{ "cells": [ { "cell_type": "markdown", "id": "dc1e56c0-f7c8-4658-8594-f863ad0df8a7", "metadata": {}, "source": [ "# Fit - multiple mesurements" ] }, { "cell_type": "code", "execution_count": 1, "id": "fa52e5ca", "metadata": {}, "outputs": [], "source": [ "import nexus as nx\n", "import numpy as np\n", "import matplotlib.pyplot as plt\n", "\n", "# load data\n", "data_A = np.loadtxt('spectrum_A.txt')\n", "\n", "velocities_A = data_A[:,0]\n", "intensity_A = data_A[:,1]\n", "\n", "data_B = np.loadtxt('spectrum_B.txt')\n", "\n", "velocities_B = data_B[:,0]\n", "intensity_B = data_B[:,1]\n", "\n", "data_C = np.loadtxt('spectrum_C.txt')\n", "\n", "velocities_C = data_C[:,0]\n", "intensity_C = data_C[:,1]\n", "\n", "# setup common objects\n", "beam = nx.Beam()\n", "beam.Unpolarized()\n", "\n", "# define a measurement for each temperature\n", "\n", "# there are common fit parameters as the isomer shift and the quadrupole splitting\n", "# they should be the same for every measurement\n", "# so we define them independently of the measurement\n", "\n", "isomer_for_all = nx.Var(1.1, min = 0, max = 1.2, fit = True, id = \"isomer\")\n", "\n", "quadrupole_for_all = nx.Var(1.0, min = 0.5, max = 1.2, fit = True, id = \"quadrupole\")\n", "\n", "\n", "# the magnetic field and the Lamb-Moessbauer factor are sample specific and have to be defined for each measurement\n", "\n", "# ---- iron experiment at temperature A ----\n", "\n", "site_A = nx.Hyperfine(weight = 1,\n", " isomer = isomer_for_all,\n", " magnetic_field = nx.Var(27, min = 15, max = 40, fit = True, id = \"magnetic field A\"),\n", " quadrupole = quadrupole_for_all,\n", " isotropic = True)\n", "\n", "mat_iron_A = nx.Material(composition = [[\"Fe\", 1]],\n", " density = 7.8,\n", " isotope = nx.lib.moessbauer.Fe57,\n", " abundance = 0.02119,\n", " lamb_moessbauer = nx.Var(0.81, min = 0.5, max = 1, fit = True, id = \"Lamb Moessbauer A\"),\n", " hyperfine_sites = [site_A])\n", "\n", "layer_iron_A = nx.Layer(thickness = 1000,\n", " material = mat_iron_A)\n", "\n", "sample_A = nx.Sample(layers = [layer_iron_A],\n", " geometry = \"f\")\n", "\n", "experiment_A = nx.Experiment(beam = beam,\n", " objects = [sample_A],\n", " isotope = nx.lib.moessbauer.Fe57)\n", "\n", "moessbauer_spec_A = nx.MoessbauerSpectrum(experiment = experiment_A,\n", " velocity = velocities_A,\n", " intensity_data = intensity_A)\n", " \n", "\n", "# ---- iron experiment at temperature B ----\n", "\n", "site_B = nx.Hyperfine(weight = 1,\n", " isomer = isomer_for_all,\n", " magnetic_field = nx.Var(23, min = 15, max = 40, fit = True, id = \"magnetic field B\"),\n", " quadrupole = quadrupole_for_all,\n", " isotropic = True)\n", "\n", "mat_iron_B = nx.Material(composition = [[\"Fe\", 1]],\n", " density = 7.8,\n", " isotope = nx.lib.moessbauer.Fe57,\n", " abundance = 0.02119,\n", " lamb_moessbauer = nx.Var(0.63, min = 0.5, max = 1, fit = True, id = \"Lamb Moessbauer B\"),\n", " hyperfine_sites = [site_B])\n", "\n", "layer_iron_B = nx.Layer(thickness = 1000,\n", " material = mat_iron_B)\n", "\n", "sample_B = nx.Sample(layers = [layer_iron_B],\n", " geometry = \"f\")\n", "\n", "experiment_B = nx.Experiment(beam = beam,\n", " objects = [sample_B],\n", " isotope = nx.lib.moessbauer.Fe57)\n", "\n", "moessbauer_spec_B = nx.MoessbauerSpectrum(experiment = experiment_B,\n", " velocity = velocities_B,\n", " intensity_data = intensity_B)\n", "\n", "# ---- iron experiment at temperature C ----\n", "\n", "site_C = nx.Hyperfine(weight = 1,\n", " isomer = isomer_for_all,\n", " magnetic_field = nx.Var(8, min = 0, max = 25, fit = True, id = \"magnetic field C\"),\n", " quadrupole = quadrupole_for_all,\n", " isotropic = True)\n", "\n", "mat_iron_C = nx.Material(composition = [[\"Fe\", 1]],\n", " density = 7.8,\n", " isotope = nx.lib.moessbauer.Fe57,\n", " abundance = 0.02119,\n", " lamb_moessbauer = nx.Var(0.6, min = 0.5, max = 1, fit = True, id = \"Lamb Moessbauer C\"),\n", " hyperfine_sites = [site_C])\n", "\n", "layer_iron_C = nx.Layer(thickness = 1000,\n", " material = mat_iron_C)\n", "\n", "sample_C = nx.Sample(layers = [layer_iron_C],\n", " geometry = \"f\")\n", "\n", "experiment_C = nx.Experiment(beam = beam,\n", " objects = [sample_C],\n", " isotope = nx.lib.moessbauer.Fe57)\n", "\n", "moessbauer_spec_C = nx.MoessbauerSpectrum(experiment = experiment_C,\n", " velocity = velocities_C,\n", " intensity_data = intensity_C)" ] }, { "cell_type": "code", "execution_count": 2, "id": "331c1faf", "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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", 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.plot(velocities_A, intensity_A)\n", "plt.plot(velocities_A, moessbauer_spec_A())\n", "plt.xlabel('velocity (mm/s)')\n", "plt.ylabel('intensity')\n", "plt.show()\n", "\n", "plt.plot(velocities_B, intensity_B)\n", "plt.plot(velocities_B, moessbauer_spec_B())\n", "plt.xlabel('velocity (mm/s)')\n", "plt.ylabel('intensity')\n", "plt.show()\n", "\n", "plt.plot(velocities_C, intensity_C)\n", "plt.plot(velocities_C, moessbauer_spec_C())\n", "plt.xlabel('velocity (mm/s)')\n", "plt.ylabel('intensity')\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 3, "id": "f9ade910", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", "Run Fit instance with id: \n", "\n", "Starting fit with 3 measurement data set(s) and 14 fit parameter(s):\n", "\n", " no. | id | initial value | min | max\n", " 0 | ES scaling | 954792 | 0 | 9.54792e+07\n", " 1 | ES backgr | 94956.2 | 0 | 9.49562e+06\n", " 2 | Lamb Moessbauer A | 0.81 | 0.5 | 1\n", " 3 | isomer | 1.1 | 0 | 1.2\n", " 4 | magnetic field A | 27 | 15 | 40\n", " 5 | quadrupole | 1 | 0.5 | 1.2\n", " 6 | ES scaling | 955510 | 0 | 9.5551e+07\n", " 7 | ES backgr | 94980.8 | 0 | 9.49808e+06\n", " 8 | Lamb Moessbauer B | 0.63 | 0.5 | 1\n", " 9 | magnetic field B | 23 | 15 | 40\n", " 10 | ES scaling | 954421 | 0 | 9.54421e+07\n", " 11 | ES backgr | 95020.7 | 0 | 9.50207e+06\n", " 12 | Lamb Moessbauer C | 0.6 | 0.5 | 1\n", " 13 | magnetic field C | 8 | 0 | 25\n", "\n", "Using 0 equality constraint(s) on parameter(s):\n", "\n", "Using 0 inequality constraint(s).\n", "\n", "\n", "Calling Pagmo solver with fit method Annealing\n", "\n", " population: 150\n", " iterations: 100\n", "\n", " cost = 2.257200e+02\n", "\n", "Calling ceres solver with fit method LevMar\n", "\n", "Ceres Solver Report: Iterations: 2, Initial cost: 2.257200e+02, Final cost: 2.088065e+02, Termination: CONVERGENCE\n", "\n", "Gradient error analysis.\n", "\n", "\n", "Fit performed with algorithm:\n", "Annealing\n", "Local algorithm:\n", "LevMar\n", "Error analysis:\n", "Gradient\n", "\n", "Using 14 fit parameter(s):\n", "\n", " no. | id | fit value | +/- std dev | initial value | min | max\n", " 0 | ES scaling | 753490 | 24.2935 | 954792 | 0 | 9.54792e+07\n", " 1 | ES backgr | 234681 | 25.5133 | 94956.2 | 0 | 9.49562e+06\n", " 2 | Lamb Moessbauer A | 1 | 0.00753806 | 0.81 | 0.5 | 1\n", " 3 | isomer | 0.99991 | 0.000583966 | 1.1 | 0 | 1.2\n", " 4 | magnetic field A | 32.9902 | 0.00681543 | 27 | 15 | 40\n", " 5 | quadrupole | 0.800166 | 0.00127962 | 1 | 0.5 | 1.2\n", " 6 | ES scaling | 994557 | 24.263 | 955510 | 0 | 9.5551e+07\n", " 7 | ES backgr | 5205.02 | 25.4817 | 94980.8 | 0 | 9.49808e+06\n", " 8 | Lamb Moessbauer B | 0.737393 | 0.00559415 | 0.63 | 0.5 | 1\n", " 9 | magnetic field B | 25.0018 | 0.00691689 | 23 | 15 | 40\n", " 10 | ES scaling | 945223 | 23.7237 | 954421 | 0 | 9.54421e+07\n", " 11 | ES backgr | 52172.2 | 24.9151 | 95020.7 | 0 | 9.50207e+06\n", " 12 | Lamb Moessbauer C | 0.64576 | 0.00486325 | 0.6 | 0.5 | 1\n", " 13 | magnetic field C | 11.9951 | 0.00740676 | 8 | 0 | 25\n", "\n", "Correlation matrix:\n", "\n", " no. | 0 1 2 3 4 5 6 7 8 9 10 11 12 13 \n", " -----|------------------------------------------------------------------------------------------------------------------------------\n", " 0 | 1.000 1.000 0.370 0.001 0.000 0.001 0.000 0.000 0.000 0.000 -0.000 -0.000 -0.000 0.000 \n", " 1 | 1.000 1.000 0.370 0.001 0.000 0.001 0.000 0.000 0.000 0.000 -0.000 -0.000 -0.000 0.000 \n", " 2 | 0.370 0.370 1.000 0.008 -0.000 0.001 0.000 0.000 0.000 -0.000 -0.000 -0.000 -0.000 0.001 \n", " 3 | 0.001 0.001 0.008 1.000 0.002 -0.287 0.002 0.002 0.011 -0.002 0.002 0.002 0.006 0.162 \n", " 4 | 0.000 0.000 -0.000 0.002 1.000 0.011 0.000 0.000 0.000 0.000 -0.000 -0.000 -0.000 -0.000 \n", " 5 | 0.001 0.001 0.001 -0.287 0.011 1.000 0.000 0.000 0.001 0.005 -0.008 -0.008 -0.027 -0.095 \n", " 6 | 0.000 0.000 0.000 0.002 0.000 0.000 1.000 1.000 0.368 0.000 -0.000 -0.000 -0.000 0.000 \n", " 7 | 0.000 0.000 0.000 0.002 0.000 0.000 1.000 1.000 0.368 0.000 -0.000 -0.000 -0.000 0.000 \n", " 8 | 0.000 0.000 0.000 0.011 0.000 0.001 0.368 0.368 1.000 0.000 -0.000 -0.000 -0.000 0.001 \n", " 9 | 0.000 0.000 -0.000 -0.002 0.000 0.005 0.000 0.000 0.000 1.000 -0.000 -0.000 -0.000 -0.001 \n", " 10 | -0.000 -0.000 -0.000 0.002 -0.000 -0.008 -0.000 -0.000 -0.000 -0.000 1.000 1.000 0.309 0.004 \n", " 11 | -0.000 -0.000 -0.000 0.002 -0.000 -0.008 -0.000 -0.000 -0.000 -0.000 1.000 1.000 0.309 0.004 \n", " 12 | -0.000 -0.000 -0.000 0.006 -0.000 -0.027 -0.000 -0.000 -0.000 -0.000 0.309 0.309 1.000 0.009 \n", " 13 | 0.000 0.000 0.001 0.162 -0.000 -0.095 0.000 0.000 0.001 -0.001 0.004 0.004 0.009 1.000 \n", "\n", "Using 0 equality constraint(s) on parameter(s):\n", "\n", "and 0 inequality constraint(s).\n", "\n", "Total cost = 2.088e+02\n", "\n", "cost for each FitMeasurement is:\n", "\n", " no. | id | cost | %\n", " 0 | | 7.982e+01 | 38.226\n", " 1 | | 5.761e+01 | 27.591\n", " 2 | | 7.138e+01 | 34.183\n", "\n", "Fit instance with id \"\" finished.\n", "\n" ] } ], "source": [ "# set up the fit\n", "fit = nx.Fit(measurements = [moessbauer_spec_A, moessbauer_spec_B, moessbauer_spec_C])\n", "\n", "fit.options.method = \"Annealing\"\n", "\n", "fit()" ] }, { "cell_type": "code", "execution_count": 4, "id": "e4b530df", "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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Anv9/o/X731q9DzJjeHuNOR+hPiRsa855CwqrXUea8adPt+D1FXvRv2s2mrwi7jtvKE4b2NX0/K65TtPtmiiiyPi9G4+LO97biE82HERJXtCd7Kw5VkZnsLZZWQARujI11Mkx5uRYhdGV0cIyxtCQwCeneGdHQoFGJ8V4DCazrmioex36WwjdF0Bxfsb2LcKuw02Y8cQ3+MWIUjw26yTThY6nVTQJK29AgssumH6zyRRWWrgq0rmt4seaqMJKW4mnsXp3MHxtPJf6RAnr9zVgRM98XP6SWVQBysWZJlLfX3cAg0rMr+cVZdz9waaI+7Cishbr9gVfN1oOImOsTbFufJ7xN3a40YfFhpwx4/uqNThgRo390Cdb8OaqfcF93FWLl7/dDY4DKh8+J+o+HEsoFJghaDkJn/9Yg+tfW6sfrIwxfRXX704fAABYuv0wJJmZlrlqMftodZu+3FKDWX9bjt++HEx033EoXFhtOtCAbGe4XpdZ5PDD6Y98jcU/HdJdEG3M4JLIJxvAHEoJRQsHhqKJAePkuudoMw7HWLph8glBweKw8fpJpHueIlw8rZEdKyOhDmCoqALMoUfAPJGEnmhfWLoLTT4RG/Y3YNeRZlz+0kqE4gmZMA42tOLJL7ebbHbA7LgZX1Nr2WMUU51VWBlDEPUtgYjOUJMvEJYDkig+UcKbK/fqofGjzcHPVzsejcdMtHzFRAkNBTb7RDz79Y6IDqTxouiQoQRKMktT7Ksz/z7214X/jjzecLdFlGQ8VrENflHGe2uViyljaC80x1Q7fxwrYcW3cQz987vduOj57/DZxmBZi4AkQ5RkHAr5nRlDXtr3IEoyfvuPVZj1t+UYfPdCU1kaDaPzd7DBGya8Ql15I++u3Y83VgZFjJZvFRoib/ZLMV0UA+GulzE5XRP8jLGw703jv+urTLd/VC9+GIucvpIKSFhlKMt3HoUsMxxq9KGhNQCB53DR2J7IcdpQ3xLA97uOmkSGLqwME7t2YmOM4dmvd4YVtdPCSg9fMBx/uXA4AGBTVUPEVTxNPjHq6p4r/7kKpzz8JX6q9ug/up6FWWHjytScrgMRTrgan2+OnMy4Rz3hGN/z7iMtYSevaNx59hBcqIaE/KKsn5w1J2f9/nrMeHwpPvzhQFj+lYZxlaORB2YO092s0Kv0w42JJdWGCkePV8RjFdvwyKKtppphxonlcJMfoiTj+SWR87iiuV7pjjfEsYpUj6vRK5qOkReW7sIf/rM+oTIMLy2rxP++txHnPKkkTkcKBRpFRLTjJ1GMIZcmXwB//6YSCxZuxSkPf4kzHllsCjsb8y+Nx0lTlBBUorT6pbDFJ5Ec8VDeWLkPpy1YbCrNUvFjjUn817X4TQ7dEfX9HKtQYFsG5OFGH1btrsP1r63V9+Pcp5bh9Ee+NuWoAubyM9q+v7NmP5bvOhrzvlQ3ePUL5my1tM22DixI0PKtWkJ+O7VN/pgXfoRePBrxtAawfOdR1Hh8URfohJaLMLJiV3JzAGOFQoGZwKb38E/74wCCuRHFm5z4fo0EUZbxkl35EWW9/U+8aKtFsyyi58JcvGhvAqD86vMW27HhWwE/Z8Aou3oi9QI1Lz6PTQcacLXEcLUdYAieJbTXGr2+CN3ynMhx1IAFgB6r3XjKrooyw/ju29wYbffqzzNvi0PrW//CTY0+NNpFlDfk4Of2ZtO4vlk52NPaDLmegdk402N5bhsaWkU4DvP4tY2Z9g8Acg84gP+W4rLDh/Azm095rBkYvD4PD9gaI+yPeR8HrPkaj+bZcHLOftR7JTDwkMGhr5iDHbYWsNU8pjMO29/mMawkD9cLzXA5bGjyy5DBgYFH8W4XrhD8kMGr/zhkO+2YJRxBVbUf5/M7UdToAjZWKzEX3oZ+tTsxmfciABv8zIYAlH9+9f8A024L8MMOyBLAC/h+11HkOG36pHjjmeV49usdJkt9W02jHio0hwJ9+M/q/REr4wPa1WngmPZstAKjkKpvCYRNDoAiuD7baHY93127H7fNGITuhnBoR9BW3WoXLUbH6ta3fsC2mkb06RK8kDjS5INflOGIkBcUDx/+cAAPf/qTqZ9ls0/CJoPQ3320Be+s2Yd50wcDMP92DhuqbSfDsRIlGTOeWKpf/Gi0Jaz+8duxuOqfSkmUUCF6zSvm/M66Zj/shh6fmiNrvNBLprDqiOt5z4ebdAHVVnX8Jp8IyBIqD1SjCxowstSNfoV2dMvisO9wPTbvPQwHRJTl8WhobIYdIgTIEJpkFEoCevE+9M134UBtM8r22vH/hFblcfXMFPo3z8ngwTB4Xw7wRTdwvgBut+2GdhZ2Lv4apxxuxF22enAAODBw6lGk/a3dX7bsAzxkO6o+zgzjAWExsF+W0eS24VF7IOTx4N8w/K/8rdBriRvYmQ8MORcY/quYP3erIWGVCdTtxhnCevN9xosdAYAEYDswQbt9BOhjzEP1q/8AjDTefwDorj0nGgeUf+do5y4PMCrS+OZ2tqNdsAoAakP2Q318LI/IPmsAwaM50lEdALAG+Fno40eAsbH8CtQI6K9Dn18f4fWOAr+0Q5mdjNrDG3IbAGQAnwD9APzVAcAH4N3gw3cCgAOxcz/AbC4MDDjQAhfe51xodrgwqqYnxmb7sMebhSMsH0eRj9YN1YBzBFDYF54Wcyiwvb5dNR6vpcJq4/4GtPhFjO/fxbJthmJ0ovySHDFX7+EoYnJ/XQskmeGFpbvw24l90dewurQ9ig05hIyxsJVvz369EzefVW4Yo3y+6/bVo0eBG2P6FMb8WpH406dbUOPxmVycRp9oWpkKmB0to0NnXDSRjHIUB+pbw0QVAOw8FN4qyg4RvbMCKHc1ogxHwHPKxC9BQAtzogVOeOEAY0ExU9cSgNtQePjHKg+mDOkesiowmcIqtnG+QADrN23AZP4AyrijGLojgHttB1HMNaALGpHDtSAbXuRwXhR84wOWtOIOAHe4oJw7jYafllrpQ/j5Q1Lva4RyPop0XorGUQDLgGwA1xvPe5uUeeKUWM6le4GBbY3joZyv41kn4QHwI4Ci/iSsiMSQyqdh3mc1MP5+Oc6s6qcM7o4ZQ7vjua93ovJoE4qyHahr9mNA12zsPNzc5lVApMdgeOzKU/uif5dsfPjDAazZWxf2PPM2gPNH9cCG/XV6ewft+nhA12zsPdoCUWa4aEwPvLNmv+l5Px9Wgjy3Hf9Ztde0fwAwtk+BGkpgYY9p2/jNxN74dMNBUyhGe4zngvW3S/Nc8HgDesXm0jwnZo3pCTAZS7bWYMvBBvCqZzW2dwHW7a3Vr+549crKZQNmDO2Ois1VEKXgY9rzeDB0ybJhXJ8CgMnwiyKW7zgMDgynlRfB6w9g476jsEOCHSLy7TLEgA92ToIDIuyGf07OPNlxohddOC+6wBP8IHZtwxmA+Re/Qf0HYJaQixGO7tgq98RqeRDqqk6FcmaLPCscbPCivFv0PLiOwBjTV3+uvmsqinOc7TyjY3gDEi549js9F0Oj+mg9uqMWBVwTeDC0wIlm5sYR5CH0fe+tbcG8tzdg15Fm/FTtwZvXToj59bvkBGe2l5ZVRsxpCs1bW7bjiL7oYdefzgafQEJ7nstuyM9j6MtVY3DDVnRrqEWxUA8eDBJ4lO3vDexpAAr7mXKs9htyA5PhWIXm/PTJZejZvAnj93+Kn9n3oC9Xje5cHQrQhBzOq1yM/BP4LoqBKDMOTXCjhhXiICtClacLKhtKwfH9sUnuh0crtsHtEEzhweQ6VpHvL0YDJvCbcQq/BaP57bD9+UosthnEvgfRZ+iQNDyZs4G3uwDBgSZJQK0XCMCG7OxsVDfLCMAGGTwkxkMCD14QUFqYg51HWpX71bOSpP5j4PSxwcc5lBW4MWlgV/x3w0E0+WTdc2LgIBv8JGb63+xNDSnNw+aqxohjEDK+rceB8KiHy8bjf88eAq5sVMzfTzIgYZUB1OcOxHvy5DbHTBg6EhjdEyvWr8TXhw4rP1oA948firc+3Nzmc9vjwuGnAr0K0Mj24JXKyKtLjJw2bBzeqt6GDZI556hPIAt7AspJ9oJTTsOLK78xPT525FjY8l14/vvwEgx3n3gint0Vuf6Py87DG5BRXHAiXhIqsU9qxeCSXFPOwqDuufrqybsnnojRvfJx4XNKI+hze5Vh1hTlh7pS+gnP7Nupb/fO4UNw367wz2/OaQPgnj4YE2b4cO9Hm/GJITlVY1qP7hh36VgAAC/J+M2dnwEA1v7qZ9hy0IPL/r5CH/u7U/pH7K2owGCDhK5uDsv/51R8tbESf/5wNbLhRTbnRf88hvtn9MWKLbuwcvM2FKMBxVwDejub0MfRCEdzNdxSI0bxjRjF78DF+Bqo+htucJTifWkS1nc7D98cNNuEVpZcMCaR13i8lgurih9r8ONBD07g9mEKvw4T+M0YxO9D9/frMS3C5OxhWdgo98PH8il4WzodImzYc7QFu9QcpC0H4y+S+eAnWwAA3VGLnwsrMYCrQhfOg4LKXHQRuuJT+WTsYSXYsL9ef86uI80o75YT92tKMkM+mnCD7UOcKyxHGVcLaD89o1NxCMDLyp9vogu+sI3Au9Jk7KsNrpxNRosVbVHHBH4zrnItxhmBVbA7AorbEs214G3wSZwuBOwQ4eIUccRzDHloQR7XgoEw9+STGYe1bCA+XTgeB/tfqN9vtbDyBiSIMkOO0xZSDJThDH495mR/iTGBdeCNCkkCfMyGPaw79rJuOMLycQT5isPM8tAIN7oUdcGWozKa4EYzc6FXSTf8UO3Fy1eejDMHdQMA/HvJTj2M/8epg/GnT8Nd2Fkje2JwSR7u72DNtBOEHHzmzcf7zcrn2q84G7fPGIzr/r1GH3Ny3yI8eP4wTPvr0ojbcB7k4UtggUaey4bZk/rjn99V4pwRpfj394auGxJw/fCfoSCrIza/9ZCwygBCQwuR0ApjGnvxAcDAbrk4e3gJPg3JK+nTJSuiPR8Jt1rbZrghhwMALhjVA6v21OKGM8rx9Fc79GTMHJct4ooP4+v1KDTXI7l6Uj9MGdwNNY2RJ/TiHAeyHELE5cDXntYfT361A0u2HUarX/lBz//FiZj7n/W6U1DeLUcXVgO75aBbbnDG7VEQ3Jc8Q/gry2FDnjuyhz7zpB4AlHIHJ3TPjSisjOEJm8Aj12VDo1fE6AcqcPG4Xqaxo3oX6H/3LsoKucrnIMIGOFxAdhfsCjRgG1OfzwBfQSFw0kTkl3jw6PqgWLVJHM4eUIpF63ejH1eN/lwVft2zFjnVKzGc24kB/EH8D/825MZP8LRtGp4RZyLAOSAza6uvG8NLyWjVZ6tajVfsCzBZ2Bj2mMh4NCAbMni44Ec2vMjjWnCqsBmnCptxhVCBy/13mBKrQ4/z9ghtCXKFsAh/tL2uCwEAQDMw0Q7MY2/hGek8LK2+Rn/oh331cQurHYcagfo9+MjxIPrwykphH7Ohku+Ng6wIHsmBMX274Ifdh9GVq0d31KEXdwjduKO41LYYl9oWY+WRoZjLXYv9rGtSktdrDh/C3+yPYbqwWndiDrAuWCUPwna5J3azEhxgxahDDupZDl685iycPKArLnn2W6zdW69vh4cMN3zIgg95XDO6c3Uo446iDEcxiN+LEVwlevGHMZbbhrH8NjTsfRf9hV/gBekXlgur0x9ZjBqPD5vvm66vUOzN1eAB28s4XdighLoAbJb7YLl8IlbKg7HP0R9bfYUozHZFXfl860kD8e4X2/XbrbUiAA5dDOFmY2mUSCu0AeDS8X3aDfdHYltNE7bVBJ9XkGXHjGElGN+vSO8ycdWkfhjYxvHakTptDoHX61Wd3LcIK3fX4mcnluCWqQNx85RyfL3tsFlYQXFASVgRCdNW+QENTVi57eav/ITuOfjzhSPQrzgbzywOrgIbVpYfJqyKc5zIdgo4UNdqKjSpCavQ+ijThpbgsV+fBEBZdfjUV8oS/xynDaN7F0YsQKqRZyhK1684G3f94kQASsHGSHTPcyHbaYsorM4c3A1PfrUDiw0VyHsUuvGf303AoxVb4Q1IOKlXgS5+yrvlmF4nz20z/B0UUm67gFxX5J+QcSI0Vqg34gopTprvtutLlo11WgCYat0M7JajC6vCLLu+ykZrzRKazFuiFs07wRC600TcR+urADjwE+uNn1hvnDRsMP4rHcSuA9WYzq/Cn3p+D9ehH3Cz7QP8jF+Da6T/xX6p0NKSC8bwUnt9yTrMd09hxoq7wQkMIuOxRB6JJfIIbJT7o/zEUXh7cyOMYT87RJRzBzCJ34jrbR9hCL8XLzkewUXb74Fm79iFjoXlNDEPAL8SluB++78AAOvkcnwjD8MRlo883o+TsQmThY24yfYBxJosrMIvlHF76/CrMbEVKWWMQWZKLay3V+/DXe+sxgeO/0Mf/hD2yl3xoPj/sFQeAWZz6xPcN+efiRsXLNa3kQUvRvPbMVP4Fr/gl+NkbjPed9yNX/vno9mXWL5XGIFWXLjxOvQWtivhrDFX4GXfGbhvVfSpaWy/YgDAy1eejJvfWIcl25TftQwezXCjGW4cZgXYyXqgf3E23jnSrOQVAfj7zFIEfvwvBux+CyfwBzDP/h9MEdbigZb7LHtLjDE99Lp+Xz1aAxJGc9vwD8cjKOCaIXJ22E75HZ72TMb/rTE4gOpPavqwkqi9T/t2Mef2aec74/nqnBGl+Gb7EYzrW2haAGEXONwyZSBkBozsmY/aZnOO4fVnDECvwiwEJBmDS3Lx6xe+b/e9anlqxnNcrstmSZkSAOjdJUsv6zNzVA/879mDMUg9F3IcZ/o8RvTMx4b9Dfjl09/ivRsmYnRvi4/VDkDlFjKAaJXIjWgK3tgHKtshoEuOE3kuO26ZcoJ+f2GWHWP7hh+U+W4bFt06GWvu/pnpfpdDOYxcdsF05WQUHWcO7qb/neO0Yf4vTsR1al0tjdGqK3NiaZ7ph2lMpA2tlN6z0I2bpwzE2D6FyIlwdea08RjZswCnlpuTot12Ab27ZOGJi0fhb5ePNa0QKs13wWWoMG0UQGbHSjDd1rj8lD6m/S8rcIeNAcyOFRDZecx2CHj9mvHoYziB5LhsGNQ9FyeW5pmctVY1TBNaR0srU8HzHBb/zxl4/4aJYZ998D3ZUN4tB81w4z15MuTZXwCzXsFR5GMIvw/vZz+MPDSjuiG2+l+xEK1XWMKsfxP4/C5wYHhPmoQz/I9hdmAePnGdi3VsILY1BHPIBnRVPt8AbNjC+uBF6Re4wH8falkORvK7MNf2jr7ZjjZq1lYjDuAO4EHbPwAAz4nn4nz/fXhMnIVXpOl4OnAurgjcgfdLbwUA3IQ3MY5TQjgb9sfeO/C6f6/B5AWL0egNYN47G/B72zsYwu/FEZaHi/z34HN5HLxw6qLKYePRs9CNXMNvpwUuLJOH438C12Gq//+wWe6DrpwHT9mfgs/bdo+6jvLTq7eit287jrA8rJjyFvCLv4IrGRFx7APnDcX3d0zR883y3XZMKi9uc/tnDy/FFMO555RRI1A/7EpM9/8Ft/pvQD3Lxmh+Bx5qmg+I1vQLNDoyh5t86Mkdwt8d/4cCrhnr5HK8OPx1YPpDaMzuHfH5Zxhq5gGKKwQAs8b2jOpAdckOhs/tAo9HZ43ExSf3NkUoXDYBN541EDdPGQiO48IWL1wyrjcuHd8bv5nYN+ZFJFqZkBJDxfNI5+F46WPo+FCU7cDo3oWmz6BfcTbuPHsI/nzBcFO7Mq0PbqogYZUBhF55aGh1l4ztV4yTudEuNV7ZnHdSj4higOc4uOwC8t1203ijCCktCE70xh/YyJ4FGFqWhz5dstA9z4UuOU78788HBx/vVYD3bjgVFb+fjH9eOc70um21a1t2+1mY+7MTYBN4k2gEABvP4R+/HQee5/DIr0aaHnOFiJpR6tUNzwWXR589vAQFWXbMHNVDH2d0r7KctjAH7ZWrTsY9555ouq9XUfCzdBiWfZ820DwpRJqw5597IiYOKDZV4xYlhk9vOQ3/vWmSKTG22S/h0he/x48hy7SNV5P9irMxqnchzhhkPnn/6fzhuOrUfrhobE/0MoRhs5x24MTzwF3zFXw5PdDVvx/321+2NBRoXI3WUdESFa8H+Ox2AMDnRZdhbuAG7GfKBDuyVwEAYL0qWM4Y1BUPXxA+me9mpfjfgBKSu1b4GCdzSn5UR101b0BZgPC4/Rm4uACWSsOxQPw1Ii0MqD3xN3hPmgQbJ+NJx9PIQzN2HW6KuY7Wos1Kj84/ffoTRnA7cY3wCQDg9sA1qEFR2PiuOU5wHBcWetfYz7riSv9tOMpyMZTfg9FNi+NqIByRxmoM2KsI1lsDc1BUPh4AUBLF4T21vDjssYKsyKF4zVUc2avA9BvNdgjo0yULDDw+kCfhV/57UMdycCLbCSz5c8JvCQB8hkK0hzw+zLe9iiKuCevl/rjU/0f48voCAH57al+TMw8oF4qhldj/ePYQ/OO3Y/HAzGERRYvLzoddpGm4Db1BnfZQh9x87irI7vgqX+23UGY870dx8ePB6PxHi1ZcM7k/Lj65t0lw/e+MwRHHHitIWGUAR6I4VlOGdMOHc07Fm9ecot+X7Ygc1gKAv/56JM4f1QP/M30QTu4bfhKWTM5R8NBxG4WV8crF8AMTeA7v33AqFv/hjIj1ebQpZmD3XHQLqRcUqaN6JIzv7eazyrH5/uk4Vb2iNa7MCt1nQJlc/3b5GCy97Uz9vmcuHY0Vf5xiDgsaHSu7YLpKApQK7TbB/P6MIjUgy1g670z87fIxOMtwJQ1ErjZvvBK8+xcnojjHgZumlEPgOQg8FybOvtt5NKz6cmkEkRx68p45qgzzzz0RTpuA30zsi5I8Fy45OXhFXdSjHM6LXwHjBMwUvkN2feSyBPHQnAzHatXfAW89UHwCXnJcanoo9HN324WoJ+3P5XF4SzwDPMfwF/sLsEPs8D62BiT8TvgvhvO7Ucdy8D+B68AinHrddgF9umTjrsBV2CWXoJSrxf/aXkezX4qpQ4BRfG3ccwh/sb8AgWP4QJqIL+UxEZ9TrNYxu2JC36jbPYRCvG07FwBwQeATXPDctwkVTNWeK698EXaIWCkPQu9x5+CE7sokWhLS7+2+Xw7F7TMGo3/X8Lydwii5NN/efhb+dvkYTB3SDUWG335o+GgH64k7Alcr+/X9c0BrXdi2OorP0GuTO7AK04Q1EBmPuYHr0QqXfp4qzXdj7d0/w0u/GauPLytwh9VL65LtwFmDu8NpEyIKK6NbFYrxPOcK6eVnFKUcB5NrGSu/O70/AJj2OZbtXHVqP9PtP549GLMn9QsbN2NYif53tN+oxhUT+qBfcTYemzUybA451pCwygAuHd8bb157Stj94/sVYWSvAuRnmcNXGvlu8w/g/FE98ddfn4Qcpw2F2Q5T02DAnFhsDMkZi+8Z3ZHQk4DDxkddNh7tijn0ddvC+HqF2Q7TPoaGEO0h4ofjOEwfWmKq+M5xXNjzjGI0yyGA47h26wwZX4sxJW9g+tCSsDyEZy8bjZvOKsdHN56q36e1zAGA2ZP6YdWdU039DX//sxNw24xBbb5+WYTGpHaBN+UKZRlEaZccJ5bfcRYevmC4+Uk9x8J3gpL3c6H/o7C2FvFieSiQMWCtksd0dNQcrNhtDqWN71ekV50GIgurNYayD5+W3YTDLB/9+BpcIXyOVr9kmjzbw+U9jOttHwEA7gn8BocQ+XgpznWgONeJFrhwe+BaAMDFwtco5/ajUi9NEh1jy54RRz7BEH4fjrA83Be4wjTOeDFwSn/lAuqSk3vh8lP6hDmZGtt6XgAfs+EkfhcCVZviyrHzeAM49c9fYe5/1gOMQf7hDQDA6/J0PHDeMP33YMrXcdrwm4l9cf0ZkUPX0Ryrbnku/Td2Us8C02MlIZPuQnkctsi9wAVa4Pnu5YREI2AOBfY7+CkA4EN5InYyxfk2no9tAq+v5gMUh8btEEziJNv0d7gz1ZbgMIUCwxwrw37wXIfzoj6YcyrmTVPOPQWGbcXiWM0/90S9sfsjvxqBaycPwF3nDMEHc041jTNeAOa5297u4JI8LP6fMyxvmh4PJKwygO55LpxiiIkPLsnFyjunoEuEZetGyzhSfpCRd6+faFr6bmwxEKlbPGAOL8YSa//b5WNwankX3H3OiWGP3a7auX++cHjYY5EwnoAinWxChWI8GK17rZv7gl+NQK7Lhism9Elo2/275uAP0wZheI98DOuRh56F7jBHLPTkl+Ww4YYzysOuRo0Yw7NGQkMBbb2Ohm3C9QCAs/nvUd/U/mQfCybHyopQYNU6oG43mD0Ls5Z2C3s4x2XDCMNk67QLpokBUI7jxf9zOr6/YwpO6FOGR8WLAACzbZ+ipqEZI+/7XFlxFwPTmz5ANueDp8tIfCRPBBC+OhdQnAetEv4qNhifSePAcww32943tZuJhlYKgYeM3wn/BQA8I56HOihC/DcT+qBPlyz9dwUoK2YB5ft+YOYw/PPKk02rYDX69u6LJbISTv+F8D1+iqPkxA9763GgvhXvrzuAfRuWwNZ4AE3MhZ/yJ5lC3cZzjq2dhQLG8020c9KMYSW4bcYgvDr7ZABKrmGx6mJNO7E7CrMc+Lek5I3uXPIaXlpW2eH3ZkTLqeMg46RGpeTA9uKf4YXLx+DGM8tNLoy2Px/fNAnnj+qBW6cMBAB0NVxQGc+jkURLqBtvxNWGY2W84IvUz1Bz0HNdNtz3y6H4Yu5kk6t0Uq8C3Z0fYAjZhUYDNC45uTe65TpxtbqN926YiJevHKenrHAch5N6FejH5+xJ/ZDttOGWKQMx58wBpnzSdIdWBWYgOU5b1IPQGC4LTV4MZWSvAqy+ayr6/q+Sp2ESVlEmcqPwiDR5hDJ9aAmmDy2J+Nj1ZwzAFRP6hCVsOm18xCW7xnGRQgQ5LpupF2I8GKuNy+ouDOiag7V3/yzMBYsXjuPw4ZxJkGQWc1uTtpYwd4lyRXvpyb3w5Fc72mx4HYqt93jUIg9FnAe1O79H0aipMT83GkbHqsWKOkmblNL1TX2mYuemcPfBZRPQzTBxue1CmJMq8BxyXXbkuuy4/oxyXLPrF2hqeBdlYi2m8avxWWA8HqvYhmcvixxi0wl4Md33OQCgZsT1wAHldSb074IvfzpkGlqc4zB9V0+J5+PnwirM4Ffi2eoqAJGTnTW0voOn8pvQhz+EOpaDlmGXAetrcf0ZA3D7jMG6G3Pn2UMwuDQ34sVXjwJ3WJ+6YT3y8IE0AdOENTiXX47PDnpMC1JiQZSDx+iBb19DLwAV8hh072J28IQOXAAZz2HXnzEAj3+xHWNDHGSO43DDGeWm+x7/9Sgs23EEN08px9lPfIMlrYpoHMZV4vlt+3C1KjjjQfstDucq0YXVwsPcONp9IqYNLcG0KOe6YT3y8Vd1BTUAdMt16gWUjee1XGf4Ofu8k8qi7kto8no0Il1HvfTbcXhjxV5cMaGPHlq74+eDYRf4sMVAxTlOfDDnVLjtQtSLshNLc/Gn84POZHGO0+TWaVw1qS/G9S3UV/X9/mcnhI1Jd0hYZSBtdVN3m0KBsSUrTjuxOz7/scZ0tRIaIou0TSuW3EZaBXPXOUNw94eb8ZsQhyjHYJNHcqyyHYkLK6PQMU4U7YmqSeXFWLbjSFSRE4qWQxUrbUUvon0Pc84qR2mBG6efEDn8ExGex3rbCJwpLgMqlwAWCCtj8npzonWSZBnY/D4AYE2uki/Xo8CNHKdNr1PmdphDf25H299dUbYD7950JrwLfwN8/zhmCt/iM3m8Xt6iTXZUoAAeVLEi+PpPwwdzBFT8WI2pQ7qHCatuecpq1KJsB2qb/fiR9cXhnEHo2rQVJXs/BhAe7jeiOVa/4JVl8gvZBDw4azwuneTBiWWKa6UdC9dMji4cyiI4nAO75WJv18lorX8BffkaNO1ZDaA8/Mlt7Z8v6OSUH/4CAPCxdIppcUco7Z1DumQ7MLJnPmSm9MM8pX8XDC3La/M5ADBpYDEmqfmJ+W471rOuqGLFKOOOwF29BsDpMb6rcLQw8TheyUNcIQ9BWZeCDm2jq+HC2Bj+czsEPHzBcNQ2+/Hu2v04/YSues28SGSZauVF/ywjzRk9Ctz4n+nmNAObwJsWHRk5SV0UEo0zBnWLaU5w2gSMjZDj25kgYZVB/M+0E/DM4p2Yf254WE0jKw5h9eQlo7C5yoNRhh9ONNv97OGleOqrHe3+yBLh/53SB6eWF4fVdDHmCRVGEDDRak7FS0wTq8pjs0biya+24/JT+lq6D9E476QynDmoW1iSuhGnTTAlqMfK9uzROLNhGap++BzbhtyIKUO6J7KrpmreiThW3oCEdz54B//PcwB+IRu/W65c8f56XC9sOejRhZXTxpvCTW1dyRvhh80Evn8cp/Eb4YQ/tlycbQsBAJ9J43G604Hybrk4qVcBNh0IL6EwQE3OfvLiUfhk40GM6VOI6srz0XXTnzGiMXIVayMtfgk2iJghrAQArM07E5cIvL4KMlZunjIQ/91wUHeoHQKPsgI33pgzFXX/OgvuAwvR9+AiABd3aLtayHcctxXFrBYtfA6+kUfgD4a8xlB6FUV/DFDCaO/fcKr+9ylx9JrU8iaXy4NxobAMA1rXJ9RkXMt1G8tvAwCskU/AgDZySCNhDP8ZowwA9N/snDPbF7bGUGBbh6tgUd0pI6ef0BVLth3GnWcPwbSh3dv9LjOJlOdYNTY24tZbb0WfPn3gdrsxceJErFq1Sn/8t7/9LTiOM/2bMWOGaRu1tbW47LLLkJeXh4KCAsyePRtNTeaqshs2bMBpp50Gl8uFXr16YcGCBWH78vbbb2Pw4MFwuVwYPnw4Pv30U9PjjDHMnz8fpaWlcLvdmDp1KrZv3x62nVRx41kDseHeaaYu9qEYxUd+lMTPUFx2AWP6FJrCJdGEVbbThiXzzsCTlySvVxPHcejfNScsfGM8bxRFCAVGqwETL1IHkre75bnw4MzhYUVUk0VpvhszR/XQnQorqS5Qwl8juZ247l/f6zkl8WJOXo9/W89+vROt6z8AoISYfGr32bMGdzOt1OQ4c6VqzcVtLwfPXjYSVawIWZwPE/nN7X//sgxsrwAAfCWfZJrkIpUz0ZaWTxpYjIcvGI5fjemJ+p5nAAAG+jYDgbZrSLX4JAzldiOfa0E9y0Zjt7Ftjo9G/645WH/PNFx+iuII9+mSBYHn4HYI4IdfAACY4F3W4TL5Wv7czwSl/clijIMf9ogT7itXnYxxfQvx6EWRa1oZ4XkuoV6K2gXmSnkIAGA8v8VUXbyjKI4Vw1h+KwBglTzItCgmFozueywpFdEwnqfb/Lqs11X42+Vj8PFNk3D1af1MdfiOB1IurK6++mpUVFTg1VdfxcaNGzFt2jRMnToVBw4EezzNmDEDBw8e1P+98cYbpm1cdtll2Lx5MyoqKvDxxx9j6dKluPbaa/XHPR4Ppk2bhj59+mDNmjV45JFHcO+99+KFF17Qx3z33Xe45JJLMHv2bKxbtw4zZ87EzJkzsWlTsPfdggUL8OSTT+L555/HihUrkJ2djenTp8Prta6mT6K0F5KKx7GKRFsJk1ZV3e0oxvo6keq6hCaCJ4oxFJhuRFstZQVSYX/Us2y4uACGcHvw9up97T+pDczJ6/E7Vuv21uEsfh0A4BPfSQCAhbeehmE98mEPmXiNoUCtvk97vx2O5/G1pGx3PL+l/dYch7cATTVoZk6skgebknqLsh345OZJporqkdrWcEXlOMiKYIcI7FsR9riRFr+Icepkvlo+Ab2L4xfVOU6b/hvqa/jd5A6dDj8T0JM7hKbqbR3apvY9n86vBwB84lUWpUTqTDD5hK54+7qJljX6bgvtPLhCVkJcI7md2HHgcFtPaRNfQEYfrgZdOQ98zIZNrF+b4c5IGC+AEzmfmgotI1xZXXOakt4x/xfRoxzx4rILGNYjP2XzQSpJqbBqbW3Fu+++iwULFmDy5MkoLy/Hvffei/Lycjz33HP6OKfTiZKSEv1fYWEwOXHLli1YuHAh/v73v2P8+PGYNGkSnnrqKbz55puoqqoCALz22mvw+/34xz/+gaFDh+Liiy/GzTffjMcee0zfzhNPPIEZM2Zg3rx5GDJkCB544AGMHj0aTz/9NADFrXr88cdx11134bzzzsOIESPwyiuvoKqqCh988EHE9+fz+eDxeEz/Uo1RWEXrcxcLd55zIgZ1z8Wfzo9txd6xoL3ChXf8fDBOP6ErnrtstCWvl0hj3GRjxQrIaHTJdWOdrIQhRvPbsXJ3YrV/jMKqJQHHqqB1PwbwBxFgAr6RR+CqU/vppSlC80uMSdua4GlvBRoArGPK+z6J39l+x4MDawEAG+QB8MMettx9aFm+KeRTFkFgZLls+E4eqtyo/CbscSMtfgknq3k9q+TBCYdetGr04wxdGLJzC/ADpwiQ1h8/79D2mv0iynAEJ/AHIDEOy+RhAKJ3JjhWaMJqNytBDSuAkxPRWtm2iG0LryhhLKeIzo2sP0TeGVbiIdZ9spJIBusfzx6CZbefiYvG9gp/kIiblAorURQhSRJcLvNB53a7sWzZMv32119/jW7dumHQoEG4/vrrcfToUf2x5cuXo6CgAGPHBm3vqVOngud5rFixQh8zefJkOBzBq9Tp06dj69atqKur08dMnWpOxJ0+fTqWL18OAKisrER1dbVpTH5+PsaPH6+PCeXhhx9Gfn6+/q9Xr9QfvMYrofbKLbRFjwI3Fv1+Mi4d3/EcnWQxoFvbjlSXHCf+ddXJ+Pnw0oRe570bJuLyU/pg3vTUVvc1clFIL7nTBnYgIb2DOGw81srKsvDR/HbsPBR/2AQICQUm4FgN9ipCZg07AY3IQv+uweMhtGhrscFx1YSVVp1/3vTodcE2yErS9zCuErWN7TQpP/gDAGAjU1yBUGEFtL/YI8sh6CIW1eFNpI20+CWM4pXUhFXyIFM7kHiYNbYXvvrD6bh6kjnRfaNTCQVzlV93aHstPgkT+B8BAOvZAHiQA7vAoWuElYnHkuB3wGGFGg7Mql4Z9/Z8ARljdOdwEAZ0zQ47/trjorE9Ud4tB1ee2jfu/QglUk4gx3EdDlMS7ZPS5PXc3FxMmDABDzzwAIYMGYLu3bvjjTfewPLly1FerpxMZsyYgQsuuAD9+vXDzp078cc//hE///nPsXz5cgiCgOrqanTrZl6yabPZUFRUhOrqagBAdXU1+vUzV3Xt3r27/lhhYSGqq6v1+4xjjNswPi/SmFDuuOMOzJ07V7/t8XhSLq6MjlW0PKnOyq/H9sKRRj8mDex4AmtHGN27MKUNPiPxpwuG46pJ/dAl24Eajy+puVw2nsNaFhRWlUeaIcss7jwXJa+KoRd3CLw3fsdqoE+ZtFfKijAyVoMOXY0ZadXojGElWD9/Wpu5hztYD7QwJ3I4Lwq8eyDJLPrqzSolLLlR7geHjY847qpJ/bD7aHPUJfPZDhu2yuo549CWqPsFAFLTYXTlFFd8C+uNnh1MmA5Fy2UMpapgNFDzCrIOrQOTZXB8bOeRZp+IUbzSiH214TtKJD/KCozidq08EL8UlqO0cVMbz2gbnyhjgpq4vtk2JC5XP9dlxxdz41+ZGAmL6vkSMZDyVYGvvvoqrrrqKvTo0QOCIGD06NG45JJLsGaNkuB48cXBlSfDhw/HiBEjMGDAAHz99deYMmVKqnY7JpxOJ5zO1F6NhWLM89CKEWYKNoHHLVMHpno3UoJd4PWekMlu5zBrXC+s2HIyWBWHntwR5ASO4KDHG7GwZCx4vV68an8YpwmbcKi5EAvezsUpI4dhckfKQAAYFFCEx1pZqXvTzXB8XzO5P1btrsUvRigCxhiCM7pk7S3okCBgM+uDcdw2DMEe1Db7I/+OJBGoVibnjaxf1KKJ+W47nrg4+kKPLIeArUx1Ixv24vDhw+jaNfLn4mrYBQDYz4oBe3bSVmH5i4dCrOaR5T+KVyu+x+XTJ8b0vGa/iJH8TgDAelmppJ6MkFdHMe5DpWswIAEnsu047PGiaxy/Jam1ASfwSo7wn2+ZjezC9CgdkGhFeSJ2Um5ZDBgwAEuWLEFTUxP27duHlStXIhAIoH//yHVW+vfvj+LiYuzYoVz5lJSU4NAhcz0YURRRW1uLkpISfUxNTY1pjHa7vTHGx43PizSmM8DzHF7+7Tg8dcmosJ5UBBELeS47Xrz2LHDdlITXRMKBjDH8rPF9nCYoIqQbV4eTN9yDK/6xEmv2xJ671VpXgz44CABYq4bOjMd3nsuON6+dgP+nrnQzht2i9ZuLRqWshJL7cjU4Eq2HX8M+QPJBFpzYw7q3WRm/LbIcNniQg4NMmZxffPfTqGOzG5VzYnNuf6y8c4plBWtDKSoowDamuGjLlsaeZxXwtWIItxeAEgoEgKr6tlc6HguMyfmrfb3ghw1duEbs2bE5ru3lNSh5bnX27sguTJ+5gRyrY0fKhZVGdnY2SktLUVdXh0WLFuG8886LOG7//v04evQoSkuVk9uECRNQX1+vO1wA8NVXX0GWZYwfP14fs3TpUgQCweKQFRUVGDRokJ4IP2HCBHz55Zem16qoqMCECRMAAP369UNJSYlpjMfjwYoVK/QxnYUzB3fDuSOjV+sliJjoNQ4AMIrfEVPLlUgcrPXgau4DAMDz4i8gMw5nCOvRkzuE11bsiWkbjDE89sp/AAA75VJ4oISvittYuQoAL1w+BtefMQBTOlhBfA9T0gH68DXYHe191yv73ugqAwMf1bFqD5edB8cB22S17cfh6JN9ftNuAEBTbv+4azDFtk8CNshKasVZuftjfl5x83bYOQk+ZxHcxX0BoGPFaZPEkNI8PWzau2sh9jkUYe7ftzqu7RU1KCHp6uy2e3gea9LBHTxeSLmwWrRoERYuXIjKykpUVFTgzDPPxODBg3HllVeiqakJ8+bNw/fff4/du3fjyy+/xHnnnYfy8nJMnz4dADBkyBDMmDED11xzDVauXIlvv/0WN954Iy6++GKUlSni4dJLL4XD4cDs2bOxefNmvPXWW3jiiSdM+U+33HILFi5ciEcffRQ//fQT7r33XqxevRo33ngjAOUK99Zbb8WDDz6Ijz76CBs3bsQVV1yBsrIyzJw585h/bgSRckqVZO8h3F54WuOraF+7/jMUcU04yhXi7/b/h2/VFXDn88twuDGKGxTCwQYv5EOKS7CVBXMY20sYnja0BLfPGNyhHJ9zhpdiL1OEWC/uEH6qjtwzr7FacY/WepTwbKTE9VjgOA7ZDhsqmeJ89MCRqGMLW3cDUIRVMrlwdA9sZn0BAH3E2MQvAHT1Km5Va8EJePN3E/CHn52A+345LBm72GHev+FUXHJyLzw4cygOZyvpBI6jW+PaVtdG5Vg8nJMei1ueuXQ0RvTMx0Pnp8dnfTyQcmHV0NCAOXPmYPDgwbjiiiswadIkLFq0CHa7HYIgYMOGDfjlL3+JE044AbNnz8aYMWPwzTffmHKXXnvtNQwePBhTpkzB2WefjUmTJplqVOXn5+Pzzz9HZWUlxowZgz/84Q+YP3++qdbVxIkT8frrr+OFF17AyJEj8c477+CDDz7AsGHBg/G2227DTTfdhGuvvRbjxo1DU1MTFi5cGLaqkSCOC9RQ4An8/ribJ2dtVdrPrM07Cz2L8/CBNAkAME1YjdrmdsoZqDT7RJRzSk7Lbj65i0MenTUSN1ygrAzuw9VgaxRhtXeHku+libC26r61R5ZDwEGmLMjoHkVYvbtmP5weReT48vrG/Vqx0C3PhSt/qTQtLpUOtDM6SPeAIqwChQPQJceJm6YMjLlIcbLpmuvEwxeMwJg+RWjMV5ymnIb4hFW3FuV5tbnpIazOGVGKj26cdNwV6UwlKU9enzVrFmbNmhXxMbfbjUWLFrW7jaKiIrz++uttjhkxYgS++abtOjAXXXQRLrrooqiPcxyH+++/H/fff3+7+0QQGU83ZWl6KVcLuaW2489nDN2OKn3tDvWcjn5yNr7bpzhWQ7i9aG2Kre5bi1/CQDVZeF+ShZXLLmDIiSOBj4HuXD12V0cWOp6DStmDfaqwKsmLf4VelkPAwWZVWLGjEcf84e312OisBwBIOckP8zu7Ka5OqVytJOoL7U8lZaISNmRFHesxeKzxFw0CdgNdWnZ1/MmSiC4+pWCuJ7/zNQ8mrCHljhVBEJ0UVz4anUqIKs+zo+PPP7IdOWI9vMwOd99x6FnoxkF0wUFWBBsno0frlphWMjX7ArpjNWac0qj4nARrlbVJVhFkp9I2itVVojXErWOMIatFFXqqsIpUXTxWBJ7Tk9e7sshCLgte5HJKIricnVjvxljI6d4XPmaHg5PgO7q73fELNx1ET1kp2Mx3Te+Vu3x3xYntGqgC/B3MHazfAxsT4WV2iNmUx3q8QsKKIIi4achVJsniljiE1Z5vAQDr5IEoLcrX66qtUYuPDpe3oSWGEKPUeAgFXDMk8Dh/6hl4+7oJeHTWyI7vTwfg85Vk8q6oD8sFa/SJKIOyUnkfU5KzSxIQVn5JxkEojlVXdjRi07dTuio5bo3MDVuW9f0hQ8l1ObBbTeJvjaG1zfX/Xo1+nFLvz9EtvZ2c/C4lOMQKlBuHf+rYk48q5SQqWQmcjpQHhIgUQcKKIIi4ac1TVofle2NfHaazT6luvYqdgK65Tpx+guLubOGViXcoXxlbnlW9Enqp54sgONwY17co7mTxmMkuBgAUowEerzlx/1B9M7pAyb06xJRVxx1taWLEF5BRwwohMw4OBIDmcNcqT1Tu89i7YOqQ5DtWPM9hP684Mv6atoWVJDOUoA5OLoAAE+Dqmtzk+kQpznXqohF1uzv25KNKCHgXK4XTluRjkEhbSFgRBBE3gVwlp6nIf7DDz5XVSuKb5X7omuvE8J75ePu6CZg9cxoAoB9Xg6MxCCu+UQkx1dk7VjYhIbIVJ6oL14BGr7kNz9EjNeA5xVWqU0s/JOJY+UQZAdhwBEr4EZ5wEZvrV5oG53ftHb0SvMUcsSnhVrmu7ZWBflFGCafk4B3hCuFwpEfCejSKc5y60yjV7u7Yk49owqos7tplROeHvnmCIOJGKlAKbhaLkds6RSIgyXjt+0owNcyyh++FPJcSNhnXtwhFvZQcl75cNWY+swyHPN42t2drUvKZGo6lsMpRXquY86AxxLFqPKqIzDqWAwmKa5FIjpXWXLxKzbMK1IWvxMsTlaR2lnvsClI2OdXPu7Ht794vyujOKcVeu5T2TfJeJU6B244DUN6b73Blx55cq4QCd8sl5Fgdx5CwIggibrjCvgCA7lJ1xNyfSLy9ej+e+3AJBLEVfiagNae3uQFxYR9I4JHF+dAddXhz1b42t+dsUYRMkzP5ITAdNRTYBZ4wx6qlTunOUM8Fc50i9SaMFZ+o5JkdYYpj5fOYO00wxlAoK8KKz0ti0n7ofrkUV0doPtT2OEnShZW9sEfS9ytReJ5DvUN14zrqWDUoonc/65pxvViJ2KFvniCIuBGK+gIActACtMbWgmZbTSPKOSWctYuVoSgvpKedYEeV6hj046tNjcMj4VaFVYv7GLYP0UOB4Y6VJnyEnK44uW8Rrjy1r1k4dhCtr2GDGlb0N5pLLvhEGd2gfPZC3rH7DER19aGjtabNccZQIJfbOVbKNbsVAcg37I29xx5jgEcJSx/EMcjzI9IWElYEQcRNVnYODqtOitbGpT265joxUC2PsIP1MDVL1uCKlZWB/biD7Rph2T5lYvdmHTu3pq0cK6lJyXeS3V3wn+sm4J5zhyb0Un//zTj06ZKFBqYUeBSbzTXDWvwSCtVkeUf+MXTtcpTP2+073KZbGZCY7ljhGIYqE8Gf1xsAYGvcj0tf+Da2J7XWAaJS8qKGFSLPTasCj1dIWBEEETdZDpue6NteErOGNyChN6e4OpWsJGKYrEd/pfhoL+4w/JLc5vZyVWEVyD72wqqY86DRZxZWXIviKHE51vTBO7lfEZbMOxO2HCXHSgoTViLyuBYAAO8usOQ1YyG/u7JwwSF7AV/kCvSAmmOlOmrI6xyOFZ9fBpHxcHASKit3oTnkO46I6lYdZbnwwYHSBIrCEp0bElYEQcRNtlNAjVpSQGyILYHdG5BQyiniQ2nVEh4m43IVkdQV9fCJbQgrWUKuqAgN8RhUHNcx5li1mlcuun3K/vDqGKsI2AsAACwk5Nril5AHtZClK9/S12yL3t2L4WGqeGgjgd0YCkTuMRS/CVCcm6WvwizmGnAolr6VqrCqZkVw2XlyrI5jSFgRBBE3LpuAIygAAAQ8befaaHgDMsq0nJv8Hrjy1L7hg3KUkFZXrgGBthwrbwN4KI/z2V1i3u+EUR0rN+eHr9Xs1mRL9cr+WORYaQiqY8VazMKq2Scinzv2wqpfcbZep0v2RC+34ZckdOPqlRudRVjlOPXFAl25BtS0szIVAOBRwtvVrAglea6E8uqIzg0JK4Ig4obnOdRzyuTKPB13rB76zQyc0D03fJAqrLpx9Xq5gYioYTcPc8N9LJuhO7Ih8WoIM6RPYp7cAAAQcq11rNx5inDkvWZh1eoTkQclFAhXgaWv2RY9C904rIrqhkN7o47z+1r1djuw2MVLFsW5Dl1YxeNYdU+gICzR+SFhRRBEQjTaVWHVzrJ7DcnfgkKuSbmRF2X5vVonqitX37ZjpYqaOpaLrGPcQkS0K6v0JK+5WXQuUxwsu8WOVW6Bsj17wPx63pZG2Dj1MzqGjpVN4NHqUFy0uqPRRTVrVYSmBB5wJr/djhUU5zj1UGBXNLRbSw0A0KgJq8KE6pYRnR8SVgRBJESTTXVSYhRWWa3KJBwQsqILAdWxKoIHgUAg8hhAd6zqkNNuWQarkVVhBW8wFOgXZWQzxZ1xZhdY+noFXZTPJEs0C6uAGhoUYQPsxzZhmncrorruyOHog9T9a+ayAb5zTDnFOU59tWvMjlWzciweQT66k7A6rukcRzlBEGlLi0MRVkJLG5OrgRyfIqxas0qBaHko2cWQwUPgGBy+2shjAKA16Fi5j7Gw0t0Xf1Nwd/wSctSwlyPbWnemuJsqrNAKSEGxKTUrwqWFz4n+eSaJwi6Ki3bkSBv5dd56AEAzHyHkm6aYc6zqY8qxamlQjv86lptQb0ii80PCiiCIhPC5FGHl8B6Jqfp6rk9xtnxtFfTkBXjVMJPLdzT6ON2xykX2MQ4Fci5FKAgGYdXsF5ENVVhlWRuWK+nWHTJThFOLJ9iIWWqpBwB4hRxLXy8WepQqyeitnqNo9UsRx3BeRfy2CJ1HWBVlO4KOFTw45GnfsWqqU47reuRgUEnnea+E9ZCwIggiIWS3kg/FywHdnWiLLFENXWW1nYPkdSqJztn+tsJMxhyrY+tYcapjZZea9ercLa3NcHCqwHBaK3Tyslxo5JQq9YdqDDlNXiWHyWc79pN5ly7Kd5/DmvDDvvqIY3h1/1o6kWMl8Bx+MXEkACUUWNPYvmPlFusBAONOLMeE/sdwhSqRdpCwIggiIXJycuBhaluapvbzrLLUCYi5itocpzlh2YHojpWk5rXUsRxkO4+xY+VWhEIOWvQipt7GhuAAh/UOUjOnbLOlwfCZqGLWbz/2ieGcWpA0j2uJWkST99UDALwpEH6JMO3kEQAUYeWN4sbpyDKyZMW5HD2oP5VaOM4hYUUQREIUZtlxhKmTevORtgcDyJaU5GvWTt0pyVkAAHCITVHHBBqV12vgclHgtsewt9YhOBWhkMu16kVMfS2KsGqFE+Ctd9B8vJKcHjAkzPM+5fMU7SkQLurig3w0R62QL/iUz8RrO3YrFi0hS3FMC7kmSFI7lde99RDUemqufGtXgxKdDxJWBEEkRGG2Ax6ojpXP0/ZgALmyMoZzt+1YyapQcInR26VITYqwklxF4Plj6xLwLkVM5qAVvoAyqQZalPfWymdFfV4i+FVhJbYGxabgV15TSkUpA9Wxyueao9Ybs/tTF6pMCMOKVafU3PZYNSTdyNzIy8lO5l4RnQASVgRBJERBlh0etUGwlu/TFpqwEnLac6wUoeCU25jU1FWByGpbpCUDLXk9G174RCVUFGhV3puPS46wCvDKajPJF/xMbKqwkh0pEFZqQdK2HCu7un8+RydzrGwOyDbl885q6xgEwFqCIen8Y+ycEukHCSuCIBKiMMvgWMUgrPKhOFBCey1oVGHlasMt0MJg9uzCGPbUYtT9M4YCJVVY+YUkCSubsl3ZF3SsbKL6+ThT4AipjpWb80P0R07wdgTqAQCBFOSAJQpzKmJQy5+Khl8NSdchl4QVQcKKIIjEUByr2ISVJDMUQhVDuW3nojBX+5OaICqtXLJyUuCGOLXk9WAoUFZzn/y25ISDJFWwMX9QbAqSUt5BcKYgBOXMh6w10W6N/N07AspnIjoKjtFOWYesiucs1raw8qo1rOqRi5xjvIiCSD9IWBEEkRCKYxVbKNDr8yMfiiiw57XjWKk5TFHDMIzBJinCKjevIOb9tQxNWHGt8KqhQKY6SWKyhJVdFbCG2lk2SXGKeGdyXLI24Xn4eOW9aqv/QnGpleLFVIQqE0V1rLLlYEmNSPhUx6qJz6MVgQQJK4IgEqMwy6E7Vqy1vs2xvqZaCJwyQbnacax4NcyUHc0tCLSAh7KtvPwUhALVcgpGx4r5FHdGSpKwYmooEIEW/T6brAgru+vYFwgFgFa18Cfvi+JYqaFc2dHJktcBPYE9l2uBJEcXVmKTkmPltXVC8UhYDgkrgiASoiDLrjtWoloFPBpaLkoTc4O3O9scy6mTWjZriTxADYfJjENBfipCgeqqQK5VT17n/KqwSpKIYHbVHTIIK4eshAJtrtSsRvPZFEGnrU4Mxa4KP87RCVfLqa5pHlogtiWsWpXvXbZ3wvdIWA4JK4IgEsJlF/R2Ku0JK1EVVvVc+8JDcCtiKYdFCQWq7lAzXOiam4LebMYcKzV5nddyn5IlIhyKY2UWVkq7FYcrNY6QKCglILhABAHMmC78tH3vTAQLoDa3Kaxk9ViUk1AUluh8kLAiCCJhmJo/014oUGpW6/3EIKx4tddeDloi9yBURUwLnOia27b7lRSchlCgKqwEtZgpS5JjxakTt5ZbxhiDiymOkNOdGrckKKxawx+U/HrhTL4TOla86prmoQVilHISQDC3jkvFykwi7SBhRRBEwgjZBcof7a0KVK/sWzl3u9u0ZynbtHGyaRWchq9ZCT01MXdqhJVdeQ82Tobfp4gbh1r6gCXJueDUlX+CqIgYnyjDxfkBAM7s1Ezqkpr3xYkRhJXhe+NTsWoxQYwtewJSdMdKCwHzKcpzI9ILElYEQSSMPVsp0Bktz0ZD9ipX9r4YKpM7XLkQmXKKihRi9HiUZs6tnCs1S9xtQXEo+RQHKRj2Ss4EK6gTt111rJp9IrKgOVapmdRlQQnDaqUvTKjCysdssNsdx3K3LIFTw9G5aDt5nfOr339WJyuCSiQFElYEQSSMK1dZlWcPNEYO26lIWp2nGApo2u08GtXCo5GEVaNHuS8guFOzxN3m1Gs4SX41gVzNd+Id7Ttycb2kmqDuUBPCW/wS3FBeMyV1rBB0rLR6WibUvKtWOOGwdcLpxhlMXg+0EQrUQsDuVNRTI9KOTnikEwSRbmTnKzWpeMimGkuhaC1fYlk95RB4NDK1N14EYdXcqIQdk1XaoF04DiKnhCBl1ZnRVsAlK1FbUPO6nEwRMS2tXjg4ZUUi7KlJDmdqSFRoIxTYDBccQiecbtSWPe0lr9tVty6bhBUBElYEQVhAYV4eAkxQbnijhwNldVk6iyGRWeA53bGSWsK36W1WhFUql7hrvftk1bGyMyXfKVmOlcOt5FE5VQHX2mpoUJ1iYWVry7FindSxMpZbaMOxcslaodoU1FMj0o5OeKQTBJFuFOe60Ao1gTzS6jAVrYAmF8OqOY7j4FMdIdEfnr/jb1G3lcKVWKKgOVbK/mmCh0+SyHFkKe/VBeUz9rcojpAEHrClIIEfwdpaWqFSE+rn0tJZQ4HqBYCL87XpWLlVBzGvgIQVQcKKIAgLKM5xohVqcnIgetNk7TEuxppLflWsyb5wYRVQ87W08FgqEFXHiqmOlQN+dZ+SJKxUx8rNfABj8KmOlZ9zAqlqpaKKSLsUQVip33crnHB2RmGlunFu+CFGWRXo9bbCwYkAgILComO2a0T60gmPdIIg0o2uuQ60sPYdK62Aps0dm7DSHCs5wja1hse2rNS1EZFVx4qJ6so8piaSJynHyq2WVLBxMqSAF4FWddUdl4ICqSqcJqzk8O9IVFeBtjAnygqSEx5NKup7y4IPAUmKOKSurlb/Oy8VPSuJtIOEFUEQCVOc44RXdZf8xryfEAS1zpMjRjHk56M7VppIs8co0pKBFFJ13Kmu0LMlybFyZwc/t9bmRgRU4aLleqUCThWRjgihQE9DPQBF+HXNSU2oMiFUYcVzDFLAF3FIfb1S9sMHBzjBfsx2jUhfSFgRBJEw+W67nmPV1BRdWNlVYeWMUVgFdMcqXFg51IThVPagk22qoBG9AGNwq6HAZPXtczkd8DGlZpe3xQPRq3yeASGFwkot8+Bg4cKqwdOgjskBz6coVJkI9qDLFqlILQB4GhRh5U2ha0ikFySsCIJIGI7j4FddEy2pPBJaAU1XTozCSsthihAKdKrb4lKYY8VUYcWLrYq4UrG7kuNYcRwHn5rLJvpa0aJWn5dtqevDx6uOlTOCY9XYqOyfrbNWJBfsCEARsnKEBRQA0NRYDyC2orfE8QEJK4IgLEETQT5v9OR1F1Mmp6yc2FZPSVoOU4RJTQs9pbJVClOrr3Oi1yT+khUKBAAfpwmrFrQ2qysj7anLX9IKk2r5ZUZaVeHnyuqkwgrBPD9Ecay0EiKxFL0ljg9IWBEEYQlavpHYGrlAqCQzZKnhouwYk3y1xOhAhByrZNeMigm72s5F8sKv5jv5mQCHI3ntW/yaY+VvhVf9rFMpLrU2O1p+mRGf6l4ac8M6G9rCAK1WWShaA2a/0Pl6IRLJgYQVQRCWIKnujeiLkovS4ke22tcuN0ZhpZUtkLzhwsrGAsqYFLo1UENwvORFQN1HL5xJrTLuVx0r2edFoEWZ1G2pFFZqKNCNSHWslGPBnaIG0VbgVx0rLtpqV7XTQCCF4VgivSBhRRCEJWhhMSlKKNDT6AHPKbWA7DHWsbJrwiqCW2BXE8XtzlSWGlDbuUg+PZHcC0dShVVAFVZSoEUXsY4UNWAGgo6VS62tZcSuVmNPpaOWKJqwYhEWUCj3K+9RFjphOQkiKZCwIgjCEphdE0GRJyC9BQ04vaJ1e9jdyrhIk5pDDQUKjlSWGlDbucheXfx54UjqCjhNWPlaW/T6WS536oSLQxVWAscA0RwOtKdBHlyi+Hk1jy7Kca0tWtBXiBLHPSSsCIKwBK2eUbQkX0kt6NkKV8xVwp2aYAgJwzDG4IASCrSnMMdKc6zssg+iGgrUVu0lC60ERb3HA5f6GTiStAoxFuwGUacVBNUf0wqmdmJhFVBrqUFsW1gxoRPW6SKSAgkrgiCsQRNWUXJRZL9WJTz2Ccilhrh40bxNUWZwaqIiiSvw2kMTk3bZqzt1HXl/8RDgFeHmaWyCUw2HcvbUuSUOR7C2ViAkv84ma+K387o52mpXTox8XHNamY0U9Wok0g8SVgRBWIKWxBxtApL8ygTk74Cjk5WthplC+tD5RFl3rGyu1DlW2opEB/PpwsqfZGElqg5Kc3NQWMGWus/AIfB6cdhAyIpQbYGBLQOEFR/lgoGTFFeOo1AgoULCiiAIS9CKQPJRQibacnXNcYmFLK03nmzO3fH7A3BwSu+2VDpW2opEB/Pp7y/ZjpWkTvSivxUuThEuSKFjJfAc/LCr+2QWwDbdVey8okPU2hZFOa45La8shd8BkV6QsCIIwhK0Jf+h7pKGFFDu15KvYyE3VxFWDuYDM6w48/uC7oFgT10Ihtfbufj1ytxi0oWV+vkFWuDSHasUJvBzHPxqdfKAQVgFJBkOlvo8uEQRNcdKjHxcC1qCPgkrQoWEFUEQluBQq2vbpGg5VsoEJHZEWOUowsoJPxp9on6/qWBoCkWFoAoGJ4LCKtkNkSW1LyATfWkhrABA5DTHKugsegMSHJyWXN+JhZWgFYGNfFzzkpbn1nnfI2EtJKwIgrAEp5pobo/QMw6AXhpAyxHqyDbd8KGu2a/fH1AdKxE8INji2l8rsLm04pg+SD5NWCXZsVJXn/GiV0/gR4ondVENBWquJAB4AzIcUMSwoxPnWGmhwNAFFBqCmmNFjhWhQcKKIAhLcGap7lI0YaVOulJHhIcqGFzwwxeQ9Ls1YdWRRPhkoFWGd8GvJ6+LSXastGX9vOSFi0sPxyqgOlZyIMSxUoUfn8JwbaLI6sIAIZqwkrV6auRYEQokrAiCsAS3JqwiNOMFAKgTk9iB5HVNWAkcg2SYtLWQk5Y0nSrsao6VmzPkWCW5npFWiJKX/GkTCpQ4xTUUDd+RT5R0x6ozlyKQ9FBg5AsGm16ri4QVoUDCiiAIS3BmBcN2kWDqpCt3RHgYygjIhsrXoroCT8vtSRW8WmLCCT+Yuk/aRJwsmLp9J3yGUGCqc6y0NjuGUKBfhF1duYlOXDxTUkWrLYqwsquOlY0cK0KFhBVBEJagFYF0cgFIkhw+QIwjFCjYlTwqALKhjpBeuqEDifBJQXXU3PDrPeOSLqzUid6FgCEUmNpJXeIjhAK9htCZLcXfUwIwQWtbFDkUaFdbK3XmlY+EtZCwIgjCEmyGUEggEO5aafV+ZKEDkyzHwacWn2QRHKuUCytV5Ng5CUJAKY4pJ1lYaa/phN9QIDS1jpAUIcfKWBIDHfnO0wymfra8WkU+FF1YUSiQUCFhRRCEJdgdwcnTNKmqaBWqO9pTza+KJ+OkLQc6XrohKRhW4zkDapPpZOc72YLOoCtNVgVqjhUTjSs3DaGzTiysOFVYaUnqRkRJ1sWtPYX9Gon0goQVQRCWYDdM7sZ6RhqcmqPSUUdHVItPGidtTWR1KBE+GRhElEsVVlroKNmv6TI5VqnNsZLV74EZimhqKzcDsMfcdDsdYYIiGnkmhj3mFWU4udQ3wibSCxJWBEFYAm+zQWTKKSWSsNIKKXY0kVlbcSaL4Y5Vh/K1kgHHwauWfMiWPAAAlmz3SM3lyYJPb+uTPsIq3LFK9QKDROHU49UWwbHyBiR9AQHlWBEaJKwIgrCMAMKX3WvoocAO5gNpE7Nx0tZqYsmpdqwQ7A2YLavCKsmJ5Lwq3PK55uCdKV4VyCKEAtNl5WaicGrivRDJsTIIK74TF0ElrIWEFUEQlqEVigxEyLHidWHVMeERdKyCycNayElKg9wdvyqs7FrNpiSLHK3YZj6agnemeFWgtiCBSeG1xrT8q86KnmPFIjhWfslQS4wcK0KBhBVBEJbh11ubhDtWgqzcx3WwCrfueEiGiU13rFJfH8kf0nSZcyQ314bX+hNyipCTeDvAp/ZUzjTn0OhY6eHa1IvfROBsyvFni+BY+Xxe8JzaHLwTF0ElrCXlwqqxsRG33nor+vTpA7fbjYkTJ2LVqlURx1533XXgOA6PP/646f7a2lpcdtllyMvLQ0FBAWbPno2mpibTmA0bNuC0006Dy+VCr169sGDBgrDtv/322xg8eDBcLheGDx+OTz/91PQ4Ywzz589HaWkp3G43pk6diu3btyf2ARBEBqElmkcUVlJ8idaaY2V0Q6CXbkj9ZBYIEVY5auPoZMHbzcItHcQl05xDg/iV0ihcmwi8lmPFwsst+NOkGTiRXqRcWF199dWoqKjAq6++io0bN2LatGmYOnUqDhw4YBr3/vvv4/vvv0dZWVnYNi677DJs3rwZFRUV+Pjjj7F06VJce+21+uMejwfTpk1Dnz59sGbNGjzyyCO499578cILL+hjvvvuO1xyySWYPXs21q1bh5kzZ2LmzJnYtGmTPmbBggV48skn8fzzz2PFihXIzs7G9OnT4fVGrshLEMcbmrtkrMCtYYvTsZL0HCvDxBZn6YZkEAjpDZifm5fU1+PVNjoaSS/vEAuqsOIk4wIDLRTYuYWVdrwKEYSVaAx5k2NFqKRUWLW2tuLdd9/FggULMHnyZJSXl+Pee+9FeXk5nnvuOX3cgQMHcNNNN+G1116D3W6O12/ZsgULFy7E3//+d4wfPx6TJk3CU089hTfffBNVVVUAgNdeew1+vx//+Mc/MHToUFx88cW4+eab8dhjj+nbeeKJJzBjxgzMmzcPQ4YMwQMPPIDRo0fj6aefBqC4VY8//jjuuusunHfeeRgxYgReeeUVVFVV4YMPPoj4/nw+Hzwej+kfQWQyWo6VFGFVoNZTje9gDpIUKRQoxpcInwzEEMeoMD/JjpUzx3SbJbsgaQxo3wNncqzU76iTCyubKqxskADZ3FFAW/nog6NTl5QgrCWlwkoURUiSBJfLfGJwu91YtmwZAECWZVx++eWYN28ehg4dGraN5cuXo6CgAGPHjtXvmzp1Kniex4oVK/QxkydPhsNQwHD69OnYunUr6urq9DFTp041bXv69OlYvnw5AKCyshLV1dWmMfn5+Rg/frw+JpSHH34Y+fn5+r9evXrF/NkQRGdEE0GSGCnHSpl0uQ46LDJvUzcenLTjLTaaDAJhwqogqa9nc7r1shZAeohLTnWseNm4clP7jjq5sHIajlfJnMAuBZRQYMo7ABBpRUqFVW5uLiZMmIAHHngAVVVVkCQJ//73v7F8+XIcPHgQAPCXv/wFNpsNN998c8RtVFdXo1u3bqb7bDYbioqKUF1drY/p3r27aYx2u70xxseNz4s0JpQ77rgDDQ0N+r99+/a1/YEQRCdHL40QIcdKa/3Bd7DOk6xt0zCpaSsM0yH8EtobsEtBflJfz2kX0Izga7J0CAVqvQClYLhMc6861MIoDXE4ogsr2a84VoFOXlKCsBZbqnfg1VdfxVVXXYUePXpAEASMHj0al1xyCdasWYM1a9bgiSeewNq1a8F1QpvV6XTC6Uz9iZ8gjhV6z7gIjpUmrIQO1vvRl+sbcqyCwir1osIYCvQzG7Ldyf3NOwQBTXAjH2ridBos8+f0fnoG8av+3dlDgY42HKu0aa1EpBUpT14fMGAAlixZgqamJuzbtw8rV65EIBBA//798c033+DQoUPo3bs3bDYbbDYb9uzZgz/84Q/o27cvAKCkpASHDh0ybVMURdTW1qKkpEQfU1NTYxqj3W5vjPFx4/MijSGI4x2Zj0FYddSxUrfJGSZtPZFYSL1TIBla2PiOwQRrt3FoZobJ3p7c8g6xEKmfnhau7eyOldthR4AJyo0QYcUCatueNFiZSaQPKRdWGtnZ2SgtLUVdXR0WLVqE8847D5dffjk2bNiAH374Qf9XVlaGefPmYdGiRQCACRMmoL6+HmvWrNG39dVXX0GWZYwfP14fs3TpUgQCwSveiooKDBo0CIWFhfqYL7/80rRPFRUVmDBhAgCgX79+KCkpMY3xeDxYsWKFPoYgjnekCK1NNOyqGBKc8YUCjYnRvKwJq9RP2saSD6ErBJOBQ+DRjOBnyLKKkv6a7aFVJ9e/FwBCGn1HieCy8/BrwZ2QCwZ95SM5VoSBlIcCFy1aBMYYBg0ahB07dmDevHkYPHgwrrzyStjtdnTp0sU03m63o6SkBIMGDQIADBkyBDNmzMA111yD559/HoFAADfeeCMuvvhivTTDpZdeivvuuw+zZ8/G7bffjk2bNuGJJ57AX//6V327t9xyC04//XQ8+uijOOecc/Dmm29i9erVekkGjuNw66234sEHH8TAgQPRr18/3H333SgrK8PMmTOPzYdFEGmOHgoMhAsrB7RQYMeEldYE1yisOFkp1silgWMlG0Jxx6J3ocPGo8noWLkLk/6a7cGrIVnBIKw0hzEdao0lgssuqK2afKYcMiDYDUBfYEEQSANh1dDQgDvuuAP79+9HUVERLrzwQjz00ENhZRXa4rXXXsONN96IKVOmgOd5XHjhhXjyySf1x/Pz8/H5559jzpw5GDNmDIqLizF//nxTrauJEyfi9ddfx1133YU//vGPGDhwID744AMMGzZMH3PbbbehubkZ1157Lerr6zFp0iQsXLgwbFUjQRyvaGE7SCGhQFmGQ235YuugsNIcKxgmbV6rgp0G7VKMdaSkY5DvlOO0mRwrPisNhJVe68kQrtXCgp3esRL0HphSwAvB8JhWtFbmUj6VEmlEyo+GWbNmYdasWTGP3717d9h9RUVFeP3119t83ogRI/DNN9+0Oeaiiy7CRRddFPVxjuNw//334/77749pXwnieEPPpwnNsTIILdPy9RjQkp85KVxYcbaUn8JMvQ+5DuaPxUO+225aFchndWlj9LFBsKuNiuVg2xc9kb3TO1Y8atVWTX6fF8ZvmOmOVeoFPpE+pE2OFUEQnR/Gh5dGAGASWvYOrgqUtVBgBMeKTwM3xFjuQEhyn0BAucALCMHXEbJTn2OlhQJtERyrzl7HymUT9OR1f0hzcVkV+4xCgYQBElYEQViGlk/DhQorg5PhcHTMwdDEGm9aFahuLw1yrGBwqWyuY7NCT3YEq68L2akPBQqO8H562t9cGtQaSwSe5/Q6Vf6Q3MGgsEqD45BIG0hYEQRhGXrYLmRVoKTeFhkPh00Ie16b24zgWGnCirelfkLzuYIFit1ySxsjrYM5gm1zuHQIBWrlFhAU0FoiO7N1bscKCBa+FUMcK622GjlWhBESVgRBWIfmIMlmYRVQr/RFCLDbOnba0cQaH0lYpUGYaVvWaP1ve8c0Y9zwLkM/wjRYFWhTw7t2ZvyOlL/T4TtKFE1YBUJ6YOohb3KsCAMkrAiCsAwtnyY0FKhNSAHY4BA6eNppw7Hi0sCxOtwcwFTfAnwtjQQ/9d5j8poOV3bwhjv1OVZ2dUGCHRFWbqZDuDZBtJWpotrCRkdbUCGQY0UEIWFFEIR12CLnWIlGx0roWHuqNh2rNAgz5bvt2MF64reB24G+k47Ja+Ya37Yrub0JY0GwK8LKiQDAGADDAoM0EL+JorVVEv2hZUS0UGDqj0MifSCZTRCEdQiaCAp1rILCqqN9PzVXylh8UoCkvE4aTNpXn9Yfe2tbMPOkHsfsNQd3dQO71Btp4JbYjQsSZBEQ7EFXMQNCgbpjFQh1rLT3mPrvgEgf6GggCMIygs14zRWqtSt9KY5TjhZe5Fm4YyWkiWP1xMWjjulr9h4yFlhxTF+yTezG2mSiDxDswVpjmRAKVB0pKbSjgB4K7PzvkbAOElYEQViG5k5wIcJKXxXIdTy7m+PDi0/aNMcqA9yQuOg7CbjwJaDroFTvCQDAbg9+D0wKgAMgMOU7EtLAVUwUrZaaHOpYacc5Ja8TBkhYEQRhHdqy+yirAuNxrKBOzEbHyqYmSQsdaH2VcQz/Var3QMdhD4YCRTEAOwBeFb+Z4FhpdarkkI4CWs/KdAhJE+kDJa8TBGEZnE1zl6LUsYqnp5rqSgmm4pOqG2Lv3MUnMwWHXYDIlOlEWwFq08O1nV90MLXwrRwwO7G6M3u8OqdEREhYEQRhGdoqPaO7BARzU+JpVquLNRYeCsyESTsTEHgOotqeWFSLZmrFQtNh5WbCaKFA0RwK1IRVJrhyhHWQsCIIwjJ4ddm9LUqOlRSPsIrkWCF9ktcJwMZzCKhhXimgOFZajlVGhMlUx4qFdBTg06jsB5E+kLAiCMIyeC3HKsSxksUEHCtVWGm955gsQeCUWkkkrNID3uBYyWIAjDG9JEYmuIqaawopSo4VOVaEARJWBEFYBm/XmvGG5lgposiKUKAsGsou2ElYpQuSIRQYkBjs+srNzi86NHHPRPMFA0/J60QESFgRBGEZgr6CTzLdr4UC5Tia1WoumJYMHQgEXQPb8bwqMM0wOlaSzIJ5cBkgfjm9o4DZsdJyCUlYEUZIWBEEYRk2dRLVwkAasqi6TXE4Vlr+ilZiQTQUabQ7XBGfQxx7JLVGmST6EZBl2LgMcqxskeuzBXOsaHUqEYSEFUEQlsHrjpVsul/LsWJxOFbapGZX3QHZIKwEaiWSNohq8rosBSBJDHZ1gYEtAxwrrW0QF+LEplPPSiJ9IGFFEIRlaEIn1LFiktastuPuhTZp2SECjEFURZqfCbAJdApLF7QcK82xEqCI60xIXtcqq3OG6v9A0LGyZcJ7JCyDzkoEQViGFvbRyiFoBIVVHKFAu7nBr1YTS4Stww2dieShFX9lao6V5lhlQrsXTlBEYzTHKhPyyAjrIGFFEIRl8DbNsTKHAjVhFc8kawqzSH49x0pLlibSA1nPsRIhSsHkdWRAuJZTLwiMizJkObNKShDWEZewuueee7Bnzx6r94UgiE6O5liFJ6/H71iZ8qhkUd8WCav0QusDySQ/ApIcFFaZ4FjpwiroxAZkGQ6tUC21ViIMxCWsPvzwQwwYMABTpkzB66+/Dp/P1/6TCILIeAS95pRZWEFSE84TdaxkCZLaCDeuvoNE0tAcKxZSbgEZsSowPMfKLwbFY0Yk6BOWEZew+uGHH7Bq1SoMHToUt9xyC0pKSnD99ddj1apVVu8fQRCdCEENBdo4GWAs+IAWCowjLGSzGZwpKRBs6AwSVumE1q5IlgIIiMHq+IjDpUw3+AihwIAh3GmjcguEgbhzrEaNGoUnn3wSVVVVeOmll7B//36ceuqpGDFiBJ544gk0NDRYuZ8EQXQCTLkmxhVUcvw5VjZBgJ8J+ja16tcSCau0QqtRxiS/Xl4DQEYIK81142EUVrKeoE8FQgkjCSevM8YQCATg9/vBGENhYSGefvpp9OrVC2+99ZYV+0gQRCfBOMHoCeuA7lhxcdT7sfGcvpQfssGx4ijHKp2QdGEV0EtiAMiIUKDmxBodK2MoMBPeI2EdcQurNWvW4MYbb0RpaSl+//vfY9SoUdiyZQuWLFmC7du346GHHsLNN99s5b4SBJHmGOv5yJLRsYp/6b3AcwjowkqCLMXfd5BIHkwPBYqmfo6Zkbwe3qrJLwWry2eEK0dYRlzCavjw4TjllFNQWVmJl156Cfv27cOf//xnlJeX62MuueQSHD582LIdJQgi/TGGAkXj5CprjlU8oUCDYyUFDKsCaTJLJ/TkdUk0O1YZIDp4IdyxkmSmrwqEQMnrRJC4jvhZs2bhqquuQo8ePaKOKS4uhizLUR8nCCLzsBlCIpJhctVWU3FxhExsPK+XVmByQM/fkSkUmFboDbYlvyEPjofAd/5yiZwmrAw5VjLLrJWPhHXEdcRruVShtLa24v777094pwiC6JwIAg+RKacVyeBYac1r4xNWnC6sZNGQvE6hwLQimLwu6t+9lCG1xiLlWJlKSmSAK0dYR1zC6r777kNTU1PY/S0tLbjvvvsS3imCIDonRhEkicEcK82xiqdCtSBwENVVgZLk15PiJY5cgnRC1nKpDCUxMkX8chFaNckygm17yLEiDMTtWEXq0bV+/XoUFRUlvFMEQXROeJOwCjpWvB4K7HguikPgIaqnKjEQAJO0UGBmTNqZgpa8DjlgCAVmiGMlhCevS8ZQYAYk6BPW0aEzU2FhITiOA8dxOOGEE0ziSpIkNDU14brrrrN8JwmC6Dxok6lxVSDH4q/34xB4fZsBv59WBaYpWrsiJomQ1O9eypA8OC153dgDU5IkpRAuQI4VYaJDZ6bHH38cjDFcddVVuO+++5Cfn68/5nA40LdvX0yYMMHynSQIovMgQcuxCiav83oosOOOFc9zes0qUQzoNbFkymtJKzRhxcmi7ipmSihQsIf3wNTeozrgWO8SkcZ06Kj/zW9+AwDo168fJk6cCLudDiaCIMzojpUxFJiAYwUAsrpNMRDMsSLHKr3QG2zLwZIYcoaUxOCF8B6YmVari7COmI96j8eDvLw8AEo7m9bWVrS2tkYcq40jCOL4Q3OXJEMoMCis4qv3ozkfohgAU7dLjlWaYUheDy4wyIzvSFsVaHKsjMKKHCvCQMxHfWFhIQ4ePIhu3bqhoKAgYvK6ltQuSVKELRAEcTygOVbGljaCKqxscQorxgkAA0S/H1BDMIxcgrTCHArMLFcxUo6V3v8SoHILhImYj4avvvpKX/G3ePHipO0QQRCdGzlCuQXNsRLsCThWTCm3gAybtDOGSKHADEle18qEGB0rbRGFCAG2CEYDcfwS85np9NNPj/g3QRCEEUl1l4yhEq3+T7w5VtpSfjEg6k4BI5cgvdAcKyZl3AIDTVjZIEGWGXieA7Rm4LBlSCYZYRVx1bFauHAhli1bpt9+5plncNJJJ+HSSy9FXV2dZTtHEETnQ9bLLRiEVYI5VtoELYl+PceKQoHphfZ9cHIAspxZrqLuWHEMAe340xyrDHmPhHXEJazmzZsHj8cDANi4cSPmzp2Ls88+G5WVlZg7d66lO0gQROdCS1g21rHSQijxtLQB1BwrKMnrWhV3cqzSC+275WQREDNLWNlsxh6Y6ntTj0M5Q4qgEtYR11FfWVmJE088EQDw7rvv4txzz8Wf/vQnrF27FmeffbalO0gQROdCL7cgWxgKVN0QWQoA6oRGCcPpBRMMyeuyIqQZnxmiQzCUFhJVYaWvTuU6f5NpwlriOiIcDgdaWloAAF988QWmTZsGACgqKtKdLIIgjk+0hGVmcKy01h/xhgKhTtBSIBBcjUXCKq3Q2hXxLADI6srNjHGsgsetFFAdU1U8yvFNo0QGE9dRP2nSJMydOxennnoqVq5cibfeegsAsG3bNvTs2dPSHSQIonOhCStTjlXCoUCtXUoAvKz1Z8uMSTtjUMUvJ0vg9FpjmZEHp5VbAABRTVqXNWGVISsfCeuIS2o//fTTsNlseOedd/Dcc8+hR48eAIDPPvsMM2bMsHQHCYLoXOgTjTa5ysFmtXy8hRTV50kiOVbpCqclr7PMW7nJGd6HfsGgJbGTY0WEENdR37t3b3z88cdh9//1r39NeIcIgujcyHryulp9mzG9sKIgxDnR8sGio5zmWFG167RCcyN5JgJajlWGhALBcRAZDxsnKyU/YAgFkmNFhBD3US/LMnbs2IFDhw5BlmXTY5MnT054xwiC6JyE5lhJclBYcUKck5CgJa+L4FQ3hMsQNyRT4NSFCbwc/I4yxbEClEUZNsiQ1AsGyrEiohHXUf/999/j0ksvxZ49e8AYMz1GLW0I4vgmkrDSQoFCnKsCNRHFpACgNcKN1/0ikoIWChSYqK/czBjHCoCkrv7Tmy/rrhwJK8JMXEf9ddddh7Fjx+KTTz5BaWlpxL6BBEEcn2g1p7TJVWIMTtWx4hN0rJTkdWW7XIYkRmcKnE1bFWhwrDIoXCuFFL5lWh0rCgUSIcQlrLZv34533nkH5eXlVu8PQRCdHFlfwWdIXufUHKs4Q0M8H9wmp1Zx58ixSiu0lXM8kzKyiKsmrKSAWVgxKhBKhBCXhzl+/Hjs2LHD6n0hCCID0EsjqK6FMTVAsMU30eplGmRR6UWnbCz+nSQsR8+xYmJwgUEGCStR9SEkvaWNlrxOoUDCTFxH/U033YQ//OEPqK6uxvDhw2G3m+3eESNGWLJzBEF0PuTQUKChUGi8CeeaO2UMBcZduoFICtr3ITARHFNdnQzKsZI5XmkuroUCmeLCMgoFEiHEddRfeOGFAICrrrpKv4/jODDGKHmdII5z9DYmWijQIKwQZ4sTzQ1RHCutpQ0Jq3SCVyuvC5B08ZtJJTH0UKCovjc9eZ2EFWEm7l6BBEEQkQiGAjVhZbjQinMS4vmgsBKY1h4nc9yQTEATv4pjpQmrzPmOZE4wOVbQk9cpFEiYieuo79Onj9X7QRBEhqAnLMvWOVa8mm7Aycbk9cxxQzIBwaY5VqKevA4uc74j3bHSjmdV4FPyOhFK3FL71VdfxamnnoqysjLs2bMHAPD444/jww8/tGznCILofASFlZrcaxRWcTpWgmB0rET1vsxxQzIBLQ9OYLJSfR3IPMcKRseK6lgRkYnriHjuuecwd+5cnH322aivr9dzqgoKCvD4449buX8EQXQ2QpLXLXGstAmaieD1VYGOePeQSAI2NRRog2jIsco8YSWHVF6nHCsilLiE1VNPPYUXX3wRd955JwRDwb+xY8di48aNlu0cQRCdD82x4kKElQQOiLOYsGB36NvkKccqLeFshuR1fYFB5ohfGeaOAnp1+TgvFojMJS5hVVlZiVGjRoXd73Q60dzcnPBOEQTRiVEnGk4vt6D1VIt/AtLCfrwsQdDa41COVVphs2vCSoagllvIpCKuwebi5lWB8Ya3icwlLmHVr18//PDDD2H3L1y4EEOGDEl0nwiC6MQwwwo+wOhYxZ+LItidAACOBXOs+Dj7DhLJwVhXzC771Dsz5zuS1QsGrfAtY5RjRUQmrsuJuXPnYs6cOfB6vWCMYeXKlXjjjTfw8MMP4+9//7vV+0gQRGeCD+ZDAcGyCwkJKzXsxzERvOpYUYHQ9MJmKBRtZ4qwyijHSp0umVrHiqMcKyIKcR31V199NdxuN+666y60tLTg0ksvRVlZGZ544glcfPHFVu8jQRCdCT0UaF4VKCckrNQwExNhg2i6j0gPeMP34dCFVeaIX01AaRcKoMrrRBTiPtNddtll2L59O5qamlBdXY39+/dj9uzZHd5OY2Mjbr31VvTp0wdutxsTJ07EqlWr9MfvvfdeDB48GNnZ2SgsLMTUqVOxYsUK0zZqa2tx2WWXIS8vDwUFBZg9ezaamppMYzZs2IDTTjsNLpcLvXr1woIFC8L25e2338bgwYPhcrkwfPhwfPrpp6bHGWOYP38+SktL4Xa7MXXqVGzfvr3D75kgMpqQ5HVt9VRiOVZa8UkZPGT1ZTLHDckEbBGEVSZVXtdCgXrBW+34JmFFhBCXsDrrrLNQX18PAMjKykK3bt0AAB6PB2eddVaHtnX11VejoqICr776KjZu3Ihp06Zh6tSpOHDgAADghBNOwNNPP42NGzdi2bJl6Nu3L6ZNm4bDhw/r27jsssuwefNmVFRU4OOPP8bSpUtx7bXX6o97PB5MmzYNffr0wZo1a/DII4/g3nvvxQsvvKCP+e6773DJJZdg9uzZWLduHWbOnImZM2di06ZN+pgFCxbgySefxPPPP48VK1YgOzsb06dPh9fr7fBnSBAZCx8M2wHBiSiRCtVaPhUPMZi8TjlWaYXNxkNkynfsVIVVJoVr9b6HarkFTnWsQDlWRAhxHRFff/01/H5/2P1erxfffPNNzNtpbW3Fu+++iwULFmDy5MkoLy/Hvffei/Lycjz33HMAgEsvvRRTp05F//79MXToUDz22GPweDzYsGEDAGDLli1YuHAh/v73v2P8+PGYNGkSnnrqKbz55puoqqoCALz22mvw+/34xz/+gaFDh+Liiy/GzTffjMcee0zflyeeeAIzZszAvHnzMGTIEDzwwAMYPXo0nn76aQCKW/X444/jrrvuwnnnnYcRI0bglVdeQVVVFT744IOI78/n88Hj8Zj+EUTGoztWWihQc6wSF1Y2JlEoME2x8YrsBQAHU+aHjA4FajlWVG6BCKFDZ7oNGzbogubHH3/Ub2/YsAHr1q3DSy+9hB49esS8PVEUIUkSXC6X6X63241ly5aFjff7/XjhhReQn5+PkSNHAgCWL1+OgoICjB07Vh83depU8DyvhwyXL1+OyZMnw+EInoinT5+OrVu3oq6uTh8zdepU0+tNnz4dy5cvB6CUmKiurjaNyc/Px/jx4/UxoTz88MPIz8/X//Xq1Svmz4YgOiucuhKM05PXlSv8hEKBumMlQVCdAhs5VmmFjecQUNN2dccqg8K1uoDSQoBaoVouc94jYQ0dOiJOOukkcBwHjuMihvzcbjeeeuqpmLeXm5uLCRMm4IEHHsCQIUPQvXt3vPHGG1i+fDnKy8v1cR9//DEuvvhitLS0oLS0FBUVFSguLgYAVFdX66FI/U3ZbCgqKkJ1dbU+pl+/fqYx3bt31x8rLCxEdXW1fp9xjHEbxudFGhPKHXfcgblz5+q3PR4PiSsi8xHMjhWzIhSobtMOCXZOKxBKwiqdsAmcvvLTicwrt6CHAlVhpVeX5ykUSJjpkLCqrKwEYwz9+/fHypUr0bVrV/0xh8OBbt26mSqxx8Krr76Kq666Cj169IAgCBg9ejQuueQSrFmzRh9z5pln4ocffsCRI0fw4osvYtasWVixYkWYoEo3nE4nnE5nqneDII4pnBoK1KpvyyzxUKBWx8qJgH6fVpCSSA9sPA+v6kpq3xOfQeFaraOAXnmdVgUSUeiQsOrTpw8AQJZly3ZgwIABWLJkCZqbm+HxeFBaWopf//rX6N+/vz4mOzsb5eXlKC8vxymnnIKBAwfipZdewh133IGSkhIcOnTItE1RFFFbW4uSkhIAQElJCWpqakxjtNvtjTE+rt1XWlpqGnPSSSdZ8EkQRGbAqRdXnFZA0YpyC6pj5eKCuZ2UvJ5e2AQOYsiUkpHJ63q5Baq8TkQm7uDw9u3bsXjxYhw6dChMaM2fP7/D28vOzkZ2djbq6uqwaNGiiOUQNGRZhs+nWM0TJkxAfX091qxZgzFjxgAAvvrqK8iyjPHjx+tj7rzzTgQCAdjVInYVFRUYNGgQCgsL9TFffvklbr31Vv11KioqMGHCBABKtfmSkhJ8+eWXupDyeDxYsWIFrr/++g6/X4LIVDh9VWCIsEpgAtJElBNBYWXLoEk7E7DxHEQmAIZ2kJkUrg3NsdJC3fE2Ficyl7iE1Ysvvojrr78excXFKCkpAWdorMpxXIeE1aJFi8AYw6BBg7Bjxw7MmzcPgwcPxpVXXonm5mY89NBD+OUvf4nS0lIcOXIEzzzzDA4cOICLLroIADBkyBDMmDED11xzDZ5//nkEAgHceOONuPjii1FWVgZAWVl43333Yfbs2bj99tuxadMmPPHEE/jrX/+q78ctt9yC008/HY8++ijOOeccvPnmm1i9erVekoHjONx666148MEHMXDgQPTr1w933303ysrKMHPmzHg+RoLISDg+xLHSVgdaIKzcRmHlyJwwUybAcRzEkO84k1YFas6UdlzrxzcJKyKEuITVgw8+iIceegi33357wjvQ0NCAO+64A/v370dRUREuvPBCPPTQQ7Db7ZAkCT/99BP+9a9/4ciRI+jSpQvGjRuHb775BkOHDtW38dprr+HGG2/ElClTwPM8LrzwQjz55JP64/n5+fj8888xZ84cjBkzBsXFxZg/f76p1tXEiRPx+uuv46677sIf//hHDBw4EB988AGGDRumj7ntttvQ3NyMa6+9FvX19Zg0aRIWLlwYtqqRII5ntDYmWp0fWUtiTyAUyAmKiNIS1wFlkQqRXoSFAjPIsdI7Cqh1rLRQIEehQCKEuM5MdXV1umOUKLNmzcKsWbMiPuZyufDee++1u42ioiK8/vrrbY4ZMWJEuzW2LrroojbfF8dxuP/++3H//fe3u08EcbzCaxOQWiFdq/uTyKrA0AreASbA1sGFMkTyCc2jy6wcK/V40x0rNQWGHCsihLjOdBdddBE+//xzq/eFIIgMgA8JBVrS+kMwh/0k8BB4LspgIlWIITWdhExauakLK0VQcZS8TkQhLseqvLwcd999N77//nsMHz5cTwjXuPnmmy3ZOYIgOh/aqkBeW44uqSHBBAqEhgqr0JATkR5IYasCM+h74kMdK0peJyIT11H/wgsvICcnB0uWLMGSJUtMj3EcR8KKII5nVNciGApUc6wsDAVKCeRrEclD4gSABW9nVNshLXldDnGsSFgRIcQlrCorK63eD4IgMgRed6xUQcWsDwWGhpyI9EDibBkrrFiYY6U1YSZhRZiJ+ew0d+5cPPDAA8jOzja1aQmF4zg8+uijluwcQRCdD05t8aEJK0hWOFahOVY0maUjYaHATMqx4iOXW+DIsSJCiFlYrVu3DoFAQP87GsaaVgRBHH9oK8F4NRQIlniBUPACZHDgVTtEJGGVloR+x0Im5ViF1bGiVYFEZGI+6hcvXhzxb4IgCCPBXoEhOVaJiCFOaZfiUHvQJZQITyQNOXRVYAaFAjUnVlsVqDuyfAaJR8ISKAOUIAhL4QTltGJp8jqAgOE6UKIcq7QkVFhlVKNsCgUSMULCiiAIS+E1xwpaHStNWCU2AYlccGWgRAnDaYnEZ265BV1AaasCQaFAIjIkrAiCsBQ+tI6VXiA0sdON0aUKrfBNpAdGx8rPBCCTcm6j5FhRSxsiFDo7EQRhKUHHSp14dMcqMfdCpFBg2mN0JTNu5abeqkk5nrUcKy6DXDnCGkhYEQRhKbpjpedYqf/ziTpWwVBgomFFIjkwQygw01Zuclrh25CWNhwlrxMhkLAiCMJStIlG0MstWNNTzVgUlByr9MQYCsy4Iq568rq6KlBzZCnHigiBhBVBEJYS6lhpyeuJCiuJDzpWoavPiPSAGb6jjHOstNWuzBwKRIJOLJF50BFBEISlaCvB+BDHKvHkdaOwyqxJO1MwCt7QKuydHY4zO1ac7lhl1vskEoeEFUEQlqKFRsKS1xMMmZhzrGgyS0eYYBRWGSZ+Q+pYCZS8TkSBhBVBEJZiUycagVkbCpSNoUByCdITUx5cZgmrUCeWoxwrIgokrAiCsBQ9x4pjAGOGUKB1jlWAdye0LSI5mFcFZpb4DQ0FanXaeBJWRAgkrAiCsBTOZphQZQmc2oQ50QrVRsdKsmUltC0iORiT1zPNseL0wrdq8jqo3AIRGRJWBEFYimCcaJikN61N1LEyhQLt5FilJcbvKFNzrGBuwqwJLoLQIGFFEISl8MaJRpaCOVYJOlZGN4TZcxLaFpEcjKHATKs1xkepY5VJ/RAJayBhRRCEpQiGiUaWRD3HKtGearJJWGUntC0iSQiZK6y4kObiVCCUiAYJK4IgLMUorCRZsqzcgtGx4pwkrNIRY75RptUa08uIhFVezywBSSQOCSuCICzFGAqURDHYUy3BAqFmYUWhwHTEnLyeWYIjtD6bVk6EQoFEKCSsCIKwFMEgrGRZDCavJ3hlz3hH8DVIWKUlnC1zi7hqFwxajpWghQQpFEiEQMKKIAhL4XkeEuMAKDlWumOVaChQCE7agouEVVpicKwO2nqmcEesJ1ggNCTHilYFEiGQsCIIwlJsPAdJPbXIkqxf4Se6KhBC0LGyu3MT2xaRFIxhsY3ucSncE+sJDQXSqkAiGiSsCIKwFIHnIKunFkkMWFYg1OhY2bNIWKUjWWK9/vdO9/DU7UgSiJa8TqFAIhQSVgRBWArHBR0rSRZ1x4pLNOfGEGayUygwLakqnoQjLA//FKeBCc5U746lGHsFMsZg00KChrwyggCQYc2cCIJICzTHikmSnmOVeCgweLpyZecnti0iKfizumOc71kw8DjHkVlODm8IBcoM4MFM9xOEBjlWBEFYjqi2M5GNjlWCE5BNDb0AgCubQoHpiE3gwdRppXuuK8V7Yy2cwbGSGYNAdayIKJCwIgjCcoyOFW+RY8XJAf1vdxaFAtMRG8/pf3fPy7BQoCHHSpKDwoqnVYFECCSsCIKwHD153cpyC6Jf/zvLQS5BOmITglNK97zMcqy0HCtBdaz0QqE2OhYJMySsCIKwHJnTyi1IhnILCU5AUlBYGSdwIn0wOlbdcjPMsRKCOVaSzGDntAsGElaEGTo7EQRhOZpjJcsiOFjkWBmEFZGe2ASDsMowx0ow5lhJwXw/cqyIUEhYEQRhOcECocEcq0SF1VFHj4T3i0gufjEoODItx0o7fgXIkCRRv18gx4oIgY4IgiAsh6mrApkk6gUVExVWq4t+gZ+2b8cyaRjeTngPiWRQ2xx0FXOcmTW9CIYcK1EKLqSg5HUilMw68gmCSAtkjgeYmmOllUlIsPXHmUPKcOm3v0K+mwoypisBiel/cxzXxsjOh7FAqBgQDQ/QNEqYoSOCIAjL0XOsmKiHAhMtpDixvBjv3zARfbtkJ7x/RHK49OTe+GRjFc4dUZbqXbEcXl0wIUBGIBAwPpCiPSLSFRJWBEFYjqnyut5TLfHTzajehQlvg0ge+Vl2fHzTaanejaSgO1YcgygahBVHwoowQ8nrBEFYjlZugUkSBC15nXJRiE6M8cJADHgND9BxTZghYUUQhOVoyesyE/VCiokmrxNEKjGWVRD9SpK+xDggw3LJiMQhYUUQhOUYHatgr0BKOic6L4LhwkASfQCCxzlBGKGjgiAIy2GasJIl8KBQINH54Q2rWiW/Iqwk0DFNhEPCiiAIy5G1OlayBIFpyes0CRGdGKNjFVAdK5pCiQjQUUEQhOWQY0VkHIbVf7LaEFyiKZSIAB0VBEFYjjHHSkte5xMsEEoQKYUcKyJG6KggCMJymCEUyFtYx4ogUgbHQWbKCkAmkrAiokNHBUEQlmMOBaqrAikUSHRyJPW4ltUCoTIlrxMRIGFFEITlME5zrES9QCg5VkRnR2/VFKByC0R06KggCMJyIjlWPDlWRCcn2KqJyi0Q0SFhRRCE5TDt1MIkCLqwogKhROdGWwXI1FWB5FgRkaCjgiAIy9FDgYZVgQI5VkQnJ+hY+U23CcIIHRUEQVgO44OhQJuevE45VkTnRhdWavI6oymUiAAdFQRBWI4xeZ3qWBGZgu5QaTlWHLmwRDgkrAiCsByGYIFQLcdKoFWBRCdHz6nSQ4EkrIhwSFgRBGE5TBVRshwAzzEAAG+jSYjo3GhCipPUUCAlrxMRoKOCIAjr0SYcNRcFoFAg0fkJhgIVx4qEFREJOioIgrAcLcdKm4AAKhBKdH40IcXRqkCiDeioIAjCejRhJQeFlUChQKKTowkpTlZb2lDyOhEBElYEQVgO4825KAAgUIFQopMjhzhWjIQVEQESVgRBWI82ARkcK8qxIjo7TEte1xwrmkKJCKT8qGhsbMStt96KPn36wO12Y+LEiVi1ahUAIBAI4Pbbb8fw4cORnZ2NsrIyXHHFFaiqqjJto7a2Fpdddhny8vJQUFCA2bNno6mpyTRmw4YNOO200+ByudCrVy8sWLAgbF/efvttDB48GC6XC8OHD8enn35qepwxhvnz56O0tBRutxtTp07F9u3bLf5ECCID4MIdK9DVPdHJ0RwrQSbHiohOyoXV1VdfjYqKCrz66qvYuHEjpk2bhqlTp+LAgQNoaWnB2rVrcffdd2Pt2rV47733sHXrVvzyl780beOyyy7D5s2bUVFRgY8//hhLly7Ftddeqz/u8Xgwbdo09OnTB2vWrMEjjzyCe++9Fy+88II+5rvvvsMll1yC2bNnY926dZg5cyZmzpyJTZs26WMWLFiAJ598Es8//zxWrFiB7OxsTJ8+HV6vN/kfFEF0JtRQIG9wrMCn/HRDEAmh1WfjZa3cAgkrIgIshbS0tDBBENjHH39sun/06NHszjvvjPiclStXMgBsz549jDHGfvzxRwaArVq1Sh/z2WefMY7j2IEDBxhjjD377LOssLCQ+Xw+fcztt9/OBg0apN+eNWsWO+ecc0yvNX78ePa73/2OMcaYLMuspKSEPfLII/rj9fX1zOl0sjfeeCOm99vQ0MAAsIaGhpjGE0RnZdnzNzF2Tx5b/ci5jN2Tx/zzC1O9SwSRMDseHMvYPXlsxcMzGLsnj/3wl2mp3iXiGNGR+Tull5CiKEKSJLhcLtP9brcby5Yti/ichoYGcByHgoICAMDy5ctRUFCAsWPH6mOmTp0KnuexYsUKfczkyZPhcDj0MdOnT8fWrVtRV1enj5k6darptaZPn47ly5cDACorK1FdXW0ak5+fj/Hjx+tjQvH5fPB4PKZ/BHFcwGlX9rQsncgcmH5ci+ptcqyIcFJ6tsvNzcWECRPwwAMPoKqqCpIk4d///jeWL1+OgwcPho33er24/fbbcckllyAvLw8AUF1djW7dupnG2Ww2FBUVobq6Wh/TvXt30xjtdntjjI8bnxdpTCgPP/ww8vPz9X+9evVq/0MhiExADwUqE5BMhRSJDEArryAwqrxORCflR8Wrr74Kxhh69OgBp9OJJ598Epdccgn4kHyMQCCAWbNmgTGG5557LkV72zHuuOMONDQ06P/27duX6l0iiGODNgGpuShS6k81BJEw2qpALXmdFmQQkUj52W7AgAFYsmQJmpqasG/fPqxcuRKBQAD9+/fXx2iias+ePaioqNDdKgAoKSnBoUOHTNsURRG1tbUoKSnRx9TU1JjGaLfbG2N83Pi8SGNCcTqdyMvLM/0jiOMBTnOsGC1LJzIHfVUg05xYElZEOGlztsvOzkZpaSnq6uqwaNEinHfeeQCComr79u344osv0KVLF9PzJkyYgPr6eqxZs0a/76uvvoIsyxg/frw+ZunSpQgEgku/KyoqMGjQIBQWFupjvvzyS9O2KyoqMGHCBABAv379UFJSYhrj8XiwYsUKfQxBECqq42xjmmNFExCRAahCysZoVSARnZQLq0WLFmHhwoWorKxERUUFzjzzTAwePBhXXnklAoEAfvWrX2H16tV47bXXIEkSqqurUV1dDb9fsWKHDBmCGTNm4JprrsHKlSvx7bff4sYbb8TFF1+MsrIyAMCll14Kh8OB2bNnY/PmzXjrrbfwxBNPYO7cufp+3HLLLVi4cCEeffRR/PTTT7j33nuxevVq3HjjjQAAjuNw66234sEHH8RHH32EjRs34oorrkBZWRlmzpx5zD83gkhnmNoX0EbJ60QGoeVUCVAcK1COFRGBlJdCbmhowB133IH9+/ejqKgIF154IR566CHY7Xbs3r0bH330EQDgpJNOMj1v8eLFOOOMMwAAr732Gm688UZMmTIFPM/jwgsvxJNPPqmPzc/Px+eff445c+ZgzJgxKC4uxvz58021riZOnIjXX38dd911F/74xz9i4MCB+OCDDzBs2DB9zG233Ybm5mZce+21qK+vx6RJk7Bw4cKwVY0EcdzDqcIKFAokMgfNobKTY0W0AccYY6neieMFj8eD/Px8NDQ0UL4VkdF89/qfMHHbX1DFdUcZq0ENV4zu9+xM9W4RREJs+r+fY1jTdzjAuqIHdxgri36Jk29+NdW7RRwDOjJ/02UkQRDWo4UCKceKyCQ0xwrkWBHRIWFFEIT1qA2XHRQKJDIIWRdWao4VT8KKCIfOdgRBWA+nCSutWS2daojOD1OFlANUIJSIDh0VBEFYDidoy9LVej8UCiQyAf2CQVsVSMc1EQ4JK4IgrEebgDgJALW0ITIDWXWs7OpxzSgUSESAznYEQVgOJ5gruZBjRWQEXEiFInKsiAiQsCIIwnK4kCt5cqyITEArfKtDjhURATrbEQRhPSGOFSX5EhlBqJAix4qIAJ3tCIKwHI6nUCCRgYQIKapjRUSChBVBEJYTGgqkCYjICEIuGEKPc4IASFgRBJEE+NDkdQoFEhlA6CpAWhVIRILOdgRBWE7oqkByrIiMINSxouOaiAAJK4IgrCdkAmJ0qiEygNDcwdDjnCAAElYEQSSB0FAgrQokMgEWWseKQoFEBOhsRxCE5YTXsaIre6Lzo7Vq0m+TsCIiQMKKIAjL4QW7+Q5yrIhMIDT0R8c1EQE6KgiCsJywljaU5EtkAlR5nYgBElYEQVhOaI4VXdkTGQElrxMxQGc7giAsJ3T1VFjSL0F0QkKdWHKsiEiQsCIIwnJoVSCRiYQmq1PyOhEJOtsRBGE5XEjyOhUIJTKBUCeWhBURCRJWBEFYjmCj1h9E5hEaCgwrGEoQIGFFEEQS4Hkqt0BkHqFOLAkrIhJ0tiMIwnJ4G/UKJDKP8FAgTaFEOHRUEARhOTzV+yEyEFoVSMQCCSuCICyHHCsiEwnPsbJHGUkcz5CwIgjCcoSwljYkrIjOT2gZkdDegQQBkLAiCCIJhDpWFDIhMoEwYUXHNREBElYEQViOEDrh0AREZAIhwiosl5AgQMKKIIgkIAg8RGY4vVAokMgAhFAhJdAUSoRDRwVBEJbD8xwkGMQUCSsiAwhNXifHiogECSuCICzHxnMQjacXCgUSGUBojlXobYIASFgRBJEEeI6DZDi9MLqyJzIAwRay2pUuGIgIkLAiCMJyhJBQIFWoJjKB0JY2FAokIkFnO4IgLEfgQkKBlGNFZABh5RZsjhTtCZHOkLAiCMJyeJ6DTDlWRIYRFgq0u1OzI0RaQ8KKIIikYA4FkrAiOj9CqGPlIGFFhEPCiiCIpGAut0C5KETnJyzHykbCigiHhBVBEEnBJKxoWTqRAYSGAl1ZWSnaEyKdIWFFEERSMOVY2WkCIjo/gqEHppfZkeWk5HUiHBJWBEEkBYkLnl44Z3YK94QgrMFYXsEPG7IclDtIhEPCiiCIpGBKXnfkpHBPCMIajKHAAGxw2mgKJcKho4IgiKRgFFaCi4QV0fmxGUKBAdjAcVwK94ZIV0hYEQSRFJghFMg7SVgRnZ9Qx4ogIkHCiiCIpECOFZFpGMstSCSsiCiQsCIIIinwHNP/JmFFZAQGF1aiNk1EFEhYEQSRFFzw63/bSVgRmYAhp0rk7G0MJI5nSFgRBJEUHAjofzudVKGayCxk6iZARIGEFUEQScHBgo6Vg5alExmGTKFAIgp0tiMIIik4IOp/U70fItOQKBRIRIHOdgRBJAUH8wX/JmFFZBgyT6FAIjJ0tiMIIimYcqxIWBEZBiPHiogCne0IgkgKTsOqQJtApxois5B5ElZEZOhsRxAEQRAdhJGwIqJAwoogCIIgOggTSFgRkSFhRRAEQRAdhBwrIhokrAiCIAiio9CqQCIKJKwIgkgKq9hgAMAiaWyK94QgrKe0KC/Vu0CkKSS5CYJICnMCv8dUbiX+K03A9FTvDEFYhK/XqXDu+xY9p/wu1btCpCkkrAiCSAqH5Fy8jimp3g2CsBTnbz8CWuvA5XRN9a4QaQqFAgmCIAgiVgQbQKKKaAMSVgRBEARBEBaRUmHV2NiIW2+9FX369IHb7cbEiROxatUq/fH33nsP06ZNQ5cuXcBxHH744YewbXi9XsyZMwddunRBTk4OLrzwQtTU1JjG7N27F+eccw6ysrLQrVs3zJs3D6IomsZ8/fXXGD16NJxOJ8rLy/HPf/4z7LWeeeYZ9O3bFy6XC+PHj8fKlSst+RwIgiAIgsgMUiqsrr76alRUVODVV1/Fxo0bMW3aNEydOhUHDhwAADQ3N2PSpEn4y1/+EnUbv//97/Hf//4Xb7/9NpYsWYKqqipccMEF+uOSJOGcc86B3+/Hd999h3/961/45z//ifnz5+tjKisrcc455+DMM8/EDz/8gFtvvRVXX301Fi1apI956623MHfuXNxzzz1Yu3YtRo4cienTp+PQoUNJ+GQIgiAIguiUsBTR0tLCBEFgH3/8sen+0aNHszvvvNN0X2VlJQPA1q1bZ7q/vr6e2e129vbbb+v3bdmyhQFgy5cvZ4wx9umnnzKe51l1dbU+5rnnnmN5eXnM5/Mxxhi77bbb2NChQ03b/vWvf82mT5+u3z755JPZnDlz9NuSJLGysjL28MMPx/yeGxoaGADW0NAQ83MIorPS5/aP9X8EQRCdmY7M3ylzrERRhCRJcLlcpvvdbjeWLVsW0zbWrFmDQCCAqVOn6vcNHjwYvXv3xvLlywEAy5cvx/Dhw9G9e3d9zPTp0+HxeLB582Z9jHEb2hhtG36/H2vWrDGN4XkeU6dO1cdEwufzwePxmP4RBEEQBJG5pExY5ebmYsKECXjggQdQVVUFSZLw73//G8uXL8fBgwdj2kZ1dTUcDgcKCgpM93fv3h3V1dX6GKOo0h7XHmtrjMfjQWtrK44cOQJJkiKO0bYRiYcffhj5+fn6v169esX0vgiCIAiC6JykNMfq1VdfBWMMPXr0gNPpxJNPPolLLrkEPJ8ZixXvuOMONDQ06P/27duX6l0iCIIgCCKJpFTBDBgwAEuWLEFTUxP27duHlStXIhAIoH///jE9v6SkBH6/H/X19ab7a2pqUFJSoo8JXSWo3W5vTF5eHtxuN4qLiyEIQsQx2jYi4XQ6kZeXZ/pHEMcbdoFL9S4QBEEcM9LCGsrOzkZpaSnq6uqwaNEinHfeeTE9b8yYMbDb7fjyyy/1+7Zu3Yq9e/diwoQJAIAJEyZg48aNptV7FRUVyMvLw4knnqiPMW5DG6Ntw+FwYMyYMaYxsizjyy+/1McQBGHm5SvHoXdRFl6/5pRU7wpBEMQxI6UtbRYtWgTGGAYNGoQdO3Zg3rx5GDx4MK688koAQG1tLfbu3YuqqioAimgCFIeppKQE+fn5mD17NubOnYuioiLk5eXhpptuwoQJE3DKKcrJfNq0aTjxxBNx+eWXY8GCBaiursZdd92FOXPmwOl0AgCuu+46PP3007jttttw1VVX4auvvsJ//vMffPLJJ/q+zp07F7/5zW8wduxYnHzyyXj88cfR3Nys7ytBEGbOHNQNZ97WLdW7QRAEcWxJ+hrFNnjrrbdY//79mcPhYCUlJWzOnDmsvr5ef/zll19mAML+3XPPPfqY1tZWdsMNN7DCwkKWlZXFzj//fHbw4EHT6+zevZv9/Oc/Z263mxUXF7M//OEPLBAImMYsXryYnXTSSczhcLD+/fuzl19+OWx/n3rqKda7d2/mcDjYySefzL7//vsOvV8qt0AQBEEQnY+OzN8cY4ylUNcdV3g8HuTn56OhoYHyrQiCIAiik9CR+TstcqwIgiAIgiAyARJWBEEQBEEQFkHCiiAIgiAIwiJIWBEEQRAEQVgECSuCIAiCIAiLIGFFEARBEARhESSsCIIgCIIgLIKEFUEQBEEQhEWQsCIIgiAIgrAIElYEQRAEQRAWQcKKIAiCIAjCIkhYEQRBEARBWIQt1TtwPKH1u/Z4PCneE4IgCIIgYkWbt7V5vC1IWB1DGhsbAQC9evVK8Z4QBEEQBNFRGhsbkZ+f3+YYjsUivwhLkGUZVVVVyM3NBcdxlm7b4/GgV69e2LdvH/Ly8izddjpA76/zk+nvkd5f5yfT3yO9v/hhjKGxsRFlZWXg+bazqMixOobwPI+ePXsm9TXy8vIy8gejQe+v85Pp75HeX+cn098jvb/4aM+p0qDkdYIgCIIgCIsgYUUQBEEQBGERJKwyBKfTiXvuuQdOpzPVu5IU6P11fjL9PdL76/xk+nuk93dsoOR1giAIgiAIiyDHiiAIgiAIwiJIWBEEQRAEQVgECSuCIAiCIAiLIGFFEARBEARhESSsOgkPPfQQJk6ciKysLBQUFEQcs3fvXpxzzjnIyspCt27dMG/ePIii2OZ2a2trcdlllyEvLw8FBQWYPXs2mpqakvAOOsbXX38NjuMi/lu1alXU551xxhlh46+77rpjuOex07dv37B9/fOf/9zmc7xeL+bMmYMuXbogJycHF154IWpqao7RHsfO7t27MXv2bPTr1w9utxsDBgzAPffcA7/f3+bz0v37e+aZZ9C37/9v796joqq+OIB/Z4RhUF4i8hiNl4+RUAhXSmCZATmSGGZaEhmmoRVamr0sfw7QQyOTyjJxLQFL07RSzBeKlYYi+EATxEkILJRHSaCohMzs3x/9uMsLM7wcHtNvf9aatbrn7HNmn7u7cLxzAXfI5XL4+/sjJyenxfitW7di2LBhkMvlGDFiBHbv3t1FmbbPsmXLMGrUKFhbW8PR0RGTJ0+GRqNpcUxqamqzWsnl8i7KuP1iY2Ob5Tts2LAWx5hK/QD9X08kEgliYmL0xptC/Q4dOoRJkyZBoVBAIpFg+/bton4iwtKlS+Hi4gJLS0uEhITg/Pnzrc7b3uu4vXhjZSLq6+sxbdo0PPfcc3r7tVotJk6ciPr6ehw5cgTr169Hamoqli5d2uK8kZGRyM/Px/79+7Fz504cOnQIc+bM6YwltEtgYCDKyspEr2eeeQYeHh64++67WxwbHR0tGpeQkNBFWbdffHy8KNf58+e3GL9w4UJ899132Lp1Kw4ePIhLly5hypQpXZRt2507dw46nQ5JSUnIz89HYmIi1qxZgzfeeKPVsT21fl999RVeeuklqNVqnDx5Er6+vlCpVKisrNQbf+TIEURERGD27NnIzc3F5MmTMXnyZOTl5XVx5q07ePAgYmJicPToUezfvx83b97E+PHjce3atRbH2djYiGp14cKFLsq4Y7y9vUX5ZmZmGow1pfoBwLFjx0Rr279/PwBg2rRpBsf09Ppdu3YNvr6++PTTT/X2JyQk4OOPP8aaNWuQnZ2NPn36QKVSoa6uzuCc7b2OO4SYSUlJSSFbW9tm7bt37yapVErl5eVC22effUY2Njb0999/653r7NmzBICOHTsmtO3Zs4ckEgldvHjR6Lnfjvr6eurfvz/Fx8e3GHf//ffTiy++2DVJ3SY3NzdKTExsc3x1dTWZm5vT1q1bhbaCggICQFlZWZ2QoXElJCSQh4dHizE9uX6jR4+mmJgY4Vir1ZJCoaBly5bpjX/sscdo4sSJojZ/f3+aO3dup+ZpDJWVlQSADh48aDDG0NeinkqtVpOvr2+b4025fkREL774Ig0aNIh0Op3eflOrHwDatm2bcKzT6cjZ2Znef/99oa26uposLCxo06ZNBudp73XcEXzH6l8iKysLI0aMgJOTk9CmUqlw5coV5OfnGxxjZ2cnugMUEhICqVSK7OzsTs+5PXbs2IHLly/j6aefbjV248aNcHBwwPDhw7F48WJcv369CzLsmOXLl6Nfv37w8/PD+++/3+JHtydOnMDNmzcREhIitA0bNgyurq7IysrqinRvS01NDezt7VuN64n1q6+vx4kTJ0TnXiqVIiQkxOC5z8rKEsUD/1yTplIrAK3Wq7a2Fm5ubrjjjjsQHh5u8GtNT3H+/HkoFAp4enoiMjISv/32m8FYU65ffX09NmzYgFmzZkEikRiMM7X63aq4uBjl5eWiGtna2sLf399gjTpyHXcE/xHmf4ny8nLRpgqAcFxeXm5wjKOjo6jNzMwM9vb2Bsd0l3Xr1kGlUrX6R6yfeOIJuLm5QaFQ4Oeff8Zrr70GjUaDb7/9tosybbsXXngBI0eOhL29PY4cOYLFixejrKwMK1eu1BtfXl4OmUzW7Bk7JyenHlevpgoLC7Fq1SqsWLGixbieWr8///wTWq1W7zV27tw5vWMMXZM9vVY6nQ4LFizAmDFjMHz4cINxSqUSycnJ8PHxQU1NDVasWIHAwEDk5+d3+h+b7wh/f3+kpqZCqVSirKwMcXFxuO+++5CXlwdra+tm8aZaPwDYvn07qqurMXPmTIMxpla/phrr0J4adeQ67gjeWHWj119/He+9916LMQUFBa0+YGlKOrLm0tJSpKenY8uWLa3Of+vzYSNGjICLiwuCg4NRVFSEQYMGdTzxNmrP+l566SWhzcfHBzKZDHPnzsWyZcu6/U8yGNKR+l28eBETJkzAtGnTEB0d3eLY7q4fA2JiYpCXl9fi80cAEBAQgICAAOE4MDAQXl5eSEpKwltvvdXZabZbaGio8N8+Pj7w9/eHm5sbtmzZgtmzZ3djZsa3bt06hIaGQqFQGIwxtfqZEt5YdaNFixa1+C8KAPD09GzTXM7Ozs1+sqHxp8WcnZ0Njmn6wF5DQwOqqqoMjrldHVlzSkoK+vXrh4cffrjd7+fv7w/gnzsmXfGN+XZq6u/vj4aGBpSUlECpVDbrd3Z2Rn19Paqrq0V3rSoqKjqtXk21d32XLl3CAw88gMDAQKxdu7bd79fV9TPEwcEBvXr1avYTmC2de2dn53bF9wTz5s0TfoilvXctzM3N4efnh8LCwk7Kzrjs7OwwdOhQg/maYv0A4MKFC8jIyGj3XV5Tq19jHSoqKuDi4iK0V1RU4K677tI7piPXcYcY7Wkt1iVae3i9oqJCaEtKSiIbGxuqq6vTO1fjw+vHjx8X2tLT03vUw+s6nY48PDxo0aJFHRqfmZlJAOj06dNGzsz4NmzYQFKplKqqqvT2Nz68/vXXXwtt586d67EPr5eWltKQIUNo+vTp1NDQ0KE5elL9Ro8eTfPmzROOtVotDRgwoMWH18PCwkRtAQEBPfLhZ51ORzExMaRQKOiXX37p0BwNDQ2kVCpp4cKFRs6uc1y9epX69u1LH330kd5+U6rfrdRqNTk7O9PNmzfbNa6n1w8GHl5fsWKF0FZTU9Omh9fbcx13KFejzcQ61YULFyg3N5fi4uLIysqKcnNzKTc3l65evUpE/1wUw4cPp/Hjx9OpU6do79691L9/f1q8eLEwR3Z2NimVSiotLRXaJkyYQH5+fpSdnU2ZmZk0ZMgQioiI6PL1GZKRkUEAqKCgoFlfaWkpKZVKys7OJiKiwsJCio+Pp+PHj1NxcTGlpaWRp6cnjR07tqvTbtWRI0coMTGRTp06RUVFRbRhwwbq378/PfXUU0JM0/URET377LPk6upK33//PR0/fpwCAgIoICCgO5bQotLSUho8eDAFBwdTaWkplZWVCa9bY0ypfps3byYLCwtKTU2ls2fP0pw5c8jOzk74SdwZM2bQ66+/LsQfPnyYzMzMaMWKFVRQUEBqtZrMzc3pzJkz3bUEg5577jmytbWlH3/8UVSr69evCzFN1xcXF0fp6elUVFREJ06coOnTp5NcLqf8/PzuWEKrFi1aRD/++CMVFxfT4cOHKSQkhBwcHKiyspKITLt+jbRaLbm6utJrr73WrM8U63f16lXhex0AWrlyJeXm5tKFCxeIiGj58uVkZ2dHaWlp9PPPP1N4eDh5eHjQjRs3hDmCgoJo1apVwnFr17Ex8MbKRERFRRGAZq8ffvhBiCkpKaHQ0FCytLQkBwcHWrRokehfLT/88AMBoOLiYqHt8uXLFBERQVZWVmRjY0NPP/20sFnrCSIiIigwMFBvX3Fxsegc/PbbbzR27Fiyt7cnCwsLGjx4ML3yyitUU1PThRm3zYkTJ8jf359sbW1JLpeTl5cXvfvuu6K7i03XR0R048YNev7556lv377Uu3dveuSRR0SblZ4iJSVF7/+vt94kN8X6rVq1ilxdXUkmk9Ho0aPp6NGjQt/9999PUVFRovgtW7bQ0KFDSSaTkbe3N+3atauLM24bQ7VKSUkRYpqub8GCBcK5cHJyooceeohOnjzZ9cm30eOPP04uLi4kk8lowIAB9Pjjj1NhYaHQb8r1a5Senk4ASKPRNOszxfo1fs9q+mpch06no//85z/k5OREFhYWFBwc3Gztbm5upFarRW0tXcfGICEiMt4Hi4wxxhhj/7/491gxxhhjjBkJb6wYY4wxxoyEN1aMMcYYY0bCGyvGGGOMMSPhjRVjjDHGmJHwxooxxhhjzEh4Y8UYY4wxZiS8sWKMMcYYMxLeWDHGTJZEIsH27dt77Hy3OnDgALy8vKDVajtlfmOaPn06Pvjgg+5OgzGTxBsrxhj7n7KyMoSGhgIASkpKIJFIcOrUKaPM/eqrr2LJkiXo1auXUebriPXr1+Pee+9tNW7JkiV45513UFNT0wVZMfbvwhsrxhj7H2dnZ1hYWBh93szMTBQVFeHRRx81+tztkZaWhocffrjVuOHDh2PQoEHYsGFDF2TF2L8Lb6wYY11u7dq1UCgU0Ol0ovbw8HDMmjVLOE5LS8PIkSMhl8vh6emJuLg4NDQ0GJz3zJkzCAoKgqWlJfr164c5c+agtrZWFJOcnAxvb29YWFjAxcUF8+bNE/pu/SjQw8MDAODn5weJRIJx48bh0KFDMDc3R3l5uWjOBQsW4L777jOY1+bNm/Hggw9CLpcLbbGxsbjrrruQnJwMV1dXWFlZ4fnnn4dWq0VCQgKcnZ3h6OiId955RzSXRCJBUlISwsLC0Lt3b3h5eSErKwuFhYUYN24c+vTpg8DAQBQVFYnG1dXVYd++fcLGavXq1RgyZAjkcjmcnJwwdepUUfykSZOwefNmg2tijBlg1D/pzBhjbVBVVUUymYwyMjKEtsuXL4vaDh06RDY2NpSamkpFRUW0b98+cnd3p9jYWGEMANq2bRsREdXW1pKLiwtNmTKFzpw5QwcOHCAPDw+KiooS4levXk1yuZw+/PBD0mg0lJOTQ4mJiXrny8nJIQCUkZFBZWVldPnyZSIiGjp0KCUkJAhj6uvrycHBgZKTkw2u18fHh5YvXy5qU6vVZGVlRVOnTqX8/HzasWMHyWQyUqlUNH/+fDp37hwlJycTADp69KgoxwEDBtBXX31FGo2GJk+eTO7u7hQUFER79+6ls2fP0j333EMTJkwQvd/OnTtp6NChRER07Ngx6tWrF3355ZdUUlJCJ0+epI8++kgUv2fPHpLJZFRXV2dwXYyx5nhjxRjrFuHh4TRr1izhOCkpiRQKBWm1WiIiCg4OpnfffVc05osvviAXFxfh+NaN0Nq1a6lv375UW1sr9O/atYukUimVl5cTEZFCoaA333zTYE63zldcXEwAKDc3VxTz3nvvkZeXl3D8zTffkJWVleh9m7K1taXPP/9c1KZWq6l379505coVoU2lUpG7u7twDoiIlEolLVu2TJTjkiVLhOOsrCwCQOvWrRPaNm3aRHK5XPR+0dHR9PLLLws529jYiN67qdOnTxMAKikpMRjDGGuOPwpkjHWLyMhIfPPNN/j7778BABs3bsT06dMhlf7zZen06dOIj4+HlZWV8IqOjkZZWRmuX7/ebL6CggL4+vqiT58+QtuYMWOg0+mg0WhQWVmJS5cuITg4+LbynjlzJgoLC3H06FEAQGpqKh577DHR+zZ148YN0ceAjdzd3WFtbS0cOzk54c477xTOQWNbZWWlaJyPj4+oHwBGjBghaqurq8OVK1cAAESE7777TvgY8MEHH4Sbmxs8PT0xY8YMbNy4sdk5tbS0BAC955oxZhhvrBhj3WLSpEkgIuzatQu///47fvrpJ0RGRgr9tbW1iIuLw6lTp4TXmTNncP78eb2blNY0bhRul6OjIyZNmoSUlBRUVFRgz549oufC9HFwcMBff/3VrN3c3Fx0LJFI9LY1fRbt1hiJRGKwrXFcTk4OGhoaEBgYCACwtrbGyZMnsWnTJri4uGDp0qXw9fVFdXW1MEdVVRUAoH///i2ujTEmZtbdCTDG/j/J5XJMmTIFGzduRGFhIZRKJUaOHCn0jxw5EhqNBoMHD27TfF5eXkhNTcW1a9eEu0eHDx+GVCqFUqmEtbU13N3dceDAATzwwAOtzieTyQBA7++deuaZZxAREYGBAwdi0KBBGDNmTItz+fn54ezZs21aR2dIS0vDxIkTRb/qwczMDCEhIQgJCYFarYadnR2+//57TJkyBQCQl5eHgQMHwsHBobvSZswk8caKMdZtIiMjERYWhvz8fDz55JOivqVLlyIsLAyurq6YOnUqpFIpTp8+jby8PLz99tt651Kr1YiKikJsbCz++OMPzJ8/HzNmzBA+LouNjcWzzz4LR0dHhIaG4urVqzh8+DDmz5/fbD5HR0dYWlpi7969GDhwIORyOWxtbQEAKpUKNjY2ePvttxEfH9/qOlUqFdavX9+RU2QUO3bsEOW5c+dO/Prrrxg7diz69u2L3bt3Q6fTQalUCjE//fQTxo8f3x3pMmbS+KNAxli3CQoKgr29PTQaDZ544glRn0qlws6dO7Fv3z6MGjUK99xzDxITE+Hm5qZ3rt69eyM9PR1VVVUYNWoUpk6diuDgYHzyySdCTFRUFD788EOsXr0a3t7eCAsLw/nz5/XOZ2Zmho8//hhJSUlQKBQIDw8X+qRSKWbOnAmtVounnnqq1XVGRkYiPz8fGo2mLafFqIqKilBYWAiVSiW02dnZ4dtvv0VQUBC8vLywZs0abNq0Cd7e3gD++dUM27dvR3R0dJfny5ipkxARdXcSjDFmambPno0//vgDO3bsaFP8K6+8gitXriApKamTMxNbuXIlMjIysHv37jaP+eyzz7Bt2zbs27evEzNj7N+J71gxxlg71NTUIDMzE19++aXejxANefPNN+Hm5tbsQfTONnDgQCxevLhdY8zNzbFq1apOyoixfze+Y8UYY+0wbtw45OTkYO7cuUhMTOzudBhjPQxvrBhjjDHGjIQ/CmSMMcYYMxLeWDHGGGOMGQlvrBhjjDHGjIQ3VowxxhhjRsIbK8YYY4wxI+GNFWOMMcaYkfDGijHGGGPMSHhjxRhjjDFmJP8FsUGXGIJCDF4AAAAASUVORK5CYII=", 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.plot(velocities_A, intensity_A)\n", "plt.plot(velocities_A, moessbauer_spec_A.result)\n", "plt.xlabel('velocity (mm/s)')\n", "plt.ylabel('intensity')\n", "plt.show()\n", "\n", "plt.plot(velocities_B, intensity_B)\n", "plt.plot(velocities_B, moessbauer_spec_B.result)\n", "plt.xlabel('velocity (mm/s)')\n", "plt.ylabel('intensity')\n", "plt.show()\n", "\n", "plt.plot(velocities_C, intensity_C)\n", "plt.plot(velocities_C, moessbauer_spec_C.result)\n", "plt.xlabel('velocity (mm/s)')\n", "plt.ylabel('intensity')\n", "plt.show()" ] } ], "metadata": { "kernelspec": { "display_name": "Python 3 (ipykernel)", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.12.0" } }, "nbformat": 4, "nbformat_minor": 5 }