\" d=\"M 0 0 \n", "L 2.5 0 \n", "\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </defs>\n", " <g>\n", " <use xlink:href=\"#m6e8e24dee2\" x=\"64.557544\" y=\"231.696605\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_7\">\n", " <!-- $-4.0×10^{6}$ -->\n", " <g transform=\"translate(20.817544 234.73598) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-2212\" d=\"M 678 2272 \n", "L 4684 2272 \n", "L 4684 1741 \n", "L 678 1741 \n", "L 678 2272 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-34\" d=\"M 2419 4116 \n", "L 825 1625 \n", "L 2419 1625 \n", "L 2419 4116 \n", "z\n", "M 2253 4666 \n", "L 3047 4666 \n", "L 3047 1625 \n", "L 3713 1625 \n", "L 3713 1100 \n", "L 3047 1100 \n", "L 3047 0 \n", "L 2419 0 \n", "L 2419 1100 \n", "L 313 1100 \n", "L 313 1709 \n", "L 2253 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-d7\" d=\"M 4488 3438 \n", "L 3059 2003 \n", "L 4488 575 \n", "L 4116 197 \n", "L 2681 1631 \n", "L 1247 197 \n", "L 878 575 \n", "L 2303 2003 \n", "L 878 3438 \n", "L 1247 3816 \n", "L 2681 2381 \n", "L 4116 3816 \n", "L 4488 3438 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-36\" d=\"M 2113 2584 \n", "Q 1688 2584 1439 2293 \n", "Q 1191 2003 1191 1497 \n", "Q 1191 994 1439 701 \n", "Q 1688 409 2113 409 \n", "Q 2538 409 2786 701 \n", "Q 3034 994 3034 1497 \n", "Q 3034 2003 2786 2293 \n", "Q 2538 2584 2113 2584 \n", "z\n", "M 3366 4563 \n", "L 3366 3988 \n", "Q 3128 4100 2886 4159 \n", "Q 2644 4219 2406 4219 \n", "Q 1781 4219 1451 3797 \n", "Q 1122 3375 1075 2522 \n", "Q 1259 2794 1537 2939 \n", "Q 1816 3084 2150 3084 \n", "Q 2853 3084 3261 2657 \n", "Q 3669 2231 3669 1497 \n", "Q 3669 778 3244 343 \n", "Q 2819 -91 2113 -91 \n", "Q 1303 -91 875 529 \n", "Q 447 1150 447 2328 \n", "Q 447 3434 972 4092 \n", "Q 1497 4750 2381 4750 \n", "Q 2619 4750 2861 4703 \n", "Q 3103 4656 3366 4563 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-2212\" transform=\"translate(0 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-34\" transform=\"translate(83.789062 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(147.412109 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(179.199219 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-d7\" transform=\"translate(242.822266 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-31\" transform=\"translate(326.611328 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(390.234375 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-36\" transform=\"translate(454.814453 39.046875) scale(0.7)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"ytick_2\">\n", " <g id=\"line2d_8\">\n", " <g>\n", " <use xlink:href=\"#m6e8e24dee2\" x=\"64.557544\" y=\"182.366748\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_8\">\n", " <!-- $-2.0×10^{6}$ -->\n", " <g transform=\"translate(20.817544 185.406123) scale(0.08 -0.08)\">\n", " <use xlink:href=\"#DejaVuSans-2212\" transform=\"translate(0 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-32\" transform=\"translate(83.789062 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(147.412109 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(179.199219 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-d7\" transform=\"translate(242.822266 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-31\" transform=\"translate(326.611328 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(390.234375 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-36\" transform=\"translate(454.814453 39.046875) scale(0.7)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"ytick_3\">\n", " <g id=\"line2d_9\">\n", " <g>\n", " <use xlink:href=\"#m6e8e24dee2\" x=\"64.557544\" y=\"133.036892\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_9\">\n", " <!-- $0$ -->\n", " <g transform=\"translate(55.937544 136.076267) scale(0.08 -0.08)\">\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(0 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"ytick_4\">\n", " <g id=\"line2d_10\">\n", " <g>\n", " <use xlink:href=\"#m6e8e24dee2\" x=\"64.557544\" y=\"83.707036\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_10\">\n", " <!-- $2.0×10^{6}$ -->\n", " <g transform=\"translate(27.537544 86.746411) scale(0.08 -0.08)\">\n", " <use xlink:href=\"#DejaVuSans-32\" transform=\"translate(0 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(95.410156 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-d7\" transform=\"translate(159.033203 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-31\" transform=\"translate(242.822266 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(306.445312 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-36\" transform=\"translate(371.025391 39.046875) scale(0.7)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"ytick_5\">\n", " <g id=\"line2d_11\">\n", " <g>\n", " <use xlink:href=\"#m6e8e24dee2\" x=\"64.557544\" y=\"34.377179\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_11\">\n", " <!-- $4.0×10^{6}$ -->\n", " <g transform=\"translate(27.537544 37.416554) scale(0.08 -0.08)\">\n", " <use xlink:href=\"#DejaVuSans-34\" transform=\"translate(0 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(95.410156 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-d7\" transform=\"translate(159.033203 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-31\" transform=\"translate(242.822266 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(306.445312 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-36\" transform=\"translate(371.025391 39.046875) scale(0.7)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"text_12\">\n", " <!-- $F_x$ ($N$) -->\n", " <g transform=\"translate(14.529888 146.315) rotate(-90) scale(0.11 -0.11)\">\n", " <defs>\n", " <path id=\"DejaVuSans-Oblique-46\" d=\"M 1081 4666 \n", "L 3756 4666 \n", "L 3653 4134 \n", "L 1606 4134 \n", "L 1338 2759 \n", "L 3188 2759 \n", "L 3084 2228 \n", "L 1234 2228 \n", "L 800 0 \n", "L 172 0 \n", "L 1081 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-Oblique-78\" d=\"M 3841 3500 \n", "L 2234 1784 \n", "L 3219 0 \n", "L 2559 0 \n", "L 1819 1388 \n", "L 531 0 \n", "L -166 0 \n", "L 1556 1844 \n", "L 641 3500 \n", "L 1300 3500 \n", "L 1972 2234 \n", "L 3144 3500 \n", "L 3841 3500 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-Oblique-4e\" d=\"M 1081 4666 \n", "L 1931 4666 \n", "L 3219 666 \n", "L 4000 4666 \n", "L 4616 4666 \n", "L 3706 0 \n", "L 2853 0 \n", "L 1569 4025 \n", "L 788 0 \n", "L 172 0 \n", "L 1081 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-Oblique-46\" transform=\"translate(0 0.125)\"/>\n", " <use xlink:href=\"#DejaVuSans-Oblique-78\" transform=\"translate(57.519531 -16.28125) scale(0.7)\"/>\n", " <use xlink:href=\"#DejaVuSans-20\" transform=\"translate(101.679688 0.125)\"/>\n", " <use xlink:href=\"#DejaVuSans-28\" transform=\"translate(133.466797 0.125)\"/>\n", " <use xlink:href=\"#DejaVuSans-Oblique-4e\" transform=\"translate(172.480469 0.125)\"/>\n", " <use xlink:href=\"#DejaVuSans-29\" transform=\"translate(247.285156 0.125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"line2d_12\">\n", " <path d=\"M 64.557544 133.036892 \n", "L 70.450708 132.930195 \n", "L 71.040723 132.898099 \n", "L 75.046852 132.624073 \n", "L 75.458107 132.569728 \n", "L 75.937905 132.59086 \n", "L 76.568484 132.505785 \n", "L 77.280106 132.498987 \n", "L 77.783572 132.518832 \n", "L 78.358963 132.523322 \n", "L 79.985943 132.496668 \n", "L 80.613029 132.513833 \n", "L 81.1516 132.495886 \n", "L 81.558969 132.540049 \n", "L 82.215647 132.451375 \n", "L 86.01394 132.78199 \n", "L 86.476932 132.808324 \n", "L 86.939924 132.894255 \n", "L 87.527314 132.970301 \n", "L 88.117642 133.014938 \n", "L 89.075156 133.026172 \n", "L 93.921626 132.482571 \n", "L 94.482839 132.492582 \n", "L 95.761524 132.624317 \n", "L 97.106334 133.20501 \n", "L 97.568713 133.467105 \n", "L 98.042344 133.694935 \n", "L 98.665368 134.105151 \n", "L 99.254827 134.400637 \n", "L 99.965598 134.766464 \n", "L 101.111504 135.149995 \n", "L 102.186893 135.140557 \n", "L 103.443884 134.491829 \n", "L 104.313052 133.789824 \n", "L 104.847616 133.146818 \n", "L 105.382179 132.550884 \n", "L 106.09493 131.572042 \n", "L 106.633366 130.883392 \n", "L 107.188263 130.1628 \n", "L 108.683387 128.937097 \n", "L 109.246432 128.6993 \n", "L 109.809478 128.827823 \n", "L 110.38508 129.028782 \n", "L 111.427412 130.095654 \n", "L 112.288809 131.433559 \n", "L 113.162426 133.027519 \n", "L 114.510318 135.680513 \n", "L 115.905403 137.748237 \n", "L 116.751568 138.513896 \n", "L 117.212208 138.784691 \n", "L 118.161576 138.815113 \n", "L 118.649294 138.549745 \n", "L 119.410277 137.821767 \n", "L 120.478973 136.359902 \n", "L 123.270794 132.806203 \n", "L 124.402866 132.109096 \n", "L 125.537478 131.901935 \n", "L 127.353023 131.799927 \n", "L 128.021094 131.52639 \n", "L 128.923845 130.911547 \n", "L 129.375221 130.422574 \n", "L 130.95624 128.056042 \n", "L 131.669781 126.797894 \n", "L 132.644887 125.006629 \n", "L 133.376217 123.867626 \n", "L 134.107546 123.118791 \n", "L 134.595099 122.986811 \n", "L 135.082652 122.954844 \n", "L 135.326429 123.064334 \n", "L 136.301535 124.200682 \n", "L 137.045171 125.977235 \n", "L 137.708808 127.885346 \n", "L 140.286034 137.697327 \n", "L 140.965412 139.89972 \n", "L 142.126388 142.745097 \n", "L 142.820601 143.648158 \n", "L 143.182099 143.902687 \n", "L 143.569478 143.845085 \n", "L 144.290025 143.620213 \n", "L 145.780882 142.136471 \n", "L 146.480389 141.313613 \n", "L 147.754045 140.214738 \n", "L 148.905087 140.0946 \n", "L 149.897016 140.660745 \n", "L 150.414057 141.016565 \n", "L 150.959232 141.396848 \n", "L 151.837055 141.538661 \n", "L 152.129663 141.522568 \n", "L 152.714878 141.16674 \n", "L 153.300094 140.696788 \n", "L 153.885309 139.804988 \n", "L 154.763132 137.870839 \n", "L 155.933563 133.948241 \n", "L 157.364514 128.110152 \n", "L 159.40873 119.555419 \n", "L 160.406072 116.231014 \n", "L 160.890098 114.969339 \n", "L 161.858277 113.274063 \n", "L 162.503898 112.806786 \n", "L 162.826708 112.796671 \n", "L 163.472329 113.138765 \n", "L 163.795139 113.529277 \n", "L 164.602454 115.049156 \n", "L 165.092976 116.346907 \n", "L 166.248488 120.529737 \n", "L 168.696179 132.555918 \n", "L 169.805961 138.126664 \n", "L 170.862815 142.732741 \n", "L 171.999061 146.10006 \n", "L 172.713692 147.147794 \n", "L 173.199223 147.739479 \n", "L 174.230093 148.052134 \n", "L 174.774685 148.031036 \n", "L 175.329448 147.682055 \n", "L 175.88421 147.415902 \n", "L 177.059918 146.575449 \n", "L 178.090608 146.119034 \n", "L 179.074265 145.953918 \n", "L 179.370795 145.805257 \n", "L 180.007304 145.677086 \n", "L 181.500681 144.920862 \n", "L 182.699017 143.588436 \n", "L 183.302293 142.302634 \n", "L 184.11595 140.002792 \n", "L 185.278802 135.220051 \n", "L 186.023185 131.32807 \n", "L 187.217074 124.078156 \n", "L 189.910947 106.633047 \n", "L 190.855588 102.087058 \n", "L 191.649101 99.296919 \n", "L 192.289793 98.193718 \n", "L 192.610139 97.956538 \n", "L 192.850399 98.117444 \n", "L 193.250832 98.794305 \n", "L 193.651265 99.928745 \n", "L 194.131784 102.080083 \n", "L 194.69239 105.855505 \n", "L 195.42102 112.093319 \n", "L 196.647002 125.780287 \n", "L 198.601864 148.378008 \n", "L 199.418517 155.038143 \n", "L 199.93419 157.801096 \n", "L 200.385256 159.000258 \n", "L 200.701424 159.308653 \n", "L 200.939044 159.209535 \n", "L 201.172323 158.827157 \n", "L 201.469248 157.887756 \n", "L 202.07124 155.027783 \n", "L 202.613073 151.434127 \n", "L 204.893055 135.312427 \n", "L 205.241804 133.800144 \n", "L 205.612058 133.06879 \n", "L 205.79945 132.938589 \n", "L 205.986843 132.979622 \n", "L 206.207019 133.293779 \n", "L 206.666623 134.702354 \n", "L 207.166265 137.659241 \n", "L 207.978224 144.151475 \n", "L 209.427802 157.087947 \n", "L 210.007634 161.070742 \n", "L 210.587465 163.761232 \n", "L 210.877381 164.600996 \n", "L 211.167296 164.992752 \n", "L 211.457212 164.928247 \n", "L 211.747127 164.540916 \n", "L 212.037043 163.792089 \n", "L 212.616874 160.880981 \n", "L 213.196706 156.671922 \n", "L 214.030817 148.566434 \n", "L 216.645572 121.319683 \n", "L 217.351572 116.413403 \n", "L 218.03452 113.120036 \n", "L 218.707958 111.108046 \n", "L 219.354618 110.04079 \n", "L 219.839342 109.417533 \n", "L 220.595312 108.71105 \n", "L 221.894489 106.742139 \n", "L 222.991047 104.131543 \n", "L 224.868772 98.889189 \n", "L 225.247796 98.445123 \n", "L 225.476696 98.514482 \n", "L 225.78899 98.914194 \n", "L 226.106038 99.663868 \n", "L 226.520552 101.450774 \n", "L 227.034781 104.793915 \n", "L 227.717249 111.005715 \n", "L 228.517262 120.527478 \n", "L 231.886402 162.744956 \n", "L 232.722479 169.289053 \n", "L 233.088592 171.066878 \n", "L 233.466726 172.075864 \n", "L 233.66054 172.27464 \n", "L 233.854355 172.221638 \n", "L 234.048169 171.882637 \n", "L 234.436009 170.316995 \n", "L 235.027966 165.979553 \n", "L 235.888181 157.467014 \n", "L 237.0374 146.456953 \n", "L 237.776924 141.401709 \n", "L 238.295019 139.062184 \n", "L 238.566607 138.384152 \n", "L 238.848206 138.104436 \n", "L 239.129805 138.117735 \n", "L 239.413518 138.629803 \n", "L 240.011318 141.427461 \n", "L 240.621413 146.06929 \n", "L 242.146653 158.824468 \n", "L 242.451701 160.265867 \n", "L 242.756749 160.97424 \n", "L 243.061797 161.09733 \n", "L 243.366845 160.61458 \n", "L 243.97694 158.083875 \n", "L 244.587036 154.238301 \n", "L 245.197132 149.275215 \n", "L 246.112276 139.045781 \n", "L 247.173433 122.582198 \n", "L 249.058672 92.33208 \n", "L 249.751267 84.594778 \n", "L 250.403994 79.63049 \n", "L 250.865477 77.555347 \n", "L 251.261159 76.567001 \n", "L 251.590894 76.28021 \n", "L 251.821736 76.321182 \n", "L 252.085647 76.618921 \n", "L 252.381259 77.354557 \n", "L 252.766261 79.045429 \n", "L 253.271757 82.380041 \n", "L 253.76593 87.070015 \n", "L 254.465271 96.056839 \n", "L 255.620973 114.401924 \n", "L 258.092925 152.831462 \n", "L 258.79376 160.85344 \n", "L 259.247353 163.977647 \n", "L 259.540655 164.848485 \n", "L 259.728546 164.927304 \n", "L 259.927345 164.648058 \n", "L 260.218387 163.620552 \n", "L 260.619567 161.062875 \n", "L 261.348701 154.51833 \n", "L 262.459539 145.106342 \n", "L 263.105246 141.476698 \n", "L 263.512173 140.237755 \n", "L 263.880889 139.720255 \n", "L 264.086211 139.7498 \n", "L 264.312048 140.111773 \n", "L 264.640629 141.176547 \n", "L 265.020953 143.431841 \n", "L 265.507548 147.934742 \n", "L 266.235232 156.832615 \n", "L 267.206341 168.24427 \n", "L 267.691895 171.935209 \n", "L 268.015598 173.436385 \n", "L 268.352958 174.041221 \n", "L 268.534077 173.953729 \n", "L 268.896315 173.112351 \n", "L 269.274233 171.127535 \n", "L 270.030068 164.911964 \n", "L 271.067598 153.385789 \n", "L 272.798429 133.053073 \n", "L 273.228908 129.936682 \n", "L 273.66456 128.238679 \n", "L 273.882613 127.90013 \n", "L 274.100666 127.885804 \n", "L 274.427747 128.24675 \n", "L 274.754827 128.975181 \n", "L 275.585559 131.066523 \n", "L 276.251955 131.879763 \n", "L 277.128685 132.322671 \n", "L 278.144884 132.534795 \n", "L 278.447666 132.210483 \n", "L 278.800378 131.511132 \n", "L 279.142014 130.160121 \n", "L 279.595787 127.197396 \n", "L 280.10841 122.140067 \n", "L 280.999984 110.272349 \n", "L 282.532911 88.834954 \n", "L 284.236175 68.753193 \n", "L 284.972366 62.425758 \n", "L 285.306656 60.821025 \n", "L 285.572439 60.386642 \n", "L 285.752666 60.624112 \n", "L 286.024249 61.89447 \n", "L 286.395935 65.345712 \n", "L 286.777195 71.196346 \n", "L 287.271371 82.222136 \n", "L 288.127153 107.804933 \n", "L 290.024076 166.484464 \n", "L 290.796499 183.982374 \n", "L 291.365799 192.92269 \n", "L 291.735326 196.317065 \n", "L 292.007025 197.320977 \n", "L 292.151117 197.313902 \n", "L 292.302082 196.937849 \n", "L 292.617843 194.805975 \n", "L 292.94628 190.541373 \n", "L 293.452384 180.914123 \n", "L 295.315335 138.769823 \n", "L 295.828675 132.186492 \n", "L 296.335122 128.253354 \n", "L 296.67155 127.06208 \n", "L 296.897343 126.809586 \n", "L 297.01024 126.870942 \n", "L 297.247397 127.516414 \n", "L 297.603132 129.796825 \n", "L 297.958867 133.525887 \n", "L 298.451877 141.05533 \n", "L 299.085138 154.056071 \n", "L 300.33328 180.579503 \n", "L 300.755736 185.360822 \n", "L 301.027376 186.530543 \n", "L 301.142616 186.580936 \n", "L 301.26105 186.362436 \n", "L 301.48796 185.263247 \n", "L 301.852951 182.038704 \n", "L 302.482134 174.090068 \n", "L 303.319636 164.044836 \n", "L 303.881939 159.696398 \n", "L 304.465693 156.965436 \n", "L 305.291468 153.221718 \n", "L 305.645372 150.674652 \n", "L 306.121945 145.254636 \n", "L 306.676889 135.922706 \n", "L 307.594442 115.844095 \n", "L 308.254435 103.506546 \n", "L 308.694492 99.023257 \n", "L 308.988218 98.05585 \n", "L 309.138313 98.136489 \n", "L 309.296089 98.630334 \n", "L 309.623704 100.667883 \n", "L 310.310589 105.019069 \n", "L 310.585935 105.839713 \n", "L 310.780075 105.910056 \n", "L 310.974215 105.547202 \n", "L 311.282571 104.196634 \n", "L 311.710148 101.063948 \n", "L 312.499381 95.302887 \n", "L 312.841895 93.911341 \n", "L 313.070622 93.596226 \n", "L 313.286325 93.859183 \n", "L 313.590344 95.053961 \n", "L 314.440122 99.239875 \n", "L 314.617162 99.467031 \n", "L 314.705682 99.409058 \n", "L 314.884495 98.870856 \n", "L 315.155372 96.823242 \n", "L 315.51958 91.773195 \n", "L 316.807633 71.249047 \n", "L 317.088941 69.988443 \n", "L 317.232272 70.013499 \n", "L 317.390224 70.532523 \n", "L 317.716841 72.988427 \n", "L 318.210223 79.284242 \n", "L 318.868066 91.692041 \n", "L 320.479465 125.329132 \n", "L 321.201564 136.566431 \n", "L 321.645802 149.11645 \n", "L 323.077851 197.547139 \n", "L 323.401283 200.289717 \n", "L 323.551703 200.567815 \n", "L 323.708466 200.352954 \n", "L 323.981786 199.367235 \n", "L 324.505135 196.543667 \n", "L 324.883497 193.301144 \n", "L 325.276282 187.724097 \n", "L 326.792596 162.081349 \n", "L 327.088421 160.771924 \n", "L 327.28643 160.613207 \n", "L 327.484439 160.634181 \n", "L 327.583444 160.517984 \n", "L 327.781453 159.54278 \n", "L 327.979462 157.072981 \n", "L 328.276706 149.917816 \n", "L 328.79464 128.960438 \n", "L 329.442335 103.311673 \n", "L 329.768034 96.946875 \n", "L 329.985166 95.902393 \n", "L 330.093732 96.384205 \n", "L 330.310865 99.305513 \n", "L 330.686031 109.379495 \n", "L 332.524834 170.552323 \n", "L 333.015857 179.020522 \n", "L 333.259496 180.599942 \n", "L 333.320405 180.66626 \n", "L 333.381315 180.610195 \n", "L 333.564044 179.83822 \n", "L 334.336269 174.742445 \n", "L 334.391095 174.776924 \n", "L 334.507485 175.195194 \n", "L 334.695332 176.839188 \n", "L 335.064345 182.613965 \n", "L 336.177957 202.09604 \n", "L 336.435729 203.933778 \n", "L 336.521653 204.086981 \n", "L 336.607577 203.951918 \n", "L 336.779425 202.665875 \n", "L 337.037197 197.9069 \n", "L 337.447314 183.960988 \n", "L 338.393782 140.071837 \n", "L 339.485246 89.815854 \n", "L 339.848486 82.460839 \n", "L 340.09656 80.57489 \n", "L 340.226532 80.417846 \n", "L 340.358056 80.687275 \n", "L 340.988925 83.064677 \n", "L 341.134152 82.646059 \n", "L 341.353758 80.594543 \n", "L 341.71172 73.966082 \n", "L 343.18096 42.884679 \n", "L 343.379826 42.334932 \n", "L 343.522131 42.920745 \n", "L 343.761145 45.293189 \n", "L 344.29005 53.43471 \n", "L 344.762265 63.958417 \n", "L 345.580083 90.768257 \n", "L 346.205049 107.666532 \n", "L 346.483322 110.571099 \n", "L 346.55289 110.73391 \n", "L 346.622459 110.694832 \n", "L 346.761595 110.101794 \n", "L 347.109436 106.85401 \n", "L 347.531736 103.258765 \n", "L 347.853904 102.101108 \n", "L 348.029536 102.067942 \n", "L 348.208887 102.721206 \n", "L 348.400878 104.577593 \n", "L 348.688864 109.983098 \n", "L 350.152591 144.404444 \n", "L 350.600735 150.030471 \n", "L 350.900981 151.658303 \n", "L 351.051846 151.733676 \n", "L 351.204505 151.254207 \n", "L 351.445374 149.274818 \n", "L 351.787051 144.080062 \n", "L 352.715977 128.202689 \n", "L 352.814152 128.179882 \n", "L 353.010502 129.744302 \n", "L 353.291456 135.320359 \n", "L 354.609763 168.81719 \n", "L 354.808341 169.630232 \n", "L 354.943602 169.023883 \n", "L 355.164211 166.130011 \n", "L 355.587916 155.805136 \n", "L 356.112036 143.980184 \n", "L 356.374097 142.075308 \n", "L 356.464648 142.109047 \n", "L 356.649764 143.196991 \n", "L 356.932889 146.981772 \n", "L 357.732009 162.527494 \n", "L 358.818268 184.026863 \n", "L 359.059891 185.627718 \n", "L 359.181251 185.607826 \n", "L 359.30261 185.013755 \n", "L 359.545329 182.034021 \n", "L 359.946604 172.332877 \n", "L 360.548515 157.050779 \n", "L 360.851136 153.718204 \n", "L 360.95837 153.520721 \n", "L 361.067316 153.787444 \n", "L 361.290029 155.400924 \n", "L 362.009604 161.93048 \n", "L 362.190234 162.318321 \n", "L 362.370864 161.957707 \n", "L 362.645799 160.480094 \n", "L 363.109273 156.536561 \n", "L 363.574669 152.803164 \n", "L 363.964864 151.148134 \n", "L 364.164265 150.7822 \n", "L 364.363665 150.743398 \n", "L 364.945288 150.974834 \n", "L 365.185934 151.710754 \n", "L 365.546902 154.057526 \n", "L 366.660717 163.513041 \n", "L 367.283134 166.017211 \n", "L 367.407618 166.176713 \n", "L 367.532101 165.993823 \n", "L 367.767856 164.151868 \n", "L 368.478919 153.754804 \n", "L 368.571746 153.929969 \n", "L 368.761355 156.108945 \n", "L 369.434539 168.895321 \n", "L 369.497688 168.891595 \n", "L 369.625382 167.740472 \n", "L 369.826198 163.137091 \n", "L 370.490826 138.801779 \n", "L 371.226648 117.355665 \n", "L 372.119172 95.884441 \n", "L 372.297039 94.198391 \n", "L 372.385972 94.094264 \n", "L 372.563839 95.356655 \n", "L 373.098953 102.178695 \n", "L 373.189614 102.135842 \n", "L 373.370936 100.213274 \n", "L 373.659408 92.899505 \n", "L 374.284196 76.217331 \n", "L 375.02262 63.879677 \n", "L 375.444577 48.70344 \n", "L 375.866534 33.951166 \n", "L 376.077513 31.94176 \n", "L 376.183002 32.669587 \n", "L 376.393981 36.960621 \n", "L 377.288137 61.305826 \n", "L 377.848567 67.736702 \n", "L 378.204132 79.897537 \n", "L 378.670203 95.896199 \n", "L 378.923244 98.364617 \n", "L 379.003971 98.260789 \n", "L 379.183081 96.983769 \n", "L 379.58724 93.571217 \n", "L 379.627659 93.584761 \n", "L 379.728894 94.105256 \n", "L 379.933084 97.331905 \n", "L 380.815516 115.814416 \n", "L 381.320882 118.668233 \n", "L 381.495197 122.988771 \n", "L 381.75667 136.317564 \n", "L 382.529975 183.158522 \n", "L 382.758108 187.677882 \n", "L 382.910197 188.151461 \n", "L 383.062286 187.310373 \n", "L 383.974819 178.544821 \n", "L 384.355041 167.677906 \n", "L 385.1373 142.215156 \n", "L 385.21094 142.25016 \n", "L 385.365658 144.19506 \n", "L 385.786761 155.854826 \n", "L 386.134032 162.466593 \n", "L 386.22085 162.864443 \n", "L 386.307668 162.749942 \n", "L 386.568121 160.580451 \n", "L 386.915392 158.032542 \n", "L 387.175845 156.372575 \n", "L 387.436299 152.215144 \n", "L 387.792168 141.420983 \n", "L 388.971455 99.03523 \n", "L 389.155975 98.069045 \n", "L 389.248236 98.477183 \n", "L 389.44643 101.209213 \n", "L 389.767802 110.319067 \n", "L 390.111861 127.271396 \n", "L 391.082735 184.146613 \n", "L 391.450808 191.523737 \n", "L 391.81888 194.494034 \n", "L 391.941571 194.342056 \n", "L 392.186953 191.400864 \n", "L 393.16848 171.246341 \n", "L 393.291171 171.180214 \n", "L 393.413861 171.989451 \n", "L 393.659243 175.748015 \n", "L 394.624801 193.669491 \n", "L 394.917738 195.448398 \n", "L 395.325248 199.68689 \n", "L 395.45763 199.586442 \n", "L 395.590011 197.654775 \n", "L 395.857757 187.383401 \n", "L 396.39921 148.955646 \n", "L 396.8053 124.974419 \n", "L 397.289488 109.061541 \n", "L 397.625247 103.384973 \n", "L 397.839959 102.282941 \n", "L 397.947315 102.376894 \n", "L 398.054671 103.000083 \n", "L 398.269383 106.414161 \n", "L 398.698807 121.080928 \n", "L 399.13533 133.053106 \n", "L 399.357238 134.316674 \n", "L 399.565453 132.310627 \n", "L 400.057219 125.81793 \n", "L 400.462085 124.529781 \n", "L 400.799473 120.568088 \n", "L 401.149829 117.271132 \n", "L 401.377321 116.325576 \n", "L 401.457158 116.256461 \n", "L 401.542355 116.403637 \n", "L 401.722304 117.538324 \n", "L 402.003488 121.121895 \n", "L 402.290877 127.03482 \n", "L 402.578266 137.877431 \n", "L 403.065556 158.097481 \n", "L 403.286133 161.020647 \n", "L 403.837575 162.961341 \n", "L 404.240157 165.916898 \n", "L 404.337589 165.317404 \n", "L 404.532451 160.720586 \n", "L 404.908415 140.9517 \n", "L 405.307472 123.462354 \n", "L 405.597886 118.59045 \n", "L 406.092193 111.856273 \n", "L 406.885685 96.706769 \n", "L 407.530845 81.861515 \n", "L 407.603256 81.639654 \n", "L 407.667408 81.706663 \n", "L 407.87286 82.772768 \n", "L 408.025269 83.193577 \n", "L 408.143 82.678673 \n", "L 408.344138 79.520496 \n", "L 408.638348 70.033616 \n", "L 409.245783 49.026813 \n", "L 409.720256 43.335991 \n", "L 410.018245 30.88544 \n", "L 410.434975 11.913851 \n", "L 410.548298 10.082884 \n", "L 410.665163 10.062685 \n", "L 410.87493 13.855087 \n", "L 411.175302 25.015974 \n", "L 412.584291 88.298441 \n", "L 412.965747 100.771431 \n", "L 413.357314 126.342795 \n", "L 413.685905 143.099017 \n", "L 413.932349 147.043704 \n", "L 414.352182 150.358972 \n", "L 414.535002 154.080052 \n", "L 414.823639 167.133054 \n", "L 415.416374 198.762794 \n", "L 416.517155 232.105658 \n", "L 417.031238 250.211103 \n", "L 417.140185 250.997315 \n", "L 417.252166 249.676337 \n", "L 417.476127 240.84082 \n", "L 418.148011 205.672273 \n", "L 418.371973 201.034448 \n", "L 418.595934 199.562422 \n", "L 418.707915 199.074234 \n", "L 418.827012 197.834054 \n", "L 419.072173 190.741887 \n", "L 420.047491 141.708619 \n", "L 420.724697 106.169853 \n", "L 421.19129 84.431793 \n", "L 421.426399 82.454709 \n", "L 421.585439 82.613086 \n", "L 421.745379 82.935325 \n", "L 421.906048 83.777158 \n", "L 422.313001 86.424924 \n", "L 422.361999 86.275259 \n", "L 422.361999 86.275259 \n", "\" clip-path=\"url(#p33ee2231ee)\" style=\"fill: none; stroke: #e36f47\"/>\n", " </g>\n", " <g id=\"patch_3\">\n", " <path d=\"M 64.557544 258.225354 \n", "L 64.557544 2.834646 \n", "\" style=\"fill: none; stroke: #000000; stroke-linejoin: miter; stroke-linecap: square\"/>\n", " </g>\n", " <g id=\"patch_4\">\n", " <path d=\"M 64.557544 258.225354 \n", "L 422.361999 258.225354 \n", "\" style=\"fill: none; stroke: #000000; stroke-linejoin: miter; stroke-linecap: square\"/>\n", " </g>\n", " <g id=\"line2d_13\">\n", " <path d=\"M 64.557544 133.036892 \n", "L 70.415584 132.928781 \n", "L 71.645316 132.857076 \n", "L 74.508969 132.654324 \n", "L 75.130284 132.615424 \n", "L 75.670616 132.580671 \n", "L 76.200767 132.546806 \n", "L 76.743804 132.513355 \n", "L 77.340454 132.507931 \n", "L 77.931366 132.514772 \n", "L 78.573273 132.514421 \n", "L 79.338433 132.542379 \n", "L 82.154421 132.456657 \n", "L 82.747159 132.474965 \n", "L 84.470414 132.556383 \n", "L 85.281732 132.652163 \n", "L 87.962247 133.023612 \n", "L 90.11214 133.010439 \n", "L 91.546816 132.834072 \n", "L 94.746905 132.487231 \n", "L 95.768843 132.633035 \n", "L 96.934259 133.093675 \n", "L 100.749104 135.071294 \n", "L 101.561007 135.206833 \n", "L 102.381517 135.09955 \n", "L 103.130893 134.773519 \n", "L 103.90974 134.182199 \n", "L 105.002373 133.008885 \n", "L 108.201876 129.216656 \n", "L 108.996655 128.790317 \n", "L 109.536207 128.726551 \n", "L 110.043525 128.85198 \n", "L 110.585358 129.18849 \n", "L 111.42734 130.088352 \n", "L 112.267223 131.341984 \n", "L 113.684544 133.944732 \n", "L 115.159856 136.668548 \n", "L 116.07804 137.923963 \n", "L 116.6863 138.469368 \n", "L 117.393183 138.805675 \n", "L 117.914998 138.847304 \n", "L 118.440314 138.704779 \n", "L 118.944806 138.389205 \n", "L 119.701061 137.611043 \n", "L 120.91508 135.878075 \n", "L 122.320615 133.87938 \n", "L 123.354357 132.787315 \n", "L 124.291667 132.16137 \n", "L 125.106113 131.878068 \n", "L 126.325478 131.747483 \n", "L 127.662446 131.569334 \n", "L 128.458884 131.20746 \n", "L 129.19232 130.60491 \n", "L 129.928314 129.721062 \n", "L 131.148361 127.78583 \n", "L 133.319326 124.179112 \n", "L 133.914878 123.492527 \n", "L 134.50346 123.093377 \n", "L 135.084073 123.044844 \n", "L 135.580307 123.314201 \n", "L 136.078832 123.892416 \n", "L 136.609876 124.846278 \n", "L 137.444774 126.986025 \n", "L 138.50916 130.596109 \n", "L 141.14627 140.363217 \n", "L 141.999151 142.461887 \n", "L 142.607993 143.417805 \n", "L 143.166853 143.89984 \n", "L 143.703953 144.029628 \n", "L 144.151755 143.915909 \n", "L 144.803922 143.449563 \n", "L 145.717387 142.407982 \n", "L 147.025879 140.872072 \n", "L 147.837539 140.280979 \n", "L 148.351727 140.11668 \n", "L 148.880173 140.111803 \n", "L 149.646638 140.344404 \n", "L 151.734313 141.326179 \n", "L 152.326614 141.316669 \n", "L 152.888746 141.040349 \n", "L 153.457507 140.442388 \n", "L 153.996372 139.559139 \n", "L 154.748735 137.826356 \n", "L 155.565602 135.370998 \n", "L 156.674635 131.295761 \n", "L 160.41163 116.37529 \n", "L 161.322516 114.130108 \n", "L 162.052818 113.031156 \n", "L 162.511123 112.685958 \n", "L 163.004788 112.624465 \n", "L 163.531298 112.92366 \n", "L 164.03152 113.562303 \n", "L 164.610124 114.730681 \n", "L 165.414933 117.091513 \n", "L 166.222049 120.220404 \n", "L 167.383206 125.702306 \n", "L 170.818573 142.743576 \n", "L 171.573477 145.226238 \n", "L 172.296073 146.828194 \n", "L 172.803119 147.517278 \n", "L 173.303504 147.892754 \n", "L 173.818156 148.021541 \n", "L 174.516497 147.891603 \n", "L 175.546014 147.339646 \n", "L 177.173352 146.396452 \n", "L 178.175725 146.100666 \n", "L 180.809079 145.645283 \n", "L 181.583766 145.094171 \n", "L 182.302804 144.201989 \n", "L 183.050098 142.787991 \n", "L 183.771599 140.890068 \n", "L 184.629803 137.89471 \n", "L 185.625275 133.392187 \n", "L 186.688084 127.417674 \n", "L 189.01876 112.238905 \n", "L 190.161998 105.564479 \n", "L 190.983939 101.750878 \n", "L 191.667282 99.490246 \n", "L 192.136824 98.550652 \n", "L 192.39837 98.280692 \n", "L 192.657719 98.210595 \n", "L 192.91678 98.350517 \n", "L 193.179096 98.718443 \n", "L 193.706406 100.187804 \n", "L 194.190543 102.425353 \n", "L 194.790155 106.398388 \n", "L 195.551599 113.184016 \n", "L 196.705728 126.083601 \n", "L 198.674712 148.575783 \n", "L 199.446921 154.884742 \n", "L 200.032558 157.963321 \n", "L 200.40406 159.045637 \n", "L 200.782872 159.423652 \n", "L 200.958144 159.350953 \n", "L 201.344214 158.65527 \n", "L 201.677696 157.496182 \n", "L 202.275035 154.323335 \n", "L 203.216703 147.459983 \n", "L 204.592596 137.363958 \n", "L 205.26597 134.202583 \n", "L 205.574155 133.417032 \n", "L 205.873405 133.112781 \n", "L 206.12472 133.222979 \n", "L 206.428212 133.807829 \n", "L 206.868711 135.511678 \n", "L 207.406386 138.814169 \n", "L 208.162693 145.081272 \n", "L 209.704567 158.507338 \n", "L 210.30399 162.099454 \n", "L 210.79791 163.908048 \n", "L 211.159807 164.517765 \n", "L 211.334255 164.592319 \n", "L 211.508707 164.52464 \n", "L 211.833995 164.022706 \n", "L 212.174375 162.985123 \n", "L 212.748241 160.106495 \n", "L 213.307889 156.056256 \n", "L 214.093409 148.710055 \n", "L 216.841131 120.571639 \n", "L 217.608416 115.471191 \n", "L 218.29997 112.399129 \n", "L 218.856269 110.798567 \n", "L 219.55794 109.473992 \n", "L 222.201739 105.371057 \n", "L 223.085776 103.235608 \n", "L 224.561514 99.492892 \n", "L 224.934458 98.903152 \n", "L 225.327826 98.660945 \n", "L 225.604021 98.797715 \n", "L 225.917618 99.344308 \n", "L 226.245239 100.410392 \n", "L 226.725418 102.935031 \n", "L 227.331112 107.704023 \n", "L 228.079045 115.64881 \n", "L 229.367991 132.548752 \n", "L 230.98152 153.377129 \n", "L 231.836896 161.814192 \n", "L 232.576337 167.081799 \n", "L 233.171637 169.710528 \n", "L 233.502303 170.448364 \n", "L 233.795096 170.614203 \n", "L 233.957523 170.493072 \n", "L 234.28082 169.772426 \n", "L 234.714159 167.785034 \n", "L 235.257062 163.775421 \n", "L 236.305685 153.457845 \n", "L 237.120759 146.273584 \n", "L 237.71061 142.64883 \n", "L 238.301956 140.416981 \n", "L 238.74979 139.634238 \n", "L 239.039448 139.565223 \n", "L 239.319413 139.849205 \n", "L 239.601452 140.502277 \n", "L 239.999468 142.060458 \n", "L 240.573198 145.51419 \n", "L 242.697652 160.289296 \n", "L 242.958934 160.835719 \n", "L 243.203076 160.896765 \n", "L 243.434011 160.553345 \n", "L 243.805088 159.236562 \n", "L 244.244415 156.652291 \n", "L 244.906443 151.319023 \n", "L 245.833012 141.998697 \n", "L 246.664816 131.34912 \n", "L 247.739286 114.162655 \n", "L 249.20514 91.094837 \n", "L 249.975108 82.576822 \n", "L 250.486591 79.013674 \n", "L 250.879396 77.431552 \n", "L 251.231793 76.755756 \n", "L 251.501963 76.627502 \n", "L 251.78365 76.793728 \n", "L 252.191767 77.508851 \n", "L 252.670811 79.059301 \n", "L 253.137662 81.472491 \n", "L 253.615139 85.082132 \n", "L 254.305792 92.565821 \n", "L 255.037939 103.286313 \n", "L 258.200869 153.407271 \n", "L 258.966625 161.164197 \n", "L 259.415522 164.079502 \n", "L 259.73222 165.089493 \n", "L 259.884081 165.22555 \n", "L 260.035718 165.129787 \n", "L 260.325887 164.313019 \n", "L 260.722447 161.969603 \n", "L 261.326425 156.433454 \n", "L 262.648544 143.468988 \n", "L 263.205168 140.300612 \n", "L 263.579844 139.29447 \n", "L 263.786064 139.133434 \n", "L 264.031844 139.298995 \n", "L 264.306506 139.928545 \n", "L 264.751538 141.888137 \n", "L 265.259928 145.40482 \n", "L 265.896063 151.459978 \n", "L 267.94008 172.868408 \n", "L 268.241527 174.172985 \n", "L 268.508104 174.633526 \n", "L 268.635923 174.619045 \n", "L 268.887123 174.150436 \n", "L 269.154862 173.03336 \n", "L 269.55851 170.268952 \n", "L 270.142502 164.554897 \n", "L 273.124316 132.540921 \n", "L 273.735942 128.697601 \n", "L 274.119615 127.458367 \n", "L 274.360549 127.189735 \n", "L 274.590103 127.279307 \n", "L 274.832009 127.682597 \n", "L 275.306828 129.063364 \n", "L 276.041932 131.270016 \n", "L 276.44695 131.955804 \n", "L 276.841954 132.20315 \n", "L 277.229989 132.131323 \n", "L 277.700904 131.730654 \n", "L 278.259233 130.849789 \n", "L 278.73859 129.646894 \n", "L 279.216018 127.820924 \n", "L 279.791306 124.445081 \n", "L 280.419202 118.9578 \n", "L 281.029754 111.680227 \n", "L 284.011183 71.891687 \n", "L 284.800546 65.344058 \n", "L 285.198309 63.399506 \n", "L 285.496226 62.82528 \n", "L 285.628965 62.853372 \n", "L 285.763736 63.076246 \n", "L 286.065085 64.336411 \n", "L 286.361856 66.676017 \n", "L 286.871938 73.416966 \n", "L 287.392487 83.940799 \n", "L 288.139899 104.906496 \n", "L 290.354059 174.372449 \n", "L 290.962492 186.149162 \n", "L 291.406446 191.644708 \n", "L 291.705366 193.776189 \n", "L 291.994319 194.604459 \n", "L 292.156642 194.539006 \n", "L 292.315147 194.112282 \n", "L 292.648444 192.079088 \n", "L 292.999804 188.366059 \n", "L 293.623566 178.342424 \n", "L 294.490977 159.535181 \n", "L 295.501811 138.207298 \n", "L 295.991454 131.332959 \n", "L 296.442032 127.931925 \n", "L 296.675927 127.276044 \n", "L 296.791356 127.215261 \n", "L 296.927243 127.353002 \n", "L 297.190718 128.222993 \n", "L 297.568681 130.72664 \n", "L 298.008407 135.315498 \n", "L 298.647181 144.857263 \n", "L 300.800227 181.27204 \n", "L 301.167692 183.398424 \n", "L 301.413807 183.692452 \n", "L 301.555169 183.453549 \n", "L 301.833528 182.161268 \n", "L 302.247266 178.499925 \n", "L 303.095837 167.525691 \n", "L 303.855498 158.966698 \n", "L 304.336209 155.92781 \n", "L 304.690249 154.836633 \n", "L 305.503626 153.172665 \n", "L 305.827801 151.46955 \n", "L 306.219292 147.75241 \n", "L 306.616124 141.791705 \n", "L 307.292968 127.322448 \n", "L 308.392245 103.389853 \n", "L 308.821794 98.466014 \n", "L 309.097619 97.248879 \n", "L 309.258811 97.210926 \n", "L 309.449389 97.71924 \n", "L 309.763379 99.515632 \n", "L 310.578218 104.850455 \n", "L 310.87649 105.432979 \n", "L 311.079157 105.167714 \n", "L 311.289846 104.328496 \n", "L 311.617482 102.03888 \n", "L 312.923004 90.89167 \n", "L 313.154464 90.238832 \n", "L 313.260271 90.15424 \n", "L 313.384453 90.221995 \n", "L 313.602721 90.7526 \n", "L 314.028894 92.902088 \n", "L 314.646816 96.1816 \n", "L 314.907818 96.582427 \n", "L 315.039621 96.407205 \n", "L 315.269893 95.402445 \n", "L 315.607212 92.280252 \n", "L 316.160308 83.920869 \n", "L 316.90073 73.107593 \n", "L 317.20497 71.084158 \n", "L 317.39793 70.867512 \n", "L 317.5784 71.446527 \n", "L 317.882846 74.062045 \n", "L 318.321371 80.864196 \n", "L 319.065586 97.141934 \n", "L 320.362226 125.686622 \n", "L 321.576214 148.237315 \n", "L 322.166274 166.155172 \n", "L 323.064949 193.224072 \n", "L 323.459916 198.826858 \n", "L 323.675433 199.873308 \n", "L 323.786367 199.936995 \n", "L 323.899648 199.717159 \n", "L 324.126766 198.571586 \n", "L 324.545446 194.834458 \n", "L 325.257317 186.020433 \n", "L 327.210929 159.574716 \n", "L 328.00435 152.887572 \n", "L 328.364821 146.655378 \n", "L 328.783073 134.919317 \n", "L 329.750429 105.00886 \n", "L 330.051432 102.053565 \n", "L 330.122359 102.038377 \n", "L 330.246192 102.633934 \n", "L 330.482612 105.839422 \n", "L 330.820956 114.332698 \n", "L 332.548798 165.336025 \n", "L 333.123735 173.725118 \n", "L 333.529026 177.006745 \n", "L 333.766206 177.798005 \n", "L 334.000168 177.928308 \n", "L 334.409303 177.752422 \n", "L 334.552631 177.965335 \n", "L 334.752771 178.778987 \n", "L 335.008838 180.868962 \n", "L 335.457992 186.862374 \n", "L 336.208264 196.825652 \n", "L 336.480868 198.453612 \n", "L 336.570861 198.601032 \n", "L 336.662634 198.515658 \n", "L 336.841279 197.582689 \n", "L 337.103555 194.106594 \n", "L 337.421015 186.233798 \n", "L 337.926202 166.733563 \n", "L 339.738767 90.943731 \n", "L 340.11319 82.987697 \n", "L 340.509841 78.958178 \n", "L 340.780787 77.950183 \n", "L 341.273589 76.960726 \n", "L 341.538325 75.509843 \n", "L 341.806702 72.668108 \n", "L 342.322341 63.803634 \n", "L 343.111033 50.280363 \n", "L 343.492333 46.832285 \n", "L 343.678036 46.370515 \n", "L 343.787283 46.550357 \n", "L 343.966874 47.601765 \n", "L 344.269706 51.311767 \n", "L 344.809172 61.880422 \n", "L 345.624659 83.068161 \n", "L 346.402966 102.206359 \n", "L 346.805967 107.664602 \n", "L 347.061114 109.008982 \n", "L 347.213049 109.105668 \n", "L 347.429666 108.611679 \n", "L 347.884798 107.269675 \n", "L 348.024568 107.295471 \n", "L 348.15141 107.619348 \n", "L 348.371781 108.905733 \n", "L 348.745675 113.045973 \n", "L 349.223768 121.448684 \n", "L 350.626898 149.857036 \n", "L 351.01329 152.781226 \n", "L 351.165366 153.137584 \n", "L 351.250803 153.140386 \n", "L 351.427787 152.697908 \n", "L 351.671039 151.134816 \n", "L 352.043008 146.859802 \n", "L 352.918118 135.67435 \n", "L 353.065947 135.19488 \n", "L 353.150181 135.2445 \n", "L 353.326708 136.148482 \n", "L 353.594518 139.501093 \n", "L 354.073327 149.51507 \n", "L 354.644146 160.496173 \n", "L 354.906517 162.67951 \n", "L 355.05027 162.91895 \n", "L 355.188361 162.547635 \n", "L 355.435362 160.575765 \n", "L 355.782653 155.568616 \n", "L 356.586562 142.810532 \n", "L 356.773468 142.126115 \n", "L 356.901019 142.545033 \n", "L 357.094997 144.581017 \n", "L 357.402742 150.644484 \n", "L 358.483277 174.53639 \n", "L 359.013081 180.74889 \n", "L 359.291793 182.306273 \n", "L 359.422391 182.352324 \n", "L 359.548789 181.882601 \n", "L 359.738589 180.169383 \n", "L 360.107448 173.878757 \n", "L 360.940196 158.654552 \n", "L 361.254036 156.310211 \n", "L 361.451226 155.932081 \n", "L 361.582958 156.11536 \n", "L 361.821665 157.219925 \n", "L 362.793482 163.444158 \n", "L 362.898017 163.326206 \n", "L 363.066552 162.638932 \n", "L 363.340997 160.427468 \n", "L 364.614131 148.292396 \n", "L 364.824364 148.004545 \n", "L 364.940936 148.202221 \n", "L 365.127194 149.02863 \n", "L 365.539655 152.426705 \n", "L 366.279956 158.49654 \n", "L 367.340001 163.85066 \n", "L 367.647449 164.985016 \n", "L 367.756045 165.007096 \n", "L 367.883053 164.650439 \n", "L 368.125163 162.700343 \n", "L 369.009347 153.197849 \n", "L 369.103357 153.420051 \n", "L 369.358957 155.133684 \n", "L 369.657357 156.881163 \n", "L 369.722722 156.901401 \n", "L 369.856708 156.320269 \n", "L 370.058574 153.73907 \n", "L 370.451436 144.232074 \n", "L 371.263595 124.560612 \n", "L 371.805834 110.56625 \n", "L 372.406985 95.574855 \n", "L 372.618757 93.696042 \n", "L 372.686238 93.553899 \n", "L 372.757569 93.613898 \n", "L 372.966066 94.69792 \n", "L 373.321157 96.918496 \n", "L 373.388369 96.992469 \n", "L 373.512647 96.610068 \n", "L 373.706508 94.443652 \n", "L 373.989453 87.889003 \n", "L 374.885687 63.762613 \n", "L 375.574691 51.917501 \n", "L 376.164774 40.490461 \n", "L 376.342633 39.822924 \n", "L 376.458048 40.372481 \n", "L 376.639286 42.712346 \n", "L 377.104633 53.413938 \n", "L 377.445047 59.292919 \n", "L 377.774869 61.520443 \n", "L 377.973062 63.125723 \n", "L 378.235198 67.966802 \n", "L 378.635516 81.890106 \n", "L 379.129161 98.662444 \n", "L 379.403242 102.139152 \n", "L 379.466719 102.292655 \n", "L 379.537066 102.251402 \n", "L 379.717972 101.508363 \n", "L 379.935295 100.894193 \n", "L 380.007688 101.055213 \n", "L 380.158632 102.296369 \n", "L 380.376828 106.398149 \n", "L 381.45605 131.416797 \n", "L 381.719193 135.481306 \n", "L 381.982951 143.769617 \n", "L 383.076769 187.378913 \n", "L 383.184685 187.738845 \n", "L 383.228072 187.690068 \n", "L 383.374026 186.957347 \n", "L 384.496556 177.93298 \n", "L 384.764754 171.216925 \n", "L 385.602653 146.270093 \n", "L 385.675925 146.149925 \n", "L 385.764197 146.600059 \n", "L 385.973763 149.648529 \n", "L 386.511379 158.252179 \n", "L 386.619034 158.528018 \n", "L 386.731508 158.198214 \n", "L 386.961652 156.057121 \n", "L 387.442969 148.679329 \n", "L 387.803225 140.14603 \n", "L 389.089454 104.3593 \n", "L 389.212943 103.989427 \n", "L 389.270479 104.054915 \n", "L 389.394165 104.670448 \n", "L 389.610604 107.168185 \n", "L 389.923744 113.749374 \n", "L 390.293603 126.599769 \n", "L 390.805707 153.96859 \n", "L 391.422951 184.268336 \n", "L 391.861959 195.111132 \n", "L 392.205632 199.175465 \n", "L 392.300281 199.449131 \n", "L 392.361694 199.372254 \n", "L 392.48649 198.533463 \n", "L 392.715322 194.588188 \n", "L 393.672386 173.379462 \n", "L 393.731416 173.437494 \n", "L 393.88312 174.55312 \n", "L 394.165566 179.574627 \n", "L 394.831883 192.526347 \n", "L 395.012659 193.33698 \n", "L 395.120777 193.219069 \n", "L 395.30152 192.33406 \n", "L 395.649715 189.315623 \n", "L 395.929357 184.954311 \n", "L 396.215121 176.068585 \n", "L 396.62862 153.858305 \n", "L 397.310283 118.107598 \n", "L 397.731679 106.878886 \n", "L 398.158335 100.47806 \n", "L 398.407908 99.149734 \n", "L 398.505977 99.367263 \n", "L 398.649797 100.617959 \n", "L 398.893423 105.421031 \n", "L 399.897458 130.909592 \n", "L 399.947257 130.874938 \n", "L 400.098415 129.879708 \n", "L 400.450242 124.80246 \n", "L 400.912527 119.324081 \n", "L 401.390427 116.421336 \n", "L 401.601999 115.935035 \n", "L 401.71908 116.08732 \n", "L 401.904148 117.112964 \n", "L 402.182145 120.459859 \n", "L 402.564163 127.77931 \n", "L 403.0398 141.339006 \n", "L 403.67209 159.342123 \n", "L 403.862776 160.687748 \n", "L 403.964165 160.600623 \n", "L 404.428179 158.887399 \n", "L 404.48828 158.915586 \n", "L 404.668144 159.091197 \n", "L 404.726448 159.032392 \n", "L 404.842154 158.461478 \n", "L 404.999817 156.213195 \n", "L 405.229181 149.141345 \n", "L 406.348577 105.998013 \n", "L 407.47284 86.6763 \n", "L 408.254049 76.103583 \n", "L 408.758904 70.976405 \n", "L 409.019288 65.173616 \n", "L 409.491231 47.48258 \n", "L 409.896787 35.99571 \n", "L 410.212425 32.957991 \n", "L 410.452115 30.156292 \n", "L 411.101642 19.079242 \n", "L 411.156769 19.178472 \n", "L 411.275513 20.442829 \n", "L 411.50662 26.997757 \n", "L 411.916288 47.926802 \n", "L 413.427402 129.52444 \n", "L 414.340622 165.679288 \n", "L 414.683204 171.383447 \n", "L 415.029879 176.338745 \n", "L 415.275671 183.316865 \n", "L 415.736577 205.234788 \n", "L 416.233664 225.268867 \n", "L 416.583981 231.515512 \n", "L 417.338094 239.927107 \n", "L 417.53506 240.700505 \n", "L 417.645121 240.212524 \n", "L 417.807571 237.660375 \n", "L 418.053683 228.811034 \n", "L 419.050302 184.281839 \n", "L 419.4873 175.24954 \n", "L 419.796664 161.0753 \n", "L 420.743414 111.108861 \n", "L 421.881916 71.953698 \n", "L 422.003629 71.420896 \n", "L 422.088212 71.8283 \n", "L 422.274592 74.403212 \n", "L 422.361999 76.043919 \n", "L 422.361999 76.043919 \n", "\" clip-path=\"url(#p33ee2231ee)\" style=\"fill: none; stroke: #3ea44e\"/>\n", " </g>\n", " <g id=\"legend_1\">\n", " <g id=\"patch_5\">\n", " <path d=\"M 332.945749 50.862146 \n", "L 418.361999 50.862146 \n", "L 418.361999 6.834646 \n", "L 332.945749 6.834646 \n", "z\n", "\" style=\"fill: #ffffff; stroke: #000000; stroke-linejoin: miter\"/>\n", " </g>\n", " <g id=\"line2d_14\">\n", " <path d=\"M 339.345749 16.513396 \n", "L 347.345749 16.513396 \n", "L 355.345749 16.513396 \n", "\" style=\"fill: none; stroke: #009afa; stroke-linejoin: miter\"/>\n", " </g>\n", " <g id=\"text_13\">\n", " <!-- GXBeam -->\n", " <g transform=\"translate(361.745749 19.313396) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-47\" d=\"M 3809 666 \n", "L 3809 1919 \n", "L 2778 1919 \n", "L 2778 2438 \n", "L 4434 2438 \n", "L 4434 434 \n", "Q 4069 175 3628 42 \n", "Q 3188 -91 2688 -91 \n", "Q 1594 -91 976 548 \n", "Q 359 1188 359 2328 \n", "Q 359 3472 976 4111 \n", "Q 1594 4750 2688 4750 \n", "Q 3144 4750 3555 4637 \n", "Q 3966 4525 4313 4306 \n", "L 4313 3634 \n", "Q 3963 3931 3569 4081 \n", "Q 3175 4231 2741 4231 \n", "Q 1884 4231 1454 3753 \n", "Q 1025 3275 1025 2328 \n", "Q 1025 1384 1454 906 \n", "Q 1884 428 2741 428 \n", "Q 3075 428 3337 486 \n", "Q 3600 544 3809 666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-58\" d=\"M 403 4666 \n", "L 1081 4666 \n", "L 2241 2931 \n", "L 3406 4666 \n", "L 4084 4666 \n", "L 2584 2425 \n", "L 4184 0 \n", "L 3506 0 \n", "L 2194 1984 \n", "L 872 0 \n", "L 191 0 \n", "L 1856 2491 \n", "L 403 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-42\" d=\"M 1259 2228 \n", "L 1259 519 \n", "L 2272 519 \n", "Q 2781 519 3026 730 \n", "Q 3272 941 3272 1375 \n", "Q 3272 1813 3026 2020 \n", "Q 2781 2228 2272 2228 \n", "L 1259 2228 \n", "z\n", "M 1259 4147 \n", "L 1259 2741 \n", "L 2194 2741 \n", "Q 2656 2741 2882 2914 \n", "Q 3109 3088 3109 3444 \n", "Q 3109 3797 2882 3972 \n", "Q 2656 4147 2194 4147 \n", "L 1259 4147 \n", "z\n", "M 628 4666 \n", "L 2241 4666 \n", "Q 2963 4666 3353 4366 \n", "Q 3744 4066 3744 3513 \n", "Q 3744 3084 3544 2831 \n", "Q 3344 2578 2956 2516 \n", "Q 3422 2416 3680 2098 \n", "Q 3938 1781 3938 1306 \n", "Q 3938 681 3513 340 \n", "Q 3088 0 2303 0 \n", "L 628 0 \n", "L 628 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-61\" d=\"M 2194 1759 \n", "Q 1497 1759 1228 1600 \n", "Q 959 1441 959 1056 \n", "Q 959 750 1161 570 \n", "Q 1363 391 1709 391 \n", "Q 2188 391 2477 730 \n", "Q 2766 1069 2766 1631 \n", "L 2766 1759 \n", "L 2194 1759 \n", "z\n", "M 3341 1997 \n", "L 3341 0 \n", "L 2766 0 \n", "L 2766 531 \n", "Q 2569 213 2275 61 \n", "Q 1981 -91 1556 -91 \n", "Q 1019 -91 701 211 \n", "Q 384 513 384 1019 \n", "Q 384 1609 779 1909 \n", "Q 1175 2209 1959 2209 \n", "L 2766 2209 \n", "L 2766 2266 \n", "Q 2766 2663 2505 2880 \n", "Q 2244 3097 1772 3097 \n", "Q 1472 3097 1187 3025 \n", "Q 903 2953 641 2809 \n", "L 641 3341 \n", "Q 956 3463 1253 3523 \n", "Q 1550 3584 1831 3584 \n", "Q 2591 3584 2966 3190 \n", "Q 3341 2797 3341 1997 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-47\"/>\n", " <use xlink:href=\"#DejaVuSans-58\" x=\"77.490234\"/>\n", " <use xlink:href=\"#DejaVuSans-42\" x=\"145.996094\"/>\n", " <use xlink:href=\"#DejaVuSans-65\" x=\"214.599609\"/>\n", " <use xlink:href=\"#DejaVuSans-61\" x=\"276.123047\"/>\n", " <use xlink:href=\"#DejaVuSans-6d\" x=\"337.402344\"/>\n", " </g>\n", " </g>\n", " <g id=\"line2d_15\">\n", " <path d=\"M 339.345749 28.255896 \n", "L 347.345749 28.255896 \n", "L 355.345749 28.255896 \n", "\" style=\"fill: none; stroke: #e36f47; stroke-linejoin: miter\"/>\n", " </g>\n", " <g id=\"text_14\">\n", " <!-- ODEProblem -->\n", " <g transform=\"translate(361.745749 31.055896) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-4f\" d=\"M 2522 4238 \n", "Q 1834 4238 1429 3725 \n", "Q 1025 3213 1025 2328 \n", "Q 1025 1447 1429 934 \n", "Q 1834 422 2522 422 \n", "Q 3209 422 3611 934 \n", "Q 4013 1447 4013 2328 \n", "Q 4013 3213 3611 3725 \n", "Q 3209 4238 2522 4238 \n", "z\n", "M 2522 4750 \n", "Q 3503 4750 4090 4092 \n", "Q 4678 3434 4678 2328 \n", "Q 4678 1225 4090 567 \n", "Q 3503 -91 2522 -91 \n", "Q 1538 -91 948 565 \n", "Q 359 1222 359 2328 \n", "Q 359 3434 948 4092 \n", "Q 1538 4750 2522 4750 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-44\" d=\"M 1259 4147 \n", "L 1259 519 \n", "L 2022 519 \n", "Q 2988 519 3436 956 \n", "Q 3884 1394 3884 2338 \n", "Q 3884 3275 3436 3711 \n", "Q 2988 4147 2022 4147 \n", "L 1259 4147 \n", "z\n", "M 628 4666 \n", "L 1925 4666 \n", "Q 3281 4666 3915 4102 \n", "Q 4550 3538 4550 2338 \n", "Q 4550 1131 3912 565 \n", "Q 3275 0 1925 0 \n", "L 628 0 \n", "L 628 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-45\" d=\"M 628 4666 \n", "L 3578 4666 \n", "L 3578 4134 \n", "L 1259 4134 \n", "L 1259 2753 \n", "L 3481 2753 \n", "L 3481 2222 \n", "L 1259 2222 \n", "L 1259 531 \n", "L 3634 531 \n", "L 3634 0 \n", "L 628 0 \n", "L 628 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-50\" d=\"M 1259 4147 \n", "L 1259 2394 \n", "L 2053 2394 \n", "Q 2494 2394 2734 2622 \n", "Q 2975 2850 2975 3272 \n", "Q 2975 3691 2734 3919 \n", "Q 2494 4147 2053 4147 \n", "L 1259 4147 \n", "z\n", "M 628 4666 \n", "L 2053 4666 \n", "Q 2838 4666 3239 4311 \n", "Q 3641 3956 3641 3272 \n", "Q 3641 2581 3239 2228 \n", "Q 2838 1875 2053 1875 \n", "L 1259 1875 \n", "L 1259 0 \n", "L 628 0 \n", "L 628 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-72\" d=\"M 2631 2963 \n", "Q 2534 3019 2420 3045 \n", "Q 2306 3072 2169 3072 \n", "Q 1681 3072 1420 2755 \n", "Q 1159 2438 1159 1844 \n", "L 1159 0 \n", "L 581 0 \n", "L 581 3500 \n", "L 1159 3500 \n", "L 1159 2956 \n", "Q 1341 3275 1631 3429 \n", "Q 1922 3584 2338 3584 \n", "Q 2397 3584 2469 3576 \n", "Q 2541 3569 2628 3553 \n", "L 2631 2963 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-6f\" d=\"M 1959 3097 \n", "Q 1497 3097 1228 2736 \n", "Q 959 2375 959 1747 \n", "Q 959 1119 1226 758 \n", "Q 1494 397 1959 397 \n", "Q 2419 397 2687 759 \n", "Q 2956 1122 2956 1747 \n", "Q 2956 2369 2687 2733 \n", "Q 2419 3097 1959 3097 \n", "z\n", "M 1959 3584 \n", "Q 2709 3584 3137 3096 \n", "Q 3566 2609 3566 1747 \n", "Q 3566 888 3137 398 \n", "Q 2709 -91 1959 -91 \n", "Q 1206 -91 779 398 \n", "Q 353 888 353 1747 \n", "Q 353 2609 779 3096 \n", "Q 1206 3584 1959 3584 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-62\" d=\"M 3116 1747 \n", "Q 3116 2381 2855 2742 \n", "Q 2594 3103 2138 3103 \n", "Q 1681 3103 1420 2742 \n", "Q 1159 2381 1159 1747 \n", "Q 1159 1113 1420 752 \n", "Q 1681 391 2138 391 \n", "Q 2594 391 2855 752 \n", "Q 3116 1113 3116 1747 \n", "z\n", "M 1159 2969 \n", "Q 1341 3281 1617 3432 \n", "Q 1894 3584 2278 3584 \n", "Q 2916 3584 3314 3078 \n", "Q 3713 2572 3713 1747 \n", "Q 3713 922 3314 415 \n", "Q 2916 -91 2278 -91 \n", "Q 1894 -91 1617 61 \n", "Q 1341 213 1159 525 \n", "L 1159 0 \n", "L 581 0 \n", "L 581 4863 \n", "L 1159 4863 \n", "L 1159 2969 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-6c\" d=\"M 603 4863 \n", "L 1178 4863 \n", "L 1178 0 \n", "L 603 0 \n", "L 603 4863 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-4f\"/>\n", " <use xlink:href=\"#DejaVuSans-44\" x=\"78.710938\"/>\n", " <use xlink:href=\"#DejaVuSans-45\" x=\"155.712891\"/>\n", " <use xlink:href=\"#DejaVuSans-50\" x=\"218.896484\"/>\n", " <use xlink:href=\"#DejaVuSans-72\" x=\"277.449219\"/>\n", " <use xlink:href=\"#DejaVuSans-6f\" x=\"316.3125\"/>\n", " <use xlink:href=\"#DejaVuSans-62\" x=\"377.494141\"/>\n", " <use xlink:href=\"#DejaVuSans-6c\" x=\"440.970703\"/>\n", " <use xlink:href=\"#DejaVuSans-65\" x=\"468.753906\"/>\n", " <use xlink:href=\"#DejaVuSans-6d\" x=\"530.277344\"/>\n", " </g>\n", " </g>\n", " <g id=\"line2d_16\">\n", " <path d=\"M 339.345749 39.998396 \n", "L 347.345749 39.998396 \n", "L 355.345749 39.998396 \n", "\" style=\"fill: none; stroke: #3ea44e; stroke-linejoin: miter\"/>\n", " </g>\n", " <g id=\"text_15\">\n", " <!-- DAEProblem -->\n", " <g transform=\"translate(361.745749 42.798396) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-41\" d=\"M 2188 4044 \n", "L 1331 1722 \n", "L 3047 1722 \n", "L 2188 4044 \n", "z\n", "M 1831 4666 \n", "L 2547 4666 \n", "L 4325 0 \n", "L 3669 0 \n", "L 3244 1197 \n", "L 1141 1197 \n", "L 716 0 \n", "L 50 0 \n", "L 1831 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-44\"/>\n", " <use xlink:href=\"#DejaVuSans-41\" x=\"75.251953\"/>\n", " <use xlink:href=\"#DejaVuSans-45\" x=\"143.660156\"/>\n", " <use xlink:href=\"#DejaVuSans-50\" x=\"206.84375\"/>\n", " <use xlink:href=\"#DejaVuSans-72\" x=\"265.396484\"/>\n", " <use xlink:href=\"#DejaVuSans-6f\" x=\"304.259766\"/>\n", " <use xlink:href=\"#DejaVuSans-62\" x=\"365.441406\"/>\n", " <use xlink:href=\"#DejaVuSans-6c\" x=\"428.917969\"/>\n", " <use xlink:href=\"#DejaVuSans-65\" x=\"456.701172\"/>\n", " <use xlink:href=\"#DejaVuSans-6d\" x=\"518.224609\"/>\n", " </g>\n", " </g>\n", " </g>\n", " </g>\n", " </g>\n", " <defs>\n", " <clipPath id=\"p33ee2231ee\">\n", " <rect x=\"64.557544\" y=\"2.834646\" width=\"357.804455\" height=\"255.390709\"/>\n", " </clipPath>\n", " </defs>\n", "</svg>\n" ] }, "metadata": {}, "execution_count": 13 } ], "cell_type": "code", "source": [ "ph[7]" ], "metadata": {}, "execution_count": 13 }, { "outputs": [ { "output_type": "execute_result", "data": { "text/plain": "Plot{Plots.PyPlotBackend() n=3}", "image/png": "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", "text/html": [ "<img src=\"data:image/png;base64,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\" />" ], "image/svg+xml": [ "<?xml version=\"1.0\" encoding=\"utf-8\" standalone=\"no\"?>\n", "<!DOCTYPE svg PUBLIC \"-//W3C//DTD SVG 1.1//EN\"\n", " \"http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd\">\n", "<svg xmlns:xlink=\"http://www.w3.org/1999/xlink\" width=\"432pt\" height=\"288pt\" viewBox=\"0 0 432 288\" xmlns=\"http://www.w3.org/2000/svg\" version=\"1.1\">\n", " <metadata>\n", " <rdf:RDF xmlns:dc=\"http://purl.org/dc/elements/1.1/\" xmlns:cc=\"http://creativecommons.org/ns#\" xmlns:rdf=\"http://www.w3.org/1999/02/22-rdf-syntax-ns#\">\n", " <cc:Work>\n", " <dc:type rdf:resource=\"http://purl.org/dc/dcmitype/StillImage\"/>\n", " <dc:date>2023-06-12T19:46:56.839314</dc:date>\n", " <dc:format>image/svg+xml</dc:format>\n", " <dc:creator>\n", " <cc:Agent>\n", " <dc:title>Matplotlib v3.7.1, https://matplotlib.org/</dc:title>\n", " </cc:Agent>\n", " </dc:creator>\n", " </cc:Work>\n", " </rdf:RDF>\n", " </metadata>\n", " <defs>\n", " <style type=\"text/css\">*{stroke-linejoin: round; stroke-linecap: butt}</style>\n", " </defs>\n", " <g id=\"figure_1\">\n", " <g id=\"patch_1\">\n", " <path d=\"M 0 288 \n", "L 432 288 \n", "L 432 0 \n", "L 0 0 \n", "z\n", "\" style=\"fill: #ffffff\"/>\n", " </g>\n", " <g id=\"axes_1\">\n", " <g id=\"patch_2\">\n", " <path d=\"M 66.051544 258.225354 \n", "L 422.361999 258.225354 \n", "L 422.361999 2.834646 \n", "L 66.051544 2.834646 \n", "z\n", "\" style=\"fill: #ffffff\"/>\n", " </g>\n", " <g id=\"line2d_1\">\n", " <path d=\"M 66.051544 122.886862 \n", "L 68.011251 122.854862 \n", "L 68.367562 122.747345 \n", "L 68.723872 122.982644 \n", "L 69.080183 122.974311 \n", "L 69.436493 122.829541 \n", "L 69.614648 122.987949 \n", "L 70.149114 122.889564 \n", "L 70.327269 122.645193 \n", "L 70.505424 122.631326 \n", "L 71.03989 122.972294 \n", "L 71.218045 122.985918 \n", "L 71.574356 122.859454 \n", "L 72.286977 122.982603 \n", "L 72.643287 122.802408 \n", "L 73.177753 122.99581 \n", "L 73.355908 123.102668 \n", "L 74.602995 122.911616 \n", "L 74.959305 122.921115 \n", "L 75.315616 122.840826 \n", "L 75.850081 123.10574 \n", "L 76.028237 123.101627 \n", "L 76.384547 122.814109 \n", "L 76.740857 122.815174 \n", "L 77.097168 122.995105 \n", "L 77.453478 122.717825 \n", "L 77.809789 122.646032 \n", "L 78.166099 122.906765 \n", "L 78.52241 122.747905 \n", "L 78.87872 122.668633 \n", "L 79.235031 123.015609 \n", "L 80.125807 122.852141 \n", "L 80.838428 122.829798 \n", "L 81.016583 122.742915 \n", "L 81.194738 122.838406 \n", "L 81.551049 122.777015 \n", "L 81.729204 122.934857 \n", "L 82.085514 122.789649 \n", "L 82.263669 122.759659 \n", "L 82.441825 122.553319 \n", "L 82.97629 122.821103 \n", "L 83.154446 122.956434 \n", "L 83.332601 122.947362 \n", "L 83.510756 122.769226 \n", "L 84.045222 122.769258 \n", "L 84.223377 122.81671 \n", "L 84.401532 122.720396 \n", "L 84.757843 122.422667 \n", "L 85.114153 122.526835 \n", "L 85.470464 122.812876 \n", "L 86.183084 122.77284 \n", "L 87.073861 123.006376 \n", "L 87.430171 122.94147 \n", "L 88.142792 123.017399 \n", "L 88.677258 122.665207 \n", "L 88.855413 122.606354 \n", "L 89.211723 122.799542 \n", "L 89.924344 122.4244 \n", "L 90.280655 122.638093 \n", "L 90.81512 122.626308 \n", "L 90.993276 122.58387 \n", "L 91.705897 122.821907 \n", "L 92.596673 122.763403 \n", "L 93.309294 123.549735 \n", "L 93.665604 123.630935 \n", "L 95.269001 125.130265 \n", "L 95.625312 125.536474 \n", "L 95.981622 125.706783 \n", "L 96.159777 125.689667 \n", "L 97.763174 127.195443 \n", "L 98.119485 127.667547 \n", "L 99.010261 128.132865 \n", "L 99.366571 128.395974 \n", "L 99.722882 128.34871 \n", "L 100.079192 128.37927 \n", "L 100.435503 128.479674 \n", "L 100.613658 128.459017 \n", "L 101.148124 128.121622 \n", "L 101.682589 127.969408 \n", "L 102.39521 126.980666 \n", "L 102.751521 126.668512 \n", "L 103.464142 125.364389 \n", "L 103.998607 124.181201 \n", "L 105.78016 119.805605 \n", "L 106.49278 117.861584 \n", "L 108.986954 112.058019 \n", "L 109.521419 111.140822 \n", "L 110.055885 110.341767 \n", "L 111.124816 108.846421 \n", "L 112.550058 107.439349 \n", "L 113.440834 107.143968 \n", "L 114.153455 107.31177 \n", "L 114.509766 107.414926 \n", "L 115.044231 108.042097 \n", "L 116.647628 110.380317 \n", "L 117.538405 112.761481 \n", "L 118.963646 117.456196 \n", "L 121.992285 131.743349 \n", "L 123.417527 138.692347 \n", "L 124.486458 142.905307 \n", "L 125.377235 145.536788 \n", "L 125.9117 146.494766 \n", "L 126.980632 146.907567 \n", "L 128.049563 145.811037 \n", "L 128.762184 144.173827 \n", "L 129.118494 143.245117 \n", "L 130.187426 139.371539 \n", "L 132.325288 130.617524 \n", "L 133.037909 127.99204 \n", "L 133.39422 126.764313 \n", "L 134.641306 123.628691 \n", "L 134.997617 123.38391 \n", "L 135.532083 122.831834 \n", "L 135.888393 122.788337 \n", "L 136.244703 122.767308 \n", "L 137.669945 122.29919 \n", "L 138.560721 121.793562 \n", "L 138.917032 121.662068 \n", "L 139.629653 121.167941 \n", "L 139.985963 120.754119 \n", "L 140.342274 120.054054 \n", "L 140.876739 118.892131 \n", "L 141.767516 117.104948 \n", "L 143.192757 113.593382 \n", "L 144.439844 111.095674 \n", "L 144.97431 110.062304 \n", "L 145.33062 109.762895 \n", "L 146.043241 109.23734 \n", "L 146.399551 109.63159 \n", "L 146.934017 110.344139 \n", "L 147.646638 112.369663 \n", "L 148.002949 113.744837 \n", "L 150.140811 122.602367 \n", "L 151.566053 127.01769 \n", "L 152.100519 127.896963 \n", "L 152.278674 128.003271 \n", "L 152.991295 127.713061 \n", "L 153.347605 127.722375 \n", "L 153.882071 127.262858 \n", "L 154.416537 126.368554 \n", "L 155.307313 125.148221 \n", "L 155.663623 124.479407 \n", "L 156.019934 123.841291 \n", "L 156.554399 122.747428 \n", "L 157.26702 121.280677 \n", "L 157.623331 120.785708 \n", "L 157.979641 120.112586 \n", "L 158.157797 119.792557 \n", "L 158.870417 119.450101 \n", "L 159.226728 118.937477 \n", "L 159.939349 118.592554 \n", "L 160.295659 118.089901 \n", "L 160.830125 117.838593 \n", "L 161.186435 117.596232 \n", "L 161.720901 117.03894 \n", "L 162.077212 116.521173 \n", "L 162.967988 114.488556 \n", "L 163.502453 112.986058 \n", "L 164.393229 109.44203 \n", "L 167.421868 97.163406 \n", "L 167.956334 96.115923 \n", "L 168.312644 95.201713 \n", "L 168.668955 95.024701 \n", "L 168.84711 95.008687 \n", "L 169.203421 94.691473 \n", "L 169.381576 94.83398 \n", "L 170.272352 96.416499 \n", "L 170.628662 97.997187 \n", "L 171.519439 102.901599 \n", "L 173.479146 119.357535 \n", "L 174.369922 127.210614 \n", "L 175.082543 132.529875 \n", "L 175.795164 136.778405 \n", "L 176.68594 140.269108 \n", "L 178.467492 145.954603 \n", "L 179.001958 147.421788 \n", "L 180.249045 152.361885 \n", "L 181.852442 159.082476 \n", "L 182.565063 161.188731 \n", "L 183.455839 162.326322 \n", "L 183.633994 162.386957 \n", "L 183.812149 162.296072 \n", "L 184.16846 161.933206 \n", "L 184.346615 161.859608 \n", "L 184.52477 161.639482 \n", "L 184.881081 160.599325 \n", "L 185.771857 157.05091 \n", "L 186.840788 149.407811 \n", "L 188.26603 137.600943 \n", "L 190.225737 123.842573 \n", "L 191.472824 118.417392 \n", "L 192.185445 117.109763 \n", "L 192.898066 117.663404 \n", "L 193.076221 117.64423 \n", "L 193.254376 117.87842 \n", "L 193.788842 119.010934 \n", "L 194.323308 119.631359 \n", "L 194.679618 120.334717 \n", "L 194.857773 120.596122 \n", "L 195.214084 120.57897 \n", "L 195.570394 120.984346 \n", "L 195.74855 121.010811 \n", "L 195.926705 120.815493 \n", "L 196.817481 117.831791 \n", "L 197.530102 112.595119 \n", "L 198.064568 107.447346 \n", "L 198.955344 98.300444 \n", "L 199.489809 93.481594 \n", "L 200.380585 87.915587 \n", "L 200.736896 86.808138 \n", "L 201.093206 86.158266 \n", "L 201.271362 86.163385 \n", "L 201.627672 87.105848 \n", "L 201.983983 88.881516 \n", "L 202.340293 91.670589 \n", "L 202.874759 97.728593 \n", "L 203.409224 106.237934 \n", "L 204.121845 120.370794 \n", "L 205.368932 147.604582 \n", "L 205.903398 156.386338 \n", "L 206.437863 162.963531 \n", "L 206.794174 164.610999 \n", "L 207.150484 165.42691 \n", "L 207.328639 165.438071 \n", "L 207.506795 164.861316 \n", "L 208.04126 160.245758 \n", "L 208.575726 153.935596 \n", "L 210.357278 127.192251 \n", "L 210.891744 121.974488 \n", "L 211.248054 119.835024 \n", "L 211.604365 118.778208 \n", "L 211.960675 118.48018 \n", "L 212.316986 118.363649 \n", "L 212.673296 118.425883 \n", "L 212.851451 118.406831 \n", "L 213.029607 118.246017 \n", "L 213.385917 117.77921 \n", "L 213.742228 117.3528 \n", "L 213.920383 117.032125 \n", "L 214.633004 114.719961 \n", "L 214.989314 113.719562 \n", "L 215.52378 111.898069 \n", "L 216.058246 110.381053 \n", "L 217.127177 105.699865 \n", "L 218.196108 99.060826 \n", "L 219.086884 92.061507 \n", "L 220.155816 80.903045 \n", "L 220.868437 72.949526 \n", "L 221.581058 67.709423 \n", "L 221.759213 66.985144 \n", "L 221.937368 66.746292 \n", "L 222.115523 66.988022 \n", "L 222.471834 68.04462 \n", "L 222.828144 70.296558 \n", "L 223.36261 77.184217 \n", "L 224.075231 88.64502 \n", "L 224.966007 103.388479 \n", "L 225.678628 113.018815 \n", "L 226.213093 117.948617 \n", "L 226.569404 119.928506 \n", "L 226.925714 120.600575 \n", "L 227.10387 120.51858 \n", "L 227.282025 120.258709 \n", "L 227.638335 118.976115 \n", "L 227.994646 116.57334 \n", "L 229.241732 106.000107 \n", "L 229.598043 104.957804 \n", "L 229.954353 104.847212 \n", "L 230.132509 104.906658 \n", "L 230.310664 105.592534 \n", "L 231.20144 113.395229 \n", "L 232.270371 128.171765 \n", "L 234.230079 159.338584 \n", "L 235.120855 171.565629 \n", "L 236.546097 188.611581 \n", "L 237.615028 197.168614 \n", "L 238.149494 198.226091 \n", "L 238.327649 197.836652 \n", "L 238.683959 194.594598 \n", "L 239.218425 187.708058 \n", "L 239.752891 175.629388 \n", "L 240.643667 151.641572 \n", "L 241.534443 129.667798 \n", "L 242.068909 122.140733 \n", "L 242.425219 119.682419 \n", "L 242.603374 119.530749 \n", "L 242.78153 119.942408 \n", "L 243.315995 122.693599 \n", "L 243.850461 129.319532 \n", "L 245.275703 145.579507 \n", "L 245.810169 148.322354 \n", "L 245.988324 148.078124 \n", "L 246.344634 145.794338 \n", "L 246.700945 142.825151 \n", "L 247.057255 138.091746 \n", "L 248.838807 108.803552 \n", "L 249.195118 105.580209 \n", "L 249.373273 104.959637 \n", "L 249.551428 104.971746 \n", "L 249.729584 105.700007 \n", "L 250.085894 109.561666 \n", "L 250.62036 120.816035 \n", "L 252.223757 158.98137 \n", "L 252.580067 163.545159 \n", "L 253.470843 168.93865 \n", "L 254.539775 172.724635 \n", "L 254.71793 172.507349 \n", "L 255.252396 169.745788 \n", "L 255.608706 165.608969 \n", "L 256.499482 147.96704 \n", "L 257.924724 113.177779 \n", "L 258.993655 78.429738 \n", "L 260.240742 36.566061 \n", "L 261.131518 16.15458 \n", "L 261.487829 12.465969 \n", "L 261.844139 10.652286 \n", "L 262.022294 10.958838 \n", "L 262.378605 14.435752 \n", "L 262.91307 23.757039 \n", "L 263.447536 38.864132 \n", "L 264.338312 70.900215 \n", "L 265.229088 102.29876 \n", "L 265.763554 113.733196 \n", "L 266.119865 116.890544 \n", "L 266.29802 116.995253 \n", "L 266.476175 116.252464 \n", "L 266.832485 112.705948 \n", "L 267.188796 106.23753 \n", "L 268.435882 79.811959 \n", "L 268.792193 75.876867 \n", "L 269.148503 74.267438 \n", "L 269.504814 74.156973 \n", "L 269.682969 74.560795 \n", "L 270.03928 76.535522 \n", "L 270.573745 81.448049 \n", "L 270.930056 87.182292 \n", "L 271.464521 101.185805 \n", "L 271.998987 120.294864 \n", "L 274.315005 216.859477 \n", "L 274.849471 228.612935 \n", "L 275.205781 233.166042 \n", "L 275.383936 233.853349 \n", "L 275.562092 233.425535 \n", "L 275.918402 230.622971 \n", "L 276.274712 225.151748 \n", "L 276.809178 210.860247 \n", "L 277.521799 182.829893 \n", "L 278.947041 124.507559 \n", "L 279.659662 105.629882 \n", "L 280.550438 88.838735 \n", "L 281.441214 79.037387 \n", "L 281.97568 74.90494 \n", "L 283.400922 59.727678 \n", "L 283.579077 58.845487 \n", "L 283.757232 58.770429 \n", "L 283.935387 59.353171 \n", "L 284.113543 60.403877 \n", "L 284.469853 65.108883 \n", "L 285.004319 77.910776 \n", "L 286.964026 127.942686 \n", "L 287.676647 138.983705 \n", "L 288.032958 143.123658 \n", "L 288.389268 144.980687 \n", "L 288.567423 145.123436 \n", "L 288.745578 144.711975 \n", "L 288.923734 143.694095 \n", "L 289.280044 139.476005 \n", "L 289.81451 128.855709 \n", "L 292.308683 72.421642 \n", "L 293.199459 57.464685 \n", "L 293.91208 51.027866 \n", "L 294.090235 50.488114 \n", "L 294.26839 51.057953 \n", "L 294.624701 54.498631 \n", "L 294.981011 60.045026 \n", "L 295.337322 70.172353 \n", "L 296.049943 98.734861 \n", "L 297.831495 181.423057 \n", "L 298.365961 194.541869 \n", "L 298.722271 197.683985 \n", "L 298.900426 197.736794 \n", "L 299.078582 197.016207 \n", "L 299.434892 193.610677 \n", "L 300.147513 179.881564 \n", "L 301.75091 146.32997 \n", "L 302.285376 140.513072 \n", "L 302.641686 138.95103 \n", "L 302.819841 139.633426 \n", "L 303.176152 143.488184 \n", "L 303.532462 150.150231 \n", "L 304.066928 165.991631 \n", "L 304.957704 190.496516 \n", "L 305.314015 193.928347 \n", "L 305.49217 193.761298 \n", "L 305.84848 190.007359 \n", "L 306.204791 182.400078 \n", "L 307.095567 153.906312 \n", "L 307.630033 139.896416 \n", "L 307.986343 135.81784 \n", "L 308.164498 135.358773 \n", "L 308.342653 135.903607 \n", "L 308.698964 139.492001 \n", "L 309.946051 157.934687 \n", "L 310.124206 158.683387 \n", "L 310.302361 158.380701 \n", "L 310.480516 157.240931 \n", "L 310.836827 152.206179 \n", "L 311.193137 142.872799 \n", "L 312.618379 92.739796 \n", "L 313.68731 55.445319 \n", "L 314.043621 50.012881 \n", "L 314.221776 49.830335 \n", "L 314.399931 51.373888 \n", "L 314.578086 55.523947 \n", "L 314.934397 71.961992 \n", "L 315.468863 113.181371 \n", "L 316.715949 228.537774 \n", "L 317.07226 239.021219 \n", "L 317.250415 238.111989 \n", "L 317.606725 226.214336 \n", "L 318.141191 192.239174 \n", "L 319.031967 132.326302 \n", "L 319.566433 107.551473 \n", "L 320.279054 88.537673 \n", "L 320.991675 73.468104 \n", "L 321.704296 61.78744 \n", "L 321.882451 60.967887 \n", "L 322.060606 60.87917 \n", "L 322.416916 62.197534 \n", "L 322.773227 65.811111 \n", "L 323.307693 71.720269 \n", "L 323.664003 73.370269 \n", "L 324.732934 81.970588 \n", "L 325.2674 88.421792 \n", "L 325.980021 93.888507 \n", "L 326.514487 100.308707 \n", "L 326.870797 109.162378 \n", "L 327.583418 138.320492 \n", "L 328.296039 167.364916 \n", "L 328.652349 172.179489 \n", "L 328.830505 172.648068 \n", "L 329.00866 172.024457 \n", "L 329.36497 168.430822 \n", "L 329.721281 164.661288 \n", "L 330.433902 160.360652 \n", "L 330.790212 155.740701 \n", "L 331.324678 143.449299 \n", "L 333.462541 75.088282 \n", "L 333.640696 73.807011 \n", "L 333.818851 75.070358 \n", "L 333.997006 79.173914 \n", "L 334.353317 94.716891 \n", "L 335.244093 139.896769 \n", "L 335.600403 148.855201 \n", "L 336.669335 169.404348 \n", "L 337.2038 180.069629 \n", "L 337.738266 187.863971 \n", "L 338.094577 189.991382 \n", "L 338.272732 189.839385 \n", "L 338.450887 188.908801 \n", "L 338.629042 186.784399 \n", "L 338.985353 175.910659 \n", "L 339.519818 145.423199 \n", "L 340.410594 92.497192 \n", "L 341.123215 65.275176 \n", "L 341.301371 62.046787 \n", "L 341.479526 61.230228 \n", "L 341.657681 62.794781 \n", "L 341.835836 66.521609 \n", "L 342.192147 81.480102 \n", "L 343.082923 128.378752 \n", "L 343.439233 136.888133 \n", "L 343.795544 142.097702 \n", "L 344.330009 145.895789 \n", "L 344.508165 145.983845 \n", "L 344.68632 144.851591 \n", "L 344.864475 141.681827 \n", "L 345.398941 121.836234 \n", "L 345.755251 109.083141 \n", "L 346.111562 102.772576 \n", "L 346.289717 102.477747 \n", "L 346.467872 102.878783 \n", "L 346.646027 102.788833 \n", "L 346.824183 101.419492 \n", "L 347.180493 92.434062 \n", "L 347.893114 69.240645 \n", "L 348.071269 67.693792 \n", "L 348.249424 69.298844 \n", "L 348.605735 81.346861 \n", "L 349.140201 114.730024 \n", "L 350.209132 183.266101 \n", "L 350.565442 196.187738 \n", "L 350.743598 199.086761 \n", "L 350.921753 199.946434 \n", "L 351.099908 198.455085 \n", "L 351.456219 187.951877 \n", "L 352.88146 110.467902 \n", "L 353.950392 52.451085 \n", "L 354.128547 48.753601 \n", "L 354.306702 47.541069 \n", "L 354.484857 47.975796 \n", "L 355.019323 51.218476 \n", "L 355.197478 51.27544 \n", "L 355.375634 50.559547 \n", "L 355.910099 46.083829 \n", "L 356.088255 46.593912 \n", "L 356.26641 48.930198 \n", "L 356.800875 64.02923 \n", "L 357.335341 79.576781 \n", "L 357.691652 84.492954 \n", "L 357.869807 84.159569 \n", "L 358.582428 78.262454 \n", "L 358.760583 79.46249 \n", "L 359.295049 87.45639 \n", "L 359.829514 94.951487 \n", "L 360.185825 98.742785 \n", "L 360.36398 102.078136 \n", "L 360.72029 115.550143 \n", "L 361.789222 172.74183 \n", "L 361.967377 175.988965 \n", "L 362.145532 176.706677 \n", "L 362.501843 174.49257 \n", "L 362.679998 174.277662 \n", "L 362.858153 174.659761 \n", "L 363.214464 176.300512 \n", "L 363.392619 175.480109 \n", "L 363.570774 172.457298 \n", "L 363.748929 166.201834 \n", "L 364.10524 141.504989 \n", "L 364.996016 63.885728 \n", "L 365.352326 52.971706 \n", "L 365.530482 52.284432 \n", "L 365.708637 53.784773 \n", "L 366.777568 75.270935 \n", "L 367.133879 88.265449 \n", "L 367.668344 122.242562 \n", "L 368.380965 168.52824 \n", "L 369.449897 226.830858 \n", "L 369.806207 244.182901 \n", "L 370.162518 250.997315 \n", "L 370.340673 250.034503 \n", "L 370.696983 240.742637 \n", "L 371.231449 223.045853 \n", "L 371.587759 213.189464 \n", "L 371.94407 195.872451 \n", "L 372.478535 151.226948 \n", "L 373.013001 101.357439 \n", "L 373.369312 85.269983 \n", "L 373.547467 83.586433 \n", "L 373.903777 83.327802 \n", "L 374.081933 81.647149 \n", "L 374.438243 69.985956 \n", "L 375.150864 35.610629 \n", "L 375.329019 32.827489 \n", "L 375.507174 33.684874 \n", "L 375.863485 42.457428 \n", "L 376.39795 54.960855 \n", "L 376.754261 57.711746 \n", "L 376.932416 59.05861 \n", "L 377.110571 61.79159 \n", "L 377.466882 73.2202 \n", "L 378.001348 92.814205 \n", "L 378.179503 95.999044 \n", "L 378.357658 96.917049 \n", "L 378.535813 96.020125 \n", "L 379.070279 89.657747 \n", "L 379.248434 90.766873 \n", "L 379.426589 95.175509 \n", "L 379.7829 113.094373 \n", "L 380.495521 153.181686 \n", "L 380.851831 162.980772 \n", "L 381.208142 166.332126 \n", "L 381.386297 166.123944 \n", "L 381.564452 164.645952 \n", "L 381.920763 157.986525 \n", "L 382.455228 147.087474 \n", "L 382.811539 142.898274 \n", "L 382.989694 142.900848 \n", "L 383.167849 144.970589 \n", "L 383.52416 157.368717 \n", "L 384.058625 177.519556 \n", "L 384.23678 179.330311 \n", "L 384.414936 177.502801 \n", "L 384.593091 171.715551 \n", "L 385.483867 126.869669 \n", "L 385.662022 124.938174 \n", "L 385.840178 125.073154 \n", "L 386.374643 128.799708 \n", "L 386.552798 126.676013 \n", "L 387.265419 108.183764 \n", "L 387.443575 109.660038 \n", "L 387.97804 124.584595 \n", "L 388.334351 133.302131 \n", "L 388.512506 133.787359 \n", "L 388.690661 130.467648 \n", "L 389.046972 121.298733 \n", "L 389.225127 120.05327 \n", "L 389.403282 122.170372 \n", "L 389.759593 134.096577 \n", "L 390.650369 175.870496 \n", "L 390.828524 177.717401 \n", "L 391.006679 177.257607 \n", "L 391.36299 170.214117 \n", "L 393.322697 111.942326 \n", "L 393.857163 94.194155 \n", "L 394.391628 86.87147 \n", "L 395.104249 78.616816 \n", "L 395.638715 65.839481 \n", "L 395.81687 63.734029 \n", "L 396.173181 65.091767 \n", "L 396.351336 64.553518 \n", "L 396.707646 64.992153 \n", "L 396.885802 66.523424 \n", "L 397.242112 72.734722 \n", "L 397.420267 77.833249 \n", "L 397.776578 98.046208 \n", "L 398.311043 132.800461 \n", "L 398.489199 137.00676 \n", "L 398.667354 137.283537 \n", "L 398.845509 133.818478 \n", "L 399.20182 119.753557 \n", "L 399.736285 98.729832 \n", "L 399.914441 97.40458 \n", "L 400.092596 99.125409 \n", "L 400.805217 117.811306 \n", "L 400.983372 117.821129 \n", "L 401.161527 116.135144 \n", "L 401.517838 111.302408 \n", "L 401.695993 112.420674 \n", "L 401.874148 115.11814 \n", "L 402.408614 126.986512 \n", "L 402.586769 127.592388 \n", "L 402.764924 126.142428 \n", "L 402.943079 123.620432 \n", "L 403.29939 123.274359 \n", "L 403.477545 122.209382 \n", "L 403.6557 120.438244 \n", "L 404.012011 113.894919 \n", "L 404.190166 114.593875 \n", "L 404.902787 125.840547 \n", "L 405.080942 123.155195 \n", "L 405.437253 111.175798 \n", "L 405.793563 97.070157 \n", "L 405.971718 93.766754 \n", "L 406.149874 94.810939 \n", "L 406.506184 100.886581 \n", "L 406.684339 101.824462 \n", "L 407.04065 99.487365 \n", "L 407.218805 99.477779 \n", "L 407.39696 98.403271 \n", "L 407.575115 95.831146 \n", "L 407.931426 88.806138 \n", "L 408.109581 91.112039 \n", "L 408.465891 111.051947 \n", "L 409.534823 182.929609 \n", "L 409.891133 192.619414 \n", "L 410.781909 205.386449 \n", "L 410.960065 205.196736 \n", "L 411.13822 202.96953 \n", "L 411.316375 195.983197 \n", "L 411.850841 158.513808 \n", "L 412.028996 154.478632 \n", "L 412.385306 159.937462 \n", "L 412.919772 176.118677 \n", "L 413.097927 184.935889 \n", "L 413.276083 187.942551 \n", "L 413.454238 182.781032 \n", "L 413.810548 149.491144 \n", "L 414.345014 106.905914 \n", "L 415.23579 55.167981 \n", "L 415.413945 53.557911 \n", "L 415.592101 57.492162 \n", "L 416.482877 100.13775 \n", "L 417.373653 165.861795 \n", "L 417.551808 170.041522 \n", "L 417.729963 164.413988 \n", "L 418.264429 134.598096 \n", "L 418.442584 137.161641 \n", "L 418.798895 146.933148 \n", "L 418.97705 145.688003 \n", "L 419.33336 140.337178 \n", "L 419.511516 140.559483 \n", "L 419.689671 138.858549 \n", "L 420.402292 110.667355 \n", "L 420.758602 113.252237 \n", "L 420.936757 111.618904 \n", "L 421.649378 94.84797 \n", "L 422.005689 85.414922 \n", "L 422.361999 70.744063 \n", "L 422.361999 70.744063 \n", "\" clip-path=\"url(#p574ebc2853)\" style=\"fill: none; stroke: #009afa\"/>\n", " </g>\n", " <g id=\"matplotlib.axis_1\">\n", " <g id=\"xtick_1\">\n", " <g id=\"line2d_2\">\n", " <defs>\n", " <path id=\"m79756b81c9\" d=\"M 0 0 \n", "L 0 -2.5 \n", "\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </defs>\n", " <g>\n", " <use xlink:href=\"#m79756b81c9\" x=\"66.051544\" y=\"258.225354\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_1\">\n", " <!-- $0.0$ -->\n", " <g transform=\"translate(59.651544 267.804104) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-30\" d=\"M 2034 4250 \n", "Q 1547 4250 1301 3770 \n", "Q 1056 3291 1056 2328 \n", "Q 1056 1369 1301 889 \n", "Q 1547 409 2034 409 \n", "Q 2525 409 2770 889 \n", "Q 3016 1369 3016 2328 \n", "Q 3016 3291 2770 3770 \n", "Q 2525 4250 2034 4250 \n", "z\n", "M 2034 4750 \n", "Q 2819 4750 3233 4129 \n", "Q 3647 3509 3647 2328 \n", "Q 3647 1150 3233 529 \n", "Q 2819 -91 2034 -91 \n", "Q 1250 -91 836 529 \n", "Q 422 1150 422 2328 \n", "Q 422 3509 836 4129 \n", "Q 1250 4750 2034 4750 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-2e\" d=\"M 684 794 \n", "L 1344 794 \n", "L 1344 0 \n", "L 684 0 \n", "L 684 794 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(0 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(95.410156 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"xtick_2\">\n", " <g id=\"line2d_3\">\n", " <g>\n", " <use xlink:href=\"#m79756b81c9\" x=\"155.129158\" y=\"258.225354\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_2\">\n", " <!-- $0.5$ -->\n", " <g transform=\"translate(148.729158 267.804104) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-35\" d=\"M 691 4666 \n", "L 3169 4666 \n", "L 3169 4134 \n", "L 1269 4134 \n", "L 1269 2991 \n", "Q 1406 3038 1543 3061 \n", "Q 1681 3084 1819 3084 \n", "Q 2600 3084 3056 2656 \n", "Q 3513 2228 3513 1497 \n", "Q 3513 744 3044 326 \n", "Q 2575 -91 1722 -91 \n", "Q 1428 -91 1123 -41 \n", "Q 819 9 494 109 \n", "L 494 744 \n", "Q 775 591 1075 516 \n", "Q 1375 441 1709 441 \n", "Q 2250 441 2565 725 \n", "Q 2881 1009 2881 1497 \n", "Q 2881 1984 2565 2268 \n", "Q 2250 2553 1709 2553 \n", "Q 1456 2553 1204 2497 \n", "Q 953 2441 691 2322 \n", "L 691 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(0 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-35\" transform=\"translate(95.410156 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"xtick_3\">\n", " <g id=\"line2d_4\">\n", " <g>\n", " <use xlink:href=\"#m79756b81c9\" x=\"244.206771\" y=\"258.225354\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_3\">\n", " <!-- $1.0$ -->\n", " <g transform=\"translate(237.806771 267.804104) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-31\" d=\"M 794 531 \n", "L 1825 531 \n", "L 1825 4091 \n", "L 703 3866 \n", "L 703 4441 \n", "L 1819 4666 \n", "L 2450 4666 \n", "L 2450 531 \n", "L 3481 531 \n", "L 3481 0 \n", "L 794 0 \n", "L 794 531 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-31\" transform=\"translate(0 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(95.410156 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"xtick_4\">\n", " <g id=\"line2d_5\">\n", " <g>\n", " <use xlink:href=\"#m79756b81c9\" x=\"333.284385\" y=\"258.225354\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_4\">\n", " <!-- $1.5$ -->\n", " <g transform=\"translate(326.884385 267.804104) scale(0.08 -0.08)\">\n", " <use xlink:href=\"#DejaVuSans-31\" transform=\"translate(0 0.09375)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.09375)\"/>\n", " <use xlink:href=\"#DejaVuSans-35\" transform=\"translate(95.410156 0.09375)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"xtick_5\">\n", " <g id=\"line2d_6\">\n", " <g>\n", " <use xlink:href=\"#m79756b81c9\" x=\"422.361999\" y=\"258.225354\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_5\">\n", " <!-- $2.0$ -->\n", " <g transform=\"translate(415.961999 267.804104) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-32\" d=\"M 1228 531 \n", "L 3431 531 \n", "L 3431 0 \n", "L 469 0 \n", "L 469 531 \n", "Q 828 903 1448 1529 \n", "Q 2069 2156 2228 2338 \n", "Q 2531 2678 2651 2914 \n", "Q 2772 3150 2772 3378 \n", "Q 2772 3750 2511 3984 \n", "Q 2250 4219 1831 4219 \n", "Q 1534 4219 1204 4116 \n", "Q 875 4013 500 3803 \n", "L 500 4441 \n", "Q 881 4594 1212 4672 \n", "Q 1544 4750 1819 4750 \n", "Q 2544 4750 2975 4387 \n", "Q 3406 4025 3406 3419 \n", "Q 3406 3131 3298 2873 \n", "Q 3191 2616 2906 2266 \n", "Q 2828 2175 2409 1742 \n", "Q 1991 1309 1228 531 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-32\" transform=\"translate(0 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(95.410156 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"text_6\">\n", " <!-- Time (s) -->\n", " <g transform=\"translate(221.844975 281.826136) scale(0.11 -0.11)\">\n", " <defs>\n", " <path id=\"DejaVuSans-54\" d=\"M -19 4666 \n", "L 3928 4666 \n", "L 3928 4134 \n", "L 2272 4134 \n", "L 2272 0 \n", "L 1638 0 \n", "L 1638 4134 \n", "L -19 4134 \n", "L -19 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-69\" d=\"M 603 3500 \n", "L 1178 3500 \n", "L 1178 0 \n", "L 603 0 \n", "L 603 3500 \n", "z\n", "M 603 4863 \n", "L 1178 4863 \n", "L 1178 4134 \n", "L 603 4134 \n", "L 603 4863 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-6d\" d=\"M 3328 2828 \n", "Q 3544 3216 3844 3400 \n", "Q 4144 3584 4550 3584 \n", "Q 5097 3584 5394 3201 \n", "Q 5691 2819 5691 2113 \n", "L 5691 0 \n", "L 5113 0 \n", "L 5113 2094 \n", "Q 5113 2597 4934 2840 \n", "Q 4756 3084 4391 3084 \n", "Q 3944 3084 3684 2787 \n", "Q 3425 2491 3425 1978 \n", "L 3425 0 \n", "L 2847 0 \n", "L 2847 2094 \n", "Q 2847 2600 2669 2842 \n", "Q 2491 3084 2119 3084 \n", "Q 1678 3084 1418 2786 \n", "Q 1159 2488 1159 1978 \n", "L 1159 0 \n", "L 581 0 \n", "L 581 3500 \n", "L 1159 3500 \n", "L 1159 2956 \n", "Q 1356 3278 1631 3431 \n", "Q 1906 3584 2284 3584 \n", "Q 2666 3584 2933 3390 \n", "Q 3200 3197 3328 2828 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-65\" d=\"M 3597 1894 \n", "L 3597 1613 \n", "L 953 1613 \n", "Q 991 1019 1311 708 \n", "Q 1631 397 2203 397 \n", "Q 2534 397 2845 478 \n", "Q 3156 559 3463 722 \n", "L 3463 178 \n", "Q 3153 47 2828 -22 \n", "Q 2503 -91 2169 -91 \n", "Q 1331 -91 842 396 \n", "Q 353 884 353 1716 \n", "Q 353 2575 817 3079 \n", "Q 1281 3584 2069 3584 \n", "Q 2775 3584 3186 3129 \n", "Q 3597 2675 3597 1894 \n", "z\n", "M 3022 2063 \n", "Q 3016 2534 2758 2815 \n", "Q 2500 3097 2075 3097 \n", "Q 1594 3097 1305 2825 \n", "Q 1016 2553 972 2059 \n", "L 3022 2063 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-20\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-28\" d=\"M 1984 4856 \n", "Q 1566 4138 1362 3434 \n", "Q 1159 2731 1159 2009 \n", "Q 1159 1288 1364 580 \n", "Q 1569 -128 1984 -844 \n", "L 1484 -844 \n", "Q 1016 -109 783 600 \n", "Q 550 1309 550 2009 \n", "Q 550 2706 781 3412 \n", "Q 1013 4119 1484 4856 \n", "L 1984 4856 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-73\" d=\"M 2834 3397 \n", "L 2834 2853 \n", "Q 2591 2978 2328 3040 \n", "Q 2066 3103 1784 3103 \n", "Q 1356 3103 1142 2972 \n", "Q 928 2841 928 2578 \n", "Q 928 2378 1081 2264 \n", "Q 1234 2150 1697 2047 \n", "L 1894 2003 \n", "Q 2506 1872 2764 1633 \n", "Q 3022 1394 3022 966 \n", "Q 3022 478 2636 193 \n", "Q 2250 -91 1575 -91 \n", "Q 1294 -91 989 -36 \n", "Q 684 19 347 128 \n", "L 347 722 \n", "Q 666 556 975 473 \n", "Q 1284 391 1588 391 \n", "Q 1994 391 2212 530 \n", "Q 2431 669 2431 922 \n", "Q 2431 1156 2273 1281 \n", "Q 2116 1406 1581 1522 \n", "L 1381 1569 \n", "Q 847 1681 609 1914 \n", "Q 372 2147 372 2553 \n", "Q 372 3047 722 3315 \n", "Q 1072 3584 1716 3584 \n", "Q 2034 3584 2315 3537 \n", "Q 2597 3491 2834 3397 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-29\" d=\"M 513 4856 \n", "L 1013 4856 \n", "Q 1481 4119 1714 3412 \n", "Q 1947 2706 1947 2009 \n", "Q 1947 1309 1714 600 \n", "Q 1481 -109 1013 -844 \n", "L 513 -844 \n", "Q 928 -128 1133 580 \n", "Q 1338 1288 1338 2009 \n", "Q 1338 2731 1133 3434 \n", "Q 928 4138 513 4856 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-54\"/>\n", " <use xlink:href=\"#DejaVuSans-69\" x=\"57.958984\"/>\n", " <use xlink:href=\"#DejaVuSans-6d\" x=\"85.742188\"/>\n", " <use xlink:href=\"#DejaVuSans-65\" x=\"183.154297\"/>\n", " <use xlink:href=\"#DejaVuSans-20\" x=\"244.677734\"/>\n", " <use xlink:href=\"#DejaVuSans-28\" x=\"276.464844\"/>\n", " <use xlink:href=\"#DejaVuSans-73\" x=\"315.478516\"/>\n", " <use xlink:href=\"#DejaVuSans-29\" x=\"367.578125\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"matplotlib.axis_2\">\n", " <g id=\"ytick_1\">\n", " <g id=\"line2d_7\">\n", " <defs>\n", " <path id=\"m2ad9f14b26\" d=\"M 0 0 \n", "L 2.5 0 \n", "\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </defs>\n", " <g>\n", " <use xlink:href=\"#m2ad9f14b26\" x=\"66.051544\" y=\"216.735502\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_7\">\n", " <!-- $-6.0×10^{5}$ -->\n", " <g transform=\"translate(22.311544 219.774877) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-2212\" d=\"M 678 2272 \n", "L 4684 2272 \n", "L 4684 1741 \n", "L 678 1741 \n", "L 678 2272 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-36\" d=\"M 2113 2584 \n", "Q 1688 2584 1439 2293 \n", "Q 1191 2003 1191 1497 \n", "Q 1191 994 1439 701 \n", "Q 1688 409 2113 409 \n", "Q 2538 409 2786 701 \n", "Q 3034 994 3034 1497 \n", "Q 3034 2003 2786 2293 \n", "Q 2538 2584 2113 2584 \n", "z\n", "M 3366 4563 \n", "L 3366 3988 \n", "Q 3128 4100 2886 4159 \n", "Q 2644 4219 2406 4219 \n", "Q 1781 4219 1451 3797 \n", "Q 1122 3375 1075 2522 \n", "Q 1259 2794 1537 2939 \n", "Q 1816 3084 2150 3084 \n", "Q 2853 3084 3261 2657 \n", "Q 3669 2231 3669 1497 \n", "Q 3669 778 3244 343 \n", "Q 2819 -91 2113 -91 \n", "Q 1303 -91 875 529 \n", "Q 447 1150 447 2328 \n", "Q 447 3434 972 4092 \n", "Q 1497 4750 2381 4750 \n", "Q 2619 4750 2861 4703 \n", "Q 3103 4656 3366 4563 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-d7\" d=\"M 4488 3438 \n", "L 3059 2003 \n", "L 4488 575 \n", "L 4116 197 \n", "L 2681 1631 \n", "L 1247 197 \n", "L 878 575 \n", "L 2303 2003 \n", "L 878 3438 \n", "L 1247 3816 \n", "L 2681 2381 \n", "L 4116 3816 \n", "L 4488 3438 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-2212\" transform=\"translate(0 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-36\" transform=\"translate(83.789062 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(147.412109 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(179.199219 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-d7\" transform=\"translate(242.822266 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-31\" transform=\"translate(326.611328 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(390.234375 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-35\" transform=\"translate(454.814453 38.965625) scale(0.7)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"ytick_2\">\n", " <g id=\"line2d_8\">\n", " <g>\n", " <use xlink:href=\"#m2ad9f14b26\" x=\"66.051544\" y=\"169.811182\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_8\">\n", " <!-- $-3.0×10^{5}$ -->\n", " <g transform=\"translate(22.311544 172.850557) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-33\" d=\"M 2597 2516 \n", "Q 3050 2419 3304 2112 \n", "Q 3559 1806 3559 1356 \n", "Q 3559 666 3084 287 \n", "Q 2609 -91 1734 -91 \n", "Q 1441 -91 1130 -33 \n", "Q 819 25 488 141 \n", "L 488 750 \n", "Q 750 597 1062 519 \n", "Q 1375 441 1716 441 \n", "Q 2309 441 2620 675 \n", "Q 2931 909 2931 1356 \n", "Q 2931 1769 2642 2001 \n", "Q 2353 2234 1838 2234 \n", "L 1294 2234 \n", "L 1294 2753 \n", "L 1863 2753 \n", "Q 2328 2753 2575 2939 \n", "Q 2822 3125 2822 3475 \n", "Q 2822 3834 2567 4026 \n", "Q 2313 4219 1838 4219 \n", "Q 1578 4219 1281 4162 \n", "Q 984 4106 628 3988 \n", "L 628 4550 \n", "Q 988 4650 1302 4700 \n", "Q 1616 4750 1894 4750 \n", "Q 2613 4750 3031 4423 \n", "Q 3450 4097 3450 3541 \n", "Q 3450 3153 3228 2886 \n", "Q 3006 2619 2597 2516 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-2212\" transform=\"translate(0 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-33\" transform=\"translate(83.789062 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(147.412109 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(179.199219 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-d7\" transform=\"translate(242.822266 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-31\" transform=\"translate(326.611328 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(390.234375 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-35\" transform=\"translate(454.814453 38.965625) scale(0.7)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"ytick_3\">\n", " <g id=\"line2d_9\">\n", " <g>\n", " <use xlink:href=\"#m2ad9f14b26\" x=\"66.051544\" y=\"122.886862\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_9\">\n", " <!-- $0$ -->\n", " <g transform=\"translate(57.431544 125.926237) scale(0.08 -0.08)\">\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(0 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"ytick_4\">\n", " <g id=\"line2d_10\">\n", " <g>\n", " <use xlink:href=\"#m2ad9f14b26\" x=\"66.051544\" y=\"75.962542\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_10\">\n", " <!-- $3.0×10^{5}$ -->\n", " <g transform=\"translate(29.031544 79.001917) scale(0.08 -0.08)\">\n", " <use xlink:href=\"#DejaVuSans-33\" transform=\"translate(0 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(95.410156 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-d7\" transform=\"translate(159.033203 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-31\" transform=\"translate(242.822266 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(306.445312 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-35\" transform=\"translate(371.025391 38.965625) scale(0.7)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"ytick_5\">\n", " <g id=\"line2d_11\">\n", " <g>\n", " <use xlink:href=\"#m2ad9f14b26\" x=\"66.051544\" y=\"29.038221\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_11\">\n", " <!-- $6.0×10^{5}$ -->\n", " <g transform=\"translate(29.031544 32.077596) scale(0.08 -0.08)\">\n", " <use xlink:href=\"#DejaVuSans-36\" transform=\"translate(0 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(95.410156 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-d7\" transform=\"translate(159.033203 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-31\" transform=\"translate(242.822266 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(306.445312 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-35\" transform=\"translate(371.025391 38.965625) scale(0.7)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"text_12\">\n", " <!-- $F_y$ ($N$) -->\n", " <g transform=\"translate(14.901544 146.315) rotate(-90) scale(0.11 -0.11)\">\n", " <defs>\n", " <path id=\"DejaVuSans-Oblique-46\" d=\"M 1081 4666 \n", "L 3756 4666 \n", "L 3653 4134 \n", "L 1606 4134 \n", "L 1338 2759 \n", "L 3188 2759 \n", "L 3084 2228 \n", "L 1234 2228 \n", "L 800 0 \n", "L 172 0 \n", "L 1081 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-Oblique-79\" d=\"M 1588 -325 \n", "Q 1188 -997 936 -1164 \n", "Q 684 -1331 294 -1331 \n", "L -159 -1331 \n", "L -63 -850 \n", "L 269 -850 \n", "Q 509 -850 678 -719 \n", "Q 847 -588 1056 -206 \n", "L 1234 128 \n", "L 459 3500 \n", "L 1069 3500 \n", "L 1650 819 \n", "L 3256 3500 \n", "L 3859 3500 \n", "L 1588 -325 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-Oblique-4e\" d=\"M 1081 4666 \n", "L 1931 4666 \n", "L 3219 666 \n", "L 4000 4666 \n", "L 4616 4666 \n", "L 3706 0 \n", "L 2853 0 \n", "L 1569 4025 \n", "L 788 0 \n", "L 172 0 \n", "L 1081 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-Oblique-46\" transform=\"translate(0 0.125)\"/>\n", " <use xlink:href=\"#DejaVuSans-Oblique-79\" transform=\"translate(57.519531 -16.28125) scale(0.7)\"/>\n", " <use xlink:href=\"#DejaVuSans-20\" transform=\"translate(101.679688 0.125)\"/>\n", " <use xlink:href=\"#DejaVuSans-28\" transform=\"translate(133.466797 0.125)\"/>\n", " <use xlink:href=\"#DejaVuSans-Oblique-4e\" transform=\"translate(172.480469 0.125)\"/>\n", " <use xlink:href=\"#DejaVuSans-29\" transform=\"translate(247.285156 0.125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"line2d_12\">\n", " <path d=\"M 66.051544 122.886862 \n", "L 67.436384 122.980598 \n", "L 67.579283 123.017572 \n", "L 68.015685 122.707512 \n", "L 68.429613 122.935723 \n", "L 68.587522 122.988174 \n", "L 68.798066 122.961816 \n", "L 69.226488 122.871819 \n", "L 69.337586 122.977114 \n", "L 69.448684 123.083448 \n", "L 69.504233 123.04326 \n", "L 69.849423 122.837134 \n", "L 70.216301 122.666494 \n", "L 70.73248 122.885817 \n", "L 70.894715 122.827861 \n", "L 71.789535 122.962553 \n", "L 72.311802 122.82755 \n", "L 72.507652 122.806241 \n", "L 72.703503 122.878954 \n", "L 72.834069 122.982254 \n", "L 72.964636 123.034001 \n", "L 73.095203 123.023981 \n", "L 73.227859 123.05728 \n", "L 73.429977 122.979176 \n", "L 74.176799 123.018486 \n", "L 74.517618 122.76828 \n", "L 74.654131 122.734205 \n", "L 75.063669 123.092847 \n", "L 75.200182 123.038306 \n", "L 75.677977 122.898917 \n", "L 75.951003 123.010372 \n", "L 76.155772 123.033443 \n", "L 76.428797 122.905011 \n", "L 76.633567 122.799121 \n", "L 77.591694 122.733145 \n", "L 77.942226 122.674656 \n", "L 78.935854 122.804087 \n", "L 79.079101 122.780027 \n", "L 79.293971 122.878496 \n", "L 79.580465 122.988652 \n", "L 80.225077 122.722853 \n", "L 80.730141 122.97422 \n", "L 81.482525 122.845091 \n", "L 81.765019 122.836221 \n", "L 82.103824 122.604145 \n", "L 82.303877 122.641534 \n", "L 82.644421 122.844002 \n", "L 83.046924 122.952166 \n", "L 83.710579 122.689536 \n", "L 84.248703 122.664722 \n", "L 84.707594 122.441767 \n", "L 85.190317 122.828251 \n", "L 85.689437 122.621311 \n", "L 86.680656 122.878793 \n", "L 87.41835 123.036573 \n", "L 88.248255 122.774718 \n", "L 88.51479 122.825717 \n", "L 88.843265 122.841982 \n", "L 89.426833 122.516658 \n", "L 89.859008 122.710829 \n", "L 90.378983 122.540333 \n", "L 90.911765 122.784121 \n", "L 91.37563 122.644642 \n", "L 91.773247 122.53544 \n", "L 91.977355 122.634498 \n", "L 92.668226 123.026842 \n", "L 92.851912 123.066456 \n", "L 93.720568 123.628416 \n", "L 93.921308 123.688696 \n", "L 94.225692 124.091865 \n", "L 94.759354 124.760365 \n", "L 95.399749 125.192986 \n", "L 96.224838 125.717979 \n", "L 96.409984 125.807559 \n", "L 97.125233 126.722519 \n", "L 97.438868 126.819255 \n", "L 97.662125 127.059548 \n", "L 98.234203 127.711402 \n", "L 98.57954 127.805641 \n", "L 99.277378 128.325828 \n", "L 99.76165 128.280299 \n", "L 100.206054 128.501426 \n", "L 100.705064 128.391276 \n", "L 101.210638 128.068184 \n", "L 101.517614 128.013768 \n", "L 101.826406 127.696492 \n", "L 102.138138 127.372981 \n", "L 102.668188 126.963351 \n", "L 105.286167 120.99767 \n", "L 106.173386 118.727237 \n", "L 107.238049 116.110517 \n", "L 107.95168 114.283907 \n", "L 108.50426 113.045823 \n", "L 109.061179 112.006542 \n", "L 110.180039 110.194567 \n", "L 111.687729 108.196743 \n", "L 113.367667 107.032748 \n", "L 113.583509 107.046602 \n", "L 114.235986 107.450323 \n", "L 114.644522 107.671164 \n", "L 115.795742 108.924835 \n", "L 116.786097 110.865122 \n", "L 117.387946 112.273078 \n", "L 118.486351 115.812452 \n", "L 119.674595 120.408756 \n", "L 121.203956 127.579308 \n", "L 122.565686 134.730776 \n", "L 124.519639 143.14364 \n", "L 125.364515 145.373172 \n", "L 125.929452 146.522212 \n", "L 126.494389 146.842601 \n", "L 126.776858 146.888434 \n", "L 127.741937 146.260885 \n", "L 128.366004 145.285609 \n", "L 129.250104 142.776267 \n", "L 130.149086 139.372048 \n", "L 130.598577 137.581104 \n", "L 131.272814 134.877349 \n", "L 133.854591 125.47094 \n", "L 134.340108 124.218923 \n", "L 135.311143 123.159626 \n", "L 135.79666 123.109943 \n", "L 136.282177 122.724507 \n", "L 136.767694 122.366392 \n", "L 137.253211 122.290867 \n", "L 137.738729 122.152274 \n", "L 138.16863 122.172373 \n", "L 139.559968 121.180305 \n", "L 140.011986 120.581802 \n", "L 140.708812 119.309853 \n", "L 142.298206 115.770873 \n", "L 143.667332 112.681629 \n", "L 144.474595 110.841393 \n", "L 144.86419 110.106872 \n", "L 145.451105 109.564146 \n", "L 145.785083 109.327553 \n", "L 146.312052 109.307892 \n", "L 146.510562 109.54716 \n", "L 147.387007 111.715371 \n", "L 149.164125 118.531512 \n", "L 150.046897 122.261487 \n", "L 151.034684 125.667695 \n", "L 151.812951 127.3671 \n", "L 152.383851 127.833681 \n", "L 152.966623 127.685131 \n", "L 153.258009 127.795602 \n", "L 154.132166 126.895985 \n", "L 154.423552 126.675586 \n", "L 155.29771 125.264003 \n", "L 156.463254 122.535873 \n", "L 157.046026 121.869551 \n", "L 157.65673 120.668711 \n", "L 158.063866 120.176299 \n", "L 158.471002 119.567381 \n", "L 160.303114 118.161049 \n", "L 160.506682 118.123023 \n", "L 161.117386 117.632003 \n", "L 161.320954 117.64417 \n", "L 161.49986 117.530956 \n", "L 162.624539 115.453385 \n", "L 163.106733 114.095704 \n", "L 163.428195 113.189654 \n", "L 166.658591 99.791047 \n", "L 168.001733 95.892503 \n", "L 168.694274 94.877241 \n", "L 169.577764 94.914762 \n", "L 170.110529 96.172304 \n", "L 170.472126 97.222891 \n", "L 171.465325 102.472886 \n", "L 172.589413 111.37103 \n", "L 174.728468 130.266152 \n", "L 175.537318 135.277817 \n", "L 176.0847 137.922401 \n", "L 176.91337 141.262042 \n", "L 178.768426 146.660894 \n", "L 179.110555 147.694225 \n", "L 180.385396 153.232092 \n", "L 181.019248 155.973261 \n", "L 181.612818 158.255788 \n", "L 182.208532 160.009399 \n", "L 182.506389 160.885933 \n", "L 183.400912 162.349802 \n", "L 183.998531 162.303337 \n", "L 184.300479 162.178283 \n", "L 184.570565 161.692736 \n", "L 185.110738 159.98187 \n", "L 185.80899 156.399581 \n", "L 186.739524 150.060369 \n", "L 190.291136 122.996401 \n", "L 190.814918 120.575012 \n", "L 191.593518 118.149591 \n", "L 191.97736 117.854509 \n", "L 192.45293 117.652232 \n", "L 193.489708 118.033663 \n", "L 194.127725 119.036882 \n", "L 195.164504 121.175065 \n", "L 195.483512 121.531751 \n", "L 195.643016 121.501182 \n", "L 195.964522 121.047966 \n", "L 196.28672 120.28212 \n", "L 196.614259 118.750273 \n", "L 197.298177 113.964621 \n", "L 198.555189 102.109074 \n", "L 199.645164 92.635362 \n", "L 200.47203 87.669081 \n", "L 201.005892 85.981689 \n", "L 201.157031 85.848137 \n", "L 201.312112 85.987372 \n", "L 201.62696 86.817166 \n", "L 201.94377 88.29061 \n", "L 202.316254 91.483946 \n", "L 202.896091 98.047589 \n", "L 203.530627 108.697997 \n", "L 204.421523 127.472953 \n", "L 205.801089 154.851031 \n", "L 206.330479 161.966025 \n", "L 206.7037 164.859374 \n", "L 206.89031 165.680631 \n", "L 207.109567 166.055166 \n", "L 207.328824 165.661811 \n", "L 207.814595 162.808929 \n", "L 208.317648 157.047892 \n", "L 209.162081 143.884254 \n", "L 210.028197 130.939819 \n", "L 210.605607 124.576188 \n", "L 211.183017 120.893679 \n", "L 211.760427 118.975374 \n", "L 212.915248 117.756518 \n", "L 214.070068 116.50026 \n", "L 215.126051 113.513371 \n", "L 216.473507 108.380242 \n", "L 217.679335 102.501861 \n", "L 218.650164 96.379915 \n", "L 219.624237 86.613821 \n", "L 221.013873 70.762086 \n", "L 221.437781 68.147069 \n", "L 221.850979 66.905691 \n", "L 222.003119 66.812589 \n", "L 222.163061 67.066939 \n", "L 222.383761 67.997252 \n", "L 222.791248 70.935107 \n", "L 223.216298 75.538715 \n", "L 223.944956 86.552791 \n", "L 225.919863 116.427849 \n", "L 226.375684 119.757672 \n", "L 226.687803 120.83608 \n", "L 226.843862 120.952523 \n", "L 227.007133 120.813198 \n", "L 227.255494 120.171623 \n", "L 227.590477 118.475971 \n", "L 228.12636 114.235668 \n", "L 228.956522 107.532104 \n", "L 229.326654 105.941026 \n", "L 229.596646 105.443247 \n", "L 229.735143 105.358956 \n", "L 229.873641 105.413812 \n", "L 230.150636 106.106913 \n", "L 230.566128 108.39326 \n", "L 230.981621 111.57655 \n", "L 231.674109 119.536078 \n", "L 232.525094 132.210469 \n", "L 234.641462 165.113537 \n", "L 237.572945 198.84669 \n", "L 237.811216 199.740797 \n", "L 238.056695 199.866508 \n", "L 238.302174 198.812362 \n", "L 238.793131 193.772838 \n", "L 239.334038 184.15232 \n", "L 240.177413 163.286907 \n", "L 241.380265 132.857622 \n", "L 241.987813 123.146381 \n", "L 242.291587 120.525111 \n", "L 242.595362 119.357532 \n", "L 242.899136 119.874573 \n", "L 243.20291 121.703023 \n", "L 243.810458 128.750377 \n", "L 245.025555 145.32435 \n", "L 245.329329 147.895542 \n", "L 245.633104 149.00046 \n", "L 245.936878 148.613867 \n", "L 246.240652 146.970646 \n", "L 246.8482 139.713209 \n", "L 247.784821 124.216308 \n", "L 248.72854 109.112047 \n", "L 249.136081 105.56086 \n", "L 249.347235 104.826987 \n", "L 249.41762 104.782717 \n", "L 249.56349 105.181152 \n", "L 249.782294 106.726891 \n", "L 250.091509 110.72323 \n", "L 250.471997 118.290844 \n", "L 252.303942 160.466804 \n", "L 252.79663 165.001834 \n", "L 253.6559 169.635098 \n", "L 254.17421 171.654059 \n", "L 254.39464 171.966153 \n", "L 254.545154 171.95217 \n", "L 254.698788 171.729786 \n", "L 254.930352 170.811755 \n", "L 255.245336 168.291708 \n", "L 255.717334 162.450728 \n", "L 256.317194 151.646232 \n", "L 257.362731 128.996533 \n", "L 258.027534 110.6712 \n", "L 258.953302 79.062619 \n", "L 260.407617 30.652809 \n", "L 260.972549 17.768564 \n", "L 261.466447 11.408849 \n", "L 261.740689 10.081973 \n", "L 261.832211 10.062685 \n", "L 261.923732 10.200067 \n", "L 262.118281 11.184435 \n", "L 262.41117 14.22996 \n", "L 262.827521 21.999813 \n", "L 263.376371 37.488898 \n", "L 264.236104 69.284981 \n", "L 265.216741 103.509443 \n", "L 265.677925 113.528196 \n", "L 265.91964 116.257619 \n", "L 266.162488 117.121073 \n", "L 266.296468 116.841036 \n", "L 266.430447 116.127731 \n", "L 266.734905 112.592596 \n", "L 267.370661 99.923152 \n", "L 268.176539 83.09152 \n", "L 268.660066 76.786013 \n", "L 268.996017 74.825239 \n", "L 269.356743 73.956569 \n", "L 269.537106 74.100983 \n", "L 269.913446 75.597792 \n", "L 270.289785 78.21108 \n", "L 270.666125 83.400681 \n", "L 271.230635 95.862046 \n", "L 271.939104 120.025028 \n", "L 272.909861 162.249511 \n", "L 274.068298 208.967913 \n", "L 274.719727 226.101565 \n", "L 275.154012 231.976642 \n", "L 275.479727 233.745191 \n", "L 275.588298 233.607917 \n", "L 275.805441 232.264202 \n", "L 276.103617 228.532648 \n", "L 276.482825 220.374203 \n", "L 277.087437 200.376286 \n", "L 278.099301 156.804559 \n", "L 279.003245 122.415742 \n", "L 279.680194 103.592154 \n", "L 280.26293 92.039524 \n", "L 280.88561 83.994711 \n", "L 282.543935 67.180589 \n", "L 283.116762 61.462024 \n", "L 283.505962 59.645097 \n", "L 283.616502 59.61184 \n", "L 283.729814 59.904071 \n", "L 283.964653 61.5648 \n", "L 284.338418 66.527202 \n", "L 284.812914 76.308369 \n", "L 286.963656 126.263088 \n", "L 287.63684 138.593866 \n", "L 288.11206 143.8623 \n", "L 288.388951 144.892287 \n", "L 288.535721 144.783907 \n", "L 288.763861 143.734346 \n", "L 289.080433 140.574253 \n", "L 289.537052 132.751353 \n", "L 291.233726 95.890229 \n", "L 292.551318 68.199712 \n", "L 293.486651 52.71544 \n", "L 293.990642 48.432944 \n", "L 294.158639 48.244366 \n", "L 294.326636 48.925382 \n", "L 294.66263 52.508642 \n", "L 294.998624 59.431652 \n", "L 295.505016 76.498135 \n", "L 296.186612 108.316092 \n", "L 297.533642 174.258819 \n", "L 298.005975 187.756008 \n", "L 298.478308 194.747679 \n", "L 298.717094 195.814578 \n", "L 298.837796 195.670321 \n", "L 299.101006 194.388772 \n", "L 299.3645 192.264246 \n", "L 299.703505 187.392775 \n", "L 300.639437 167.9629 \n", "L 301.706822 145.377185 \n", "L 302.164953 138.718851 \n", "L 302.423758 137.361633 \n", "L 302.493532 137.402526 \n", "L 302.642677 138.04594 \n", "L 302.893652 140.736516 \n", "L 303.17603 146.210898 \n", "L 303.927538 167.84167 \n", "L 304.606237 186.34753 \n", "L 304.957965 191.420335 \n", "L 305.192915 192.889878 \n", "L 305.310391 192.86282 \n", "L 305.545341 191.17374 \n", "L 305.897767 185.190725 \n", "L 306.469144 169.580334 \n", "L 307.367164 144.66681 \n", "L 307.783518 137.939905 \n", "L 308.000389 136.559981 \n", "L 308.07365 136.454449 \n", "L 308.149604 136.519212 \n", "L 308.306805 137.116001 \n", "L 308.556646 139.141984 \n", "L 308.906175 144.218694 \n", "L 309.768192 158.724093 \n", "L 310.011056 159.903319 \n", "L 310.094439 159.874981 \n", "L 310.262694 159.113031 \n", "L 310.519052 156.227454 \n", "L 310.869855 149.357274 \n", "L 311.53765 130.676739 \n", "L 312.393963 101.711814 \n", "L 313.842683 47.506698 \n", "L 314.044516 44.920376 \n", "L 314.145433 44.59407 \n", "L 314.246349 44.988513 \n", "L 314.448182 48.284964 \n", "L 314.718415 58.747922 \n", "L 315.067047 82.562062 \n", "L 315.60301 136.21759 \n", "L 316.35385 212.188007 \n", "L 316.770973 234.299013 \n", "L 317.003056 237.600425 \n", "L 317.119126 236.693606 \n", "L 317.385772 229.164657 \n", "L 317.82853 205.63134 \n", "L 318.972653 134.098005 \n", "L 319.642276 107.595968 \n", "L 320.703253 74.321636 \n", "L 321.207301 63.513245 \n", "L 321.552277 60.849801 \n", "L 321.696228 60.66264 \n", "L 321.843689 61.057203 \n", "L 322.066339 62.940121 \n", "L 323.32657 77.972018 \n", "L 323.538478 78.385139 \n", "L 323.717736 78.311945 \n", "L 323.913575 78.299582 \n", "L 324.174259 78.656917 \n", "L 324.505947 79.380314 \n", "L 324.7364 80.471453 \n", "L 325.98597 90.016874 \n", "L 326.339766 94.907348 \n", "L 326.616414 101.595565 \n", "L 327.094235 120.339473 \n", "L 328.176371 165.694344 \n", "L 328.472144 169.622553 \n", "L 328.669556 170.277178 \n", "L 328.769723 170.108578 \n", "L 329.397874 168.001119 \n", "L 329.722205 168.061728 \n", "L 329.938431 167.559793 \n", "L 330.154657 166.39978 \n", "L 330.478995 162.702699 \n", "L 331.068821 150.732936 \n", "L 331.73343 133.110124 \n", "L 332.246635 112.388624 \n", "L 333.146298 70.198828 \n", "L 333.388919 66.986586 \n", "L 333.449574 67.211304 \n", "L 333.570885 68.989078 \n", "L 333.813506 77.118283 \n", "L 334.322128 105.363017 \n", "L 334.874318 132.149576 \n", "L 335.34542 144.089654 \n", "L 336.10999 157.606362 \n", "L 338.292547 193.028818 \n", "L 338.341865 193.065841 \n", "L 338.368167 193.003864 \n", "L 338.485059 191.970845 \n", "L 338.693203 186.974022 \n", "L 339.054837 170.025898 \n", "L 340.976113 62.540622 \n", "L 341.186896 60.478955 \n", "L 341.257159 60.690628 \n", "L 341.400784 62.696901 \n", "L 341.618821 69.477639 \n", "L 342.22691 100.312681 \n", "L 342.703804 119.323974 \n", "L 343.197239 129.677489 \n", "L 344.08934 146.012264 \n", "L 344.17082 145.914313 \n", "L 344.34037 144.224513 \n", "L 344.616037 137.410653 \n", "L 345.294317 115.996019 \n", "L 345.502355 113.747815 \n", "L 345.606374 113.522574 \n", "L 345.782446 114.148185 \n", "L 346.108135 115.704162 \n", "L 346.177286 115.586371 \n", "L 346.315588 114.457418 \n", "L 346.52304 109.968211 \n", "L 346.869429 95.743248 \n", "L 347.562206 64.924497 \n", "L 347.844187 60.815394 \n", "L 347.920915 60.945715 \n", "L 348.08097 62.952594 \n", "L 348.339909 70.851384 \n", "L 348.7097 90.068249 \n", "L 349.285071 133.069747 \n", "L 350.078106 192.386008 \n", "L 350.37972 202.674986 \n", "L 350.528477 203.59003 \n", "L 350.677235 202.0789 \n", "L 350.97475 194.341902 \n", "L 351.741483 165.282724 \n", "L 352.3493 134.551481 \n", "L 353.45811 73.80958 \n", "L 353.848724 63.808229 \n", "L 354.235116 59.890733 \n", "L 354.545136 55.687041 \n", "L 355.090409 43.873484 \n", "L 355.444793 38.282449 \n", "L 355.526209 37.982395 \n", "L 355.609792 38.199759 \n", "L 355.77974 40.339171 \n", "L 356.127694 50.513737 \n", "L 356.924143 76.063126 \n", "L 357.303277 81.492038 \n", "L 357.602674 82.59407 \n", "L 357.90207 82.845545 \n", "L 358.103949 82.822566 \n", "L 358.308967 82.509859 \n", "L 358.513985 81.811515 \n", "L 358.842978 79.580708 \n", "L 359.44506 74.127471 \n", "L 359.565912 74.619975 \n", "L 359.807618 79.463772 \n", "L 360.107317 92.722002 \n", "L 361.32325 160.362953 \n", "L 361.76717 169.182471 \n", "L 362.531417 179.536376 \n", "L 362.803409 181.592719 \n", "L 362.895142 181.666024 \n", "L 362.986875 181.245926 \n", "L 363.171299 178.522417 \n", "L 363.449371 168.794544 \n", "L 363.820133 146.260856 \n", "L 364.832493 77.811737 \n", "L 365.42467 56.421522 \n", "L 365.664311 52.277891 \n", "L 365.784132 51.690792 \n", "L 365.903952 52.102328 \n", "L 366.149747 55.693407 \n", "L 366.521405 67.219935 \n", "L 367.513114 111.781445 \n", "L 368.17075 153.771595 \n", "L 369.271274 231.161483 \n", "L 369.655536 241.41795 \n", "L 369.845582 242.986596 \n", "L 369.910552 243.068871 \n", "L 370.04556 242.559824 \n", "L 370.398877 238.94648 \n", "L 371.038165 231.705003 \n", "L 371.288139 223.73503 \n", "L 371.668195 202.239299 \n", "L 372.860332 121.725007 \n", "L 374.484943 56.933798 \n", "L 374.905138 49.871648 \n", "L 375.850577 39.917733 \n", "L 375.955626 40.120887 \n", "L 376.165723 42.722296 \n", "L 376.48087 52.90824 \n", "L 377.142433 78.823275 \n", "L 377.365038 81.167446 \n", "L 377.476341 80.839814 \n", "L 377.698947 78.026849 \n", "L 378.14731 71.642695 \n", "L 378.260188 71.638365 \n", "L 378.388511 72.670415 \n", "L 378.636337 77.55134 \n", "L 379.016749 90.606946 \n", "L 379.765845 127.680123 \n", "L 380.654902 170.662134 \n", "L 380.844434 172.05486 \n", "L 380.988992 170.696771 \n", "L 381.231867 164.717296 \n", "L 382.099804 138.134619 \n", "L 382.186597 137.675683 \n", "L 382.273391 137.791964 \n", "L 382.446978 139.665518 \n", "L 382.696292 145.918886 \n", "L 383.680742 175.25363 \n", "L 383.832195 176.040977 \n", "L 383.907922 175.961402 \n", "L 384.059376 174.978025 \n", "L 384.286557 171.485863 \n", "L 384.589464 161.702042 \n", "L 385.520135 125.342423 \n", "L 385.853024 118.803249 \n", "L 385.93948 118.439721 \n", "L 386.025935 118.577228 \n", "L 386.458211 121.438836 \n", "L 386.717577 124.258848 \n", "L 387.149853 130.141869 \n", "L 387.236309 130.180194 \n", "L 387.409219 128.784058 \n", "L 387.756766 122.916987 \n", "L 388.475755 110.237854 \n", "L 388.565629 110.570629 \n", "L 388.83525 114.121498 \n", "L 389.294626 123.534973 \n", "L 389.688905 137.150477 \n", "L 390.724626 177.601137 \n", "L 390.846805 178.633774 \n", "L 390.968983 178.000005 \n", "L 391.213341 173.109865 \n", "L 392.068591 152.301994 \n", "L 392.435126 143.627302 \n", "L 393.046019 121.654091 \n", "L 393.656912 98.356883 \n", "L 394.031006 93.27183 \n", "L 394.59476 88.214672 \n", "L 394.740617 86.732378 \n", "L 395.032331 79.347397 \n", "L 395.968424 47.48293 \n", "L 396.103222 45.051689 \n", "L 396.23802 44.782262 \n", "L 396.507617 50.385254 \n", "L 397.032553 70.228391 \n", "L 398.263073 134.287954 \n", "L 398.476889 138.63956 \n", "L 398.583796 138.313588 \n", "L 399.012688 131.881186 \n", "L 399.232312 126.674356 \n", "L 399.881569 106.557565 \n", "L 400.015961 106.143513 \n", "L 400.150352 106.422871 \n", "L 400.284744 107.234955 \n", "L 400.486331 110.527069 \n", "L 400.889506 119.242064 \n", "L 400.956702 119.230214 \n", "L 401.095231 117.345726 \n", "L 401.544445 109.424447 \n", "L 401.629287 109.24041 \n", "L 401.717905 109.342852 \n", "L 401.899064 110.097035 \n", "L 402.088494 112.589877 \n", "L 402.660873 127.466158 \n", "L 402.756315 126.997689 \n", "L 403.695267 113.873624 \n", "L 403.805095 113.50879 \n", "L 403.914923 113.902312 \n", "L 404.315824 116.482595 \n", "L 404.693469 114.786758 \n", "L 404.981292 115.934922 \n", "L 405.037681 115.736105 \n", "L 405.150458 114.2765 \n", "L 405.608762 103.063252 \n", "L 405.667884 103.074179 \n", "L 405.786557 104.568443 \n", "L 406.486689 118.687874 \n", "L 406.552037 118.738722 \n", "L 406.682732 117.286991 \n", "L 406.881866 110.380419 \n", "L 407.376447 90.361211 \n", "L 407.66488 87.35062 \n", "L 407.768357 87.087296 \n", "L 407.80795 87.216239 \n", "L 407.933359 89.050908 \n", "L 408.085131 95.25963 \n", "L 408.47263 125.688143 \n", "L 408.948893 153.257728 \n", "L 409.487414 177.331377 \n", "L 410.17345 198.461492 \n", "L 410.277113 198.396937 \n", "L 410.484776 194.560633 \n", "L 410.922893 182.226934 \n", "L 411.522381 153.643553 \n", "L 411.722627 160.187344 \n", "L 412.700951 209.865812 \n", "L 412.776784 210.777075 \n", "L 412.852849 210.036203 \n", "L 413.004981 203.927401 \n", "L 413.394913 173.122591 \n", "L 414.757242 56.44987 \n", "L 415.050861 46.989872 \n", "L 415.246607 45.076452 \n", "L 415.345991 45.956273 \n", "L 415.544759 53.330056 \n", "L 416.241188 98.539719 \n", "L 416.844605 149.897294 \n", "L 416.948282 148.558427 \n", "L 417.496528 134.660822 \n", "L 417.831067 130.837949 \n", "L 417.94258 132.015056 \n", "L 418.388633 146.119812 \n", "L 418.841772 155.385053 \n", "L 418.963411 155.253288 \n", "L 419.208407 148.146564 \n", "L 419.566516 137.367747 \n", "L 419.596463 137.305045 \n", "L 419.631295 137.403862 \n", "L 419.749593 138.773096 \n", "L 420.168377 144.339962 \n", "L 420.354966 145.092991 \n", "L 420.426586 145.022682 \n", "L 420.57906 143.241502 \n", "L 420.80777 134.012057 \n", "L 421.352263 92.566431 \n", "L 421.827953 64.961093 \n", "L 422.06795 60.128192 \n", "L 422.227948 59.421652 \n", "L 422.361999 59.452018 \n", "L 422.361999 59.452018 \n", "\" clip-path=\"url(#p574ebc2853)\" style=\"fill: none; stroke: #e36f47\"/>\n", " </g>\n", " <g id=\"patch_3\">\n", " <path d=\"M 66.051544 258.225354 \n", "L 66.051544 2.834646 \n", "\" style=\"fill: none; stroke: #000000; stroke-linejoin: miter; stroke-linecap: square\"/>\n", " </g>\n", " <g id=\"patch_4\">\n", " <path d=\"M 66.051544 258.225354 \n", "L 422.361999 258.225354 \n", "\" style=\"fill: none; stroke: #000000; stroke-linejoin: miter; stroke-linecap: square\"/>\n", " </g>\n", " <g id=\"line2d_13\">\n", " <path d=\"M 66.051544 122.886862 \n", "L 67.466389 122.996677 \n", "L 67.644678 122.967713 \n", "L 67.977094 122.756446 \n", "L 68.141021 122.75825 \n", "L 68.556376 123.01736 \n", "L 68.852314 122.92414 \n", "L 69.204279 122.925922 \n", "L 69.410944 123.024802 \n", "L 69.551667 123.078167 \n", "L 69.567628 123.063928 \n", "L 70.094697 122.707197 \n", "L 70.384764 122.769033 \n", "L 70.661322 122.857459 \n", "L 70.91644 122.822888 \n", "L 71.154972 122.842613 \n", "L 71.397297 122.929257 \n", "L 71.693841 122.999863 \n", "L 71.909039 122.943684 \n", "L 72.377024 122.795456 \n", "L 73.439068 122.976371 \n", "L 73.844661 123.036727 \n", "L 74.178703 123.013504 \n", "L 74.685275 122.761123 \n", "L 75.402649 122.990519 \n", "L 75.76222 122.865571 \n", "L 76.410399 122.958693 \n", "L 76.851377 122.778738 \n", "L 77.50532 122.824685 \n", "L 77.995311 122.655364 \n", "L 79.831128 122.938321 \n", "L 80.433668 122.75316 \n", "L 80.989119 122.932996 \n", "L 81.564241 122.744149 \n", "L 82.029971 122.7787 \n", "L 82.551398 122.665226 \n", "L 83.356554 122.927473 \n", "L 84.39332 122.604485 \n", "L 85.256087 122.659307 \n", "L 85.79482 122.800615 \n", "L 86.332897 122.793523 \n", "L 86.984627 123.015461 \n", "L 90.301049 122.598814 \n", "L 90.89283 122.696801 \n", "L 92.202896 122.697091 \n", "L 92.615148 122.91752 \n", "L 93.492485 123.557098 \n", "L 94.041115 123.904706 \n", "L 96.114851 125.691058 \n", "L 96.621059 126.083046 \n", "L 98.418221 127.772688 \n", "L 99.453907 128.340375 \n", "L 100.009855 128.406308 \n", "L 100.794542 128.335729 \n", "L 101.406138 128.033442 \n", "L 102.091987 127.44267 \n", "L 102.9005 126.415671 \n", "L 103.520716 125.274402 \n", "L 105.023826 121.674373 \n", "L 106.741863 117.228216 \n", "L 108.303093 113.562872 \n", "L 109.24225 111.61355 \n", "L 110.305101 109.957411 \n", "L 111.612104 108.329425 \n", "L 112.445389 107.584365 \n", "L 113.006908 107.273864 \n", "L 113.562013 107.162695 \n", "L 114.090019 107.263558 \n", "L 114.785023 107.704501 \n", "L 115.421275 108.398679 \n", "L 116.176772 109.578051 \n", "L 116.916733 111.11284 \n", "L 117.769614 113.399893 \n", "L 118.66657 116.414139 \n", "L 119.957302 121.615095 \n", "L 121.387463 128.456017 \n", "L 123.828571 140.354576 \n", "L 124.773107 143.788979 \n", "L 125.536249 145.770792 \n", "L 126.148554 146.735317 \n", "L 126.543502 147.021218 \n", "L 126.947143 147.033689 \n", "L 127.352958 146.775191 \n", "L 127.774275 146.249256 \n", "L 128.421456 145.011019 \n", "L 129.149003 143.093728 \n", "L 130.155718 139.61491 \n", "L 133.43113 126.836707 \n", "L 134.248433 124.679281 \n", "L 134.822998 123.538449 \n", "L 135.40845 122.757871 \n", "L 136.010644 122.368278 \n", "L 136.528684 122.299389 \n", "L 137.803024 122.366981 \n", "L 138.37872 122.179811 \n", "L 138.892881 121.836347 \n", "L 139.694378 120.987943 \n", "L 140.601019 119.592248 \n", "L 141.547621 117.659886 \n", "L 144.648444 110.600001 \n", "L 145.313412 109.782917 \n", "L 145.767294 109.536494 \n", "L 146.186386 109.577147 \n", "L 146.628819 109.933085 \n", "L 147.127467 110.746764 \n", "L 147.638693 112.041483 \n", "L 148.451644 114.972115 \n", "L 151.077183 125.806839 \n", "L 151.646844 127.133344 \n", "L 152.250767 127.965702 \n", "L 152.864309 128.252214 \n", "L 153.148384 128.21012 \n", "L 153.753154 127.790776 \n", "L 154.285506 127.104355 \n", "L 155.348683 125.178156 \n", "L 157.249329 121.619897 \n", "L 158.499682 119.795946 \n", "L 159.370998 118.828859 \n", "L 161.789725 116.54662 \n", "L 162.412478 115.498284 \n", "L 163.13973 113.815379 \n", "L 163.845431 111.693098 \n", "L 164.879051 107.770641 \n", "L 167.291552 98.039637 \n", "L 167.849254 96.523664 \n", "L 168.447861 95.451838 \n", "L 168.740337 95.165535 \n", "L 169.031032 95.051473 \n", "L 169.320276 95.118989 \n", "L 169.554373 95.313357 \n", "L 170.046359 96.157522 \n", "L 170.572729 97.753049 \n", "L 171.062921 99.909136 \n", "L 171.868884 104.828425 \n", "L 172.874383 112.941699 \n", "L 175.090672 131.980253 \n", "L 175.969028 137.472985 \n", "L 176.733971 140.959853 \n", "L 177.515527 143.584309 \n", "L 179.674736 150.168065 \n", "L 182.343806 159.833282 \n", "L 183.075744 161.421344 \n", "L 183.549861 161.954176 \n", "L 183.784928 162.042548 \n", "L 184.049336 161.98536 \n", "L 184.455964 161.549394 \n", "L 184.767825 160.906574 \n", "L 185.178754 159.628326 \n", "L 185.856761 156.481705 \n", "L 186.613761 151.616074 \n", "L 187.938741 141.066868 \n", "L 189.530411 128.718112 \n", "L 190.517793 122.972744 \n", "L 191.131541 120.443489 \n", "L 191.681679 118.879449 \n", "L 192.171435 118.003202 \n", "L 192.63054 117.568946 \n", "L 193.098121 117.473886 \n", "L 193.616841 117.739422 \n", "L 194.136041 118.314352 \n", "L 195.398094 119.915041 \n", "L 195.740373 119.966728 \n", "L 196.036235 119.705641 \n", "L 196.300779 119.193273 \n", "L 196.681254 117.915607 \n", "L 197.246383 114.808216 \n", "L 197.84641 110.075577 \n", "L 200.175544 89.520891 \n", "L 200.585801 87.520831 \n", "L 200.960886 86.538977 \n", "L 201.147776 86.388817 \n", "L 201.330838 86.475461 \n", "L 201.522214 86.82516 \n", "L 201.882608 88.235015 \n", "L 202.267066 90.87327 \n", "L 202.796457 96.484478 \n", "L 203.375101 105.132753 \n", "L 204.290312 122.867961 \n", "L 205.837415 153.584584 \n", "L 206.479345 161.642891 \n", "L 206.898192 164.366517 \n", "L 207.182543 164.980098 \n", "L 207.329836 164.904927 \n", "L 207.607643 164.06044 \n", "L 207.928934 162.010409 \n", "L 208.499495 156.005463 \n", "L 209.4151 142.72224 \n", "L 210.415464 128.689355 \n", "L 211.034741 122.615361 \n", "L 211.510276 119.726464 \n", "L 211.862549 118.477127 \n", "L 212.215394 117.80079 \n", "L 212.713047 117.425161 \n", "L 213.433554 117.052959 \n", "L 213.804415 116.620285 \n", "L 214.378088 115.465174 \n", "L 215.174545 113.095802 \n", "L 216.431928 108.447524 \n", "L 217.358246 104.205545 \n", "L 218.310675 98.670171 \n", "L 219.152024 92.114267 \n", "L 220.125574 82.371917 \n", "L 221.076951 73.005301 \n", "L 221.591202 69.60651 \n", "L 221.958286 68.43169 \n", "L 222.133917 68.308097 \n", "L 222.318322 68.506439 \n", "L 222.68086 69.90699 \n", "L 223.037501 72.583386 \n", "L 223.607244 79.256396 \n", "L 224.613771 95.259221 \n", "L 225.579907 109.802125 \n", "L 226.25928 116.681453 \n", "L 226.636121 118.81959 \n", "L 226.965495 119.632659 \n", "L 227.172759 119.668388 \n", "L 227.423485 119.248615 \n", "L 227.780544 117.87036 \n", "L 228.282501 114.782576 \n", "L 229.372847 107.450832 \n", "L 229.679136 106.344266 \n", "L 229.846587 106.062003 \n", "L 230.009179 106.028802 \n", "L 230.173831 106.244514 \n", "L 230.497924 107.406801 \n", "L 230.976411 110.807913 \n", "L 231.623215 118.050273 \n", "L 232.468754 130.645454 \n", "L 234.907461 169.256232 \n", "L 236.278449 185.439731 \n", "L 237.082557 193.197593 \n", "L 237.604285 196.253456 \n", "L 237.894227 196.878285 \n", "L 238.04183 196.843513 \n", "L 238.188629 196.555603 \n", "L 238.481615 195.188097 \n", "L 238.921222 191.091044 \n", "L 239.361025 184.592516 \n", "L 240.083701 169.58531 \n", "L 241.935639 127.071996 \n", "L 242.417855 121.431933 \n", "L 242.729617 119.838145 \n", "L 242.87782 119.642139 \n", "L 243.011204 119.761584 \n", "L 243.303383 120.92465 \n", "L 243.708025 124.253611 \n", "L 244.437031 133.230226 \n", "L 245.242935 142.583226 \n", "L 245.647402 145.098381 \n", "L 245.881866 145.570664 \n", "L 245.972514 145.546055 \n", "L 246.16701 145.098904 \n", "L 246.450527 143.542191 \n", "L 246.887435 139.331538 \n", "L 247.640376 128.885825 \n", "L 248.727506 113.650244 \n", "L 249.177223 109.538709 \n", "L 249.488612 108.234774 \n", "L 249.644602 108.197468 \n", "L 249.795424 108.599429 \n", "L 250.049046 110.307262 \n", "L 250.424381 115.253215 \n", "L 250.958089 126.528395 \n", "L 252.351524 159.122565 \n", "L 252.902307 165.956733 \n", "L 253.379351 169.028643 \n", "L 253.844253 170.727511 \n", "L 254.319736 171.84203 \n", "L 254.495631 172.031475 \n", "L 254.658583 172.03001 \n", "L 254.821827 171.808177 \n", "L 255.170419 170.4121 \n", "L 255.529171 167.168156 \n", "L 255.914228 161.611194 \n", "L 256.431556 151.085977 \n", "L 257.44052 124.765199 \n", "L 259.19792 72.102012 \n", "L 260.411275 37.131938 \n", "L 261.129317 21.946483 \n", "L 261.540235 16.391739 \n", "L 261.839675 14.29867 \n", "L 261.998824 13.964263 \n", "L 262.157234 14.203308 \n", "L 262.413318 15.838227 \n", "L 262.718455 19.807955 \n", "L 263.167202 29.386402 \n", "L 263.869722 51.029602 \n", "L 265.409635 101.785222 \n", "L 265.915902 111.239349 \n", "L 266.197838 113.828245 \n", "L 266.441887 114.475218 \n", "L 266.549381 114.303659 \n", "L 266.77156 113.116842 \n", "L 267.125978 109.181258 \n", "L 267.726579 98.673317 \n", "L 268.73117 80.665387 \n", "L 269.150515 76.348493 \n", "L 269.527952 74.667254 \n", "L 269.660623 74.551611 \n", "L 269.794573 74.674241 \n", "L 270.032307 75.473177 \n", "L 270.292569 77.205835 \n", "L 270.639382 81.045772 \n", "L 271.022713 87.671991 \n", "L 271.54168 101.236046 \n", "L 272.260671 128.228939 \n", "L 274.356525 215.653741 \n", "L 274.86222 228.209642 \n", "L 275.20712 233.106508 \n", "L 275.448016 234.526792 \n", "L 275.565245 234.595462 \n", "L 275.691966 234.200203 \n", "L 275.920852 232.248168 \n", "L 276.275524 226.125702 \n", "L 276.772491 211.846568 \n", "L 277.536469 181.05623 \n", "L 278.718775 132.415643 \n", "L 279.338284 114.792414 \n", "L 279.950592 102.984225 \n", "L 281.155919 85.279562 \n", "L 282.116999 74.075559 \n", "L 283.571099 59.970282 \n", "L 283.881301 58.611724 \n", "L 284.004723 58.510642 \n", "L 284.1379 58.742547 \n", "L 284.429279 60.64768 \n", "L 284.752619 65.199442 \n", "L 285.214113 76.025339 \n", "L 286.067704 104.433323 \n", "L 286.92972 130.398858 \n", "L 287.437672 140.048283 \n", "L 287.777768 144.026501 \n", "L 288.113653 146.136348 \n", "L 288.280638 146.535289 \n", "L 288.449217 146.505592 \n", "L 288.700339 145.654653 \n", "L 288.986911 143.501542 \n", "L 289.405686 138.1826 \n", "L 289.96831 127.512358 \n", "L 291.053213 100.896344 \n", "L 292.250918 72.917218 \n", "L 293.033528 59.391152 \n", "L 293.539952 54.053418 \n", "L 293.862187 52.522615 \n", "L 294.019938 52.38055 \n", "L 294.161109 52.621058 \n", "L 294.430395 54.109168 \n", "L 294.734116 57.540704 \n", "L 295.186474 66.406145 \n", "L 295.775193 84.82841 \n", "L 296.51911 116.976586 \n", "L 297.846046 176.028843 \n", "L 298.416397 192.343812 \n", "L 298.777237 197.845887 \n", "L 299.036036 199.323955 \n", "L 299.163748 199.304733 \n", "L 299.284733 198.848457 \n", "L 299.556177 196.33988 \n", "L 299.964322 189.292561 \n", "L 300.681498 171.143893 \n", "L 301.553346 149.62176 \n", "L 302.059594 142.117994 \n", "L 302.336791 140.102583 \n", "L 302.613413 139.568823 \n", "L 302.748801 139.837601 \n", "L 303.013822 141.373203 \n", "L 303.371278 145.549684 \n", "L 303.848598 154.75654 \n", "L 305.384465 189.734312 \n", "L 305.607958 191.094701 \n", "L 305.738433 191.097958 \n", "L 305.862984 190.524898 \n", "L 306.104525 187.836184 \n", "L 306.410542 181.650012 \n", "L 306.985172 164.32236 \n", "L 307.695899 143.821181 \n", "L 308.02458 138.87581 \n", "L 308.278911 137.712554 \n", "L 308.371702 137.841123 \n", "L 308.56602 138.947643 \n", "L 308.868122 142.405421 \n", "L 309.920852 156.388425 \n", "L 310.12505 157.158663 \n", "L 310.233531 157.156511 \n", "L 310.448561 156.264266 \n", "L 310.69555 153.727241 \n", "L 311.147239 145.234654 \n", "L 311.753624 128.156234 \n", "L 312.665602 95.088532 \n", "L 313.715821 56.346499 \n", "L 314.056842 51.156764 \n", "L 314.163005 50.944365 \n", "L 314.273827 51.521033 \n", "L 314.481235 54.910759 \n", "L 314.714304 62.413256 \n", "L 315.096577 82.983645 \n", "L 315.717052 133.773858 \n", "L 316.679057 214.950679 \n", "L 317.049523 229.341581 \n", "L 317.241497 231.167087 \n", "L 317.341079 230.597407 \n", "L 317.547943 226.313867 \n", "L 317.920693 209.892096 \n", "L 318.755789 155.468372 \n", "L 319.496896 114.549162 \n", "L 320.11021 93.341392 \n", "L 320.693697 80.837097 \n", "L 321.408352 69.98963 \n", "L 321.88826 65.246563 \n", "L 322.216839 64.00013 \n", "L 322.332023 63.95353 \n", "L 322.584638 64.368119 \n", "L 323.259379 66.766928 \n", "L 323.781772 69.085352 \n", "L 324.087496 71.465415 \n", "L 324.536944 76.954401 \n", "L 325.566578 90.613468 \n", "L 326.428876 99.974555 \n", "L 326.802563 107.633442 \n", "L 327.321911 124.355558 \n", "L 328.47184 165.596847 \n", "L 328.757303 169.809665 \n", "L 328.966124 170.794166 \n", "L 329.040211 170.774177 \n", "L 329.173808 170.357344 \n", "L 329.453503 168.39228 \n", "L 330.784661 155.950083 \n", "L 331.203183 148.361787 \n", "L 331.717735 134.402179 \n", "L 333.547022 79.479107 \n", "L 333.673529 79.218402 \n", "L 333.825581 80.399339 \n", "L 334.05335 85.193716 \n", "L 334.428788 99.321131 \n", "L 335.313322 134.934683 \n", "L 335.899348 147.935079 \n", "L 336.656607 164.669844 \n", "L 337.642097 187.419538 \n", "L 338.044171 192.006692 \n", "L 338.217639 192.621154 \n", "L 338.27876 192.591366 \n", "L 338.41165 192.004657 \n", "L 338.622245 189.314918 \n", "L 338.863311 182.987258 \n", "L 339.213633 167.140453 \n", "L 340.851612 77.484841 \n", "L 341.225682 68.038685 \n", "L 341.431956 66.064169 \n", "L 341.526707 66.044812 \n", "L 341.701139 67.540368 \n", "L 341.971314 73.758827 \n", "L 342.398064 91.35135 \n", "L 343.170581 124.743347 \n", "L 343.638428 136.452654 \n", "L 344.115369 143.746468 \n", "L 344.370231 145.253404 \n", "L 344.446544 145.21659 \n", "L 344.595777 144.384662 \n", "L 344.849229 140.520223 \n", "L 345.208079 130.284166 \n", "L 345.945073 108.871988 \n", "L 346.270166 104.993253 \n", "L 346.72013 100.654078 \n", "L 347.053463 93.663858 \n", "L 347.964489 69.140259 \n", "L 348.03984 68.742233 \n", "L 348.119433 68.801692 \n", "L 348.269583 70.327443 \n", "L 348.535236 77.508254 \n", "L 348.904087 95.352252 \n", "L 350.582821 190.576801 \n", "L 350.834054 195.116596 \n", "L 350.926426 195.630392 \n", "L 351.01607 195.513817 \n", "L 351.168534 193.946592 \n", "L 351.462645 186.552175 \n", "L 352.043179 162.6289 \n", "L 352.827367 122.426311 \n", "L 353.974689 59.123811 \n", "L 354.358464 50.700925 \n", "L 354.599977 48.916012 \n", "L 354.861832 48.401478 \n", "L 355.118369 47.891843 \n", "L 355.401714 46.569524 \n", "L 355.773502 44.881117 \n", "L 355.845271 44.854022 \n", "L 355.988071 45.314988 \n", "L 356.210638 47.604445 \n", "L 356.509436 53.572739 \n", "L 357.51497 76.83018 \n", "L 357.757067 78.472249 \n", "L 357.938247 78.812242 \n", "L 358.286032 78.97803 \n", "L 358.450708 79.485485 \n", "L 358.682726 81.188114 \n", "L 359.07915 86.689413 \n", "L 360.36739 109.704083 \n", "L 360.793606 126.284397 \n", "L 361.705557 165.692464 \n", "L 361.993756 170.374923 \n", "L 362.278669 171.921759 \n", "L 362.605122 173.181889 \n", "L 362.920148 175.818124 \n", "L 363.202383 177.782183 \n", "L 363.263386 177.774902 \n", "L 363.378662 177.038734 \n", "L 363.508506 174.78796 \n", "L 363.744106 166.114565 \n", "L 364.11008 141.210112 \n", "L 365.120791 64.630746 \n", "L 365.434747 56.256743 \n", "L 365.636324 54.999695 \n", "L 365.702072 55.139516 \n", "L 365.855895 56.279876 \n", "L 366.151561 60.678046 \n", "L 366.57364 70.055462 \n", "L 366.990626 84.686592 \n", "L 367.519346 113.066593 \n", "L 368.547475 168.524154 \n", "L 369.193985 206.449957 \n", "L 369.758311 236.637821 \n", "L 370.075942 243.503983 \n", "L 370.216264 244.125577 \n", "L 370.339822 243.729622 \n", "L 370.563523 241.503103 \n", "L 371.190485 231.816751 \n", "L 371.521999 223.337199 \n", "L 371.840219 208.36439 \n", "L 372.226319 178.463073 \n", "L 373.101392 104.087849 \n", "L 373.461811 92.242562 \n", "L 374.121456 78.874148 \n", "L 374.645895 56.687785 \n", "L 375.083923 42.22708 \n", "L 375.325746 39.751732 \n", "L 375.386999 39.695389 \n", "L 375.433334 39.764486 \n", "L 375.5709 40.398258 \n", "L 376.076612 43.040885 \n", "L 376.475089 43.467292 \n", "L 376.649719 44.755218 \n", "L 376.890535 49.284125 \n", "L 377.247564 62.430549 \n", "L 377.891512 87.662073 \n", "L 378.158407 91.573327 \n", "L 378.295309 92.006571 \n", "L 378.419448 91.806701 \n", "L 378.744127 91.018127 \n", "L 378.885865 91.719301 \n", "L 379.091951 94.857909 \n", "L 379.382508 103.764672 \n", "L 380.96126 161.739111 \n", "L 381.261172 164.617374 \n", "L 381.320043 164.664172 \n", "L 381.43316 164.23871 \n", "L 381.626851 162.001257 \n", "L 381.987543 153.961676 \n", "L 382.539887 141.595131 \n", "L 382.733763 140.491356 \n", "L 382.824973 140.944691 \n", "L 382.979416 143.275149 \n", "L 383.240804 151.262582 \n", "L 383.955579 175.812313 \n", "L 384.062932 176.395258 \n", "L 384.116516 176.23812 \n", "L 384.267592 174.29235 \n", "L 384.545815 166.047735 \n", "L 385.322551 139.347689 \n", "L 385.612542 136.641618 \n", "L 385.963056 134.74188 \n", "L 386.222802 131.411834 \n", "L 387.109465 116.656162 \n", "L 387.197961 116.985971 \n", "L 387.408831 119.168488 \n", "L 387.815764 123.080375 \n", "L 387.860679 123.076675 \n", "L 387.947524 122.698049 \n", "L 388.124112 120.379837 \n", "L 388.508689 110.690814 \n", "L 388.804104 105.571909 \n", "L 388.856453 105.383694 \n", "L 388.899976 105.42584 \n", "L 388.993777 106.141874 \n", "L 389.171703 109.78128 \n", "L 389.469978 121.481333 \n", "L 390.637765 175.102986 \n", "L 390.882252 178.3417 \n", "L 390.992999 178.676189 \n", "L 391.041966 178.595284 \n", "L 391.212025 177.245336 \n", "L 391.460646 172.646813 \n", "L 392.092564 154.682306 \n", "L 393.850962 104.238081 \n", "L 394.389807 90.251751 \n", "L 395.474291 58.621892 \n", "L 395.87193 53.894134 \n", "L 396.266182 51.567357 \n", "L 396.438908 51.34211 \n", "L 396.555618 51.74164 \n", "L 396.736069 53.800726 \n", "L 396.949256 59.398351 \n", "L 397.27716 75.72048 \n", "L 398.259396 133.014561 \n", "L 398.458149 135.827879 \n", "L 398.507928 135.907432 \n", "L 398.605587 135.387349 \n", "L 398.794471 132.129384 \n", "L 399.201553 119.247023 \n", "L 399.639477 108.406681 \n", "L 399.877718 106.705609 \n", "L 400.040849 106.633848 \n", "L 400.541734 107.290622 \n", "L 400.708545 108.024524 \n", "L 400.948662 110.431014 \n", "L 401.934012 123.078396 \n", "L 402.10547 123.278754 \n", "L 402.266405 123.027936 \n", "L 402.584667 121.935026 \n", "L 402.89946 120.075785 \n", "L 403.558338 115.313259 \n", "L 403.589633 115.360818 \n", "L 403.698986 115.92727 \n", "L 403.892349 118.444823 \n", "L 404.503061 127.59826 \n", "L 404.562911 127.530252 \n", "L 404.682845 126.68792 \n", "L 404.967557 121.950477 \n", "L 405.57181 111.541781 \n", "L 406.712507 97.110366 \n", "L 407.07602 87.599727 \n", "L 407.493468 77.714531 \n", "L 407.577728 77.281011 \n", "L 407.620102 77.344991 \n", "L 407.726596 78.36592 \n", "L 407.945911 84.070141 \n", "L 408.352101 103.230538 \n", "L 410.209644 202.992962 \n", "L 410.403117 205.559535 \n", "L 410.454804 205.546894 \n", "L 410.549058 204.780978 \n", "L 410.731585 200.940851 \n", "L 411.738683 173.499112 \n", "L 411.790549 173.51351 \n", "L 411.899707 174.334777 \n", "L 412.146562 179.683597 \n", "L 412.770869 195.57839 \n", "L 412.924716 196.231789 \n", "L 413.034583 195.546783 \n", "L 413.215548 191.981686 \n", "L 413.464708 181.088495 \n", "L 413.823266 152.676715 \n", "L 414.763935 71.314248 \n", "L 415.19951 49.937801 \n", "L 415.414091 47.27153 \n", "L 415.532504 48.982707 \n", "L 415.703706 55.707033 \n", "L 416.042133 81.326377 \n", "L 416.653448 128.923471 \n", "L 417.095685 144.701171 \n", "L 417.455288 152.633897 \n", "L 417.555215 153.239411 \n", "L 417.608609 153.181864 \n", "L 417.719747 152.232502 \n", "L 417.979268 146.727994 \n", "L 418.51218 135.181638 \n", "L 418.696015 134.216763 \n", "L 418.773658 134.318907 \n", "L 418.943626 135.281448 \n", "L 419.312922 137.615615 \n", "L 419.408005 137.556465 \n", "L 419.554695 136.677153 \n", "L 419.807375 133.292725 \n", "L 421.057093 110.613435 \n", "L 422.361999 68.070051 \n", "L 422.361999 68.070051 \n", "\" clip-path=\"url(#p574ebc2853)\" style=\"fill: none; stroke: #3ea44e\"/>\n", " </g>\n", " <g id=\"legend_1\">\n", " <g id=\"patch_5\">\n", " <path d=\"M 332.945749 50.862146 \n", "L 418.361999 50.862146 \n", "L 418.361999 6.834646 \n", "L 332.945749 6.834646 \n", "z\n", "\" style=\"fill: #ffffff; stroke: #000000; stroke-linejoin: miter\"/>\n", " </g>\n", " <g id=\"line2d_14\">\n", " <path d=\"M 339.345749 16.513396 \n", "L 347.345749 16.513396 \n", "L 355.345749 16.513396 \n", "\" style=\"fill: none; stroke: #009afa; stroke-linejoin: miter\"/>\n", " </g>\n", " <g id=\"text_13\">\n", " <!-- GXBeam -->\n", " <g transform=\"translate(361.745749 19.313396) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-47\" d=\"M 3809 666 \n", "L 3809 1919 \n", "L 2778 1919 \n", "L 2778 2438 \n", "L 4434 2438 \n", "L 4434 434 \n", "Q 4069 175 3628 42 \n", "Q 3188 -91 2688 -91 \n", "Q 1594 -91 976 548 \n", "Q 359 1188 359 2328 \n", "Q 359 3472 976 4111 \n", "Q 1594 4750 2688 4750 \n", "Q 3144 4750 3555 4637 \n", "Q 3966 4525 4313 4306 \n", "L 4313 3634 \n", "Q 3963 3931 3569 4081 \n", "Q 3175 4231 2741 4231 \n", "Q 1884 4231 1454 3753 \n", "Q 1025 3275 1025 2328 \n", "Q 1025 1384 1454 906 \n", "Q 1884 428 2741 428 \n", "Q 3075 428 3337 486 \n", "Q 3600 544 3809 666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-58\" d=\"M 403 4666 \n", "L 1081 4666 \n", "L 2241 2931 \n", "L 3406 4666 \n", "L 4084 4666 \n", "L 2584 2425 \n", "L 4184 0 \n", "L 3506 0 \n", "L 2194 1984 \n", "L 872 0 \n", "L 191 0 \n", "L 1856 2491 \n", "L 403 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-42\" d=\"M 1259 2228 \n", "L 1259 519 \n", "L 2272 519 \n", "Q 2781 519 3026 730 \n", "Q 3272 941 3272 1375 \n", "Q 3272 1813 3026 2020 \n", "Q 2781 2228 2272 2228 \n", "L 1259 2228 \n", "z\n", "M 1259 4147 \n", "L 1259 2741 \n", "L 2194 2741 \n", "Q 2656 2741 2882 2914 \n", "Q 3109 3088 3109 3444 \n", "Q 3109 3797 2882 3972 \n", "Q 2656 4147 2194 4147 \n", "L 1259 4147 \n", "z\n", "M 628 4666 \n", "L 2241 4666 \n", "Q 2963 4666 3353 4366 \n", "Q 3744 4066 3744 3513 \n", "Q 3744 3084 3544 2831 \n", "Q 3344 2578 2956 2516 \n", "Q 3422 2416 3680 2098 \n", "Q 3938 1781 3938 1306 \n", "Q 3938 681 3513 340 \n", "Q 3088 0 2303 0 \n", "L 628 0 \n", "L 628 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-61\" d=\"M 2194 1759 \n", "Q 1497 1759 1228 1600 \n", "Q 959 1441 959 1056 \n", "Q 959 750 1161 570 \n", "Q 1363 391 1709 391 \n", "Q 2188 391 2477 730 \n", "Q 2766 1069 2766 1631 \n", "L 2766 1759 \n", "L 2194 1759 \n", "z\n", "M 3341 1997 \n", "L 3341 0 \n", "L 2766 0 \n", "L 2766 531 \n", "Q 2569 213 2275 61 \n", "Q 1981 -91 1556 -91 \n", "Q 1019 -91 701 211 \n", "Q 384 513 384 1019 \n", "Q 384 1609 779 1909 \n", "Q 1175 2209 1959 2209 \n", "L 2766 2209 \n", "L 2766 2266 \n", "Q 2766 2663 2505 2880 \n", "Q 2244 3097 1772 3097 \n", "Q 1472 3097 1187 3025 \n", "Q 903 2953 641 2809 \n", "L 641 3341 \n", "Q 956 3463 1253 3523 \n", "Q 1550 3584 1831 3584 \n", "Q 2591 3584 2966 3190 \n", "Q 3341 2797 3341 1997 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-47\"/>\n", " <use xlink:href=\"#DejaVuSans-58\" x=\"77.490234\"/>\n", " <use xlink:href=\"#DejaVuSans-42\" x=\"145.996094\"/>\n", " <use xlink:href=\"#DejaVuSans-65\" x=\"214.599609\"/>\n", " <use xlink:href=\"#DejaVuSans-61\" x=\"276.123047\"/>\n", " <use xlink:href=\"#DejaVuSans-6d\" x=\"337.402344\"/>\n", " </g>\n", " </g>\n", " <g id=\"line2d_15\">\n", " <path d=\"M 339.345749 28.255896 \n", "L 347.345749 28.255896 \n", "L 355.345749 28.255896 \n", "\" style=\"fill: none; stroke: #e36f47; stroke-linejoin: miter\"/>\n", " </g>\n", " <g id=\"text_14\">\n", " <!-- ODEProblem -->\n", " <g transform=\"translate(361.745749 31.055896) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-4f\" d=\"M 2522 4238 \n", "Q 1834 4238 1429 3725 \n", "Q 1025 3213 1025 2328 \n", "Q 1025 1447 1429 934 \n", "Q 1834 422 2522 422 \n", "Q 3209 422 3611 934 \n", "Q 4013 1447 4013 2328 \n", "Q 4013 3213 3611 3725 \n", "Q 3209 4238 2522 4238 \n", "z\n", "M 2522 4750 \n", "Q 3503 4750 4090 4092 \n", "Q 4678 3434 4678 2328 \n", "Q 4678 1225 4090 567 \n", "Q 3503 -91 2522 -91 \n", "Q 1538 -91 948 565 \n", "Q 359 1222 359 2328 \n", "Q 359 3434 948 4092 \n", "Q 1538 4750 2522 4750 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-44\" d=\"M 1259 4147 \n", "L 1259 519 \n", "L 2022 519 \n", "Q 2988 519 3436 956 \n", "Q 3884 1394 3884 2338 \n", "Q 3884 3275 3436 3711 \n", "Q 2988 4147 2022 4147 \n", "L 1259 4147 \n", "z\n", "M 628 4666 \n", "L 1925 4666 \n", "Q 3281 4666 3915 4102 \n", "Q 4550 3538 4550 2338 \n", "Q 4550 1131 3912 565 \n", "Q 3275 0 1925 0 \n", "L 628 0 \n", "L 628 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-45\" d=\"M 628 4666 \n", "L 3578 4666 \n", "L 3578 4134 \n", "L 1259 4134 \n", "L 1259 2753 \n", "L 3481 2753 \n", "L 3481 2222 \n", "L 1259 2222 \n", "L 1259 531 \n", "L 3634 531 \n", "L 3634 0 \n", "L 628 0 \n", "L 628 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-50\" d=\"M 1259 4147 \n", "L 1259 2394 \n", "L 2053 2394 \n", "Q 2494 2394 2734 2622 \n", "Q 2975 2850 2975 3272 \n", "Q 2975 3691 2734 3919 \n", "Q 2494 4147 2053 4147 \n", "L 1259 4147 \n", "z\n", "M 628 4666 \n", "L 2053 4666 \n", "Q 2838 4666 3239 4311 \n", "Q 3641 3956 3641 3272 \n", "Q 3641 2581 3239 2228 \n", "Q 2838 1875 2053 1875 \n", "L 1259 1875 \n", "L 1259 0 \n", "L 628 0 \n", "L 628 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-72\" d=\"M 2631 2963 \n", "Q 2534 3019 2420 3045 \n", "Q 2306 3072 2169 3072 \n", "Q 1681 3072 1420 2755 \n", "Q 1159 2438 1159 1844 \n", "L 1159 0 \n", "L 581 0 \n", "L 581 3500 \n", "L 1159 3500 \n", "L 1159 2956 \n", "Q 1341 3275 1631 3429 \n", "Q 1922 3584 2338 3584 \n", "Q 2397 3584 2469 3576 \n", "Q 2541 3569 2628 3553 \n", "L 2631 2963 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-6f\" d=\"M 1959 3097 \n", "Q 1497 3097 1228 2736 \n", "Q 959 2375 959 1747 \n", "Q 959 1119 1226 758 \n", "Q 1494 397 1959 397 \n", "Q 2419 397 2687 759 \n", "Q 2956 1122 2956 1747 \n", "Q 2956 2369 2687 2733 \n", "Q 2419 3097 1959 3097 \n", "z\n", "M 1959 3584 \n", "Q 2709 3584 3137 3096 \n", "Q 3566 2609 3566 1747 \n", "Q 3566 888 3137 398 \n", "Q 2709 -91 1959 -91 \n", "Q 1206 -91 779 398 \n", "Q 353 888 353 1747 \n", "Q 353 2609 779 3096 \n", "Q 1206 3584 1959 3584 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-62\" d=\"M 3116 1747 \n", "Q 3116 2381 2855 2742 \n", "Q 2594 3103 2138 3103 \n", "Q 1681 3103 1420 2742 \n", "Q 1159 2381 1159 1747 \n", "Q 1159 1113 1420 752 \n", "Q 1681 391 2138 391 \n", "Q 2594 391 2855 752 \n", "Q 3116 1113 3116 1747 \n", "z\n", "M 1159 2969 \n", "Q 1341 3281 1617 3432 \n", "Q 1894 3584 2278 3584 \n", "Q 2916 3584 3314 3078 \n", "Q 3713 2572 3713 1747 \n", "Q 3713 922 3314 415 \n", "Q 2916 -91 2278 -91 \n", "Q 1894 -91 1617 61 \n", "Q 1341 213 1159 525 \n", "L 1159 0 \n", "L 581 0 \n", "L 581 4863 \n", "L 1159 4863 \n", "L 1159 2969 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-6c\" d=\"M 603 4863 \n", "L 1178 4863 \n", "L 1178 0 \n", "L 603 0 \n", "L 603 4863 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-4f\"/>\n", " <use xlink:href=\"#DejaVuSans-44\" x=\"78.710938\"/>\n", " <use xlink:href=\"#DejaVuSans-45\" x=\"155.712891\"/>\n", " <use xlink:href=\"#DejaVuSans-50\" x=\"218.896484\"/>\n", " <use xlink:href=\"#DejaVuSans-72\" x=\"277.449219\"/>\n", " <use xlink:href=\"#DejaVuSans-6f\" x=\"316.3125\"/>\n", " <use xlink:href=\"#DejaVuSans-62\" x=\"377.494141\"/>\n", " <use xlink:href=\"#DejaVuSans-6c\" x=\"440.970703\"/>\n", " <use xlink:href=\"#DejaVuSans-65\" x=\"468.753906\"/>\n", " <use xlink:href=\"#DejaVuSans-6d\" x=\"530.277344\"/>\n", " </g>\n", " </g>\n", " <g id=\"line2d_16\">\n", " <path d=\"M 339.345749 39.998396 \n", "L 347.345749 39.998396 \n", "L 355.345749 39.998396 \n", "\" style=\"fill: none; stroke: #3ea44e; stroke-linejoin: miter\"/>\n", " </g>\n", " <g id=\"text_15\">\n", " <!-- DAEProblem -->\n", " <g transform=\"translate(361.745749 42.798396) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-41\" d=\"M 2188 4044 \n", "L 1331 1722 \n", "L 3047 1722 \n", "L 2188 4044 \n", "z\n", "M 1831 4666 \n", "L 2547 4666 \n", "L 4325 0 \n", "L 3669 0 \n", "L 3244 1197 \n", "L 1141 1197 \n", "L 716 0 \n", "L 50 0 \n", "L 1831 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-44\"/>\n", " <use xlink:href=\"#DejaVuSans-41\" x=\"75.251953\"/>\n", " <use xlink:href=\"#DejaVuSans-45\" x=\"143.660156\"/>\n", " <use xlink:href=\"#DejaVuSans-50\" x=\"206.84375\"/>\n", " <use xlink:href=\"#DejaVuSans-72\" x=\"265.396484\"/>\n", " <use xlink:href=\"#DejaVuSans-6f\" x=\"304.259766\"/>\n", " <use xlink:href=\"#DejaVuSans-62\" x=\"365.441406\"/>\n", " <use xlink:href=\"#DejaVuSans-6c\" x=\"428.917969\"/>\n", " <use xlink:href=\"#DejaVuSans-65\" x=\"456.701172\"/>\n", " <use xlink:href=\"#DejaVuSans-6d\" x=\"518.224609\"/>\n", " </g>\n", " </g>\n", " </g>\n", " </g>\n", " </g>\n", " <defs>\n", " <clipPath id=\"p574ebc2853\">\n", " <rect x=\"66.051544\" y=\"2.834646\" width=\"356.310455\" height=\"255.390709\"/>\n", " </clipPath>\n", " </defs>\n", "</svg>\n" ] }, "metadata": {}, "execution_count": 14 } ], "cell_type": "code", "source": [ "ph[8]" ], "metadata": {}, "execution_count": 14 }, { "outputs": [ { "output_type": "execute_result", "data": { "text/plain": "Plot{Plots.PyPlotBackend() n=3}", "image/png": "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", "text/html": [ "<img src=\"data:image/png;base64,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\" />" ], "image/svg+xml": [ "<?xml version=\"1.0\" encoding=\"utf-8\" standalone=\"no\"?>\n", "<!DOCTYPE svg PUBLIC \"-//W3C//DTD SVG 1.1//EN\"\n", " \"http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd\">\n", "<svg xmlns:xlink=\"http://www.w3.org/1999/xlink\" width=\"432pt\" height=\"288pt\" viewBox=\"0 0 432 288\" xmlns=\"http://www.w3.org/2000/svg\" version=\"1.1\">\n", " <metadata>\n", " <rdf:RDF xmlns:dc=\"http://purl.org/dc/elements/1.1/\" xmlns:cc=\"http://creativecommons.org/ns#\" xmlns:rdf=\"http://www.w3.org/1999/02/22-rdf-syntax-ns#\">\n", " <cc:Work>\n", " <dc:type rdf:resource=\"http://purl.org/dc/dcmitype/StillImage\"/>\n", " <dc:date>2023-06-12T19:46:57.414091</dc:date>\n", " <dc:format>image/svg+xml</dc:format>\n", " <dc:creator>\n", " <cc:Agent>\n", " <dc:title>Matplotlib v3.7.1, https://matplotlib.org/</dc:title>\n", " </cc:Agent>\n", " </dc:creator>\n", " </cc:Work>\n", " </rdf:RDF>\n", " </metadata>\n", " <defs>\n", " <style type=\"text/css\">*{stroke-linejoin: round; stroke-linecap: butt}</style>\n", " </defs>\n", " <g id=\"figure_1\">\n", " <g id=\"patch_1\">\n", " <path d=\"M 0 288 \n", "L 432 288 \n", "L 432 0 \n", "L 0 0 \n", "z\n", "\" style=\"fill: #ffffff\"/>\n", " </g>\n", " <g id=\"axes_1\">\n", " <g id=\"patch_2\">\n", " <path d=\"M 64.557544 258.225354 \n", "L 422.361999 258.225354 \n", "L 422.361999 2.834646 \n", "L 64.557544 2.834646 \n", "z\n", "\" style=\"fill: #ffffff\"/>\n", " </g>\n", " <g id=\"line2d_1\">\n", " <path d=\"M 64.557544 119.58243 \n", "L 64.736446 119.414869 \n", "L 64.915348 119.466156 \n", "L 65.452055 120.135617 \n", "L 65.809859 119.583557 \n", "L 66.167664 119.176084 \n", "L 66.525468 119.341822 \n", "L 66.70437 119.224301 \n", "L 67.241077 118.558588 \n", "L 67.598882 119.154664 \n", "L 67.956686 119.628147 \n", "L 68.314491 119.690505 \n", "L 68.672295 120.424727 \n", "L 69.030099 121.191459 \n", "L 69.209002 121.183683 \n", "L 69.566806 120.83536 \n", "L 69.745708 120.836003 \n", "L 70.103513 121.013113 \n", "L 70.282415 120.849478 \n", "L 70.819122 119.704107 \n", "L 70.998024 119.6527 \n", "L 71.355828 119.784687 \n", "L 71.713633 119.312068 \n", "L 71.892535 119.055609 \n", "L 72.071437 119.024337 \n", "L 72.608144 119.433508 \n", "L 72.965948 118.726622 \n", "L 73.323753 118.231435 \n", "L 73.681557 118.155537 \n", "L 74.039362 117.352514 \n", "L 74.397166 116.544319 \n", "L 74.576069 116.52008 \n", "L 74.933873 116.73139 \n", "L 75.47058 116.572646 \n", "L 75.649482 116.83186 \n", "L 76.186189 118.208143 \n", "L 76.901797 118.930507 \n", "L 77.259602 119.699856 \n", "L 77.438504 119.85501 \n", "L 77.975211 119.597075 \n", "L 78.333015 120.070325 \n", "L 78.69082 120.511053 \n", "L 79.048624 120.540009 \n", "L 79.227526 120.733472 \n", "L 79.943135 122.251475 \n", "L 80.479842 122.413019 \n", "L 80.837646 122.902845 \n", "L 81.016549 122.956981 \n", "L 81.374353 122.428423 \n", "L 81.732158 122.014771 \n", "L 82.268864 122.165631 \n", "L 82.805571 121.767821 \n", "L 82.984473 121.910385 \n", "L 83.700082 123.065343 \n", "L 84.057887 123.135086 \n", "L 84.415691 123.595787 \n", "L 84.594593 123.835677 \n", "L 84.773495 123.885892 \n", "L 85.1313 123.396656 \n", "L 85.489104 123.031649 \n", "L 85.846909 123.057037 \n", "L 86.025811 122.93094 \n", "L 86.562518 122.09395 \n", "L 86.74142 122.028213 \n", "L 87.278127 122.27166 \n", "L 87.457029 122.102979 \n", "L 87.993736 121.217845 \n", "L 88.530442 120.650706 \n", "L 89.067149 118.699942 \n", "L 89.424953 117.706723 \n", "L 89.782758 116.933243 \n", "L 90.498367 114.912288 \n", "L 90.856171 114.822523 \n", "L 91.035073 114.798169 \n", "L 91.392878 114.380304 \n", "L 91.750682 114.013052 \n", "L 92.287389 114.162892 \n", "L 92.466291 114.004781 \n", "L 93.1819 112.853299 \n", "L 93.718607 112.886985 \n", "L 94.255314 112.396609 \n", "L 94.434216 112.572281 \n", "L 94.970922 113.415148 \n", "L 95.507629 113.427362 \n", "L 96.044336 113.974434 \n", "L 96.223238 113.877756 \n", "L 96.938847 112.858003 \n", "L 97.296651 112.778315 \n", "L 97.654456 112.327491 \n", "L 98.01226 111.994503 \n", "L 98.191163 112.147808 \n", "L 98.727869 112.917346 \n", "L 99.085674 113.009357 \n", "L 99.264576 113.206206 \n", "L 99.801283 114.221439 \n", "L 99.980185 114.252061 \n", "L 100.337989 114.044444 \n", "L 100.516892 114.157752 \n", "L 101.053598 114.821593 \n", "L 101.590305 114.762251 \n", "L 101.948109 115.596286 \n", "L 102.305914 116.507701 \n", "L 103.021523 117.562506 \n", "L 103.379327 118.492293 \n", "L 103.558229 118.715965 \n", "L 103.737132 118.68987 \n", "L 104.094936 118.470998 \n", "L 104.810545 118.641015 \n", "L 105.168349 118.185151 \n", "L 105.347252 118.168292 \n", "L 106.599567 119.758036 \n", "L 107.136274 121.143125 \n", "L 108.030785 122.27805 \n", "L 108.38859 122.97993 \n", "L 108.925296 123.623326 \n", "L 109.283101 124.731076 \n", "L 109.819807 126.660884 \n", "L 110.177612 127.711059 \n", "L 111.072123 131.238102 \n", "L 111.60883 132.198564 \n", "L 111.966634 133.034356 \n", "L 112.324439 133.285813 \n", "L 112.682243 133.22842 \n", "L 113.040047 133.647053 \n", "L 113.397852 134.324149 \n", "L 113.755656 134.520661 \n", "L 113.934559 134.574742 \n", "L 114.113461 134.770297 \n", "L 114.650168 135.768586 \n", "L 114.82907 135.770739 \n", "L 115.365776 135.387808 \n", "L 115.902483 135.471143 \n", "L 116.618092 134.625396 \n", "L 116.796994 134.72707 \n", "L 117.333701 135.364989 \n", "L 117.870408 135.463115 \n", "L 118.586017 136.554699 \n", "L 118.943821 136.166129 \n", "L 119.301625 135.862528 \n", "L 119.65943 135.682621 \n", "L 120.017234 134.939139 \n", "L 120.553941 133.729753 \n", "L 121.090648 133.338421 \n", "L 121.806257 132.062926 \n", "L 122.164061 131.947344 \n", "L 122.342963 131.696071 \n", "L 124.48979 126.14437 \n", "L 124.847595 125.95585 \n", "L 125.384301 125.42194 \n", "L 125.742106 125.741576 \n", "L 125.921008 125.913634 \n", "L 126.09991 125.888047 \n", "L 126.815519 125.078096 \n", "L 126.994421 125.067121 \n", "L 127.173323 124.936051 \n", "L 127.531128 124.060926 \n", "L 127.888932 123.195447 \n", "L 128.604541 122.635981 \n", "L 128.962346 121.875947 \n", "L 129.141248 121.696718 \n", "L 129.499052 121.673429 \n", "L 129.677955 121.478293 \n", "L 130.035759 120.387417 \n", "L 130.393564 119.340608 \n", "L 130.751368 118.555045 \n", "L 131.109172 116.937769 \n", "L 131.645879 114.629386 \n", "L 132.003684 113.734667 \n", "L 132.719293 111.330973 \n", "L 133.255999 110.560927 \n", "L 134.687217 106.436648 \n", "L 135.223924 104.362149 \n", "L 136.655142 101.069058 \n", "L 136.834044 100.990938 \n", "L 137.191848 100.277508 \n", "L 137.549653 99.46903 \n", "L 138.086359 98.771968 \n", "L 139.159773 96.416059 \n", "L 140.054284 95.930406 \n", "L 140.233186 96.062514 \n", "L 141.127697 97.652678 \n", "L 141.664404 98.527027 \n", "L 142.201111 99.373809 \n", "L 142.558915 99.637219 \n", "L 142.91672 99.734647 \n", "L 143.274524 100.318256 \n", "L 143.632328 100.891998 \n", "L 143.990133 101.223705 \n", "L 145.242448 102.991841 \n", "L 145.600253 102.804519 \n", "L 146.315862 102.226388 \n", "L 147.210373 100.437633 \n", "L 147.74708 99.932044 \n", "L 148.641591 99.450915 \n", "L 148.999395 99.690698 \n", "L 149.178297 99.620168 \n", "L 149.893906 98.918009 \n", "L 150.609515 98.504285 \n", "L 151.325124 97.913003 \n", "L 152.040733 98.613136 \n", "L 152.398538 98.580442 \n", "L 153.114146 99.06884 \n", "L 153.471951 98.719903 \n", "L 154.366462 97.340561 \n", "L 154.724267 96.710669 \n", "L 155.082071 95.843114 \n", "L 155.260973 95.639714 \n", "L 155.976582 95.835333 \n", "L 156.334387 95.63665 \n", "L 156.513289 95.800118 \n", "L 157.228898 96.870664 \n", "L 157.586702 96.993566 \n", "L 157.765604 97.223811 \n", "L 158.660116 99.55774 \n", "L 159.01792 100.875959 \n", "L 160.270236 108.687128 \n", "L 160.806942 112.566855 \n", "L 161.522551 116.635645 \n", "L 162.059258 119.422825 \n", "L 162.595965 121.960986 \n", "L 164.384987 131.594536 \n", "L 164.921694 133.287511 \n", "L 165.995107 136.631578 \n", "L 166.352911 137.65716 \n", "L 167.426325 141.713318 \n", "L 168.499738 145.107432 \n", "L 169.394249 145.496647 \n", "L 169.573151 145.433603 \n", "L 169.930956 144.924543 \n", "L 170.467663 144.207071 \n", "L 171.183271 143.823939 \n", "L 171.719978 143.05749 \n", "L 172.256685 142.753254 \n", "L 172.614489 142.110615 \n", "L 173.330098 140.739527 \n", "L 174.224609 140.29148 \n", "L 174.403512 140.348323 \n", "L 174.761316 141.112383 \n", "L 175.655827 143.414565 \n", "L 176.729241 146.078543 \n", "L 177.265947 146.469613 \n", "L 177.802654 147.239197 \n", "L 178.339361 147.492837 \n", "L 178.876067 147.964296 \n", "L 179.412774 148.142551 \n", "L 179.591676 148.102857 \n", "L 180.486187 147.052189 \n", "L 181.559601 144.894955 \n", "L 181.917405 144.337801 \n", "L 182.096307 144.228306 \n", "L 182.454112 144.363723 \n", "L 182.990819 144.724062 \n", "L 184.422036 146.715534 \n", "L 184.779841 146.796204 \n", "L 185.137645 147.208108 \n", "L 185.49545 147.514318 \n", "L 186.032156 147.457785 \n", "L 186.568863 147.902122 \n", "L 186.747765 147.793634 \n", "L 187.463374 146.69983 \n", "L 187.821179 145.719203 \n", "L 188.536788 142.27796 \n", "L 189.431299 137.255862 \n", "L 190.146908 133.679239 \n", "L 195.871779 106.595451 \n", "L 196.945192 101.35982 \n", "L 197.481899 99.859784 \n", "L 197.839703 99.53848 \n", "L 198.197508 99.560134 \n", "L 198.555312 99.806405 \n", "L 199.092019 100.754959 \n", "L 201.059944 103.766449 \n", "L 201.775552 104.411698 \n", "L 201.954455 104.390916 \n", "L 202.312259 104.011398 \n", "L 202.670064 103.422234 \n", "L 203.027868 102.34516 \n", "L 203.743477 98.540117 \n", "L 205.532499 88.397236 \n", "L 206.248108 86.453112 \n", "L 206.605913 86.150592 \n", "L 206.963717 86.332581 \n", "L 207.679326 87.072887 \n", "L 208.03713 88.194723 \n", "L 208.931642 92.095311 \n", "L 211.078468 104.760007 \n", "L 211.436273 105.197586 \n", "L 211.794077 105.249512 \n", "L 211.972979 105.114912 \n", "L 212.151882 104.741382 \n", "L 212.509686 103.122916 \n", "L 215.014317 90.226414 \n", "L 215.551024 87.772205 \n", "L 216.266633 86.087167 \n", "L 216.445535 85.806264 \n", "L 216.624437 85.824194 \n", "L 216.80334 86.189354 \n", "L 217.161144 87.669899 \n", "L 217.697851 91.181482 \n", "L 218.234557 96.847499 \n", "L 219.129069 106.386058 \n", "L 219.844677 112.64758 \n", "L 221.454797 120.97583 \n", "L 222.170406 125.229342 \n", "L 223.959429 133.784959 \n", "L 224.317233 136.395356 \n", "L 225.032842 144.997137 \n", "L 225.569549 153.715564 \n", "L 226.46406 168.148387 \n", "L 227.000767 174.88312 \n", "L 227.537473 178.875483 \n", "L 227.895278 180.164351 \n", "L 228.431984 180.852158 \n", "L 228.610887 180.792399 \n", "L 228.968691 179.654871 \n", "L 229.6843 176.122875 \n", "L 230.221007 171.186613 \n", "L 230.757713 164.540217 \n", "L 232.546736 139.185164 \n", "L 232.90454 135.953973 \n", "L 233.441247 133.515923 \n", "L 233.799051 132.588828 \n", "L 233.977953 132.4672 \n", "L 234.335758 132.790103 \n", "L 235.409171 133.994059 \n", "L 235.588073 134.124917 \n", "L 235.945878 134.928948 \n", "L 236.482585 136.912064 \n", "L 236.840389 138.950813 \n", "L 238.629411 151.39633 \n", "L 238.808314 151.73508 \n", "L 238.987216 151.74743 \n", "L 239.34502 150.967233 \n", "L 239.881727 149.030512 \n", "L 240.597336 145.65625 \n", "L 241.134043 144.230439 \n", "L 242.386358 141.584982 \n", "L 242.744163 140.038512 \n", "L 243.638674 134.956359 \n", "L 243.996478 133.836536 \n", "L 244.17538 133.741764 \n", "L 244.354283 134.060251 \n", "L 244.712087 135.910136 \n", "L 245.069892 139.198921 \n", "L 245.964403 151.072889 \n", "L 246.501109 157.207824 \n", "L 246.858914 159.427887 \n", "L 247.216718 160.586107 \n", "L 247.395621 160.737644 \n", "L 247.574523 160.542565 \n", "L 247.932327 159.398672 \n", "L 248.647936 156.357762 \n", "L 249.184643 152.337889 \n", "L 249.542447 148.456544 \n", "L 250.079154 139.498848 \n", "L 250.794763 121.567924 \n", "L 251.868176 93.70738 \n", "L 252.404883 85.394056 \n", "L 252.762687 82.313454 \n", "L 253.120492 81.157235 \n", "L 253.299394 81.151068 \n", "L 253.836101 81.592892 \n", "L 254.193905 81.932176 \n", "L 254.372807 81.90424 \n", "L 254.909514 81.399549 \n", "L 255.446221 81.360774 \n", "L 255.625123 81.625248 \n", "L 255.982927 83.424246 \n", "L 257.593047 94.473042 \n", "L 257.77195 94.706566 \n", "L 257.950852 94.581634 \n", "L 258.308656 93.261919 \n", "L 259.38207 87.539541 \n", "L 259.560972 87.1541 \n", "L 259.739874 87.048286 \n", "L 259.918776 87.234782 \n", "L 260.097679 87.727461 \n", "L 260.455483 89.772921 \n", "L 261.707799 98.677033 \n", "L 262.065603 99.556931 \n", "L 262.244505 99.759524 \n", "L 262.423408 99.668951 \n", "L 262.781212 98.58679 \n", "L 263.139017 97.416559 \n", "L 263.675723 96.448477 \n", "L 263.854625 96.309689 \n", "L 264.033528 96.472233 \n", "L 265.106941 99.356863 \n", "L 265.285843 99.440401 \n", "L 265.464746 99.043404 \n", "L 265.82255 97.271654 \n", "L 266.180354 94.609998 \n", "L 267.43267 83.409306 \n", "L 267.611572 82.855851 \n", "L 267.790474 82.976028 \n", "L 268.148279 84.921681 \n", "L 268.506083 88.274458 \n", "L 269.579497 100.8616 \n", "L 269.937301 103.149192 \n", "L 270.116203 103.560379 \n", "L 270.295106 103.32923 \n", "L 270.65291 101.615289 \n", "L 271.189617 97.560624 \n", "L 271.905226 92.232409 \n", "L 272.26303 90.801363 \n", "L 272.620835 90.258662 \n", "L 272.978639 90.368713 \n", "L 273.157541 90.437082 \n", "L 273.515346 90.208494 \n", "L 273.694248 89.894766 \n", "L 274.052052 88.558343 \n", "L 274.409857 86.194688 \n", "L 275.125466 78.940807 \n", "L 275.841075 72.362194 \n", "L 276.019977 71.724872 \n", "L 276.198879 71.642598 \n", "L 276.377781 72.004419 \n", "L 276.735586 74.046607 \n", "L 277.09339 77.972809 \n", "L 277.808999 89.749566 \n", "L 278.524608 101.28043 \n", "L 279.240217 108.128305 \n", "L 279.776924 110.930992 \n", "L 280.31363 113.991438 \n", "L 281.565946 123.081465 \n", "L 281.92375 124.115347 \n", "L 282.102653 124.109355 \n", "L 283.176066 123.127007 \n", "L 283.354968 123.60393 \n", "L 283.712773 127.005463 \n", "L 284.249479 135.927151 \n", "L 284.965088 154.739553 \n", "L 285.859599 176.721203 \n", "L 286.575208 187.545323 \n", "L 286.933013 190.696925 \n", "L 287.648622 194.059119 \n", "L 287.827524 194.159419 \n", "L 288.006426 193.753652 \n", "L 288.364231 191.944722 \n", "L 288.722035 188.147455 \n", "L 289.258742 178.58962 \n", "L 289.795448 164.817339 \n", "L 291.047764 130.446327 \n", "L 291.584471 121.023706 \n", "L 291.942275 117.207761 \n", "L 292.30008 115.509107 \n", "L 292.657884 114.725701 \n", "L 292.836786 114.93371 \n", "L 293.552395 117.570024 \n", "L 293.9102 119.511644 \n", "L 294.446906 124.431225 \n", "L 294.804711 129.121094 \n", "L 295.52032 142.971995 \n", "L 297.13044 181.234557 \n", "L 297.667146 187.773162 \n", "L 298.024951 189.410988 \n", "L 298.203853 189.150119 \n", "L 298.561658 186.847473 \n", "L 298.919462 182.62249 \n", "L 299.635071 169.620077 \n", "L 301.424093 132.589753 \n", "L 302.139702 123.321557 \n", "L 302.497507 120.817634 \n", "L 302.676409 120.366834 \n", "L 302.855311 120.376285 \n", "L 303.034213 120.824532 \n", "L 303.392018 123.320132 \n", "L 303.928724 130.92943 \n", "L 304.465431 141.852934 \n", "L 306.433356 190.620762 \n", "L 307.327867 213.420947 \n", "L 307.685671 217.49864 \n", "L 307.864573 217.337673 \n", "L 308.043476 215.758048 \n", "L 308.40128 208.935788 \n", "L 308.759085 196.329423 \n", "L 309.653596 149.942541 \n", "L 310.548107 106.315886 \n", "L 311.084814 88.977888 \n", "L 311.62152 79.365741 \n", "L 311.979325 76.157745 \n", "L 312.337129 74.980226 \n", "L 312.694934 74.646351 \n", "L 312.873836 74.767092 \n", "L 313.052738 75.241784 \n", "L 313.410543 77.395389 \n", "L 313.947249 82.27556 \n", "L 314.305054 87.944064 \n", "L 315.378467 108.149464 \n", "L 315.736272 110.725594 \n", "L 315.915174 110.210318 \n", "L 316.094076 108.148046 \n", "L 316.45188 99.67097 \n", "L 317.167489 72.278622 \n", "L 317.883098 43.71379 \n", "L 318.240903 35.532188 \n", "L 318.598707 32.470314 \n", "L 318.777609 32.441348 \n", "L 318.956512 33.316433 \n", "L 320.029925 41.927588 \n", "L 320.566632 43.880325 \n", "L 320.924436 47.000402 \n", "L 321.282241 53.52884 \n", "L 321.640045 65.014238 \n", "L 322.176752 93.801264 \n", "L 323.071263 149.311751 \n", "L 323.429067 162.380491 \n", "L 323.786872 167.413602 \n", "L 323.965774 167.196297 \n", "L 324.144676 165.631301 \n", "L 324.502481 159.0014 \n", "L 325.21809 138.433148 \n", "L 325.933698 119.206935 \n", "L 326.82821 102.942057 \n", "L 327.722721 90.229162 \n", "L 328.080525 81.481047 \n", "L 328.617232 61.83441 \n", "L 329.690645 19.057788 \n", "L 329.869547 16.168435 \n", "L 330.04845 15.354096 \n", "L 330.227352 16.614298 \n", "L 330.406254 19.998911 \n", "L 330.764059 33.252628 \n", "L 331.479668 75.325968 \n", "L 332.195276 112.60283 \n", "L 332.731983 129.03132 \n", "L 333.089788 132.655197 \n", "L 333.26869 132.423904 \n", "L 333.626494 128.883732 \n", "L 334.521005 117.075702 \n", "L 334.699908 117.259715 \n", "L 334.87881 118.532181 \n", "L 335.415517 126.790535 \n", "L 335.773321 131.785737 \n", "L 336.131125 134.125348 \n", "L 336.310028 133.972267 \n", "L 336.48893 132.460976 \n", "L 336.846734 124.745424 \n", "L 337.383441 103.417595 \n", "L 338.635757 49.599277 \n", "L 338.993561 41.308452 \n", "L 339.530268 35.050218 \n", "L 339.888072 32.94989 \n", "L 340.066974 33.041902 \n", "L 340.424779 35.160948 \n", "L 341.31929 42.618427 \n", "L 341.677095 48.246443 \n", "L 342.213801 62.022714 \n", "L 343.287215 95.777445 \n", "L 343.645019 100.125793 \n", "L 343.823921 100.892769 \n", "L 344.002823 100.543871 \n", "L 344.181726 99.12684 \n", "L 345.076237 86.363564 \n", "L 345.255139 86.105739 \n", "L 345.434041 87.076014 \n", "L 345.791846 92.531282 \n", "L 346.328552 106.734739 \n", "L 346.865259 120.462978 \n", "L 347.223064 124.128266 \n", "L 347.401966 124.396662 \n", "L 347.580868 123.753092 \n", "L 347.75977 122.183847 \n", "L 348.475379 110.837304 \n", "L 348.654281 110.87255 \n", "L 348.833184 113.254758 \n", "L 349.190988 123.263128 \n", "L 350.801108 181.892891 \n", "L 351.158913 185.420395 \n", "L 351.337815 185.050852 \n", "L 351.516717 183.456444 \n", "L 351.874522 176.956085 \n", "L 352.411228 165.808084 \n", "L 352.59013 164.815398 \n", "L 352.769033 165.535958 \n", "L 353.126837 170.306385 \n", "L 354.558055 193.957976 \n", "L 354.736957 193.009861 \n", "L 354.915859 189.812657 \n", "L 355.273664 177.5728 \n", "L 356.168175 137.705479 \n", "L 356.525979 132.277752 \n", "L 356.704882 132.652285 \n", "L 356.883784 134.437809 \n", "L 357.241588 141.415342 \n", "L 357.599393 153.138172 \n", "L 358.493904 185.844267 \n", "L 358.672806 186.717866 \n", "L 358.851708 184.324501 \n", "L 359.209513 170.532672 \n", "L 360.104024 120.775618 \n", "L 360.282926 117.090749 \n", "L 360.461828 116.303165 \n", "L 360.640731 117.765331 \n", "L 360.998535 125.53918 \n", "L 361.35634 138.722284 \n", "L 362.071948 178.697476 \n", "L 362.429753 194.681157 \n", "L 362.608655 198.000467 \n", "L 362.787557 197.020477 \n", "L 362.96646 191.405837 \n", "L 363.324264 167.349843 \n", "L 364.039873 112.620134 \n", "L 364.397677 102.389447 \n", "L 364.57658 101.410378 \n", "L 364.755482 102.717922 \n", "L 364.934384 106.14217 \n", "L 365.292189 119.724472 \n", "L 365.828895 156.127814 \n", "L 366.365602 196.895474 \n", "L 366.544504 205.156273 \n", "L 366.723406 207.830636 \n", "L 366.902309 203.809927 \n", "L 367.260113 177.669212 \n", "L 367.975722 115.366935 \n", "L 368.333526 102.192402 \n", "L 368.512429 100.124105 \n", "L 368.691331 100.867989 \n", "L 368.870233 104.415022 \n", "L 369.228038 120.662605 \n", "L 369.764744 162.176665 \n", "L 370.301451 203.077041 \n", "L 370.659255 214.467612 \n", "L 370.838158 211.986444 \n", "L 371.195962 192.158971 \n", "L 372.090473 128.545609 \n", "L 372.269375 122.89029 \n", "L 372.448278 121.065079 \n", "L 372.62718 123.286788 \n", "L 372.984984 138.716926 \n", "L 374.2373 221.192172 \n", "L 374.416202 221.419559 \n", "L 374.595104 215.788321 \n", "L 374.952909 188.743113 \n", "L 376.026322 78.411998 \n", "L 376.205224 71.864411 \n", "L 376.384127 70.841929 \n", "L 376.563029 74.229615 \n", "L 376.920833 89.46925 \n", "L 377.815345 136.133245 \n", "L 377.994247 133.607174 \n", "L 378.352051 114.780115 \n", "L 379.246562 51.402364 \n", "L 379.783269 15.134379 \n", "L 379.962171 12.33894 \n", "L 380.141073 15.889485 \n", "L 380.498878 39.317286 \n", "L 381.572291 130.948709 \n", "L 381.751194 137.410383 \n", "L 381.930096 139.433313 \n", "L 382.108998 137.698035 \n", "L 382.466802 128.351918 \n", "L 382.824607 113.993912 \n", "L 383.89802 60.295872 \n", "L 384.076922 61.304451 \n", "L 384.255825 66.918282 \n", "L 384.613629 89.83493 \n", "L 385.150336 127.484479 \n", "L 385.329238 133.899724 \n", "L 385.50814 136.195404 \n", "L 385.687043 135.216876 \n", "L 386.223749 128.666807 \n", "L 386.402651 127.857809 \n", "L 386.581554 125.72347 \n", "L 386.760456 119.539638 \n", "L 387.11826 91.039227 \n", "L 387.654967 38.938818 \n", "L 387.833869 30.190589 \n", "L 388.012772 28.594434 \n", "L 388.191674 33.833683 \n", "L 388.549478 60.320252 \n", "L 389.086185 99.771995 \n", "L 389.265087 104.429384 \n", "L 389.443989 105.257416 \n", "L 389.801794 103.72961 \n", "L 389.980696 106.072986 \n", "L 390.517403 123.685552 \n", "L 390.696305 124.196886 \n", "L 390.875207 118.487336 \n", "L 391.769718 64.610377 \n", "L 391.948621 65.289995 \n", "L 392.127523 72.505118 \n", "L 392.843132 121.064429 \n", "L 393.022034 125.402519 \n", "L 393.200936 125.398456 \n", "L 393.558741 121.69085 \n", "L 393.737643 123.496736 \n", "L 394.095447 137.978135 \n", "L 394.453252 149.589082 \n", "L 394.632154 146.128991 \n", "L 394.989958 121.261336 \n", "L 395.526665 77.495787 \n", "L 395.88447 65.907984 \n", "L 396.063372 66.426574 \n", "L 396.778981 76.861584 \n", "L 396.957883 75.829455 \n", "L 397.315687 71.544073 \n", "L 397.49459 70.690829 \n", "L 397.673492 71.659488 \n", "L 398.031296 76.573445 \n", "L 398.210198 76.457476 \n", "L 398.389101 72.43447 \n", "L 398.746905 53.697844 \n", "L 399.283612 23.01541 \n", "L 399.641416 14.175991 \n", "L 399.820319 16.590169 \n", "L 400.178123 35.059032 \n", "L 400.71483 67.544019 \n", "L 401.609341 99.541635 \n", "L 401.967145 120.203368 \n", "L 402.146047 122.625799 \n", "L 402.32495 116.383722 \n", "L 402.861656 79.449622 \n", "L 403.040559 75.150606 \n", "L 403.219461 75.783228 \n", "L 404.113972 91.806984 \n", "L 404.471776 119.252922 \n", "L 404.829581 150.800561 \n", "L 405.008483 156.824108 \n", "L 405.187385 155.147968 \n", "L 405.54519 146.464273 \n", "L 405.724092 145.246658 \n", "L 405.902994 143.026978 \n", "L 406.081897 134.248403 \n", "L 406.976408 54.532943 \n", "L 407.334212 59.346004 \n", "L 407.692017 56.218187 \n", "L 407.870919 60.036809 \n", "L 408.049821 74.140351 \n", "L 408.76543 153.078935 \n", "L 409.659941 170.897629 \n", "L 409.838843 168.314109 \n", "L 410.37555 147.231245 \n", "L 410.554452 148.68215 \n", "L 411.627866 186.670093 \n", "L 412.522377 248.613329 \n", "L 412.701279 247.364417 \n", "L 413.059083 233.791819 \n", "L 413.416888 211.467528 \n", "L 414.311399 136.605598 \n", "L 414.669203 121.199877 \n", "L 415.20591 89.848573 \n", "L 415.384812 93.235168 \n", "L 416.100421 138.201793 \n", "L 416.279323 140.117619 \n", "L 416.458226 136.424324 \n", "L 416.81603 126.44076 \n", "L 416.994932 126.378827 \n", "L 417.173835 128.453716 \n", "L 417.352737 127.847733 \n", "L 417.531639 120.588679 \n", "L 418.247248 67.527345 \n", "L 418.42615 66.630881 \n", "L 418.605052 66.940615 \n", "L 418.962857 64.143835 \n", "L 419.141759 66.900079 \n", "L 419.320661 76.707945 \n", "L 421.109684 240.339028 \n", "L 421.288586 242.625257 \n", "L 421.467488 238.367299 \n", "L 422.361999 196.541366 \n", "L 422.361999 196.541366 \n", "\" clip-path=\"url(#p0dbc0edae8)\" style=\"fill: none; stroke: #009afa\"/>\n", " </g>\n", " <g id=\"matplotlib.axis_1\">\n", " <g id=\"xtick_1\">\n", " <g id=\"line2d_2\">\n", " <defs>\n", " <path id=\"m40328f10c8\" d=\"M 0 0 \n", "L 0 -2.5 \n", "\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </defs>\n", " <g>\n", " <use xlink:href=\"#m40328f10c8\" x=\"64.557544\" y=\"258.225354\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_1\">\n", " <!-- $0.0$ -->\n", " <g transform=\"translate(58.157544 267.804104) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-30\" d=\"M 2034 4250 \n", "Q 1547 4250 1301 3770 \n", "Q 1056 3291 1056 2328 \n", "Q 1056 1369 1301 889 \n", "Q 1547 409 2034 409 \n", "Q 2525 409 2770 889 \n", "Q 3016 1369 3016 2328 \n", "Q 3016 3291 2770 3770 \n", "Q 2525 4250 2034 4250 \n", "z\n", "M 2034 4750 \n", "Q 2819 4750 3233 4129 \n", "Q 3647 3509 3647 2328 \n", "Q 3647 1150 3233 529 \n", "Q 2819 -91 2034 -91 \n", "Q 1250 -91 836 529 \n", "Q 422 1150 422 2328 \n", "Q 422 3509 836 4129 \n", "Q 1250 4750 2034 4750 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-2e\" d=\"M 684 794 \n", "L 1344 794 \n", "L 1344 0 \n", "L 684 0 \n", "L 684 794 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(0 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(95.410156 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"xtick_2\">\n", " <g id=\"line2d_3\">\n", " <g>\n", " <use xlink:href=\"#m40328f10c8\" x=\"154.008658\" y=\"258.225354\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_2\">\n", " <!-- $0.5$ -->\n", " <g transform=\"translate(147.608658 267.804104) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-35\" d=\"M 691 4666 \n", "L 3169 4666 \n", "L 3169 4134 \n", "L 1269 4134 \n", "L 1269 2991 \n", "Q 1406 3038 1543 3061 \n", "Q 1681 3084 1819 3084 \n", "Q 2600 3084 3056 2656 \n", "Q 3513 2228 3513 1497 \n", "Q 3513 744 3044 326 \n", "Q 2575 -91 1722 -91 \n", "Q 1428 -91 1123 -41 \n", "Q 819 9 494 109 \n", "L 494 744 \n", "Q 775 591 1075 516 \n", "Q 1375 441 1709 441 \n", "Q 2250 441 2565 725 \n", "Q 2881 1009 2881 1497 \n", "Q 2881 1984 2565 2268 \n", "Q 2250 2553 1709 2553 \n", "Q 1456 2553 1204 2497 \n", "Q 953 2441 691 2322 \n", "L 691 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(0 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-35\" transform=\"translate(95.410156 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"xtick_3\">\n", " <g id=\"line2d_4\">\n", " <g>\n", " <use xlink:href=\"#m40328f10c8\" x=\"243.459771\" y=\"258.225354\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_3\">\n", " <!-- $1.0$ -->\n", " <g transform=\"translate(237.059771 267.804104) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-31\" d=\"M 794 531 \n", "L 1825 531 \n", "L 1825 4091 \n", "L 703 3866 \n", "L 703 4441 \n", "L 1819 4666 \n", "L 2450 4666 \n", "L 2450 531 \n", "L 3481 531 \n", "L 3481 0 \n", "L 794 0 \n", "L 794 531 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-31\" transform=\"translate(0 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(95.410156 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"xtick_4\">\n", " <g id=\"line2d_5\">\n", " <g>\n", " <use xlink:href=\"#m40328f10c8\" x=\"332.910885\" y=\"258.225354\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_4\">\n", " <!-- $1.5$ -->\n", " <g transform=\"translate(326.510885 267.804104) scale(0.08 -0.08)\">\n", " <use xlink:href=\"#DejaVuSans-31\" transform=\"translate(0 0.09375)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.09375)\"/>\n", " <use xlink:href=\"#DejaVuSans-35\" transform=\"translate(95.410156 0.09375)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"xtick_5\">\n", " <g id=\"line2d_6\">\n", " <g>\n", " <use xlink:href=\"#m40328f10c8\" x=\"422.361999\" y=\"258.225354\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_5\">\n", " <!-- $2.0$ -->\n", " <g transform=\"translate(415.961999 267.804104) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-32\" d=\"M 1228 531 \n", "L 3431 531 \n", "L 3431 0 \n", "L 469 0 \n", "L 469 531 \n", "Q 828 903 1448 1529 \n", "Q 2069 2156 2228 2338 \n", "Q 2531 2678 2651 2914 \n", "Q 2772 3150 2772 3378 \n", "Q 2772 3750 2511 3984 \n", "Q 2250 4219 1831 4219 \n", "Q 1534 4219 1204 4116 \n", "Q 875 4013 500 3803 \n", "L 500 4441 \n", "Q 881 4594 1212 4672 \n", "Q 1544 4750 1819 4750 \n", "Q 2544 4750 2975 4387 \n", "Q 3406 4025 3406 3419 \n", "Q 3406 3131 3298 2873 \n", "Q 3191 2616 2906 2266 \n", "Q 2828 2175 2409 1742 \n", "Q 1991 1309 1228 531 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-32\" transform=\"translate(0 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(95.410156 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"text_6\">\n", " <!-- Time (s) -->\n", " <g transform=\"translate(221.097975 281.826136) scale(0.11 -0.11)\">\n", " <defs>\n", " <path id=\"DejaVuSans-54\" d=\"M -19 4666 \n", "L 3928 4666 \n", "L 3928 4134 \n", "L 2272 4134 \n", "L 2272 0 \n", "L 1638 0 \n", "L 1638 4134 \n", "L -19 4134 \n", "L -19 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-69\" d=\"M 603 3500 \n", "L 1178 3500 \n", "L 1178 0 \n", "L 603 0 \n", "L 603 3500 \n", "z\n", "M 603 4863 \n", "L 1178 4863 \n", "L 1178 4134 \n", "L 603 4134 \n", "L 603 4863 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-6d\" d=\"M 3328 2828 \n", "Q 3544 3216 3844 3400 \n", "Q 4144 3584 4550 3584 \n", "Q 5097 3584 5394 3201 \n", "Q 5691 2819 5691 2113 \n", "L 5691 0 \n", "L 5113 0 \n", "L 5113 2094 \n", "Q 5113 2597 4934 2840 \n", "Q 4756 3084 4391 3084 \n", "Q 3944 3084 3684 2787 \n", "Q 3425 2491 3425 1978 \n", "L 3425 0 \n", "L 2847 0 \n", "L 2847 2094 \n", "Q 2847 2600 2669 2842 \n", "Q 2491 3084 2119 3084 \n", "Q 1678 3084 1418 2786 \n", "Q 1159 2488 1159 1978 \n", "L 1159 0 \n", "L 581 0 \n", "L 581 3500 \n", "L 1159 3500 \n", "L 1159 2956 \n", "Q 1356 3278 1631 3431 \n", "Q 1906 3584 2284 3584 \n", "Q 2666 3584 2933 3390 \n", "Q 3200 3197 3328 2828 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-65\" d=\"M 3597 1894 \n", "L 3597 1613 \n", "L 953 1613 \n", "Q 991 1019 1311 708 \n", "Q 1631 397 2203 397 \n", "Q 2534 397 2845 478 \n", "Q 3156 559 3463 722 \n", "L 3463 178 \n", "Q 3153 47 2828 -22 \n", "Q 2503 -91 2169 -91 \n", "Q 1331 -91 842 396 \n", "Q 353 884 353 1716 \n", "Q 353 2575 817 3079 \n", "Q 1281 3584 2069 3584 \n", "Q 2775 3584 3186 3129 \n", "Q 3597 2675 3597 1894 \n", "z\n", "M 3022 2063 \n", "Q 3016 2534 2758 2815 \n", "Q 2500 3097 2075 3097 \n", "Q 1594 3097 1305 2825 \n", "Q 1016 2553 972 2059 \n", "L 3022 2063 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-20\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-28\" d=\"M 1984 4856 \n", "Q 1566 4138 1362 3434 \n", "Q 1159 2731 1159 2009 \n", "Q 1159 1288 1364 580 \n", "Q 1569 -128 1984 -844 \n", "L 1484 -844 \n", "Q 1016 -109 783 600 \n", "Q 550 1309 550 2009 \n", "Q 550 2706 781 3412 \n", "Q 1013 4119 1484 4856 \n", "L 1984 4856 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-73\" d=\"M 2834 3397 \n", "L 2834 2853 \n", "Q 2591 2978 2328 3040 \n", "Q 2066 3103 1784 3103 \n", "Q 1356 3103 1142 2972 \n", "Q 928 2841 928 2578 \n", "Q 928 2378 1081 2264 \n", "Q 1234 2150 1697 2047 \n", "L 1894 2003 \n", "Q 2506 1872 2764 1633 \n", "Q 3022 1394 3022 966 \n", "Q 3022 478 2636 193 \n", "Q 2250 -91 1575 -91 \n", "Q 1294 -91 989 -36 \n", "Q 684 19 347 128 \n", "L 347 722 \n", "Q 666 556 975 473 \n", "Q 1284 391 1588 391 \n", "Q 1994 391 2212 530 \n", "Q 2431 669 2431 922 \n", "Q 2431 1156 2273 1281 \n", "Q 2116 1406 1581 1522 \n", "L 1381 1569 \n", "Q 847 1681 609 1914 \n", "Q 372 2147 372 2553 \n", "Q 372 3047 722 3315 \n", "Q 1072 3584 1716 3584 \n", "Q 2034 3584 2315 3537 \n", "Q 2597 3491 2834 3397 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-29\" d=\"M 513 4856 \n", "L 1013 4856 \n", "Q 1481 4119 1714 3412 \n", "Q 1947 2706 1947 2009 \n", "Q 1947 1309 1714 600 \n", "Q 1481 -109 1013 -844 \n", "L 513 -844 \n", "Q 928 -128 1133 580 \n", "Q 1338 1288 1338 2009 \n", "Q 1338 2731 1133 3434 \n", "Q 928 4138 513 4856 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-54\"/>\n", " <use xlink:href=\"#DejaVuSans-69\" x=\"57.958984\"/>\n", " <use xlink:href=\"#DejaVuSans-6d\" x=\"85.742188\"/>\n", " <use xlink:href=\"#DejaVuSans-65\" x=\"183.154297\"/>\n", " <use xlink:href=\"#DejaVuSans-20\" x=\"244.677734\"/>\n", " <use xlink:href=\"#DejaVuSans-28\" x=\"276.464844\"/>\n", " <use xlink:href=\"#DejaVuSans-73\" x=\"315.478516\"/>\n", " <use xlink:href=\"#DejaVuSans-29\" x=\"367.578125\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"matplotlib.axis_2\">\n", " <g id=\"ytick_1\">\n", " <g id=\"line2d_7\">\n", " <defs>\n", " <path id=\"m90872eacba\" d=\"M 0 0 \n", "L 2.5 0 \n", "\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </defs>\n", " <g>\n", " <use xlink:href=\"#m90872eacba\" x=\"64.557544\" y=\"249.707998\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_7\">\n", " <!-- $-1.0×10^{6}$ -->\n", " <g transform=\"translate(20.817544 252.747373) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-2212\" d=\"M 678 2272 \n", "L 4684 2272 \n", "L 4684 1741 \n", "L 678 1741 \n", "L 678 2272 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-d7\" d=\"M 4488 3438 \n", "L 3059 2003 \n", "L 4488 575 \n", "L 4116 197 \n", "L 2681 1631 \n", "L 1247 197 \n", "L 878 575 \n", "L 2303 2003 \n", "L 878 3438 \n", "L 1247 3816 \n", "L 2681 2381 \n", "L 4116 3816 \n", "L 4488 3438 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-36\" d=\"M 2113 2584 \n", "Q 1688 2584 1439 2293 \n", "Q 1191 2003 1191 1497 \n", "Q 1191 994 1439 701 \n", "Q 1688 409 2113 409 \n", "Q 2538 409 2786 701 \n", "Q 3034 994 3034 1497 \n", "Q 3034 2003 2786 2293 \n", "Q 2538 2584 2113 2584 \n", "z\n", "M 3366 4563 \n", "L 3366 3988 \n", "Q 3128 4100 2886 4159 \n", "Q 2644 4219 2406 4219 \n", "Q 1781 4219 1451 3797 \n", "Q 1122 3375 1075 2522 \n", "Q 1259 2794 1537 2939 \n", "Q 1816 3084 2150 3084 \n", "Q 2853 3084 3261 2657 \n", "Q 3669 2231 3669 1497 \n", "Q 3669 778 3244 343 \n", "Q 2819 -91 2113 -91 \n", "Q 1303 -91 875 529 \n", "Q 447 1150 447 2328 \n", "Q 447 3434 972 4092 \n", "Q 1497 4750 2381 4750 \n", "Q 2619 4750 2861 4703 \n", "Q 3103 4656 3366 4563 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-2212\" transform=\"translate(0 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-31\" transform=\"translate(83.789062 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(147.412109 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(179.199219 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-d7\" transform=\"translate(242.822266 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-31\" transform=\"translate(326.611328 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(390.234375 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-36\" transform=\"translate(454.814453 39.046875) scale(0.7)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"ytick_2\">\n", " <g id=\"line2d_8\">\n", " <g>\n", " <use xlink:href=\"#m90872eacba\" x=\"64.557544\" y=\"184.645214\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_8\">\n", " <!-- $-5.0×10^{5}$ -->\n", " <g transform=\"translate(20.817544 187.684589) scale(0.08 -0.08)\">\n", " <use xlink:href=\"#DejaVuSans-2212\" transform=\"translate(0 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-35\" transform=\"translate(83.789062 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(147.412109 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(179.199219 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-d7\" transform=\"translate(242.822266 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-31\" transform=\"translate(326.611328 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(390.234375 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-35\" transform=\"translate(454.814453 38.965625) scale(0.7)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"ytick_3\">\n", " <g id=\"line2d_9\">\n", " <g>\n", " <use xlink:href=\"#m90872eacba\" x=\"64.557544\" y=\"119.58243\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_9\">\n", " <!-- $0$ -->\n", " <g transform=\"translate(55.937544 122.621805) scale(0.08 -0.08)\">\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(0 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"ytick_4\">\n", " <g id=\"line2d_10\">\n", " <g>\n", " <use xlink:href=\"#m90872eacba\" x=\"64.557544\" y=\"54.519647\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_10\">\n", " <!-- $5.0×10^{5}$ -->\n", " <g transform=\"translate(27.537544 57.559022) scale(0.08 -0.08)\">\n", " <use xlink:href=\"#DejaVuSans-35\" transform=\"translate(0 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(95.410156 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-d7\" transform=\"translate(159.033203 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-31\" transform=\"translate(242.822266 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(306.445312 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-35\" transform=\"translate(371.025391 38.965625) scale(0.7)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"text_11\">\n", " <!-- $F_z$ ($N$) -->\n", " <g transform=\"translate(14.529888 146.04) rotate(-90) scale(0.11 -0.11)\">\n", " <defs>\n", " <path id=\"DejaVuSans-Oblique-46\" d=\"M 1081 4666 \n", "L 3756 4666 \n", "L 3653 4134 \n", "L 1606 4134 \n", "L 1338 2759 \n", "L 3188 2759 \n", "L 3084 2228 \n", "L 1234 2228 \n", "L 800 0 \n", "L 172 0 \n", "L 1081 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-Oblique-7a\" d=\"M 744 3500 \n", "L 3475 3500 \n", "L 3372 2975 \n", "L 738 459 \n", "L 2913 459 \n", "L 2822 0 \n", "L -19 0 \n", "L 84 525 \n", "L 2719 3041 \n", "L 653 3041 \n", "L 744 3500 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-Oblique-4e\" d=\"M 1081 4666 \n", "L 1931 4666 \n", "L 3219 666 \n", "L 4000 4666 \n", "L 4616 4666 \n", "L 3706 0 \n", "L 2853 0 \n", "L 1569 4025 \n", "L 788 0 \n", "L 172 0 \n", "L 1081 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-Oblique-46\" transform=\"translate(0 0.125)\"/>\n", " <use xlink:href=\"#DejaVuSans-Oblique-7a\" transform=\"translate(57.519531 -16.28125) scale(0.7)\"/>\n", " <use xlink:href=\"#DejaVuSans-20\" transform=\"translate(96.99707 0.125)\"/>\n", " <use xlink:href=\"#DejaVuSans-28\" transform=\"translate(128.78418 0.125)\"/>\n", " <use xlink:href=\"#DejaVuSans-Oblique-4e\" transform=\"translate(167.797852 0.125)\"/>\n", " <use xlink:href=\"#DejaVuSans-29\" transform=\"translate(242.602539 0.125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"line2d_11\">\n", " <path d=\"M 64.557544 119.58243 \n", "L 64.801721 119.402993 \n", "L 64.932997 119.498193 \n", "L 65.431435 120.117051 \n", "L 65.639794 119.793392 \n", "L 65.996023 119.279446 \n", "L 66.235186 119.395193 \n", "L 66.431398 119.435579 \n", "L 66.628444 119.174497 \n", "L 67.051298 118.556525 \n", "L 67.209869 118.709748 \n", "L 67.635217 119.333726 \n", "L 68.196834 119.526191 \n", "L 68.864708 120.905807 \n", "L 69.258107 120.788519 \n", "L 69.590884 121.220834 \n", "L 69.770147 121.294669 \n", "L 69.953296 121.034166 \n", "L 70.385151 120.166911 \n", "L 70.581823 120.196047 \n", "L 70.844051 120.219968 \n", "L 71.10628 119.736733 \n", "L 71.434066 119.170967 \n", "L 71.56518 119.232424 \n", "L 71.966914 119.649786 \n", "L 72.170054 119.433313 \n", "L 72.511589 118.924151 \n", "L 72.716868 118.968296 \n", "L 72.990574 119.072958 \n", "L 73.196201 118.775503 \n", "L 73.744542 117.540132 \n", "L 74.22434 117.204359 \n", "L 74.772681 116.230044 \n", "L 74.978309 116.441237 \n", "L 75.389565 117.00667 \n", "L 75.80082 117.095387 \n", "L 76.007297 117.557836 \n", "L 76.498084 118.797508 \n", "L 77.136258 119.237051 \n", "L 77.495877 119.830281 \n", "L 77.711649 119.75621 \n", "L 77.999344 119.536444 \n", "L 78.143191 119.626931 \n", "L 78.86243 120.577584 \n", "L 79.150125 120.678279 \n", "L 79.373328 121.139393 \n", "L 79.852984 122.262835 \n", "L 80.053226 122.306296 \n", "L 80.336905 122.332649 \n", "L 80.677131 122.767157 \n", "L 80.878022 122.899313 \n", "L 81.083206 122.69293 \n", "L 81.558969 122.050414 \n", "L 82.140672 122.080453 \n", "L 82.597533 121.675556 \n", "L 82.752462 121.830164 \n", "L 83.35993 122.80681 \n", "L 83.776565 122.924494 \n", "L 84.058288 123.416487 \n", "L 84.355616 123.842665 \n", "L 84.513329 123.796085 \n", "L 85.001503 123.280899 \n", "L 85.550949 123.255215 \n", "L 86.199137 122.347152 \n", "L 86.754727 122.550365 \n", "L 87.032522 122.217842 \n", "L 87.362346 121.897004 \n", "L 87.85725 121.9246 \n", "L 88.117642 121.352144 \n", "L 88.725224 119.6815 \n", "L 88.986988 119.174317 \n", "L 89.341663 117.851706 \n", "L 89.801489 116.369222 \n", "L 90.592061 115.030227 \n", "L 90.899506 114.593954 \n", "L 91.104469 114.639592 \n", "L 91.470285 114.765194 \n", "L 91.750151 114.370027 \n", "L 92.143191 113.7689 \n", "L 92.646052 113.732209 \n", "L 92.957005 113.09095 \n", "L 93.278545 112.556729 \n", "L 93.492905 112.620655 \n", "L 93.814445 112.825099 \n", "L 94.482839 112.759556 \n", "L 95.141765 113.738118 \n", "L 95.761524 113.653769 \n", "L 96.076474 113.881031 \n", "L 96.300667 113.676232 \n", "L 96.875144 112.607652 \n", "L 97.337524 112.590002 \n", "L 97.922693 112.034568 \n", "L 98.244934 112.552397 \n", "L 98.57991 112.940764 \n", "L 98.950211 113.007338 \n", "L 99.254827 113.515674 \n", "L 99.559443 114.051807 \n", "L 99.76252 114.051658 \n", "L 100.172322 113.778097 \n", "L 100.379047 114.022654 \n", "L 100.69061 114.476834 \n", "L 100.900287 114.451485 \n", "L 101.217883 114.312698 \n", "L 101.441751 114.685708 \n", "L 101.926724 115.929148 \n", "L 102.323179 116.367134 \n", "L 102.739071 117.52515 \n", "L 103.008307 118.108102 \n", "L 103.289054 118.199323 \n", "L 103.611186 118.255525 \n", "L 103.956677 118.614886 \n", "L 104.134865 118.639767 \n", "L 104.847616 118.054441 \n", "L 105.203991 118.492554 \n", "L 105.738555 118.530231 \n", "L 106.09493 119.346012 \n", "L 106.451306 120.059743 \n", "L 106.815427 120.301189 \n", "L 107.188263 121.051614 \n", "L 107.561099 121.691346 \n", "L 108.121865 121.923246 \n", "L 109.246432 124.486076 \n", "L 110.785558 130.530275 \n", "L 111.213461 131.567146 \n", "L 111.641364 131.963452 \n", "L 112.288809 133.078761 \n", "L 112.725618 133.088198 \n", "L 113.546116 134.610055 \n", "L 113.929806 134.877405 \n", "L 114.510318 135.706084 \n", "L 114.707139 135.718419 \n", "L 115.304537 135.205274 \n", "L 115.705115 135.27549 \n", "L 116.312993 134.538642 \n", "L 116.53228 134.715717 \n", "L 116.978986 135.284315 \n", "L 117.44543 135.458104 \n", "L 117.920035 136.239144 \n", "L 118.161576 136.561874 \n", "L 118.405435 136.464952 \n", "L 118.893154 136.04811 \n", "L 119.148228 136.026142 \n", "L 119.410277 135.71661 \n", "L 119.941209 134.538067 \n", "L 120.478973 134.15491 \n", "L 121.03209 133.223766 \n", "L 121.586179 133.017716 \n", "L 121.863709 132.513395 \n", "L 122.423645 131.079565 \n", "L 122.706028 130.555081 \n", "L 123.83556 127.325759 \n", "L 124.686519 126.002425 \n", "L 124.970172 126.272391 \n", "L 125.253825 126.293234 \n", "L 125.537478 125.922978 \n", "L 125.82113 125.781956 \n", "L 126.06213 125.930359 \n", "L 126.303129 125.870676 \n", "L 127.133287 124.349734 \n", "L 127.353023 124.24042 \n", "L 127.796927 123.377193 \n", "L 128.021094 123.006668 \n", "L 128.472469 123.079656 \n", "L 128.698157 122.87402 \n", "L 129.149533 122.099578 \n", "L 129.600909 121.755331 \n", "L 130.052285 120.212238 \n", "L 131.669781 114.567714 \n", "L 132.157334 113.200657 \n", "L 132.401111 112.42123 \n", "L 133.13244 111.219868 \n", "L 133.619993 109.449636 \n", "L 134.107546 108.300002 \n", "L 134.838876 105.363061 \n", "L 136.057758 102.356634 \n", "L 136.545311 101.793672 \n", "L 139.079797 96.29424 \n", "L 139.399834 96.015295 \n", "L 139.593902 96.111418 \n", "L 140.214552 96.663737 \n", "L 140.433403 96.845952 \n", "L 141.532941 98.293064 \n", "L 141.9527 98.554237 \n", "L 142.601478 99.388792 \n", "L 142.820601 99.49813 \n", "L 143.055774 99.838464 \n", "L 144.132455 102.068023 \n", "L 144.625404 102.737718 \n", "L 144.962373 103.057665 \n", "L 145.353924 102.772462 \n", "L 146.480389 101.33777 \n", "L 146.981834 100.473316 \n", "L 147.754045 100.259284 \n", "L 148.671094 99.868466 \n", "L 148.905087 99.828904 \n", "L 149.897016 98.501118 \n", "L 150.959232 98.036377 \n", "L 151.544447 98.841812 \n", "L 152.714878 99.232073 \n", "L 153.007486 98.981742 \n", "L 153.592701 97.888195 \n", "L 153.885309 97.629426 \n", "L 154.763132 96.174079 \n", "L 155.640955 96.083845 \n", "L 155.933563 95.884324 \n", "L 156.137985 96.011628 \n", "L 156.546828 96.378697 \n", "L 156.955671 96.051377 \n", "L 157.160093 96.103788 \n", "L 158.182201 97.735621 \n", "L 158.795465 100.506201 \n", "L 159.40873 103.688358 \n", "L 160.226416 108.880547 \n", "L 162.665303 122.34051 \n", "L 163.633734 127.947702 \n", "L 164.11795 130.145485 \n", "L 164.602454 132.015917 \n", "L 165.092976 133.342257 \n", "L 166.590393 139.070937 \n", "L 167.109068 141.291777 \n", "L 168.16118 144.334653 \n", "L 168.696179 144.761519 \n", "L 169.60651 144.86684 \n", "L 170.005411 144.745207 \n", "L 170.413322 144.778173 \n", "L 171.087561 144.365534 \n", "L 171.999061 142.82597 \n", "L 172.713692 141.164973 \n", "L 173.199223 140.454205 \n", "L 173.690147 140.292026 \n", "L 173.96012 140.378599 \n", "L 175.606829 143.550108 \n", "L 176.161592 144.675299 \n", "L 176.438973 144.849159 \n", "L 177.059918 145.946629 \n", "L 177.747045 147.178709 \n", "L 178.090608 147.558439 \n", "L 178.434172 148.261632 \n", "L 178.777735 148.534664 \n", "L 179.370795 148.132931 \n", "L 180.007304 147.290076 \n", "L 180.603363 145.784682 \n", "L 181.500681 144.754192 \n", "L 181.799787 144.613119 \n", "L 182.098893 144.704088 \n", "L 182.699017 145.161635 \n", "L 182.99908 145.157294 \n", "L 184.628426 146.322045 \n", "L 186.114216 148.287429 \n", "L 186.387309 148.19845 \n", "L 186.937874 147.892149 \n", "L 187.217074 147.180431 \n", "L 188.287531 142.890098 \n", "L 189.396505 137.749238 \n", "L 193.411005 119.169653 \n", "L 194.051698 116.460345 \n", "L 195.177018 110.043366 \n", "L 196.172133 104.348171 \n", "L 196.855741 101.694279 \n", "L 197.39892 100.583321 \n", "L 197.726228 100.154166 \n", "L 198.164046 100.016862 \n", "L 198.601864 100.00721 \n", "L 199.039682 100.25454 \n", "L 199.418517 100.740703 \n", "L 200.385256 102.770449 \n", "L 201.172323 104.677658 \n", "L 201.547185 105.036314 \n", "L 201.88374 105.044507 \n", "L 202.07124 104.925047 \n", "L 202.27315 104.544889 \n", "L 202.732159 102.83487 \n", "L 203.37608 99.788517 \n", "L 205.241804 89.781143 \n", "L 205.79945 87.979472 \n", "L 206.427195 86.533398 \n", "L 206.666623 86.113279 \n", "L 206.915003 85.962984 \n", "L 207.420166 86.381518 \n", "L 207.688309 86.80792 \n", "L 208.26814 89.035931 \n", "L 209.137887 94.098079 \n", "L 210.007634 99.973134 \n", "L 210.877381 104.110559 \n", "L 211.167296 104.69739 \n", "L 211.457212 104.671968 \n", "L 212.037043 104.085248 \n", "L 212.326959 103.338746 \n", "L 213.196706 99.49767 \n", "L 214.257116 93.670329 \n", "L 215.680611 86.798831 \n", "L 216.14265 85.553755 \n", "L 216.304582 85.482821 \n", "L 216.472223 85.703741 \n", "L 216.733339 86.53319 \n", "L 217.262685 89.155541 \n", "L 217.707119 92.476279 \n", "L 219.51262 109.172716 \n", "L 221.489498 121.977824 \n", "L 222.808118 127.202833 \n", "L 223.052023 128.018717 \n", "L 223.483603 130.57735 \n", "L 224.149185 135.158531 \n", "L 224.717774 142.023281 \n", "L 225.710633 156.983508 \n", "L 226.437418 167.732222 \n", "L 227.216365 176.569106 \n", "L 227.717249 179.610152 \n", "L 228.145578 181.027393 \n", "L 228.390686 181.477741 \n", "L 228.517262 181.505642 \n", "L 228.650029 181.317222 \n", "L 228.927464 180.306358 \n", "L 229.622855 176.558288 \n", "L 230.04009 172.61813 \n", "L 230.874559 161.93706 \n", "L 232.722479 138.00405 \n", "L 233.277659 134.420802 \n", "L 233.66054 133.071811 \n", "L 234.048169 132.572581 \n", "L 234.436009 132.704014 \n", "L 235.237027 133.199913 \n", "L 235.454078 133.558107 \n", "L 236.105232 135.437948 \n", "L 236.565453 137.576953 \n", "L 237.530416 144.744651 \n", "L 238.295019 149.681383 \n", "L 238.566607 150.552085 \n", "L 238.848206 150.8278 \n", "L 239.129805 150.838897 \n", "L 239.413518 150.319601 \n", "L 240.316366 147.09716 \n", "L 240.926461 145.601451 \n", "L 242.146653 142.571485 \n", "L 243.061797 137.309921 \n", "L 243.671892 134.01675 \n", "L 243.97694 133.470312 \n", "L 244.281988 133.99733 \n", "L 244.587036 135.552635 \n", "L 244.892084 138.083857 \n", "L 246.684346 157.832139 \n", "L 247.052824 159.241853 \n", "L 247.407405 159.722421 \n", "L 247.626421 159.740143 \n", "L 247.933834 159.402357 \n", "L 248.339069 158.541711 \n", "L 248.76571 157.035318 \n", "L 249.120774 154.626833 \n", "L 249.495282 150.124231 \n", "L 250.009867 140.861747 \n", "L 250.601689 125.579161 \n", "L 251.71453 96.340159 \n", "L 252.230696 87.985989 \n", "L 252.708361 83.77717 \n", "L 253.076264 82.310604 \n", "L 253.403255 81.85427 \n", "L 253.841502 81.377612 \n", "L 254.544621 80.351404 \n", "L 254.954131 80.090052 \n", "L 255.14753 80.266236 \n", "L 255.346475 80.811621 \n", "L 255.689808 82.515964 \n", "L 256.12816 85.860127 \n", "L 257.035054 93.160357 \n", "L 257.338484 94.201969 \n", "L 257.49729 94.310082 \n", "L 257.662089 94.186126 \n", "L 257.917716 93.562212 \n", "L 258.268134 91.955714 \n", "L 259.188838 87.36353 \n", "L 259.423142 87.108408 \n", "L 259.540655 87.167553 \n", "L 259.728546 87.532375 \n", "L 259.996253 88.608518 \n", "L 260.619567 92.455409 \n", "L 261.348701 96.868812 \n", "L 261.7405 98.001637 \n", "L 261.938003 98.125912 \n", "L 262.158598 97.911778 \n", "L 263.105246 96.588481 \n", "L 263.305396 96.523172 \n", "L 263.512173 96.723593 \n", "L 263.818357 97.401505 \n", "L 264.312048 99.265827 \n", "L 264.640629 100.210065 \n", "L 264.918742 100.436048 \n", "L 265.020953 100.383009 \n", "L 265.263682 99.864043 \n", "L 265.507548 98.695042 \n", "L 265.929497 95.343181 \n", "L 267.044489 84.658039 \n", "L 267.368192 83.502768 \n", "L 267.530044 83.531657 \n", "L 267.691895 83.941966 \n", "L 268.015598 85.859117 \n", "L 268.534077 90.872034 \n", "L 269.274233 98.880223 \n", "L 269.652151 101.178668 \n", "L 269.84111 101.72623 \n", "L 270.030068 101.760029 \n", "L 270.219027 101.334598 \n", "L 270.596945 99.680036 \n", "L 271.95827 92.229615 \n", "L 272.174898 91.798474 \n", "L 272.476304 91.708172 \n", "L 272.798429 91.570125 \n", "L 273.121288 91.193026 \n", "L 273.446506 90.364503 \n", "L 273.882613 88.263667 \n", "L 274.31872 84.960443 \n", "L 275.490359 74.78433 \n", "L 275.871157 73.452846 \n", "L 276.061556 73.420122 \n", "L 276.251955 73.835886 \n", "L 276.531934 75.241798 \n", "L 276.860532 78.16885 \n", "L 277.494411 86.566898 \n", "L 278.746102 102.463526 \n", "L 279.329809 107.411124 \n", "L 280.034606 113.65468 \n", "L 280.787446 119.508567 \n", "L 281.22733 121.778542 \n", "L 281.465822 122.145493 \n", "L 281.62898 122.102819 \n", "L 281.957682 121.663353 \n", "L 282.286384 120.783121 \n", "L 282.665826 119.873558 \n", "L 282.767303 119.915518 \n", "L 282.923742 120.300384 \n", "L 283.207489 121.856512 \n", "L 283.506186 124.774027 \n", "L 283.891797 131.230556 \n", "L 284.663739 149.083315 \n", "L 285.662139 171.740275 \n", "L 286.49125 184.956787 \n", "L 287.171656 193.015088 \n", "L 287.549154 195.344344 \n", "L 287.827205 195.934831 \n", "L 287.974591 195.85374 \n", "L 288.127153 195.288855 \n", "L 288.357331 193.303539 \n", "L 288.788358 186.86866 \n", "L 289.281564 175.710368 \n", "L 291.13427 128.807578 \n", "L 291.735326 120.929 \n", "L 292.151117 117.784108 \n", "L 292.617843 115.539924 \n", "L 292.777945 115.339284 \n", "L 293.283683 115.465396 \n", "L 293.452384 115.762218 \n", "L 293.789787 117.514139 \n", "L 294.12719 120.542338 \n", "L 294.633294 127.867589 \n", "L 295.144222 137.753936 \n", "L 296.897343 177.265019 \n", "L 297.365975 183.5913 \n", "L 297.840289 187.255697 \n", "L 298.077446 187.643331 \n", "L 298.319863 187.032067 \n", "L 298.584176 185.539035 \n", "L 298.981074 181.38561 \n", "L 299.501391 172.546098 \n", "L 300.372018 153.031477 \n", "L 301.381314 130.909302 \n", "L 301.92086 122.871584 \n", "L 302.221668 120.461877 \n", "L 302.482134 119.676406 \n", "L 302.676286 119.666314 \n", "L 302.89045 120.288976 \n", "L 303.104623 121.794307 \n", "L 303.543157 127.368209 \n", "L 304.583661 145.555888 \n", "L 305.527404 165.141659 \n", "L 306.330049 188.038266 \n", "L 307.303094 216.933741 \n", "L 307.594442 220.547487 \n", "L 307.670715 220.803837 \n", "L 307.746987 220.764788 \n", "L 307.910892 219.706694 \n", "L 308.166514 215.496598 \n", "L 308.518469 204.348152 \n", "L 309.062157 177.291161 \n", "L 310.310589 113.474482 \n", "L 310.877145 96.056082 \n", "L 311.388564 86.016108 \n", "L 311.93287 79.687901 \n", "L 312.499381 75.050382 \n", "L 312.841895 73.819954 \n", "L 313.070622 73.701364 \n", "L 313.286325 74.235515 \n", "L 313.489004 75.527999 \n", "L 313.793023 79.1395 \n", "L 314.267068 88.298258 \n", "L 315.336263 111.080515 \n", "L 315.51958 112.239703 \n", "L 315.613295 112.275068 \n", "L 315.810059 111.164231 \n", "L 316.113127 106.422392 \n", "L 316.444731 96.982481 \n", "L 317.232272 64.179709 \n", "L 317.881302 42.263039 \n", "L 318.210223 36.523447 \n", "L 318.374684 35.369672 \n", "L 318.539145 35.248103 \n", "L 318.868066 36.826152 \n", "L 319.38454 39.724751 \n", "L 319.671782 40.426681 \n", "L 319.872071 40.380182 \n", "L 320.175768 39.711491 \n", "L 320.479465 39.173213 \n", "L 320.580697 39.311419 \n", "L 320.783162 40.472341 \n", "L 321.057606 44.590496 \n", "L 321.348179 52.781575 \n", "L 321.720816 69.954005 \n", "L 322.359426 113.529717 \n", "L 322.991498 151.834103 \n", "L 323.352703 163.353393 \n", "L 323.603958 166.706436 \n", "L 323.708466 167.040413 \n", "L 323.762561 166.987967 \n", "L 323.92486 165.940958 \n", "L 324.153494 162.539157 \n", "L 324.565246 152.036035 \n", "L 325.581868 124.601491 \n", "L 326.214956 114.32811 \n", "L 326.792596 107.361943 \n", "L 327.28643 101.730448 \n", "L 327.682448 94.026633 \n", "L 328.078466 80.954441 \n", "L 328.79464 48.109052 \n", "L 329.442335 21.835231 \n", "L 329.768034 15.838652 \n", "L 329.8766 15.221619 \n", "L 329.985166 15.371865 \n", "L 330.202299 18.157479 \n", "L 330.429922 24.699047 \n", "L 330.814086 42.792077 \n", "L 332.087467 110.264541 \n", "L 332.524834 123.058254 \n", "L 332.894038 128.464251 \n", "L 333.137676 129.529427 \n", "L 333.259496 129.110341 \n", "L 333.503134 126.490212 \n", "L 334.226615 116.732989 \n", "L 334.336269 116.465379 \n", "L 334.391095 116.524911 \n", "L 334.507485 117.068068 \n", "L 334.758728 119.799422 \n", "L 335.490565 131.659929 \n", "L 335.920185 137.167907 \n", "L 336.006109 137.468609 \n", "L 336.092033 137.41302 \n", "L 336.263881 136.19589 \n", "L 336.521653 131.541583 \n", "L 336.951273 117.730732 \n", "L 337.808912 79.945246 \n", "L 338.445182 56.366584 \n", "L 339.200227 37.928196 \n", "L 339.604221 32.150112 \n", "L 339.848486 31.19241 \n", "L 339.97193 31.350108 \n", "L 340.226532 32.498761 \n", "L 340.70542 34.624991 \n", "L 340.917088 35.583623 \n", "L 341.134152 37.651501 \n", "L 341.427249 42.868821 \n", "L 341.949868 57.10996 \n", "L 343.311291 96.026331 \n", "L 343.598192 98.245499 \n", "L 343.679323 98.344217 \n", "L 343.761145 98.237533 \n", "L 343.924789 97.48436 \n", "L 344.196782 94.891852 \n", "L 344.86672 87.532529 \n", "L 344.971175 87.419304 \n", "L 345.07563 87.794345 \n", "L 345.28454 89.898277 \n", "L 345.788405 98.964559 \n", "L 346.344186 113.190808 \n", "L 346.761595 121.530759 \n", "L 346.9703 122.30092 \n", "L 347.109436 121.601721 \n", "L 347.387709 118.292492 \n", "L 348.029536 109.734415 \n", "L 348.208887 108.896497 \n", "L 348.304882 108.924805 \n", "L 348.496873 110.239126 \n", "L 348.784859 115.923797 \n", "L 349.3742 136.369862 \n", "L 350.600735 178.923349 \n", "L 350.825548 181.285065 \n", "L 350.900981 181.345886 \n", "L 351.051846 180.572059 \n", "L 352.148497 171.134517 \n", "L 352.427173 170.089317 \n", "L 352.523441 169.963792 \n", "L 352.619709 170.024374 \n", "L 352.814152 170.952666 \n", "L 353.108677 174.939958 \n", "L 354.207814 195.194119 \n", "L 354.260782 195.156133 \n", "L 354.368206 194.524475 \n", "L 354.546265 191.862663 \n", "L 354.875099 182.50463 \n", "L 355.500562 155.858982 \n", "L 356.024683 136.404559 \n", "L 356.286743 131.477412 \n", "L 356.464648 130.817744 \n", "L 356.649764 132.46163 \n", "L 356.932889 139.036228 \n", "L 357.33114 155.453177 \n", "L 358.040395 185.760363 \n", "L 358.246272 188.521865 \n", "L 358.349211 188.302825 \n", "L 358.576645 183.957164 \n", "L 358.939079 168.104493 \n", "L 359.946604 116.150312 \n", "L 360.147241 112.922751 \n", "L 360.247559 112.501092 \n", "L 360.347878 112.904542 \n", "L 360.548515 116.247539 \n", "L 360.851136 127.37816 \n", "L 361.401564 160.469107 \n", "L 362.009604 195.326695 \n", "L 362.280549 202.500788 \n", "L 362.370864 203.058722 \n", "L 362.462245 202.501821 \n", "L 362.645799 197.731145 \n", "L 362.923114 181.867116 \n", "L 364.164265 93.480797 \n", "L 364.263965 92.448744 \n", "L 364.363665 92.662184 \n", "L 364.591274 97.563676 \n", "L 364.945288 114.677398 \n", "L 365.546902 158.554067 \n", "L 366.162784 203.664415 \n", "L 366.41175 209.466401 \n", "L 366.536234 207.905337 \n", "L 366.785201 195.536822 \n", "L 367.407618 136.738849 \n", "L 367.855692 103.839154 \n", "L 368.119199 94.71319 \n", "L 368.295421 92.539858 \n", "L 368.387086 92.62014 \n", "L 368.571746 95.567141 \n", "L 368.85616 108.207497 \n", "L 369.312483 144.365327 \n", "L 370.109191 210.601691 \n", "L 370.334237 217.40823 \n", "L 370.412532 217.694049 \n", "L 370.57071 214.743579 \n", "L 370.822966 200.682591 \n", "L 371.852372 123.854807 \n", "L 372.119172 118.395678 \n", "L 372.208106 118.386574 \n", "L 372.385972 121.206639 \n", "L 372.652773 132.809668 \n", "L 373.098953 169.362653 \n", "L 373.761648 222.918573 \n", "L 373.967728 230.284471 \n", "L 374.073217 230.913324 \n", "L 374.178707 229.052304 \n", "L 374.389685 217.819525 \n", "L 374.811642 174.632431 \n", "L 375.655556 86.487181 \n", "L 375.972024 73.769951 \n", "L 376.077513 73.658619 \n", "L 376.288491 79.00316 \n", "L 376.61752 97.258242 \n", "L 377.399907 144.990821 \n", "L 377.511676 146.220827 \n", "L 377.623446 145.017937 \n", "L 377.848567 136.410664 \n", "L 378.348183 102.872472 \n", "L 379.003971 40.293484 \n", "L 379.412942 13.01636 \n", "L 379.58724 10.062685 \n", "L 379.627659 10.211335 \n", "L 379.728894 11.953455 \n", "L 379.933084 20.98534 \n", "L 380.306616 51.29128 \n", "L 381.146567 125.357876 \n", "L 381.40804 132.646252 \n", "L 381.669513 135.013642 \n", "L 381.75667 135.193714 \n", "L 381.843828 134.934918 \n", "L 382.018143 132.396848 \n", "L 382.279615 121.864762 \n", "L 382.758108 86.884742 \n", "L 383.214375 58.436009 \n", "L 383.366463 55.591628 \n", "L 383.442508 55.668065 \n", "L 383.594597 58.460418 \n", "L 383.898774 71.756196 \n", "L 384.928103 128.627794 \n", "L 385.526308 137.17725 \n", "L 385.699943 138.408297 \n", "L 385.786761 138.3626 \n", "L 385.960397 136.006942 \n", "L 386.134032 129.354379 \n", "L 386.481303 102.246737 \n", "L 387.175845 44.180966 \n", "L 387.436299 38.093925 \n", "L 387.523116 38.979102 \n", "L 387.701917 45.1206 \n", "L 388.604423 90.341721 \n", "L 389.063715 100.862713 \n", "L 389.767802 125.715132 \n", "L 389.882283 124.429379 \n", "L 390.111861 115.922583 \n", "L 391.082735 64.088298 \n", "L 391.205426 64.345318 \n", "L 391.450808 71.53246 \n", "L 392.186953 103.443528 \n", "L 392.555025 110.090767 \n", "L 392.923098 126.113069 \n", "L 393.413861 146.878143 \n", "L 393.536552 148.14494 \n", "L 393.659243 147.323615 \n", "L 393.912215 140.265313 \n", "L 394.478333 112.552008 \n", "L 395.071132 84.773439 \n", "L 395.325248 80.977485 \n", "L 395.99312 76.04788 \n", "L 396.128483 76.917559 \n", "L 396.39921 82.314545 \n", "L 396.926347 98.052443 \n", "L 397.047394 98.846884 \n", "L 397.168441 97.940699 \n", "L 397.517891 89.631838 \n", "L 397.839959 77.862502 \n", "L 398.269383 48.604413 \n", "L 398.698807 21.73716 \n", "L 398.914785 16.595729 \n", "L 399.024376 16.397577 \n", "L 399.246284 19.52541 \n", "L 399.922264 34.888858 \n", "L 400.192175 52.336761 \n", "L 400.86695 102.568711 \n", "L 401.076419 107.988856 \n", "L 401.149829 108.342882 \n", "L 401.224717 107.89987 \n", "L 401.377321 104.822993 \n", "L 402.003488 82.51079 \n", "L 402.578266 63.976027 \n", "L 402.865794 59.981235 \n", "L 402.965675 59.473947 \n", "L 403.065556 59.814138 \n", "L 403.175844 61.728729 \n", "L 403.396421 72.335639 \n", "L 404.683211 166.377076 \n", "L 404.908415 171.236188 \n", "L 404.96504 171.034494 \n", "L 405.07829 168.404844 \n", "L 405.307472 153.450977 \n", "L 406.157638 81.35805 \n", "L 406.816959 36.862387 \n", "L 406.954411 41.089411 \n", "L 407.87286 106.642822 \n", "L 408.638348 167.377252 \n", "L 408.806881 162.085491 \n", "L 409.245783 145.339207 \n", "L 409.528039 140.828311 \n", "L 409.819331 127.331306 \n", "L 410.122344 115.148608 \n", "L 410.226442 116.460448 \n", "L 410.434975 129.301447 \n", "L 411.175302 193.30625 \n", "L 411.778559 228.966473 \n", "L 412.129954 249.630816 \n", "L 412.280635 250.997315 \n", "L 412.431989 247.877039 \n", "L 412.736593 235.077229 \n", "L 413.042132 210.724612 \n", "L 413.685905 144.86503 \n", "L 414.014496 136.940033 \n", "L 414.6279 125.049685 \n", "L 414.823639 123.723459 \n", "L 414.921922 124.2149 \n", "L 415.118489 129.589337 \n", "L 415.615976 152.968297 \n", "L 415.715777 153.877383 \n", "L 415.815578 153.401166 \n", "L 416.316068 146.242896 \n", "L 416.517155 140.838923 \n", "L 416.82147 121.449683 \n", "L 417.476127 65.784345 \n", "L 417.700088 63.05752 \n", "L 417.92405 63.95867 \n", "L 418.03603 63.793777 \n", "L 418.483953 60.641585 \n", "L 418.595934 60.914229 \n", "L 418.707915 62.900414 \n", "L 418.949161 76.582454 \n", "L 419.738639 164.623786 \n", "L 420.278669 220.603981 \n", "L 420.346551 221.398996 \n", "L 420.495027 217.620773 \n", "L 420.87781 202.715725 \n", "L 421.03455 201.62221 \n", "L 421.19129 201.551177 \n", "L 421.348029 200.497669 \n", "L 421.585439 195.547376 \n", "L 421.906048 181.712691 \n", "L 422.313001 163.456602 \n", "L 422.361999 163.058908 \n", "L 422.361999 163.058908 \n", "\" clip-path=\"url(#p0dbc0edae8)\" style=\"fill: none; stroke: #e36f47\"/>\n", " </g>\n", " <g id=\"patch_3\">\n", " <path d=\"M 64.557544 258.225354 \n", "L 64.557544 2.834646 \n", "\" style=\"fill: none; stroke: #000000; stroke-linejoin: miter; stroke-linecap: square\"/>\n", " </g>\n", " <g id=\"patch_4\">\n", " <path d=\"M 64.557544 258.225354 \n", "L 422.361999 258.225354 \n", "\" style=\"fill: none; stroke: #000000; stroke-linejoin: miter; stroke-linecap: square\"/>\n", " </g>\n", " <g id=\"line2d_12\">\n", " <path d=\"M 64.557544 119.58243 \n", "L 64.81096 119.404183 \n", "L 64.956542 119.533368 \n", "L 65.431693 120.117018 \n", "L 65.602087 119.874043 \n", "L 66.006438 119.276165 \n", "L 66.221996 119.380764 \n", "L 66.450604 119.423347 \n", "L 66.625997 119.183895 \n", "L 67.060619 118.557824 \n", "L 67.21909 118.717207 \n", "L 67.709776 119.345896 \n", "L 68.125727 119.396672 \n", "L 68.343343 119.915947 \n", "L 68.75936 120.892142 \n", "L 68.94745 120.881652 \n", "L 69.268162 120.796631 \n", "L 69.484668 121.053873 \n", "L 69.764087 121.294846 \n", "L 69.902216 121.150977 \n", "L 70.553797 120.154299 \n", "L 70.861268 120.197018 \n", "L 71.064123 119.866031 \n", "L 71.460223 119.164762 \n", "L 71.612762 119.250772 \n", "L 72.041715 119.623934 \n", "L 72.252802 119.329612 \n", "L 72.607212 118.893519 \n", "L 72.871341 119.018716 \n", "L 73.071398 118.996678 \n", "L 73.266312 118.648734 \n", "L 73.81748 117.448042 \n", "L 74.308937 117.077363 \n", "L 74.849565 116.239826 \n", "L 75.040444 116.450902 \n", "L 75.526905 117.098632 \n", "L 75.890202 117.265392 \n", "L 76.149816 117.868042 \n", "L 76.597037 118.935533 \n", "L 76.869878 118.999185 \n", "L 77.105984 119.11277 \n", "L 77.798608 119.855242 \n", "L 78.221221 119.687287 \n", "L 78.453619 120.011223 \n", "L 78.947858 120.773224 \n", "L 79.392136 121.089385 \n", "L 79.739291 121.91451 \n", "L 80.073487 122.497019 \n", "L 80.34707 122.508848 \n", "L 80.662271 122.526435 \n", "L 81.126582 122.746324 \n", "L 81.374506 122.4896 \n", "L 81.80381 121.93269 \n", "L 82.072067 121.95947 \n", "L 82.443099 122.018046 \n", "L 82.911133 121.956523 \n", "L 83.123787 122.226788 \n", "L 83.758176 123.202994 \n", "L 84.470414 123.599229 \n", "L 84.755977 123.752847 \n", "L 85.007021 123.59798 \n", "L 85.658562 122.920642 \n", "L 86.177885 122.647157 \n", "L 86.707587 122.20641 \n", "L 87.497999 122.046951 \n", "L 88.376834 120.793662 \n", "L 88.735603 119.858902 \n", "L 89.715927 116.889745 \n", "L 90.555832 115.008745 \n", "L 90.920603 114.786687 \n", "L 91.435796 114.444259 \n", "L 91.942034 114.161857 \n", "L 92.337139 113.930048 \n", "L 92.855157 113.233801 \n", "L 93.258775 112.879805 \n", "L 94.063909 112.588297 \n", "L 94.308311 112.665345 \n", "L 94.746905 113.123637 \n", "L 95.255236 113.55853 \n", "L 95.898552 113.757431 \n", "L 96.276456 113.62165 \n", "L 96.934259 112.874241 \n", "L 97.600029 112.31742 \n", "L 97.954635 112.216256 \n", "L 98.285409 112.362444 \n", "L 98.946689 113.082923 \n", "L 99.880047 114.030213 \n", "L 100.388434 114.274023 \n", "L 100.972843 114.491171 \n", "L 101.561007 115.025259 \n", "L 102.183823 116.035249 \n", "L 103.299751 118.139989 \n", "L 103.693236 118.546955 \n", "L 104.139128 118.699143 \n", "L 104.794753 118.538371 \n", "L 105.206474 118.466178 \n", "L 105.648019 118.610606 \n", "L 106.102993 119.059974 \n", "L 106.762169 120.14226 \n", "L 108.201876 122.642037 \n", "L 108.996655 124.112368 \n", "L 109.536207 125.536495 \n", "L 110.585358 129.22249 \n", "L 111.42734 131.906616 \n", "L 111.984877 133.034115 \n", "L 112.543762 133.662015 \n", "L 115.415212 135.601027 \n", "L 115.8656 135.561179 \n", "L 117.393183 135.112942 \n", "L 117.914998 135.323648 \n", "L 118.944806 135.908023 \n", "L 119.463973 135.840338 \n", "L 119.91261 135.441734 \n", "L 120.393543 134.700625 \n", "L 124.122805 127.493052 \n", "L 124.90654 125.898163 \n", "L 125.505657 125.170863 \n", "L 125.910876 124.954338 \n", "L 127.419993 124.497902 \n", "L 127.919569 123.918741 \n", "L 128.675916 122.619098 \n", "L 130.645946 118.635372 \n", "L 131.399719 116.454226 \n", "L 133.914878 108.09291 \n", "L 136.078832 102.565908 \n", "L 137.187986 99.759511 \n", "L 137.980088 98.430169 \n", "L 138.752665 97.591838 \n", "L 139.636492 96.903197 \n", "L 140.110148 96.679756 \n", "L 140.620727 96.668666 \n", "L 141.14627 96.997827 \n", "L 141.715402 97.752985 \n", "L 143.935765 101.462374 \n", "L 144.60754 101.952195 \n", "L 145.251158 102.190356 \n", "L 145.973416 102.256192 \n", "L 146.486786 102.12656 \n", "L 147.025879 101.75654 \n", "L 147.837539 100.754712 \n", "L 149.136211 98.983181 \n", "L 149.646638 98.613581 \n", "L 150.235893 98.477772 \n", "L 152.326614 98.455317 \n", "L 153.996372 97.773144 \n", "L 155.014067 97.179226 \n", "L 156.392786 96.142241 \n", "L 156.903101 96.07874 \n", "L 157.393315 96.430712 \n", "L 157.990807 97.555264 \n", "L 158.582718 99.431701 \n", "L 159.517505 103.651786 \n", "L 160.697153 110.422579 \n", "L 163.531298 127.764698 \n", "L 164.610124 132.333003 \n", "L 166.491118 138.941194 \n", "L 167.383206 141.602077 \n", "L 168.259279 143.533341 \n", "L 168.988406 144.553625 \n", "L 169.516984 144.960533 \n", "L 170.009231 145.074079 \n", "L 170.56153 144.872908 \n", "L 171.058183 144.394823 \n", "L 171.828288 143.217919 \n", "L 173.064607 141.242873 \n", "L 173.549091 140.827128 \n", "L 174.05387 140.735914 \n", "L 174.516497 140.961139 \n", "L 175.079496 141.58248 \n", "L 175.704059 142.608721 \n", "L 176.72148 144.723305 \n", "L 177.912679 147.206998 \n", "L 178.428333 147.96349 \n", "L 178.873378 148.332855 \n", "L 179.361019 148.384634 \n", "L 179.835944 148.091448 \n", "L 180.577508 147.150225 \n", "L 181.837749 145.407484 \n", "L 182.302804 145.037275 \n", "L 182.784581 144.879444 \n", "L 183.277422 144.951087 \n", "L 183.771599 145.237481 \n", "L 184.40587 145.860038 \n", "L 186.153788 147.8784 \n", "L 186.412478 147.970775 \n", "L 186.688084 147.93448 \n", "L 186.955811 147.743608 \n", "L 187.489784 146.849405 \n", "L 188.039036 145.194075 \n", "L 188.8139 141.753729 \n", "L 190.161998 134.108424 \n", "L 191.906127 124.508288 \n", "L 193.179096 118.860402 \n", "L 195.35291 109.696997 \n", "L 196.905022 102.935912 \n", "L 197.470287 101.267486 \n", "L 197.993186 100.33997 \n", "L 198.320664 100.071982 \n", "L 198.674712 100.037389 \n", "L 199.040067 100.245387 \n", "L 199.655899 101.019221 \n", "L 201.344214 103.686841 \n", "L 201.677696 103.879369 \n", "L 202.072936 103.797189 \n", "L 202.456895 103.334593 \n", "L 202.8563 102.426676 \n", "L 203.375943 100.600242 \n", "L 204.232757 96.412217 \n", "L 205.574155 89.665912 \n", "L 206.12472 87.750923 \n", "L 206.562063 86.785594 \n", "L 206.868711 86.428493 \n", "L 207.214564 86.354956 \n", "L 207.602775 86.699524 \n", "L 207.988214 87.49705 \n", "L 208.52222 89.34418 \n", "L 209.209494 92.833608 \n", "L 210.979931 102.94763 \n", "L 211.508707 104.410487 \n", "L 211.833995 104.658194 \n", "L 212.008684 104.578872 \n", "L 212.360063 103.99258 \n", "L 212.748241 102.759707 \n", "L 213.307889 100.191779 \n", "L 215.568469 88.70127 \n", "L 216.095463 87.134831 \n", "L 216.498671 86.638744 \n", "L 216.669788 86.670658 \n", "L 216.841131 86.869807 \n", "L 217.176966 87.789785 \n", "L 217.608416 90.055591 \n", "L 218.199868 94.980516 \n", "L 220.393054 116.025827 \n", "L 221.294366 121.272482 \n", "L 224.360658 137.638134 \n", "L 224.934458 143.28804 \n", "L 225.699727 153.736874 \n", "L 227.132596 174.300759 \n", "L 227.614004 178.45117 \n", "L 228.079045 180.526114 \n", "L 228.405821 180.92363 \n", "L 228.563649 180.838012 \n", "L 228.871222 180.1975 \n", "L 229.202649 178.875143 \n", "L 229.693443 175.829446 \n", "L 230.351458 169.86026 \n", "L 231.160523 159.863123 \n", "L 232.873381 137.164565 \n", "L 233.339217 133.621858 \n", "L 233.795096 131.871087 \n", "L 234.121469 131.546669 \n", "L 234.42722 131.784067 \n", "L 234.838903 132.640026 \n", "L 235.754545 135.349828 \n", "L 236.452263 137.948119 \n", "L 236.973348 140.673953 \n", "L 238.74979 151.307831 \n", "L 239.039448 151.752815 \n", "L 239.170399 151.74532 \n", "L 239.46868 151.261238 \n", "L 239.878348 149.711514 \n", "L 241.508875 141.985661 \n", "L 243.933909 135.001319 \n", "L 244.096584 134.909079 \n", "L 244.244415 135.007086 \n", "L 244.500279 135.648879 \n", "L 244.767526 137.024235 \n", "L 245.232918 141.106694 \n", "L 246.001795 150.814709 \n", "L 246.760222 159.151837 \n", "L 247.094929 161.144452 \n", "L 247.401384 161.863275 \n", "L 247.532509 161.872969 \n", "L 247.739286 161.567972 \n", "L 247.999461 160.679426 \n", "L 248.451064 158.083915 \n", "L 249.071857 152.767684 \n", "L 249.606217 146.160587 \n", "L 250.191044 135.809458 \n", "L 250.879396 119.487508 \n", "L 252.069796 91.419231 \n", "L 252.514087 85.05533 \n", "L 252.835969 82.353851 \n", "L 253.137662 81.114989 \n", "L 253.303421 80.864034 \n", "L 253.465712 80.843016 \n", "L 253.791772 81.244414 \n", "L 254.631126 82.614856 \n", "L 254.957996 82.763093 \n", "L 255.458298 82.92238 \n", "L 255.735814 83.263581 \n", "L 256.023802 84.016477 \n", "L 256.454664 85.962139 \n", "L 257.596787 92.21986 \n", "L 257.888253 92.881285 \n", "L 258.050402 92.962289 \n", "L 258.200869 92.856045 \n", "L 258.513778 92.142239 \n", "L 259.884081 87.70981 \n", "L 260.035718 87.764731 \n", "L 260.325887 88.395257 \n", "L 260.722447 90.307837 \n", "L 262.340873 100.268497 \n", "L 262.648544 100.650848 \n", "L 262.917893 100.477822 \n", "L 263.34575 99.540072 \n", "L 264.168014 97.479625 \n", "L 264.45768 97.176266 \n", "L 264.881487 97.119475 \n", "L 265.259928 97.060294 \n", "L 265.543046 96.687558 \n", "L 265.896063 95.574798 \n", "L 266.313253 93.232077 \n", "L 267.640288 84.544928 \n", "L 267.788428 84.279912 \n", "L 267.94008 84.282457 \n", "L 268.087 84.564827 \n", "L 268.385473 86.000942 \n", "L 268.761119 89.287368 \n", "L 270.003213 102.415901 \n", "L 270.275422 103.618157 \n", "L 270.508043 103.859585 \n", "L 270.654816 103.647597 \n", "L 270.909295 102.678502 \n", "L 271.364412 99.540056 \n", "L 272.376558 91.776561 \n", "L 272.746905 90.233807 \n", "L 273.124316 89.416091 \n", "L 273.863528 88.215162 \n", "L 274.243757 86.89951 \n", "L 274.716314 84.110589 \n", "L 275.406543 78.084412 \n", "L 276.041932 72.904506 \n", "L 276.366022 71.664856 \n", "L 276.542081 71.615417 \n", "L 276.744225 72.183659 \n", "L 277.033601 74.205044 \n", "L 277.448259 79.41623 \n", "L 278.116483 91.576936 \n", "L 278.96294 106.370768 \n", "L 279.504485 111.936392 \n", "L 279.95195 114.274726 \n", "L 281.207266 118.725646 \n", "L 282.569292 125.093284 \n", "L 283.424595 127.809005 \n", "L 283.704555 129.556783 \n", "L 284.011183 132.597614 \n", "L 284.478314 140.008527 \n", "L 285.061108 153.650421 \n", "L 286.361856 185.829881 \n", "L 286.871938 192.96478 \n", "L 287.21346 195.325187 \n", "L 287.392487 195.831542 \n", "L 287.550754 195.890327 \n", "L 287.718438 195.579001 \n", "L 288.020544 194.115856 \n", "L 288.427673 190.464718 \n", "L 289.002809 182.319556 \n", "L 289.703244 168.108079 \n", "L 291.849616 118.486602 \n", "L 292.315147 113.491496 \n", "L 292.648444 112.010608 \n", "L 292.824989 111.89253 \n", "L 292.999804 112.188018 \n", "L 293.323391 113.687669 \n", "L 293.759584 117.250432 \n", "L 294.490977 125.823353 \n", "L 295.244418 137.389811 \n", "L 296.11659 154.82944 \n", "L 297.452422 182.708766 \n", "L 297.896697 188.001623 \n", "L 298.132544 189.317815 \n", "L 298.259049 189.545882 \n", "L 298.380629 189.44019 \n", "L 298.647181 188.089011 \n", "L 298.895747 185.481521 \n", "L 299.319419 178.405461 \n", "L 300.046659 161.389209 \n", "L 301.046798 138.586957 \n", "L 301.555169 130.719841 \n", "L 302.111311 125.549281 \n", "L 302.513398 123.773688 \n", "L 302.747066 123.446913 \n", "L 302.872354 123.490027 \n", "L 303.095837 123.972978 \n", "L 303.351675 125.193748 \n", "L 303.739894 128.478851 \n", "L 304.256091 135.58006 \n", "L 304.775133 145.747377 \n", "L 305.503626 164.223832 \n", "L 307.292968 212.763262 \n", "L 307.62984 215.68347 \n", "L 307.715973 215.76668 \n", "L 307.800563 215.567261 \n", "L 307.988451 214.095383 \n", "L 308.294578 208.621813 \n", "L 308.757027 193.810295 \n", "L 309.449389 162.608253 \n", "L 310.680918 107.208927 \n", "L 311.389744 84.935386 \n", "L 311.842526 76.191078 \n", "L 312.205648 72.376015 \n", "L 312.444512 71.336463 \n", "L 312.55131 71.230133 \n", "L 312.6775 71.373672 \n", "L 312.923004 72.430202 \n", "L 313.260271 75.294629 \n", "L 313.820616 82.63186 \n", "L 315.383585 105.864359 \n", "L 315.607212 107.079838 \n", "L 315.715377 107.215001 \n", "L 315.884478 106.754279 \n", "L 316.077673 105.157304 \n", "L 316.415672 99.477525 \n", "L 316.90073 85.459516 \n", "L 318.321371 37.932788 \n", "L 318.642193 33.698748 \n", "L 318.859808 32.655006 \n", "L 318.969371 32.607528 \n", "L 319.171493 33.1824 \n", "L 319.57432 35.831026 \n", "L 320.636674 44.997915 \n", "L 320.985056 50.001774 \n", "L 321.368592 58.908073 \n", "L 321.796933 74.825245 \n", "L 322.394009 106.890471 \n", "L 323.170166 148.012166 \n", "L 323.563348 159.722443 \n", "L 323.786367 162.775305 \n", "L 324.011955 163.418544 \n", "L 324.236689 161.958392 \n", "L 324.545446 157.284692 \n", "L 325.160717 142.884547 \n", "L 326.401885 113.486875 \n", "L 328.286173 71.299391 \n", "L 329.06394 43.776901 \n", "L 329.671259 24.933915 \n", "L 329.975217 20.677686 \n", "L 330.051432 20.377445 \n", "L 330.122359 20.398184 \n", "L 330.246192 21.14651 \n", "L 330.482612 25.123147 \n", "L 330.820956 36.307528 \n", "L 331.413998 66.695617 \n", "L 332.317258 112.502666 \n", "L 332.79308 127.057828 \n", "L 333.123735 131.766413 \n", "L 333.30166 132.388046 \n", "L 333.374783 132.280879 \n", "L 333.529026 131.436635 \n", "L 333.851419 127.667097 \n", "L 334.48092 120.00242 \n", "L 334.691244 119.383884 \n", "L 334.801557 119.573337 \n", "L 335.008838 120.766815 \n", "L 335.457992 125.540224 \n", "L 335.942953 130.083896 \n", "L 336.116266 130.667787 \n", "L 336.208264 130.623685 \n", "L 336.387066 129.684298 \n", "L 336.662634 125.736776 \n", "L 337.020027 116.146965 \n", "L 337.690629 90.023517 \n", "L 338.69642 51.463945 \n", "L 339.168391 41.329965 \n", "L 339.560705 36.814659 \n", "L 339.832188 35.367043 \n", "L 340.017339 35.22297 \n", "L 340.214104 35.8081 \n", "L 340.595025 38.421999 \n", "L 341.36293 45.696015 \n", "L 341.72018 51.651165 \n", "L 342.265192 65.520714 \n", "L 343.401711 96.286933 \n", "L 343.732236 99.213679 \n", "L 343.845848 99.320452 \n", "L 343.966874 98.960273 \n", "L 344.193266 97.145523 \n", "L 344.739295 89.56967 \n", "L 345.133283 85.687565 \n", "L 345.269245 85.365526 \n", "L 345.304189 85.390419 \n", "L 345.413467 85.767479 \n", "L 345.624659 87.767448 \n", "L 345.951115 93.816806 \n", "L 347.29212 123.293264 \n", "L 347.499155 123.945199 \n", "L 347.652542 123.378736 \n", "L 347.958916 120.26417 \n", "L 348.45116 115.272256 \n", "L 348.526488 115.089831 \n", "L 348.59608 115.126609 \n", "L 348.745675 115.91782 \n", "L 349.009972 119.725265 \n", "L 349.368847 129.279397 \n", "L 350.133412 158.475683 \n", "L 350.716919 176.922391 \n", "L 351.080111 182.919237 \n", "L 351.250803 183.807112 \n", "L 351.336549 183.741775 \n", "L 351.508695 182.590695 \n", "L 351.834665 177.336079 \n", "L 352.455011 165.938674 \n", "L 352.689645 164.373559 \n", "L 352.771113 164.292355 \n", "L 352.918118 164.701794 \n", "L 353.150181 166.62372 \n", "L 353.504575 171.995993 \n", "L 354.578806 190.646836 \n", "L 354.644146 190.72382 \n", "L 354.76847 190.216901 \n", "L 354.980326 187.256881 \n", "L 355.316196 177.392955 \n", "L 356.389762 139.205853 \n", "L 356.659781 136.551984 \n", "L 356.721947 136.46994 \n", "L 356.773468 136.55087 \n", "L 356.901019 137.326097 \n", "L 357.094997 140.047721 \n", "L 357.402742 147.855517 \n", "L 358.551477 183.531295 \n", "L 358.620892 183.871523 \n", "L 358.686165 183.816882 \n", "L 358.813806 182.612162 \n", "L 359.013081 177.812497 \n", "L 359.354166 162.713584 \n", "L 360.175123 124.03886 \n", "L 360.469886 119.35915 \n", "L 360.535451 119.148759 \n", "L 360.599325 119.220453 \n", "L 360.717685 120.046731 \n", "L 360.940196 123.852578 \n", "L 361.314016 135.913546 \n", "L 361.96463 167.756034 \n", "L 362.417712 186.513199 \n", "L 362.618296 189.410694 \n", "L 362.67091 189.391633 \n", "L 362.793482 187.98748 \n", "L 363.015587 180.645702 \n", "L 363.340997 161.07827 \n", "L 364.15162 110.97782 \n", "L 364.444822 104.22837 \n", "L 364.566259 103.650238 \n", "L 364.666573 104.103088 \n", "L 364.824364 106.424827 \n", "L 365.058175 113.194586 \n", "L 365.464499 133.341859 \n", "L 366.633542 203.013527 \n", "L 366.693959 203.21551 \n", "L 366.813848 201.755194 \n", "L 367.008594 194.297527 \n", "L 367.340001 170.509873 \n", "L 368.051534 116.574 \n", "L 368.382842 106.049418 \n", "L 368.565132 104.885214 \n", "L 368.676939 105.655453 \n", "L 368.861825 109.273165 \n", "L 369.154854 120.83234 \n", "L 369.537745 145.878901 \n", "L 370.397943 204.953261 \n", "L 370.603958 208.309977 \n", "L 370.705164 207.6368 \n", "L 370.864419 203.627869 \n", "L 371.158904 188.409921 \n", "L 372.209652 125.260075 \n", "L 372.406985 123.500713 \n", "L 372.547465 125.005544 \n", "L 372.757569 131.115618 \n", "L 373.129644 151.166487 \n", "L 374.178359 218.914178 \n", "L 374.312046 219.799732 \n", "L 374.445823 217.770099 \n", "L 374.691634 206.928654 \n", "L 375.069844 175.33985 \n", "L 376.0256 83.502698 \n", "L 376.282686 76.469547 \n", "L 376.342633 76.105636 \n", "L 376.39988 76.160045 \n", "L 376.50918 77.294506 \n", "L 376.699875 82.293844 \n", "L 377.01855 98.111191 \n", "L 377.567428 127.155173 \n", "L 377.774869 129.406421 \n", "L 377.900564 127.77923 \n", "L 378.176672 118.214629 \n", "L 378.635516 91.116053 \n", "L 379.779781 14.951625 \n", "L 379.866267 14.279748 \n", "L 379.894056 14.309886 \n", "L 380.007688 15.662974 \n", "L 380.206056 22.571454 \n", "L 380.525633 44.244335 \n", "L 381.628174 131.414465 \n", "L 381.867172 136.262168 \n", "L 381.982951 136.812307 \n", "L 382.039636 136.695647 \n", "L 382.165555 135.570865 \n", "L 382.372914 131.209483 \n", "L 382.707717 117.826177 \n", "L 383.794542 65.561478 \n", "L 383.848942 65.400468 \n", "L 383.956153 66.21147 \n", "L 384.160015 71.794004 \n", "L 384.496556 90.352675 \n", "L 385.104726 124.908621 \n", "L 385.458452 132.843783 \n", "L 385.810436 136.08052 \n", "L 386.022426 136.775544 \n", "L 386.123166 136.381709 \n", "L 386.280999 134.156672 \n", "L 386.511379 126.017951 \n", "L 386.852992 102.336617 \n", "L 387.670912 40.535526 \n", "L 387.85125 37.744727 \n", "L 387.938303 38.476677 \n", "L 388.106749 43.37555 \n", "L 388.516719 65.925943 \n", "L 388.951601 85.356129 \n", "L 390.240153 121.010015 \n", "L 390.293603 120.919838 \n", "L 390.398797 119.762515 \n", "L 390.609674 113.77144 \n", "L 391.026894 92.753776 \n", "L 391.475111 74.377997 \n", "L 391.617079 73.160819 \n", "L 391.652065 73.291586 \n", "L 391.750199 74.541924 \n", "L 391.965645 81.121523 \n", "L 392.715322 107.524793 \n", "L 393.217365 117.666429 \n", "L 394.106064 145.27319 \n", "L 394.165566 145.12349 \n", "L 394.272521 143.853964 \n", "L 394.463576 138.536826 \n", "L 394.831883 119.683428 \n", "L 395.543118 82.238849 \n", "L 395.877287 75.422712 \n", "L 396.507581 68.632975 \n", "L 396.679253 68.025324 \n", "L 396.785729 68.429978 \n", "L 396.968121 70.639208 \n", "L 397.598336 80.78861 \n", "L 397.661829 80.769195 \n", "L 397.79719 79.722293 \n", "L 398.025329 75.057788 \n", "L 398.407908 60.759311 \n", "L 399.285557 22.719601 \n", "L 399.41172 21.719149 \n", "L 399.477482 21.846742 \n", "L 399.66045 24.108634 \n", "L 400.143977 35.990727 \n", "L 400.509631 48.710359 \n", "L 400.858876 69.893573 \n", "L 401.492903 109.415577 \n", "L 401.71908 112.530328 \n", "L 401.848358 111.484199 \n", "L 402.127609 105.080042 \n", "L 403.089598 80.705165 \n", "L 403.343987 77.616761 \n", "L 403.390637 77.560282 \n", "L 403.479495 78.057752 \n", "L 403.64501 81.435392 \n", "L 403.862776 91.074306 \n", "L 405.108645 158.860623 \n", "L 405.290781 160.722296 \n", "L 405.406392 159.650398 \n", "L 405.596895 153.068026 \n", "L 405.894056 131.863046 \n", "L 406.603098 79.754329 \n", "L 407.126237 54.029469 \n", "L 407.245407 52.547818 \n", "L 407.284416 52.716955 \n", "L 407.389998 54.922706 \n", "L 407.607709 66.685198 \n", "L 409.019288 163.985464 \n", "L 409.227606 166.84035 \n", "L 409.330607 165.876324 \n", "L 409.639256 159.008378 \n", "L 410.212425 148.241554 \n", "L 410.499526 144.913502 \n", "L 410.542764 144.885919 \n", "L 410.636602 145.53056 \n", "L 410.780802 148.743698 \n", "L 411.040384 161.655027 \n", "L 412.039728 223.538452 \n", "L 412.514871 235.395555 \n", "L 412.682819 236.715518 \n", "L 412.730654 236.645482 \n", "L 412.834759 235.701071 \n", "L 412.995473 231.96423 \n", "L 413.247048 220.293604 \n", "L 413.630279 188.411346 \n", "L 414.340622 123.583007 \n", "L 414.584808 117.567026 \n", "L 414.732076 117.085818 \n", "L 414.978331 117.399163 \n", "L 415.029879 117.333974 \n", "L 415.21643 116.532548 \n", "L 415.444739 115.524666 \n", "L 415.503869 115.574393 \n", "L 415.614387 116.293558 \n", "L 415.796542 119.63614 \n", "L 416.502378 138.223294 \n", "L 416.537626 138.104364 \n", "L 416.674122 136.230824 \n", "L 416.98634 126.059353 \n", "L 417.588678 97.890641 \n", "L 418.261965 64.578915 \n", "L 418.405993 63.14048 \n", "L 418.452539 63.254084 \n", "L 418.576149 64.773867 \n", "L 418.808018 71.167232 \n", "L 419.300138 92.426376 \n", "L 419.664976 119.387617 \n", "L 420.945138 237.008738 \n", "L 421.051621 238.019363 \n", "L 421.083065 237.852057 \n", "L 421.205461 235.25714 \n", "L 421.452364 223.078789 \n", "L 421.960672 198.551467 \n", "L 422.361999 189.245151 \n", "L 422.361999 189.245151 \n", "\" clip-path=\"url(#p0dbc0edae8)\" style=\"fill: none; stroke: #3ea44e\"/>\n", " </g>\n", " <g id=\"legend_1\">\n", " <g id=\"patch_5\">\n", " <path d=\"M 332.945749 50.862146 \n", "L 418.361999 50.862146 \n", "L 418.361999 6.834646 \n", "L 332.945749 6.834646 \n", "z\n", "\" style=\"fill: #ffffff; stroke: #000000; stroke-linejoin: miter\"/>\n", " </g>\n", " <g id=\"line2d_13\">\n", " <path d=\"M 339.345749 16.513396 \n", "L 347.345749 16.513396 \n", "L 355.345749 16.513396 \n", "\" style=\"fill: none; stroke: #009afa; stroke-linejoin: miter\"/>\n", " </g>\n", " <g id=\"text_12\">\n", " <!-- GXBeam -->\n", " <g transform=\"translate(361.745749 19.313396) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-47\" d=\"M 3809 666 \n", "L 3809 1919 \n", "L 2778 1919 \n", "L 2778 2438 \n", "L 4434 2438 \n", "L 4434 434 \n", "Q 4069 175 3628 42 \n", "Q 3188 -91 2688 -91 \n", "Q 1594 -91 976 548 \n", "Q 359 1188 359 2328 \n", "Q 359 3472 976 4111 \n", "Q 1594 4750 2688 4750 \n", "Q 3144 4750 3555 4637 \n", "Q 3966 4525 4313 4306 \n", "L 4313 3634 \n", "Q 3963 3931 3569 4081 \n", "Q 3175 4231 2741 4231 \n", "Q 1884 4231 1454 3753 \n", "Q 1025 3275 1025 2328 \n", "Q 1025 1384 1454 906 \n", "Q 1884 428 2741 428 \n", "Q 3075 428 3337 486 \n", "Q 3600 544 3809 666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-58\" d=\"M 403 4666 \n", "L 1081 4666 \n", "L 2241 2931 \n", "L 3406 4666 \n", "L 4084 4666 \n", "L 2584 2425 \n", "L 4184 0 \n", "L 3506 0 \n", "L 2194 1984 \n", "L 872 0 \n", "L 191 0 \n", "L 1856 2491 \n", "L 403 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-42\" d=\"M 1259 2228 \n", "L 1259 519 \n", "L 2272 519 \n", "Q 2781 519 3026 730 \n", "Q 3272 941 3272 1375 \n", "Q 3272 1813 3026 2020 \n", "Q 2781 2228 2272 2228 \n", "L 1259 2228 \n", "z\n", "M 1259 4147 \n", "L 1259 2741 \n", "L 2194 2741 \n", "Q 2656 2741 2882 2914 \n", "Q 3109 3088 3109 3444 \n", "Q 3109 3797 2882 3972 \n", "Q 2656 4147 2194 4147 \n", "L 1259 4147 \n", "z\n", "M 628 4666 \n", "L 2241 4666 \n", "Q 2963 4666 3353 4366 \n", "Q 3744 4066 3744 3513 \n", "Q 3744 3084 3544 2831 \n", "Q 3344 2578 2956 2516 \n", "Q 3422 2416 3680 2098 \n", "Q 3938 1781 3938 1306 \n", "Q 3938 681 3513 340 \n", "Q 3088 0 2303 0 \n", "L 628 0 \n", "L 628 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-61\" d=\"M 2194 1759 \n", "Q 1497 1759 1228 1600 \n", "Q 959 1441 959 1056 \n", "Q 959 750 1161 570 \n", "Q 1363 391 1709 391 \n", "Q 2188 391 2477 730 \n", "Q 2766 1069 2766 1631 \n", "L 2766 1759 \n", "L 2194 1759 \n", "z\n", "M 3341 1997 \n", "L 3341 0 \n", "L 2766 0 \n", "L 2766 531 \n", "Q 2569 213 2275 61 \n", "Q 1981 -91 1556 -91 \n", "Q 1019 -91 701 211 \n", "Q 384 513 384 1019 \n", "Q 384 1609 779 1909 \n", "Q 1175 2209 1959 2209 \n", "L 2766 2209 \n", "L 2766 2266 \n", "Q 2766 2663 2505 2880 \n", "Q 2244 3097 1772 3097 \n", "Q 1472 3097 1187 3025 \n", "Q 903 2953 641 2809 \n", "L 641 3341 \n", "Q 956 3463 1253 3523 \n", "Q 1550 3584 1831 3584 \n", "Q 2591 3584 2966 3190 \n", "Q 3341 2797 3341 1997 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-47\"/>\n", " <use xlink:href=\"#DejaVuSans-58\" x=\"77.490234\"/>\n", " <use xlink:href=\"#DejaVuSans-42\" x=\"145.996094\"/>\n", " <use xlink:href=\"#DejaVuSans-65\" x=\"214.599609\"/>\n", " <use xlink:href=\"#DejaVuSans-61\" x=\"276.123047\"/>\n", " <use xlink:href=\"#DejaVuSans-6d\" x=\"337.402344\"/>\n", " </g>\n", " </g>\n", " <g id=\"line2d_14\">\n", " <path d=\"M 339.345749 28.255896 \n", "L 347.345749 28.255896 \n", "L 355.345749 28.255896 \n", "\" style=\"fill: none; stroke: #e36f47; stroke-linejoin: miter\"/>\n", " </g>\n", " <g id=\"text_13\">\n", " <!-- ODEProblem -->\n", " <g transform=\"translate(361.745749 31.055896) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-4f\" d=\"M 2522 4238 \n", "Q 1834 4238 1429 3725 \n", "Q 1025 3213 1025 2328 \n", "Q 1025 1447 1429 934 \n", "Q 1834 422 2522 422 \n", "Q 3209 422 3611 934 \n", "Q 4013 1447 4013 2328 \n", "Q 4013 3213 3611 3725 \n", "Q 3209 4238 2522 4238 \n", "z\n", "M 2522 4750 \n", "Q 3503 4750 4090 4092 \n", "Q 4678 3434 4678 2328 \n", "Q 4678 1225 4090 567 \n", "Q 3503 -91 2522 -91 \n", "Q 1538 -91 948 565 \n", "Q 359 1222 359 2328 \n", "Q 359 3434 948 4092 \n", "Q 1538 4750 2522 4750 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-44\" d=\"M 1259 4147 \n", "L 1259 519 \n", "L 2022 519 \n", "Q 2988 519 3436 956 \n", "Q 3884 1394 3884 2338 \n", "Q 3884 3275 3436 3711 \n", "Q 2988 4147 2022 4147 \n", "L 1259 4147 \n", "z\n", "M 628 4666 \n", "L 1925 4666 \n", "Q 3281 4666 3915 4102 \n", "Q 4550 3538 4550 2338 \n", "Q 4550 1131 3912 565 \n", "Q 3275 0 1925 0 \n", "L 628 0 \n", "L 628 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-45\" d=\"M 628 4666 \n", "L 3578 4666 \n", "L 3578 4134 \n", "L 1259 4134 \n", "L 1259 2753 \n", "L 3481 2753 \n", "L 3481 2222 \n", "L 1259 2222 \n", "L 1259 531 \n", "L 3634 531 \n", "L 3634 0 \n", "L 628 0 \n", "L 628 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-50\" d=\"M 1259 4147 \n", "L 1259 2394 \n", "L 2053 2394 \n", "Q 2494 2394 2734 2622 \n", "Q 2975 2850 2975 3272 \n", "Q 2975 3691 2734 3919 \n", "Q 2494 4147 2053 4147 \n", "L 1259 4147 \n", "z\n", "M 628 4666 \n", "L 2053 4666 \n", "Q 2838 4666 3239 4311 \n", "Q 3641 3956 3641 3272 \n", "Q 3641 2581 3239 2228 \n", "Q 2838 1875 2053 1875 \n", "L 1259 1875 \n", "L 1259 0 \n", "L 628 0 \n", "L 628 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-72\" d=\"M 2631 2963 \n", "Q 2534 3019 2420 3045 \n", "Q 2306 3072 2169 3072 \n", "Q 1681 3072 1420 2755 \n", "Q 1159 2438 1159 1844 \n", "L 1159 0 \n", "L 581 0 \n", "L 581 3500 \n", "L 1159 3500 \n", "L 1159 2956 \n", "Q 1341 3275 1631 3429 \n", "Q 1922 3584 2338 3584 \n", "Q 2397 3584 2469 3576 \n", "Q 2541 3569 2628 3553 \n", "L 2631 2963 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-6f\" d=\"M 1959 3097 \n", "Q 1497 3097 1228 2736 \n", "Q 959 2375 959 1747 \n", "Q 959 1119 1226 758 \n", "Q 1494 397 1959 397 \n", "Q 2419 397 2687 759 \n", "Q 2956 1122 2956 1747 \n", "Q 2956 2369 2687 2733 \n", "Q 2419 3097 1959 3097 \n", "z\n", "M 1959 3584 \n", "Q 2709 3584 3137 3096 \n", "Q 3566 2609 3566 1747 \n", "Q 3566 888 3137 398 \n", "Q 2709 -91 1959 -91 \n", "Q 1206 -91 779 398 \n", "Q 353 888 353 1747 \n", "Q 353 2609 779 3096 \n", "Q 1206 3584 1959 3584 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-62\" d=\"M 3116 1747 \n", "Q 3116 2381 2855 2742 \n", "Q 2594 3103 2138 3103 \n", "Q 1681 3103 1420 2742 \n", "Q 1159 2381 1159 1747 \n", "Q 1159 1113 1420 752 \n", "Q 1681 391 2138 391 \n", "Q 2594 391 2855 752 \n", "Q 3116 1113 3116 1747 \n", "z\n", "M 1159 2969 \n", "Q 1341 3281 1617 3432 \n", "Q 1894 3584 2278 3584 \n", "Q 2916 3584 3314 3078 \n", "Q 3713 2572 3713 1747 \n", "Q 3713 922 3314 415 \n", "Q 2916 -91 2278 -91 \n", "Q 1894 -91 1617 61 \n", "Q 1341 213 1159 525 \n", "L 1159 0 \n", "L 581 0 \n", "L 581 4863 \n", "L 1159 4863 \n", "L 1159 2969 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-6c\" d=\"M 603 4863 \n", "L 1178 4863 \n", "L 1178 0 \n", "L 603 0 \n", "L 603 4863 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-4f\"/>\n", " <use xlink:href=\"#DejaVuSans-44\" x=\"78.710938\"/>\n", " <use xlink:href=\"#DejaVuSans-45\" x=\"155.712891\"/>\n", " <use xlink:href=\"#DejaVuSans-50\" x=\"218.896484\"/>\n", " <use xlink:href=\"#DejaVuSans-72\" x=\"277.449219\"/>\n", " <use xlink:href=\"#DejaVuSans-6f\" x=\"316.3125\"/>\n", " <use xlink:href=\"#DejaVuSans-62\" x=\"377.494141\"/>\n", " <use xlink:href=\"#DejaVuSans-6c\" x=\"440.970703\"/>\n", " <use xlink:href=\"#DejaVuSans-65\" x=\"468.753906\"/>\n", " <use xlink:href=\"#DejaVuSans-6d\" x=\"530.277344\"/>\n", " </g>\n", " </g>\n", " <g id=\"line2d_15\">\n", " <path d=\"M 339.345749 39.998396 \n", "L 347.345749 39.998396 \n", "L 355.345749 39.998396 \n", "\" style=\"fill: none; stroke: #3ea44e; stroke-linejoin: miter\"/>\n", " </g>\n", " <g id=\"text_14\">\n", " <!-- DAEProblem -->\n", " <g transform=\"translate(361.745749 42.798396) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-41\" d=\"M 2188 4044 \n", "L 1331 1722 \n", "L 3047 1722 \n", "L 2188 4044 \n", "z\n", "M 1831 4666 \n", "L 2547 4666 \n", "L 4325 0 \n", "L 3669 0 \n", "L 3244 1197 \n", "L 1141 1197 \n", "L 716 0 \n", "L 50 0 \n", "L 1831 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-44\"/>\n", " <use xlink:href=\"#DejaVuSans-41\" x=\"75.251953\"/>\n", " <use xlink:href=\"#DejaVuSans-45\" x=\"143.660156\"/>\n", " <use xlink:href=\"#DejaVuSans-50\" x=\"206.84375\"/>\n", " <use xlink:href=\"#DejaVuSans-72\" x=\"265.396484\"/>\n", " <use xlink:href=\"#DejaVuSans-6f\" x=\"304.259766\"/>\n", " <use xlink:href=\"#DejaVuSans-62\" x=\"365.441406\"/>\n", " <use xlink:href=\"#DejaVuSans-6c\" x=\"428.917969\"/>\n", " <use xlink:href=\"#DejaVuSans-65\" x=\"456.701172\"/>\n", " <use xlink:href=\"#DejaVuSans-6d\" x=\"518.224609\"/>\n", " </g>\n", " </g>\n", " </g>\n", " </g>\n", " </g>\n", " <defs>\n", " <clipPath id=\"p0dbc0edae8\">\n", " <rect x=\"64.557544\" y=\"2.834646\" width=\"357.804455\" height=\"255.390709\"/>\n", " </clipPath>\n", " </defs>\n", "</svg>\n" ] }, "metadata": {}, "execution_count": 15 } ], "cell_type": "code", "source": [ "ph[9]" ], "metadata": {}, "execution_count": 15 }, { "outputs": [ { "output_type": "execute_result", "data": { "text/plain": "Plot{Plots.PyPlotBackend() n=3}", "image/png": "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", "text/html": [ "<img src=\"data:image/png;base64,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\" />" ], "image/svg+xml": [ "<?xml version=\"1.0\" encoding=\"utf-8\" standalone=\"no\"?>\n", "<!DOCTYPE svg PUBLIC \"-//W3C//DTD SVG 1.1//EN\"\n", " \"http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd\">\n", "<svg xmlns:xlink=\"http://www.w3.org/1999/xlink\" width=\"432pt\" height=\"288pt\" viewBox=\"0 0 432 288\" xmlns=\"http://www.w3.org/2000/svg\" version=\"1.1\">\n", " <metadata>\n", " <rdf:RDF xmlns:dc=\"http://purl.org/dc/elements/1.1/\" xmlns:cc=\"http://creativecommons.org/ns#\" xmlns:rdf=\"http://www.w3.org/1999/02/22-rdf-syntax-ns#\">\n", " <cc:Work>\n", " <dc:type rdf:resource=\"http://purl.org/dc/dcmitype/StillImage\"/>\n", " <dc:date>2023-06-12T19:46:58.080679</dc:date>\n", " <dc:format>image/svg+xml</dc:format>\n", " <dc:creator>\n", " <cc:Agent>\n", " <dc:title>Matplotlib v3.7.1, https://matplotlib.org/</dc:title>\n", " </cc:Agent>\n", " </dc:creator>\n", " </cc:Work>\n", " </rdf:RDF>\n", " </metadata>\n", " <defs>\n", " <style type=\"text/css\">*{stroke-linejoin: round; stroke-linecap: butt}</style>\n", " </defs>\n", " <g id=\"figure_1\">\n", " <g id=\"patch_1\">\n", " <path d=\"M 0 288 \n", "L 432 288 \n", "L 432 0 \n", "L 0 0 \n", "z\n", "\" style=\"fill: #ffffff\"/>\n", " </g>\n", " <g id=\"axes_1\">\n", " <g id=\"patch_2\">\n", " <path d=\"M 69.557488 258.225354 \n", "L 422.361999 258.225354 \n", "L 422.361999 2.834646 \n", "L 69.557488 2.834646 \n", "z\n", "\" style=\"fill: #ffffff\"/>\n", " </g>\n", " <g id=\"line2d_1\">\n", " <path d=\"M 69.557488 125.359738 \n", "L 69.910292 125.244111 \n", "L 70.263097 125.605222 \n", "L 70.615901 125.543704 \n", "L 70.968706 125.170543 \n", "L 71.674315 125.350316 \n", "L 72.203521 124.763401 \n", "L 72.379924 124.832673 \n", "L 72.90913 125.364795 \n", "L 73.261935 125.388369 \n", "L 73.614739 125.709301 \n", "L 73.967544 126.07919 \n", "L 74.673153 125.777716 \n", "L 75.025958 125.988086 \n", "L 75.378762 125.714741 \n", "L 75.731567 125.384539 \n", "L 76.437176 125.761377 \n", "L 76.78998 125.401858 \n", "L 77.142785 125.458605 \n", "L 77.495589 125.598662 \n", "L 78.3776 124.898649 \n", "L 78.554003 124.833653 \n", "L 79.436014 123.565057 \n", "L 79.788818 123.699341 \n", "L 80.318025 123.524413 \n", "L 80.494427 123.679021 \n", "L 81.200036 124.917242 \n", "L 81.552841 125.105191 \n", "L 82.434852 126.234556 \n", "L 82.787657 126.560456 \n", "L 83.84607 127.994473 \n", "L 84.022473 128.222101 \n", "L 84.904484 130.090067 \n", "L 85.257288 130.521175 \n", "L 85.786495 131.523385 \n", "L 85.962897 131.659682 \n", "L 86.315702 131.666926 \n", "L 86.668506 131.917972 \n", "L 87.021311 132.320985 \n", "L 87.374115 132.468486 \n", "L 87.72692 132.8994 \n", "L 88.256127 133.971337 \n", "L 88.608931 134.257373 \n", "L 88.785333 134.381495 \n", "L 89.490943 135.459456 \n", "L 90.549356 135.817225 \n", "L 90.902161 135.8588 \n", "L 91.431367 135.713503 \n", "L 91.960574 136.055152 \n", "L 92.313379 135.983065 \n", "L 92.666183 136.00831 \n", "L 93.018988 136.117851 \n", "L 93.19539 136.052975 \n", "L 94.077401 134.911442 \n", "L 94.430206 134.788308 \n", "L 95.312217 134.035937 \n", "L 95.841424 133.969255 \n", "L 96.547033 133.11774 \n", "L 96.899837 132.914081 \n", "L 98.840262 130.04545 \n", "L 99.193067 130.031869 \n", "L 99.545871 130.099651 \n", "L 100.25148 129.605069 \n", "L 100.604285 129.614791 \n", "L 100.957089 129.242913 \n", "L 101.309894 128.617384 \n", "L 102.544709 127.653302 \n", "L 103.250318 127.549351 \n", "L 103.603123 127.22715 \n", "L 103.779525 127.176646 \n", "L 104.308732 127.270267 \n", "L 104.661537 126.847712 \n", "L 105.014341 126.376644 \n", "L 105.543548 126.017508 \n", "L 106.249157 125.140697 \n", "L 106.954766 125.125173 \n", "L 107.30757 124.987394 \n", "L 107.836777 125.171824 \n", "L 108.189582 124.741509 \n", "L 108.542386 124.165702 \n", "L 109.071593 123.833745 \n", "L 109.424397 123.233493 \n", "L 109.777202 122.591162 \n", "L 111.18842 121.357348 \n", "L 111.541224 121.26352 \n", "L 112.246834 120.657388 \n", "L 112.599638 120.531485 \n", "L 112.952443 120.081427 \n", "L 113.305247 119.55362 \n", "L 113.658052 119.489202 \n", "L 114.010856 119.586647 \n", "L 114.716465 119.307669 \n", "L 115.245672 119.358332 \n", "L 115.598476 119.012663 \n", "L 115.951281 118.654797 \n", "L 116.480488 118.361928 \n", "L 117.186097 117.590622 \n", "L 117.715303 117.600376 \n", "L 118.24451 117.340022 \n", "L 118.420912 117.434653 \n", "L 119.126521 118.186115 \n", "L 119.655728 118.220982 \n", "L 120.890544 119.093135 \n", "L 121.243349 119.737533 \n", "L 121.948958 120.94889 \n", "L 123.007371 122.573295 \n", "L 123.360176 122.692306 \n", "L 124.065785 123.34662 \n", "L 124.771394 123.139542 \n", "L 125.3006 123.535191 \n", "L 126.006209 123.700208 \n", "L 126.535416 123.983856 \n", "L 126.888221 123.757452 \n", "L 128.123037 122.289791 \n", "L 128.475841 121.906387 \n", "L 129.005048 121.786006 \n", "L 129.710657 121.057986 \n", "L 130.063461 121.137717 \n", "L 130.416266 120.895864 \n", "L 130.945473 120.369176 \n", "L 131.298277 120.194037 \n", "L 131.651082 119.648626 \n", "L 132.003886 119.067311 \n", "L 132.709495 118.611389 \n", "L 133.0623 118.163956 \n", "L 133.238702 118.157412 \n", "L 133.767909 118.486897 \n", "L 134.64992 117.878968 \n", "L 135.002725 117.830466 \n", "L 135.531931 117.43886 \n", "L 135.884736 117.670644 \n", "L 136.23754 117.902145 \n", "L 136.590345 118.061668 \n", "L 136.943149 118.692865 \n", "L 137.472356 119.801723 \n", "L 137.825161 120.321728 \n", "L 138.883574 122.68773 \n", "L 139.236379 123.310153 \n", "L 140.823999 127.557233 \n", "L 141.353206 128.698546 \n", "L 142.235217 130.45484 \n", "L 142.940826 131.231132 \n", "L 143.822837 133.034421 \n", "L 144.175642 133.757226 \n", "L 145.58686 137.287194 \n", "L 146.116067 138.093337 \n", "L 146.645273 138.422977 \n", "L 146.998078 138.684493 \n", "L 147.527285 139.153485 \n", "L 148.232894 139.481887 \n", "L 148.585698 139.576461 \n", "L 148.938503 139.310089 \n", "L 149.644112 138.034843 \n", "L 150.173319 136.891367 \n", "L 150.878928 134.423937 \n", "L 152.64295 128.836505 \n", "L 154.936179 122.819304 \n", "L 155.465386 122.490318 \n", "L 156.347397 122.125893 \n", "L 157.053006 122.60848 \n", "L 158.464225 122.397797 \n", "L 158.993431 121.808179 \n", "L 159.875443 121.680234 \n", "L 160.228247 121.493384 \n", "L 160.757454 121.416433 \n", "L 161.463063 120.577118 \n", "L 162.168672 120.412662 \n", "L 162.521476 120.211143 \n", "L 162.697879 120.305428 \n", "L 163.403488 121.187324 \n", "L 163.756292 121.492993 \n", "L 164.638303 122.964253 \n", "L 164.991108 123.328503 \n", "L 165.520315 123.871657 \n", "L 166.049522 123.856568 \n", "L 167.107935 124.716686 \n", "L 167.989946 124.815565 \n", "L 168.342751 124.220962 \n", "L 169.224762 122.050515 \n", "L 170.63598 117.033841 \n", "L 171.517991 113.591984 \n", "L 172.047198 111.363039 \n", "L 173.105612 106.821527 \n", "L 173.811221 104.448258 \n", "L 174.164025 104.023464 \n", "L 174.51683 103.935108 \n", "L 175.046037 104.153225 \n", "L 175.398841 104.633555 \n", "L 175.751646 105.559365 \n", "L 176.633657 108.660159 \n", "L 177.868473 115.414115 \n", "L 179.456093 127.130133 \n", "L 180.514507 134.793947 \n", "L 181.749322 142.819961 \n", "L 182.807736 148.190039 \n", "L 183.513345 150.682263 \n", "L 184.042552 152.118492 \n", "L 184.395356 152.591406 \n", "L 184.924563 152.908903 \n", "L 185.982976 152.40942 \n", "L 186.335781 151.966298 \n", "L 186.864988 150.770506 \n", "L 187.570597 148.441556 \n", "L 188.276206 145.08853 \n", "L 189.334619 139.323229 \n", "L 191.804251 126.633425 \n", "L 192.333458 124.863899 \n", "L 192.686262 124.158547 \n", "L 193.039067 123.951485 \n", "L 193.391871 124.264578 \n", "L 193.744676 125.014472 \n", "L 194.273882 126.783578 \n", "L 195.155894 130.579889 \n", "L 196.214307 136.702143 \n", "L 198.331134 148.708895 \n", "L 198.860341 150.048374 \n", "L 199.213146 150.66179 \n", "L 199.389548 150.81985 \n", "L 199.918755 150.74541 \n", "L 200.271559 150.664379 \n", "L 201.15357 150.000519 \n", "L 201.506375 149.268377 \n", "L 202.035582 148.092048 \n", "L 202.388386 147.3132 \n", "L 203.623202 142.884233 \n", "L 204.681616 137.545186 \n", "L 205.563627 131.596653 \n", "L 206.445638 123.336557 \n", "L 209.268074 91.219514 \n", "L 209.797281 87.76441 \n", "L 210.150085 86.518757 \n", "L 210.326488 86.204867 \n", "L 210.50289 86.138206 \n", "L 210.679292 86.290047 \n", "L 211.032097 87.212298 \n", "L 211.384901 88.886814 \n", "L 211.914108 93.295455 \n", "L 212.619717 101.660132 \n", "L 214.38374 123.962603 \n", "L 215.089349 130.17611 \n", "L 215.618555 132.883151 \n", "L 215.97136 134.047519 \n", "L 216.324164 134.537941 \n", "L 216.676969 134.672053 \n", "L 216.853371 134.656626 \n", "L 217.206176 134.214826 \n", "L 217.735382 133.025623 \n", "L 218.088187 131.731365 \n", "L 219.675807 124.816654 \n", "L 220.910623 122.089896 \n", "L 221.263428 121.815036 \n", "L 221.792634 121.235766 \n", "L 222.321841 121.200374 \n", "L 223.380255 120.343286 \n", "L 224.085864 120.459655 \n", "L 224.438668 120.527449 \n", "L 224.967875 120.789616 \n", "L 225.320679 120.394789 \n", "L 225.849886 119.266595 \n", "L 226.555495 116.597418 \n", "L 227.084702 115.028256 \n", "L 227.437507 114.36696 \n", "L 227.613909 114.246367 \n", "L 227.790311 114.355148 \n", "L 227.966713 114.671683 \n", "L 228.319518 116.048946 \n", "L 228.848725 119.684535 \n", "L 229.554334 125.755067 \n", "L 230.436345 133.650751 \n", "L 231.671161 142.582633 \n", "L 232.200367 145.338497 \n", "L 232.553172 146.237416 \n", "L 232.905976 146.530458 \n", "L 233.082379 146.387617 \n", "L 233.258781 146.096655 \n", "L 233.611586 144.776828 \n", "L 234.140792 141.626489 \n", "L 235.728413 131.038115 \n", "L 236.081217 130.114199 \n", "L 236.610424 129.919844 \n", "L 236.786826 130.013359 \n", "L 237.139631 130.82962 \n", "L 238.021642 133.822775 \n", "L 240.844078 149.454755 \n", "L 241.373285 150.945778 \n", "L 241.726089 151.317677 \n", "L 241.902492 151.199809 \n", "L 242.255296 150.239693 \n", "L 242.960905 147.215601 \n", "L 243.666514 141.733957 \n", "L 244.195721 135.564964 \n", "L 245.077732 122.103402 \n", "L 246.841755 90.527719 \n", "L 247.370961 84.563339 \n", "L 247.723766 82.48694 \n", "L 247.900168 82.042371 \n", "L 248.07657 82.048268 \n", "L 248.429375 82.990663 \n", "L 248.78218 84.566282 \n", "L 249.311386 88.414063 \n", "L 250.546202 99.302429 \n", "L 251.781018 110.166143 \n", "L 252.310225 112.5705 \n", "L 252.486627 112.772038 \n", "L 252.663029 112.530814 \n", "L 253.015834 111.245467 \n", "L 253.54504 107.936697 \n", "L 254.074247 104.268343 \n", "L 254.427052 103.153231 \n", "L 254.603454 103.107965 \n", "L 254.779856 103.403128 \n", "L 255.132661 105.201722 \n", "L 255.661867 110.127397 \n", "L 256.720281 120.968358 \n", "L 258.660706 136.257671 \n", "L 260.424728 152.439801 \n", "L 261.835946 160.523051 \n", "L 262.365153 166.067129 \n", "L 263.247164 175.469369 \n", "L 263.599969 177.775716 \n", "L 263.952774 178.86398 \n", "L 264.305578 179.41028 \n", "L 264.48198 179.271038 \n", "L 264.834785 178.011599 \n", "L 265.716796 174.0427 \n", "L 266.77521 168.720241 \n", "L 267.304416 166.763171 \n", "L 267.657221 165.134575 \n", "L 268.892037 158.572069 \n", "L 269.244841 157.424453 \n", "L 269.597646 156.402716 \n", "L 270.656059 151.759089 \n", "L 271.538071 144.896519 \n", "L 272.24368 136.882839 \n", "L 272.772886 128.082422 \n", "L 273.654898 107.858378 \n", "L 274.889713 79.633768 \n", "L 276.477334 49.98559 \n", "L 277.182943 40.248349 \n", "L 277.535747 37.241472 \n", "L 277.712149 36.68662 \n", "L 277.888552 36.900769 \n", "L 278.064954 37.778638 \n", "L 278.417758 41.635623 \n", "L 278.770563 48.940325 \n", "L 279.476172 70.498418 \n", "L 281.592999 141.75901 \n", "L 282.47501 164.48039 \n", "L 283.004217 173.100424 \n", "L 283.357022 176.504832 \n", "L 283.709826 178.041207 \n", "L 283.886228 178.131177 \n", "L 284.062631 177.826033 \n", "L 284.415435 176.205035 \n", "L 284.944642 172.199348 \n", "L 285.473849 168.360404 \n", "L 285.826653 167.332473 \n", "L 286.003055 167.13679 \n", "L 286.179458 167.114406 \n", "L 286.35586 167.356905 \n", "L 286.708665 168.675449 \n", "L 287.061469 170.221121 \n", "L 287.414274 170.903671 \n", "L 287.590676 170.955993 \n", "L 287.767078 170.865027 \n", "L 287.94348 170.611318 \n", "L 288.472687 168.807683 \n", "L 289.001894 166.136011 \n", "L 289.531101 161.44386 \n", "L 290.060307 155.084717 \n", "L 290.942319 139.992196 \n", "L 292.000732 117.802058 \n", "L 293.941157 76.609925 \n", "L 294.646766 67.311165 \n", "L 295.175973 64.35378 \n", "L 295.352375 63.885554 \n", "L 295.528777 63.870789 \n", "L 295.70518 64.255672 \n", "L 296.057984 66.28968 \n", "L 296.410789 69.858362 \n", "L 296.939995 78.656321 \n", "L 297.469202 91.191204 \n", "L 298.351213 120.098879 \n", "L 299.409627 157.994753 \n", "L 299.938834 172.508337 \n", "L 300.46804 182.928388 \n", "L 300.820845 187.123271 \n", "L 301.173649 189.5962 \n", "L 301.350052 190.310871 \n", "L 301.526454 190.434295 \n", "L 301.702856 189.809101 \n", "L 302.055661 187.118356 \n", "L 302.584868 181.156669 \n", "L 304.525292 152.379229 \n", "L 305.054499 148.252403 \n", "L 305.583706 146.156695 \n", "L 305.93651 145.230396 \n", "L 306.289315 144.888293 \n", "L 306.994924 143.646501 \n", "L 307.347728 143.763512 \n", "L 307.524131 143.999425 \n", "L 307.876935 144.977785 \n", "L 308.406142 147.098033 \n", "L 308.758946 147.694001 \n", "L 308.935349 147.413131 \n", "L 309.111751 146.641514 \n", "L 309.464556 142.355823 \n", "L 309.81736 134.649635 \n", "L 310.346567 115.726686 \n", "L 312.286992 26.541882 \n", "L 312.639796 21.815001 \n", "L 312.816198 21.60762 \n", "L 312.992601 22.839485 \n", "L 313.345405 28.744863 \n", "L 313.874612 43.534296 \n", "L 316.344243 123.528159 \n", "L 316.87345 131.596651 \n", "L 317.226255 134.332098 \n", "L 317.402657 134.973786 \n", "L 317.579059 134.896349 \n", "L 317.755462 134.078041 \n", "L 318.108266 130.633683 \n", "L 318.637473 123.071646 \n", "L 319.519484 109.018684 \n", "L 320.048691 104.924393 \n", "L 320.577898 102.718962 \n", "L 320.930702 100.862227 \n", "L 321.989116 92.655274 \n", "L 322.165518 92.325057 \n", "L 322.34192 92.528401 \n", "L 322.694725 94.409619 \n", "L 323.047529 97.344203 \n", "L 323.400334 101.900587 \n", "L 323.92954 112.672224 \n", "L 324.987954 136.79447 \n", "L 325.517161 143.890534 \n", "L 326.575574 155.572383 \n", "L 327.104781 162.74535 \n", "L 327.281183 164.177776 \n", "L 327.457586 164.383571 \n", "L 327.633988 163.097503 \n", "L 327.986792 155.642193 \n", "L 328.339597 142.590995 \n", "L 329.045206 104.747588 \n", "L 330.456424 28.676353 \n", "L 330.809228 15.770667 \n", "L 330.985631 12.198874 \n", "L 331.162033 10.89331 \n", "L 331.338435 11.965887 \n", "L 331.69124 20.229989 \n", "L 332.220447 44.850597 \n", "L 333.27886 98.813307 \n", "L 334.337274 139.956469 \n", "L 334.690078 148.59157 \n", "L 335.042883 151.863877 \n", "L 335.219285 151.242532 \n", "L 335.572089 146.073697 \n", "L 336.101296 137.060146 \n", "L 336.630503 129.617415 \n", "L 336.983307 121.077274 \n", "L 337.512514 100.643255 \n", "L 339.100134 23.396043 \n", "L 339.452939 18.912304 \n", "L 339.629341 19.275788 \n", "L 339.805744 21.214879 \n", "L 340.158548 29.682152 \n", "L 340.864157 55.143087 \n", "L 341.922571 97.432424 \n", "L 342.451777 107.490545 \n", "L 342.804582 113.772239 \n", "L 343.157386 123.810739 \n", "L 343.686593 149.205575 \n", "L 345.097811 231.20313 \n", "L 345.274213 234.63383 \n", "L 345.450616 235.70852 \n", "L 345.627018 234.780112 \n", "L 345.979822 229.174046 \n", "L 346.509029 216.512337 \n", "L 347.214638 190.14189 \n", "L 348.978661 123.396211 \n", "L 349.507868 113.154073 \n", "L 349.68427 111.543005 \n", "L 349.860672 111.005866 \n", "L 350.037074 111.583252 \n", "L 350.389879 115.356408 \n", "L 350.742683 123.452852 \n", "L 351.27189 145.990362 \n", "L 351.801097 165.419889 \n", "L 352.153901 170.63894 \n", "L 352.330304 171.149142 \n", "L 352.506706 170.829026 \n", "L 353.035913 168.471787 \n", "L 353.212315 168.678908 \n", "L 353.388717 169.862961 \n", "L 353.741522 176.106411 \n", "L 354.270728 188.01651 \n", "L 354.447131 189.915828 \n", "L 354.623533 190.451094 \n", "L 354.799935 189.529374 \n", "L 355.15274 183.697725 \n", "L 355.505544 173.150306 \n", "L 356.034751 149.262636 \n", "L 357.093165 89.640068 \n", "L 357.269567 85.121204 \n", "L 357.445969 83.50802 \n", "L 357.622371 84.487939 \n", "L 357.975176 90.644884 \n", "L 358.504383 104.766446 \n", "L 359.209992 127.095934 \n", "L 359.562796 131.448059 \n", "L 359.739198 130.81509 \n", "L 360.092003 124.366332 \n", "L 360.62121 113.553129 \n", "L 360.797612 112.850819 \n", "L 360.974014 114.360608 \n", "L 361.326819 124.120275 \n", "L 362.032428 156.028029 \n", "L 363.267244 212.982539 \n", "L 363.620048 219.927116 \n", "L 363.79645 219.869969 \n", "L 363.972853 217.090921 \n", "L 364.325657 202.406252 \n", "L 365.384071 140.599427 \n", "L 365.736875 133.196738 \n", "L 365.913277 132.831133 \n", "L 366.08968 134.429439 \n", "L 366.442484 140.426565 \n", "L 366.795289 149.453398 \n", "L 367.6773 176.319354 \n", "L 367.853702 176.587949 \n", "L 368.030104 174.237566 \n", "L 368.559311 158.477037 \n", "L 369.088518 145.787688 \n", "L 369.26492 143.899478 \n", "L 369.441322 143.735067 \n", "L 369.617725 145.91513 \n", "L 369.970529 158.923149 \n", "L 370.499736 195.757737 \n", "L 371.028943 233.310852 \n", "L 371.381747 245.987529 \n", "L 371.55815 247.416715 \n", "L 371.734552 245.587132 \n", "L 372.087356 235.331442 \n", "L 372.969368 194.448192 \n", "L 373.498574 172.859192 \n", "L 373.851379 167.33504 \n", "L 374.027781 167.271211 \n", "L 374.204183 168.405661 \n", "L 374.909792 176.232115 \n", "L 375.086195 175.210787 \n", "L 375.262597 171.72541 \n", "L 375.615401 158.415885 \n", "L 376.673815 103.030096 \n", "L 376.850217 101.153786 \n", "L 377.026619 102.586671 \n", "L 377.379424 112.775992 \n", "L 378.437838 153.217661 \n", "L 378.61424 152.20415 \n", "L 378.967044 141.35295 \n", "L 379.496251 124.558733 \n", "L 380.025458 114.297046 \n", "L 380.20186 112.463378 \n", "L 380.378262 112.339229 \n", "L 380.554665 114.111654 \n", "L 380.907469 122.292887 \n", "L 381.965883 155.483998 \n", "L 382.142285 155.505065 \n", "L 382.318687 151.95105 \n", "L 382.671492 134.279622 \n", "L 384.435514 16.830721 \n", "L 384.611916 16.939763 \n", "L 384.788319 21.140051 \n", "L 385.317526 49.580118 \n", "L 385.67033 63.583972 \n", "L 385.846732 64.776432 \n", "L 386.023135 62.856475 \n", "L 386.375939 56.557692 \n", "L 386.552341 55.551153 \n", "L 386.728744 56.893304 \n", "L 387.25795 65.376485 \n", "L 387.434353 64.312291 \n", "L 388.139962 50.059074 \n", "L 388.316364 52.019133 \n", "L 388.669168 66.746952 \n", "L 389.198375 107.882767 \n", "L 389.727582 144.887689 \n", "L 390.080386 156.514294 \n", "L 390.256789 157.944504 \n", "L 390.433191 157.255989 \n", "L 390.785995 152.030893 \n", "L 391.1388 141.857522 \n", "L 391.668007 113.530006 \n", "L 392.373616 76.540173 \n", "L 392.72642 68.355134 \n", "L 392.902823 69.116984 \n", "L 393.432029 76.452991 \n", "L 393.784834 78.139314 \n", "L 393.961236 80.250639 \n", "L 394.314041 90.462464 \n", "L 394.843247 109.435914 \n", "L 395.01965 109.601897 \n", "L 395.196052 104.615874 \n", "L 396.078063 61.64275 \n", "L 396.254465 60.878755 \n", "L 396.430868 63.768694 \n", "L 396.960074 84.753777 \n", "L 398.19489 128.815975 \n", "L 398.547695 139.534941 \n", "L 398.724097 141.547435 \n", "L 398.900499 141.467303 \n", "L 399.253304 136.818803 \n", "L 399.606108 129.47988 \n", "L 400.48812 107.102636 \n", "L 401.193729 101.931814 \n", "L 401.546533 99.012127 \n", "L 401.722935 99.423388 \n", "L 402.07574 102.380001 \n", "L 402.252142 101.9548 \n", "L 402.428544 98.087601 \n", "L 403.310556 61.553193 \n", "L 403.839762 65.859645 \n", "L 404.016165 64.01857 \n", "L 404.368969 59.125899 \n", "L 404.545371 60.725225 \n", "L 405.074578 74.823902 \n", "L 405.25098 74.851358 \n", "L 405.780187 68.443062 \n", "L 406.132992 75.86094 \n", "L 406.309394 79.267656 \n", "L 406.485796 79.210417 \n", "L 406.838601 72.65919 \n", "L 407.015003 72.63205 \n", "L 407.191405 77.24792 \n", "L 407.720612 95.557314 \n", "L 407.897014 98.185482 \n", "L 408.073417 102.805304 \n", "L 408.426221 126.552689 \n", "L 408.779026 148.60628 \n", "L 408.955428 150.941906 \n", "L 409.308232 147.908224 \n", "L 409.484635 147.530012 \n", "L 409.661037 146.848897 \n", "L 409.837439 143.45726 \n", "L 410.543048 114.84118 \n", "L 410.71945 114.893012 \n", "L 411.072255 121.474739 \n", "L 411.777864 141.91062 \n", "L 412.307071 165.158727 \n", "L 412.659875 178.752135 \n", "L 412.836277 181.683221 \n", "L 413.01268 181.917888 \n", "L 413.189082 180.775983 \n", "L 413.365484 177.587339 \n", "L 413.718289 162.389273 \n", "L 414.423898 122.318173 \n", "L 414.953104 105.838866 \n", "L 415.305909 97.206111 \n", "L 415.482311 99.944446 \n", "L 415.835116 121.412009 \n", "L 416.364323 151.710734 \n", "L 416.540725 154.636079 \n", "L 416.717127 155.408642 \n", "L 417.069932 154.404217 \n", "L 417.246334 154.361151 \n", "L 417.422736 152.91633 \n", "L 417.599138 149.234926 \n", "L 417.951943 132.36475 \n", "L 418.48115 108.527988 \n", "L 419.186759 83.561057 \n", "L 419.363161 85.442193 \n", "L 420.06877 107.113792 \n", "L 420.421574 115.518745 \n", "L 421.303586 143.272554 \n", "L 421.479988 141.007499 \n", "L 422.361999 104.632077 \n", "L 422.361999 104.632077 \n", "\" clip-path=\"url(#pd02ff4717f)\" style=\"fill: none; stroke: #009afa\"/>\n", " </g>\n", " <g id=\"matplotlib.axis_1\">\n", " <g id=\"xtick_1\">\n", " <g id=\"line2d_2\">\n", " <defs>\n", " <path id=\"md08fd26d1b\" d=\"M 0 0 \n", "L 0 -2.5 \n", "\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </defs>\n", " <g>\n", " <use xlink:href=\"#md08fd26d1b\" x=\"69.557488\" y=\"258.225354\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_1\">\n", " <!-- $0.0$ -->\n", " <g transform=\"translate(63.157488 267.804104) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-30\" d=\"M 2034 4250 \n", "Q 1547 4250 1301 3770 \n", "Q 1056 3291 1056 2328 \n", "Q 1056 1369 1301 889 \n", "Q 1547 409 2034 409 \n", "Q 2525 409 2770 889 \n", "Q 3016 1369 3016 2328 \n", "Q 3016 3291 2770 3770 \n", "Q 2525 4250 2034 4250 \n", "z\n", "M 2034 4750 \n", "Q 2819 4750 3233 4129 \n", "Q 3647 3509 3647 2328 \n", "Q 3647 1150 3233 529 \n", "Q 2819 -91 2034 -91 \n", "Q 1250 -91 836 529 \n", "Q 422 1150 422 2328 \n", "Q 422 3509 836 4129 \n", "Q 1250 4750 2034 4750 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-2e\" d=\"M 684 794 \n", "L 1344 794 \n", "L 1344 0 \n", "L 684 0 \n", "L 684 794 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(0 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(95.410156 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"xtick_2\">\n", " <g id=\"line2d_3\">\n", " <g>\n", " <use xlink:href=\"#md08fd26d1b\" x=\"157.758616\" y=\"258.225354\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_2\">\n", " <!-- $0.5$ -->\n", " <g transform=\"translate(151.358616 267.804104) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-35\" d=\"M 691 4666 \n", "L 3169 4666 \n", "L 3169 4134 \n", "L 1269 4134 \n", "L 1269 2991 \n", "Q 1406 3038 1543 3061 \n", "Q 1681 3084 1819 3084 \n", "Q 2600 3084 3056 2656 \n", "Q 3513 2228 3513 1497 \n", "Q 3513 744 3044 326 \n", "Q 2575 -91 1722 -91 \n", "Q 1428 -91 1123 -41 \n", "Q 819 9 494 109 \n", "L 494 744 \n", "Q 775 591 1075 516 \n", "Q 1375 441 1709 441 \n", "Q 2250 441 2565 725 \n", "Q 2881 1009 2881 1497 \n", "Q 2881 1984 2565 2268 \n", "Q 2250 2553 1709 2553 \n", "Q 1456 2553 1204 2497 \n", "Q 953 2441 691 2322 \n", "L 691 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(0 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-35\" transform=\"translate(95.410156 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"xtick_3\">\n", " <g id=\"line2d_4\">\n", " <g>\n", " <use xlink:href=\"#md08fd26d1b\" x=\"245.959743\" y=\"258.225354\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_3\">\n", " <!-- $1.0$ -->\n", " <g transform=\"translate(239.559743 267.804104) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-31\" d=\"M 794 531 \n", "L 1825 531 \n", "L 1825 4091 \n", "L 703 3866 \n", "L 703 4441 \n", "L 1819 4666 \n", "L 2450 4666 \n", "L 2450 531 \n", "L 3481 531 \n", "L 3481 0 \n", "L 794 0 \n", "L 794 531 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-31\" transform=\"translate(0 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(95.410156 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"xtick_4\">\n", " <g id=\"line2d_5\">\n", " <g>\n", " <use xlink:href=\"#md08fd26d1b\" x=\"334.160871\" y=\"258.225354\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_4\">\n", " <!-- $1.5$ -->\n", " <g transform=\"translate(327.760871 267.804104) scale(0.08 -0.08)\">\n", " <use xlink:href=\"#DejaVuSans-31\" transform=\"translate(0 0.09375)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.09375)\"/>\n", " <use xlink:href=\"#DejaVuSans-35\" transform=\"translate(95.410156 0.09375)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"xtick_5\">\n", " <g id=\"line2d_6\">\n", " <g>\n", " <use xlink:href=\"#md08fd26d1b\" x=\"422.361999\" y=\"258.225354\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_5\">\n", " <!-- $2.0$ -->\n", " <g transform=\"translate(415.961999 267.804104) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-32\" d=\"M 1228 531 \n", "L 3431 531 \n", "L 3431 0 \n", "L 469 0 \n", "L 469 531 \n", "Q 828 903 1448 1529 \n", "Q 2069 2156 2228 2338 \n", "Q 2531 2678 2651 2914 \n", "Q 2772 3150 2772 3378 \n", "Q 2772 3750 2511 3984 \n", "Q 2250 4219 1831 4219 \n", "Q 1534 4219 1204 4116 \n", "Q 875 4013 500 3803 \n", "L 500 4441 \n", "Q 881 4594 1212 4672 \n", "Q 1544 4750 1819 4750 \n", "Q 2544 4750 2975 4387 \n", "Q 3406 4025 3406 3419 \n", "Q 3406 3131 3298 2873 \n", "Q 3191 2616 2906 2266 \n", "Q 2828 2175 2409 1742 \n", "Q 1991 1309 1228 531 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-32\" transform=\"translate(0 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(95.410156 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"text_6\">\n", " <!-- Time (s) -->\n", " <g transform=\"translate(223.597947 281.826136) scale(0.11 -0.11)\">\n", " <defs>\n", " <path id=\"DejaVuSans-54\" d=\"M -19 4666 \n", "L 3928 4666 \n", "L 3928 4134 \n", "L 2272 4134 \n", "L 2272 0 \n", "L 1638 0 \n", "L 1638 4134 \n", "L -19 4134 \n", "L -19 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-69\" d=\"M 603 3500 \n", "L 1178 3500 \n", "L 1178 0 \n", "L 603 0 \n", "L 603 3500 \n", "z\n", "M 603 4863 \n", "L 1178 4863 \n", "L 1178 4134 \n", "L 603 4134 \n", "L 603 4863 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-6d\" d=\"M 3328 2828 \n", "Q 3544 3216 3844 3400 \n", "Q 4144 3584 4550 3584 \n", "Q 5097 3584 5394 3201 \n", "Q 5691 2819 5691 2113 \n", "L 5691 0 \n", "L 5113 0 \n", "L 5113 2094 \n", "Q 5113 2597 4934 2840 \n", "Q 4756 3084 4391 3084 \n", "Q 3944 3084 3684 2787 \n", "Q 3425 2491 3425 1978 \n", "L 3425 0 \n", "L 2847 0 \n", "L 2847 2094 \n", "Q 2847 2600 2669 2842 \n", "Q 2491 3084 2119 3084 \n", "Q 1678 3084 1418 2786 \n", "Q 1159 2488 1159 1978 \n", "L 1159 0 \n", "L 581 0 \n", "L 581 3500 \n", "L 1159 3500 \n", "L 1159 2956 \n", "Q 1356 3278 1631 3431 \n", "Q 1906 3584 2284 3584 \n", "Q 2666 3584 2933 3390 \n", "Q 3200 3197 3328 2828 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-65\" d=\"M 3597 1894 \n", "L 3597 1613 \n", "L 953 1613 \n", "Q 991 1019 1311 708 \n", "Q 1631 397 2203 397 \n", "Q 2534 397 2845 478 \n", "Q 3156 559 3463 722 \n", "L 3463 178 \n", "Q 3153 47 2828 -22 \n", "Q 2503 -91 2169 -91 \n", "Q 1331 -91 842 396 \n", "Q 353 884 353 1716 \n", "Q 353 2575 817 3079 \n", "Q 1281 3584 2069 3584 \n", "Q 2775 3584 3186 3129 \n", "Q 3597 2675 3597 1894 \n", "z\n", "M 3022 2063 \n", "Q 3016 2534 2758 2815 \n", "Q 2500 3097 2075 3097 \n", "Q 1594 3097 1305 2825 \n", "Q 1016 2553 972 2059 \n", "L 3022 2063 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-20\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-28\" d=\"M 1984 4856 \n", "Q 1566 4138 1362 3434 \n", "Q 1159 2731 1159 2009 \n", "Q 1159 1288 1364 580 \n", "Q 1569 -128 1984 -844 \n", "L 1484 -844 \n", "Q 1016 -109 783 600 \n", "Q 550 1309 550 2009 \n", "Q 550 2706 781 3412 \n", "Q 1013 4119 1484 4856 \n", "L 1984 4856 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-73\" d=\"M 2834 3397 \n", "L 2834 2853 \n", "Q 2591 2978 2328 3040 \n", "Q 2066 3103 1784 3103 \n", "Q 1356 3103 1142 2972 \n", "Q 928 2841 928 2578 \n", "Q 928 2378 1081 2264 \n", "Q 1234 2150 1697 2047 \n", "L 1894 2003 \n", "Q 2506 1872 2764 1633 \n", "Q 3022 1394 3022 966 \n", "Q 3022 478 2636 193 \n", "Q 2250 -91 1575 -91 \n", "Q 1294 -91 989 -36 \n", "Q 684 19 347 128 \n", "L 347 722 \n", "Q 666 556 975 473 \n", "Q 1284 391 1588 391 \n", "Q 1994 391 2212 530 \n", "Q 2431 669 2431 922 \n", "Q 2431 1156 2273 1281 \n", "Q 2116 1406 1581 1522 \n", "L 1381 1569 \n", "Q 847 1681 609 1914 \n", "Q 372 2147 372 2553 \n", "Q 372 3047 722 3315 \n", "Q 1072 3584 1716 3584 \n", "Q 2034 3584 2315 3537 \n", "Q 2597 3491 2834 3397 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-29\" d=\"M 513 4856 \n", "L 1013 4856 \n", "Q 1481 4119 1714 3412 \n", "Q 1947 2706 1947 2009 \n", "Q 1947 1309 1714 600 \n", "Q 1481 -109 1013 -844 \n", "L 513 -844 \n", "Q 928 -128 1133 580 \n", "Q 1338 1288 1338 2009 \n", "Q 1338 2731 1133 3434 \n", "Q 928 4138 513 4856 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-54\"/>\n", " <use xlink:href=\"#DejaVuSans-69\" x=\"57.958984\"/>\n", " <use xlink:href=\"#DejaVuSans-6d\" x=\"85.742188\"/>\n", " <use xlink:href=\"#DejaVuSans-65\" x=\"183.154297\"/>\n", " <use xlink:href=\"#DejaVuSans-20\" x=\"244.677734\"/>\n", " <use xlink:href=\"#DejaVuSans-28\" x=\"276.464844\"/>\n", " <use xlink:href=\"#DejaVuSans-73\" x=\"315.478516\"/>\n", " <use xlink:href=\"#DejaVuSans-29\" x=\"367.578125\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"matplotlib.axis_2\">\n", " <g id=\"ytick_1\">\n", " <g id=\"line2d_7\">\n", " <defs>\n", " <path id=\"mb49445fe6b\" d=\"M 0 0 \n", "L 2.5 0 \n", "\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </defs>\n", " <g>\n", " <use xlink:href=\"#mb49445fe6b\" x=\"69.557488\" y=\"223.260068\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_7\">\n", " <!-- $-5.00×10^{5}$ -->\n", " <g transform=\"translate(20.777488 226.299443) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-2212\" d=\"M 678 2272 \n", "L 4684 2272 \n", "L 4684 1741 \n", "L 678 1741 \n", "L 678 2272 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-d7\" d=\"M 4488 3438 \n", "L 3059 2003 \n", "L 4488 575 \n", "L 4116 197 \n", "L 2681 1631 \n", "L 1247 197 \n", "L 878 575 \n", "L 2303 2003 \n", "L 878 3438 \n", "L 1247 3816 \n", "L 2681 2381 \n", "L 4116 3816 \n", "L 4488 3438 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-2212\" transform=\"translate(0 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-35\" transform=\"translate(83.789062 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(147.412109 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(179.199219 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(242.822266 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-d7\" transform=\"translate(306.445312 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-31\" transform=\"translate(390.234375 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(453.857422 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-35\" transform=\"translate(518.4375 38.965625) scale(0.7)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"ytick_2\">\n", " <g id=\"line2d_8\">\n", " <g>\n", " <use xlink:href=\"#mb49445fe6b\" x=\"69.557488\" y=\"174.309903\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_8\">\n", " <!-- $-2.50×10^{5}$ -->\n", " <g transform=\"translate(20.777488 177.349278) scale(0.08 -0.08)\">\n", " <use xlink:href=\"#DejaVuSans-2212\" transform=\"translate(0 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-32\" transform=\"translate(83.789062 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(147.412109 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-35\" transform=\"translate(179.199219 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(242.822266 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-d7\" transform=\"translate(306.445312 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-31\" transform=\"translate(390.234375 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(453.857422 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-35\" transform=\"translate(518.4375 38.965625) scale(0.7)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"ytick_3\">\n", " <g id=\"line2d_9\">\n", " <g>\n", " <use xlink:href=\"#mb49445fe6b\" x=\"69.557488\" y=\"125.359738\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_9\">\n", " <!-- $0$ -->\n", " <g transform=\"translate(60.937488 128.399113) scale(0.08 -0.08)\">\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(0 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"ytick_4\">\n", " <g id=\"line2d_10\">\n", " <g>\n", " <use xlink:href=\"#mb49445fe6b\" x=\"69.557488\" y=\"76.409574\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_10\">\n", " <!-- $2.50×10^{5}$ -->\n", " <g transform=\"translate(27.497488 79.448949) scale(0.08 -0.08)\">\n", " <use xlink:href=\"#DejaVuSans-32\" transform=\"translate(0 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-35\" transform=\"translate(95.410156 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(159.033203 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-d7\" transform=\"translate(222.65625 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-31\" transform=\"translate(306.445312 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(370.068359 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-35\" transform=\"translate(434.648438 38.965625) scale(0.7)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"ytick_5\">\n", " <g id=\"line2d_11\">\n", " <g>\n", " <use xlink:href=\"#mb49445fe6b\" x=\"69.557488\" y=\"27.459409\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_11\">\n", " <!-- $5.00×10^{5}$ -->\n", " <g transform=\"translate(27.497488 30.498784) scale(0.08 -0.08)\">\n", " <use xlink:href=\"#DejaVuSans-35\" transform=\"translate(0 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(95.410156 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(159.033203 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-d7\" transform=\"translate(222.65625 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-31\" transform=\"translate(306.445312 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(370.068359 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-35\" transform=\"translate(434.648438 38.965625) scale(0.7)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"text_12\">\n", " <!-- $M_x$ ($Nm$) -->\n", " <g transform=\"translate(14.489831 153.245) rotate(-90) scale(0.11 -0.11)\">\n", " <defs>\n", " <path id=\"DejaVuSans-Oblique-4d\" d=\"M 1081 4666 \n", "L 2028 4666 \n", "L 2572 1522 \n", "L 4378 4666 \n", "L 5350 4666 \n", "L 4441 0 \n", "L 3828 0 \n", "L 4622 4091 \n", "L 2791 897 \n", "L 2175 897 \n", "L 1581 4103 \n", "L 788 0 \n", "L 172 0 \n", "L 1081 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-Oblique-78\" d=\"M 3841 3500 \n", "L 2234 1784 \n", "L 3219 0 \n", "L 2559 0 \n", "L 1819 1388 \n", "L 531 0 \n", "L -166 0 \n", "L 1556 1844 \n", "L 641 3500 \n", "L 1300 3500 \n", "L 1972 2234 \n", "L 3144 3500 \n", "L 3841 3500 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-Oblique-4e\" d=\"M 1081 4666 \n", "L 1931 4666 \n", "L 3219 666 \n", "L 4000 4666 \n", "L 4616 4666 \n", "L 3706 0 \n", "L 2853 0 \n", "L 1569 4025 \n", "L 788 0 \n", "L 172 0 \n", "L 1081 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-Oblique-6d\" d=\"M 5747 2113 \n", "L 5338 0 \n", "L 4763 0 \n", "L 5166 2094 \n", "Q 5191 2228 5203 2325 \n", "Q 5216 2422 5216 2491 \n", "Q 5216 2772 5059 2928 \n", "Q 4903 3084 4622 3084 \n", "Q 4203 3084 3875 2770 \n", "Q 3547 2456 3450 1953 \n", "L 3066 0 \n", "L 2491 0 \n", "L 2900 2094 \n", "Q 2925 2209 2937 2307 \n", "Q 2950 2406 2950 2484 \n", "Q 2950 2769 2794 2926 \n", "Q 2638 3084 2363 3084 \n", "Q 1938 3084 1609 2770 \n", "Q 1281 2456 1184 1953 \n", "L 800 0 \n", "L 225 0 \n", "L 909 3500 \n", "L 1484 3500 \n", "L 1375 2956 \n", "Q 1609 3263 1923 3423 \n", "Q 2238 3584 2597 3584 \n", "Q 2978 3584 3223 3384 \n", "Q 3469 3184 3519 2828 \n", "Q 3781 3197 4126 3390 \n", "Q 4472 3584 4856 3584 \n", "Q 5306 3584 5551 3325 \n", "Q 5797 3066 5797 2591 \n", "Q 5797 2488 5784 2364 \n", "Q 5772 2241 5747 2113 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-Oblique-4d\" transform=\"translate(0 0.125)\"/>\n", " <use xlink:href=\"#DejaVuSans-Oblique-78\" transform=\"translate(86.279297 -16.28125) scale(0.7)\"/>\n", " <use xlink:href=\"#DejaVuSans-20\" transform=\"translate(130.439453 0.125)\"/>\n", " <use xlink:href=\"#DejaVuSans-28\" transform=\"translate(162.226562 0.125)\"/>\n", " <use xlink:href=\"#DejaVuSans-Oblique-4e\" transform=\"translate(201.240234 0.125)\"/>\n", " <use xlink:href=\"#DejaVuSans-Oblique-6d\" transform=\"translate(276.044922 0.125)\"/>\n", " <use xlink:href=\"#DejaVuSans-29\" transform=\"translate(373.457031 0.125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"line2d_12\">\n", " <path d=\"M 69.557488 125.359738 \n", "L 69.711735 125.257446 \n", "L 69.859691 125.264311 \n", "L 70.338935 125.634944 \n", "L 70.624615 125.447023 \n", "L 70.882644 125.232304 \n", "L 71.070194 125.246106 \n", "L 71.405157 125.449247 \n", "L 71.550876 125.377742 \n", "L 72.016394 124.769687 \n", "L 72.329104 124.976685 \n", "L 72.592154 125.169503 \n", "L 72.866199 125.141414 \n", "L 73.031206 125.203245 \n", "L 73.317998 125.574788 \n", "L 73.620721 125.959979 \n", "L 73.742865 125.944133 \n", "L 74.139424 125.737021 \n", "L 74.464127 125.984233 \n", "L 74.69725 126.097115 \n", "L 74.998233 125.763657 \n", "L 75.239019 125.527062 \n", "L 75.432942 125.536729 \n", "L 75.756148 125.779922 \n", "L 75.88543 125.788519 \n", "L 76.337917 125.432063 \n", "L 76.996739 125.630567 \n", "L 77.602794 125.36359 \n", "L 77.872675 125.477892 \n", "L 78.075429 125.300241 \n", "L 78.616107 124.365678 \n", "L 79.021616 124.196677 \n", "L 79.629879 123.391973 \n", "L 79.765049 123.395573 \n", "L 80.170557 123.777716 \n", "L 80.643651 123.969978 \n", "L 80.984087 124.595566 \n", "L 81.331171 125.086708 \n", "L 81.960427 125.561109 \n", "L 82.38594 126.399493 \n", "L 83.024209 126.843913 \n", "L 83.733396 127.90366 \n", "L 83.946153 128.174089 \n", "L 84.240819 128.864066 \n", "L 84.703947 129.796299 \n", "L 85.116349 130.339438 \n", "L 85.717343 131.443898 \n", "L 85.919659 131.468714 \n", "L 86.257032 131.451309 \n", "L 86.673127 131.955233 \n", "L 87.042765 132.263633 \n", "L 87.345387 132.454614 \n", "L 87.653037 133.004479 \n", "L 88.097131 133.687726 \n", "L 88.507943 134.078582 \n", "L 89.155652 135.127359 \n", "L 89.893467 135.496092 \n", "L 90.257531 135.803027 \n", "L 90.531445 135.711095 \n", "L 90.805358 135.57392 \n", "L 90.987966 135.600091 \n", "L 91.444488 135.960613 \n", "L 91.962313 135.969396 \n", "L 92.617189 136.257487 \n", "L 93.473035 135.560757 \n", "L 93.645555 135.496267 \n", "L 94.540536 134.522331 \n", "L 95.0261 134.468992 \n", "L 95.912273 133.836898 \n", "L 96.185091 133.667267 \n", "L 96.95426 132.750822 \n", "L 97.253488 132.388195 \n", "L 98.088508 130.911231 \n", "L 98.405555 130.739842 \n", "L 99.17888 130.068456 \n", "L 99.617214 130.251721 \n", "L 99.916703 129.965411 \n", "L 100.325425 129.58941 \n", "L 100.635974 129.427438 \n", "L 100.857034 129.186016 \n", "L 101.423483 128.508411 \n", "L 101.993381 128.172046 \n", "L 102.456394 127.632767 \n", "L 102.774131 127.735295 \n", "L 103.020164 127.789327 \n", "L 103.769913 127.37904 \n", "L 104.070272 127.456743 \n", "L 104.270511 127.269088 \n", "L 104.776505 126.564827 \n", "L 105.185632 126.245248 \n", "L 105.81384 125.368754 \n", "L 106.038713 125.430361 \n", "L 106.278158 125.510913 \n", "L 106.532739 125.365856 \n", "L 106.92977 125.117597 \n", "L 107.470942 125.31658 \n", "L 107.747766 125.034173 \n", "L 108.065396 124.67729 \n", "L 108.581757 124.331693 \n", "L 109.284548 123.289068 \n", "L 109.635943 122.92444 \n", "L 110.338735 121.892574 \n", "L 110.865828 121.866029 \n", "L 111.408674 121.24633 \n", "L 111.7763 121.172034 \n", "L 111.960113 121.014852 \n", "L 112.513043 120.182845 \n", "L 113.251777 119.741622 \n", "L 113.621896 119.553534 \n", "L 114.177073 119.745347 \n", "L 115.139513 119.318198 \n", "L 115.350475 119.322891 \n", "L 115.561437 119.140804 \n", "L 115.98336 118.522205 \n", "L 116.621758 118.065308 \n", "L 117.052463 117.519976 \n", "L 117.483167 117.578376 \n", "L 117.861496 117.560438 \n", "L 118.239824 117.607034 \n", "L 118.812224 118.08988 \n", "L 119.200365 117.997102 \n", "L 119.397855 117.940851 \n", "L 119.595345 118.001823 \n", "L 120.805932 119.111704 \n", "L 121.476358 120.316039 \n", "L 121.940307 121.076331 \n", "L 122.412459 121.969735 \n", "L 123.643711 122.981175 \n", "L 124.167224 122.796592 \n", "L 125.789207 123.956991 \n", "L 126.062859 123.994727 \n", "L 126.61497 123.706715 \n", "L 126.893407 123.653623 \n", "L 127.171844 123.381231 \n", "L 127.728719 122.628157 \n", "L 128.007156 122.573371 \n", "L 128.286845 122.288639 \n", "L 128.566534 121.816951 \n", "L 128.846223 121.598979 \n", "L 129.405601 121.595533 \n", "L 129.96498 121.203168 \n", "L 130.440243 121.026349 \n", "L 131.2588 119.903808 \n", "L 131.475466 119.772036 \n", "L 132.134201 118.855907 \n", "L 132.801803 118.872294 \n", "L 133.246871 118.403159 \n", "L 133.914474 118.254077 \n", "L 134.359839 117.813529 \n", "L 134.8055 117.821667 \n", "L 135.491532 117.252243 \n", "L 135.972272 117.738495 \n", "L 136.453012 117.951789 \n", "L 138.375971 121.487102 \n", "L 138.616341 121.78845 \n", "L 139.818191 124.811231 \n", "L 140.897769 127.722584 \n", "L 141.978131 129.695634 \n", "L 142.488416 130.509333 \n", "L 143.48016 132.277389 \n", "L 144.300406 134.541609 \n", "L 145.376402 136.801533 \n", "L 146.042388 137.630582 \n", "L 146.510839 138.246395 \n", "L 147.083347 138.915203 \n", "L 147.59465 139.432425 \n", "L 148.020423 139.571481 \n", "L 148.838743 139.569975 \n", "L 149.224823 138.869895 \n", "L 150.335546 136.032744 \n", "L 151.330534 133.081097 \n", "L 151.852276 131.480769 \n", "L 153.210726 126.967652 \n", "L 154.214246 124.20231 \n", "L 154.751802 123.040884 \n", "L 155.32884 122.692717 \n", "L 155.905878 122.414339 \n", "L 156.482915 122.717038 \n", "L 156.771434 122.659206 \n", "L 157.348472 122.300159 \n", "L 157.92551 122.378619 \n", "L 158.502547 122.108531 \n", "L 159.079585 122.175281 \n", "L 159.858188 121.784799 \n", "L 160.261318 121.624479 \n", "L 160.866013 120.915102 \n", "L 161.470708 120.571196 \n", "L 161.873838 120.099047 \n", "L 162.075403 120.096348 \n", "L 163.083228 121.079691 \n", "L 163.486358 121.774242 \n", "L 164.384808 122.581436 \n", "L 164.702983 122.850926 \n", "L 165.180245 122.984185 \n", "L 166.135144 124.188434 \n", "L 166.612593 124.686449 \n", "L 166.930892 124.996588 \n", "L 167.249192 125.01978 \n", "L 167.88579 124.795081 \n", "L 168.204375 124.257506 \n", "L 170.50453 117.85149 \n", "L 171.361688 114.219557 \n", "L 172.771476 107.826413 \n", "L 173.531831 105.241781 \n", "L 174.155648 104.282117 \n", "L 174.377253 104.090551 \n", "L 174.598859 104.073039 \n", "L 175.047069 104.420529 \n", "L 175.497621 105.130746 \n", "L 176.202267 106.765054 \n", "L 176.681013 108.838202 \n", "L 177.697477 114.505904 \n", "L 178.78147 122.114355 \n", "L 181.504046 141.420484 \n", "L 182.181571 145.490515 \n", "L 183.112102 149.466267 \n", "L 183.686761 151.047519 \n", "L 184.57154 152.642922 \n", "L 185.161393 152.886122 \n", "L 185.456319 152.890349 \n", "L 186.048057 152.541612 \n", "L 186.343927 152.114259 \n", "L 186.910332 150.641854 \n", "L 187.445189 148.583279 \n", "L 189.415532 139.246004 \n", "L 191.558477 127.30834 \n", "L 192.113998 125.234346 \n", "L 192.497276 124.681193 \n", "L 192.961312 124.404252 \n", "L 193.159208 124.5093 \n", "L 193.503269 125.03594 \n", "L 194.090648 126.383507 \n", "L 194.794105 128.759565 \n", "L 195.346877 131.446023 \n", "L 196.136552 136.438027 \n", "L 197.636933 145.452948 \n", "L 198.271934 148.096282 \n", "L 199.078883 150.088195 \n", "L 199.902553 150.801641 \n", "L 200.649949 150.822395 \n", "L 200.865278 150.571502 \n", "L 201.836603 148.587683 \n", "L 203.798899 142.303643 \n", "L 204.555994 138.497034 \n", "L 205.4555 132.559801 \n", "L 206.43618 123.109715 \n", "L 207.59564 109.511512 \n", "L 209.01046 93.43629 \n", "L 209.680741 88.285547 \n", "L 210.173401 86.394277 \n", "L 210.423753 86.004194 \n", "L 210.688149 86.019566 \n", "L 210.974014 86.842522 \n", "L 211.545742 90.428434 \n", "L 212.117471 96.139417 \n", "L 213.546793 114.246653 \n", "L 214.404386 124.13463 \n", "L 214.976115 129.297512 \n", "L 215.547844 132.547082 \n", "L 216.119572 134.311761 \n", "L 216.405437 134.689787 \n", "L 216.691301 134.655948 \n", "L 217.165165 133.98862 \n", "L 217.611439 132.9619 \n", "L 219.954015 124.486676 \n", "L 220.479313 123.0694 \n", "L 221.823788 121.188003 \n", "L 222.191434 121.005635 \n", "L 222.832219 120.438934 \n", "L 223.77579 120.645648 \n", "L 224.241501 121.179806 \n", "L 224.462475 121.0116 \n", "L 224.815063 120.752944 \n", "L 225.115683 120.630562 \n", "L 225.35618 120.153129 \n", "L 226.325742 116.919319 \n", "L 226.985719 114.762241 \n", "L 227.334998 114.36267 \n", "L 227.553788 114.376475 \n", "L 227.778025 114.594826 \n", "L 228.002261 115.077849 \n", "L 228.304107 116.374595 \n", "L 229.011315 121.26445 \n", "L 229.591769 126.052297 \n", "L 231.22604 140.434918 \n", "L 231.767645 143.981598 \n", "L 232.316184 146.210208 \n", "L 232.590453 146.583898 \n", "L 232.864723 146.466946 \n", "L 233.138992 145.987092 \n", "L 233.550397 144.498597 \n", "L 234.105369 141.123465 \n", "L 235.202249 133.650595 \n", "L 235.73349 131.117049 \n", "L 236.10634 129.992313 \n", "L 236.488552 129.594509 \n", "L 236.679658 129.593721 \n", "L 236.870764 129.709818 \n", "L 237.062078 130.034802 \n", "L 237.446908 131.297542 \n", "L 238.065921 134.213334 \n", "L 240.599371 148.424504 \n", "L 241.134955 150.43275 \n", "L 241.41262 150.931512 \n", "L 241.690284 151.115053 \n", "L 241.970032 150.942025 \n", "L 242.264755 150.410414 \n", "L 242.559478 149.488771 \n", "L 243.161048 146.100667 \n", "L 243.762619 140.707987 \n", "L 244.364189 133.301753 \n", "L 245.266545 117.962181 \n", "L 246.770471 90.808006 \n", "L 247.372041 84.762655 \n", "L 247.672826 83.123666 \n", "L 247.973611 82.549105 \n", "L 248.274396 82.799124 \n", "L 248.575182 83.818237 \n", "L 249.321657 88.634004 \n", "L 249.955482 94.241801 \n", "L 251.725343 110.70579 \n", "L 252.10022 112.117336 \n", "L 252.289879 112.333406 \n", "L 252.418308 112.242899 \n", "L 252.612284 111.741293 \n", "L 252.936835 110.148123 \n", "L 254.204859 103.036176 \n", "L 254.372251 102.862851 \n", "L 254.512336 103.045145 \n", "L 254.756563 103.957308 \n", "L 255.194965 106.68206 \n", "L 255.699447 111.267388 \n", "L 256.811452 121.580202 \n", "L 258.23322 133.29939 \n", "L 259.801103 148.26605 \n", "L 260.561174 152.36365 \n", "L 261.079455 155.146717 \n", "L 261.700042 159.900445 \n", "L 262.484175 168.3969 \n", "L 263.23062 175.568488 \n", "L 263.695012 177.812105 \n", "L 263.985018 178.485069 \n", "L 264.179761 178.468586 \n", "L 264.454737 178.0147 \n", "L 264.815576 177.078525 \n", "L 267.118847 168.236063 \n", "L 267.832086 164.808877 \n", "L 268.416941 161.605126 \n", "L 269.214889 158.117407 \n", "L 269.693659 156.209598 \n", "L 270.505074 152.449665 \n", "L 271.227156 147.483975 \n", "L 271.97243 139.583897 \n", "L 272.531385 130.76726 \n", "L 273.526002 109.771286 \n", "L 275.312887 71.696279 \n", "L 276.924986 42.055851 \n", "L 277.354999 37.54772 \n", "L 277.636606 36.34079 \n", "L 277.730476 36.383903 \n", "L 277.918214 37.157048 \n", "L 278.199821 39.910482 \n", "L 278.569756 46.212444 \n", "L 279.110664 60.253126 \n", "L 279.999605 89.707815 \n", "L 281.877937 151.210606 \n", "L 282.510438 165.548349 \n", "L 283.048558 173.462539 \n", "L 283.434699 176.159366 \n", "L 283.676604 176.560434 \n", "L 283.838659 176.405269 \n", "L 284.08174 175.694882 \n", "L 284.486877 173.59962 \n", "L 285.268292 169.554418 \n", "L 285.632464 168.577889 \n", "L 285.761642 168.554612 \n", "L 285.960825 168.805063 \n", "L 286.972656 170.645387 \n", "L 287.307823 170.772112 \n", "L 287.750902 170.629859 \n", "L 288.01869 170.175176 \n", "L 288.577868 168.291055 \n", "L 288.962478 166.393062 \n", "L 289.498758 161.952628 \n", "L 290.002945 155.85109 \n", "L 290.74834 143.0483 \n", "L 291.87336 118.523113 \n", "L 293.434178 85.619969 \n", "L 294.273017 71.9539 \n", "L 294.754729 66.6472 \n", "L 295.253761 63.401271 \n", "L 295.420105 63.092333 \n", "L 295.586449 63.188753 \n", "L 295.752793 63.59114 \n", "L 296.085481 65.567152 \n", "L 296.418169 69.478407 \n", "L 296.921958 78.599203 \n", "L 297.596846 96.971826 \n", "L 298.650581 133.233391 \n", "L 299.697271 166.441025 \n", "L 300.313842 180.632217 \n", "L 300.807803 187.647449 \n", "L 301.11563 189.771116 \n", "L 301.320848 190.322691 \n", "L 301.423458 190.326006 \n", "L 301.619573 189.80633 \n", "L 301.891526 188.10774 \n", "L 302.271769 184.089019 \n", "L 303.012601 172.685132 \n", "L 304.06917 157.120508 \n", "L 304.665531 151.579759 \n", "L 305.314169 148.023889 \n", "L 305.996851 145.522177 \n", "L 306.578448 144.081602 \n", "L 306.927406 143.729156 \n", "L 307.160045 143.755425 \n", "L 307.376886 144.065882 \n", "L 307.677879 144.990453 \n", "L 308.772259 149.028664 \n", "L 308.910922 148.784264 \n", "L 309.125659 147.47229 \n", "L 309.42906 143.37636 \n", "L 309.762277 135.766821 \n", "L 310.196095 120.360239 \n", "L 310.95586 82.154939 \n", "L 311.876391 37.134179 \n", "L 312.243602 26.940616 \n", "L 312.530743 23.350217 \n", "L 312.730279 22.972417 \n", "L 312.939302 24.247397 \n", "L 313.256392 29.093028 \n", "L 313.810202 43.245137 \n", "L 314.71062 72.966389 \n", "L 316.210067 122.23738 \n", "L 316.742504 132.232528 \n", "L 317.104997 135.040493 \n", "L 317.299011 135.377806 \n", "L 317.396926 135.258548 \n", "L 317.597844 134.373542 \n", "L 317.924814 131.206411 \n", "L 318.560022 121.458823 \n", "L 319.179148 112.383526 \n", "L 319.665635 108.182453 \n", "L 319.989961 107.04689 \n", "L 320.314286 106.039737 \n", "L 320.652994 103.540252 \n", "L 321.903167 91.547652 \n", "L 322.102803 91.072965 \n", "L 322.20262 91.066363 \n", "L 322.402256 91.536141 \n", "L 322.686737 93.32707 \n", "L 323.127171 98.173766 \n", "L 323.538454 105.367125 \n", "L 325.140385 138.010356 \n", "L 326.437118 154.187634 \n", "L 327.106661 164.490096 \n", "L 327.284584 165.322775 \n", "L 327.375893 165.14851 \n", "L 327.55851 163.507456 \n", "L 327.839734 157.807795 \n", "L 328.224528 144.738112 \n", "L 328.907875 111.098464 \n", "L 330.740791 13.213688 \n", "L 330.954889 10.281223 \n", "L 331.061938 10.062685 \n", "L 331.168987 10.692028 \n", "L 331.383085 14.47313 \n", "L 331.714577 25.80958 \n", "L 332.49144 63.249918 \n", "L 333.873957 126.533046 \n", "L 334.384493 143.701417 \n", "L 334.684786 147.51049 \n", "L 334.804902 147.664489 \n", "L 334.918868 147.33392 \n", "L 335.188403 145.477598 \n", "L 335.73516 141.741383 \n", "L 336.123232 139.719182 \n", "L 336.367845 136.656894 \n", "L 336.704503 129.371196 \n", "L 337.128119 115.301505 \n", "L 337.721182 85.430481 \n", "L 338.683368 37.083491 \n", "L 339.143644 24.286357 \n", "L 339.41972 21.227185 \n", "L 339.468094 21.116907 \n", "L 339.516469 21.142852 \n", "L 339.617832 21.607808 \n", "L 339.822647 24.099039 \n", "L 340.140951 31.7173 \n", "L 340.585121 48.682604 \n", "L 341.639666 90.852942 \n", "L 341.985625 96.827987 \n", "L 342.558228 104.493253 \n", "L 342.901827 113.265502 \n", "L 343.308401 130.86999 \n", "L 343.914283 169.954671 \n", "L 344.623836 212.954904 \n", "L 345.10807 230.471074 \n", "L 345.381024 235.407249 \n", "L 345.566402 236.139305 \n", "L 345.753227 234.739487 \n", "L 346.052631 229.007981 \n", "L 346.535956 213.949292 \n", "L 349.2451 116.005371 \n", "L 349.623715 109.321019 \n", "L 349.813023 108.790615 \n", "L 350.004117 110.478354 \n", "L 350.296626 117.015302 \n", "L 350.888898 138.160582 \n", "L 351.529876 159.746394 \n", "L 351.825196 163.512837 \n", "L 351.973953 163.920407 \n", "L 352.123594 163.849856 \n", "L 352.274119 163.719168 \n", "L 352.354388 163.761584 \n", "L 352.519407 164.304922 \n", "L 352.773262 166.66019 \n", "L 353.312583 175.504846 \n", "L 354.384878 191.908455 \n", "L 354.609745 193.163928 \n", "L 354.695623 193.094106 \n", "L 354.858134 191.902326 \n", "L 355.056833 188.382493 \n", "L 355.375668 177.431294 \n", "L 355.818158 152.34485 \n", "L 356.779412 95.160924 \n", "L 357.123943 87.22324 \n", "L 357.296209 86.520776 \n", "L 357.476557 87.620969 \n", "L 357.750958 92.249355 \n", "L 358.141061 103.645854 \n", "L 358.939222 128.814002 \n", "L 359.142223 130.580304 \n", "L 359.243723 130.352629 \n", "L 359.467978 127.564676 \n", "L 360.522043 107.926816 \n", "L 360.62096 108.222196 \n", "L 360.818794 110.67294 \n", "L 361.115544 118.772026 \n", "L 361.610324 140.962766 \n", "L 363.031072 211.678557 \n", "L 363.299282 218.640719 \n", "L 363.480271 219.847876 \n", "L 363.571101 219.238164 \n", "L 363.753711 215.504144 \n", "L 364.029046 204.229895 \n", "L 365.398559 134.938962 \n", "L 365.628985 131.975516 \n", "L 365.747626 131.78175 \n", "L 365.866268 132.449002 \n", "L 366.103551 136.379253 \n", "L 366.459476 148.145732 \n", "L 367.193597 177.595643 \n", "L 367.439084 180.347123 \n", "L 367.561828 179.435978 \n", "L 367.807316 173.431701 \n", "L 368.790577 139.38464 \n", "L 368.964065 138.507849 \n", "L 369.050945 138.783319 \n", "L 369.231879 140.814417 \n", "L 369.510368 147.932861 \n", "L 369.889031 164.905837 \n", "L 370.426652 201.489054 \n", "L 371.061271 244.746342 \n", "L 371.294439 250.746018 \n", "L 371.374616 250.997315 \n", "L 371.458893 250.295714 \n", "L 371.630946 246.065079 \n", "L 372.016474 228.150518 \n", "L 372.996645 179.926865 \n", "L 373.259717 173.243424 \n", "L 373.435098 172.062571 \n", "L 373.522788 172.488892 \n", "L 373.787352 176.714142 \n", "L 374.240552 184.961023 \n", "L 374.440788 186.230447 \n", "L 374.542388 186.022736 \n", "L 374.748003 183.291634 \n", "L 375.060048 172.453352 \n", "L 376.412245 108.141615 \n", "L 376.620275 106.916884 \n", "L 376.828305 110.009644 \n", "L 377.256751 124.07127 \n", "L 378.028205 149.827487 \n", "L 378.24862 151.216973 \n", "L 378.470596 148.417189 \n", "L 378.866374 137.184222 \n", "L 379.876679 104.267126 \n", "L 379.922156 104.305455 \n", "L 380.058587 105.661372 \n", "L 380.274737 110.914956 \n", "L 380.678377 127.389491 \n", "L 381.472488 162.546586 \n", "L 381.63657 164.284692 \n", "L 381.72251 163.771659 \n", "L 381.894389 159.78933 \n", "L 382.238148 142.858589 \n", "L 383.011604 89.969615 \n", "L 383.836404 30.86111 \n", "L 384.061349 24.371337 \n", "L 384.136331 23.764441 \n", "L 384.211312 23.95695 \n", "L 384.361276 26.529592 \n", "L 384.661203 37.553959 \n", "L 385.252034 59.407742 \n", "L 385.519803 63.058193 \n", "L 385.96105 66.697444 \n", "L 386.297862 69.479407 \n", "L 386.383466 69.111908 \n", "L 386.554676 66.287634 \n", "L 386.897094 53.408633 \n", "L 387.325117 36.414342 \n", "L 387.496326 34.376314 \n", "L 387.58193 34.751872 \n", "L 387.75314 38.048411 \n", "L 388.009953 48.10333 \n", "L 388.453224 75.95959 \n", "L 389.438053 139.586691 \n", "L 389.906391 161.278891 \n", "L 390.116107 164.843279 \n", "L 390.223272 164.700436 \n", "L 390.449034 159.561598 \n", "L 390.793972 141.93382 \n", "L 391.882759 80.14414 \n", "L 392.124712 78.662683 \n", "L 392.245688 78.699548 \n", "L 392.366665 78.534402 \n", "L 392.729594 77.048629 \n", "L 392.85057 77.22364 \n", "L 392.971547 78.083742 \n", "L 393.213499 82.341449 \n", "L 393.576429 95.15911 \n", "L 393.939358 106.744751 \n", "L 394.060334 107.837259 \n", "L 394.181311 107.387587 \n", "L 394.441981 102.724462 \n", "L 394.867978 87.273797 \n", "L 395.301243 70.289964 \n", "L 395.572526 65.420138 \n", "L 395.83359 63.842268 \n", "L 395.964122 63.946592 \n", "L 396.094654 64.671652 \n", "L 396.361597 68.513244 \n", "L 396.628541 76.637669 \n", "L 397.970917 134.272662 \n", "L 398.182629 137.858789 \n", "L 398.288485 138.351702 \n", "L 398.39434 137.963368 \n", "L 398.606052 135.112724 \n", "L 399.242435 123.175067 \n", "L 399.459898 122.620455 \n", "L 399.569302 122.577013 \n", "L 399.678705 122.033263 \n", "L 399.884011 118.641065 \n", "L 400.368905 108.190149 \n", "L 400.43544 108.035868 \n", "L 400.568509 108.603779 \n", "L 400.967717 111.137211 \n", "L 401.100787 111.212694 \n", "L 401.23511 110.735801 \n", "L 401.446247 108.116079 \n", "L 401.749281 99.419187 \n", "L 402.287977 84.125299 \n", "L 403.236718 61.334593 \n", "L 403.443951 60.267297 \n", "L 403.552698 60.7838 \n", "L 403.770192 64.637389 \n", "L 404.205181 73.671094 \n", "L 404.301251 73.555725 \n", "L 404.685531 70.28036 \n", "L 404.781601 70.751368 \n", "L 405.096477 76.013995 \n", "L 405.263978 77.67713 \n", "L 405.319812 77.6106 \n", "L 405.432458 76.433868 \n", "L 405.773607 68.044908 \n", "L 406.010538 64.742419 \n", "L 406.071424 64.769795 \n", "L 406.193196 65.724706 \n", "L 406.642895 70.5676 \n", "L 406.837009 71.448951 \n", "L 406.966419 73.471634 \n", "L 407.169716 81.465726 \n", "L 407.990358 124.13804 \n", "L 408.282209 138.163913 \n", "L 408.609296 153.708119 \n", "L 408.678568 154.317627 \n", "L 408.751936 153.604236 \n", "L 408.911727 148.010891 \n", "L 409.429068 125.303185 \n", "L 409.800666 111.361499 \n", "L 410.190736 94.655526 \n", "L 410.29338 93.140562 \n", "L 410.396024 93.531097 \n", "L 410.601643 99.76733 \n", "L 412.347224 188.022357 \n", "L 412.57075 191.189674 \n", "L 412.645837 191.402131 \n", "L 412.720924 191.184641 \n", "L 412.871098 189.201987 \n", "L 413.09705 180.497046 \n", "L 413.402145 156.022619 \n", "L 413.888144 117.799167 \n", "L 414.131144 111.034028 \n", "L 414.552777 106.416201 \n", "L 414.735975 105.906948 \n", "L 414.832069 106.537294 \n", "L 415.025889 110.100315 \n", "L 415.316619 121.579302 \n", "L 416.202276 165.710826 \n", "L 416.400553 167.987372 \n", "L 416.499692 167.807693 \n", "L 416.697969 163.041987 \n", "L 417.001551 144.520909 \n", "L 417.433986 120.952564 \n", "L 417.765234 112.576665 \n", "L 418.317313 103.418689 \n", "L 418.758977 89.477216 \n", "L 418.876409 89.362343 \n", "L 419.118145 95.844492 \n", "L 420.44563 143.025106 \n", "L 420.596603 140.870884 \n", "L 421.517882 119.321903 \n", "L 422.313686 88.559048 \n", "L 422.361999 87.3845 \n", "L 422.361999 87.3845 \n", "\" clip-path=\"url(#pd02ff4717f)\" style=\"fill: none; stroke: #e36f47\"/>\n", " </g>\n", " <g id=\"patch_3\">\n", " <path d=\"M 69.557488 258.225354 \n", "L 69.557488 2.834646 \n", "\" style=\"fill: none; stroke: #000000; stroke-linejoin: miter; stroke-linecap: square\"/>\n", " </g>\n", " <g id=\"patch_4\">\n", " <path d=\"M 69.557488 258.225354 \n", "L 422.361999 258.225354 \n", "\" style=\"fill: none; stroke: #000000; stroke-linejoin: miter; stroke-linecap: square\"/>\n", " </g>\n", " <g id=\"line2d_13\">\n", " <path d=\"M 69.557488 125.359738 \n", "L 69.716858 125.252794 \n", "L 69.856664 125.259388 \n", "L 70.364019 125.629922 \n", "L 70.652975 125.409247 \n", "L 70.897849 125.227688 \n", "L 71.11069 125.280225 \n", "L 71.400333 125.442012 \n", "L 71.570941 125.357105 \n", "L 72.089373 124.782238 \n", "L 72.853533 125.172015 \n", "L 73.057388 125.202763 \n", "L 73.434159 125.765248 \n", "L 73.681839 125.95883 \n", "L 73.829896 125.912634 \n", "L 74.121907 125.761782 \n", "L 74.294361 125.818609 \n", "L 74.711343 126.099309 \n", "L 74.875797 125.943849 \n", "L 75.308918 125.49157 \n", "L 75.586201 125.66476 \n", "L 75.84628 125.783932 \n", "L 76.161178 125.54638 \n", "L 76.39516 125.455001 \n", "L 76.655679 125.607565 \n", "L 76.909248 125.694482 \n", "L 77.145212 125.516648 \n", "L 77.460749 125.296033 \n", "L 77.716452 125.412272 \n", "L 77.95237 125.438165 \n", "L 78.14456 125.199496 \n", "L 78.729113 124.267865 \n", "L 79.172615 124.009011 \n", "L 79.741412 123.367312 \n", "L 79.982485 123.558744 \n", "L 80.417547 123.88949 \n", "L 80.731784 124.096436 \n", "L 81.096208 124.75238 \n", "L 81.473979 125.226085 \n", "L 81.930577 125.481766 \n", "L 82.913101 126.732407 \n", "L 83.14456 126.977103 \n", "L 84.600507 129.619621 \n", "L 84.980451 130.264666 \n", "L 85.497088 130.989303 \n", "L 85.95592 131.61385 \n", "L 86.276858 131.623928 \n", "L 86.562755 131.686293 \n", "L 86.908467 132.099379 \n", "L 87.407625 132.662072 \n", "L 87.792496 133.095044 \n", "L 88.764826 134.500573 \n", "L 89.805102 135.466696 \n", "L 90.284598 135.613878 \n", "L 90.802518 135.824076 \n", "L 91.48658 135.750676 \n", "L 92.320397 136.153327 \n", "L 93.043928 135.947119 \n", "L 93.397684 135.648781 \n", "L 94.217556 134.847764 \n", "L 95.55215 134.085795 \n", "L 95.958598 133.766965 \n", "L 97.459672 131.966018 \n", "L 98.176164 130.891578 \n", "L 98.771443 130.26105 \n", "L 99.217266 130.092902 \n", "L 99.955026 129.879729 \n", "L 100.587248 129.517747 \n", "L 101.218695 128.776448 \n", "L 101.729984 128.282403 \n", "L 102.92006 127.586141 \n", "L 104.386396 127.073284 \n", "L 105.063344 126.411635 \n", "L 106.043866 125.397227 \n", "L 106.657979 125.120156 \n", "L 107.758313 124.996489 \n", "L 108.359778 124.553415 \n", "L 109.232424 123.492925 \n", "L 110.522382 121.871116 \n", "L 111.393299 121.216493 \n", "L 112.591936 120.426438 \n", "L 113.907621 119.456363 \n", "L 114.669751 119.276219 \n", "L 115.494837 119.079636 \n", "L 116.322073 118.521291 \n", "L 117.391472 117.677487 \n", "L 117.99799 117.477952 \n", "L 118.441441 117.526761 \n", "L 119.189505 117.919729 \n", "L 120.766674 119.232935 \n", "L 121.425677 119.971679 \n", "L 122.42143 121.515821 \n", "L 123.184744 122.654094 \n", "L 123.696657 123.1608 \n", "L 124.348925 123.464198 \n", "L 125.356235 123.544902 \n", "L 127.029955 123.519874 \n", "L 127.701256 123.167014 \n", "L 128.456889 122.384279 \n", "L 129.653914 121.05317 \n", "L 130.462279 120.517929 \n", "L 131.5415 119.831605 \n", "L 133.778635 117.969642 \n", "L 134.498525 117.80777 \n", "L 135.465613 117.884482 \n", "L 136.274088 118.147953 \n", "L 136.815207 118.55292 \n", "L 137.358395 119.254574 \n", "L 137.945625 120.3671 \n", "L 139.341162 123.773342 \n", "L 141.426194 128.595915 \n", "L 143.160551 132.230552 \n", "L 147.068313 139.090763 \n", "L 147.597908 139.42671 \n", "L 148.039452 139.449883 \n", "L 148.488869 139.260844 \n", "L 149.123493 138.675635 \n", "L 149.835658 137.587098 \n", "L 150.609262 135.820753 \n", "L 151.409389 133.332884 \n", "L 153.74651 125.466731 \n", "L 154.604918 123.650662 \n", "L 155.21228 122.771393 \n", "L 155.797332 122.200353 \n", "L 156.396151 121.879307 \n", "L 156.923265 121.803817 \n", "L 157.746502 121.977304 \n", "L 158.749975 122.25368 \n", "L 159.293803 122.211091 \n", "L 159.857925 121.960214 \n", "L 161.958718 120.608466 \n", "L 162.584064 120.622662 \n", "L 163.190482 120.89102 \n", "L 164.072113 121.659811 \n", "L 165.224617 123.15887 \n", "L 166.389125 124.622935 \n", "L 166.877653 124.942582 \n", "L 167.412574 124.964371 \n", "L 167.92084 124.635056 \n", "L 168.50595 123.840844 \n", "L 169.246104 122.243586 \n", "L 170.066646 119.736838 \n", "L 170.946268 116.260381 \n", "L 173.050229 107.226995 \n", "L 173.811401 105.049585 \n", "L 174.33363 104.181768 \n", "L 174.804476 103.900477 \n", "L 175.077984 103.974154 \n", "L 175.542969 104.523595 \n", "L 176.04951 105.75517 \n", "L 176.548278 107.613619 \n", "L 177.291297 111.466772 \n", "L 178.393431 118.904185 \n", "L 181.587974 141.852185 \n", "L 182.521795 146.902086 \n", "L 183.224993 149.744917 \n", "L 183.956194 151.751013 \n", "L 184.446864 152.567078 \n", "L 184.948391 152.983025 \n", "L 185.43022 152.997819 \n", "L 185.899671 152.652209 \n", "L 186.394232 151.897987 \n", "L 186.956668 150.549351 \n", "L 187.512536 148.718244 \n", "L 188.430417 144.769344 \n", "L 189.709626 138.025219 \n", "L 191.313454 129.452393 \n", "L 192.077491 126.308464 \n", "L 192.622779 124.824285 \n", "L 193.09931 124.18835 \n", "L 193.406751 124.14035 \n", "L 193.770424 124.462541 \n", "L 194.217206 125.410996 \n", "L 194.632895 126.808739 \n", "L 195.353981 130.264759 \n", "L 196.381688 136.772859 \n", "L 197.970234 146.88597 \n", "L 198.525125 149.341712 \n", "L 199.104294 151.006634 \n", "L 199.461425 151.581535 \n", "L 199.859039 151.844918 \n", "L 200.236009 151.768645 \n", "L 200.612914 151.418798 \n", "L 201.128506 150.570487 \n", "L 201.800508 148.948163 \n", "L 202.767984 145.837887 \n", "L 203.879209 141.359362 \n", "L 204.761529 136.833411 \n", "L 205.529839 131.661546 \n", "L 206.436045 123.63449 \n", "L 207.457241 112.332029 \n", "L 209.14641 93.498585 \n", "L 209.720735 89.137695 \n", "L 210.221024 86.910111 \n", "L 210.410166 86.50692 \n", "L 210.603811 86.358608 \n", "L 210.801242 86.488814 \n", "L 211.155905 87.441681 \n", "L 211.510407 89.297048 \n", "L 212.025484 93.461728 \n", "L 212.829151 102.616574 \n", "L 214.775904 126.50207 \n", "L 215.489321 131.893711 \n", "L 216.065949 134.342066 \n", "L 216.424562 135.079285 \n", "L 216.819182 135.295759 \n", "L 217.003745 135.207624 \n", "L 217.431816 134.602465 \n", "L 217.839606 133.578894 \n", "L 218.458192 131.373527 \n", "L 220.766676 122.172649 \n", "L 221.317392 121.15329 \n", "L 221.827995 120.636302 \n", "L 222.560674 120.269386 \n", "L 223.396448 120.118357 \n", "L 224.104076 120.247787 \n", "L 224.826748 120.402854 \n", "L 225.293995 120.218309 \n", "L 225.706145 119.699067 \n", "L 226.211706 118.562559 \n", "L 227.32557 115.581055 \n", "L 227.693302 115.235246 \n", "L 227.883407 115.312632 \n", "L 228.188848 115.860563 \n", "L 228.561981 117.28113 \n", "L 229.093338 120.620462 \n", "L 229.952057 127.971091 \n", "L 231.116156 137.741315 \n", "L 231.901849 142.664476 \n", "L 232.385785 144.678167 \n", "L 232.704963 145.45375 \n", "L 233.034605 145.726694 \n", "L 233.331593 145.486119 \n", "L 233.655862 144.6962 \n", "L 234.177631 142.404212 \n", "L 235.228393 135.857337 \n", "L 235.815375 132.832031 \n", "L 236.284862 131.479035 \n", "L 236.590279 131.199042 \n", "L 236.751934 131.241033 \n", "L 237.053413 131.642325 \n", "L 237.459342 132.74831 \n", "L 238.109433 135.457328 \n", "L 239.422222 142.318981 \n", "L 240.585368 148.005404 \n", "L 241.161677 149.893955 \n", "L 241.454182 150.417673 \n", "L 241.730311 150.574016 \n", "L 242.024423 150.337675 \n", "L 242.298179 149.725055 \n", "L 242.688608 148.194709 \n", "L 243.255288 144.663312 \n", "L 243.872998 139.116598 \n", "L 244.497124 131.592032 \n", "L 245.342529 118.283095 \n", "L 247.126473 88.662336 \n", "L 247.618356 84.039749 \n", "L 247.900694 82.565964 \n", "L 248.181421 81.979201 \n", "L 248.29982 81.985412 \n", "L 248.466245 82.23205 \n", "L 248.727943 83.132934 \n", "L 249.120001 85.442429 \n", "L 249.846276 91.491286 \n", "L 252.020299 110.612268 \n", "L 252.436924 112.203917 \n", "L 252.644631 112.456571 \n", "L 252.813643 112.388753 \n", "L 253.057858 111.867652 \n", "L 253.49918 109.955791 \n", "L 254.310795 105.88005 \n", "L 254.569719 105.251997 \n", "L 254.727517 105.164115 \n", "L 254.887534 105.330031 \n", "L 255.204919 106.438102 \n", "L 255.665838 109.695325 \n", "L 257.790603 128.335559 \n", "L 258.626468 134.387258 \n", "L 259.632287 143.844721 \n", "L 260.650069 152.674479 \n", "L 262.455531 166.153937 \n", "L 263.733581 177.893269 \n", "L 264.135353 179.724423 \n", "L 264.438201 180.168709 \n", "L 264.577002 180.111669 \n", "L 264.880373 179.484901 \n", "L 265.284089 177.802483 \n", "L 266.001997 173.498763 \n", "L 267.593486 163.851484 \n", "L 268.865062 157.241519 \n", "L 269.394251 155.440275 \n", "L 270.784085 151.742058 \n", "L 271.16314 149.659386 \n", "L 271.69378 145.322739 \n", "L 272.269611 138.511966 \n", "L 272.901083 128.056339 \n", "L 273.737605 109.294857 \n", "L 275.446349 68.704417 \n", "L 276.428715 51.038732 \n", "L 277.135137 41.70958 \n", "L 277.590152 38.420541 \n", "L 277.835621 37.984338 \n", "L 277.966527 38.22027 \n", "L 278.20503 39.584137 \n", "L 278.485961 42.8559 \n", "L 278.875445 50.442244 \n", "L 279.360161 64.255204 \n", "L 280.527333 106.56567 \n", "L 281.500769 138.410297 \n", "L 282.402704 161.343795 \n", "L 283.004725 172.152506 \n", "L 283.496951 177.333397 \n", "L 283.797908 178.723252 \n", "L 283.966797 178.938733 \n", "L 284.13118 178.790453 \n", "L 284.382576 177.950577 \n", "L 284.749663 175.667583 \n", "L 285.944491 166.963882 \n", "L 286.266435 166.004013 \n", "L 286.405095 165.876415 \n", "L 286.56359 165.930845 \n", "L 286.849102 166.490286 \n", "L 287.408782 168.538686 \n", "L 287.828628 169.909976 \n", "L 288.102026 170.323479 \n", "L 288.262316 170.32348 \n", "L 288.432743 170.105497 \n", "L 288.76527 169.005672 \n", "L 289.10202 166.974494 \n", "L 289.599942 162.307368 \n", "L 290.159831 154.735846 \n", "L 290.998411 139.456438 \n", "L 293.236413 91.55941 \n", "L 294.306066 70.47302 \n", "L 294.807506 64.3414 \n", "L 295.126571 62.374248 \n", "L 295.282769 61.994758 \n", "L 295.422551 61.97942 \n", "L 295.556669 62.246698 \n", "L 295.842383 63.698627 \n", "L 296.277841 68.039878 \n", "L 296.744967 75.237638 \n", "L 297.386977 88.980286 \n", "L 298.201632 112.172808 \n", "L 300.375966 180.422785 \n", "L 300.764534 186.41605 \n", "L 301.168664 189.425605 \n", "L 301.294785 189.737236 \n", "L 301.44035 189.76413 \n", "L 301.653645 189.204712 \n", "L 301.878783 187.934049 \n", "L 302.261478 184.504542 \n", "L 302.861256 176.834989 \n", "L 304.762457 150.075676 \n", "L 305.260775 146.440948 \n", "L 305.626177 145.066483 \n", "L 305.985496 144.544528 \n", "L 306.265709 144.519904 \n", "L 306.645465 144.715498 \n", "L 307.1366 145.244366 \n", "L 307.746397 146.300025 \n", "L 308.564147 147.886373 \n", "L 308.739243 147.865916 \n", "L 308.900938 147.553378 \n", "L 309.149611 146.29939 \n", "L 309.40144 143.767582 \n", "L 309.685724 138.941484 \n", "L 310.082292 128.065824 \n", "L 310.595854 106.898239 \n", "L 312.339774 27.441299 \n", "L 312.634218 22.424678 \n", "L 312.841964 21.191591 \n", "L 312.940465 21.264946 \n", "L 313.165021 22.929833 \n", "L 313.510963 29.104267 \n", "L 313.980494 42.803668 \n", "L 314.907301 78.77449 \n", "L 315.773512 110.155892 \n", "L 316.27943 122.834762 \n", "L 316.766393 130.341313 \n", "L 317.098998 132.989285 \n", "L 317.37239 133.743142 \n", "L 317.492881 133.695739 \n", "L 317.644366 133.334667 \n", "L 317.896161 132.058375 \n", "L 318.275838 128.86829 \n", "L 319.042642 119.867147 \n", "L 319.990702 109.134262 \n", "L 321.867239 91.757077 \n", "L 322.058179 91.258587 \n", "L 322.14321 91.224588 \n", "L 322.321043 91.527994 \n", "L 322.598137 92.952317 \n", "L 322.98459 96.658314 \n", "L 323.442574 103.414088 \n", "L 324.12437 117.596341 \n", "L 325.054475 137.233397 \n", "L 325.707711 146.151236 \n", "L 326.614254 157.860814 \n", "L 327.183139 164.604182 \n", "L 327.372817 165.365853 \n", "L 327.475613 165.258678 \n", "L 327.655305 164.041452 \n", "L 327.852777 161.034881 \n", "L 328.163361 152.643425 \n", "L 328.622881 132.843554 \n", "L 329.467654 83.549549 \n", "L 330.432366 30.171367 \n", "L 330.887678 15.061353 \n", "L 331.123287 11.836276 \n", "L 331.197524 11.567217 \n", "L 331.266226 11.645934 \n", "L 331.411311 12.844416 \n", "L 331.605342 16.565844 \n", "L 331.932829 27.62193 \n", "L 332.609636 61.419289 \n", "L 333.653204 111.69256 \n", "L 334.420924 139.217858 \n", "L 334.850723 148.058168 \n", "L 335.088262 149.878545 \n", "L 335.164602 150.006639 \n", "L 335.234932 149.945064 \n", "L 335.358559 149.46328 \n", "L 335.63835 147.065855 \n", "L 336.229508 139.361816 \n", "L 336.672385 131.234801 \n", "L 337.063633 120.275503 \n", "L 337.588476 98.669242 \n", "L 339.237686 21.997838 \n", "L 339.526188 18.062576 \n", "L 339.60373 17.812996 \n", "L 339.684903 17.922045 \n", "L 339.865559 19.48937 \n", "L 340.129876 24.784055 \n", "L 340.543318 38.416697 \n", "L 342.228273 101.762968 \n", "L 343.027262 119.548606 \n", "L 343.494037 138.083107 \n", "L 344.03771 169.987161 \n", "L 344.943029 223.362979 \n", "L 345.285593 233.525495 \n", "L 345.535677 236.153616 \n", "L 345.611922 236.207274 \n", "L 345.757163 235.43893 \n", "L 345.967241 232.554769 \n", "L 346.346536 223.185488 \n", "L 346.935068 202.140128 \n", "L 349.063356 122.915129 \n", "L 349.483986 113.907261 \n", "L 349.774387 110.99567 \n", "L 349.907155 110.62366 \n", "L 349.969954 110.66586 \n", "L 350.103414 111.241221 \n", "L 350.316243 113.608979 \n", "L 350.604392 119.854082 \n", "L 351.072784 136.385644 \n", "L 351.793921 161.702083 \n", "L 352.160264 167.980388 \n", "L 352.419019 169.445583 \n", "L 352.584015 169.446042 \n", "L 353.025642 168.613259 \n", "L 353.091861 168.685072 \n", "L 353.216956 169.128375 \n", "L 353.431888 170.961224 \n", "L 353.811383 177.033722 \n", "L 354.466786 187.637039 \n", "L 354.729574 188.932888 \n", "L 354.809137 188.832276 \n", "L 354.962659 187.924788 \n", "L 355.192939 184.672955 \n", "L 355.526005 175.661446 \n", "L 355.921914 158.284146 \n", "L 357.311656 89.041015 \n", "L 357.505705 87.089755 \n", "L 357.577901 86.994491 \n", "L 357.689999 87.460049 \n", "L 357.878799 89.71322 \n", "L 358.227406 97.440109 \n", "L 359.443163 128.328781 \n", "L 359.641659 129.191773 \n", "L 359.771469 128.662161 \n", "L 360.009004 125.762997 \n", "L 360.675172 115.735575 \n", "L 360.788856 115.588771 \n", "L 360.904713 116.22257 \n", "L 361.103947 119.17894 \n", "L 361.399413 127.403558 \n", "L 361.926765 149.395377 \n", "L 363.39454 215.191531 \n", "L 363.679283 219.209075 \n", "L 363.728964 219.268107 \n", "L 363.844891 218.592815 \n", "L 364.017167 215.435302 \n", "L 364.320881 203.898038 \n", "L 364.96505 165.116691 \n", "L 365.472807 141.326874 \n", "L 365.798849 135.174589 \n", "L 365.994887 134.498125 \n", "L 366.128618 135.065467 \n", "L 366.333688 137.351359 \n", "L 366.634746 143.725065 \n", "L 367.122574 160.560851 \n", "L 367.590076 174.603002 \n", "L 367.7821 176.305171 \n", "L 367.840419 176.221875 \n", "L 367.950041 175.326262 \n", "L 368.172723 170.932457 \n", "L 369.190575 144.853526 \n", "L 369.316887 144.348596 \n", "L 369.368627 144.420541 \n", "L 369.493325 145.313679 \n", "L 369.717136 149.734372 \n", "L 369.995245 160.81161 \n", "L 370.458301 191.015756 \n", "L 371.124086 233.400597 \n", "L 371.427014 241.979533 \n", "L 371.584043 243.203019 \n", "L 371.63834 243.142743 \n", "L 371.756771 242.197448 \n", "L 371.977642 237.67467 \n", "L 372.337332 223.890582 \n", "L 373.450739 175.205483 \n", "L 373.765476 170.414384 \n", "L 373.942968 169.761988 \n", "L 374.072725 170.129007 \n", "L 374.328305 172.367897 \n", "L 374.732485 175.844351 \n", "L 374.788257 175.906428 \n", "L 374.916984 175.414732 \n", "L 375.115401 172.72598 \n", "L 375.357778 166.129583 \n", "L 375.758852 147.78778 \n", "L 376.53204 108.601244 \n", "L 376.744597 105.232603 \n", "L 376.810332 105.023501 \n", "L 376.866439 105.123272 \n", "L 377.042153 106.867664 \n", "L 377.337955 113.709162 \n", "L 377.782094 130.997888 \n", "L 378.193386 145.732047 \n", "L 378.397927 148.022728 \n", "L 378.461485 147.904755 \n", "L 378.593351 146.556129 \n", "L 378.91063 139.14228 \n", "L 379.877901 113.43401 \n", "L 380.066136 111.901988 \n", "L 380.1355 111.804594 \n", "L 380.187327 111.893861 \n", "L 380.313878 112.679873 \n", "L 380.528164 115.738209 \n", "L 380.848785 124.03018 \n", "L 381.421522 147.217405 \n", "L 381.785514 158.457483 \n", "L 381.931609 159.550991 \n", "L 382.027668 158.892006 \n", "L 382.197387 155.071383 \n", "L 382.485839 142.314236 \n", "L 383.075006 104.056645 \n", "L 384.235989 24.20612 \n", "L 384.439779 21.269715 \n", "L 384.492835 21.419779 \n", "L 384.642425 23.685031 \n", "L 384.91791 33.043304 \n", "L 385.508197 53.480825 \n", "L 385.73881 55.887954 \n", "L 385.911057 56.163984 \n", "L 386.116326 56.247254 \n", "L 386.275613 56.832086 \n", "L 386.785193 59.977147 \n", "L 386.840821 59.951733 \n", "L 386.956756 59.425998 \n", "L 387.176956 56.665195 \n", "L 387.835686 46.053526 \n", "L 387.883657 45.999729 \n", "L 387.96593 46.31475 \n", "L 388.116867 48.334473 \n", "L 388.333502 54.749886 \n", "L 388.683848 73.748611 \n", "L 389.793621 144.072234 \n", "L 390.172669 155.035975 \n", "L 390.377035 157.338801 \n", "L 390.436013 157.471571 \n", "L 390.492396 157.364265 \n", "L 390.636967 156.017712 \n", "L 390.845449 151.343297 \n", "L 391.191999 137.080662 \n", "L 392.390403 78.429265 \n", "L 392.627036 76.813935 \n", "L 392.903969 76.512134 \n", "L 393.241787 76.20306 \n", "L 393.357867 76.586738 \n", "L 393.561244 78.742175 \n", "L 393.800266 84.209826 \n", "L 394.559582 104.155553 \n", "L 394.60725 104.348202 \n", "L 394.665042 104.319487 \n", "L 394.789024 103.296933 \n", "L 395.040948 97.563611 \n", "L 396.132581 65.55931 \n", "L 396.1869 65.435914 \n", "L 396.247384 65.489439 \n", "L 396.356881 66.057959 \n", "L 396.580497 68.865369 \n", "L 396.868869 75.536502 \n", "L 397.260956 90.630111 \n", "L 398.140458 127.855058 \n", "L 398.547362 135.712463 \n", "L 398.792169 137.47286 \n", "L 398.8838 137.404244 \n", "L 399.026366 136.45666 \n", "L 399.269435 132.847478 \n", "L 400.921606 103.121285 \n", "L 401.05704 102.552007 \n", "L 401.107602 102.593808 \n", "L 401.266384 103.384172 \n", "L 401.585813 105.118545 \n", "L 401.683483 104.835952 \n", "L 401.833956 103.192078 \n", "L 402.135014 96.072427 \n", "L 402.840817 78.185068 \n", "L 403.964274 59.834974 \n", "L 403.997312 59.845164 \n", "L 404.121283 60.425721 \n", "L 404.422283 64.059628 \n", "L 404.797692 67.829417 \n", "L 405.294187 70.935897 \n", "L 405.895367 76.515925 \n", "L 406.002725 76.192211 \n", "L 406.375967 74.216109 \n", "L 406.414975 74.255446 \n", "L 406.531188 74.881297 \n", "L 406.779968 78.316287 \n", "L 407.528931 92.718438 \n", "L 407.926588 110.966227 \n", "L 408.41355 129.226159 \n", "L 409.152531 146.407819 \n", "L 409.205738 146.459152 \n", "L 409.303664 145.789672 \n", "L 409.512707 141.639624 \n", "L 410.520788 116.984363 \n", "L 410.707926 115.456849 \n", "L 410.754022 115.472756 \n", "L 410.846024 116.037116 \n", "L 410.99849 118.597393 \n", "L 411.31335 129.762077 \n", "L 412.429196 176.91917 \n", "L 412.818076 184.766397 \n", "L 412.967893 185.378315 \n", "L 413.068744 184.761968 \n", "L 413.248126 181.561561 \n", "L 413.506113 172.317491 \n", "L 413.850229 151.43473 \n", "L 414.50587 109.578647 \n", "L 414.742128 105.418127 \n", "L 414.838696 105.273042 \n", "L 414.976798 106.006805 \n", "L 415.269986 109.404627 \n", "L 415.599704 115.707488 \n", "L 415.942115 127.188897 \n", "L 416.753604 158.926177 \n", "L 416.870985 159.566927 \n", "L 416.921865 159.406847 \n", "L 417.061459 157.710318 \n", "L 417.304564 150.945861 \n", "L 417.711035 131.757477 \n", "L 418.319259 104.802302 \n", "L 418.664904 98.521767 \n", "L 419.154694 94.278118 \n", "L 419.303475 93.799422 \n", "L 419.342924 93.839226 \n", "L 419.437071 94.334223 \n", "L 419.582318 96.457608 \n", "L 419.832511 104.256525 \n", "L 420.653193 134.113951 \n", "L 420.931039 137.255329 \n", "L 420.964938 137.273613 \n", "L 421.001065 137.188134 \n", "L 421.124858 136.021517 \n", "L 421.334438 131.06176 \n", "L 422.361999 99.984652 \n", "L 422.361999 99.984652 \n", "\" clip-path=\"url(#pd02ff4717f)\" style=\"fill: none; stroke: #3ea44e\"/>\n", " </g>\n", " <g id=\"legend_1\">\n", " <g id=\"patch_5\">\n", " <path d=\"M 332.945749 50.862146 \n", "L 418.361999 50.862146 \n", "L 418.361999 6.834646 \n", "L 332.945749 6.834646 \n", "z\n", "\" style=\"fill: #ffffff; stroke: #000000; stroke-linejoin: miter\"/>\n", " </g>\n", " <g id=\"line2d_14\">\n", " <path d=\"M 339.345749 16.513396 \n", "L 347.345749 16.513396 \n", "L 355.345749 16.513396 \n", "\" style=\"fill: none; stroke: #009afa; stroke-linejoin: miter\"/>\n", " </g>\n", " <g id=\"text_13\">\n", " <!-- GXBeam -->\n", " <g transform=\"translate(361.745749 19.313396) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-47\" d=\"M 3809 666 \n", "L 3809 1919 \n", "L 2778 1919 \n", "L 2778 2438 \n", "L 4434 2438 \n", "L 4434 434 \n", "Q 4069 175 3628 42 \n", "Q 3188 -91 2688 -91 \n", "Q 1594 -91 976 548 \n", "Q 359 1188 359 2328 \n", "Q 359 3472 976 4111 \n", "Q 1594 4750 2688 4750 \n", "Q 3144 4750 3555 4637 \n", "Q 3966 4525 4313 4306 \n", "L 4313 3634 \n", "Q 3963 3931 3569 4081 \n", "Q 3175 4231 2741 4231 \n", "Q 1884 4231 1454 3753 \n", "Q 1025 3275 1025 2328 \n", "Q 1025 1384 1454 906 \n", "Q 1884 428 2741 428 \n", "Q 3075 428 3337 486 \n", "Q 3600 544 3809 666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-58\" d=\"M 403 4666 \n", "L 1081 4666 \n", "L 2241 2931 \n", "L 3406 4666 \n", "L 4084 4666 \n", "L 2584 2425 \n", "L 4184 0 \n", "L 3506 0 \n", "L 2194 1984 \n", "L 872 0 \n", "L 191 0 \n", "L 1856 2491 \n", "L 403 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-42\" d=\"M 1259 2228 \n", "L 1259 519 \n", "L 2272 519 \n", "Q 2781 519 3026 730 \n", "Q 3272 941 3272 1375 \n", "Q 3272 1813 3026 2020 \n", "Q 2781 2228 2272 2228 \n", "L 1259 2228 \n", "z\n", "M 1259 4147 \n", "L 1259 2741 \n", "L 2194 2741 \n", "Q 2656 2741 2882 2914 \n", "Q 3109 3088 3109 3444 \n", "Q 3109 3797 2882 3972 \n", "Q 2656 4147 2194 4147 \n", "L 1259 4147 \n", "z\n", "M 628 4666 \n", "L 2241 4666 \n", "Q 2963 4666 3353 4366 \n", "Q 3744 4066 3744 3513 \n", "Q 3744 3084 3544 2831 \n", "Q 3344 2578 2956 2516 \n", "Q 3422 2416 3680 2098 \n", "Q 3938 1781 3938 1306 \n", "Q 3938 681 3513 340 \n", "Q 3088 0 2303 0 \n", "L 628 0 \n", "L 628 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-61\" d=\"M 2194 1759 \n", "Q 1497 1759 1228 1600 \n", "Q 959 1441 959 1056 \n", "Q 959 750 1161 570 \n", "Q 1363 391 1709 391 \n", "Q 2188 391 2477 730 \n", "Q 2766 1069 2766 1631 \n", "L 2766 1759 \n", "L 2194 1759 \n", "z\n", "M 3341 1997 \n", "L 3341 0 \n", "L 2766 0 \n", "L 2766 531 \n", "Q 2569 213 2275 61 \n", "Q 1981 -91 1556 -91 \n", "Q 1019 -91 701 211 \n", "Q 384 513 384 1019 \n", "Q 384 1609 779 1909 \n", "Q 1175 2209 1959 2209 \n", "L 2766 2209 \n", "L 2766 2266 \n", "Q 2766 2663 2505 2880 \n", "Q 2244 3097 1772 3097 \n", "Q 1472 3097 1187 3025 \n", "Q 903 2953 641 2809 \n", "L 641 3341 \n", "Q 956 3463 1253 3523 \n", "Q 1550 3584 1831 3584 \n", "Q 2591 3584 2966 3190 \n", "Q 3341 2797 3341 1997 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-47\"/>\n", " <use xlink:href=\"#DejaVuSans-58\" x=\"77.490234\"/>\n", " <use xlink:href=\"#DejaVuSans-42\" x=\"145.996094\"/>\n", " <use xlink:href=\"#DejaVuSans-65\" x=\"214.599609\"/>\n", " <use xlink:href=\"#DejaVuSans-61\" x=\"276.123047\"/>\n", " <use xlink:href=\"#DejaVuSans-6d\" x=\"337.402344\"/>\n", " </g>\n", " </g>\n", " <g id=\"line2d_15\">\n", " <path d=\"M 339.345749 28.255896 \n", "L 347.345749 28.255896 \n", "L 355.345749 28.255896 \n", "\" style=\"fill: none; stroke: #e36f47; stroke-linejoin: miter\"/>\n", " </g>\n", " <g id=\"text_14\">\n", " <!-- ODEProblem -->\n", " <g transform=\"translate(361.745749 31.055896) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-4f\" d=\"M 2522 4238 \n", "Q 1834 4238 1429 3725 \n", "Q 1025 3213 1025 2328 \n", "Q 1025 1447 1429 934 \n", "Q 1834 422 2522 422 \n", "Q 3209 422 3611 934 \n", "Q 4013 1447 4013 2328 \n", "Q 4013 3213 3611 3725 \n", "Q 3209 4238 2522 4238 \n", "z\n", "M 2522 4750 \n", "Q 3503 4750 4090 4092 \n", "Q 4678 3434 4678 2328 \n", "Q 4678 1225 4090 567 \n", "Q 3503 -91 2522 -91 \n", "Q 1538 -91 948 565 \n", "Q 359 1222 359 2328 \n", "Q 359 3434 948 4092 \n", "Q 1538 4750 2522 4750 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-44\" d=\"M 1259 4147 \n", "L 1259 519 \n", "L 2022 519 \n", "Q 2988 519 3436 956 \n", "Q 3884 1394 3884 2338 \n", "Q 3884 3275 3436 3711 \n", "Q 2988 4147 2022 4147 \n", "L 1259 4147 \n", "z\n", "M 628 4666 \n", "L 1925 4666 \n", "Q 3281 4666 3915 4102 \n", "Q 4550 3538 4550 2338 \n", "Q 4550 1131 3912 565 \n", "Q 3275 0 1925 0 \n", "L 628 0 \n", "L 628 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-45\" d=\"M 628 4666 \n", "L 3578 4666 \n", "L 3578 4134 \n", "L 1259 4134 \n", "L 1259 2753 \n", "L 3481 2753 \n", "L 3481 2222 \n", "L 1259 2222 \n", "L 1259 531 \n", "L 3634 531 \n", "L 3634 0 \n", "L 628 0 \n", "L 628 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-50\" d=\"M 1259 4147 \n", "L 1259 2394 \n", "L 2053 2394 \n", "Q 2494 2394 2734 2622 \n", "Q 2975 2850 2975 3272 \n", "Q 2975 3691 2734 3919 \n", "Q 2494 4147 2053 4147 \n", "L 1259 4147 \n", "z\n", "M 628 4666 \n", "L 2053 4666 \n", "Q 2838 4666 3239 4311 \n", "Q 3641 3956 3641 3272 \n", "Q 3641 2581 3239 2228 \n", "Q 2838 1875 2053 1875 \n", "L 1259 1875 \n", "L 1259 0 \n", "L 628 0 \n", "L 628 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-72\" d=\"M 2631 2963 \n", "Q 2534 3019 2420 3045 \n", "Q 2306 3072 2169 3072 \n", "Q 1681 3072 1420 2755 \n", "Q 1159 2438 1159 1844 \n", "L 1159 0 \n", "L 581 0 \n", "L 581 3500 \n", "L 1159 3500 \n", "L 1159 2956 \n", "Q 1341 3275 1631 3429 \n", "Q 1922 3584 2338 3584 \n", "Q 2397 3584 2469 3576 \n", "Q 2541 3569 2628 3553 \n", "L 2631 2963 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-6f\" d=\"M 1959 3097 \n", "Q 1497 3097 1228 2736 \n", "Q 959 2375 959 1747 \n", "Q 959 1119 1226 758 \n", "Q 1494 397 1959 397 \n", "Q 2419 397 2687 759 \n", "Q 2956 1122 2956 1747 \n", "Q 2956 2369 2687 2733 \n", "Q 2419 3097 1959 3097 \n", "z\n", "M 1959 3584 \n", "Q 2709 3584 3137 3096 \n", "Q 3566 2609 3566 1747 \n", "Q 3566 888 3137 398 \n", "Q 2709 -91 1959 -91 \n", "Q 1206 -91 779 398 \n", "Q 353 888 353 1747 \n", "Q 353 2609 779 3096 \n", "Q 1206 3584 1959 3584 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-62\" d=\"M 3116 1747 \n", "Q 3116 2381 2855 2742 \n", "Q 2594 3103 2138 3103 \n", "Q 1681 3103 1420 2742 \n", "Q 1159 2381 1159 1747 \n", "Q 1159 1113 1420 752 \n", "Q 1681 391 2138 391 \n", "Q 2594 391 2855 752 \n", "Q 3116 1113 3116 1747 \n", "z\n", "M 1159 2969 \n", "Q 1341 3281 1617 3432 \n", "Q 1894 3584 2278 3584 \n", "Q 2916 3584 3314 3078 \n", "Q 3713 2572 3713 1747 \n", "Q 3713 922 3314 415 \n", "Q 2916 -91 2278 -91 \n", "Q 1894 -91 1617 61 \n", "Q 1341 213 1159 525 \n", "L 1159 0 \n", "L 581 0 \n", "L 581 4863 \n", "L 1159 4863 \n", "L 1159 2969 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-6c\" d=\"M 603 4863 \n", "L 1178 4863 \n", "L 1178 0 \n", "L 603 0 \n", "L 603 4863 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-4f\"/>\n", " <use xlink:href=\"#DejaVuSans-44\" x=\"78.710938\"/>\n", " <use xlink:href=\"#DejaVuSans-45\" x=\"155.712891\"/>\n", " <use xlink:href=\"#DejaVuSans-50\" x=\"218.896484\"/>\n", " <use xlink:href=\"#DejaVuSans-72\" x=\"277.449219\"/>\n", " <use xlink:href=\"#DejaVuSans-6f\" x=\"316.3125\"/>\n", " <use xlink:href=\"#DejaVuSans-62\" x=\"377.494141\"/>\n", " <use xlink:href=\"#DejaVuSans-6c\" x=\"440.970703\"/>\n", " <use xlink:href=\"#DejaVuSans-65\" x=\"468.753906\"/>\n", " <use xlink:href=\"#DejaVuSans-6d\" x=\"530.277344\"/>\n", " </g>\n", " </g>\n", " <g id=\"line2d_16\">\n", " <path d=\"M 339.345749 39.998396 \n", "L 347.345749 39.998396 \n", "L 355.345749 39.998396 \n", "\" style=\"fill: none; stroke: #3ea44e; stroke-linejoin: miter\"/>\n", " </g>\n", " <g id=\"text_15\">\n", " <!-- DAEProblem -->\n", " <g transform=\"translate(361.745749 42.798396) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-41\" d=\"M 2188 4044 \n", "L 1331 1722 \n", "L 3047 1722 \n", "L 2188 4044 \n", "z\n", "M 1831 4666 \n", "L 2547 4666 \n", "L 4325 0 \n", "L 3669 0 \n", "L 3244 1197 \n", "L 1141 1197 \n", "L 716 0 \n", "L 50 0 \n", "L 1831 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-44\"/>\n", " <use xlink:href=\"#DejaVuSans-41\" x=\"75.251953\"/>\n", " <use xlink:href=\"#DejaVuSans-45\" x=\"143.660156\"/>\n", " <use xlink:href=\"#DejaVuSans-50\" x=\"206.84375\"/>\n", " <use xlink:href=\"#DejaVuSans-72\" x=\"265.396484\"/>\n", " <use xlink:href=\"#DejaVuSans-6f\" x=\"304.259766\"/>\n", " <use xlink:href=\"#DejaVuSans-62\" x=\"365.441406\"/>\n", " <use xlink:href=\"#DejaVuSans-6c\" x=\"428.917969\"/>\n", " <use xlink:href=\"#DejaVuSans-65\" x=\"456.701172\"/>\n", " <use xlink:href=\"#DejaVuSans-6d\" x=\"518.224609\"/>\n", " </g>\n", " </g>\n", " </g>\n", " </g>\n", " </g>\n", " <defs>\n", " <clipPath id=\"pd02ff4717f\">\n", " <rect x=\"69.557488\" y=\"2.834646\" width=\"352.804512\" height=\"255.390709\"/>\n", " </clipPath>\n", " </defs>\n", "</svg>\n" ] }, "metadata": {}, "execution_count": 16 } ], "cell_type": "code", "source": [ "ph[10]" ], "metadata": {}, "execution_count": 16 }, { "outputs": [ { "output_type": "execute_result", "data": { "text/plain": "Plot{Plots.PyPlotBackend() n=3}", "image/png": "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", "text/html": [ "<img src=\"data:image/png;base64,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\" />" ], "image/svg+xml": [ "<?xml version=\"1.0\" encoding=\"utf-8\" standalone=\"no\"?>\n", "<!DOCTYPE svg PUBLIC \"-//W3C//DTD SVG 1.1//EN\"\n", " \"http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd\">\n", "<svg xmlns:xlink=\"http://www.w3.org/1999/xlink\" width=\"432pt\" height=\"288pt\" viewBox=\"0 0 432 288\" xmlns=\"http://www.w3.org/2000/svg\" version=\"1.1\">\n", " <metadata>\n", " <rdf:RDF xmlns:dc=\"http://purl.org/dc/elements/1.1/\" xmlns:cc=\"http://creativecommons.org/ns#\" xmlns:rdf=\"http://www.w3.org/1999/02/22-rdf-syntax-ns#\">\n", " <cc:Work>\n", " <dc:type rdf:resource=\"http://purl.org/dc/dcmitype/StillImage\"/>\n", " <dc:date>2023-06-12T19:46:58.666542</dc:date>\n", " <dc:format>image/svg+xml</dc:format>\n", " <dc:creator>\n", " <cc:Agent>\n", " <dc:title>Matplotlib v3.7.1, https://matplotlib.org/</dc:title>\n", " </cc:Agent>\n", " </dc:creator>\n", " </cc:Work>\n", " </rdf:RDF>\n", " </metadata>\n", " <defs>\n", " <style type=\"text/css\">*{stroke-linejoin: round; stroke-linecap: butt}</style>\n", " </defs>\n", " <g id=\"figure_1\">\n", " <g id=\"patch_1\">\n", " <path d=\"M 0 288 \n", "L 432 288 \n", "L 432 0 \n", "L 0 0 \n", "z\n", "\" style=\"fill: #ffffff\"/>\n", " </g>\n", " <g id=\"axes_1\">\n", " <g id=\"patch_2\">\n", " <path d=\"M 71.231488 258.225354 \n", "L 422.361999 258.225354 \n", "L 422.361999 2.834646 \n", "L 71.231488 2.834646 \n", "z\n", "\" style=\"fill: #ffffff\"/>\n", " </g>\n", " <g id=\"line2d_1\">\n", " <path d=\"M 71.231488 129.400445 \n", "L 72.63601 129.47795 \n", "L 73.689401 129.613775 \n", "L 74.216097 129.46798 \n", "L 76.147315 128.679726 \n", "L 76.849576 128.885069 \n", "L 81.238707 131.432779 \n", "L 81.765403 131.31133 \n", "L 82.292099 130.913118 \n", "L 86.505665 126.619402 \n", "L 87.207926 126.190807 \n", "L 87.734622 126.115569 \n", "L 88.963578 126.075785 \n", "L 89.665839 125.873088 \n", "L 90.3681 125.694789 \n", "L 90.894796 125.703485 \n", "L 91.421492 125.965221 \n", "L 92.299318 126.731425 \n", "L 93.70384 128.448552 \n", "L 94.581667 130.113309 \n", "L 95.459493 132.351288 \n", "L 96.68845 135.386047 \n", "L 97.566276 136.8462 \n", "L 98.444102 137.915229 \n", "L 99.497494 138.991388 \n", "L 100.199755 139.366441 \n", "L 100.726451 139.407154 \n", "L 102.306538 139.25499 \n", "L 103.535495 139.373636 \n", "L 104.06219 139.232562 \n", "L 104.588886 138.779677 \n", "L 105.466712 137.674317 \n", "L 107.39793 134.603069 \n", "L 108.275757 132.622926 \n", "L 109.855844 129.09338 \n", "L 111.787062 125.45692 \n", "L 112.664888 123.169139 \n", "L 114.596106 117.29796 \n", "L 115.649497 113.271086 \n", "L 117.40515 106.565581 \n", "L 118.282976 104.219032 \n", "L 119.511933 101.664214 \n", "L 120.389759 100.333072 \n", "L 120.916455 99.904328 \n", "L 121.443151 99.685812 \n", "L 121.969847 99.680257 \n", "L 123.725499 100.013752 \n", "L 124.252195 100.390394 \n", "L 124.778891 101.160232 \n", "L 125.481152 102.677158 \n", "L 126.710108 106.187731 \n", "L 128.11463 110.889148 \n", "L 130.396979 119.304372 \n", "L 133.732719 129.564457 \n", "L 135.137241 134.812422 \n", "L 136.190632 139.69557 \n", "L 140.755329 162.671908 \n", "L 142.159851 168.952342 \n", "L 143.915504 175.640686 \n", "L 144.617765 177.763114 \n", "L 145.320026 179.205235 \n", "L 145.846721 179.764063 \n", "L 146.548982 180.078491 \n", "L 147.251243 180.058503 \n", "L 148.12907 179.838199 \n", "L 148.831331 179.39485 \n", "L 150.411418 178.346802 \n", "L 150.938114 178.373185 \n", "L 151.46481 178.634613 \n", "L 153.044897 179.690995 \n", "L 153.747158 179.831382 \n", "L 155.50281 179.681166 \n", "L 156.205071 179.318966 \n", "L 156.731767 178.744506 \n", "L 159.189681 175.258864 \n", "L 159.891942 174.091544 \n", "L 160.418638 172.848351 \n", "L 161.296464 169.967894 \n", "L 162.17429 166.06169 \n", "L 163.052116 161.220521 \n", "L 163.929943 155.113778 \n", "L 165.158899 144.505722 \n", "L 168.319074 116.247138 \n", "L 170.250292 100.384382 \n", "L 172.883771 81.327578 \n", "L 173.761597 76.468413 \n", "L 174.639423 72.8711 \n", "L 175.692815 69.681259 \n", "L 176.570641 67.72942 \n", "L 177.272902 66.638614 \n", "L 178.677424 64.892399 \n", "L 179.379685 63.609941 \n", "L 180.959772 60.209731 \n", "L 181.662034 59.232013 \n", "L 182.364295 58.709652 \n", "L 182.89099 58.574694 \n", "L 183.417686 58.673531 \n", "L 183.944382 59.065315 \n", "L 184.471078 59.831861 \n", "L 185.173339 61.359584 \n", "L 186.928991 65.532513 \n", "L 189.21134 70.053402 \n", "L 189.913601 72.104517 \n", "L 190.791427 75.426703 \n", "L 191.493688 78.932634 \n", "L 192.371514 84.677623 \n", "L 193.600471 94.686946 \n", "L 196.058384 114.93849 \n", "L 199.042994 137.612658 \n", "L 200.974212 151.161701 \n", "L 201.852038 155.662419 \n", "L 202.554299 158.176652 \n", "L 203.432125 160.412511 \n", "L 205.714474 165.556635 \n", "L 206.416735 167.892194 \n", "L 207.118996 170.939651 \n", "L 209.401344 182.009077 \n", "L 209.92804 183.441623 \n", "L 210.454735 184.318349 \n", "L 210.805866 184.601943 \n", "L 211.156996 184.680139 \n", "L 211.508127 184.584474 \n", "L 211.859258 184.267174 \n", "L 212.385953 183.318644 \n", "L 212.912649 181.848512 \n", "L 213.790475 178.402208 \n", "L 214.843867 174.109114 \n", "L 215.370563 172.684483 \n", "L 215.897258 171.943878 \n", "L 216.248389 171.819885 \n", "L 216.599519 171.936916 \n", "L 218.179607 172.781001 \n", "L 218.530737 172.654996 \n", "L 218.881868 172.35101 \n", "L 219.232998 171.8338 \n", "L 219.759694 170.497782 \n", "L 220.28639 168.314524 \n", "L 220.813086 165.018901 \n", "L 221.515347 158.806352 \n", "L 222.568738 146.735433 \n", "L 224.148825 129.0224 \n", "L 226.255608 108.5775 \n", "L 227.660131 94.771939 \n", "L 228.537957 83.535659 \n", "L 229.942479 61.55737 \n", "L 230.99587 46.877518 \n", "L 231.698131 39.619187 \n", "L 232.400392 34.594798 \n", "L 232.927088 32.517325 \n", "L 233.278219 31.973183 \n", "L 233.453784 31.974888 \n", "L 233.629349 32.160022 \n", "L 233.98048 33.070936 \n", "L 234.507176 35.655785 \n", "L 235.385002 41.781468 \n", "L 236.438393 48.777939 \n", "L 237.140654 51.908847 \n", "L 238.018481 54.672583 \n", "L 239.598568 59.007926 \n", "L 239.949698 59.477651 \n", "L 240.300829 59.633633 \n", "L 240.651959 59.497525 \n", "L 241.880916 58.502413 \n", "L 242.232047 58.612212 \n", "L 242.583177 58.975688 \n", "L 243.285438 60.096756 \n", "L 244.163265 61.538431 \n", "L 245.041091 62.855938 \n", "L 245.567787 64.16228 \n", "L 246.094482 66.084628 \n", "L 247.323439 71.170884 \n", "L 247.67457 71.865934 \n", "L 248.0257 72.034681 \n", "L 248.376831 71.771752 \n", "L 249.079092 70.935129 \n", "L 249.254657 70.868702 \n", "L 249.430222 70.931865 \n", "L 249.605788 71.159378 \n", "L 249.956918 72.204912 \n", "L 250.308049 74.0377 \n", "L 250.834744 78.169692 \n", "L 251.537005 85.755132 \n", "L 252.414832 97.967981 \n", "L 253.292658 113.899472 \n", "L 255.750571 163.231504 \n", "L 256.452832 171.497594 \n", "L 257.330659 178.839313 \n", "L 258.208485 184.227078 \n", "L 258.735181 186.351675 \n", "L 259.086311 187.177447 \n", "L 259.437442 187.589991 \n", "L 260.490833 188.318591 \n", "L 260.841964 188.985016 \n", "L 261.36866 190.575508 \n", "L 262.246486 193.485025 \n", "L 262.597616 194.00276 \n", "L 262.773182 194.038043 \n", "L 262.948747 193.904399 \n", "L 263.299877 193.132002 \n", "L 263.826573 191.111449 \n", "L 264.7044 187.764557 \n", "L 265.05553 187.172887 \n", "L 265.231095 187.080424 \n", "L 265.406661 187.12879 \n", "L 265.757791 187.624516 \n", "L 266.284487 188.995805 \n", "L 268.040139 194.671998 \n", "L 268.566835 197.192622 \n", "L 270.322488 207.090016 \n", "L 270.498053 207.369382 \n", "L 270.673618 207.39176 \n", "L 270.849183 207.161706 \n", "L 271.200314 206.005034 \n", "L 271.72701 202.917943 \n", "L 272.604836 197.451745 \n", "L 272.955967 196.122449 \n", "L 273.307097 195.52748 \n", "L 273.658228 195.47322 \n", "L 274.711619 196.042663 \n", "L 275.06275 195.727112 \n", "L 275.41388 195.042688 \n", "L 276.993967 191.178166 \n", "L 277.345098 190.962295 \n", "L 278.398489 190.907178 \n", "L 278.74962 190.224234 \n", "L 279.10075 188.778486 \n", "L 279.451881 186.49393 \n", "L 279.978577 181.354147 \n", "L 280.680838 171.824701 \n", "L 282.612056 144.101458 \n", "L 284.192143 124.270368 \n", "L 285.245534 114.213544 \n", "L 286.123361 105.528153 \n", "L 286.825622 95.959812 \n", "L 288.054579 74.572315 \n", "L 289.283535 54.490576 \n", "L 290.336927 40.575291 \n", "L 290.863623 35.551545 \n", "L 291.214753 33.456018 \n", "L 291.565884 32.634444 \n", "L 291.741449 32.723043 \n", "L 291.917014 33.141602 \n", "L 292.268145 34.926938 \n", "L 292.79484 39.354928 \n", "L 294.199362 52.427574 \n", "L 294.726058 55.42446 \n", "L 295.252754 57.213259 \n", "L 295.603885 57.866731 \n", "L 295.955015 58.124605 \n", "L 296.13058 58.083708 \n", "L 296.306146 57.901483 \n", "L 296.657276 57.007499 \n", "L 297.008407 55.290258 \n", "L 297.535102 50.933668 \n", "L 298.237363 42.188545 \n", "L 299.290755 28.325806 \n", "L 299.817451 23.699038 \n", "L 300.168581 21.921548 \n", "L 300.519712 21.16367 \n", "L 300.695277 21.163579 \n", "L 300.870842 21.40343 \n", "L 301.221973 22.524774 \n", "L 301.573103 24.393864 \n", "L 302.099799 28.546993 \n", "L 302.80206 35.997584 \n", "L 304.908843 60.391387 \n", "L 305.259974 61.958428 \n", "L 305.435539 62.236134 \n", "L 305.611104 62.16539 \n", "L 305.786669 61.736966 \n", "L 306.1378 59.812803 \n", "L 306.664496 54.780003 \n", "L 308.595713 32.347262 \n", "L 308.946844 30.565196 \n", "L 309.122409 30.27822 \n", "L 309.297974 30.48848 \n", "L 309.47354 31.237464 \n", "L 309.82467 34.533759 \n", "L 310.175801 40.262958 \n", "L 310.702497 52.978693 \n", "L 311.580323 81.842092 \n", "L 313.335975 142.445508 \n", "L 314.038236 158.425723 \n", "L 314.564932 166.069762 \n", "L 315.091628 170.598889 \n", "L 315.442758 172.089395 \n", "L 315.793889 172.658357 \n", "L 315.969454 172.677616 \n", "L 316.671715 172.222084 \n", "L 316.84728 172.364269 \n", "L 317.022846 172.778002 \n", "L 317.373976 174.712033 \n", "L 317.725107 178.429001 \n", "L 318.251803 187.283328 \n", "L 320.18302 225.484602 \n", "L 320.709716 231.214615 \n", "L 321.236412 234.489989 \n", "L 321.763108 236.163813 \n", "L 322.114238 236.529788 \n", "L 322.289803 236.394353 \n", "L 322.465369 235.971814 \n", "L 322.816499 234.026686 \n", "L 323.16763 230.265302 \n", "L 323.694325 220.562884 \n", "L 324.396586 201.36117 \n", "L 325.098848 183.165678 \n", "L 325.449978 177.703641 \n", "L 325.801109 175.511413 \n", "L 325.976674 175.617613 \n", "L 326.152239 176.467745 \n", "L 326.50337 180.085854 \n", "L 327.030065 188.794722 \n", "L 328.785718 220.580071 \n", "L 330.365805 241.866939 \n", "L 331.068066 248.803744 \n", "L 331.419197 250.621564 \n", "L 331.594762 250.997315 \n", "L 331.770327 250.944933 \n", "L 331.945892 250.405323 \n", "L 332.297023 247.728567 \n", "L 332.648154 242.84039 \n", "L 333.350415 227.96074 \n", "L 334.228241 209.573942 \n", "L 334.579371 205.220502 \n", "L 334.930502 203.163857 \n", "L 335.106067 202.90509 \n", "L 335.281632 203.037768 \n", "L 335.632763 204.079506 \n", "L 336.159459 205.675564 \n", "L 336.335024 205.880382 \n", "L 336.510589 205.895006 \n", "L 336.86172 205.433921 \n", "L 337.388415 204.551788 \n", "L 337.563981 204.527717 \n", "L 337.739546 204.732942 \n", "L 337.915111 205.237421 \n", "L 338.266242 207.334729 \n", "L 338.792937 213.098289 \n", "L 340.021894 228.65912 \n", "L 340.373025 231.287392 \n", "L 340.724155 232.426459 \n", "L 340.899721 232.448771 \n", "L 341.075286 232.162382 \n", "L 341.426416 230.798375 \n", "L 341.777547 228.47062 \n", "L 342.304243 223.038203 \n", "L 342.830938 215.104579 \n", "L 344.762156 181.211869 \n", "L 345.288852 176.705178 \n", "L 346.166678 170.456469 \n", "L 346.693374 163.820359 \n", "L 347.395635 151.015918 \n", "L 348.624592 126.655471 \n", "L 349.151288 120.440134 \n", "L 349.853549 113.700865 \n", "L 350.204679 107.845085 \n", "L 350.731375 94.636332 \n", "L 352.135897 55.420711 \n", "L 352.662593 46.623629 \n", "L 353.013723 43.160863 \n", "L 354.067115 36.154366 \n", "L 354.59381 28.165002 \n", "L 355.471637 13.297569 \n", "L 355.822767 10.949666 \n", "L 355.998333 11.148076 \n", "L 356.173898 12.303318 \n", "L 356.525028 17.154729 \n", "L 357.57842 36.572722 \n", "L 357.753985 38.011389 \n", "L 357.92955 38.5275 \n", "L 358.105116 38.084623 \n", "L 358.456246 34.482286 \n", "L 359.158507 21.042631 \n", "L 359.509638 15.546682 \n", "L 359.685203 14.05776 \n", "L 359.860768 13.608259 \n", "L 360.036333 14.21885 \n", "L 360.387464 18.371736 \n", "L 361.791986 43.219515 \n", "L 361.967551 43.81015 \n", "L 362.143116 43.565533 \n", "L 362.318682 42.534662 \n", "L 362.669812 38.423036 \n", "L 363.547639 25.750188 \n", "L 363.723204 25.533288 \n", "L 363.898769 26.781585 \n", "L 364.2499 33.49066 \n", "L 365.127726 55.651926 \n", "L 365.478856 58.591843 \n", "L 365.654422 58.514441 \n", "L 365.829987 57.536891 \n", "L 366.181117 53.142061 \n", "L 366.707813 41.309405 \n", "L 367.410074 25.092009 \n", "L 367.585639 23.639446 \n", "L 367.761205 23.965692 \n", "L 367.93677 26.14339 \n", "L 368.2879 35.185056 \n", "L 369.165727 62.96617 \n", "L 369.516857 68.493974 \n", "L 369.692422 69.483181 \n", "L 369.867988 69.287587 \n", "L 370.043553 67.970813 \n", "L 370.394684 62.605011 \n", "L 371.096945 49.557289 \n", "L 371.27251 47.898605 \n", "L 371.448075 47.429665 \n", "L 371.62364 48.297282 \n", "L 371.974771 53.943785 \n", "L 373.028162 79.683676 \n", "L 373.203728 81.238859 \n", "L 373.379293 81.43078 \n", "L 373.554858 80.349272 \n", "L 373.905989 75.436732 \n", "L 374.60825 64.248032 \n", "L 374.783815 63.082391 \n", "L 374.95938 63.108819 \n", "L 375.134945 64.515763 \n", "L 375.486076 71.767356 \n", "L 376.012772 92.101955 \n", "L 376.890598 130.307434 \n", "L 377.241728 138.776578 \n", "L 377.592859 142.393311 \n", "L 377.768424 142.953369 \n", "L 378.29512 143.331757 \n", "L 378.470685 144.170925 \n", "L 378.821816 148.579138 \n", "L 379.172946 156.746742 \n", "L 379.875207 180.223087 \n", "L 380.401903 197.704396 \n", "L 380.753034 203.962281 \n", "L 380.928599 204.629844 \n", "L 381.104164 203.664805 \n", "L 381.455295 197.808697 \n", "L 382.508686 174.335227 \n", "L 382.684251 172.766946 \n", "L 382.859817 172.343743 \n", "L 383.035382 173.034252 \n", "L 383.386512 177.350296 \n", "L 384.439904 195.396896 \n", "L 384.615469 196.092669 \n", "L 384.791034 195.725865 \n", "L 384.9666 194.317118 \n", "L 385.31773 188.924386 \n", "L 386.019991 176.166198 \n", "L 386.371122 173.771014 \n", "L 386.546687 174.099626 \n", "L 386.722252 175.364715 \n", "L 387.073383 180.386887 \n", "L 387.600079 193.4102 \n", "L 388.30234 212.646761 \n", "L 388.477905 215.106338 \n", "L 388.65347 215.945285 \n", "L 388.829035 215.167206 \n", "L 389.180166 209.960572 \n", "L 389.706862 200.774674 \n", "L 390.057992 197.979454 \n", "L 390.409123 197.140431 \n", "L 390.935818 196.419203 \n", "L 391.111384 196.862821 \n", "L 391.286949 198.141568 \n", "L 391.638079 203.445261 \n", "L 392.164775 212.549224 \n", "L 392.34034 213.623448 \n", "L 392.515906 213.153113 \n", "L 392.867036 208.162369 \n", "L 393.569297 195.248458 \n", "L 394.095993 190.29377 \n", "L 394.447124 188.13664 \n", "L 394.622689 187.641138 \n", "L 394.798254 187.981751 \n", "L 394.973819 189.490803 \n", "L 395.32495 196.24824 \n", "L 396.202776 218.183258 \n", "L 396.553907 221.483644 \n", "L 396.729472 221.935111 \n", "L 396.905037 221.827254 \n", "L 397.256168 220.711684 \n", "L 397.782863 218.44939 \n", "L 397.958429 218.041722 \n", "L 398.133994 218.070903 \n", "L 398.309559 218.605059 \n", "L 398.66069 221.547194 \n", "L 399.187385 229.460799 \n", "L 399.714081 236.684462 \n", "L 399.889646 237.77272 \n", "L 400.065212 237.78353 \n", "L 400.240777 236.536757 \n", "L 400.591908 230.365178 \n", "L 402.523125 182.500584 \n", "L 402.698691 181.529296 \n", "L 402.874256 181.434655 \n", "L 403.225386 182.039848 \n", "L 403.400952 181.805698 \n", "L 403.576517 180.891608 \n", "L 403.927647 176.938446 \n", "L 404.278778 170.167327 \n", "L 404.805474 154.343758 \n", "L 405.332169 140.169779 \n", "L 405.6833 137.125553 \n", "L 405.858865 137.268126 \n", "L 406.03443 138.292405 \n", "L 406.385561 143.181642 \n", "L 407.087822 157.240303 \n", "L 407.263387 158.487347 \n", "L 407.438952 158.495323 \n", "L 407.614518 157.404698 \n", "L 407.965648 152.300843 \n", "L 408.316779 142.526802 \n", "L 409.37017 107.952964 \n", "L 409.896866 97.761756 \n", "L 410.423562 91.946933 \n", "L 410.774692 88.154178 \n", "L 411.301388 77.947407 \n", "L 412.003649 58.056972 \n", "L 412.70591 37.676939 \n", "L 413.057041 33.155488 \n", "L 413.232606 33.036055 \n", "L 413.408171 34.272334 \n", "L 413.759302 39.639995 \n", "L 415.163824 66.615942 \n", "L 415.339389 67.153395 \n", "L 415.514954 66.403549 \n", "L 416.392781 57.263175 \n", "L 416.568346 57.148044 \n", "L 416.743911 57.715753 \n", "L 417.095042 60.078647 \n", "L 417.446172 64.734353 \n", "L 418.499564 84.95536 \n", "L 418.675129 85.361463 \n", "L 418.850694 84.427314 \n", "L 419.201825 78.645884 \n", "L 419.552955 68.119605 \n", "L 420.781912 22.802618 \n", "L 421.133042 18.342225 \n", "L 421.308608 18.212628 \n", "L 421.659738 20.257501 \n", "L 422.186434 25.138113 \n", "L 422.361999 27.3376 \n", "L 422.361999 27.3376 \n", "\" clip-path=\"url(#p4158db976e)\" style=\"fill: none; stroke: #009afa\"/>\n", " </g>\n", " <g id=\"matplotlib.axis_1\">\n", " <g id=\"xtick_1\">\n", " <g id=\"line2d_2\">\n", " <defs>\n", " <path id=\"m221db78f3d\" d=\"M 0 0 \n", "L 0 -2.5 \n", "\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </defs>\n", " <g>\n", " <use xlink:href=\"#m221db78f3d\" x=\"71.231488\" y=\"258.225354\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_1\">\n", " <!-- $0.0$ -->\n", " <g transform=\"translate(64.831488 267.804104) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-30\" d=\"M 2034 4250 \n", "Q 1547 4250 1301 3770 \n", "Q 1056 3291 1056 2328 \n", "Q 1056 1369 1301 889 \n", "Q 1547 409 2034 409 \n", "Q 2525 409 2770 889 \n", "Q 3016 1369 3016 2328 \n", "Q 3016 3291 2770 3770 \n", "Q 2525 4250 2034 4250 \n", "z\n", "M 2034 4750 \n", "Q 2819 4750 3233 4129 \n", "Q 3647 3509 3647 2328 \n", "Q 3647 1150 3233 529 \n", "Q 2819 -91 2034 -91 \n", "Q 1250 -91 836 529 \n", "Q 422 1150 422 2328 \n", "Q 422 3509 836 4129 \n", "Q 1250 4750 2034 4750 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-2e\" d=\"M 684 794 \n", "L 1344 794 \n", "L 1344 0 \n", "L 684 0 \n", "L 684 794 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(0 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(95.410156 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"xtick_2\">\n", " <g id=\"line2d_3\">\n", " <g>\n", " <use xlink:href=\"#m221db78f3d\" x=\"159.014116\" y=\"258.225354\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_2\">\n", " <!-- $0.5$ -->\n", " <g transform=\"translate(152.614116 267.804104) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-35\" d=\"M 691 4666 \n", "L 3169 4666 \n", "L 3169 4134 \n", "L 1269 4134 \n", "L 1269 2991 \n", "Q 1406 3038 1543 3061 \n", "Q 1681 3084 1819 3084 \n", "Q 2600 3084 3056 2656 \n", "Q 3513 2228 3513 1497 \n", "Q 3513 744 3044 326 \n", "Q 2575 -91 1722 -91 \n", "Q 1428 -91 1123 -41 \n", "Q 819 9 494 109 \n", "L 494 744 \n", "Q 775 591 1075 516 \n", "Q 1375 441 1709 441 \n", "Q 2250 441 2565 725 \n", "Q 2881 1009 2881 1497 \n", "Q 2881 1984 2565 2268 \n", "Q 2250 2553 1709 2553 \n", "Q 1456 2553 1204 2497 \n", "Q 953 2441 691 2322 \n", "L 691 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(0 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-35\" transform=\"translate(95.410156 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"xtick_3\">\n", " <g id=\"line2d_4\">\n", " <g>\n", " <use xlink:href=\"#m221db78f3d\" x=\"246.796743\" y=\"258.225354\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_3\">\n", " <!-- $1.0$ -->\n", " <g transform=\"translate(240.396743 267.804104) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-31\" d=\"M 794 531 \n", "L 1825 531 \n", "L 1825 4091 \n", "L 703 3866 \n", "L 703 4441 \n", "L 1819 4666 \n", "L 2450 4666 \n", "L 2450 531 \n", "L 3481 531 \n", "L 3481 0 \n", "L 794 0 \n", "L 794 531 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-31\" transform=\"translate(0 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(95.410156 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"xtick_4\">\n", " <g id=\"line2d_5\">\n", " <g>\n", " <use xlink:href=\"#m221db78f3d\" x=\"334.579371\" y=\"258.225354\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_4\">\n", " <!-- $1.5$ -->\n", " <g transform=\"translate(328.179371 267.804104) scale(0.08 -0.08)\">\n", " <use xlink:href=\"#DejaVuSans-31\" transform=\"translate(0 0.09375)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.09375)\"/>\n", " <use xlink:href=\"#DejaVuSans-35\" transform=\"translate(95.410156 0.09375)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"xtick_5\">\n", " <g id=\"line2d_6\">\n", " <g>\n", " <use xlink:href=\"#m221db78f3d\" x=\"422.361999\" y=\"258.225354\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_5\">\n", " <!-- $2.0$ -->\n", " <g transform=\"translate(415.961999 267.804104) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-32\" d=\"M 1228 531 \n", "L 3431 531 \n", "L 3431 0 \n", "L 469 0 \n", "L 469 531 \n", "Q 828 903 1448 1529 \n", "Q 2069 2156 2228 2338 \n", "Q 2531 2678 2651 2914 \n", "Q 2772 3150 2772 3378 \n", "Q 2772 3750 2511 3984 \n", "Q 2250 4219 1831 4219 \n", "Q 1534 4219 1204 4116 \n", "Q 875 4013 500 3803 \n", "L 500 4441 \n", "Q 881 4594 1212 4672 \n", "Q 1544 4750 1819 4750 \n", "Q 2544 4750 2975 4387 \n", "Q 3406 4025 3406 3419 \n", "Q 3406 3131 3298 2873 \n", "Q 3191 2616 2906 2266 \n", "Q 2828 2175 2409 1742 \n", "Q 1991 1309 1228 531 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-32\" transform=\"translate(0 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(95.410156 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"text_6\">\n", " <!-- Time (s) -->\n", " <g transform=\"translate(224.434947 281.826136) scale(0.11 -0.11)\">\n", " <defs>\n", " <path id=\"DejaVuSans-54\" d=\"M -19 4666 \n", "L 3928 4666 \n", "L 3928 4134 \n", "L 2272 4134 \n", "L 2272 0 \n", "L 1638 0 \n", "L 1638 4134 \n", "L -19 4134 \n", "L -19 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-69\" d=\"M 603 3500 \n", "L 1178 3500 \n", "L 1178 0 \n", "L 603 0 \n", "L 603 3500 \n", "z\n", "M 603 4863 \n", "L 1178 4863 \n", "L 1178 4134 \n", "L 603 4134 \n", "L 603 4863 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-6d\" d=\"M 3328 2828 \n", "Q 3544 3216 3844 3400 \n", "Q 4144 3584 4550 3584 \n", "Q 5097 3584 5394 3201 \n", "Q 5691 2819 5691 2113 \n", "L 5691 0 \n", "L 5113 0 \n", "L 5113 2094 \n", "Q 5113 2597 4934 2840 \n", "Q 4756 3084 4391 3084 \n", "Q 3944 3084 3684 2787 \n", "Q 3425 2491 3425 1978 \n", "L 3425 0 \n", "L 2847 0 \n", "L 2847 2094 \n", "Q 2847 2600 2669 2842 \n", "Q 2491 3084 2119 3084 \n", "Q 1678 3084 1418 2786 \n", "Q 1159 2488 1159 1978 \n", "L 1159 0 \n", "L 581 0 \n", "L 581 3500 \n", "L 1159 3500 \n", "L 1159 2956 \n", "Q 1356 3278 1631 3431 \n", "Q 1906 3584 2284 3584 \n", "Q 2666 3584 2933 3390 \n", "Q 3200 3197 3328 2828 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-65\" d=\"M 3597 1894 \n", "L 3597 1613 \n", "L 953 1613 \n", "Q 991 1019 1311 708 \n", "Q 1631 397 2203 397 \n", "Q 2534 397 2845 478 \n", "Q 3156 559 3463 722 \n", "L 3463 178 \n", "Q 3153 47 2828 -22 \n", "Q 2503 -91 2169 -91 \n", "Q 1331 -91 842 396 \n", "Q 353 884 353 1716 \n", "Q 353 2575 817 3079 \n", "Q 1281 3584 2069 3584 \n", "Q 2775 3584 3186 3129 \n", "Q 3597 2675 3597 1894 \n", "z\n", "M 3022 2063 \n", "Q 3016 2534 2758 2815 \n", "Q 2500 3097 2075 3097 \n", "Q 1594 3097 1305 2825 \n", "Q 1016 2553 972 2059 \n", "L 3022 2063 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-20\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-28\" d=\"M 1984 4856 \n", "Q 1566 4138 1362 3434 \n", "Q 1159 2731 1159 2009 \n", "Q 1159 1288 1364 580 \n", "Q 1569 -128 1984 -844 \n", "L 1484 -844 \n", "Q 1016 -109 783 600 \n", "Q 550 1309 550 2009 \n", "Q 550 2706 781 3412 \n", "Q 1013 4119 1484 4856 \n", "L 1984 4856 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-73\" d=\"M 2834 3397 \n", "L 2834 2853 \n", "Q 2591 2978 2328 3040 \n", "Q 2066 3103 1784 3103 \n", "Q 1356 3103 1142 2972 \n", "Q 928 2841 928 2578 \n", "Q 928 2378 1081 2264 \n", "Q 1234 2150 1697 2047 \n", "L 1894 2003 \n", "Q 2506 1872 2764 1633 \n", "Q 3022 1394 3022 966 \n", "Q 3022 478 2636 193 \n", "Q 2250 -91 1575 -91 \n", "Q 1294 -91 989 -36 \n", "Q 684 19 347 128 \n", "L 347 722 \n", "Q 666 556 975 473 \n", "Q 1284 391 1588 391 \n", "Q 1994 391 2212 530 \n", "Q 2431 669 2431 922 \n", "Q 2431 1156 2273 1281 \n", "Q 2116 1406 1581 1522 \n", "L 1381 1569 \n", "Q 847 1681 609 1914 \n", "Q 372 2147 372 2553 \n", "Q 372 3047 722 3315 \n", "Q 1072 3584 1716 3584 \n", "Q 2034 3584 2315 3537 \n", "Q 2597 3491 2834 3397 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-29\" d=\"M 513 4856 \n", "L 1013 4856 \n", "Q 1481 4119 1714 3412 \n", "Q 1947 2706 1947 2009 \n", "Q 1947 1309 1714 600 \n", "Q 1481 -109 1013 -844 \n", "L 513 -844 \n", "Q 928 -128 1133 580 \n", "Q 1338 1288 1338 2009 \n", "Q 1338 2731 1133 3434 \n", "Q 928 4138 513 4856 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-54\"/>\n", " <use xlink:href=\"#DejaVuSans-69\" x=\"57.958984\"/>\n", " <use xlink:href=\"#DejaVuSans-6d\" x=\"85.742188\"/>\n", " <use xlink:href=\"#DejaVuSans-65\" x=\"183.154297\"/>\n", " <use xlink:href=\"#DejaVuSans-20\" x=\"244.677734\"/>\n", " <use xlink:href=\"#DejaVuSans-28\" x=\"276.464844\"/>\n", " <use xlink:href=\"#DejaVuSans-73\" x=\"315.478516\"/>\n", " <use xlink:href=\"#DejaVuSans-29\" x=\"367.578125\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"matplotlib.axis_2\">\n", " <g id=\"ytick_1\">\n", " <g id=\"line2d_7\">\n", " <defs>\n", " <path id=\"m5ff6be47d5\" d=\"M 0 0 \n", "L 2.5 0 \n", "\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </defs>\n", " <g>\n", " <use xlink:href=\"#m5ff6be47d5\" x=\"71.231488\" y=\"240.070545\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_7\">\n", " <!-- $-1.50×10^{6}$ -->\n", " <g transform=\"translate(22.451488 243.10992) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-2212\" d=\"M 678 2272 \n", "L 4684 2272 \n", "L 4684 1741 \n", "L 678 1741 \n", "L 678 2272 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-d7\" d=\"M 4488 3438 \n", "L 3059 2003 \n", "L 4488 575 \n", "L 4116 197 \n", "L 2681 1631 \n", "L 1247 197 \n", "L 878 575 \n", "L 2303 2003 \n", "L 878 3438 \n", "L 1247 3816 \n", "L 2681 2381 \n", "L 4116 3816 \n", "L 4488 3438 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-36\" d=\"M 2113 2584 \n", "Q 1688 2584 1439 2293 \n", "Q 1191 2003 1191 1497 \n", "Q 1191 994 1439 701 \n", "Q 1688 409 2113 409 \n", "Q 2538 409 2786 701 \n", "Q 3034 994 3034 1497 \n", "Q 3034 2003 2786 2293 \n", "Q 2538 2584 2113 2584 \n", "z\n", "M 3366 4563 \n", "L 3366 3988 \n", "Q 3128 4100 2886 4159 \n", "Q 2644 4219 2406 4219 \n", "Q 1781 4219 1451 3797 \n", "Q 1122 3375 1075 2522 \n", "Q 1259 2794 1537 2939 \n", "Q 1816 3084 2150 3084 \n", "Q 2853 3084 3261 2657 \n", "Q 3669 2231 3669 1497 \n", "Q 3669 778 3244 343 \n", "Q 2819 -91 2113 -91 \n", "Q 1303 -91 875 529 \n", "Q 447 1150 447 2328 \n", "Q 447 3434 972 4092 \n", "Q 1497 4750 2381 4750 \n", "Q 2619 4750 2861 4703 \n", "Q 3103 4656 3366 4563 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-2212\" transform=\"translate(0 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-31\" transform=\"translate(83.789062 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(147.412109 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-35\" transform=\"translate(179.199219 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(242.822266 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-d7\" transform=\"translate(306.445312 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-31\" transform=\"translate(390.234375 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(453.857422 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-36\" transform=\"translate(518.4375 39.046875) scale(0.7)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"ytick_2\">\n", " <g id=\"line2d_8\">\n", " <g>\n", " <use xlink:href=\"#m5ff6be47d5\" x=\"71.231488\" y=\"203.180512\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_8\">\n", " <!-- $-1.00×10^{6}$ -->\n", " <g transform=\"translate(22.451488 206.219887) scale(0.08 -0.08)\">\n", " <use xlink:href=\"#DejaVuSans-2212\" transform=\"translate(0 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-31\" transform=\"translate(83.789062 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(147.412109 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(179.199219 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(242.822266 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-d7\" transform=\"translate(306.445312 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-31\" transform=\"translate(390.234375 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(453.857422 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-36\" transform=\"translate(518.4375 39.046875) scale(0.7)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"ytick_3\">\n", " <g id=\"line2d_9\">\n", " <g>\n", " <use xlink:href=\"#m5ff6be47d5\" x=\"71.231488\" y=\"166.290479\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_9\">\n", " <!-- $-5.00×10^{5}$ -->\n", " <g transform=\"translate(22.451488 169.329854) scale(0.08 -0.08)\">\n", " <use xlink:href=\"#DejaVuSans-2212\" transform=\"translate(0 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-35\" transform=\"translate(83.789062 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(147.412109 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(179.199219 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(242.822266 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-d7\" transform=\"translate(306.445312 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-31\" transform=\"translate(390.234375 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(453.857422 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-35\" transform=\"translate(518.4375 38.965625) scale(0.7)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"ytick_4\">\n", " <g id=\"line2d_10\">\n", " <g>\n", " <use xlink:href=\"#m5ff6be47d5\" x=\"71.231488\" y=\"129.400445\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_10\">\n", " <!-- $0$ -->\n", " <g transform=\"translate(62.611488 132.43982) scale(0.08 -0.08)\">\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(0 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"ytick_5\">\n", " <g id=\"line2d_11\">\n", " <g>\n", " <use xlink:href=\"#m5ff6be47d5\" x=\"71.231488\" y=\"92.510412\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_11\">\n", " <!-- $5.00×10^{5}$ -->\n", " <g transform=\"translate(29.171488 95.549787) scale(0.08 -0.08)\">\n", " <use xlink:href=\"#DejaVuSans-35\" transform=\"translate(0 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(95.410156 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(159.033203 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-d7\" transform=\"translate(222.65625 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-31\" transform=\"translate(306.445312 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(370.068359 0.684375)\"/>\n", " <use xlink:href=\"#DejaVuSans-35\" transform=\"translate(434.648438 38.965625) scale(0.7)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"ytick_6\">\n", " <g id=\"line2d_12\">\n", " <g>\n", " <use xlink:href=\"#m5ff6be47d5\" x=\"71.231488\" y=\"55.620379\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_12\">\n", " <!-- $1.00×10^{6}$ -->\n", " <g transform=\"translate(29.171488 58.659754) scale(0.08 -0.08)\">\n", " <use xlink:href=\"#DejaVuSans-31\" transform=\"translate(0 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(95.410156 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(159.033203 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-d7\" transform=\"translate(222.65625 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-31\" transform=\"translate(306.445312 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(370.068359 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-36\" transform=\"translate(434.648438 39.046875) scale(0.7)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"ytick_7\">\n", " <g id=\"line2d_13\">\n", " <g>\n", " <use xlink:href=\"#m5ff6be47d5\" x=\"71.231488\" y=\"18.730345\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_13\">\n", " <!-- $1.50×10^{6}$ -->\n", " <g transform=\"translate(29.171488 21.76972) scale(0.08 -0.08)\">\n", " <use xlink:href=\"#DejaVuSans-31\" transform=\"translate(0 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-35\" transform=\"translate(95.410156 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(159.033203 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-d7\" transform=\"translate(222.65625 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-31\" transform=\"translate(306.445312 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(370.068359 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-36\" transform=\"translate(434.648438 39.046875) scale(0.7)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"text_14\">\n", " <!-- $M_y$ ($Nm$) -->\n", " <g transform=\"translate(15.041488 153.245) rotate(-90) scale(0.11 -0.11)\">\n", " <defs>\n", " <path id=\"DejaVuSans-Oblique-4d\" d=\"M 1081 4666 \n", "L 2028 4666 \n", "L 2572 1522 \n", "L 4378 4666 \n", "L 5350 4666 \n", "L 4441 0 \n", "L 3828 0 \n", "L 4622 4091 \n", "L 2791 897 \n", "L 2175 897 \n", "L 1581 4103 \n", "L 788 0 \n", "L 172 0 \n", "L 1081 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-Oblique-79\" d=\"M 1588 -325 \n", "Q 1188 -997 936 -1164 \n", "Q 684 -1331 294 -1331 \n", "L -159 -1331 \n", "L -63 -850 \n", "L 269 -850 \n", "Q 509 -850 678 -719 \n", "Q 847 -588 1056 -206 \n", "L 1234 128 \n", "L 459 3500 \n", "L 1069 3500 \n", "L 1650 819 \n", "L 3256 3500 \n", "L 3859 3500 \n", "L 1588 -325 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-Oblique-4e\" d=\"M 1081 4666 \n", "L 1931 4666 \n", "L 3219 666 \n", "L 4000 4666 \n", "L 4616 4666 \n", "L 3706 0 \n", "L 2853 0 \n", "L 1569 4025 \n", "L 788 0 \n", "L 172 0 \n", "L 1081 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-Oblique-6d\" d=\"M 5747 2113 \n", "L 5338 0 \n", "L 4763 0 \n", "L 5166 2094 \n", "Q 5191 2228 5203 2325 \n", "Q 5216 2422 5216 2491 \n", "Q 5216 2772 5059 2928 \n", "Q 4903 3084 4622 3084 \n", "Q 4203 3084 3875 2770 \n", "Q 3547 2456 3450 1953 \n", "L 3066 0 \n", "L 2491 0 \n", "L 2900 2094 \n", "Q 2925 2209 2937 2307 \n", "Q 2950 2406 2950 2484 \n", "Q 2950 2769 2794 2926 \n", "Q 2638 3084 2363 3084 \n", "Q 1938 3084 1609 2770 \n", "Q 1281 2456 1184 1953 \n", "L 800 0 \n", "L 225 0 \n", "L 909 3500 \n", "L 1484 3500 \n", "L 1375 2956 \n", "Q 1609 3263 1923 3423 \n", "Q 2238 3584 2597 3584 \n", "Q 2978 3584 3223 3384 \n", "Q 3469 3184 3519 2828 \n", "Q 3781 3197 4126 3390 \n", "Q 4472 3584 4856 3584 \n", "Q 5306 3584 5551 3325 \n", "Q 5797 3066 5797 2591 \n", "Q 5797 2488 5784 2364 \n", "Q 5772 2241 5747 2113 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-Oblique-4d\" transform=\"translate(0 0.125)\"/>\n", " <use xlink:href=\"#DejaVuSans-Oblique-79\" transform=\"translate(86.279297 -16.28125) scale(0.7)\"/>\n", " <use xlink:href=\"#DejaVuSans-20\" transform=\"translate(130.439453 0.125)\"/>\n", " <use xlink:href=\"#DejaVuSans-28\" transform=\"translate(162.226562 0.125)\"/>\n", " <use xlink:href=\"#DejaVuSans-Oblique-4e\" transform=\"translate(201.240234 0.125)\"/>\n", " <use xlink:href=\"#DejaVuSans-Oblique-6d\" transform=\"translate(276.044922 0.125)\"/>\n", " <use xlink:href=\"#DejaVuSans-29\" transform=\"translate(373.457031 0.125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"line2d_14\">\n", " <path d=\"M 71.231488 129.400445 \n", "L 72.783957 129.508659 \n", "L 73.83434 129.590168 \n", "L 74.688724 129.248504 \n", "L 75.791684 128.701246 \n", "L 76.406774 128.711474 \n", "L 77.01473 129.005736 \n", "L 79.50722 130.436836 \n", "L 81.054295 131.435467 \n", "L 81.45788 131.418389 \n", "L 82.063257 131.092435 \n", "L 82.60387 130.566212 \n", "L 83.857907 129.239442 \n", "L 85.696692 127.420141 \n", "L 86.577331 126.547275 \n", "L 87.247549 126.201404 \n", "L 87.979794 126.149697 \n", "L 89.241177 125.989121 \n", "L 90.297618 125.668979 \n", "L 90.815048 125.680766 \n", "L 91.470976 126.023045 \n", "L 92.196798 126.665582 \n", "L 93.36817 127.956682 \n", "L 94.181775 129.261039 \n", "L 94.948381 131.057701 \n", "L 96.981537 135.911775 \n", "L 97.916885 137.273723 \n", "L 98.796075 138.34165 \n", "L 99.627133 139.110914 \n", "L 100.371679 139.356803 \n", "L 101.051934 139.291758 \n", "L 102.162512 139.260852 \n", "L 103.626917 139.414192 \n", "L 104.091713 139.185198 \n", "L 104.889469 138.391896 \n", "L 106.181962 136.692571 \n", "L 107.20802 134.984555 \n", "L 108.031298 133.140272 \n", "L 109.720865 129.397581 \n", "L 111.819234 125.357427 \n", "L 113.61586 120.463911 \n", "L 114.534274 117.521831 \n", "L 115.63936 113.175164 \n", "L 117.017156 107.822544 \n", "L 118.072446 104.778583 \n", "L 119.494568 101.620513 \n", "L 120.252518 100.46859 \n", "L 120.83537 100.008679 \n", "L 121.425029 99.785706 \n", "L 123.132883 99.687442 \n", "L 123.598635 99.796941 \n", "L 124.074982 100.153843 \n", "L 124.80392 101.26711 \n", "L 125.58211 103.045512 \n", "L 126.652643 105.99899 \n", "L 127.743496 109.576219 \n", "L 130.238908 118.734522 \n", "L 132.424399 125.188685 \n", "L 134.618676 132.676319 \n", "L 135.504589 136.474247 \n", "L 139.484209 156.291075 \n", "L 141.158815 164.561433 \n", "L 143.381059 173.887161 \n", "L 144.300902 177.001638 \n", "L 144.933054 178.472381 \n", "L 145.547453 179.364544 \n", "L 146.063141 179.782364 \n", "L 146.851999 180.109663 \n", "L 147.439308 180.112333 \n", "L 148.150138 179.838876 \n", "L 148.769652 179.306655 \n", "L 149.640541 178.587793 \n", "L 150.136566 178.377072 \n", "L 150.520814 178.393381 \n", "L 151.153518 178.671425 \n", "L 152.616534 179.471345 \n", "L 154.005739 179.805059 \n", "L 154.979166 179.965267 \n", "L 155.486563 179.807758 \n", "L 156.021569 179.423373 \n", "L 157.170169 177.967407 \n", "L 158.605918 176.250924 \n", "L 159.467368 175.019096 \n", "L 160.041667 173.786142 \n", "L 160.903117 171.292633 \n", "L 161.90616 167.429915 \n", "L 162.708594 163.384073 \n", "L 163.511029 158.124802 \n", "L 164.71468 148.253919 \n", "L 169.891684 103.379001 \n", "L 172.727651 82.20573 \n", "L 173.602685 77.385433 \n", "L 174.516759 73.378822 \n", "L 175.333346 70.51221 \n", "L 175.996331 68.808512 \n", "L 176.668953 67.625561 \n", "L 178.328496 65.420705 \n", "L 179.125588 63.807735 \n", "L 180.481635 61.049507 \n", "L 181.298257 59.826769 \n", "L 181.972568 58.978627 \n", "L 182.646878 58.497267 \n", "L 182.984033 58.404048 \n", "L 183.321188 58.482968 \n", "L 183.903186 59.075845 \n", "L 184.527823 60.190792 \n", "L 186.874863 65.236178 \n", "L 188.293672 68.045329 \n", "L 189.555818 71.03545 \n", "L 190.342159 73.481624 \n", "L 191.058543 76.558676 \n", "L 191.785774 80.812442 \n", "L 192.853449 88.68044 \n", "L 200.22075 146.513457 \n", "L 201.16746 152.276063 \n", "L 202.023657 156.204787 \n", "L 202.882961 159.120095 \n", "L 203.697805 161.136533 \n", "L 205.825183 165.618862 \n", "L 206.484686 168.13901 \n", "L 207.460713 173.080223 \n", "L 208.781536 179.670205 \n", "L 209.471086 182.142067 \n", "L 210.022778 183.50658 \n", "L 210.689879 184.519781 \n", "L 211.180201 184.763721 \n", "L 211.429366 184.700737 \n", "L 211.692507 184.490946 \n", "L 212.261523 183.504792 \n", "L 212.830539 181.82235 \n", "L 213.968571 177.226756 \n", "L 214.822095 174.141761 \n", "L 215.391111 172.877085 \n", "L 215.960127 172.257414 \n", "L 216.244635 172.144009 \n", "L 216.813651 172.256278 \n", "L 218.360869 172.871205 \n", "L 218.805025 172.706986 \n", "L 219.133902 172.309507 \n", "L 219.606272 171.21625 \n", "L 220.06861 169.443846 \n", "L 220.568825 166.520738 \n", "L 221.262756 160.82091 \n", "L 222.204537 150.83353 \n", "L 225.020167 120.227088 \n", "L 228.051631 89.841162 \n", "L 229.149097 73.722504 \n", "L 230.856317 48.536601 \n", "L 231.657014 39.826485 \n", "L 232.26324 35.220686 \n", "L 232.671984 33.285728 \n", "L 233.081436 32.277219 \n", "L 233.354404 32.146531 \n", "L 233.627372 32.4618 \n", "L 233.900341 33.202134 \n", "L 234.309793 34.956146 \n", "L 234.998617 39.126258 \n", "L 236.436785 48.480369 \n", "L 237.180292 51.876811 \n", "L 238.3243 55.791886 \n", "L 239.153379 58.253279 \n", "L 239.579384 59.120309 \n", "L 240.031022 59.608834 \n", "L 240.494165 59.61029 \n", "L 241.728327 58.882198 \n", "L 241.994848 58.902627 \n", "L 242.547542 59.277076 \n", "L 244.610044 61.68372 \n", "L 245.20876 62.855763 \n", "L 245.807476 64.952884 \n", "L 247.004908 70.300044 \n", "L 247.304266 71.170207 \n", "L 247.603624 71.668677 \n", "L 247.902982 71.806821 \n", "L 248.20234 71.641371 \n", "L 248.801056 70.930315 \n", "L 249.100414 70.765971 \n", "L 249.399772 70.947434 \n", "L 249.850379 72.084349 \n", "L 250.263596 74.139378 \n", "L 250.829599 78.394272 \n", "L 251.515668 85.332158 \n", "L 252.219336 94.48196 \n", "L 252.970887 107.403091 \n", "L 253.999597 129.721177 \n", "L 255.214694 154.838505 \n", "L 255.988146 166.223998 \n", "L 256.762991 174.428456 \n", "L 257.596963 181.098713 \n", "L 258.266497 184.760233 \n", "L 258.731108 186.220799 \n", "L 259.156551 186.867695 \n", "L 259.690971 187.179956 \n", "L 260.118814 187.529345 \n", "L 260.49382 188.185387 \n", "L 260.985011 189.635611 \n", "L 262.232423 193.718121 \n", "L 262.520018 193.943072 \n", "L 262.700603 193.865546 \n", "L 262.957155 193.474549 \n", "L 263.394801 192.216559 \n", "L 264.639582 188.173913 \n", "L 264.983235 187.799255 \n", "L 265.261173 187.802436 \n", "L 265.563108 188.048303 \n", "L 266.010308 188.729558 \n", "L 267.038448 190.899694 \n", "L 267.582526 192.465057 \n", "L 268.074856 194.573573 \n", "L 268.697337 198.307474 \n", "L 269.782715 205.358618 \n", "L 270.10038 206.573738 \n", "L 270.418045 207.044424 \n", "L 270.576878 206.987991 \n", "L 270.894543 206.335348 \n", "L 271.22561 205.00023 \n", "L 272.686004 197.522577 \n", "L 273.056873 196.723699 \n", "L 273.427741 196.423954 \n", "L 274.007763 196.43937 \n", "L 274.444792 196.337789 \n", "L 274.763674 196.032651 \n", "L 275.1773 195.272308 \n", "L 276.54513 192.348412 \n", "L 276.973103 191.911695 \n", "L 278.136457 191.109849 \n", "L 278.510152 190.272109 \n", "L 278.883847 188.850686 \n", "L 279.358624 185.946458 \n", "L 279.877526 181.209681 \n", "L 280.635213 171.979543 \n", "L 282.472084 145.708626 \n", "L 283.636738 130.47683 \n", "L 284.495929 121.957538 \n", "L 285.860923 109.0951 \n", "L 286.608026 98.92843 \n", "L 287.86308 77.861616 \n", "L 289.693293 48.266569 \n", "L 290.48125 38.219242 \n", "L 290.936489 34.616639 \n", "L 291.279838 33.364801 \n", "L 291.468025 33.223201 \n", "L 291.663262 33.470089 \n", "L 291.966595 34.574976 \n", "L 292.38483 37.217789 \n", "L 294.728023 54.569463 \n", "L 295.360205 57.181569 \n", "L 295.691314 58.016583 \n", "L 296.022424 58.330101 \n", "L 296.187979 58.227657 \n", "L 296.519088 57.397665 \n", "L 296.850197 55.669709 \n", "L 297.349229 51.410236 \n", "L 298.188837 41.127415 \n", "L 299.237571 28.673555 \n", "L 299.813829 24.307974 \n", "L 300.279295 22.339377 \n", "L 300.51461 21.908755 \n", "L 300.763109 21.849614 \n", "L 301.022772 22.207348 \n", "L 301.384558 23.403405 \n", "L 301.793047 25.749526 \n", "L 302.300741 30.208926 \n", "L 302.974223 38.47889 \n", "L 304.462584 57.72821 \n", "L 304.908723 60.921305 \n", "L 305.223981 61.929396 \n", "L 305.434159 61.969156 \n", "L 305.649306 61.493591 \n", "L 305.980714 59.855189 \n", "L 306.433218 56.263144 \n", "L 307.24359 47.570214 \n", "L 308.698556 31.430347 \n", "L 309.038927 29.679964 \n", "L 309.175076 29.487455 \n", "L 309.311224 29.643869 \n", "L 309.518555 30.617905 \n", "L 309.809993 33.590422 \n", "L 310.211117 40.757072 \n", "L 310.728304 54.577403 \n", "L 311.726554 89.236419 \n", "L 313.051875 134.037123 \n", "L 313.883364 154.682837 \n", "L 314.548593 165.799803 \n", "L 314.996948 170.374395 \n", "L 315.420307 172.542263 \n", "L 315.619206 172.896554 \n", "L 315.818105 172.90589 \n", "L 316.116453 172.4697 \n", "L 316.626872 171.584127 \n", "L 316.800609 171.61666 \n", "L 316.977826 171.992014 \n", "L 317.243651 173.383223 \n", "L 317.604424 177.1 \n", "L 318.094933 185.226799 \n", "L 320.152913 224.922124 \n", "L 320.637092 229.827748 \n", "L 321.305326 234.157491 \n", "L 321.883107 236.671754 \n", "L 322.18114 237.265396 \n", "L 322.280484 237.277863 \n", "L 322.479172 236.935099 \n", "L 322.67786 235.991422 \n", "L 323.017821 232.723525 \n", "L 323.377656 226.739105 \n", "L 323.900892 213.580844 \n", "L 325.1191 180.997516 \n", "L 325.446041 177.094013 \n", "L 325.707857 176.074258 \n", "L 325.816822 176.177379 \n", "L 325.985327 176.898596 \n", "L 326.271419 179.489376 \n", "L 326.764996 186.706482 \n", "L 328.962669 221.829277 \n", "L 330.642824 245.531427 \n", "L 331.068977 248.797791 \n", "L 331.388601 249.974397 \n", "L 331.601683 250.033152 \n", "L 331.814765 249.436413 \n", "L 332.027848 248.111008 \n", "L 332.396016 243.962745 \n", "L 332.917861 234.680684 \n", "L 334.200521 210.360308 \n", "L 334.682385 205.741854 \n", "L 334.981253 204.603433 \n", "L 335.160573 204.481999 \n", "L 335.333771 204.661916 \n", "L 336.206412 206.087842 \n", "L 336.392747 205.938452 \n", "L 336.692664 205.351313 \n", "L 337.363898 203.768845 \n", "L 337.53254 203.765631 \n", "L 337.701183 204.092631 \n", "L 337.954147 205.307747 \n", "L 338.291432 208.262388 \n", "L 338.972196 216.890054 \n", "L 339.813267 226.962597 \n", "L 340.317586 230.598855 \n", "L 340.751401 232.28659 \n", "L 341.031103 232.658101 \n", "L 341.206556 232.530617 \n", "L 341.448139 231.840925 \n", "L 341.758563 230.049268 \n", "L 342.159279 226.229402 \n", "L 342.649254 219.056816 \n", "L 343.507616 201.749166 \n", "L 344.348115 186.329951 \n", "L 344.85304 180.448558 \n", "L 345.654758 174.495929 \n", "L 346.116723 170.057202 \n", "L 346.722227 161.611169 \n", "L 347.42113 148.353087 \n", "L 348.376543 129.934653 \n", "L 348.854437 125.076946 \n", "L 349.503366 119.116236 \n", "L 349.874642 113.432232 \n", "L 350.347443 102.735387 \n", "L 352.381958 51.159464 \n", "L 352.850799 46.078448 \n", "L 353.920576 36.646311 \n", "L 354.400423 28.613214 \n", "L 355.328655 11.91509 \n", "L 355.58302 10.188797 \n", "L 355.693507 10.062685 \n", "L 355.811197 10.367562 \n", "L 356.003126 11.826495 \n", "L 356.343448 17.032663 \n", "L 357.433487 37.665814 \n", "L 357.604935 38.554395 \n", "L 357.693797 38.61245 \n", "L 357.87546 37.894651 \n", "L 358.153305 34.849473 \n", "L 358.642475 25.785199 \n", "L 359.240153 15.276492 \n", "L 359.543209 13.13193 \n", "L 359.651337 13.117509 \n", "L 359.7664 13.559036 \n", "L 360.003517 15.893011 \n", "L 360.359729 22.360232 \n", "L 361.307701 42.123282 \n", "L 361.603043 44.331106 \n", "L 361.701491 44.372417 \n", "L 361.89858 43.378521 \n", "L 362.210614 39.168586 \n", "L 363.223957 22.086453 \n", "L 363.312587 21.864101 \n", "L 363.401217 21.995798 \n", "L 363.579525 23.368111 \n", "L 363.850055 28.140182 \n", "L 364.39717 44.017129 \n", "L 364.956275 58.189881 \n", "L 365.249797 61.167327 \n", "L 365.347638 61.318735 \n", "L 365.445479 61.054135 \n", "L 365.668842 58.977068 \n", "L 366.016252 52.272443 \n", "L 367.211039 22.363345 \n", "L 367.3332 21.702865 \n", "L 367.455362 21.950289 \n", "L 367.699685 25.184088 \n", "L 368.066169 35.607403 \n", "L 369.044765 67.475865 \n", "L 369.303897 71.274635 \n", "L 369.483973 71.982543 \n", "L 369.575068 71.697043 \n", "L 369.76114 69.802372 \n", "L 370.138007 61.710398 \n", "L 370.806122 46.301217 \n", "L 371.083836 44.286654 \n", "L 371.154303 44.375515 \n", "L 371.304684 45.399586 \n", "L 371.536747 49.094656 \n", "L 371.959312 60.520846 \n", "L 372.631777 78.068337 \n", "L 372.881777 81.037297 \n", "L 373.056326 81.618296 \n", "L 373.143601 81.435907 \n", "L 373.31815 80.138045 \n", "L 373.579973 76.089336 \n", "L 374.567833 57.666783 \n", "L 374.668166 57.394949 \n", "L 374.769284 57.648484 \n", "L 374.973923 59.907499 \n", "L 375.284488 67.90344 \n", "L 375.802096 90.4668 \n", "L 376.630269 126.391848 \n", "L 377.044355 134.88307 \n", "L 377.251399 136.461017 \n", "L 377.470768 136.763237 \n", "L 378.019192 135.839745 \n", "L 378.128877 136.154953 \n", "L 378.348246 137.986201 \n", "L 378.678853 144.215433 \n", "L 379.16915 160.028235 \n", "L 380.25931 198.712823 \n", "L 380.524108 201.879864 \n", "L 380.624299 202.116191 \n", "L 380.674394 202.042726 \n", "L 380.82515 201.095466 \n", "L 381.091054 197.121656 \n", "L 381.666502 183.258759 \n", "L 382.086401 175.143379 \n", "L 382.342997 172.816455 \n", "L 382.514061 172.590936 \n", "L 382.685124 173.535697 \n", "L 382.94172 177.110635 \n", "L 383.571445 191.604608 \n", "L 383.944575 197.671112 \n", "L 384.168453 198.620083 \n", "L 384.317705 198.074501 \n", "L 384.541583 195.722126 \n", "L 384.989339 187.282721 \n", "L 385.559407 176.986642 \n", "L 385.831633 174.627139 \n", "L 385.977698 174.194882 \n", "L 386.055732 174.209882 \n", "L 386.213385 174.760535 \n", "L 386.46898 177.133992 \n", "L 386.809774 183.286327 \n", "L 387.406163 200.369074 \n", "L 387.917353 212.132314 \n", "L 388.08775 213.511289 \n", "L 388.172948 213.616514 \n", "L 388.348414 212.706702 \n", "L 388.614116 209.199944 \n", "L 389.413192 197.613885 \n", "L 389.86589 194.228173 \n", "L 390.060387 193.494907 \n", "L 390.163897 193.445635 \n", "L 390.269109 193.714675 \n", "L 390.48811 195.461115 \n", "L 390.828581 201.167073 \n", "L 391.545769 214.371745 \n", "L 391.786574 215.100398 \n", "L 391.906976 214.584007 \n", "L 392.147781 212.176442 \n", "L 392.870195 200.599602 \n", "L 393.713011 187.483518 \n", "L 393.953816 186.17749 \n", "L 394.074219 186.297915 \n", "L 394.315023 188.097416 \n", "L 394.714882 194.832231 \n", "L 395.82955 217.142731 \n", "L 396.089376 219.183614 \n", "L 396.219288 219.481196 \n", "L 396.352127 219.267466 \n", "L 396.617804 217.389835 \n", "L 397.400785 209.802459 \n", "L 397.519574 209.686907 \n", "L 397.638363 210.022569 \n", "L 397.875942 212.028165 \n", "L 398.192002 217.10743 \n", "L 398.824124 232.57543 \n", "L 399.245538 240.504484 \n", "L 399.459681 241.941234 \n", "L 399.568565 241.89311 \n", "L 399.786334 240.291285 \n", "L 400.142164 234.126619 \n", "L 400.605697 221.346632 \n", "L 401.404401 198.838911 \n", "L 401.768737 194.433298 \n", "L 402.018023 193.614793 \n", "L 402.196549 193.714105 \n", "L 402.759263 194.646909 \n", "L 402.947282 194.296381 \n", "L 403.135392 193.218151 \n", "L 403.425482 189.396171 \n", "L 403.750176 180.973321 \n", "L 405.12283 136.965013 \n", "L 405.289537 136.150986 \n", "L 405.400675 136.50733 \n", "L 405.569183 138.342796 \n", "L 405.910579 145.363536 \n", "L 406.71748 162.124819 \n", "L 406.975071 164.194352 \n", "L 407.039468 164.145052 \n", "L 407.174357 163.205669 \n", "L 407.382056 159.717942 \n", "L 407.807483 147.762834 \n", "L 408.975546 112.655981 \n", "L 409.317161 109.431389 \n", "L 410.248487 102.15191 \n", "L 410.555122 97.088628 \n", "L 410.998023 84.28603 \n", "L 412.394742 40.559499 \n", "L 412.617208 38.576637 \n", "L 412.691939 38.451251 \n", "L 412.76667 38.570996 \n", "L 412.916131 39.442307 \n", "L 413.21597 42.942946 \n", "L 414.250814 56.7563 \n", "L 414.501585 58.421095 \n", "L 414.680995 58.612892 \n", "L 414.867798 57.824029 \n", "L 415.157148 54.775642 \n", "L 415.643866 48.815996 \n", "L 415.839745 48.210777 \n", "L 415.937685 48.37153 \n", "L 416.133563 49.485284 \n", "L 416.428839 53.163091 \n", "L 416.824352 61.54705 \n", "L 418.006829 89.886566 \n", "L 418.226613 90.746475 \n", "L 418.336504 90.382917 \n", "L 418.556288 87.89086 \n", "L 418.892948 79.657339 \n", "L 419.495688 55.41961 \n", "L 420.145465 31.687428 \n", "L 420.454723 27.408195 \n", "L 420.60498 27.132456 \n", "L 420.755237 27.596635 \n", "L 422.229896 34.899883 \n", "L 422.361999 34.895083 \n", "L 422.361999 34.895083 \n", "\" clip-path=\"url(#p4158db976e)\" style=\"fill: none; stroke: #e36f47\"/>\n", " </g>\n", " <g id=\"patch_3\">\n", " <path d=\"M 71.231488 258.225354 \n", "L 71.231488 2.834646 \n", "\" style=\"fill: none; stroke: #000000; stroke-linejoin: miter; stroke-linecap: square\"/>\n", " </g>\n", " <g id=\"patch_4\">\n", " <path d=\"M 71.231488 258.225354 \n", "L 422.361999 258.225354 \n", "\" style=\"fill: none; stroke: #000000; stroke-linejoin: miter; stroke-linecap: square\"/>\n", " </g>\n", " <g id=\"line2d_15\">\n", " <path d=\"M 71.231488 129.400445 \n", "L 72.789233 129.510117 \n", "L 73.884529 129.576456 \n", "L 74.749243 129.212565 \n", "L 75.793625 128.699819 \n", "L 76.400185 128.707587 \n", "L 77.027482 129.012621 \n", "L 79.701444 130.580854 \n", "L 80.836616 131.353356 \n", "L 81.331537 131.449759 \n", "L 81.7526 131.290433 \n", "L 82.397567 130.799031 \n", "L 86.85648 126.368942 \n", "L 87.552112 126.145602 \n", "L 89.594555 125.871655 \n", "L 90.34769 125.670627 \n", "L 90.962474 125.730093 \n", "L 91.472319 126.01306 \n", "L 92.448556 126.901144 \n", "L 93.512088 128.152588 \n", "L 94.199635 129.323098 \n", "L 94.958566 131.048623 \n", "L 96.827305 135.639599 \n", "L 97.717342 137.026415 \n", "L 99.00128 138.5657 \n", "L 99.714373 139.143494 \n", "L 100.306827 139.371643 \n", "L 100.999091 139.344747 \n", "L 102.114017 139.2621 \n", "L 103.883183 139.306045 \n", "L 104.43576 138.920153 \n", "L 105.112129 138.147022 \n", "L 106.568875 136.053796 \n", "L 107.544744 134.286097 \n", "L 108.902321 131.133269 \n", "L 110.074777 128.692405 \n", "L 111.779625 125.47646 \n", "L 112.868795 122.617146 \n", "L 114.582993 117.308031 \n", "L 115.869042 112.449712 \n", "L 117.227046 107.193433 \n", "L 118.051262 104.712429 \n", "L 119.056993 102.496191 \n", "L 120.122998 100.761428 \n", "L 120.889941 99.934169 \n", "L 121.582521 99.592 \n", "L 122.197695 99.58019 \n", "L 123.081611 99.845422 \n", "L 123.844599 100.258246 \n", "L 124.353579 100.703304 \n", "L 124.865689 101.380526 \n", "L 125.554044 102.746681 \n", "L 126.287324 104.745426 \n", "L 127.67537 109.355213 \n", "L 131.641719 123.042582 \n", "L 133.159326 127.482361 \n", "L 134.403733 131.978997 \n", "L 135.86439 138.107371 \n", "L 137.353193 145.484772 \n", "L 139.872738 158.302788 \n", "L 142.507191 170.448637 \n", "L 143.543239 174.293877 \n", "L 144.485316 177.093282 \n", "L 145.374848 179.07276 \n", "L 146.11919 180.09113 \n", "L 146.66538 180.418953 \n", "L 147.228616 180.418831 \n", "L 147.826102 180.147778 \n", "L 150.201352 178.696823 \n", "L 151.128751 178.515346 \n", "L 151.898685 178.634402 \n", "L 152.695015 179.025348 \n", "L 153.98129 179.78359 \n", "L 154.476939 179.910597 \n", "L 155.021047 179.864578 \n", "L 155.582426 179.617577 \n", "L 156.479862 178.904281 \n", "L 157.658116 177.572871 \n", "L 158.748628 175.919137 \n", "L 159.740389 173.982003 \n", "L 160.542019 172.056401 \n", "L 161.353774 169.583962 \n", "L 162.093671 166.609653 \n", "L 162.921988 162.210598 \n", "L 163.816668 156.156206 \n", "L 165.01946 146.324069 \n", "L 167.603675 122.368574 \n", "L 169.417839 106.847816 \n", "L 171.54929 90.624079 \n", "L 172.998927 81.099154 \n", "L 173.967804 75.883767 \n", "L 174.990733 71.613095 \n", "L 175.745625 69.34711 \n", "L 176.501365 67.767283 \n", "L 177.458013 66.415065 \n", "L 179.139432 64.218753 \n", "L 180.475599 61.935454 \n", "L 181.988821 59.411826 \n", "L 182.730407 58.663242 \n", "L 183.202857 58.497945 \n", "L 183.659798 58.613679 \n", "L 184.124153 59.018036 \n", "L 184.598876 59.70676 \n", "L 185.314642 61.149625 \n", "L 189.540385 71.157498 \n", "L 190.300166 73.448766 \n", "L 191.083989 76.635933 \n", "L 191.870735 80.95617 \n", "L 192.915252 88.438349 \n", "L 194.493106 102.014777 \n", "L 196.687764 120.493111 \n", "L 198.857657 136.340462 \n", "L 200.698437 148.729456 \n", "L 201.820215 154.798044 \n", "L 202.668114 158.216607 \n", "L 203.40563 160.429696 \n", "L 204.544128 163.021127 \n", "L 205.635663 165.577185 \n", "L 206.380204 167.919799 \n", "L 207.304309 171.722159 \n", "L 209.454866 181.239764 \n", "L 210.158084 183.237119 \n", "L 210.729683 184.24163 \n", "L 211.227599 184.649793 \n", "L 211.608569 184.655039 \n", "L 211.986818 184.38057 \n", "L 212.344231 183.852264 \n", "L 212.85667 182.634319 \n", "L 213.496685 180.436564 \n", "L 215.441646 173.03889 \n", "L 215.932297 172.04779 \n", "L 216.277122 171.657041 \n", "L 216.65806 171.475721 \n", "L 217.207268 171.533424 \n", "L 218.186579 171.82464 \n", "L 218.613775 171.741844 \n", "L 219.019392 171.417639 \n", "L 219.425683 170.769397 \n", "L 219.942847 169.339048 \n", "L 220.506459 166.799803 \n", "L 221.140397 162.495831 \n", "L 221.868934 155.644954 \n", "L 223.065632 141.66647 \n", "L 224.689745 123.404297 \n", "L 226.639245 104.733868 \n", "L 227.859276 92.391289 \n", "L 228.806177 80.317082 \n", "L 231.702906 39.978418 \n", "L 232.335518 35.058128 \n", "L 232.805552 32.805177 \n", "L 233.132324 31.967502 \n", "L 233.442224 31.730801 \n", "L 233.604855 31.822342 \n", "L 233.932933 32.447167 \n", "L 234.396123 34.263697 \n", "L 234.893738 37.222578 \n", "L 237.167768 52.437939 \n", "L 237.789002 54.640999 \n", "L 238.610615 56.653701 \n", "L 239.517874 58.371338 \n", "L 240.055706 58.965718 \n", "L 240.431308 59.081162 \n", "L 240.866091 58.922105 \n", "L 242.021443 58.204435 \n", "L 242.31256 58.284461 \n", "L 242.733613 58.7133 \n", "L 243.282122 59.749539 \n", "L 245.341064 64.707842 \n", "L 246.182458 67.282907 \n", "L 247.421678 71.240791 \n", "L 247.817843 71.81667 \n", "L 248.080106 71.913641 \n", "L 248.447486 71.724424 \n", "L 249.291352 70.961968 \n", "L 249.551809 71.058824 \n", "L 249.867029 71.626321 \n", "L 250.219595 72.985145 \n", "L 250.60611 75.438079 \n", "L 251.112476 80.10102 \n", "L 251.846293 89.259989 \n", "L 252.692401 102.735939 \n", "L 253.692495 122.519634 \n", "L 255.365866 156.834664 \n", "L 256.150676 167.946405 \n", "L 256.762688 174.030365 \n", "L 257.657396 180.470441 \n", "L 258.450784 184.727637 \n", "L 258.99521 186.782344 \n", "L 259.549249 188.071797 \n", "L 260.260101 189.018258 \n", "L 260.812087 189.854053 \n", "L 261.417365 191.306587 \n", "L 262.45488 194.008299 \n", "L 262.765671 194.306027 \n", "L 263.063507 194.188673 \n", "L 263.348264 193.684641 \n", "L 263.737427 192.445196 \n", "L 265.187523 187.001849 \n", "L 265.481532 186.686474 \n", "L 265.766177 186.773199 \n", "L 266.029398 187.174456 \n", "L 266.437057 188.292307 \n", "L 267.118726 190.957157 \n", "L 268.586796 197.65432 \n", "L 270.385237 206.663058 \n", "L 270.67161 207.083235 \n", "L 270.820433 207.078134 \n", "L 271.116257 206.591547 \n", "L 271.503297 205.04641 \n", "L 272.129526 201.064194 \n", "L 272.981775 195.854675 \n", "L 273.340497 194.633043 \n", "L 273.734265 194.082116 \n", "L 274.030536 194.095187 \n", "L 275.17416 194.737475 \n", "L 275.537599 194.404025 \n", "L 276.02327 193.457133 \n", "L 277.121145 191.013286 \n", "L 277.583811 190.564832 \n", "L 278.049773 190.491243 \n", "L 278.521375 190.407708 \n", "L 278.771166 190.138621 \n", "L 279.08921 189.352702 \n", "L 279.460359 187.555011 \n", "L 279.845303 184.469493 \n", "L 280.399193 177.820321 \n", "L 281.417524 161.502258 \n", "L 282.450604 145.915669 \n", "L 283.840153 128.939134 \n", "L 285.588803 110.029503 \n", "L 286.59177 98.608748 \n", "L 287.366409 87.106943 \n", "L 290.065319 43.258839 \n", "L 290.787109 36.502215 \n", "L 291.192085 34.180883 \n", "L 291.49029 33.268315 \n", "L 291.748914 33.077572 \n", "L 291.893014 33.223465 \n", "L 292.17766 34.043493 \n", "L 292.492494 35.734261 \n", "L 292.962144 39.539614 \n", "L 294.91367 57.5407 \n", "L 295.241176 58.894402 \n", "L 295.574007 59.551813 \n", "L 295.730282 59.620503 \n", "L 296.024858 59.360468 \n", "L 296.290229 58.720558 \n", "L 296.731796 56.874191 \n", "L 297.194266 53.934782 \n", "L 297.86807 47.808134 \n", "L 298.790753 36.591196 \n", "L 299.656225 26.41893 \n", "L 300.218284 22.239509 \n", "L 300.573878 21.038358 \n", "L 300.828915 20.907562 \n", "L 301.073996 21.345226 \n", "L 301.341494 22.420282 \n", "L 301.743706 25.093814 \n", "L 302.328145 30.779443 \n", "L 304.748873 57.404825 \n", "L 305.218797 59.826078 \n", "L 305.44439 60.383133 \n", "L 305.691138 60.488549 \n", "L 305.952491 59.992067 \n", "L 306.311065 58.264571 \n", "L 306.688124 55.176151 \n", "L 307.194521 49.322563 \n", "L 308.662489 31.091733 \n", "L 308.998454 29.443807 \n", "L 309.198735 29.366324 \n", "L 309.362884 29.870649 \n", "L 309.610559 31.658164 \n", "L 309.937419 35.922269 \n", "L 310.42222 45.879648 \n", "L 311.126166 65.883774 \n", "L 312.5479 114.260189 \n", "L 313.568865 146.725553 \n", "L 314.144637 159.834425 \n", "L 314.599553 166.635466 \n", "L 315.082486 170.604378 \n", "L 315.417156 171.753368 \n", "L 315.631353 171.990688 \n", "L 315.845183 171.970929 \n", "L 316.525867 171.597732 \n", "L 316.782774 171.905493 \n", "L 317.04145 172.761834 \n", "L 317.378999 174.947522 \n", "L 317.801422 179.63352 \n", "L 318.391835 189.502499 \n", "L 320.476437 228.346382 \n", "L 320.992321 233.429926 \n", "L 321.491566 236.200217 \n", "L 321.77249 236.946844 \n", "L 321.969735 237.121428 \n", "L 322.171723 236.971801 \n", "L 322.437706 236.194885 \n", "L 322.710662 234.589414 \n", "L 323.071501 230.974798 \n", "L 323.45612 225.002991 \n", "L 324.035174 212.038015 \n", "L 325.304686 181.856222 \n", "L 325.625048 178.215106 \n", "L 325.846429 177.119643 \n", "L 325.959098 177.000077 \n", "L 326.06697 177.150409 \n", "L 326.262003 178.039051 \n", "L 326.557896 180.716185 \n", "L 327.068561 188.112382 \n", "L 328.104673 207.772897 \n", "L 329.332635 229.726269 \n", "L 330.188184 240.922341 \n", "L 330.868558 247.254287 \n", "L 331.321708 249.743856 \n", "L 331.630084 250.363252 \n", "L 331.773254 250.290828 \n", "L 331.964381 249.786512 \n", "L 332.196391 248.479523 \n", "L 332.528424 245.162845 \n", "L 332.959516 238.342723 \n", "L 333.840411 219.39957 \n", "L 334.463763 208.039283 \n", "L 334.892599 203.749306 \n", "L 335.185982 202.689824 \n", "L 335.337157 202.649871 \n", "L 335.502362 202.903658 \n", "L 335.923769 204.279801 \n", "L 336.386902 205.598948 \n", "L 336.703107 205.926967 \n", "L 336.996928 205.916765 \n", "L 337.387869 205.890382 \n", "L 337.635036 206.161416 \n", "L 337.902569 206.945078 \n", "L 338.261141 209.025239 \n", "L 338.755477 213.675407 \n", "L 340.256992 228.994489 \n", "L 340.618846 230.704515 \n", "L 340.826557 231.094236 \n", "L 341.01947 231.068775 \n", "L 341.190165 230.742028 \n", "L 341.464362 229.633971 \n", "L 341.841531 226.953804 \n", "L 342.30248 221.917789 \n", "L 342.953206 211.74985 \n", "L 344.681741 182.115687 \n", "L 345.198877 177.822003 \n", "L 346.255726 170.905009 \n", "L 346.741509 164.783543 \n", "L 347.376369 153.392846 \n", "L 348.895533 123.972589 \n", "L 350.37817 103.745614 \n", "L 351.028375 86.969236 \n", "L 352.203525 56.120226 \n", "L 352.661351 48.623597 \n", "L 353.065455 44.906542 \n", "L 354.136644 38.122263 \n", "L 354.614388 31.150526 \n", "L 355.662931 14.47732 \n", "L 355.907252 13.298473 \n", "L 356.029257 13.345695 \n", "L 356.16473 13.900393 \n", "L 356.441316 16.545552 \n", "L 356.881761 23.690264 \n", "L 357.547897 34.403243 \n", "L 357.885291 36.704015 \n", "L 357.996857 36.780976 \n", "L 358.12203 36.441338 \n", "L 358.312389 35.085237 \n", "L 358.614394 31.151844 \n", "L 359.674774 15.201698 \n", "L 359.873878 14.627823 \n", "L 359.999138 14.907583 \n", "L 360.194696 16.330417 \n", "L 360.529419 21.220712 \n", "L 361.808053 43.486156 \n", "L 362.028533 44.250281 \n", "L 362.150647 44.125624 \n", "L 362.335897 43.234104 \n", "L 362.642167 40.17699 \n", "L 363.535822 29.664706 \n", "L 363.605284 29.530258 \n", "L 363.674331 29.578985 \n", "L 363.784298 30.049523 \n", "L 364.007168 32.488071 \n", "L 364.364102 39.695658 \n", "L 365.10584 55.346591 \n", "L 365.432302 58.072181 \n", "L 365.559538 58.233792 \n", "L 365.691273 57.880024 \n", "L 365.897584 56.302106 \n", "L 366.194765 51.99049 \n", "L 366.677366 41.023878 \n", "L 367.384676 25.489751 \n", "L 367.624145 23.975481 \n", "L 367.673016 24.029439 \n", "L 367.7956 24.731431 \n", "L 367.976926 27.208925 \n", "L 368.316633 35.606387 \n", "L 369.329816 63.449422 \n", "L 369.620072 66.433082 \n", "L 369.744178 66.780014 \n", "L 369.799559 66.758358 \n", "L 369.923926 66.326968 \n", "L 370.1473 64.331008 \n", "L 370.523049 58.450318 \n", "L 371.096106 49.758736 \n", "L 371.316555 48.699509 \n", "L 371.419697 48.858504 \n", "L 371.569374 49.864611 \n", "L 371.824977 53.574187 \n", "L 372.299653 64.948835 \n", "L 372.887193 78.139022 \n", "L 373.145118 80.678749 \n", "L 373.273338 80.975967 \n", "L 373.407612 80.62682 \n", "L 373.612815 78.949299 \n", "L 373.996059 73.288179 \n", "L 374.682221 63.283507 \n", "L 374.891721 62.654944 \n", "L 375.013987 63.170949 \n", "L 375.208297 65.461945 \n", "L 375.525282 73.038625 \n", "L 376.009546 91.977263 \n", "L 376.961044 131.144093 \n", "L 377.364449 139.271812 \n", "L 377.716678 142.180485 \n", "L 378.402959 145.139658 \n", "L 378.669786 148.439142 \n", "L 379.058273 156.672972 \n", "L 379.582417 173.303413 \n", "L 380.473229 201.764315 \n", "L 380.766282 205.262176 \n", "L 380.888548 205.47994 \n", "L 380.992369 205.11296 \n", "L 381.20962 202.842028 \n", "L 381.563133 195.752265 \n", "L 382.525468 174.761966 \n", "L 382.791749 173.034584 \n", "L 382.850337 173.003169 \n", "L 382.978132 173.368496 \n", "L 383.1714 174.983784 \n", "L 383.499246 179.986097 \n", "L 384.316288 193.132875 \n", "L 384.567307 194.202276 \n", "L 384.672518 194.044268 \n", "L 384.821398 193.207573 \n", "L 385.095576 189.968734 \n", "L 386.245083 173.227175 \n", "L 386.360212 173.00155 \n", "L 386.399978 173.01681 \n", "L 386.542935 173.473167 \n", "L 386.748184 175.236885 \n", "L 387.067774 180.565945 \n", "L 387.570302 194.068537 \n", "L 388.240629 211.099995 \n", "L 388.494961 213.415574 \n", "L 388.580391 213.517101 \n", "L 388.621853 213.450762 \n", "L 388.745695 212.844232 \n", "L 389.00084 210.138468 \n", "L 389.887718 199.439909 \n", "L 390.375352 196.43806 \n", "L 390.587497 195.967097 \n", "L 390.694707 196.049545 \n", "L 390.839306 196.578488 \n", "L 391.098963 198.820991 \n", "L 391.555008 205.589786 \n", "L 392.000041 211.01118 \n", "L 392.224882 211.6818 \n", "L 392.321186 211.47087 \n", "L 392.532613 210.092565 \n", "L 392.921274 205.429777 \n", "L 394.265448 188.005239 \n", "L 394.476688 187.428605 \n", "L 394.581306 187.683126 \n", "L 394.738942 188.788784 \n", "L 394.983951 192.161992 \n", "L 395.46153 202.719258 \n", "L 396.147966 217.162331 \n", "L 396.536799 221.166004 \n", "L 396.756025 221.913011 \n", "L 396.864808 221.911127 \n", "L 397.053042 221.400251 \n", "L 397.380056 219.489174 \n", "L 397.839783 217.142778 \n", "L 397.941425 217.039952 \n", "L 398.00241 217.081309 \n", "L 398.122548 217.401433 \n", "L 398.373898 219.090909 \n", "L 398.758073 223.87744 \n", "L 399.596495 235.361433 \n", "L 399.8398 236.181627 \n", "L 399.969811 235.825178 \n", "L 400.148613 234.410159 \n", "L 400.463934 229.510979 \n", "L 400.917232 218.205067 \n", "L 402.104122 185.772468 \n", "L 402.448795 182.181931 \n", "L 402.754572 180.90703 \n", "L 403.354314 179.260845 \n", "L 403.596194 177.461488 \n", "L 403.910486 172.836857 \n", "L 404.30733 162.699418 \n", "L 405.271912 135.915233 \n", "L 405.548751 133.003114 \n", "L 405.666768 132.766088 \n", "L 405.77643 133.101054 \n", "L 405.973499 134.966883 \n", "L 406.351053 141.658559 \n", "L 407.018975 153.245206 \n", "L 407.298243 155.079437 \n", "L 407.351618 155.091781 \n", "L 407.47121 154.656945 \n", "L 407.669263 152.463902 \n", "L 407.995082 145.24951 \n", "L 408.884134 117.173588 \n", "L 409.419989 104.286705 \n", "L 409.827361 99.251936 \n", "L 410.627907 90.667224 \n", "L 411.052408 83.472706 \n", "L 411.54333 70.733041 \n", "L 412.649113 40.312322 \n", "L 413.012466 35.837451 \n", "L 413.170183 35.281173 \n", "L 413.230137 35.315953 \n", "L 413.348517 35.793639 \n", "L 413.594055 38.440959 \n", "L 414.004637 46.31378 \n", "L 414.644604 57.680241 \n", "L 414.969994 60.368691 \n", "L 415.212467 61.042958 \n", "L 415.349712 60.977526 \n", "L 415.515097 60.495901 \n", "L 415.800502 58.803719 \n", "L 416.30548 55.764776 \n", "L 416.428041 55.671446 \n", "L 416.570035 56.064239 \n", "L 416.780215 57.640073 \n", "L 417.12933 62.384054 \n", "L 417.892522 76.85729 \n", "L 418.338441 83.619152 \n", "L 418.52546 84.4936 \n", "L 418.60861 84.362996 \n", "L 418.74931 83.370726 \n", "L 418.993322 79.42745 \n", "L 419.401495 67.789064 \n", "L 420.860843 20.156563 \n", "L 421.106921 18.497539 \n", "L 421.183576 18.604577 \n", "L 421.339314 19.582344 \n", "L 421.702278 23.987347 \n", "L 422.133339 28.35212 \n", "L 422.361999 29.52452 \n", "L 422.361999 29.52452 \n", "\" clip-path=\"url(#p4158db976e)\" style=\"fill: none; stroke: #3ea44e\"/>\n", " </g>\n", " <g id=\"legend_1\">\n", " <g id=\"patch_5\">\n", " <path d=\"M 332.945749 50.862146 \n", "L 418.361999 50.862146 \n", "L 418.361999 6.834646 \n", "L 332.945749 6.834646 \n", "z\n", "\" style=\"fill: #ffffff; stroke: #000000; stroke-linejoin: miter\"/>\n", " </g>\n", " <g id=\"line2d_16\">\n", " <path d=\"M 339.345749 16.513396 \n", "L 347.345749 16.513396 \n", "L 355.345749 16.513396 \n", "\" style=\"fill: none; stroke: #009afa; stroke-linejoin: miter\"/>\n", " </g>\n", " <g id=\"text_15\">\n", " <!-- GXBeam -->\n", " <g transform=\"translate(361.745749 19.313396) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-47\" d=\"M 3809 666 \n", "L 3809 1919 \n", "L 2778 1919 \n", "L 2778 2438 \n", "L 4434 2438 \n", "L 4434 434 \n", "Q 4069 175 3628 42 \n", "Q 3188 -91 2688 -91 \n", "Q 1594 -91 976 548 \n", "Q 359 1188 359 2328 \n", "Q 359 3472 976 4111 \n", "Q 1594 4750 2688 4750 \n", "Q 3144 4750 3555 4637 \n", "Q 3966 4525 4313 4306 \n", "L 4313 3634 \n", "Q 3963 3931 3569 4081 \n", "Q 3175 4231 2741 4231 \n", "Q 1884 4231 1454 3753 \n", "Q 1025 3275 1025 2328 \n", "Q 1025 1384 1454 906 \n", "Q 1884 428 2741 428 \n", "Q 3075 428 3337 486 \n", "Q 3600 544 3809 666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-58\" d=\"M 403 4666 \n", "L 1081 4666 \n", "L 2241 2931 \n", "L 3406 4666 \n", "L 4084 4666 \n", "L 2584 2425 \n", "L 4184 0 \n", "L 3506 0 \n", "L 2194 1984 \n", "L 872 0 \n", "L 191 0 \n", "L 1856 2491 \n", "L 403 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-42\" d=\"M 1259 2228 \n", "L 1259 519 \n", "L 2272 519 \n", "Q 2781 519 3026 730 \n", "Q 3272 941 3272 1375 \n", "Q 3272 1813 3026 2020 \n", "Q 2781 2228 2272 2228 \n", "L 1259 2228 \n", "z\n", "M 1259 4147 \n", "L 1259 2741 \n", "L 2194 2741 \n", "Q 2656 2741 2882 2914 \n", "Q 3109 3088 3109 3444 \n", "Q 3109 3797 2882 3972 \n", "Q 2656 4147 2194 4147 \n", "L 1259 4147 \n", "z\n", "M 628 4666 \n", "L 2241 4666 \n", "Q 2963 4666 3353 4366 \n", "Q 3744 4066 3744 3513 \n", "Q 3744 3084 3544 2831 \n", "Q 3344 2578 2956 2516 \n", "Q 3422 2416 3680 2098 \n", "Q 3938 1781 3938 1306 \n", "Q 3938 681 3513 340 \n", "Q 3088 0 2303 0 \n", "L 628 0 \n", "L 628 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-61\" d=\"M 2194 1759 \n", "Q 1497 1759 1228 1600 \n", "Q 959 1441 959 1056 \n", "Q 959 750 1161 570 \n", "Q 1363 391 1709 391 \n", "Q 2188 391 2477 730 \n", "Q 2766 1069 2766 1631 \n", "L 2766 1759 \n", "L 2194 1759 \n", "z\n", "M 3341 1997 \n", "L 3341 0 \n", "L 2766 0 \n", "L 2766 531 \n", "Q 2569 213 2275 61 \n", "Q 1981 -91 1556 -91 \n", "Q 1019 -91 701 211 \n", "Q 384 513 384 1019 \n", "Q 384 1609 779 1909 \n", "Q 1175 2209 1959 2209 \n", "L 2766 2209 \n", "L 2766 2266 \n", "Q 2766 2663 2505 2880 \n", "Q 2244 3097 1772 3097 \n", "Q 1472 3097 1187 3025 \n", "Q 903 2953 641 2809 \n", "L 641 3341 \n", "Q 956 3463 1253 3523 \n", "Q 1550 3584 1831 3584 \n", "Q 2591 3584 2966 3190 \n", "Q 3341 2797 3341 1997 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-47\"/>\n", " <use xlink:href=\"#DejaVuSans-58\" x=\"77.490234\"/>\n", " <use xlink:href=\"#DejaVuSans-42\" x=\"145.996094\"/>\n", " <use xlink:href=\"#DejaVuSans-65\" x=\"214.599609\"/>\n", " <use xlink:href=\"#DejaVuSans-61\" x=\"276.123047\"/>\n", " <use xlink:href=\"#DejaVuSans-6d\" x=\"337.402344\"/>\n", " </g>\n", " </g>\n", " <g id=\"line2d_17\">\n", " <path d=\"M 339.345749 28.255896 \n", "L 347.345749 28.255896 \n", "L 355.345749 28.255896 \n", "\" style=\"fill: none; stroke: #e36f47; stroke-linejoin: miter\"/>\n", " </g>\n", " <g id=\"text_16\">\n", " <!-- ODEProblem -->\n", " <g transform=\"translate(361.745749 31.055896) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-4f\" d=\"M 2522 4238 \n", "Q 1834 4238 1429 3725 \n", "Q 1025 3213 1025 2328 \n", "Q 1025 1447 1429 934 \n", "Q 1834 422 2522 422 \n", "Q 3209 422 3611 934 \n", "Q 4013 1447 4013 2328 \n", "Q 4013 3213 3611 3725 \n", "Q 3209 4238 2522 4238 \n", "z\n", "M 2522 4750 \n", "Q 3503 4750 4090 4092 \n", "Q 4678 3434 4678 2328 \n", "Q 4678 1225 4090 567 \n", "Q 3503 -91 2522 -91 \n", "Q 1538 -91 948 565 \n", "Q 359 1222 359 2328 \n", "Q 359 3434 948 4092 \n", "Q 1538 4750 2522 4750 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-44\" d=\"M 1259 4147 \n", "L 1259 519 \n", "L 2022 519 \n", "Q 2988 519 3436 956 \n", "Q 3884 1394 3884 2338 \n", "Q 3884 3275 3436 3711 \n", "Q 2988 4147 2022 4147 \n", "L 1259 4147 \n", "z\n", "M 628 4666 \n", "L 1925 4666 \n", "Q 3281 4666 3915 4102 \n", "Q 4550 3538 4550 2338 \n", "Q 4550 1131 3912 565 \n", "Q 3275 0 1925 0 \n", "L 628 0 \n", "L 628 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-45\" d=\"M 628 4666 \n", "L 3578 4666 \n", "L 3578 4134 \n", "L 1259 4134 \n", "L 1259 2753 \n", "L 3481 2753 \n", "L 3481 2222 \n", "L 1259 2222 \n", "L 1259 531 \n", "L 3634 531 \n", "L 3634 0 \n", "L 628 0 \n", "L 628 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-50\" d=\"M 1259 4147 \n", "L 1259 2394 \n", "L 2053 2394 \n", "Q 2494 2394 2734 2622 \n", "Q 2975 2850 2975 3272 \n", "Q 2975 3691 2734 3919 \n", "Q 2494 4147 2053 4147 \n", "L 1259 4147 \n", "z\n", "M 628 4666 \n", "L 2053 4666 \n", "Q 2838 4666 3239 4311 \n", "Q 3641 3956 3641 3272 \n", "Q 3641 2581 3239 2228 \n", "Q 2838 1875 2053 1875 \n", "L 1259 1875 \n", "L 1259 0 \n", "L 628 0 \n", "L 628 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-72\" d=\"M 2631 2963 \n", "Q 2534 3019 2420 3045 \n", "Q 2306 3072 2169 3072 \n", "Q 1681 3072 1420 2755 \n", "Q 1159 2438 1159 1844 \n", "L 1159 0 \n", "L 581 0 \n", "L 581 3500 \n", "L 1159 3500 \n", "L 1159 2956 \n", "Q 1341 3275 1631 3429 \n", "Q 1922 3584 2338 3584 \n", "Q 2397 3584 2469 3576 \n", "Q 2541 3569 2628 3553 \n", "L 2631 2963 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-6f\" d=\"M 1959 3097 \n", "Q 1497 3097 1228 2736 \n", "Q 959 2375 959 1747 \n", "Q 959 1119 1226 758 \n", "Q 1494 397 1959 397 \n", "Q 2419 397 2687 759 \n", "Q 2956 1122 2956 1747 \n", "Q 2956 2369 2687 2733 \n", "Q 2419 3097 1959 3097 \n", "z\n", "M 1959 3584 \n", "Q 2709 3584 3137 3096 \n", "Q 3566 2609 3566 1747 \n", "Q 3566 888 3137 398 \n", "Q 2709 -91 1959 -91 \n", "Q 1206 -91 779 398 \n", "Q 353 888 353 1747 \n", "Q 353 2609 779 3096 \n", "Q 1206 3584 1959 3584 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-62\" d=\"M 3116 1747 \n", "Q 3116 2381 2855 2742 \n", "Q 2594 3103 2138 3103 \n", "Q 1681 3103 1420 2742 \n", "Q 1159 2381 1159 1747 \n", "Q 1159 1113 1420 752 \n", "Q 1681 391 2138 391 \n", "Q 2594 391 2855 752 \n", "Q 3116 1113 3116 1747 \n", "z\n", "M 1159 2969 \n", "Q 1341 3281 1617 3432 \n", "Q 1894 3584 2278 3584 \n", "Q 2916 3584 3314 3078 \n", "Q 3713 2572 3713 1747 \n", "Q 3713 922 3314 415 \n", "Q 2916 -91 2278 -91 \n", "Q 1894 -91 1617 61 \n", "Q 1341 213 1159 525 \n", "L 1159 0 \n", "L 581 0 \n", "L 581 4863 \n", "L 1159 4863 \n", "L 1159 2969 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-6c\" d=\"M 603 4863 \n", "L 1178 4863 \n", "L 1178 0 \n", "L 603 0 \n", "L 603 4863 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-4f\"/>\n", " <use xlink:href=\"#DejaVuSans-44\" x=\"78.710938\"/>\n", " <use xlink:href=\"#DejaVuSans-45\" x=\"155.712891\"/>\n", " <use xlink:href=\"#DejaVuSans-50\" x=\"218.896484\"/>\n", " <use xlink:href=\"#DejaVuSans-72\" x=\"277.449219\"/>\n", " <use xlink:href=\"#DejaVuSans-6f\" x=\"316.3125\"/>\n", " <use xlink:href=\"#DejaVuSans-62\" x=\"377.494141\"/>\n", " <use xlink:href=\"#DejaVuSans-6c\" x=\"440.970703\"/>\n", " <use xlink:href=\"#DejaVuSans-65\" x=\"468.753906\"/>\n", " <use xlink:href=\"#DejaVuSans-6d\" x=\"530.277344\"/>\n", " </g>\n", " </g>\n", " <g id=\"line2d_18\">\n", " <path d=\"M 339.345749 39.998396 \n", "L 347.345749 39.998396 \n", "L 355.345749 39.998396 \n", "\" style=\"fill: none; stroke: #3ea44e; stroke-linejoin: miter\"/>\n", " </g>\n", " <g id=\"text_17\">\n", " <!-- DAEProblem -->\n", " <g transform=\"translate(361.745749 42.798396) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-41\" d=\"M 2188 4044 \n", "L 1331 1722 \n", "L 3047 1722 \n", "L 2188 4044 \n", "z\n", "M 1831 4666 \n", "L 2547 4666 \n", "L 4325 0 \n", "L 3669 0 \n", "L 3244 1197 \n", "L 1141 1197 \n", "L 716 0 \n", "L 50 0 \n", "L 1831 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-44\"/>\n", " <use xlink:href=\"#DejaVuSans-41\" x=\"75.251953\"/>\n", " <use xlink:href=\"#DejaVuSans-45\" x=\"143.660156\"/>\n", " <use xlink:href=\"#DejaVuSans-50\" x=\"206.84375\"/>\n", " <use xlink:href=\"#DejaVuSans-72\" x=\"265.396484\"/>\n", " <use xlink:href=\"#DejaVuSans-6f\" x=\"304.259766\"/>\n", " <use xlink:href=\"#DejaVuSans-62\" x=\"365.441406\"/>\n", " <use xlink:href=\"#DejaVuSans-6c\" x=\"428.917969\"/>\n", " <use xlink:href=\"#DejaVuSans-65\" x=\"456.701172\"/>\n", " <use xlink:href=\"#DejaVuSans-6d\" x=\"518.224609\"/>\n", " </g>\n", " </g>\n", " </g>\n", " </g>\n", " </g>\n", " <defs>\n", " <clipPath id=\"p4158db976e\">\n", " <rect x=\"71.231488\" y=\"2.834646\" width=\"351.130512\" height=\"255.390709\"/>\n", " </clipPath>\n", " </defs>\n", "</svg>\n" ] }, "metadata": {}, "execution_count": 17 } ], "cell_type": "code", "source": [ "ph[11]" ], "metadata": {}, "execution_count": 17 }, { "outputs": [ { "output_type": "execute_result", "data": { "text/plain": "Plot{Plots.PyPlotBackend() n=3}", "image/png": "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", "text/html": [ "<img src=\"data:image/png;base64,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\" />" ], "image/svg+xml": [ "<?xml version=\"1.0\" encoding=\"utf-8\" standalone=\"no\"?>\n", "<!DOCTYPE svg PUBLIC \"-//W3C//DTD SVG 1.1//EN\"\n", " \"http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd\">\n", "<svg xmlns:xlink=\"http://www.w3.org/1999/xlink\" width=\"432pt\" height=\"288pt\" viewBox=\"0 0 432 288\" xmlns=\"http://www.w3.org/2000/svg\" version=\"1.1\">\n", " <metadata>\n", " <rdf:RDF xmlns:dc=\"http://purl.org/dc/elements/1.1/\" xmlns:cc=\"http://creativecommons.org/ns#\" xmlns:rdf=\"http://www.w3.org/1999/02/22-rdf-syntax-ns#\">\n", " <cc:Work>\n", " <dc:type rdf:resource=\"http://purl.org/dc/dcmitype/StillImage\"/>\n", " <dc:date>2023-06-12T19:46:59.415462</dc:date>\n", " <dc:format>image/svg+xml</dc:format>\n", " <dc:creator>\n", " <cc:Agent>\n", " <dc:title>Matplotlib v3.7.1, https://matplotlib.org/</dc:title>\n", " </cc:Agent>\n", " </dc:creator>\n", " </cc:Work>\n", " </rdf:RDF>\n", " </metadata>\n", " <defs>\n", " <style type=\"text/css\">*{stroke-linejoin: round; stroke-linecap: butt}</style>\n", " </defs>\n", " <g id=\"figure_1\">\n", " <g id=\"patch_1\">\n", " <path d=\"M 0 288 \n", "L 432 288 \n", "L 432 0 \n", "L 0 0 \n", "z\n", "\" style=\"fill: #ffffff\"/>\n", " </g>\n", " <g id=\"axes_1\">\n", " <g id=\"patch_2\">\n", " <path d=\"M 64.557544 258.225354 \n", "L 422.361999 258.225354 \n", "L 422.361999 2.834646 \n", "L 64.557544 2.834646 \n", "z\n", "\" style=\"fill: #ffffff\"/>\n", " </g>\n", " <g id=\"line2d_1\">\n", " <path d=\"M 64.557544 149.140551 \n", "L 71.713633 149.260654 \n", "L 72.965948 149.284499 \n", "L 74.754971 149.341355 \n", "L 76.365091 149.220357 \n", "L 80.479842 148.987995 \n", "L 83.878984 148.847584 \n", "L 86.920322 148.946552 \n", "L 87.814833 148.89799 \n", "L 89.067149 149.049488 \n", "L 90.140562 149.388974 \n", "L 91.213976 149.876405 \n", "L 92.466291 150.886175 \n", "L 94.970922 153.055477 \n", "L 96.223238 153.90807 \n", "L 96.938847 154.271574 \n", "L 98.01226 154.360943 \n", "L 98.548967 154.122438 \n", "L 99.264576 153.670957 \n", "L 100.159087 152.628026 \n", "L 100.695794 151.779716 \n", "L 101.948109 149.183323 \n", "L 103.558229 144.764757 \n", "L 107.494078 134.416236 \n", "L 108.925296 131.748794 \n", "L 109.99871 130.122821 \n", "L 111.072123 128.909488 \n", "L 111.787732 128.523451 \n", "L 112.324439 128.447199 \n", "L 112.861145 128.62731 \n", "L 113.397852 129.01941 \n", "L 113.934559 129.727862 \n", "L 114.650168 131.001296 \n", "L 115.365776 132.826421 \n", "L 116.260288 135.977273 \n", "L 117.333701 140.774944 \n", "L 118.407114 146.723243 \n", "L 119.838332 156.013949 \n", "L 121.985159 170.40808 \n", "L 123.058572 176.270658 \n", "L 123.953083 179.971247 \n", "L 124.668692 181.904907 \n", "L 125.205399 182.671572 \n", "L 125.563203 182.93626 \n", "L 125.921008 182.960997 \n", "L 126.278812 182.782421 \n", "L 126.636617 182.405127 \n", "L 127.173323 181.43685 \n", "L 127.888932 179.64675 \n", "L 128.783444 176.589179 \n", "L 132.898195 160.677659 \n", "L 133.792706 158.364617 \n", "L 134.866119 156.244774 \n", "L 136.655142 152.484869 \n", "L 137.728555 149.595978 \n", "L 138.623066 146.703032 \n", "L 140.412088 139.687402 \n", "L 142.022208 133.720614 \n", "L 142.91672 131.196627 \n", "L 143.632328 129.787043 \n", "L 144.169035 129.226488 \n", "L 144.52684 129.125952 \n", "L 144.884644 129.243314 \n", "L 145.242448 129.571678 \n", "L 145.600253 130.155666 \n", "L 146.13696 131.484616 \n", "L 146.852569 133.816452 \n", "L 149.536102 143.79708 \n", "L 150.251711 145.652656 \n", "L 150.788418 146.514243 \n", "L 151.325124 147.001215 \n", "L 151.861831 147.109043 \n", "L 152.398538 147.060148 \n", "L 152.935244 146.791456 \n", "L 153.829755 146.070397 \n", "L 154.724267 145.171849 \n", "L 156.334387 143.507024 \n", "L 157.228898 142.95506 \n", "L 159.196822 142.125338 \n", "L 160.091333 141.49166 \n", "L 160.62804 140.80429 \n", "L 161.343649 139.443482 \n", "L 162.059258 137.426203 \n", "L 162.774867 134.891662 \n", "L 164.563889 126.712245 \n", "L 165.995107 120.448266 \n", "L 166.710716 118.229224 \n", "L 167.247422 117.047026 \n", "L 167.784129 116.516862 \n", "L 168.141934 116.469804 \n", "L 168.499738 116.856755 \n", "L 169.036445 118.031813 \n", "L 169.394249 119.300713 \n", "L 170.109858 123.06479 \n", "L 170.825467 128.262462 \n", "L 171.719978 136.340701 \n", "L 174.940218 167.607419 \n", "L 176.192534 176.239132 \n", "L 177.623752 184.606702 \n", "L 180.486187 199.262174 \n", "L 181.201796 201.780418 \n", "L 181.738503 203.117315 \n", "L 182.27521 203.783475 \n", "L 182.633014 203.927392 \n", "L 182.990819 203.731586 \n", "L 183.348623 203.304981 \n", "L 183.706427 202.531572 \n", "L 184.422036 200.1909 \n", "L 184.958743 197.565826 \n", "L 185.853254 191.998464 \n", "L 188.894592 170.948778 \n", "L 189.789103 166.0662 \n", "L 190.504712 162.995154 \n", "L 191.220321 160.79957 \n", "L 192.472637 158.407979 \n", "L 193.009343 157.410304 \n", "L 193.903854 155.051532 \n", "L 194.619463 152.074386 \n", "L 195.15617 148.827337 \n", "L 195.871779 143.040554 \n", "L 196.945192 131.190306 \n", "L 198.37641 114.426034 \n", "L 199.092019 108.484435 \n", "L 199.628726 105.888307 \n", "L 199.98653 105.158699 \n", "L 200.165432 105.128621 \n", "L 200.344335 105.374201 \n", "L 200.702139 106.70326 \n", "L 201.059944 109.066558 \n", "L 201.59665 114.555903 \n", "L 202.133357 122.29528 \n", "L 203.027868 139.233702 \n", "L 204.637988 171.863023 \n", "L 205.353597 181.49975 \n", "L 205.711401 184.335892 \n", "L 206.069206 185.711655 \n", "L 206.248108 185.904593 \n", "L 206.42701 185.752299 \n", "L 206.605913 185.206236 \n", "L 206.963717 183.013832 \n", "L 207.500424 177.776475 \n", "L 208.216033 167.77994 \n", "L 209.826153 144.409624 \n", "L 210.541762 137.485636 \n", "L 211.257371 133.027288 \n", "L 212.151882 129.4422 \n", "L 213.225295 126.278503 \n", "L 214.119806 124.175151 \n", "L 215.551024 121.123138 \n", "L 216.266633 118.727647 \n", "L 216.982242 115.440452 \n", "L 217.876753 109.998105 \n", "L 218.950166 101.722804 \n", "L 220.02358 93.774523 \n", "L 220.560286 91.423166 \n", "L 220.918091 90.840506 \n", "L 221.096993 90.933854 \n", "L 221.275895 91.304354 \n", "L 221.6337 92.819104 \n", "L 221.991504 95.360966 \n", "L 222.528211 101.221524 \n", "L 223.422722 114.257758 \n", "L 224.85394 135.396568 \n", "L 225.569549 142.620994 \n", "L 225.927353 144.838773 \n", "L 226.285158 146.050289 \n", "L 226.46406 146.344563 \n", "L 226.642962 146.411941 \n", "L 226.821864 146.246712 \n", "L 227.179669 145.277154 \n", "L 227.895278 142.271943 \n", "L 228.431984 140.053203 \n", "L 228.789789 139.354333 \n", "L 228.968691 139.283441 \n", "L 229.147593 139.407584 \n", "L 229.326496 139.778815 \n", "L 229.6843 141.354899 \n", "L 230.221007 145.424038 \n", "L 230.757713 151.500521 \n", "L 231.652224 164.664625 \n", "L 235.588073 229.341455 \n", "L 236.303682 237.330196 \n", "L 236.661487 239.957338 \n", "L 237.019291 241.34127 \n", "L 237.198194 241.593574 \n", "L 237.377096 241.491243 \n", "L 237.555998 240.986556 \n", "L 237.913802 238.695501 \n", "L 238.450509 232.558563 \n", "L 238.987216 223.165152 \n", "L 240.060629 199.192314 \n", "L 240.95514 180.865814 \n", "L 241.491847 173.560966 \n", "L 241.849651 170.698936 \n", "L 242.207456 169.385865 \n", "L 242.386358 169.232223 \n", "L 242.56526 169.401939 \n", "L 242.923065 170.662648 \n", "L 243.459771 173.905465 \n", "L 244.354283 179.874291 \n", "L 244.712087 181.293768 \n", "L 245.069892 181.911874 \n", "L 245.248794 181.795598 \n", "L 245.606598 180.740547 \n", "L 246.143305 177.714713 \n", "L 247.037816 170.173026 \n", "L 247.753425 164.811486 \n", "L 248.111229 163.289115 \n", "L 248.290132 162.956764 \n", "L 248.469034 162.961491 \n", "L 248.647936 163.335278 \n", "L 249.005741 165.308899 \n", "L 249.363545 168.95356 \n", "L 249.900252 176.939731 \n", "L 251.33147 200.017907 \n", "L 251.868176 204.920071 \n", "L 252.225981 206.593023 \n", "L 252.583785 207.393091 \n", "L 252.762687 207.458816 \n", "L 252.94159 207.278263 \n", "L 253.299394 206.276682 \n", "L 253.657198 204.497043 \n", "L 254.015003 201.335071 \n", "L 254.55171 193.721903 \n", "L 255.088416 182.425774 \n", "L 255.982927 157.457744 \n", "L 257.414145 109.267422 \n", "L 259.739874 27.554496 \n", "L 260.276581 16.726803 \n", "L 260.634385 12.459951 \n", "L 260.99219 10.637748 \n", "L 261.171092 10.606986 \n", "L 261.349994 11.185448 \n", "L 261.707799 14.209781 \n", "L 262.244505 22.534361 \n", "L 262.960114 39.308533 \n", "L 264.749137 85.901591 \n", "L 265.285843 93.161348 \n", "L 265.643648 95.093175 \n", "L 265.82255 95.19 \n", "L 266.001452 94.738653 \n", "L 266.359257 92.568913 \n", "L 267.074866 85.39537 \n", "L 267.611572 80.697607 \n", "L 267.969377 79.051051 \n", "L 268.148279 78.850545 \n", "L 268.327181 79.123097 \n", "L 268.684986 80.924551 \n", "L 269.04279 84.258716 \n", "L 269.579497 92.550785 \n", "L 270.116203 104.39426 \n", "L 270.831812 126.489815 \n", "L 271.726323 162.082128 \n", "L 273.336444 226.493237 \n", "L 273.87315 240.886584 \n", "L 274.409857 249.112892 \n", "L 274.767661 250.997315 \n", "L 274.946564 250.777721 \n", "L 275.125466 249.879882 \n", "L 275.48327 246.254277 \n", "L 275.841075 240.257766 \n", "L 276.377781 227.271542 \n", "L 277.272293 198.431206 \n", "L 278.70351 151.886304 \n", "L 279.598021 130.415833 \n", "L 280.31363 118.392162 \n", "L 280.850337 112.181894 \n", "L 281.565946 106.281319 \n", "L 282.102653 103.050044 \n", "L 282.460457 101.650898 \n", "L 282.639359 101.2671 \n", "L 282.818262 101.189616 \n", "L 282.997164 101.471465 \n", "L 283.354968 103.253003 \n", "L 283.712773 106.790474 \n", "L 284.249479 115.236412 \n", "L 286.396306 154.270562 \n", "L 286.754111 157.567611 \n", "L 287.111915 159.281947 \n", "L 287.290817 159.537936 \n", "L 287.46972 159.373227 \n", "L 287.648622 158.730729 \n", "L 288.006426 155.962833 \n", "L 288.364231 151.34048 \n", "L 288.900937 141.120363 \n", "L 290.153253 109.89695 \n", "L 291.047764 89.860445 \n", "L 291.763373 77.950424 \n", "L 292.30008 72.505489 \n", "L 292.657884 70.947949 \n", "L 292.836786 70.954446 \n", "L 293.015689 71.517041 \n", "L 293.373493 74.247144 \n", "L 293.731297 79.464633 \n", "L 294.268004 92.189416 \n", "L 294.804711 110.066607 \n", "L 296.057026 163.244057 \n", "L 296.951538 197.986767 \n", "L 297.488244 212.56839 \n", "L 297.846049 218.836696 \n", "L 298.203853 221.959169 \n", "L 298.382755 222.422805 \n", "L 298.561658 222.267014 \n", "L 298.74056 221.518576 \n", "L 299.098364 218.439257 \n", "L 299.813973 208.666178 \n", "L 300.708484 196.483214 \n", "L 301.245191 192.255387 \n", "L 301.424093 191.657513 \n", "L 301.602996 191.531992 \n", "L 301.781898 191.823849 \n", "L 301.9608 192.523849 \n", "L 302.318604 195.309492 \n", "L 302.855311 202.709532 \n", "L 304.465431 228.700159 \n", "L 304.644333 229.724748 \n", "L 304.823236 230.011471 \n", "L 305.002138 229.557728 \n", "L 305.359942 226.834281 \n", "L 305.717747 222.044503 \n", "L 306.970062 201.067118 \n", "L 307.327867 198.278274 \n", "L 307.506769 197.862474 \n", "L 307.685671 198.013273 \n", "L 307.864573 198.629047 \n", "L 308.222378 200.977123 \n", "L 308.937987 206.185507 \n", "L 309.116889 206.762221 \n", "L 309.295791 206.898086 \n", "L 309.474694 206.466087 \n", "L 309.832498 203.591123 \n", "L 310.190302 198.236644 \n", "L 310.727009 186.626193 \n", "L 312.694934 139.065394 \n", "L 313.23164 130.937975 \n", "L 313.410543 129.724129 \n", "L 313.589445 129.432588 \n", "L 313.768347 130.181859 \n", "L 313.947249 132.103081 \n", "L 314.305054 139.997751 \n", "L 314.662858 153.400028 \n", "L 315.199565 182.044528 \n", "L 316.094076 233.556608 \n", "L 316.45188 245.812435 \n", "L 316.630783 248.871427 \n", "L 316.809685 249.725098 \n", "L 316.988587 248.457817 \n", "L 317.346392 240.296417 \n", "L 317.883098 218.2602 \n", "L 319.493218 145.283241 \n", "L 320.387729 116.21366 \n", "L 321.103338 99.75802 \n", "L 321.818947 88.570111 \n", "L 322.355654 82.644104 \n", "L 322.713458 80.275984 \n", "L 323.071263 79.299609 \n", "L 323.250165 79.533488 \n", "L 323.429067 80.335379 \n", "L 323.786872 83.443685 \n", "L 324.323578 90.554526 \n", "L 325.21809 106.398676 \n", "L 325.933698 123.621421 \n", "L 327.007112 156.180566 \n", "L 327.722721 174.864344 \n", "L 328.259427 182.460706 \n", "L 328.796134 186.507928 \n", "L 329.332841 188.866595 \n", "L 329.511743 189.252205 \n", "L 329.690645 189.246252 \n", "L 329.869547 188.70973 \n", "L 330.227352 185.953556 \n", "L 330.585156 180.80976 \n", "L 331.121863 168.691411 \n", "L 332.731983 128.175057 \n", "L 333.089788 123.795256 \n", "L 333.26869 123.477344 \n", "L 333.447592 124.598364 \n", "L 333.805397 131.03236 \n", "L 335.236614 167.759156 \n", "L 335.773321 173.34481 \n", "L 337.025637 183.314247 \n", "L 337.741246 187.991303 \n", "L 337.920148 188.635243 \n", "L 338.09905 188.814127 \n", "L 338.277952 188.353987 \n", "L 338.456854 187.097353 \n", "L 338.814659 181.911504 \n", "L 339.530268 165.214042 \n", "L 340.603681 139.673021 \n", "L 340.961486 134.38337 \n", "L 341.140388 133.37615 \n", "L 341.31929 133.719359 \n", "L 341.498192 135.494044 \n", "L 341.855997 143.159505 \n", "L 343.108312 178.478137 \n", "L 343.466117 182.864283 \n", "L 343.645019 183.919337 \n", "L 343.823921 184.209145 \n", "L 344.002823 183.621516 \n", "L 344.181726 182.105675 \n", "L 344.53953 176.158422 \n", "L 345.255139 156.41477 \n", "L 345.970748 137.804732 \n", "L 346.865259 121.604598 \n", "L 347.223064 117.024786 \n", "L 347.401966 115.855123 \n", "L 347.580868 115.711311 \n", "L 347.75977 116.750705 \n", "L 348.117575 122.305152 \n", "L 348.654281 137.240142 \n", "L 349.727695 169.657078 \n", "L 350.085499 175.250342 \n", "L 350.264401 176.412232 \n", "L 350.443304 176.465938 \n", "L 350.622206 175.409853 \n", "L 350.98001 169.97203 \n", "L 351.516717 154.448478 \n", "L 352.947935 100.651698 \n", "L 353.842446 66.083697 \n", "L 354.20025 57.981934 \n", "L 354.558055 53.52352 \n", "L 354.915859 51.958585 \n", "L 355.094762 52.107856 \n", "L 355.273664 52.869655 \n", "L 355.631468 56.451344 \n", "L 356.168175 66.857788 \n", "L 356.883784 81.351646 \n", "L 357.241588 83.921454 \n", "L 357.420491 83.800148 \n", "L 357.778295 81.839744 \n", "L 358.136099 80.217212 \n", "L 358.315002 80.437985 \n", "L 358.493904 81.483863 \n", "L 358.851708 85.585299 \n", "L 359.388415 94.612246 \n", "L 359.925122 106.906898 \n", "L 360.461828 125.60546 \n", "L 361.177437 152.701095 \n", "L 361.535242 161.038384 \n", "L 361.893046 164.144675 \n", "L 362.071948 164.131934 \n", "L 362.429753 162.712917 \n", "L 363.145362 159.348835 \n", "L 363.503166 155.263632 \n", "L 363.860971 146.541988 \n", "L 364.934384 111.160715 \n", "L 365.292189 106.561396 \n", "L 365.471091 106.002015 \n", "L 365.649993 106.418031 \n", "L 366.007797 109.498159 \n", "L 366.365602 115.07242 \n", "L 366.723406 123.794382 \n", "L 367.260113 143.884685 \n", "L 369.228038 232.873818 \n", "L 369.585842 239.041438 \n", "L 369.764744 240.130272 \n", "L 369.943647 240.150119 \n", "L 370.122549 239.313437 \n", "L 370.480353 235.564658 \n", "L 371.01706 226.628268 \n", "L 371.553767 214.081393 \n", "L 372.090473 195.050878 \n", "L 373.521691 131.782045 \n", "L 374.2373 119.142995 \n", "L 374.952909 107.71914 \n", "L 375.131811 106.118433 \n", "L 375.310713 105.706074 \n", "L 375.489616 106.617953 \n", "L 375.84742 111.723707 \n", "L 376.384127 119.621851 \n", "L 376.741931 121.550486 \n", "L 377.099736 123.552712 \n", "L 377.45754 127.98986 \n", "L 378.173149 138.029569 \n", "L 378.352051 138.454151 \n", "L 378.888758 136.657941 \n", "L 379.06766 137.768893 \n", "L 379.246562 140.837525 \n", "L 379.604367 152.362699 \n", "L 380.319976 178.681807 \n", "L 380.67778 183.424652 \n", "L 380.856682 183.791771 \n", "L 381.393389 183.054886 \n", "L 381.572291 182.731119 \n", "L 381.751194 182.056993 \n", "L 381.930096 180.753333 \n", "L 382.2879 175.453031 \n", "L 382.824607 165.008295 \n", "L 383.003509 163.858953 \n", "L 383.182411 164.67428 \n", "L 384.076922 175.439374 \n", "L 384.255825 174.745735 \n", "L 384.613629 170.341905 \n", "L 384.971434 165.679143 \n", "L 385.329238 163.950534 \n", "L 385.50814 163.568607 \n", "L 385.687043 162.820841 \n", "L 386.044847 159.308556 \n", "L 386.939358 144.977807 \n", "L 387.11826 144.984898 \n", "L 387.297163 146.297783 \n", "L 387.654967 151.282291 \n", "L 388.72838 169.105589 \n", "L 389.265087 174.957485 \n", "L 390.159598 187.666919 \n", "L 390.3385 188.116557 \n", "L 390.517403 187.008903 \n", "L 390.875207 180.333159 \n", "L 391.411914 162.63718 \n", "L 392.127523 139.642104 \n", "L 392.843132 123.117738 \n", "L 393.379838 114.52812 \n", "L 394.095447 104.864878 \n", "L 395.526665 75.194287 \n", "L 395.705567 75.027927 \n", "L 396.063372 77.281274 \n", "L 396.421176 81.432541 \n", "L 396.778981 89.671488 \n", "L 397.315687 111.916029 \n", "L 398.031296 142.255372 \n", "L 398.389101 148.358603 \n", "L 398.568003 149.455292 \n", "L 398.746905 149.287959 \n", "L 398.925807 147.924763 \n", "L 399.283612 141.642901 \n", "L 399.999221 127.564508 \n", "L 400.178123 127.007661 \n", "L 400.357025 128.225191 \n", "L 401.251536 138.901296 \n", "L 401.967145 141.867979 \n", "L 402.146047 142.329429 \n", "L 402.32495 142.341419 \n", "L 402.503852 141.91857 \n", "L 403.219461 138.114025 \n", "L 403.577265 134.629732 \n", "L 404.113972 128.068487 \n", "L 404.292874 128.527114 \n", "L 405.008483 137.173556 \n", "L 405.187385 136.712317 \n", "L 405.724092 132.689327 \n", "L 405.902994 133.645999 \n", "L 406.260799 139.957877 \n", "L 406.797505 148.884077 \n", "L 407.15531 151.821668 \n", "L 407.513114 153.001063 \n", "L 407.692017 154.050433 \n", "L 407.870919 156.257942 \n", "L 408.228723 165.841437 \n", "L 408.944332 196.99819 \n", "L 409.481039 218.784807 \n", "L 410.554452 246.669424 \n", "L 410.733354 248.140029 \n", "L 410.912257 247.236941 \n", "L 411.270061 239.66254 \n", "L 411.98567 218.283217 \n", "L 413.059083 194.160209 \n", "L 413.416888 183.178476 \n", "L 415.027008 108.063165 \n", "L 415.384812 98.952537 \n", "L 415.563715 97.075242 \n", "L 415.742617 96.661669 \n", "L 415.921519 97.190611 \n", "L 416.279323 101.187352 \n", "L 416.81603 112.873632 \n", "L 417.531639 129.304741 \n", "L 417.710541 129.729486 \n", "L 418.068346 128.800618 \n", "L 418.247248 129.929411 \n", "L 418.783955 136.112535 \n", "L 418.962857 136.248557 \n", "L 419.141759 136.117233 \n", "L 419.320661 136.658603 \n", "L 419.678466 137.926891 \n", "L 419.857368 136.822781 \n", "L 420.394075 131.358556 \n", "L 420.572977 131.105319 \n", "L 421.109684 132.115167 \n", "L 421.288586 132.042367 \n", "L 421.467488 131.482976 \n", "L 421.64639 129.958555 \n", "L 422.004195 123.761754 \n", "L 422.361999 116.763982 \n", "L 422.361999 116.763982 \n", "\" clip-path=\"url(#pc8f4738af4)\" style=\"fill: none; stroke: #009afa\"/>\n", " </g>\n", " <g id=\"matplotlib.axis_1\">\n", " <g id=\"xtick_1\">\n", " <g id=\"line2d_2\">\n", " <defs>\n", " <path id=\"mc11bb23fe0\" d=\"M 0 0 \n", "L 0 -2.5 \n", "\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </defs>\n", " <g>\n", " <use xlink:href=\"#mc11bb23fe0\" x=\"64.557544\" y=\"258.225354\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_1\">\n", " <!-- $0.0$ -->\n", " <g transform=\"translate(58.157544 267.804104) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-30\" d=\"M 2034 4250 \n", "Q 1547 4250 1301 3770 \n", "Q 1056 3291 1056 2328 \n", "Q 1056 1369 1301 889 \n", "Q 1547 409 2034 409 \n", "Q 2525 409 2770 889 \n", "Q 3016 1369 3016 2328 \n", "Q 3016 3291 2770 3770 \n", "Q 2525 4250 2034 4250 \n", "z\n", "M 2034 4750 \n", "Q 2819 4750 3233 4129 \n", "Q 3647 3509 3647 2328 \n", "Q 3647 1150 3233 529 \n", "Q 2819 -91 2034 -91 \n", "Q 1250 -91 836 529 \n", "Q 422 1150 422 2328 \n", "Q 422 3509 836 4129 \n", "Q 1250 4750 2034 4750 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-2e\" d=\"M 684 794 \n", "L 1344 794 \n", "L 1344 0 \n", "L 684 0 \n", "L 684 794 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(0 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(95.410156 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"xtick_2\">\n", " <g id=\"line2d_3\">\n", " <g>\n", " <use xlink:href=\"#mc11bb23fe0\" x=\"154.008658\" y=\"258.225354\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_2\">\n", " <!-- $0.5$ -->\n", " <g transform=\"translate(147.608658 267.804104) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-35\" d=\"M 691 4666 \n", "L 3169 4666 \n", "L 3169 4134 \n", "L 1269 4134 \n", "L 1269 2991 \n", "Q 1406 3038 1543 3061 \n", "Q 1681 3084 1819 3084 \n", "Q 2600 3084 3056 2656 \n", "Q 3513 2228 3513 1497 \n", "Q 3513 744 3044 326 \n", "Q 2575 -91 1722 -91 \n", "Q 1428 -91 1123 -41 \n", "Q 819 9 494 109 \n", "L 494 744 \n", "Q 775 591 1075 516 \n", "Q 1375 441 1709 441 \n", "Q 2250 441 2565 725 \n", "Q 2881 1009 2881 1497 \n", "Q 2881 1984 2565 2268 \n", "Q 2250 2553 1709 2553 \n", "Q 1456 2553 1204 2497 \n", "Q 953 2441 691 2322 \n", "L 691 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(0 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-35\" transform=\"translate(95.410156 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"xtick_3\">\n", " <g id=\"line2d_4\">\n", " <g>\n", " <use xlink:href=\"#mc11bb23fe0\" x=\"243.459771\" y=\"258.225354\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_3\">\n", " <!-- $1.0$ -->\n", " <g transform=\"translate(237.059771 267.804104) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-31\" d=\"M 794 531 \n", "L 1825 531 \n", "L 1825 4091 \n", "L 703 3866 \n", "L 703 4441 \n", "L 1819 4666 \n", "L 2450 4666 \n", "L 2450 531 \n", "L 3481 531 \n", "L 3481 0 \n", "L 794 0 \n", "L 794 531 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-31\" transform=\"translate(0 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(95.410156 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"xtick_4\">\n", " <g id=\"line2d_5\">\n", " <g>\n", " <use xlink:href=\"#mc11bb23fe0\" x=\"332.910885\" y=\"258.225354\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_4\">\n", " <!-- $1.5$ -->\n", " <g transform=\"translate(326.510885 267.804104) scale(0.08 -0.08)\">\n", " <use xlink:href=\"#DejaVuSans-31\" transform=\"translate(0 0.09375)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.09375)\"/>\n", " <use xlink:href=\"#DejaVuSans-35\" transform=\"translate(95.410156 0.09375)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"xtick_5\">\n", " <g id=\"line2d_6\">\n", " <g>\n", " <use xlink:href=\"#mc11bb23fe0\" x=\"422.361999\" y=\"258.225354\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_5\">\n", " <!-- $2.0$ -->\n", " <g transform=\"translate(415.961999 267.804104) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-32\" d=\"M 1228 531 \n", "L 3431 531 \n", "L 3431 0 \n", "L 469 0 \n", "L 469 531 \n", "Q 828 903 1448 1529 \n", "Q 2069 2156 2228 2338 \n", "Q 2531 2678 2651 2914 \n", "Q 2772 3150 2772 3378 \n", "Q 2772 3750 2511 3984 \n", "Q 2250 4219 1831 4219 \n", "Q 1534 4219 1204 4116 \n", "Q 875 4013 500 3803 \n", "L 500 4441 \n", "Q 881 4594 1212 4672 \n", "Q 1544 4750 1819 4750 \n", "Q 2544 4750 2975 4387 \n", "Q 3406 4025 3406 3419 \n", "Q 3406 3131 3298 2873 \n", "Q 3191 2616 2906 2266 \n", "Q 2828 2175 2409 1742 \n", "Q 1991 1309 1228 531 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-32\" transform=\"translate(0 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.78125)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(95.410156 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"text_6\">\n", " <!-- Time (s) -->\n", " <g transform=\"translate(221.097975 281.826136) scale(0.11 -0.11)\">\n", " <defs>\n", " <path id=\"DejaVuSans-54\" d=\"M -19 4666 \n", "L 3928 4666 \n", "L 3928 4134 \n", "L 2272 4134 \n", "L 2272 0 \n", "L 1638 0 \n", "L 1638 4134 \n", "L -19 4134 \n", "L -19 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-69\" d=\"M 603 3500 \n", "L 1178 3500 \n", "L 1178 0 \n", "L 603 0 \n", "L 603 3500 \n", "z\n", "M 603 4863 \n", "L 1178 4863 \n", "L 1178 4134 \n", "L 603 4134 \n", "L 603 4863 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-6d\" d=\"M 3328 2828 \n", "Q 3544 3216 3844 3400 \n", "Q 4144 3584 4550 3584 \n", "Q 5097 3584 5394 3201 \n", "Q 5691 2819 5691 2113 \n", "L 5691 0 \n", "L 5113 0 \n", "L 5113 2094 \n", "Q 5113 2597 4934 2840 \n", "Q 4756 3084 4391 3084 \n", "Q 3944 3084 3684 2787 \n", "Q 3425 2491 3425 1978 \n", "L 3425 0 \n", "L 2847 0 \n", "L 2847 2094 \n", "Q 2847 2600 2669 2842 \n", "Q 2491 3084 2119 3084 \n", "Q 1678 3084 1418 2786 \n", "Q 1159 2488 1159 1978 \n", "L 1159 0 \n", "L 581 0 \n", "L 581 3500 \n", "L 1159 3500 \n", "L 1159 2956 \n", "Q 1356 3278 1631 3431 \n", "Q 1906 3584 2284 3584 \n", "Q 2666 3584 2933 3390 \n", "Q 3200 3197 3328 2828 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-65\" d=\"M 3597 1894 \n", "L 3597 1613 \n", "L 953 1613 \n", "Q 991 1019 1311 708 \n", "Q 1631 397 2203 397 \n", "Q 2534 397 2845 478 \n", "Q 3156 559 3463 722 \n", "L 3463 178 \n", "Q 3153 47 2828 -22 \n", "Q 2503 -91 2169 -91 \n", "Q 1331 -91 842 396 \n", "Q 353 884 353 1716 \n", "Q 353 2575 817 3079 \n", "Q 1281 3584 2069 3584 \n", "Q 2775 3584 3186 3129 \n", "Q 3597 2675 3597 1894 \n", "z\n", "M 3022 2063 \n", "Q 3016 2534 2758 2815 \n", "Q 2500 3097 2075 3097 \n", "Q 1594 3097 1305 2825 \n", "Q 1016 2553 972 2059 \n", "L 3022 2063 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-20\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-28\" d=\"M 1984 4856 \n", "Q 1566 4138 1362 3434 \n", "Q 1159 2731 1159 2009 \n", "Q 1159 1288 1364 580 \n", "Q 1569 -128 1984 -844 \n", "L 1484 -844 \n", "Q 1016 -109 783 600 \n", "Q 550 1309 550 2009 \n", "Q 550 2706 781 3412 \n", "Q 1013 4119 1484 4856 \n", "L 1984 4856 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-73\" d=\"M 2834 3397 \n", "L 2834 2853 \n", "Q 2591 2978 2328 3040 \n", "Q 2066 3103 1784 3103 \n", "Q 1356 3103 1142 2972 \n", "Q 928 2841 928 2578 \n", "Q 928 2378 1081 2264 \n", "Q 1234 2150 1697 2047 \n", "L 1894 2003 \n", "Q 2506 1872 2764 1633 \n", "Q 3022 1394 3022 966 \n", "Q 3022 478 2636 193 \n", "Q 2250 -91 1575 -91 \n", "Q 1294 -91 989 -36 \n", "Q 684 19 347 128 \n", "L 347 722 \n", "Q 666 556 975 473 \n", "Q 1284 391 1588 391 \n", "Q 1994 391 2212 530 \n", "Q 2431 669 2431 922 \n", "Q 2431 1156 2273 1281 \n", "Q 2116 1406 1581 1522 \n", "L 1381 1569 \n", "Q 847 1681 609 1914 \n", "Q 372 2147 372 2553 \n", "Q 372 3047 722 3315 \n", "Q 1072 3584 1716 3584 \n", "Q 2034 3584 2315 3537 \n", "Q 2597 3491 2834 3397 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-29\" d=\"M 513 4856 \n", "L 1013 4856 \n", "Q 1481 4119 1714 3412 \n", "Q 1947 2706 1947 2009 \n", "Q 1947 1309 1714 600 \n", "Q 1481 -109 1013 -844 \n", "L 513 -844 \n", "Q 928 -128 1133 580 \n", "Q 1338 1288 1338 2009 \n", "Q 1338 2731 1133 3434 \n", "Q 928 4138 513 4856 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-54\"/>\n", " <use xlink:href=\"#DejaVuSans-69\" x=\"57.958984\"/>\n", " <use xlink:href=\"#DejaVuSans-6d\" x=\"85.742188\"/>\n", " <use xlink:href=\"#DejaVuSans-65\" x=\"183.154297\"/>\n", " <use xlink:href=\"#DejaVuSans-20\" x=\"244.677734\"/>\n", " <use xlink:href=\"#DejaVuSans-28\" x=\"276.464844\"/>\n", " <use xlink:href=\"#DejaVuSans-73\" x=\"315.478516\"/>\n", " <use xlink:href=\"#DejaVuSans-29\" x=\"367.578125\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"matplotlib.axis_2\">\n", " <g id=\"ytick_1\">\n", " <g id=\"line2d_7\">\n", " <defs>\n", " <path id=\"m278841bdcd\" d=\"M 0 0 \n", "L 2.5 0 \n", "\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </defs>\n", " <g>\n", " <use xlink:href=\"#m278841bdcd\" x=\"64.557544\" y=\"225.604727\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_7\">\n", " <!-- $-2.0×10^{6}$ -->\n", " <g transform=\"translate(20.817544 228.644102) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-2212\" d=\"M 678 2272 \n", "L 4684 2272 \n", "L 4684 1741 \n", "L 678 1741 \n", "L 678 2272 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-d7\" d=\"M 4488 3438 \n", "L 3059 2003 \n", "L 4488 575 \n", "L 4116 197 \n", "L 2681 1631 \n", "L 1247 197 \n", "L 878 575 \n", "L 2303 2003 \n", "L 878 3438 \n", "L 1247 3816 \n", "L 2681 2381 \n", "L 4116 3816 \n", "L 4488 3438 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-36\" d=\"M 2113 2584 \n", "Q 1688 2584 1439 2293 \n", "Q 1191 2003 1191 1497 \n", "Q 1191 994 1439 701 \n", "Q 1688 409 2113 409 \n", "Q 2538 409 2786 701 \n", "Q 3034 994 3034 1497 \n", "Q 3034 2003 2786 2293 \n", "Q 2538 2584 2113 2584 \n", "z\n", "M 3366 4563 \n", "L 3366 3988 \n", "Q 3128 4100 2886 4159 \n", "Q 2644 4219 2406 4219 \n", "Q 1781 4219 1451 3797 \n", "Q 1122 3375 1075 2522 \n", "Q 1259 2794 1537 2939 \n", "Q 1816 3084 2150 3084 \n", "Q 2853 3084 3261 2657 \n", "Q 3669 2231 3669 1497 \n", "Q 3669 778 3244 343 \n", "Q 2819 -91 2113 -91 \n", "Q 1303 -91 875 529 \n", "Q 447 1150 447 2328 \n", "Q 447 3434 972 4092 \n", "Q 1497 4750 2381 4750 \n", "Q 2619 4750 2861 4703 \n", "Q 3103 4656 3366 4563 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-2212\" transform=\"translate(0 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-32\" transform=\"translate(83.789062 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(147.412109 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(179.199219 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-d7\" transform=\"translate(242.822266 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-31\" transform=\"translate(326.611328 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(390.234375 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-36\" transform=\"translate(454.814453 39.046875) scale(0.7)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"ytick_2\">\n", " <g id=\"line2d_8\">\n", " <g>\n", " <use xlink:href=\"#m278841bdcd\" x=\"64.557544\" y=\"187.372639\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_8\">\n", " <!-- $-1.0×10^{6}$ -->\n", " <g transform=\"translate(20.817544 190.412014) scale(0.08 -0.08)\">\n", " <use xlink:href=\"#DejaVuSans-2212\" transform=\"translate(0 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-31\" transform=\"translate(83.789062 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(147.412109 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(179.199219 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-d7\" transform=\"translate(242.822266 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-31\" transform=\"translate(326.611328 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(390.234375 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-36\" transform=\"translate(454.814453 39.046875) scale(0.7)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"ytick_3\">\n", " <g id=\"line2d_9\">\n", " <g>\n", " <use xlink:href=\"#m278841bdcd\" x=\"64.557544\" y=\"149.140551\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_9\">\n", " <!-- $0$ -->\n", " <g transform=\"translate(55.937544 152.179926) scale(0.08 -0.08)\">\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(0 0.78125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"ytick_4\">\n", " <g id=\"line2d_10\">\n", " <g>\n", " <use xlink:href=\"#m278841bdcd\" x=\"64.557544\" y=\"110.908464\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_10\">\n", " <!-- $1.0×10^{6}$ -->\n", " <g transform=\"translate(27.537544 113.947839) scale(0.08 -0.08)\">\n", " <use xlink:href=\"#DejaVuSans-31\" transform=\"translate(0 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(95.410156 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-d7\" transform=\"translate(159.033203 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-31\" transform=\"translate(242.822266 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(306.445312 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-36\" transform=\"translate(371.025391 39.046875) scale(0.7)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"ytick_5\">\n", " <g id=\"line2d_11\">\n", " <g>\n", " <use xlink:href=\"#m278841bdcd\" x=\"64.557544\" y=\"72.676376\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_11\">\n", " <!-- $2.0×10^{6}$ -->\n", " <g transform=\"translate(27.537544 75.715751) scale(0.08 -0.08)\">\n", " <use xlink:href=\"#DejaVuSans-32\" transform=\"translate(0 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(95.410156 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-d7\" transform=\"translate(159.033203 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-31\" transform=\"translate(242.822266 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(306.445312 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-36\" transform=\"translate(371.025391 39.046875) scale(0.7)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"ytick_6\">\n", " <g id=\"line2d_12\">\n", " <g>\n", " <use xlink:href=\"#m278841bdcd\" x=\"64.557544\" y=\"34.444288\" style=\"stroke: #000000; stroke-width: 0.5\"/>\n", " </g>\n", " </g>\n", " <g id=\"text_12\">\n", " <!-- $3.0×10^{6}$ -->\n", " <g transform=\"translate(27.537544 37.483663) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-33\" d=\"M 2597 2516 \n", "Q 3050 2419 3304 2112 \n", "Q 3559 1806 3559 1356 \n", "Q 3559 666 3084 287 \n", "Q 2609 -91 1734 -91 \n", "Q 1441 -91 1130 -33 \n", "Q 819 25 488 141 \n", "L 488 750 \n", "Q 750 597 1062 519 \n", "Q 1375 441 1716 441 \n", "Q 2309 441 2620 675 \n", "Q 2931 909 2931 1356 \n", "Q 2931 1769 2642 2001 \n", "Q 2353 2234 1838 2234 \n", "L 1294 2234 \n", "L 1294 2753 \n", "L 1863 2753 \n", "Q 2328 2753 2575 2939 \n", "Q 2822 3125 2822 3475 \n", "Q 2822 3834 2567 4026 \n", "Q 2313 4219 1838 4219 \n", "Q 1578 4219 1281 4162 \n", "Q 984 4106 628 3988 \n", "L 628 4550 \n", "Q 988 4650 1302 4700 \n", "Q 1616 4750 1894 4750 \n", "Q 2613 4750 3031 4423 \n", "Q 3450 4097 3450 3541 \n", "Q 3450 3153 3228 2886 \n", "Q 3006 2619 2597 2516 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-33\" transform=\"translate(0 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-2e\" transform=\"translate(63.623047 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(95.410156 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-d7\" transform=\"translate(159.033203 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-31\" transform=\"translate(242.822266 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-30\" transform=\"translate(306.445312 0.765625)\"/>\n", " <use xlink:href=\"#DejaVuSans-36\" transform=\"translate(371.025391 39.046875) scale(0.7)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"text_13\">\n", " <!-- $M_z$ ($N$) -->\n", " <g transform=\"translate(14.529888 147.635) rotate(-90) scale(0.11 -0.11)\">\n", " <defs>\n", " <path id=\"DejaVuSans-Oblique-4d\" d=\"M 1081 4666 \n", "L 2028 4666 \n", "L 2572 1522 \n", "L 4378 4666 \n", "L 5350 4666 \n", "L 4441 0 \n", "L 3828 0 \n", "L 4622 4091 \n", "L 2791 897 \n", "L 2175 897 \n", "L 1581 4103 \n", "L 788 0 \n", "L 172 0 \n", "L 1081 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-Oblique-7a\" d=\"M 744 3500 \n", "L 3475 3500 \n", "L 3372 2975 \n", "L 738 459 \n", "L 2913 459 \n", "L 2822 0 \n", "L -19 0 \n", "L 84 525 \n", "L 2719 3041 \n", "L 653 3041 \n", "L 744 3500 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-Oblique-4e\" d=\"M 1081 4666 \n", "L 1931 4666 \n", "L 3219 666 \n", "L 4000 4666 \n", "L 4616 4666 \n", "L 3706 0 \n", "L 2853 0 \n", "L 1569 4025 \n", "L 788 0 \n", "L 172 0 \n", "L 1081 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-Oblique-4d\" transform=\"translate(0 0.125)\"/>\n", " <use xlink:href=\"#DejaVuSans-Oblique-7a\" transform=\"translate(86.279297 -16.28125) scale(0.7)\"/>\n", " <use xlink:href=\"#DejaVuSans-20\" transform=\"translate(125.756836 0.125)\"/>\n", " <use xlink:href=\"#DejaVuSans-28\" transform=\"translate(157.543945 0.125)\"/>\n", " <use xlink:href=\"#DejaVuSans-Oblique-4e\" transform=\"translate(196.557617 0.125)\"/>\n", " <use xlink:href=\"#DejaVuSans-29\" transform=\"translate(271.362305 0.125)\"/>\n", " </g>\n", " </g>\n", " </g>\n", " <g id=\"line2d_13\">\n", " <path d=\"M 64.557544 149.140551 \n", "L 71.499623 149.249142 \n", "L 72.648442 149.296773 \n", "L 73.538914 149.321262 \n", "L 74.635596 149.346056 \n", "L 81.356784 148.968616 \n", "L 82.140672 148.943396 \n", "L 83.496155 148.838702 \n", "L 86.662129 148.943631 \n", "L 87.944048 148.87499 \n", "L 89.075156 149.060071 \n", "L 91.195149 149.906727 \n", "L 92.043495 150.541239 \n", "L 92.849825 151.237562 \n", "L 93.814445 152.148778 \n", "L 95.141765 153.177016 \n", "L 96.076474 153.822032 \n", "L 97.106334 154.301946 \n", "L 98.163643 154.280247 \n", "L 99.153288 153.769823 \n", "L 100.06896 152.744926 \n", "L 100.69061 151.77672 \n", "L 101.441751 150.363556 \n", "L 103.289054 145.584548 \n", "L 107.188263 135.096552 \n", "L 108.121865 133.170995 \n", "L 109.246432 131.225632 \n", "L 110.184842 129.852571 \n", "L 111.213461 128.801031 \n", "L 111.855315 128.459392 \n", "L 112.288809 128.419865 \n", "L 112.944022 128.704988 \n", "L 113.546116 129.187492 \n", "L 114.313497 130.283197 \n", "L 114.903959 131.608744 \n", "L 115.705115 133.937987 \n", "L 116.53228 137.10453 \n", "L 117.44543 141.378122 \n", "L 118.649294 148.212327 \n", "L 120.210091 158.690714 \n", "L 121.863709 169.658235 \n", "L 122.988411 176.009682 \n", "L 123.83556 179.544101 \n", "L 124.402866 181.288818 \n", "L 124.970172 182.396583 \n", "L 125.537478 182.895791 \n", "L 126.06213 182.860275 \n", "L 126.506603 182.545685 \n", "L 126.91355 181.995039 \n", "L 127.57276 180.515886 \n", "L 128.246781 178.473151 \n", "L 129.600909 173.245605 \n", "L 132.157334 163.070805 \n", "L 133.13244 160.035979 \n", "L 134.107546 157.794392 \n", "L 136.301535 153.281407 \n", "L 137.491085 150.306841 \n", "L 138.374187 147.519158 \n", "L 139.271819 144.178199 \n", "L 141.9527 133.98511 \n", "L 143.055774 130.847762 \n", "L 143.700649 129.688048 \n", "L 144.132455 129.255403 \n", "L 144.45692 129.12459 \n", "L 144.793888 129.198316 \n", "L 145.154582 129.480043 \n", "L 145.563111 130.120545 \n", "L 146.234044 131.869013 \n", "L 147.23402 135.326054 \n", "L 149.396315 143.430769 \n", "L 150.149568 145.391688 \n", "L 150.678546 146.278731 \n", "L 151.25184 146.85817 \n", "L 151.837055 147.056947 \n", "L 152.422271 147.016425 \n", "L 153.300094 146.573948 \n", "L 154.177917 145.773939 \n", "L 155.640955 144.10655 \n", "L 157.160093 142.975678 \n", "L 157.773357 142.723933 \n", "L 158.795465 142.297331 \n", "L 159.817573 141.743318 \n", "L 160.567414 140.972526 \n", "L 161.212782 139.746633 \n", "L 161.858277 138.037129 \n", "L 162.665303 135.205938 \n", "L 163.956545 129.533419 \n", "L 165.75092 121.406784 \n", "L 166.761346 118.012515 \n", "L 167.282929 116.971402 \n", "L 167.630652 116.567996 \n", "L 167.982846 116.451591 \n", "L 168.339513 116.637977 \n", "L 168.696179 117.201424 \n", "L 169.234281 118.707248 \n", "L 169.805961 121.385686 \n", "L 170.413322 125.11563 \n", "L 171.313654 132.521175 \n", "L 172.713692 146.76111 \n", "L 174.230093 161.671775 \n", "L 175.329448 170.518911 \n", "L 176.438973 177.8053 \n", "L 178.434172 188.96548 \n", "L 180.304257 198.579385 \n", "L 181.201575 201.761479 \n", "L 181.799787 203.153129 \n", "L 182.398955 203.869236 \n", "L 182.699017 203.896536 \n", "L 182.99908 203.760926 \n", "L 183.302293 203.457337 \n", "L 183.844731 202.234346 \n", "L 184.387168 200.267816 \n", "L 185.130867 196.456478 \n", "L 186.205247 189.426965 \n", "L 189.161199 169.089794 \n", "L 189.979943 165.019164 \n", "L 190.701253 162.324054 \n", "L 191.408841 160.540353 \n", "L 194.131784 154.423555 \n", "L 194.69239 151.895361 \n", "L 195.257905 148.298548 \n", "L 195.914515 142.439166 \n", "L 196.855741 131.901981 \n", "L 198.49241 113.348012 \n", "L 199.201551 107.858263 \n", "L 199.667294 105.682192 \n", "L 200.004762 105.036962 \n", "L 200.153309 105.034735 \n", "L 200.385256 105.395019 \n", "L 200.701424 106.591134 \n", "L 201.100081 109.313415 \n", "L 201.547185 114.051425 \n", "L 202.170954 123.145374 \n", "L 202.984167 138.699434 \n", "L 204.722009 173.290402 \n", "L 205.241804 180.526214 \n", "L 205.612058 183.937056 \n", "L 205.986843 185.827231 \n", "L 206.207019 186.16326 \n", "L 206.427195 185.92168 \n", "L 206.666623 185.049476 \n", "L 207.166265 181.253527 \n", "L 207.688309 175.042152 \n", "L 210.007634 142.441286 \n", "L 210.877381 135.17144 \n", "L 211.457212 131.978963 \n", "L 212.037043 129.551345 \n", "L 212.616874 127.793888 \n", "L 214.030817 124.639656 \n", "L 215.469445 121.225708 \n", "L 216.304582 118.456469 \n", "L 216.997182 115.492568 \n", "L 217.707119 111.386795 \n", "L 218.578533 104.658327 \n", "L 220.004484 93.301729 \n", "L 220.461041 91.242052 \n", "L 220.773051 90.697091 \n", "L 220.961427 90.682407 \n", "L 221.16302 90.957549 \n", "L 221.433738 91.871996 \n", "L 221.775345 93.92776 \n", "L 222.259334 98.331327 \n", "L 222.930071 106.887699 \n", "L 225.476696 142.293067 \n", "L 225.945703 145.176619 \n", "L 226.27115 146.127164 \n", "L 226.520552 146.299737 \n", "L 226.688345 146.176736 \n", "L 226.945855 145.644444 \n", "L 227.410263 143.927872 \n", "L 228.390686 140.07868 \n", "L 228.650029 139.61916 \n", "L 228.927464 139.505082 \n", "L 229.205621 139.883733 \n", "L 229.483777 140.818858 \n", "L 229.901012 143.15754 \n", "L 230.457325 148.140007 \n", "L 231.152716 156.938308 \n", "L 232.049746 171.449918 \n", "L 234.436009 211.86186 \n", "L 235.888181 233.263265 \n", "L 236.565453 240.19503 \n", "L 237.0374 242.372794 \n", "L 237.283908 242.459667 \n", "L 237.530416 241.743374 \n", "L 237.776924 240.19881 \n", "L 238.295019 234.506441 \n", "L 238.848206 225.141445 \n", "L 240.011318 199.552967 \n", "L 240.926461 181.091955 \n", "L 241.536557 172.949991 \n", "L 241.841605 170.572684 \n", "L 242.146653 169.352781 \n", "L 242.451701 169.240704 \n", "L 242.756749 170.127355 \n", "L 243.366845 173.868072 \n", "L 244.281988 180.374473 \n", "L 244.587036 181.710745 \n", "L 244.892084 182.297687 \n", "L 245.197132 182.117353 \n", "L 245.50218 181.193508 \n", "L 246.112276 177.334349 \n", "L 247.933834 163.412471 \n", "L 248.201289 162.747268 \n", "L 248.339069 162.67933 \n", "L 248.480429 162.823559 \n", "L 248.692469 163.489988 \n", "L 248.985431 165.387784 \n", "L 249.431285 170.290277 \n", "L 250.074991 180.596237 \n", "L 251.195212 198.910272 \n", "L 251.71453 204.094067 \n", "L 252.133572 206.444238 \n", "L 252.486882 207.35983 \n", "L 252.708361 207.482268 \n", "L 252.886782 207.35566 \n", "L 253.141111 206.818089 \n", "L 253.403255 205.748796 \n", "L 253.76593 203.201717 \n", "L 254.228316 197.944122 \n", "L 254.764979 188.759399 \n", "L 255.414649 173.577822 \n", "L 256.393393 144.872402 \n", "L 257.49729 105.951672 \n", "L 259.481899 33.42875 \n", "L 260.06859 19.478086 \n", "L 260.535494 12.734375 \n", "L 260.883614 10.371432 \n", "L 261.067208 10.062685 \n", "L 261.159113 10.155455 \n", "L 261.348701 10.849971 \n", "L 261.641749 13.186714 \n", "L 262.045866 18.855722 \n", "L 262.582828 30.197831 \n", "L 263.443248 53.955581 \n", "L 264.557835 83.308464 \n", "L 265.020953 90.998026 \n", "L 265.398041 94.257061 \n", "L 265.642089 94.926825 \n", "L 265.77663 94.844743 \n", "L 266.082365 93.599719 \n", "L 266.558935 89.58691 \n", "L 267.530044 80.499685 \n", "L 267.853747 78.963851 \n", "L 268.015598 78.656123 \n", "L 268.181128 78.699409 \n", "L 268.352958 79.115021 \n", "L 268.715196 81.178332 \n", "L 269.085274 85.008152 \n", "L 269.652151 94.31713 \n", "L 270.219027 108.06598 \n", "L 270.916444 130.923561 \n", "L 272.066584 178.285691 \n", "L 273.228908 223.718025 \n", "L 273.882613 241.093348 \n", "L 274.31872 247.895517 \n", "L 274.6458 250.388035 \n", "L 274.863853 250.755958 \n", "L 274.97288 250.538012 \n", "L 275.190934 249.333482 \n", "L 275.490359 246.142567 \n", "L 275.871157 239.616917 \n", "L 276.478305 224.249263 \n", "L 277.372503 194.550092 \n", "L 278.800378 148.074811 \n", "L 279.595787 129.38567 \n", "L 280.292404 118.234203 \n", "L 280.999984 110.548842 \n", "L 281.711155 104.951753 \n", "L 282.204209 102.200881 \n", "L 282.532911 101.362804 \n", "L 282.716564 101.354793 \n", "L 282.87006 101.634941 \n", "L 283.090402 102.542148 \n", "L 283.384357 104.740018 \n", "L 283.825743 110.098741 \n", "L 284.519007 122.140186 \n", "L 286.024249 148.853196 \n", "L 286.586565 155.539162 \n", "L 286.972226 158.173129 \n", "L 287.271371 158.882035 \n", "L 287.428399 158.723651 \n", "L 287.615821 158.03618 \n", "L 287.898563 156.004606 \n", "L 288.280222 151.395063 \n", "L 288.788358 142.298544 \n", "L 289.699096 121.202198 \n", "L 291.13427 88.403168 \n", "L 291.867625 76.166731 \n", "L 292.302082 71.735382 \n", "L 292.617843 70.07452 \n", "L 292.777945 69.89125 \n", "L 292.94628 70.202849 \n", "L 293.283683 72.320087 \n", "L 293.621085 76.737509 \n", "L 294.12719 87.955649 \n", "L 294.801995 110.524191 \n", "L 295.828675 155.00682 \n", "L 296.897343 198.422452 \n", "L 297.484553 213.699931 \n", "L 297.958867 220.141116 \n", "L 298.198654 221.449323 \n", "L 298.319863 221.649443 \n", "L 298.451877 221.561152 \n", "L 298.716476 220.539976 \n", "L 299.085138 217.384505 \n", "L 299.709517 209.025382 \n", "L 300.755736 195.136674 \n", "L 301.200918 191.827123 \n", "L 301.48796 191.015251 \n", "L 301.600158 191.032524 \n", "L 301.786815 191.516078 \n", "L 302.063053 193.342377 \n", "L 302.392725 197.206416 \n", "L 302.997537 207.784216 \n", "L 303.995224 225.597428 \n", "L 304.347725 228.941011 \n", "L 304.583661 229.909205 \n", "L 304.701629 229.991552 \n", "L 304.819597 229.784043 \n", "L 305.055532 228.477505 \n", "L 305.409436 224.54942 \n", "L 306.121945 212.704272 \n", "L 306.815626 202.231445 \n", "L 307.23278 198.924042 \n", "L 307.447306 198.428855 \n", "L 307.594442 198.544265 \n", "L 307.828575 199.367147 \n", "L 308.166514 201.610001 \n", "L 308.988218 207.669126 \n", "L 309.216348 208.01706 \n", "L 309.377013 207.626029 \n", "L 309.623704 205.935589 \n", "L 309.963563 201.604173 \n", "L 310.494153 191.131126 \n", "L 311.93287 155.23911 \n", "L 312.956259 131.933269 \n", "L 313.387665 126.90432 \n", "L 313.590344 126.517417 \n", "L 313.793023 127.739959 \n", "L 313.995703 130.806624 \n", "L 314.352081 141.095759 \n", "L 314.794202 162.070189 \n", "L 316.328233 244.512264 \n", "L 316.561288 248.202186 \n", "L 316.677846 248.691026 \n", "L 316.807633 248.208352 \n", "L 317.088941 243.818369 \n", "L 317.55238 228.838259 \n", "L 320.378233 114.281714 \n", "L 320.884394 102.844994 \n", "L 321.496258 94.050419 \n", "L 322.247464 86.571651 \n", "L 322.703958 83.527768 \n", "L 323.031588 82.60048 \n", "L 323.179438 82.534418 \n", "L 323.352703 82.765627 \n", "L 323.603958 83.722625 \n", "L 323.981786 86.324244 \n", "L 324.445024 91.297752 \n", "L 324.947982 99.33187 \n", "L 325.498253 111.54825 \n", "L 326.309192 135.180395 \n", "L 327.484439 170.507496 \n", "L 327.979462 179.024599 \n", "L 328.584889 185.711394 \n", "L 329.225203 191.130803 \n", "L 329.550901 192.3457 \n", "L 329.659468 192.370062 \n", "L 329.768034 192.17763 \n", "L 329.985166 191.053562 \n", "L 330.310865 187.366246 \n", "L 330.814086 177.49445 \n", "L 331.489059 158.693119 \n", "L 332.702483 122.425217 \n", "L 332.954948 119.992933 \n", "L 333.015857 119.921017 \n", "L 333.137676 120.415566 \n", "L 333.320405 122.718905 \n", "L 333.624953 130.011473 \n", "L 334.82718 162.981041 \n", "L 335.318717 168.672394 \n", "L 335.920185 172.728868 \n", "L 336.865349 179.011174 \n", "L 337.497474 186.12409 \n", "L 337.916394 189.765331 \n", "L 338.043049 190.04251 \n", "L 338.071801 190.03464 \n", "L 338.16677 189.813502 \n", "L 338.342382 188.629682 \n", "L 338.652899 184.414147 \n", "L 339.143739 173.798864 \n", "L 340.161043 144.968601 \n", "L 340.634865 134.668084 \n", "L 340.917088 132.474535 \n", "L 340.988925 132.537566 \n", "L 341.134152 133.487325 \n", "L 341.353758 136.934615 \n", "L 341.775718 148.239545 \n", "L 342.677009 172.607997 \n", "L 343.18096 181.261667 \n", "L 343.450068 183.532867 \n", "L 343.598192 183.838085 \n", "L 343.679323 183.704947 \n", "L 343.842967 182.79531 \n", "L 344.103514 179.67752 \n", "L 344.572791 169.895443 \n", "L 345.927286 138.603669 \n", "L 347.039868 115.196833 \n", "L 347.318141 113.261106 \n", "L 347.387709 113.191363 \n", "L 347.531736 113.617327 \n", "L 347.769512 116.078239 \n", "L 348.118541 123.493237 \n", "L 348.784859 145.069915 \n", "L 349.674062 173.949524 \n", "L 349.976941 178.873243 \n", "L 350.152591 179.594416 \n", "L 350.301972 178.981633 \n", "L 350.526044 176.304104 \n", "L 350.976414 166.909981 \n", "L 351.698047 146.381515 \n", "L 352.523441 116.438672 \n", "L 353.949462 63.582884 \n", "L 354.485581 52.499025 \n", "L 354.808341 49.278675 \n", "L 354.943602 49.026192 \n", "L 355.088632 49.571612 \n", "L 355.329902 52.40761 \n", "L 355.762622 62.243473 \n", "L 356.374097 76.319486 \n", "L 356.742527 80.741596 \n", "L 357.030488 81.886592 \n", "L 357.230922 81.872521 \n", "L 357.531574 81.262353 \n", "L 358.246272 79.374374 \n", "L 358.459394 79.25096 \n", "L 358.576645 79.358821 \n", "L 358.818268 80.217396 \n", "L 359.059891 82.41057 \n", "L 359.30261 86.596739 \n", "L 359.645648 96.848543 \n", "L 360.347878 128.789124 \n", "L 360.851136 148.139357 \n", "L 361.290029 156.925068 \n", "L 361.736166 160.881187 \n", "L 362.190234 162.769774 \n", "L 362.462245 163.348085 \n", "L 362.553681 163.365572 \n", "L 362.737917 162.960009 \n", "L 362.923114 161.800261 \n", "L 363.202352 158.250001 \n", "L 363.574669 149.787102 \n", "L 365.065611 108.700283 \n", "L 365.426579 104.329348 \n", "L 365.667225 103.543241 \n", "L 365.789801 103.845982 \n", "L 366.0383 105.995874 \n", "L 366.41175 113.449535 \n", "L 366.909684 129.870886 \n", "L 367.532101 158.082025 \n", "L 368.951947 228.120644 \n", "L 369.312483 233.543849 \n", "L 369.625382 235.41332 \n", "L 369.896947 235.968341 \n", "L 370.038443 235.890887 \n", "L 370.2565 235.330578 \n", "L 370.57071 233.584965 \n", "L 370.822966 230.906471 \n", "L 371.150318 224.874351 \n", "L 371.608297 210.993865 \n", "L 372.474906 174.628325 \n", "L 373.461597 133.637307 \n", "L 373.967728 121.652711 \n", "L 374.495174 113.17313 \n", "L 374.811642 110.261501 \n", "L 375.02262 109.481511 \n", "L 375.12811 109.479297 \n", "L 375.339088 110.300944 \n", "L 375.655556 113.258769 \n", "L 376.50575 121.843721 \n", "L 376.952828 124.285337 \n", "L 377.399907 125.397676 \n", "L 377.735215 125.874255 \n", "L 378.204132 125.965721 \n", "L 378.348183 126.58624 \n", "L 378.560336 128.941638 \n", "L 378.835003 135.124588 \n", "L 379.320698 152.788222 \n", "L 380.035658 177.87963 \n", "L 380.421751 185.026841 \n", "L 380.741508 187.385153 \n", "L 380.893002 187.502682 \n", "L 381.05941 186.983059 \n", "L 381.320882 184.694792 \n", "L 381.669513 178.267549 \n", "L 382.279615 166.225831 \n", "L 382.453931 165.342475 \n", "L 382.529975 165.395899 \n", "L 382.682064 166.194668 \n", "L 382.986241 169.657344 \n", "L 383.442508 174.424617 \n", "L 383.746685 175.435117 \n", "L 383.974819 175.58834 \n", "L 384.126907 175.458792 \n", "L 384.355041 174.754121 \n", "L 384.726112 172.468323 \n", "L 384.997676 169.720267 \n", "L 385.365658 163.038093 \n", "L 385.960397 151.927843 \n", "L 386.22085 149.796597 \n", "L 386.394485 149.348571 \n", "L 386.568121 149.439493 \n", "L 386.915392 149.894122 \n", "L 387.262663 150.033599 \n", "L 387.436299 150.44376 \n", "L 387.701917 151.842872 \n", "L 388.062919 155.422263 \n", "L 388.514172 163.263408 \n", "L 389.44643 180.275938 \n", "L 389.882283 184.799321 \n", "L 390.111861 185.32791 \n", "L 390.229225 184.911142 \n", "L 390.469281 182.519259 \n", "L 390.837353 175.160645 \n", "L 392.186953 142.91868 \n", "L 393.16848 123.705778 \n", "L 395.590011 65.822931 \n", "L 395.722393 65.338143 \n", "L 395.857757 66.103156 \n", "L 396.128483 71.728329 \n", "L 396.669937 93.343913 \n", "L 397.947315 143.316347 \n", "L 398.269383 149.655513 \n", "L 398.376739 150.251014 \n", "L 398.484095 150.081757 \n", "L 398.698807 148.157213 \n", "L 399.787309 135.223331 \n", "L 400.124697 134.586284 \n", "L 400.259652 134.678872 \n", "L 400.394607 135.198227 \n", "L 401.00606 138.878324 \n", "L 401.149829 138.766358 \n", "L 401.457158 138.427026 \n", "L 401.722304 138.498959 \n", "L 401.907692 138.758271 \n", "L 402.290877 139.817712 \n", "L 402.386674 139.680553 \n", "L 402.578266 138.132628 \n", "L 403.286133 128.879987 \n", "L 403.506709 128.36205 \n", "L 403.947863 128.103386 \n", "L 404.142726 128.040579 \n", "L 404.240157 128.122819 \n", "L 404.43502 129.027748 \n", "L 404.683211 132.434698 \n", "L 405.192532 140.164547 \n", "L 405.4228 140.715258 \n", "L 405.538516 140.929347 \n", "L 405.717056 141.911457 \n", "L 406.028122 145.562143 \n", "L 406.485746 150.516061 \n", "L 406.748233 151.30033 \n", "L 407.025871 151.56684 \n", "L 407.241203 152.471446 \n", "L 407.746925 156.208385 \n", "L 407.970957 160.065701 \n", "L 408.273885 170.389449 \n", "L 409.528039 221.229656 \n", "L 410.434975 243.195756 \n", "L 410.548298 243.184293 \n", "L 410.782028 240.434346 \n", "L 411.175302 229.515254 \n", "L 411.577473 219.520056 \n", "L 411.866408 217.626574 \n", "L 412.280635 216.636628 \n", "L 412.50814 215.664481 \n", "L 412.660442 214.28354 \n", "L 412.889362 209.244129 \n", "L 413.194901 194.758228 \n", "L 414.352182 129.901743 \n", "L 415.118489 94.501985 \n", "L 415.416374 89.542166 \n", "L 415.516175 89.610142 \n", "L 415.715777 91.353426 \n", "L 416.015179 96.065746 \n", "L 416.416611 106.972107 \n", "L 416.719097 113.839276 \n", "L 416.925583 115.133904 \n", "L 417.140185 115.470652 \n", "L 417.364146 117.446867 \n", "L 417.812069 126.403135 \n", "L 418.371973 137.461664 \n", "L 418.707915 139.941934 \n", "L 419.072173 140.668303 \n", "L 419.619845 141.437012 \n", "L 419.833235 143.130998 \n", "L 420.278669 147.117857 \n", "L 420.346551 147.151769 \n", "L 420.495027 146.575578 \n", "L 420.724697 144.375453 \n", "L 421.03455 138.846797 \n", "L 421.505919 123.457146 \n", "L 421.986382 110.818457 \n", "L 422.313001 106.546483 \n", "L 422.361999 106.304016 \n", "L 422.361999 106.304016 \n", "\" clip-path=\"url(#pc8f4738af4)\" style=\"fill: none; stroke: #e36f47\"/>\n", " </g>\n", " <g id=\"patch_3\">\n", " <path d=\"M 64.557544 258.225354 \n", "L 64.557544 2.834646 \n", "\" style=\"fill: none; stroke: #000000; stroke-linejoin: miter; stroke-linecap: square\"/>\n", " </g>\n", " <g id=\"patch_4\">\n", " <path d=\"M 64.557544 258.225354 \n", "L 422.361999 258.225354 \n", "\" style=\"fill: none; stroke: #000000; stroke-linejoin: miter; stroke-linecap: square\"/>\n", " </g>\n", " <g id=\"line2d_14\">\n", " <path d=\"M 64.557544 149.140551 \n", "L 71.49212 149.250241 \n", "L 72.71878 149.296118 \n", "L 73.696791 149.335742 \n", "L 75.278631 149.298732 \n", "L 80.541126 148.967414 \n", "L 81.441176 148.974097 \n", "L 82.374438 148.923028 \n", "L 83.522198 148.83606 \n", "L 89.086304 149.058446 \n", "L 90.818548 149.643607 \n", "L 91.660157 150.234312 \n", "L 93.258775 151.622715 \n", "L 94.637661 152.816326 \n", "L 96.803898 154.211517 \n", "L 97.600029 154.365493 \n", "L 98.285409 154.256829 \n", "L 98.946689 153.896129 \n", "L 99.600861 153.318277 \n", "L 100.388434 152.277697 \n", "L 101.175577 150.88879 \n", "L 102.183823 148.591837 \n", "L 103.90974 143.80249 \n", "L 106.555525 136.608625 \n", "L 107.929348 133.526152 \n", "L 108.996655 131.614812 \n", "L 110.309138 129.746347 \n", "L 111.145917 128.906567 \n", "L 111.70979 128.569202 \n", "L 112.267223 128.461595 \n", "L 112.797443 128.593181 \n", "L 113.292069 128.933644 \n", "L 113.900551 129.651255 \n", "L 114.6375 130.986509 \n", "L 115.415212 132.994312 \n", "L 116.266991 135.952321 \n", "L 117.160809 139.906392 \n", "L 118.170674 145.289654 \n", "L 119.463973 153.368613 \n", "L 122.576828 173.709431 \n", "L 123.525325 178.275199 \n", "L 124.291667 180.951413 \n", "L 124.90654 182.343765 \n", "L 125.303143 182.862011 \n", "L 125.708477 183.083258 \n", "L 126.115993 183.003697 \n", "L 126.539077 182.624234 \n", "L 126.966426 181.963883 \n", "L 127.662446 180.37029 \n", "L 128.458884 177.887586 \n", "L 129.688833 173.076451 \n", "L 131.936025 163.950849 \n", "L 133.040381 160.329358 \n", "L 133.914878 158.017288 \n", "L 135.084073 155.619026 \n", "L 136.609876 152.661456 \n", "L 137.444774 150.547363 \n", "L 138.50916 147.175917 \n", "L 139.8682 142.002884 \n", "L 141.999151 133.783109 \n", "L 142.897731 131.185481 \n", "L 143.483999 129.990604 \n", "L 143.935765 129.394113 \n", "L 144.387817 129.112444 \n", "L 144.803922 129.150307 \n", "L 145.251158 129.518926 \n", "L 145.717387 130.262551 \n", "L 146.222558 131.459869 \n", "L 147.025879 134.078249 \n", "L 149.939693 144.943887 \n", "L 150.511742 146.2033 \n", "L 151.118198 147.060384 \n", "L 151.734313 147.463284 \n", "L 152.326614 147.466022 \n", "L 152.888746 147.188543 \n", "L 153.738124 146.42075 \n", "L 156.392786 143.647851 \n", "L 157.393315 142.929158 \n", "L 159.829313 141.504544 \n", "L 160.41163 140.862958 \n", "L 161.08526 139.761472 \n", "L 161.803826 138.081559 \n", "L 162.511123 135.893825 \n", "L 163.531298 131.885799 \n", "L 166.491118 119.184385 \n", "L 167.073554 117.666828 \n", "L 167.676909 116.795787 \n", "L 167.968823 116.667849 \n", "L 168.259279 116.748016 \n", "L 168.494358 116.971499 \n", "L 168.988406 117.930001 \n", "L 169.516984 119.72228 \n", "L 170.009231 122.123117 \n", "L 170.818573 127.567181 \n", "L 171.828288 136.578084 \n", "L 175.212884 169.610749 \n", "L 176.272206 177.065486 \n", "L 177.661062 185.021838 \n", "L 179.595962 194.822387 \n", "L 180.577508 199.036688 \n", "L 181.337417 201.545875 \n", "L 181.837749 202.710939 \n", "L 182.302804 203.381514 \n", "L 182.784581 203.602733 \n", "L 183.050098 203.500742 \n", "L 183.45843 203.016184 \n", "L 183.976786 201.809545 \n", "L 184.629803 199.362157 \n", "L 185.368167 195.483905 \n", "L 186.412478 188.583718 \n", "L 188.8139 172.005494 \n", "L 189.850201 166.457675 \n", "L 190.714442 162.928635 \n", "L 191.667282 160.018851 \n", "L 194.22885 153.113679 \n", "L 194.790155 150.508654 \n", "L 195.35291 146.960418 \n", "L 196.107119 140.554715 \n", "L 197.08804 129.871261 \n", "L 198.674712 112.396082 \n", "L 199.243922 108.076863 \n", "L 199.655899 106.112654 \n", "L 200.032558 105.333902 \n", "L 200.220231 105.342283 \n", "L 200.40406 105.619535 \n", "L 200.782872 107.059105 \n", "L 201.153626 109.624617 \n", "L 201.677696 115.185874 \n", "L 202.275035 124.062017 \n", "L 203.216703 142.036021 \n", "L 204.774188 172.4083 \n", "L 205.408136 180.770299 \n", "L 205.873405 184.354503 \n", "L 206.12472 185.2963 \n", "L 206.280302 185.523175 \n", "L 206.428212 185.488573 \n", "L 206.707184 184.775982 \n", "L 207.029822 182.95674 \n", "L 207.602775 177.473211 \n", "L 208.35242 167.316519 \n", "L 210.009403 143.876453 \n", "L 210.62618 137.707529 \n", "L 211.334255 132.809514 \n", "L 212.008684 129.768912 \n", "L 212.748241 127.435206 \n", "L 213.90623 124.565184 \n", "L 215.74633 120.158131 \n", "L 216.498671 117.608366 \n", "L 217.176966 114.541343 \n", "L 217.909668 110.242722 \n", "L 218.986028 102.351941 \n", "L 220.08046 94.786524 \n", "L 220.57671 92.708083 \n", "L 220.932585 92.090684 \n", "L 221.117999 92.107745 \n", "L 221.294366 92.355586 \n", "L 221.664116 93.640605 \n", "L 222.02728 95.925986 \n", "L 222.635271 101.884925 \n", "L 223.431865 112.730017 \n", "L 225.127258 136.770189 \n", "L 225.815448 142.933457 \n", "L 226.245239 145.052603 \n", "L 226.606113 145.798203 \n", "L 226.848778 145.81353 \n", "L 227.132596 145.40653 \n", "L 227.468731 144.469139 \n", "L 228.723681 140.285292 \n", "L 229.039375 140.025144 \n", "L 229.202649 140.130557 \n", "L 229.535632 140.917561 \n", "L 229.851423 142.418417 \n", "L 230.351458 146.320837 \n", "L 230.98152 153.698057 \n", "L 231.836896 167.0669 \n", "L 235.11805 222.826258 \n", "L 236.042552 234.426437 \n", "L 236.590607 239.002988 \n", "L 236.973348 240.680534 \n", "L 237.120759 240.93794 \n", "L 237.268981 240.965018 \n", "L 237.416396 240.755265 \n", "L 237.71061 239.616866 \n", "L 238.152059 236.112201 \n", "L 238.593707 230.561708 \n", "L 239.319413 217.786893 \n", "L 241.508875 175.176959 \n", "L 241.976424 170.582453 \n", "L 242.396102 168.645275 \n", "L 242.552595 168.429926 \n", "L 242.697652 168.456457 \n", "L 242.958934 169.000199 \n", "L 243.30886 170.544147 \n", "L 244.096584 175.658566 \n", "L 244.643036 178.698607 \n", "L 245.03689 179.832147 \n", "L 245.232918 179.971265 \n", "L 245.428229 179.815437 \n", "L 245.712935 179.08665 \n", "L 246.151675 176.972687 \n", "L 246.992237 171.115476 \n", "L 247.739286 166.408545 \n", "L 248.147309 164.943026 \n", "L 248.451064 164.644768 \n", "L 248.605298 164.806148 \n", "L 248.920403 165.877679 \n", "L 249.326542 168.830534 \n", "L 249.79597 174.368531 \n", "L 250.779131 190.185823 \n", "L 251.501963 200.486712 \n", "L 252.069796 205.458337 \n", "L 252.351802 206.784953 \n", "L 252.670811 207.451829 \n", "L 252.835969 207.477298 \n", "L 252.991494 207.31321 \n", "L 253.303421 206.44531 \n", "L 253.615139 204.829866 \n", "L 254.119335 200.368068 \n", "L 254.671006 192.289387 \n", "L 255.216317 180.584368 \n", "L 256.023802 157.335541 \n", "L 257.458782 107.086262 \n", "L 259.277712 43.982528 \n", "L 260.035718 24.984309 \n", "L 260.589455 16.360805 \n", "L 260.865913 13.995411 \n", "L 261.166609 12.987208 \n", "L 261.326425 13.126444 \n", "L 261.622011 14.610542 \n", "L 261.892966 17.325834 \n", "L 262.340873 24.389708 \n", "L 263.057981 40.782147 \n", "L 264.751538 82.838672 \n", "L 265.259928 90.301235 \n", "L 265.663988 93.391228 \n", "L 265.896063 94.027374 \n", "L 266.009159 94.055266 \n", "L 266.232426 93.617881 \n", "L 266.475077 92.498071 \n", "L 266.941387 89.080708 \n", "L 267.788428 82.503517 \n", "L 268.087 81.246879 \n", "L 268.241527 80.963003 \n", "L 268.385473 80.950696 \n", "L 268.635923 81.549909 \n", "L 268.887123 82.985044 \n", "L 269.274055 86.89466 \n", "L 269.798013 95.561007 \n", "L 270.388151 110.057015 \n", "L 271.056085 132.217037 \n", "L 272.235163 180.679394 \n", "L 273.364262 224.389496 \n", "L 273.988339 241.288115 \n", "L 274.47441 248.88611 \n", "L 274.716314 250.59843 \n", "L 274.832009 250.915172 \n", "L 274.94973 250.90373 \n", "L 275.189897 249.850008 \n", "L 275.538446 245.964171 \n", "L 276.041932 236.006797 \n", "L 276.744225 215.864746 \n", "L 278.96294 147.427166 \n", "L 279.791306 130.224283 \n", "L 280.563845 117.926024 \n", "L 281.207266 110.380436 \n", "L 281.834178 105.253991 \n", "L 282.427132 102.185173 \n", "L 282.799422 101.284527 \n", "L 282.989152 101.24164 \n", "L 283.185724 101.562877 \n", "L 283.424595 102.532184 \n", "L 283.704555 104.583969 \n", "L 284.175627 110.433982 \n", "L 284.800546 122.34048 \n", "L 286.361856 154.752405 \n", "L 286.871938 160.09249 \n", "L 287.21346 161.468266 \n", "L 287.392487 161.467956 \n", "L 287.550754 161.055559 \n", "L 287.887724 158.91423 \n", "L 288.286263 154.255773 \n", "L 288.848203 144.251644 \n", "L 289.703244 123.791054 \n", "L 291.108518 89.430608 \n", "L 291.705366 79.003023 \n", "L 292.156642 73.890878 \n", "L 292.491257 71.903655 \n", "L 292.648444 71.544605 \n", "L 292.824989 71.600187 \n", "L 292.999804 72.148104 \n", "L 293.323391 74.499848 \n", "L 293.759584 80.510709 \n", "L 294.198976 89.918498 \n", "L 294.815201 108.510907 \n", "L 295.743397 145.244258 \n", "L 297.064373 197.307887 \n", "L 297.680268 213.622106 \n", "L 298.132544 220.536119 \n", "L 298.380629 222.39011 \n", "L 298.647181 222.907354 \n", "L 298.768673 222.667084 \n", "L 299.041255 221.149062 \n", "L 299.451112 216.783088 \n", "L 300.310334 203.687105 \n", "L 300.918252 195.594096 \n", "L 301.288285 192.590067 \n", "L 301.555169 191.592068 \n", "L 301.693772 191.47977 \n", "L 301.833528 191.646777 \n", "L 302.111311 192.7921 \n", "L 302.513398 196.223149 \n", "L 303.095837 204.193998 \n", "L 304.551091 226.171196 \n", "L 304.893982 228.110877 \n", "L 305.005531 228.272512 \n", "L 305.118411 228.192122 \n", "L 305.374507 227.110735 \n", "L 305.719673 223.819982 \n", "L 306.313377 214.721843 \n", "L 307.128982 202.671013 \n", "L 307.46749 200.294602 \n", "L 307.62984 199.900402 \n", "L 307.715973 199.881944 \n", "L 307.893744 200.225135 \n", "L 308.192633 201.729458 \n", "L 309.097619 207.337634 \n", "L 309.258811 207.544231 \n", "L 309.356005 207.460255 \n", "L 309.550721 206.777593 \n", "L 309.875452 204.052573 \n", "L 310.227336 198.952998 \n", "L 310.87649 185.159446 \n", "L 312.923004 137.109012 \n", "L 313.260271 132.682843 \n", "L 313.504665 131.274584 \n", "L 313.602721 131.223852 \n", "L 313.70933 131.537874 \n", "L 313.929814 133.495099 \n", "L 314.262941 139.995025 \n", "L 314.646816 152.776329 \n", "L 315.269893 183.194123 \n", "L 316.314027 235.099705 \n", "L 316.71014 244.053902 \n", "L 316.90073 245.13328 \n", "L 317.009262 244.798364 \n", "L 317.20497 242.523987 \n", "L 317.482774 235.968566 \n", "L 317.988059 216.621501 \n", "L 319.966976 129.984845 \n", "L 320.722909 109.293495 \n", "L 321.466977 94.921279 \n", "L 322.287496 83.232545 \n", "L 322.732146 78.933386 \n", "L 323.064949 77.32106 \n", "L 323.265096 77.21376 \n", "L 323.459916 77.798266 \n", "L 323.786367 80.292158 \n", "L 324.236689 86.365098 \n", "L 324.993768 100.619028 \n", "L 325.928936 122.526066 \n", "L 328.151156 179.16754 \n", "L 328.648915 184.248419 \n", "L 329.06394 186.549311 \n", "L 329.434182 187.557697 \n", "L 329.591304 187.649559 \n", "L 329.750429 187.484861 \n", "L 329.975217 186.717717 \n", "L 330.246192 184.792153 \n", "L 330.564734 180.911315 \n", "L 331.046824 171.674582 \n", "L 331.958663 147.933316 \n", "L 332.653894 132.075707 \n", "L 333.025071 127.381088 \n", "L 333.230066 126.627281 \n", "L 333.30166 126.72091 \n", "L 333.45435 127.557533 \n", "L 333.683074 130.3766 \n", "L 334.125546 139.90153 \n", "L 335.074987 161.36361 \n", "L 335.618712 168.364737 \n", "L 337.56231 188.148622 \n", "L 337.926202 190.069364 \n", "L 338.059648 190.237044 \n", "L 338.202837 189.985934 \n", "L 338.43088 188.529319 \n", "L 338.69642 185.114439 \n", "L 339.168391 175.312214 \n", "L 340.676131 140.149628 \n", "L 340.991457 136.537553 \n", "L 341.187767 135.799752 \n", "L 341.273589 135.896608 \n", "L 341.443882 136.891332 \n", "L 341.72018 140.763038 \n", "L 342.141671 150.927959 \n", "L 343.111033 175.347305 \n", "L 343.576578 181.369989 \n", "L 343.787283 182.428614 \n", "L 343.900602 182.494568 \n", "L 344.043214 182.045553 \n", "L 344.269706 180.090434 \n", "L 344.59938 174.666784 \n", "L 345.179596 159.907313 \n", "L 346.129836 135.720407 \n", "L 346.990951 119.58079 \n", "L 347.363377 115.576502 \n", "L 347.581715 115.000711 \n", "L 347.728209 115.480433 \n", "L 347.958916 117.689982 \n", "L 348.299202 123.986371 \n", "L 348.880326 140.614225 \n", "L 349.810023 167.079294 \n", "L 350.204861 172.914362 \n", "L 350.446419 174.067035 \n", "L 350.534139 173.994062 \n", "L 350.716919 172.991067 \n", "L 351.01329 169.03831 \n", "L 351.427787 159.676578 \n", "L 352.168963 136.866754 \n", "L 352.99025 104.236622 \n", "L 353.930864 67.466108 \n", "L 354.39518 56.927665 \n", "L 354.76847 52.985755 \n", "L 354.980326 52.330777 \n", "L 355.120951 52.464938 \n", "L 355.316196 53.368787 \n", "L 355.566368 55.729417 \n", "L 355.933267 61.464715 \n", "L 357.032953 80.487408 \n", "L 357.318491 81.760246 \n", "L 357.48618 81.807409 \n", "L 358.017363 81.332828 \n", "L 358.18273 81.720381 \n", "L 358.415721 83.080408 \n", "L 358.752787 86.750918 \n", "L 359.235466 94.775025 \n", "L 359.800947 108.094946 \n", "L 360.469886 130.186046 \n", "L 361.254036 154.939323 \n", "L 361.663505 161.35384 \n", "L 361.96463 162.949748 \n", "L 362.148375 163.088129 \n", "L 362.417712 162.823112 \n", "L 362.898017 161.994639 \n", "L 363.131346 160.845409 \n", "L 363.340997 158.698397 \n", "L 363.640107 153.144415 \n", "L 364.087083 139.862632 \n", "L 364.940936 114.199637 \n", "L 365.331679 108.749455 \n", "L 365.539655 107.808307 \n", "L 365.618967 107.781105 \n", "L 365.767479 108.189601 \n", "L 365.981216 109.760816 \n", "L 366.279956 113.826613 \n", "L 366.693959 123.336661 \n", "L 367.234627 142.639375 \n", "L 368.382842 195.278253 \n", "L 369.154854 227.069045 \n", "L 369.537745 235.408709 \n", "L 369.856708 238.116272 \n", "L 370.058574 238.405291 \n", "L 370.185573 238.18122 \n", "L 370.397943 237.246572 \n", "L 370.705164 234.745283 \n", "L 371.039594 230.227027 \n", "L 371.442381 221.576847 \n", "L 371.875546 207.310774 \n", "L 372.477135 178.928299 \n", "L 373.256774 143.231896 \n", "L 373.775971 128.389185 \n", "L 374.512528 114.149418 \n", "L 374.992594 108.224336 \n", "L 375.236563 107.202396 \n", "L 375.316267 107.213712 \n", "L 375.469566 107.648966 \n", "L 375.813994 109.807647 \n", "L 377.01855 119.051695 \n", "L 377.445047 126.096946 \n", "L 378.043089 135.277831 \n", "L 378.347968 136.852405 \n", "L 378.70357 137.756553 \n", "L 378.910521 139.395058 \n", "L 379.202296 144.511012 \n", "L 379.685112 159.282306 \n", "L 380.26046 175.883463 \n", "L 380.651918 181.309074 \n", "L 380.950308 182.909509 \n", "L 381.210464 183.333874 \n", "L 381.35863 183.196979 \n", "L 381.550818 182.409541 \n", "L 381.768294 180.35954 \n", "L 382.099338 174.832906 \n", "L 382.659195 165.612222 \n", "L 382.859268 164.890103 \n", "L 382.96552 165.240833 \n", "L 383.184685 167.270387 \n", "L 383.794542 173.999124 \n", "L 383.956153 174.247211 \n", "L 384.107864 173.756147 \n", "L 384.387252 171.62503 \n", "L 384.873112 168.00327 \n", "L 385.104726 167.453067 \n", "L 385.394475 166.995457 \n", "L 385.602653 165.829159 \n", "L 385.862122 162.708162 \n", "L 386.909016 147.656742 \n", "L 387.050519 147.448239 \n", "L 387.178049 147.655777 \n", "L 387.395031 148.648536 \n", "L 387.85125 152.126286 \n", "L 388.566521 158.9871 \n", "L 388.992888 165.881262 \n", "L 390.18736 187.7565 \n", "L 390.345296 188.083768 \n", "L 390.452968 187.688886 \n", "L 390.659971 185.517078 \n", "L 390.969459 179.239117 \n", "L 391.652065 158.988178 \n", "L 392.676218 130.121253 \n", "L 393.217365 121.41213 \n", "L 393.731416 112.795469 \n", "L 394.21391 99.883644 \n", "L 395.18458 72.516162 \n", "L 395.597514 67.358905 \n", "L 395.815946 66.491124 \n", "L 395.929357 66.688283 \n", "L 396.104064 68.056178 \n", "L 396.330213 72.037175 \n", "L 396.679253 83.20495 \n", "L 397.373689 115.909597 \n", "L 398.025329 142.564057 \n", "L 398.357921 149.558338 \n", "L 398.551067 150.859875 \n", "L 398.601622 150.858219 \n", "L 398.733823 150.217355 \n", "L 398.942167 147.592007 \n", "L 399.897458 132.69107 \n", "L 400.098415 132.34577 \n", "L 400.244979 132.605793 \n", "L 400.509631 133.723193 \n", "L 400.912527 136.511884 \n", "L 401.782301 143.138258 \n", "L 401.96374 143.306401 \n", "L 402.127609 142.993948 \n", "L 402.381893 141.84849 \n", "L 402.761432 138.891753 \n", "L 403.67209 130.330384 \n", "L 403.703541 130.359569 \n", "L 403.814906 130.733108 \n", "L 404.114644 133.013628 \n", "L 404.428179 134.732573 \n", "L 404.548771 134.749329 \n", "L 404.785666 134.119238 \n", "L 404.999817 133.752454 \n", "L 405.108645 133.938639 \n", "L 405.290781 134.931015 \n", "L 406.112823 140.751454 \n", "L 406.348577 140.999361 \n", "L 406.682586 141.023335 \n", "L 407.011926 141.022363 \n", "L 407.18818 141.376422 \n", "L 407.389998 142.611193 \n", "L 407.607709 145.462264 \n", "L 407.938195 153.025865 \n", "L 408.522786 172.803653 \n", "L 409.282258 206.915163 \n", "L 409.925579 233.162258 \n", "L 410.308731 241.037904 \n", "L 410.636602 243.829684 \n", "L 410.780802 244.102438 \n", "L 410.905286 243.823235 \n", "L 411.101642 242.332766 \n", "L 411.391156 237.905096 \n", "L 412.995473 204.796984 \n", "L 413.466403 185.301364 \n", "L 414.173422 144.034501 \n", "L 414.781743 114.478409 \n", "L 415.275671 99.359478 \n", "L 415.558686 95.056858 \n", "L 415.675788 94.531036 \n", "L 415.736577 94.578251 \n", "L 415.851133 95.266491 \n", "L 416.076769 98.701674 \n", "L 417.298481 122.349124 \n", "L 417.645121 124.828897 \n", "L 418.103707 127.529051 \n", "L 418.990281 134.802701 \n", "L 419.162118 134.887414 \n", "L 419.602539 134.646584 \n", "L 419.796664 135.151258 \n", "L 420.361923 136.976102 \n", "L 420.499981 136.757817 \n", "L 420.743414 135.590996 \n", "L 421.140955 132.188415 \n", "L 421.881916 123.52514 \n", "L 422.361999 116.310686 \n", "L 422.361999 116.310686 \n", "\" clip-path=\"url(#pc8f4738af4)\" style=\"fill: none; stroke: #3ea44e\"/>\n", " </g>\n", " <g id=\"legend_1\">\n", " <g id=\"patch_5\">\n", " <path d=\"M 332.945749 50.862146 \n", "L 418.361999 50.862146 \n", "L 418.361999 6.834646 \n", "L 332.945749 6.834646 \n", "z\n", "\" style=\"fill: #ffffff; stroke: #000000; stroke-linejoin: miter\"/>\n", " </g>\n", " <g id=\"line2d_15\">\n", " <path d=\"M 339.345749 16.513396 \n", "L 347.345749 16.513396 \n", "L 355.345749 16.513396 \n", "\" style=\"fill: none; stroke: #009afa; stroke-linejoin: miter\"/>\n", " </g>\n", " <g id=\"text_14\">\n", " <!-- GXBeam -->\n", " <g transform=\"translate(361.745749 19.313396) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-47\" d=\"M 3809 666 \n", "L 3809 1919 \n", "L 2778 1919 \n", "L 2778 2438 \n", "L 4434 2438 \n", "L 4434 434 \n", "Q 4069 175 3628 42 \n", "Q 3188 -91 2688 -91 \n", "Q 1594 -91 976 548 \n", "Q 359 1188 359 2328 \n", "Q 359 3472 976 4111 \n", "Q 1594 4750 2688 4750 \n", "Q 3144 4750 3555 4637 \n", "Q 3966 4525 4313 4306 \n", "L 4313 3634 \n", "Q 3963 3931 3569 4081 \n", "Q 3175 4231 2741 4231 \n", "Q 1884 4231 1454 3753 \n", "Q 1025 3275 1025 2328 \n", "Q 1025 1384 1454 906 \n", "Q 1884 428 2741 428 \n", "Q 3075 428 3337 486 \n", "Q 3600 544 3809 666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-58\" d=\"M 403 4666 \n", "L 1081 4666 \n", "L 2241 2931 \n", "L 3406 4666 \n", "L 4084 4666 \n", "L 2584 2425 \n", "L 4184 0 \n", "L 3506 0 \n", "L 2194 1984 \n", "L 872 0 \n", "L 191 0 \n", "L 1856 2491 \n", "L 403 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-42\" d=\"M 1259 2228 \n", "L 1259 519 \n", "L 2272 519 \n", "Q 2781 519 3026 730 \n", "Q 3272 941 3272 1375 \n", "Q 3272 1813 3026 2020 \n", "Q 2781 2228 2272 2228 \n", "L 1259 2228 \n", "z\n", "M 1259 4147 \n", "L 1259 2741 \n", "L 2194 2741 \n", "Q 2656 2741 2882 2914 \n", "Q 3109 3088 3109 3444 \n", "Q 3109 3797 2882 3972 \n", "Q 2656 4147 2194 4147 \n", "L 1259 4147 \n", "z\n", "M 628 4666 \n", "L 2241 4666 \n", "Q 2963 4666 3353 4366 \n", "Q 3744 4066 3744 3513 \n", "Q 3744 3084 3544 2831 \n", "Q 3344 2578 2956 2516 \n", "Q 3422 2416 3680 2098 \n", "Q 3938 1781 3938 1306 \n", "Q 3938 681 3513 340 \n", "Q 3088 0 2303 0 \n", "L 628 0 \n", "L 628 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-61\" d=\"M 2194 1759 \n", "Q 1497 1759 1228 1600 \n", "Q 959 1441 959 1056 \n", "Q 959 750 1161 570 \n", "Q 1363 391 1709 391 \n", "Q 2188 391 2477 730 \n", "Q 2766 1069 2766 1631 \n", "L 2766 1759 \n", "L 2194 1759 \n", "z\n", "M 3341 1997 \n", "L 3341 0 \n", "L 2766 0 \n", "L 2766 531 \n", "Q 2569 213 2275 61 \n", "Q 1981 -91 1556 -91 \n", "Q 1019 -91 701 211 \n", "Q 384 513 384 1019 \n", "Q 384 1609 779 1909 \n", "Q 1175 2209 1959 2209 \n", "L 2766 2209 \n", "L 2766 2266 \n", "Q 2766 2663 2505 2880 \n", "Q 2244 3097 1772 3097 \n", "Q 1472 3097 1187 3025 \n", "Q 903 2953 641 2809 \n", "L 641 3341 \n", "Q 956 3463 1253 3523 \n", "Q 1550 3584 1831 3584 \n", "Q 2591 3584 2966 3190 \n", "Q 3341 2797 3341 1997 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-47\"/>\n", " <use xlink:href=\"#DejaVuSans-58\" x=\"77.490234\"/>\n", " <use xlink:href=\"#DejaVuSans-42\" x=\"145.996094\"/>\n", " <use xlink:href=\"#DejaVuSans-65\" x=\"214.599609\"/>\n", " <use xlink:href=\"#DejaVuSans-61\" x=\"276.123047\"/>\n", " <use xlink:href=\"#DejaVuSans-6d\" x=\"337.402344\"/>\n", " </g>\n", " </g>\n", " <g id=\"line2d_16\">\n", " <path d=\"M 339.345749 28.255896 \n", "L 347.345749 28.255896 \n", "L 355.345749 28.255896 \n", "\" style=\"fill: none; stroke: #e36f47; stroke-linejoin: miter\"/>\n", " </g>\n", " <g id=\"text_15\">\n", " <!-- ODEProblem -->\n", " <g transform=\"translate(361.745749 31.055896) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-4f\" d=\"M 2522 4238 \n", "Q 1834 4238 1429 3725 \n", "Q 1025 3213 1025 2328 \n", "Q 1025 1447 1429 934 \n", "Q 1834 422 2522 422 \n", "Q 3209 422 3611 934 \n", "Q 4013 1447 4013 2328 \n", "Q 4013 3213 3611 3725 \n", "Q 3209 4238 2522 4238 \n", "z\n", "M 2522 4750 \n", "Q 3503 4750 4090 4092 \n", "Q 4678 3434 4678 2328 \n", "Q 4678 1225 4090 567 \n", "Q 3503 -91 2522 -91 \n", "Q 1538 -91 948 565 \n", "Q 359 1222 359 2328 \n", "Q 359 3434 948 4092 \n", "Q 1538 4750 2522 4750 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-44\" d=\"M 1259 4147 \n", "L 1259 519 \n", "L 2022 519 \n", "Q 2988 519 3436 956 \n", "Q 3884 1394 3884 2338 \n", "Q 3884 3275 3436 3711 \n", "Q 2988 4147 2022 4147 \n", "L 1259 4147 \n", "z\n", "M 628 4666 \n", "L 1925 4666 \n", "Q 3281 4666 3915 4102 \n", "Q 4550 3538 4550 2338 \n", "Q 4550 1131 3912 565 \n", "Q 3275 0 1925 0 \n", "L 628 0 \n", "L 628 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-45\" d=\"M 628 4666 \n", "L 3578 4666 \n", "L 3578 4134 \n", "L 1259 4134 \n", "L 1259 2753 \n", "L 3481 2753 \n", "L 3481 2222 \n", "L 1259 2222 \n", "L 1259 531 \n", "L 3634 531 \n", "L 3634 0 \n", "L 628 0 \n", "L 628 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-50\" d=\"M 1259 4147 \n", "L 1259 2394 \n", "L 2053 2394 \n", "Q 2494 2394 2734 2622 \n", "Q 2975 2850 2975 3272 \n", "Q 2975 3691 2734 3919 \n", "Q 2494 4147 2053 4147 \n", "L 1259 4147 \n", "z\n", "M 628 4666 \n", "L 2053 4666 \n", "Q 2838 4666 3239 4311 \n", "Q 3641 3956 3641 3272 \n", "Q 3641 2581 3239 2228 \n", "Q 2838 1875 2053 1875 \n", "L 1259 1875 \n", "L 1259 0 \n", "L 628 0 \n", "L 628 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-72\" d=\"M 2631 2963 \n", "Q 2534 3019 2420 3045 \n", "Q 2306 3072 2169 3072 \n", "Q 1681 3072 1420 2755 \n", "Q 1159 2438 1159 1844 \n", "L 1159 0 \n", "L 581 0 \n", "L 581 3500 \n", "L 1159 3500 \n", "L 1159 2956 \n", "Q 1341 3275 1631 3429 \n", "Q 1922 3584 2338 3584 \n", "Q 2397 3584 2469 3576 \n", "Q 2541 3569 2628 3553 \n", "L 2631 2963 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-6f\" d=\"M 1959 3097 \n", "Q 1497 3097 1228 2736 \n", "Q 959 2375 959 1747 \n", "Q 959 1119 1226 758 \n", "Q 1494 397 1959 397 \n", "Q 2419 397 2687 759 \n", "Q 2956 1122 2956 1747 \n", "Q 2956 2369 2687 2733 \n", "Q 2419 3097 1959 3097 \n", "z\n", "M 1959 3584 \n", "Q 2709 3584 3137 3096 \n", "Q 3566 2609 3566 1747 \n", "Q 3566 888 3137 398 \n", "Q 2709 -91 1959 -91 \n", "Q 1206 -91 779 398 \n", "Q 353 888 353 1747 \n", "Q 353 2609 779 3096 \n", "Q 1206 3584 1959 3584 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-62\" d=\"M 3116 1747 \n", "Q 3116 2381 2855 2742 \n", "Q 2594 3103 2138 3103 \n", "Q 1681 3103 1420 2742 \n", "Q 1159 2381 1159 1747 \n", "Q 1159 1113 1420 752 \n", "Q 1681 391 2138 391 \n", "Q 2594 391 2855 752 \n", "Q 3116 1113 3116 1747 \n", "z\n", "M 1159 2969 \n", "Q 1341 3281 1617 3432 \n", "Q 1894 3584 2278 3584 \n", "Q 2916 3584 3314 3078 \n", "Q 3713 2572 3713 1747 \n", "Q 3713 922 3314 415 \n", "Q 2916 -91 2278 -91 \n", "Q 1894 -91 1617 61 \n", "Q 1341 213 1159 525 \n", "L 1159 0 \n", "L 581 0 \n", "L 581 4863 \n", "L 1159 4863 \n", "L 1159 2969 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " <path id=\"DejaVuSans-6c\" d=\"M 603 4863 \n", "L 1178 4863 \n", "L 1178 0 \n", "L 603 0 \n", "L 603 4863 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-4f\"/>\n", " <use xlink:href=\"#DejaVuSans-44\" x=\"78.710938\"/>\n", " <use xlink:href=\"#DejaVuSans-45\" x=\"155.712891\"/>\n", " <use xlink:href=\"#DejaVuSans-50\" x=\"218.896484\"/>\n", " <use xlink:href=\"#DejaVuSans-72\" x=\"277.449219\"/>\n", " <use xlink:href=\"#DejaVuSans-6f\" x=\"316.3125\"/>\n", " <use xlink:href=\"#DejaVuSans-62\" x=\"377.494141\"/>\n", " <use xlink:href=\"#DejaVuSans-6c\" x=\"440.970703\"/>\n", " <use xlink:href=\"#DejaVuSans-65\" x=\"468.753906\"/>\n", " <use xlink:href=\"#DejaVuSans-6d\" x=\"530.277344\"/>\n", " </g>\n", " </g>\n", " <g id=\"line2d_17\">\n", " <path d=\"M 339.345749 39.998396 \n", "L 347.345749 39.998396 \n", "L 355.345749 39.998396 \n", "\" style=\"fill: none; stroke: #3ea44e; stroke-linejoin: miter\"/>\n", " </g>\n", " <g id=\"text_16\">\n", " <!-- DAEProblem -->\n", " <g transform=\"translate(361.745749 42.798396) scale(0.08 -0.08)\">\n", " <defs>\n", " <path id=\"DejaVuSans-41\" d=\"M 2188 4044 \n", "L 1331 1722 \n", "L 3047 1722 \n", "L 2188 4044 \n", "z\n", "M 1831 4666 \n", "L 2547 4666 \n", "L 4325 0 \n", "L 3669 0 \n", "L 3244 1197 \n", "L 1141 1197 \n", "L 716 0 \n", "L 50 0 \n", "L 1831 4666 \n", "z\n", "\" transform=\"scale(0.015625)\"/>\n", " </defs>\n", " <use xlink:href=\"#DejaVuSans-44\"/>\n", " <use xlink:href=\"#DejaVuSans-41\" x=\"75.251953\"/>\n", " <use xlink:href=\"#DejaVuSans-45\" x=\"143.660156\"/>\n", " <use xlink:href=\"#DejaVuSans-50\" x=\"206.84375\"/>\n", " <use xlink:href=\"#DejaVuSans-72\" x=\"265.396484\"/>\n", " <use xlink:href=\"#DejaVuSans-6f\" x=\"304.259766\"/>\n", " <use xlink:href=\"#DejaVuSans-62\" x=\"365.441406\"/>\n", " <use xlink:href=\"#DejaVuSans-6c\" x=\"428.917969\"/>\n", " <use xlink:href=\"#DejaVuSans-65\" x=\"456.701172\"/>\n", " <use xlink:href=\"#DejaVuSans-6d\" x=\"518.224609\"/>\n", " </g>\n", " </g>\n", " </g>\n", " </g>\n", " </g>\n", " <defs>\n", " <clipPath id=\"pc8f4738af4\">\n", " <rect x=\"64.557544\" y=\"2.834646\" width=\"357.804455\" height=\"255.390709\"/>\n", " </clipPath>\n", " </defs>\n", "</svg>\n" ] }, "metadata": {}, "execution_count": 18 } ], "cell_type": "code", "source": [ "ph[12]" ], "metadata": {}, "execution_count": 18 }, { "cell_type": "markdown", "source": [ "As can be seen, the solutions provided by GXBeam and DifferentialEquations track closely\n", "with each other." ], "metadata": {} }, { "outputs": [], "cell_type": "code", "source": [ "root_chord = 1.9000\n", "tip_chord = 0.4540\n", "airfoil = [ # MH-104\n", " 1.00000000 0.00000000;\n", " 0.99619582 0.00017047;\n", " 0.98515158 0.00100213;\n", " 0.96764209 0.00285474;\n", " 0.94421447 0.00556001;\n", " 0.91510964 0.00906779;\n", " 0.88074158 0.01357364;\n", " 0.84177999 0.01916802;\n", " 0.79894110 0.02580144;\n", " 0.75297076 0.03334313;\n", " 0.70461763 0.04158593;\n", " 0.65461515 0.05026338;\n", " 0.60366461 0.05906756;\n", " 0.55242353 0.06766426;\n", " 0.50149950 0.07571157;\n", " 0.45144530 0.08287416;\n", " 0.40276150 0.08882939;\n", " 0.35589801 0.09329359;\n", " 0.31131449 0.09592864;\n", " 0.26917194 0.09626763;\n", " 0.22927064 0.09424396;\n", " 0.19167283 0.09023579;\n", " 0.15672257 0.08451656;\n", " 0.12469599 0.07727756;\n", " 0.09585870 0.06875796;\n", " 0.07046974 0.05918984;\n", " 0.04874337 0.04880096;\n", " 0.03081405 0.03786904;\n", " 0.01681379 0.02676332;\n", " 0.00687971 0.01592385;\n", " 0.00143518 0.00647946;\n", " 0.00053606 0.00370956;\n", " 0.00006572 0.00112514;\n", " 0.00001249 -0.00046881;\n", " 0.00023032 -0.00191488;\n", " 0.00079945 -0.00329201;\n", " 0.00170287 -0.00470585;\n", " 0.00354717 -0.00688469;\n", " 0.00592084 -0.00912202;\n", " 0.01810144 -0.01720842;\n", " 0.03471169 -0.02488211;\n", " 0.05589286 -0.03226730;\n", " 0.08132751 -0.03908459;\n", " 0.11073805 -0.04503763;\n", " 0.14391397 -0.04986836;\n", " 0.18067874 -0.05338180;\n", " 0.22089879 -0.05551392;\n", " 0.26433734 -0.05636585;\n", " 0.31062190 -0.05605816;\n", " 0.35933893 -0.05472399;\n", " 0.40999990 -0.05254383;\n", " 0.46204424 -0.04969990;\n", " 0.51483073 -0.04637175;\n", " 0.56767889 -0.04264894;\n", " 0.61998250 -0.03859653;\n", " 0.67114514 -0.03433153;\n", " 0.72054815 -0.02996944;\n", " 0.76758733 -0.02560890;\n", " 0.81168064 -0.02134397;\n", " 0.85227225 -0.01726049;\n", " 0.88883823 -0.01343567;\n", " 0.92088961 -0.00993849;\n", " 0.94797259 -0.00679919;\n", " 0.96977487 -0.00402321;\n", " 0.98607009 -0.00180118;\n", " 0.99640466 -0.00044469;\n", " 1.00000000 0.00000000;\n", "]\n", "\n", "sections = zeros(3, size(airfoil, 1), length(points))\n", "for ip = 1:length(points)\n", " chord = root_chord * (1 - x[ip]/L) + tip_chord * x[ip]/L\n", " sections[1, :, ip] .= 0\n", " sections[2, :, ip] .= chord .* (airfoil[:,1] .- 0.5)\n", " sections[3, :, ip] .= chord .* airfoil[:,2]\n", "end\n", "\n", "mkpath(\"dynamic-wind-turbine\")\n", "write_vtk(\"dynamic-wind-turbine/dynamic-wind-turbine\", assembly, gxbeam_history, t; sections = sections)" ], "metadata": {}, "execution_count": 19 }, { "cell_type": "markdown", "source": [ "" ], "metadata": {} }, { "cell_type": "markdown", "source": [ "---\n", "\n", "*This notebook was generated using [Literate.jl](https://github.com/fredrikekre/Literate.jl).*" ], "metadata": {} } ], "nbformat_minor": 3, "metadata": { "language_info": { "file_extension": ".jl", "mimetype": "application/julia", "name": "julia", "version": "1.9.1" }, "kernelspec": { "name": "julia-1.9", "display_name": "Julia 1.9.1", "language": "julia" } }, "nbformat": 4 }