{ "cells": [ { "cell_type": "markdown", "id": "4c612162-506c-4ad6-b1ac-dfb0cea09551", "metadata": {}, "source": [ "# Moessbauer spectrum" ] }, { "cell_type": "code", "execution_count": 1, "id": "ed1a0d30", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Material\n", " .id: Fe\n", " .composition: Fe 1.0\n", " .density (g/cm^3) Var.value = 7.874, .min = 0.0, .max = 7.874, .fit: False, .id: \n", " .isotope: 57-Fe\n", " .abundance Var.value = 0.02119, .min = 0.0, .max = 1.0, .fit: False, .id: \n", " .lamb_moessbauer Var.value = 0.796, .min = 0.0, .max = 1.0, .fit: False, .id: \n", " derived parameters:\n", " .total_number_density (1/m^3) = 8.491062108378548e+28\n", " .average_mole_mass (g/mole) = 55.845\n", " .isotope_number_density (1/m^3) = 1.7992560607654142e+27\n", " number of hyperfine sites 0\n", "\n", "Layer\n", " .id: Fe layer\n", " .material.id: Fe\n", " .material.composition: Fe 1.0,\n", " .material.density (g/cm^3) Var.value = 7.874, .min = 0.0, .max = 7.874, .fit: False, .id: \n", " .thickness (nm) Var.value = 3000.0, .min = 0.0, .max = inf, .fit: False, .id: \n", " .roughness (nm, sigma) Var.value = 0.0, .min = 0.0, .max = inf, .fit: False, .id: \n", " .thickness_fwhm (nm) Var.value = 0.0, .min = 0.0, .max = inf, .fit: False, .id: \n", "\n", "Hyperfine .id: \n", " .weight = 1.0\n", " .isomer_shift = 0.0 \t dist points: 1\n", " .magnetic_field = 33.0 \t dist points: 1\n", " .magnetic_theta = 0.0 \t dist points: 1\n", " .magnetic_phi = 0.0 \t dist points: 1\n", " .quadrupole = 0.0 \t dist points: 1\n", " .quadrupole_alpha = 0.0 \t dist points: 1\n", " .quadrupole_beta = 0.0 \t dist points: 1\n", " .quadrupole_gamma = 0.0 \t dist points: 1\n", " .quadrupole_asymmetry = 0.0 \t dist points: 1\n", " .lamb_moessbauer = 0.0\n", " .broadening = 1.0\n", " .texture = 1.0\n", " .isotropic = True \t 3D distribution of site in mag and efg.\n", " random magnetic distribution: none\t dist points: 1\n", " random magnetic method: model\n", " random quadrupole distribution: none\t dist points: 1\n", " random quadrupole method: model\n", " total number of distribution points: 1\n", "\n", "ForwardSample\n", " .id: \n", "-------|------------------------|---------------|-------------|-------------|--------|-----------|----------|-------------|\n", " index | Layer id | dens. (g/cm3) | thick. (nm) | rough. (nm) | abund. | LM factor | HI sites | dist points |\n", "-------|------------------------|---------------|-------------|-------------|--------|-----------|----------|-------------|\n", " 0 | Fe layer | 7.874 | 3000.0 | 0.0 |0.02119 | 0.796 | 1 | 1 |\n", "-------|------------------------|---------------|-------------|-------------|--------|-----------|----------|-------------|\n", "\n" ] } ], "source": [ "# import packages\n", "import nexus as nx\n", "import numpy as np\n", "import matplotlib.pyplot as plt\n", "\n", "# define a sample with one layer and one set of hyperfine parameters\n", "\n", "# the material is loaded from the nexus.lib.material which host a lot of materials\n", "# the pre-defined Fe contains the isotope properties already\n", "iron = nx.Material.Template(nx.lib.material.Fe)\n", "\n", "# look at all the material parameters of the iron material\n", "print(iron)\n", "\n", "# create a layer\n", "layer_Fe = nx.Layer(id = \"Fe layer\",\n", " material = iron,\n", " thickness = 3000) # in nanometer\n", "\n", "print(layer_Fe)\n", "\n", "# define Hyperfine parameters\n", "# only one set of parameters, called a site\n", "# the hyperfine field is assumed to be isotropically distributed\n", "# the quadrupole splittingis zero here\n", "# a Hyperfine site has much more parameters that can be set\n", "# but we use all the other pre-defined keyword values of 0 for now\n", "site = nx.Hyperfine(magnetic_field = 33,\n", " isotropic = True)\n", "\n", "# look at all the parameters of the site\n", "print(site)\n", "\n", "# set the materials hyperfine sites by a list\n", "# you can put as many sites as you want to that material\n", "iron.hyperfine_sites = [site]\n", "\n", "# define the layers of the sample by a list\n", "sample = nx.Sample(layers = [layer_Fe])\n", "\n", "# starting from version 2 the recommended initialization of a sample in forward geometry is\n", "sample = nx.ForwardSample(layers = [layer_Fe])\n", "\n", "# print the sample\n", "print(sample)" ] }, { "cell_type": "code", "execution_count": 2, "id": "6e681215", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Experiment:\n", " .id: \n", " .beam.id: \n", " .objects:\n", " index: 0, type: ForwardSample, .id: \n", "\n", "MoessbauerIsotope: 57-Fe\n", " .element = Fe\n", " .mass (u) = 56.9353933\n", " .spin_ground = 0.5\n", " .spin_excited = 1.5\n", " .energy (eV) = 14412.497\n", " .wavelength (m) = 8.602548e-11\n", " .kvector (1/m) = 7.303865e+10\n", " .lifetime (s) = 1.411100e-07\n", " .half_lifetime (s) = 9.781000e-08\n", " .gamma (eV) = 4.664531e-09\n", " .gamma_photon (eV) = 4.879216e-10\n", " .gamma_electron (eV) = 4.176609e-09\n", " .quality_factor = 3.089806e+12\n", " .internal_conversion = 8.56\n", " .interference_term (beta) = 0.0\n", " .multipolarity = M1 (L = 1, lambda = 0)\n", " .mixing_ratio_E2M1 = 0.0\n", " .gfactor_ground = 0.18121\n", " .gfactor_excited = -0.10348\n", " .quadrupole_ground (barn) = 0.0\n", " .quadrupole_excited (barn) = 0.187\n", " .magnetic_moment_ground (eV/T) = 2.8562784588407284e-09\n", " .magnetic_moment_excited (eV/T) = -4.893234836722674e-09\n", " .nuclear_cross_section (converted to kbarn) = 2464.032617084363\n", " .natural_abundance = 0.02119\n", "\n" ] } ], "source": [ "# define a beam\n", "# set to correct polarization for classical Moessbauer spectroscopy\n", "beam = nx.Beam(polarization = 0)\n", "\n", "# define the experiment\n", "exp = nx.Experiment(beam = beam,\n", " objects = [sample], # a list of objects\n", " isotope = nx.moessbauer.Fe57) # define the isotope for calculation\n", "\n", "print(exp)\n", "\n", "# let's have a look to the isotope properties\n", "print(exp.isotope)" ] }, { "cell_type": "code", "execution_count": 3, "id": "3b3e0eb7", "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# define a range of the calculation\n", "# You have a range of velocities, for example\n", "velocities = np.linspace(-10, 10, 512) # in mm/s\n", "\n", "# convert to detuning in units of linewidth\n", "# will give a detuning of roughly 200 Gamma\n", "# exp_detuning = nx.conversions.VelocityToGamma(velocities, nx.lib.moessbauer.Fe57)\n", "\n", "# define the Moessbauer spectrum measurement\n", "moessbauer_spectrum = nx.MoessbauerSpectrum(experiment = exp,\n", " velocity = velocities,\n", " id = \"my first spectrum\")\n", "\n", "# calculate the Moessbauer spectrum\n", "# returns the intensity (ndarray)\n", "intensity = moessbauer_spectrum.Calculate()\n", "\n", "\n", "moessbauer_spectrum.Plot(velocity = True)\n", "\n", "plt.plot(velocities, intensity)\n", "\n", "#nx.cvar.atomic_scattering_factors_cxro = True\n", "#plt.plot(velocities, moessbauer_spectrum.Calculate())\n", "\n", "plt.xlabel('velocity (mm/s)')\n", "plt.ylabel('transmission')\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 4, "id": "0f64a338", "metadata": {}, "outputs": [], "source": [ "# define the time spectrum measurement\n", "time_spectrum = nx.TimeSpectrum(experiment = exp,\n", " time_length = 200, # in ns\n", " time_step = 0.1,#)\n", " max_detuning = 0) # in ns" ] }, { "cell_type": "code", "execution_count": 5, "id": "e977eba7", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[-4433.10139348 -4432.56024341 -4432.01909334 ... 4431.47794326\n", " 4432.01909334 4432.56024341]\n" ] } ], "source": [ "# calculate the time spectrum\n", "# a calculation can also be performed by the () operator of a measurement\n", "time_axis, intensity = time_spectrum()\n", "# both arrays are also available via\n", "\n", "print(np.array(time_spectrum.detuning))" ] }, { "cell_type": "code", "execution_count": 6, "id": "819e5034", "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "time_axis = time_spectrum.time\n", "intensity = time_spectrum.result\n", "\n", "plt.semilogy(time_axis, intensity)\n", "plt.xlabel('time (ns)')\n", "plt.ylabel('Intensity ($\\Gamma$/ns)')\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 7, "id": "a45acd89", "metadata": {}, "outputs": [ { "data": { "image/png": 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bdN3WhFEsmUUqy8dT6Jg2yF2sjQYAnU1BBLweyIoqjngzk85ht2YguWFph/5xltu2/RAJI4IgiGpCwqhG0CtG3sKu1K0uNtPiyaz+/dkgt1V4zRjZrRi1hPzwaz+L0Sk+Hj+Dk+W34jweSZ9v4u2hBAB7h2LIyQo6mwN5Am3d4lYAFGBLEARRbXzVvgBC5RvvWItkJlc0R0yvGCXst9KYmGoKeBH0eW19bTsTZA7ONcPEjVVhJEkSOpuDGIwmMRpPlazyWEWPJCnzvfpbG3BkfJq76zYA7B2KAzBcthmretW/7x+eQjYnF52BIgiCIMRCwqhGeMNp3SU/76ZiNO5wvkj9Gn/e93AK24qzKowAtZ02GE1ymzM6HrXmo8RCbHl7KAFGQO1sYbSwLYTmoA9TqSxeGU0UdOYmCIIgxENvS+sEo3JjX6Cwr7E7X2T+molE2tUq+Qm9lWb9GnRzSQ6baYqi6M7b5StGTBjxrxgZwihf+Hg8Elb2hvNuQxAEQVQeEkZ1ApsNis7Yb2mx+SC2YWYH9jVZWUE8lbX99QzWSrPjo6Sv7HOoGEVnMpjRrA6KtSsZfVqWG29hpCiK3ko7rTcy5/OnacKI3UY0OVlBLOmuRUoQBDHfIGFUJ0RCzoURW/Fvszl4DQANfi8aA+pckhsvI7vD14BpZZ9DxYi1xdqbAmjwl56z0itGnIevJ6YziCezkKTCWW2ndjcDAF45McX13EIcGk3gDf/1CNZ+8U/4wv++QMaSBEEQGiSM6gQmjJy8w3czYwQY7bQxh8IoJysYm7LvvM3ablxy2rT5onLVIsBY5+ddMWKmkb2RhoLibIkmlliemygURcH/vXc3joxPQ1GAO588hD/tGRZ6JkEQRL1AwqhOaHFRMdJnjBy00oD8OSMnTEynobkF2Jpz6gqrIoaH+zWr/vS1lN9uY+IpOpPBdNp5+3A2zGBySZmctkNjCaEVnOePRfHEgVEEfB68Wctp+86jLws7jyAIop4gYVQnRBrUBcLojP0Xan3GyGHFSHe/diiMmLBpa/RbigNh8KwYDdmoGIUb/Hr7kK/ztloJGijivL2gLQSvR0IyI2OE47mz+c0uNaz20tN78fm3rIYkATuPTAoZNicIgqg3SBjVCaxiFHM1Y+SyYuRwZX80bs/DaO657geEmcDpiVQzkkQVRouLVIz8Xg8WtqkVLZEhtg++qLbN/vbMPnRHGnDO4jYAwAPUTiMIgiBhVC+4EUbGjJH94WvAXDFyJlCcDF4DRoUrOpNB1mVumV2DSbYRJyKrrVjFCACWdIidMxqOJXF4bBqSBJy3XI0kuWhVDwDgyZdHhZxJEARRT5AwqhPY8HU8ZcR7WMWNj5H6dZrJY8KZSDBy0uwJo9aQIeSczFaZOWHTYJLnRhyDiZ1iM0YAsKRd/dyRcTHCiIXUru6LINKg/nzXD6gVox2HJ2g7jSCIkx4SRnVCi0kkxG1spqkBss59jACgpdGo3DiBzSZ12BRmPq9Hv99O23gMu+KMdyttKpXVt/oWtxcXRrqHUlTMvA8TRiy0FgDOWNCCgNeD0am08I04giCIWoeEUZ3g93r0gWA7AiWezOobYXYDZBluNuIAY0bIyfnMe8lpGw9Q19NHbdoF8G6lsQDblpAf4YbiPwcjjkSMMHruWBQAcM6SNv1jDX4vVverhpO7j0eFnEsQBFEvkDCqI1jrI2ZjM23cRYAswxBGzlbXJ11UrNickdONOEAVdJmcqg6tVq2YgOK1HaYH2JZz3dY+P8jZXBJQq4f7h1mIbX4kie66PVgZ122CIIhahYRRHeGkcsNu2+qwjWY+18ngN2C0wZxUjNpdhOcyWLUo3OAr63rN4N1KG9KETm+5AFvNXHIwmuQ+7/PqxAym0zkEvJ45A+ArKxxHQhAEUauQMKojnAgjJmbCmg+Sm3MnHYqTCa0N5mT4u82lVQAAnIg7yGnjLIysVox6Ig2QJCCdlR07jRdj75AaTru8uxm+WX5STBjtG6YAW4IgTm5IGNURkZAqbuzEgjARZR7etgv72kQ6h4yDtXk3w99uXbcBY7PMSU7b6FQKss0twEIMxdSZod5IaeftgM+jX+fgJN922kvDLMA2POdzLNT26PgMplyEBVslk5Px8L4RvFyBXDiCIAg7kDCqI5wEyfIQRhFTtcluO01RFN1g0kkrrZXD8PWoVvXpsiGMmDjJygomXVoFANYrRgDQ3yJmM+3AiCpCTu1pnvO59qaA7jR+8IQ4c0kAyOZk/OP/bMN1W7bjklseI2NJgiBqChJGdYSbGaOIC2Hk83rQHGSRJPZEwnQ6h7RWZXLSSuM5Y8Re+K3g93r0jTg+kSTWZowAI89tkHuIrbqKv7SIwaRuLjkuVhj9Yser2KbZBuRkBZ+7dzdS2ZzQMwmCIKxCwqiOMLbSbMwYJd1XjMxfb1cYsW2ygM+DkMXBZzM8Zozsruoz2jlsxDGGYtYrRszLiPdmGjONLBZJwswlRXsZ/WTbEQDApy5did5IA4ZiSTy4Z0TomQRBEFYhYVRHuBm+rpYwMnLa/JAkyfa5XGaMbLpezznbpbnkTDqn/xysVYzU2zAxxYN4MqMLvCXlKkZj4ipGB0am8PyxKPxeCe/esBhvXbcAAPC7548LO5MgCMIOJIzqCDettGoJI7eu20ZOm5uKkbsQW7cVIyZwmoO+kuaODPPgNy9YFaijKaC3RWfDokoOCawY/fmAmse2cWkH2psCeNOaXgDAI/tOuM7DIwiC4AEJozqCzQnFkta3howZI+fr+oBzLyP3wsi4z0424gDnWW08qlUAMKIJo27LrttqxYhvgG3pNpr5c0cECqNtB8cAAK9ZpkaSnNHfgkiDD9PpHHYfJ6sAgiCqDwmjOsKJOGEu2VWrGGmioq3JeRwJ68CxdpRdnGa1MTHn1k/IbsWqM6yey1MYsfmiJSVy2tjnhmJJJDP8h6EVRcG2V9Sh643LOgAAHo+EDUtVkbTtlTHuZxIEQdiFhFEdUdVWWqPTVpo75223QbIz6RxSWVm7Bns/A14zRqxi1WFxK47ZCkxMZxxXyWbDstcWthUXRu1NATT41aeEIQGRJAdHExhLpBH0eXDmwhb94+dqgbbPvUo5bQRBVB8SRnWEbvA4k7EcF1HtGSPmlt3uIpKk1UWILRM1Po9UdLamGDzmmwBgzKbBZFtjAF6PpH0tH/frQc0TqdTwtyRJRogtZw8lwIgbOa03nJfbt7pPNZd8cZBaaQRBVB8SRnUEEydZWcF0unyrQ5YVfV0/YmHotxQRPRbEacXIvfN21EErbVxv5QVsb8XxqhidsNlK83gkve1X6UgSJpxEVIz2asJn5Szn7VWaMDo4lsB0WrzrNkEQRClIGNURIb8Xfq/64m6lejKVzoIVltwYPALV20oDnDl+M8x2AXbRPZRcuG4D9ltpAP/NtCFdGJWOJNHNJUUII71iFMn7eFc4iM7mIBQF2EchtgRBVBkSRnWEJEl65SduYTONVViCPo/lVPliOG1n6cLE4fA14E4YMWHmZMapvUqtNIBviG0yk9MHyMtVjNjnB0W20vrmZrWt0j724iAJI4IgqgsJozrDWNkvLxJ4zReZv4fddX2eIbZuhJGTGScm5mYyOcxYaF0Ww9hKs34NTESd4FAxGtbsAoI+T9mWJnPd5t1Km05n9c24lT1zhRH7WCVCZRVFwS93vIqv/3Evjo6LdfkmCKL+cGduQ1QcFuhqRaDo80UchZFdcVJ1YZRwXrFqDvrg90rI5BRMTKcRCpRuQxVjtMoVI9YW628NlZ2zMipGYuJIIg0+dBT4OQx0qq7bh0bF5rQBwP88fhD/+fsXAQC/2nkM93/sQn3rkiAIgipGdYadihGvOBDz90ikc5ZXyHkNf7fYuM+zcdNKkyTJ9WbadDqrD8rbMZjs4lgx0gNsI+XjSHojYmaMmGlksTiSAe3jhwTGkQDqluStW/frfx+MJvE/T7wi9EyCIOoLEkZ1hhEka2HGiKMwMledrLbTeA1/O23jAe7tAtzGgrB1+6DPg6aA9TmvTgEVIysBtv1aK208keZq8lguwHagU/340fEZ5GRrVhRO+N3zg4insljR04z//od1AICfP3MUssAzCYKoL0gY1RlmL6Ny6HEgDe47pl6PhLDmA2S1pcVr+NtNK23cpV2A25X9E6Y2mh27ACbkJl1aBQDWPIwYLSG/EJNHFklSzHm7ryWEgNeDdE7WzShF8LvnBgEAV569EG9c3YPmoA/DsRT++uqksDMJgqgvSBjVGXrFyFIrjU8ciH62TYHCa8bJjTDSK0Y240AYbS4rRqNxJoxsxpFoM1HjLq0CAGAkpl5Dj4VWmiRJ+u1GeGa1sUiSIhUjr0fCona1jSeqnTaTzmH7ITWS5LLTexH0efGG07oBAA/vHRFyJkEQ9QcJozpDnzGqcCvN/H2shthW23UbcDdjBLhf2Wdr8nYGrwFDyE1Opy27nBeDDX93WZxxYtfKy0MJgL79tbi98IwRYMwZHRYUYvvskQlkcgr6Whp0gXb+cjWzbfuhCSFnEgRRf5AwqjP0rTQb6/o8ttLU72O9jafeThVQblt5rErmaivNYSut1WFGHMOoGNkTRmzoOysriKfcuUHrBpMWq2ZdnIVRTlbw6kTpihGgbs0BYjyUAGDbQbVatGFpu97WXD/QBgB49ugEt1w6giDqGxJGdUbYRiuNuzCyKVB4bcWxr09mZKSy1geC01kZU5qocNpKc1OtAoyKUbvNVlqD34uQNpc14dJgUvdRsloxCqvXOsotjmQGmZyCgNdTsp3HPJQGJ/m7bgPAC8fVkNp1i1r1jy3vakZLyI9kRibXbYIgAJAwqjuMqk35KgITT7xnjKyuzfMSZuEGH9jcsh2BMjmjCgKP5NwuwI3rNmCORLF/vtuNOEB1vWbi0GrViqe5JAAc14ROX2uDHo5bCJEBtoDhqs2y2QB1poq5bu8lYUQQBEgY1R12hq+FzRhZEGUAP2HmMW3EWT0bMNpoLSE/PCVekEvBrt1ueK5+DfpWnHPnbadnA0Y7LOD1WG5p6sIo7n4jDgCGYtZ8lESZSwLqhuQxbdvttL78rDaW3bZvKMb9XIIg6g8SRnVGxIanD0+DR8CeKAPMdgEcDCYdzPrwCLB146EEAFEX1+DWXBLIjyOxahfAP8DWml2AMWOUdD1wPpu9muhZ0Bqa8/twWi9VjAiCMCBhVGcY4iRb8sVDURRj+Jnz8HWlZ4zM38OOQIlxaOW5Hb5mFSMnrTQmjJx6KAGm4W8brttGxYiXMFK/Tzlh1NvSAElSZ8PGXM5VzYaJnlUFAmxZBYmEEUEQAAmjuoOJk5ys6FEThUhmZKS1LRv+rTS7M0buDSadDEHzzmlzUsVwYxfAY8bI7kYakL+VxqNyMxTTKkZlWml+r0c/m/cA9itaOO3y7uY5n1vRo37sRDzletDdCg/tHcbff+cpfPbXz3N1FycIgg8kjOqMkN8LnzYvU6qlxUSB1yPZiqIohblaZQV2O54VIzvCiJ3PI44kW0aIFiKbkxHXrsFdxcj9jJEduwC2lZYybfW5YchGJElfq5gBbGYwOVAgq60x4NNFG7udKA6MxPGhH+7A0wfH8eNtR/Dv9+0Reh5BEPYhYVRnSJKkv9DHSwgUc7XEThRFKezMN5mvgUcrz5Ew0n8GzitWIb8Xfq9k+2wAmDTd3ok4bNeGr91UMeyu6gOqUGBimn29G4ZtOG/3swFszrEgR8pEkrAMt8OCQ2w3P/wyMjlFF8p3bz8qzLeJIAhnnHTCaHJyEueeey7OOussnHHGGfje975X7UuyjW7yWOKF2ki1d9/G0s+1afDIc/jaickjj/MlSXLsZcTiSCINPvi89n/VWPtt3MWM0QkHFSOAX4itLCsYZltpFipG7DaDMX6ttJys4OhEmRBb7eOHRsVVjKbTWdy/ewgA8P33rsf6gTbkZEXPbyMIojY46YRROBzGY489hl27dmHbtm348pe/jLGxsWpfli2s+AmxAFde80Xm7xVLWpu34Tl8bbdaBfDLaos4XNnXB68dmkvqAbYuKkZjU86y2piQGnO5mTaaSCErK/BIxuxSKbrDqjAa5WQVAADHJ1WDSb9XQp/mlTSbJSyOZFxcxejRfScwk8lhcXsj1i1qxd+dtQAA8LvnSRgRRC1x0gkjr9eLxkb13WEqpQ6X8l4NFo0+61PC04e367X53ExOQTJTOj4hmckhlZW5XYO7Vpq781sdVoyYoHGa08Znxki9BiuiJP9sv+uzAWA4auS0WamaMasAXuaSAHBEmxta1N5Y1GByid5KE1cxYpEkr1/ZBUmScJEWYPvcq1Eus1wEQfCh5oTRY489hre85S3o7++HJEm4995759xm8+bNGBgYQENDAzZu3Iinn37a1hmTk5NYu3YtFi5ciE996lPo7OzkdPWVQW9pWRi+5imMGgNe/YWlnEhg1yZJ0M0Z3eBMGLGsNj6RJHa9jCZdrOoDpoqRiyBZfSvNYVabG6sAwLq5I4NVtnhZBQCG2Ck2XwSYA2zFVYy2HzKy2gDVt2lxeyNysoJntM8RBFF9ak4YJRIJrF27Fps3by74+Z/97Ge44YYb8PnPfx47d+7E2rVrcemll2JkZES/DZsfmv3f8ePHAQCtra3461//ioMHD+InP/kJhoeHi15PKpVCLBbL+6/aGBWj8jNGPFtp5nmbciaP7NrCQZ9j12kzxrnW31nzcv52OmPk1mCSeSjlZMXW/WZkc7IuzjpsttLaOLTxAHMrz5ow6+I022SGiZ0lBTbSGAvb1Bbb6FRayAp9PJnBi4Pqc8eGgXb940wkPXNogvuZBEE4o+aE0eWXX47/+I//wNve9raCn7/55ptx/fXX47rrrsPq1atx++23o7GxEXfccYd+m127dmH37t1z/uvv78/7Xj09PVi7di0ef/zxotfzla98BS0tLfp/ixYt4nNHXRCxIBJ4x4HoZ1sY/FbP11b1HVZL5pzrasbIXcXKuTBicSDOfgbmINmog5aWeSuu1ea/gzYOg9+AEaJrVZgxYTSeSCEn82lxv6ptuDHxU4iWkB8NfvXpcEhAJMlzr0YhK8Ci9hC6TdWzNQtaAEAXTQRBVJ+aE0alSKfT2LFjBy6++GL9Yx6PBxdffDGeeuopS99jeHgY8bjqcBuNRvHYY49h5cqVRW//mc98BtFoVP/v6NGj7u4EB6yIE54bYXln26wY8Tpfv88W40jM11CtihHbSmsNuY8kceK8zc4PO9iKY+0/NzltgH0fpY6mIDwSICvujC3NDOs+SsWFkSRJQkNsmav26X0teR9f3a+6bu8hYUQQNQO/Xe4KMDo6ilwuh56enryP9/T0YO/evZa+x+HDh/HBD35QH7r+6Ec/ijVr1hS9fTAYRDBobz5DNFbECZuv4V8xsvZCzbtixe7zVCoLWVbKtucyORkJzZDRrTjTt9KcttKanJ8fCfkwFHMmjIw4EicBtu5dtwFj+NvqjJPXI6G9KYDRqTROxFN6BckNLJTWSiTJK6MJIRUjFlC7ojc/koTltA1Gk5hIpB1vMBIEwY+6EkY82LBhA3bt2lXty3CFla003gGyDGMQufTMC+8Zp7BWMVIUIJ7Klv2+ZvPLsEsvJ7ZV5ryVVp2KEZsPcuO6Pem2lebALqCzOagKIw6baXZ8lFhFaVCEMBpWI0lW9uQLo3CDH4vbG3FkfBovDsZw/in1tQhCEPORumqldXZ2wuv1zhmWHh4eRm9vb5WuqvJY2UoTMXydd3a5itE031Za0OfVZ0CszBkxIdEcdGauaMZtK83pVpqbs9XznQsz5rrttmI0xipGTdYrPzwHsMcSaWRlBZIEdJepPrHIEt5O1LKsYP+w2kpb2VsgxFb72L7hyoTYKooCmdP8FkHMR+pKGAUCAZxzzjnYunWr/jFZlrF161acd955VbyyymJlK41ngGvBs8vNGDFhxmn42s7ZgHnGiZ9VgPN1fecVo4ibipELYcbEVCyZRTZX2rOqFGMJrWIUth9iy0MYsbZYV3MQ/jICua+VxZHwrRgdm5zBdDqHgNejO2ybWdqpbssdGhUbRwIAB0cTuOjmR7HqpvvxP4+/Ivw8gqhHaq6VNjU1hQMHDuh/P3jwIHbt2oX29nYsXrwYN9xwA6699lqce+652LBhA775zW8ikUjguuuuq+JVV5aqbqVZfKGOchQm5rNH4qmybby887m4btuLQpl9DW4eA1cVoxnnFSPzFtvkTMZ2pAig2gywipOTitEoh1Yaq/5YiSMxKkZ8hRHzUVrUHipYvRxgwkiguSSgVoo+8bNdeOWEKsD+43cv4tyBdpy1qFXouQRRb9ScMHrmmWfwhje8Qf/7DTfcAAC49tprceedd+Kd73wnTpw4gZtuuglDQ0M466yzcP/9988ZyJ7PmCtGiqLMCYnN5GQ9CV7YVlq5GSMBw992NtN4xYGo5xqhvYV+3oXIc/528Rjw2EpzUrHyeT2INPgQS2YxOZ12JIwmptOQFdXk007VqpNjxWjYhsGkMWPEOcBWc95eXMRgkplLHhIcYLvzyAR2HZ1EyO/FmgUtePrQOL772Mv4f1efI/Rcgqg3ak4Yvf71ry/r8vuRj3wEH/nIRyp0RbUHq2BkZQUzmRwaA/kPo7mywdP5GrAuToREkthoafEUZmx4O52TkcrKaNC8hUrBhr8lyd3wt9M2HgBMJFhWm7OfQVtTALFkFuMJZyv7bL6orTFga87L7PjtlkF9Vb+8MGLr+hPTGSQzOUuPsxXKCSPWSnt1YgaZnFy25eeUX+48BgB405o+XPfaAfztt5/A1hdHkEhl0cTBnZ4g5gt1NWNEqIT8Xvi0dfVClRsmSsJBX9FsKKfYbqUJyGqz4gLN08epKeADKxJZ9VFit2t26fztaittmldWmzOB4jTAlqcwGtJX9Yt7GDEiIR+CPvUpcSTGz3n76ISR1VaInkgQIb8XOVnB0XEx7TRFUfDwXjUd4Iqz+nF6fwSL2xuRysp49KUTQs4kiHqFhFEdIklSSS8jJhx4V4sAWI8ESfITJgw7sz48t/I8HgnN2jvquMVoDl7CjMdWmtOtOD1I1uFmGlu3tzNfBBhO4RMOK1VmhuOqMOqJlL8GSZKMNh7HENujZSpGkiQJD7E9Oj6DwWgSfq+E9QPtkCQJf6OF2P7llTEhZxJEvULCqE4Jl3C/FlGtYVjxUDJfA98ZI+tbaby38sxzRlaotus24D6rTc9Lc+h+ra/qO6wY8XC+Ho2r38OqUSTPwW+G3korsJHGWNimfu7YJH/XbQD4y0FV/Jy5sBWhgNoiXK9ltj19kAJsCcIMCSOLbN68GatXr8b69eurfSkASosEnqvqc84NscpJpqgXiiwrmEpl827P52xroky9Dd+KVSkhWvD8JJ/771QYKYpi8jFyWjFy2UpL2IsD0c/VhNFMJuc60JVdg9WqFbtWXsIoOpPRH4dFbcWF0QLNKuC4IGG0XRM/G5caAbbrl7YBUP2T4jaidghivuNKGGUyGRw9ehT79u3D+Pj8ftexadMm7NmzB9u3b6/2pQAwt5WKzxjxXtUHDKEhK8BUurBAUbe38m/P82w7FSNukSQOK0a8WmmxEkK0ENPpHNKa/5DTipHbyo1h7mjv/HDQp8/QuZkzMtsFWPVR6tJux2MjDjDaaJ3NgZIDzn2tWk6bIGH0wnE1kmStaTW/O9yA3kgDFAV4qULmkgRRD9gWRvF4HLfddhte97rXIRKJYGBgAKtWrUJXVxeWLFmC66+/vmbEw3ymlEgQKYwa/F59QLVY9YRdU9Dn4bbZA9idMeI7Z8UqRlbfWfNqZ7KvZ1EoVmGCIuD1oDHg7DFw08YDVNdpAGi32UqTJEkfGHfTTjPbBbRbFIe8K0asNbagRLUIAPp1YcQ/jiSbk3FgRI0kWdUbyfvcaX2q6/aLgySMCIJhSxjdfPPNGBgYwJYtW3DxxRfj3nvvxa5du/DSSy/hqaeewuc//3lks1lccskluOyyy7B//35R133SU8r9mqeHT8Gzy7S0hJlL2thKi3O+hrANDyXz7dyeb0WIFsLcRrPiu1QIt8Io6sL5m0WSuBnAZuLGjl2APmMUdz/fBJh9lEq38lgrTcSM0cHRBNI5GY0BLxa25W/nnaYJpb1ayC1BEDZ9jLZv347HHnsMp59+esHPb9iwAe973/tw++23Y8uWLXj88cdx6qmncrlQIh8jL22uSBAVIKuf3eDDiXiqqEiICRr+tuNjxH34OmS3laZVrDi0Els0x+/oTAaLLH6N28FrwN7Pu9Q1tDr4d+B2vglw1srjvZWm2wWUMZhkFaOhWBI5WeFqs7F3yMhpm20dsUqrGO2lihFB6Nh61fjpT39q6XbBYBD/9E//5OiCCGuUrBjpL8piTNvKeRkJC7C1WLVRFIX7NRitNIvCKMlPmJmFkVXcDl6zcwE3wshNiK17YcQqRna24ni30oY1P6SeMgaT3eEGeD0ScrKCkXhSd+HmwT5NGJ1WIMB2VV9Ev41VV3c35GQFz706iYGOJn3IniBqDcfD1zMzM5ieNjw3Dh8+jG9+85v44x//yOXCiNKU8jHSW1kcA1zNlHvBFCXM2H2eSmVLDiLPZHLI5BTtGngJI+uD3wDfqp2TlhaPdqYhRK3PNjEURUF0hhlMOg+xdTNjNKpVjOxsxRmtNF7CyFrFyOuR9NvwnjM6qIXTLu9qnvO5JR2NkCR1fm2Mgz1CKbI5Ge+5Yxve9v+exIVfexjPvxoVeh5BOMWxMLriiivwgx/8AAAwOTmJjRs34hvf+Abe+ta34rbbbuN2gURhqrWVBpSf9RHlo8SqNuUGkdnPxOeRHA8eFzvbilWAejt+dgFW3cbzzucwZ9ZiEqJZbcPNKom0IU7dzRi5aaXZtwtgLt2JdA7TRbYu7TAUYwaT5SNJmCjjtRHHYD5KS7RMNjNBn1ePQjksOKvtnh2v4s8HVD+leCqLz/z6ubLxTwRRDRwLo507d+KCCy4AANxzzz3o6enB4cOH8YMf/AC33nortwskClPSx0iA63Te2Zooq3QrLejzosFffhDZLMx4tQaMdX27Pkb8KkZ2Wlo8ZpzM1263asQCbAM+j/6Y2cGYMXI/fG0nkqQ5aMSC8BjAHo5aF0bdujDiWzFigqeY8zZz3T40KsZ1G1AriP/zxEEAwKY3LEfI78XuYzE8c3hC2JkE4RTHwmh6ehrhsNqz/tOf/oQrr7wSHo8Hr3nNa3D48GFuF0gUptRgrOiKUbkXap45ZbOx4mVkCEN+rTzbM0Ych7/tng3wmXHym1b97c4ZmeNInIhTHjNGhvO29YoRz1iQRCqrVzZ7LYTYsorRCMeKUXQ6o4va4sJIrSSJrBi9NDyFAyNTCHg9+NDrluPyNb0AgD88PyTsTIJwimNhdMopp+Dee+/F0aNH8cc//hGXXHIJAGBkZASRSKTMVxNuKdbOUhRF2FbY3LNLb6UJMZi04H7N1sR5ns9mjOKp8gJBna/hdw12PZQA/gaTdlf2XceRcJkxYq7XziJJJl2G2LI2WnPQp2ftlaI7rIonnq20w+Oq2OkKB/UokNkMsIqRoJw2AHjwxWEAwIUrOhFp8OPS01Vh9MCLJIyI2sOxMLrppptw4403YmBgABs3bsR5550HQK0erVu3jtsFEoUxR3OY+/RTqSzYXLKwGaMy4oRXHEbBsy1sponwcYrYmDGayeSQlfkNf4dtum4DxmPg9t+AHbdxM5MuxWmbLk7ctNKY67XDEFsXZwPmNpq187sj/CtG+nxRkWoRUJmK0TYtkuT/nNKp/9/rkXB0fEaY2zdBOMWxMLrqqqtw5MgRPPPMM7j//vv1j1900UW45ZZbuFwcURz2gpXJKUhmjMFY9s4+wNl1utDZVWmlWZi3EVExM2/ElRsYZeLJy2n4246xpXENfH4GTitGky4rRsypmmWd2UVRFCOrzWJOmn42a+O53NIajlufLwKArmYmjPjNGB3WqkDF2mgAsKhdHb5+dUKMQMnmZOw4pAqjDUs7AABNQZ/uoURzRkSt4Sorrbe3F+vWrYPHY3ybDRs24LTTTnN9YbVGrYXINga8ugmc+d08T2PBYpjzuwohtJVmQSREBfwMWDsrJyuYTpcONjUPn/MY/nbUSuM0Z1Vq+7EUbn2UmNVEMiM7CpJNpHP6GwarOWkMHuaSgNES67ZYsWIVI56tNJbVtrijVICtKozGEmnXob2FOHBiCol0Ds1BH1aavJTOXaIG2u4kYUTUGK6eNbdu3YqtW7diZGQEspy/znvHHXe4urBaY9OmTdi0aRNisRhaWlqqfTmQJAmRBh8mpjOIzWT0d6XGO3VxwqhcZpnISBIreWkituJCfq9uwBdLZkoGghoVMz6txLADPyFdIHPKarM/Y+Tc3BFQg2QlSbVmiCUztqufrNoT9HnQGLD3OPDYiAOMrDirw99sxmh0Ks3N/ZpVgRaVyGprCfkR8nsxk8lhMJrE0s65a/1uYK7ap/WG8+7TmQvV59E9gxRHQtQWjitGX/ziF3HJJZdg69atGB0dxcTERN5/hHgKmTyOM2Ek0FXWqo+R2IqRlXV9fjNOkiRZ3g7j3coL27QKAPiJU+czRs7NHQHA45HKtmxLn+88p62Ng4cSYN6Ks3YNHc0BSJJalXQzdG6GDYD3ldiKkyQJfVpW26CAeZ8XtRw25rLNWNGjVo+Y6zZB1AqOXzluv/123Hnnnbjmmmt4Xg9hA+OFw3ihZk/mVtPEHZ07y/jPHNCZyhotDLEzRqUMHsXMOEUa/JiczpQVKLx9pCI21/WTmRzSWfYYuBOHjmeMZox1fTdnR2cyjkJsJ1wIM16ttDGbW3F+rwftjQGMJdIYiSf19X036APgZewCFrSG8MqJBI5H+XooAcCLrGLUlx9Jckp3M7weCdGZDIZjKUuWBgRRCRxXjNLpNM4//3ye10LYxAiSNVWMtDRysRUj48V29ou1+e/NArLabPkYCXLeLtfSYqKNX06b9cFv9Xz1/nskoMlmG2k2TvPSDGHi/N+hU1GWf34VhRFrpdkY/ubpZTRl9lEqMwDOKkoiNsT2DhauGDX4vbpVwN4haqcRtYNjYfSBD3wAP/nJT3heC2GTQq2GiQrMGPm8HjQx479ZAoW9iIUbfFwTwhlWZoyinIUJw4gFKf1CzbuVZ2fwGzAek3CDf06aul2czhgxL6lWN1ltZRzWS54/w6GV5nbGyGYrDTCE0fiU+1bakFb9CQd9JWfiAOihtYNRvsIoOpPRRR5rnZk5rdcIsRWNoih4YM8wfvSXw7ba0sTJh+Nn7mQyie9+97t48MEHceaZZ8Lvz38CvPnmm11fHFEaJozMXi9MGLULTq6OhPxIpHNzXrREtbH0cy1spYnairPqJ8T7Z8A2EHOygngyW/ZFTt/K4yDM3FaM3FQu9YqRA4EykXC+FadXjBJpx4nzeXYBNpy32e8tjxkjFmBbro0GGJtpxzgH2B7R7AI6mwMFTS6Xd6vBtocE57QBwPcefwVf/v1eAMAvnjmKez58PvxeV4vZxDzF8TPnc889h7POOgsAsHv37rzP8cqnIkrT3sy8XownUfaE6tQ/xiotIT8Go8k5sz7CA2zt+BhxbuVFrAojzq08SZLQHPQhOqPON5WbxeA54xRxsBEny4bzt5uKkdFKsx/m6qaVx353srKCqVRWF8R2mDbZBdipGLU1zv2ddgqrGJVrowGGeBqJcc5pGy+T09YuPqcNUOe9bnlgv/73v74axS93vIp3bVgs9FyiPnH8yvHwww/zvA7CAeydqPlJtGIVoyKzPiJdr9VzSztf52RFn6sQNWNUdvia06r87LOjMxlLAoVnxYz5CdlpZyXShvu6m5+B0zae+WuctJRDATWsOJmRMTmdcSSMWBst5Pfasgvo4GQuCRgbaVYMJpm55KjLfLjZMINJ5q49GxZgyxy6RXHfc4OYyeSwui+CK87qx1f+sBc/e+YoCSOiILbriDfddBN27Ngh4loIm7DU8DHTk9lEBYavgeKzPsJbaaaNOFmeO4g8ZRIO/LfSyseRAPx9jAB7K/u6OOVSMTIqdFZXqtn5bt3XuQxfh6qT1cbaaHbfoBSqAjuFtdJ6W8q38ths01gijWxOLnNr6xwp47zNjCePR2eQyvI3l2T89q/HAQBvP2ch3rZuASQJePbIJF6dECvIiPrEtjB69dVXcfnll2PhwoX48Ic/jD/84Q9Ip/l4bhD2YNsuY1NzK0Yih68B4wVz9ouW6FYaq9ooCvTKUKHzQ34vAj6+8wOWZ4wEbMVZ9VACzD5K/GaMshYHv/PO5xRga9dDCXDvvO12M439TnbaaKMBpoqRy404wF4rrb0pAK9HgqLwEWUM1kpbUsR5u6s5iMaAF4oiLpIkkcri2aOTAIBLT+9Bd6QB6zXX7cf3jwo5k6hvbL9y3HHHHRgaGsJPf/pThMNhfPzjH0dnZyfe/va34wc/+AHGx8dFXCdRgA793aX67jSZyekvXuIrRsVaaeJcrwEg6FPbHEDhOSPjfAFWASFr4kSE87YdLyOeM0aNAS98BaJnSp7PSZi5qRhNuhz+NjbT3FWMrLpe6+e6rFSZGbbRSvN6JF2U8YwkOaK30goLI0mS9GoSuy1vnj0yiZysYEFrCAs1B/DXLFcz27a9MibkTKK+cfSW2uPx4IILLsDXvvY17Nu3D9u2bcPGjRvxne98B/39/bjwwgvxX//1Xzh27Bjv6yVMMGE0nlAjBNg7Pb9XQrjM5pJbihkt8vbwKXh2CS8jkTltYYtOzCLy6my10jjOOEmSZHvWh1crz43z9YRLuwBjM83ZWvcoW9W3Kcw6CrTHncIEjlWjSMNDic8Adiqbw6Amzha3F48Z0YWRoDmjp7UA2/UDbfrHNi5VK0ZPH6Q38sRcbAujD37wg5iamsr72KpVq/Cv//qv+POf/4yjR4/i2muvxeOPP46f/vSn3C6UmAtzt5YV9R0y2yjpDjcI3wwsNm8TnUnnfV7I2SXcr6MCZ5ystLNkLUsN4Fu1stVK4xQgy7C7Ns8rEsVpxShnegycGkwyYTTpsGI0bjMnjdGutcdjySwyLmZ9FEXBaIK186xmtfENsT02MQNFUauOpVqK/a3MQ4m/6zYA7DisCSNNDAHA2kWtAIDj0SS3+BVi/mBbGH3/+9/H9HRxZd/V1YX3v//9+M1vfoMbb7zR1cURpfF5Pfos0VgijeGYluYdcR8lUI5iL1qVGP4uNQQtoo3FsFK1mUpnwWaUeYqziK2KEe+sNnuRJLyEmVNhpA6Kq392PmPkzuTRbhwIoyXkB3tP42bOKJE2YmGs2gV0cRZG+oxTS+k3asx1e4izuSSDhdieuaBV/1hz0Ke3916kEFtiFraF0cka9rd582asXr0a69evr/al5NFhWrNlJfCesPjMoWJ+Qsbwt/istkItlihnUZB3rgWBwK4p6HIjazaOhq+5ZbVpoixltWLEp5XHhNF0OmeresJy2pqDPscGfsVm6KzC2tp2t9K8Hsl1Gw8whFljwLpdAHdhZCHAFoDuyyWiYnQinsJYIg1JUrPZzKzSXLdJGBGzIdtPi2zatAl79uzB9u3bq30pebAS9ehUWn+H1lOBilExB+qKCKMS7tfGfI+I4WsmELLIFbAKMJ/vxPumFOESc1VzriHJ10fJsGawWzFyOWNkun47VSM3OWmzz3Yy+G2+hnabW2mAIabYALcTRh3EkXRrb6h45LQBhtApN/zN4kiGOJtLAsBLw2q1aEl7I0KB/DcqLLttDwkjYha2hZEkSeRsXUOwJ53jkzOmVlolKkZzfYwURTGGXgXaBZTKSxPbSjPE1lSRyo1xPl9hZjXAFuC7rg8A4aC9IWhe53s9xhKBHYEyyUEYudmIU6/B+fA3j1gQo5VnP8CWV8Vo2GLFqM9UMeLdkWAZbIVy2lb1qR9jrTaCYNh+5lIUBe9973sRDJb+hfvVr37l+KII67CNjqPj00YrrQLCqNALx0zGmGsQ6bxdaitNZCst6PMi6PMglZURS2Z0V+hKnG+1laYoCndxqNsUFPCNKgTXSJKQH/FU1qYwch4gq5/rYiMOMIXoOriGdg4r+2MJ+z5KxlYa34pROR8l9nyVzsoYT6RtD6yXglWMTuudK4xO1cTSwdGE40w8Ozx9cBw//MthrFvUiveeP+A64JkQh21hdO2114q4DsIhizRfjqMTM7pBWr+F0Ei3sBf+VFZGMpNDg9+rV4sCXg8aA/zma4qdXai1Uwnn7RPxVNGWlvgA29Iv1MmMjExOfdfN62dg1aaAwdMuIBLy49jkjC2Bwv4dunkM3OS0ZXKyLiKdVIzY4sKkw8FvwFnFiGccCWB23g6VvF3A50FncxCjUykMRpNchdEro6rB5LKu5jmfW9AagtcjYSaTw4l4Smil/dBoAv/4/W1IZ2X89q/HISsKPnDBMmHnEe6wLYy2bNki4joIhyxsV590Do0mcHxSFUYDncU9Q3jRHPBBkjQH6mRWFUYJo4Uh8t1XSR8jzvM1c8/2qcKoyAsmzziO2ecC1s0lvR6Jmzi1Yy5pvgYec16sJWmnYsRDnLJqIItCsfPvmV2rJDn7d+i2jQc4mzFiIiqeyiKVzSHoc/fvx47zdl9LA0anUhiKJnHGghZX55p5VfNGWlzAYDLg82BBawhHxqdxcDQhVBjdunW/Xk0HgG8/dAD/sHGxrRw9onLQ8HWdwypGR8ankZUVBH0eS09EbvEUmP+oxOA1UHrGKMp5vmY25So3vOd7Zp87lcqWnMMwKmY+buLUzuC3+XY8xKnVGBbe5zNRl87JSGXt+QmxSk+kwQ+vg3YJm41yVTFy4KMUbvDp1+vmbECtmp3Qqla9FirY+mYaxwFss8Eke56cDVvZPyzIdRtQf2fve34QAPCrfz4fi9pDiM5k8NDeEWFnEu6wJYyOHDli65uT87V4+loa9IgMAFje1Vyx3rX+rjrJhBHzMKpMTlvhrTSxWW3GGnfp4WveFSM2Y5Qrk1kmIpKl3H2ecw0cnb/teijxOr85aIgEu5UbZnLqdPi7Va8YuR++tjNj5PFIun+TW9PDE/EUFEV14bfi5STCy4gZTIb8xQ0mBzrU6vqhsQS3c2fzyL4RpLMyBjoasW5RK960pg8A8IfdQ8LOJNxhSxitX78eH/rQh0qurEejUXzve9/DGWecgV/+8peuL5Aojc/rwdqFrfrfz1nSVvzGnJk9oDpZsYqRBR8jUTNGDcWrVerHxbTyGgNe/YW6tI8S/1ae3kqzIBBkWdGraTyqZnaMLRk8nMclSdLvt11hxPyHnMaR8GiljemRJHadt/lktbHB6+5wg6U3arxdtwF17hJQF1SKVU/Z2IHIitFjL50AAFxyei8kScKlp/cCAJ7YPwq5iO0HUV1sPXPs2bMH//mf/4k3vvGNaGhowDnnnIP+/n40NDRgYmICe/bswQsvvICzzz4bX/va1/CmN71J1HUTJl57Sie2aZk/rz2lo2Lnzq7c6C8IooVREefrZCantz2EzRiVMf4TVTGSJAnNQR+iMxnEk5mi7QkxcSTWW2mJdBYyR+dvZxUjfj5KE9MZ25tpzGCyxeHvQQuXVhoLsbV3DbxCbEen7OW0depGtfziOVj22qL2wm00QHxOGwA8c2gCgJHPtmZBC0J+L6IzGRw4MVXQSoCoLrYqRh0dHbj55psxODiI//7v/8app56K0dFR7N+/HwBw9dVXY8eOHXjqqadIFFWQ9752AJed3otrXrMEb1zdW7FzZ7+zZU/G7aJbaSFj3sb8jou9eEoShIXolnuhFjVjZD67VEtLxFaePtNlKadNvU2Ak/O38fO2UzHi67xtt3JjVE7dVYwmHVaMcrJiymqzJ4xYxchNHAlgCCOrOW1mB39evKoLo+Jbcf2tzENJTBzJ6FRK34xj1Xy/14N1i1sBUIhtreLo2TsUCuGqq67CVVddxft6CAdEGvy4/ZpzKn/urCHoEWYwKTiShL1YKoq6QTP7BSwc9AmbsyrnbyM2xNYPYKakSBBxPqsYpU3WDMXgLcwcDV+bBtDd4FQYsds7baWximvUwUYcoAoz9n6h3WbVSnfddlm5YV9vdcZJd/Dn2EpjVaDFJSpG/ZqVwOhUuuy/bSc8fywKAFjW1ZRXST97cRuefHkMLxyPcj2P4ANtpRGOYe8G2VwAM5jstlg+dwozWgTyBYqIwePZlGulxQXaBVhpKxnVEo6ttKBPDzYtaxfASZToZztppXH6d+DU5JFVW5y20pigUoWovY04wNhIa230w2czK45XxUj3UbIsjIxWGi/3a+brVmwjDVB/RiFNDInIamPO2yx+hHGa5rr9Irlu1yQkjAjHMMdaZuTGHHO7K5HVVkCgiB68Vr+3tVaaiK04OyG2PH8GHo863wSUnzNiwizM6f7btQqQZQVTKT4D6EZemj2TRzdxIIA6aO9ja/MONtOYn5jdahFgzBiNuZ0xStgb/mazSOmcbHn7sRxM6PS1Fq9gS5Kkf35wkn87jQmj02bNEZ2mBdi+NBynAewahIQR4RgWVjscUzOOdGEkuJUGmLfDjCfRaAXsAkqZS+ZkRXc8FhJia2FDS48D4ZxVZ7V6IqpiNGUxjiSeyoIVHNxWzdy20pz+O5QkSV/1d7KZZgx/2z+fVXjcul/rdgEWq8cNfq8uvnnMGWVysj7zWC4iaUGr2k47JkAY7dWE0cpZkSQDHY0I+DyYTudwdELc4DfhDBJGhGO69YpRCrFkVnd2tbqJ4oZCFSM2cCrSLqBU0rw5WDYsZMbISsVIjPO21ZYW73ambddtTRQ0+D2unZuNoXO7w9esYuT836E+gO1gM00P0XUSR8JpK02fMbKRmchzzsjso1SucmYOseVJJifj5ZEpAHNbaT6vByt61JgSaqfVHo6F0bXXXovHHnuM57UQdQZ7JzYST2JEa6dFGnzcBxgLUaiCweYiRAbYlnK+Zi+gIb8XAR//9xxW8tJErOsDpStleedzFmZWHb/18znaJTitGBkzRu6z2pwJI+churx8jJw4b/Nc2R+KWfdR6tcqRsc5V4yOjk8jnZMR8nv1qpSZFd1qFenlE1Nczy3EsckZ/MP3/oI33vwoHt5HjtvlcPzsHY1GcfHFF+PUU0/Fl7/85Xnvcr1582asXr0a69evr/al1Axd2hNZJqdgz2AMgDX7fx4UcmNmL0gifZTM3k2zX6jFx5FUZ10fMO5TucoNT3NHwLrjN4OnwabjVprLGSPA+Ddsd/AbcNdKMw9fOx2CzuZk/XfRjl1AJ8eVffZGrcfCvGPvrFlJXrCtuCUdjQXF2ZIOZi4pznUbABRFwY0//yuefHkM+0em8JEf7xRmTzBfcCyM7r33Xhw7dgwf/vCH8bOf/QwDAwO4/PLLcc899yCTcZezU4ts2rQJe/bsKen6fbLBUrEB4KmXxwCUXo3lSSEHamYw2c55vibv3FDxF2pR5o4MaxUjMVtxlmeMOP8MQn5rjt9zz+cRYGt/Ky2Tk/U5MzcC3fAysl89MVpp9s9ns02ZnIKEBSFaiPHpNBRF9ROzU7XqDGutNA7CiAXYlpsvAoxlkRGOVgGAWjECihtMViKnDQC2HRzHU6+MweuR0NkcQCKdw51/PiT0zHrHVb2/q6sLN9xwA/76179i27ZtOOWUU3DNNdegv78fn/jEJ3TjR2L+srRT/eVmtvelXGZ5UnLGSGArLeQ3NoZmv1Ab5o6iXLdLV4wURRFWMbI8Y8Q5EkWSJFsmjzwfAyfr+ubbutlM5NJKczD8HfJ7EdBW/J1GkrD5ovbGgK0QXZ4Vo6GYtcFrAOhqVm/DM44EKO+jtLhCwuh//3ocAHDV2Qvxn29bo3+Mly3CfITLIMTg4CAeeOABPPDAA/B6vXjTm96E559/HqtXr8Ytt9zC4wiiRlmqZQ0d196hVa5ixF605rbSRA5fm1+oZ8/bGPM1Ylpp5V6oZzI5ZLXV3zDnayjn38TgWbFhGFYB1p23eQhDu+G5QL7JqB1RMBtXW2nTzi0jJEkybAocRpLoOW02Xbd5zhixVpqV1j6rGI0l0shxXJ1ngqfYcyILsB2KJZHMOKvOlUOWFfxRC6v927V9eN2KLjQGvBiMJrH7WEzImfMBx8Iok8ngl7/8Jf72b/8WS5YswS9+8Qt8/OMfx/Hjx3HXXXfhwQcfxM9//nN86Utf4nm9RI2xvKs57++n97dU5NxCG0OVGL5Wzy4sUEQbTLLvW6xqw15EfR4JjQG+A/DhAq3LQoj4GVhpIernc5zzMlsFWPWa4WXw6SYWxO2sXYv2s3PSxgNMOW02A2zZG5pJl+aSgDF8bWXGqL0pAEnKj1LhQbmKUVujX48uEpXV9sroFMYSaTT4Pdi4tAMNfi8uOLUTAPDY/hNCzpwPOH726OvrgyzLePe7342nn34aZ5111pzbvOENb0Bra6uLyyNqnXMH2vP+fnp/pMgt+TK7eqIoij5jJLKVZj67WCtNhLkjgKKVKuP8rH6+3RiJchS7z8WugW8kifWVfZ4zTs2mvL2pdNbS92Tnu63Y6RUjB1UbPpEkCUeD34BR8bHqYcRg2XITLsJzGcMx6zNGfq8H7Y0BjCXSOBFPcbEbURRFnzFiLbPZSJKExR2NeOF4DIfHpoWEybIA27ULW/VN2Q1LO/DHF4bx7JEJ7ufNFxz/9t5yyy14xzvegYaG4v/wWltbcfDgQadHEHXAmQtb0NGkPqm89pQONAkKb51NZNbG0HQ6h3RO9VFyGt5plaKtNI5tnEJETKvrsqzM2XQRWbGy20pr4biZZ8fLiOeMU4M2b5POyYgnLQojTsLQ3fC183V989nOZ4xYxcje+a0cK0Z2cxu7wkFVGHEKsR1PpJFI5yBJKLiqz1jQGsILx2PCtsSeOayKn3MH2vSPsTDbHYcnHGXxnQw4bqW97nWvQzA4V1krioIjR464uiiifvB7Pbjzug14z3lL8NUrz6zYuexJl/mlsBJ40OfRs49EUWzWh2cbpxCzw3Nnw9t1utDZpcSJqOFvw8vIQiuN81ac3k6zOGfEy67AaoVuNslMDjPavIpTH6VWF4PfgGnGyKYwYsPiE9MZV4PBqWxO//3osuijxKpEI5xW9llrrCfcUNLXzfBQ4p/TBgA7taoQE0MAsLovgoDXg4npjJ4nR+TjWBgtXboUJ07M7VGOj49j6dKlri6KqC/WLGzBl644o2IbaYARVDs2lcqbDVDnBcS+Ayq2HSZ6Xb/BXzg8lxEVuBVnZUMrkc7pqe58Z4zsVIzE+ChZmW8C+P0bCDsURuzfgEeCPr9il9nVWLvoSxB2hZFWMcrJiqu8NPZc4PNIlv8dMGHEq2LE7AL6S+S0AWbXbf4CJZnJ4dCo6pF0hmn2M+DzYHm3OhvKstyIfBwLo2IluKmpqZLtNYLgARuYlBX1iXBYd7qtQBxJERdo9g5b1PC1+XsXammJWtUH7JlLBrweXcDxPNvajBHfdmaz7UgSLUTXZdXOMNS0Vz3R40gaA2Udn4vhtpVmXIO9x6DB70WD36N9D+ftNN0uwMabJNZy47WyP2RxK65PqxgNCqgYvXxiCrKiPp6z56ZWanEk+4ZJGBXC9m/vDTfcAEAdHPvc5z6HxkajSpDL5bBt27aCg9gEwROf14OOpiBGp1I4EU9hOG7dt8Qt4QJWAUBl7AIiDT6ciKcKZrWJMnc0f8+pVBY5WSm4im6OI+FZtQsXEaKF4O0lFQ5aPxswt9L4VIwyOQXJjIyQxS3DCRc5aQwmaJxsxKlf5/z3oL0xgOPRJCamM1jS4eh4vb1uZztVb6VxFkblno/6NeF0XEDFaP+wGjWyoqd5zu/jCi3UlipGhbEtjJ599lkAasXo+eefRyBg/OMLBAJYu3YtbrzxRn5XSBBF6AprwmgqZYoAEC+MioWLujHWs0rJrDaBM07mCshUMltwfsWollTHXBLg76NkXtm3Aq+KVVPAC49WEY0nM5aFke5hxCGnzelWmhsfpVZdGLmpGKniptNGTpveSovxEUbDWiutt8zzEasYDceSBRcq3PCSVg06tcC222maMHqpghWj6HQGzQ3u/L0qhe1nj4cffhgAcN111+Fb3/oWIpHKrGcTxGy6wkG8OKiWv40IgAq20kwvHIqi6O+whVaMSpgORgW20oI+db4plZURS2aKCCMxrUSrPkayrOgChlvFyOasD/sZuG2lqUaifkRnMogls+i2+DQbdVGtYbhppSmK4riVBhhvKty00sYdVIw6WXguh404wHrFqCcchEdSK4OjUyl0c3xj9xKrGHU3z/ncqaYA22IVYF7kZAUf/9ku/Pavx7Gipxk//sBruFgiiMTxIMCWLVtIFBFVhW2cjMSTeiuN5xNLMcxBm4xYMqu75jp5QbBKoYw44xoqYzBZ1EdJgOs1YL1iFE9lwcZxeDl/2x2+5mXwaD7bahsPMDyAuLTSHGylzWTMthlOstq0362Ecy8j1kqz47zdrt2Wl8HjsMVIEp/Xo883DUb5zhkd0sJplxcQRv2tIQS8HmRyivBA2Z9tP4rfarEkLw1P4Yu/fUHoeTyw9exxww034N///d/R1NSkzxoV4+abb3Z1YQRRjgXaxsfR8ZmKttLYto35yZu9w20MeBH0ibMLKD18bRg8iiCszTcVEyiiKkZWfYzY+Q1+D7fHwE4bD+C7mahWq2ZsbabxWABwUzFi5/u9ztzX2xrdV4yc+Ci1mzyU3FZQFEXRK9hWIkl6IkEMxZJcs9pk2TCYXNLeNOfzXo+EhW0hvDKawJGxaSxsE7NRrCgKtvxZ9TK88uwF+NXOY/jd84P4bHQGfS3F/Z2qjS1h9OyzzyKTyeh/LgYZRhGVYEDLaTs0mtCfBBaUWY/lAXsSNb+7nHBpqmeVQhlxDFEVm7lnF6sYicmKs9pKE2GXYNfHiFcrDTALQhshtrrBpvOfgVl82517YVXUlpAz2wz2++OmpTWuV4yst2vYmx1ZUQWhm1iheCqre0mVmzEC+FsFsO+VysrweiT0FXlOXNzRiFdGEzg8Po3zuZ2cz57BGPaPTCHg8+ALf3c6joxN45nDE/jD80N43/+pXVsfW7+9bL5o9p8Johos0UIYtx8aR1ZW4JFQES8lNgcxk8lhJp1DKOA15VOJdd02r3HPRqSPkfn7FlvZjwvycTJXbUo59fJ0vTbOthcky7eVVlwEizyfiSpFUb+fnUHuqP4GwU0cibtYkNEp+zNGfq8H4QYf4sksxhNpV8KIDV5HGnyWhuZ1YcSxYsQMJvtaGuD3Fp6YYRluonLaAODhvSMAgNev6EKkwY83renDM4cn8Kc9tS2MHM8YzczMYHra+IEePnwY3/zmN/GnP/2Jy4URRDmWahUjlii/sK1RaBuL0Rz0we9VX5yZIJqswKo+UNxDCRDrYwSUn7cRIUzUc9Xvl5XV1fViiKiYsbw0K1WbnKzojss8rsFRxYhDxSro8+ru8XbbaWwBwekbBB6tNFYx6rQxYwQUnh10glUPIwableQqjMZKB9iaP8duK4LtWlbb+ctV74ULV3QBAJ49MolUNifsXLc4FkZXXHEFfvCDHwAAJicnsWHDBnzjG9/AFVdcgdtuu43bBRJEMdoa/XktgxU9c4cMRSBJklHy156E2byR6IqRkXKfX0WQzS/KgiJJSrXxAHGtvKaAF6xIFC8RCyJixsnOjJG53cbDsoDdDzszRrzaiYaXkT2RYFROnb1BaOMxfK21pNqb7G0+MWHEDCKdYnXwmiGyYmRJGAmqGOVkBTv1rDY1bHx5VxM6mgJIZWXsPhYVci4PHAujnTt34oILLgAA3HPPPejt7cXhw4fxgx/8ALfeeiu3CySIYkiShPXaLxwAbFjaXuLWfJn97rIS5o5A8eHrqbSxkSUuxLZMxUjQVpwkSabKTQnnbQEhvkZOm3UPpQa/R08yd3e2/a00o5XmTpw6HcCedLkVx2Z9nFaMkpkcEmm1EmFnKw0wZgfdVozs+iix2/GcMTo6oYqdUqMF7HPstrzZOxRDPJVFc9CHVX3qBrskSXqg7c7Dk0LO5YHj397p6WmEw6oXwp/+9CdceeWV8Hg8eM1rXoPDhw9zu8BaYfPmzVi9ejXWr19f7UshTLxpTS8AdcviolU9FTt3TsVIF0aCZ4yKtNJYtSTo85QMrXR1drl1fU7J8gXPtuAnxHPw2TjXejtLVICtrYoRp3Yqe6ztruxHObXSnM4YsVV9v1eynRXH3uy4XdnXh78tzimJqBgdn1RX8Be0Ft/8Yjltk9MZJDP821qsIrR2UUvelt/pWm7bi0Mx7mfywrEwOuWUU3Dvvffi6NGj+OMf/4hLLrkEADAyMjIv/Y02bdqEPXv2YPv27dW+FMLE29YtwLfedRZ+/qHXYHlXZVppgPEkyl442JOh3eBMu7SECrfSRA9eA8XbeAxzJIios0sJFBEVq+ZZg9+l4JWTxohY3MYzE+dUNbMiRAsxkXDXSmNfN5PJOXqxHp9ioiRoeyuOlzDSh78tVqxECCMr7byWkF/PpmNZkzzZN6QaTK7sydcDzHV772DtxpE4FkY33XQTbrzxRgwMDGDjxo0477zzAKjVo3Xr1nG7QIIohSRJuOKsBThnSeXaaICxmcaeREe0JyJm1iYK84ul+YXaqNaImS/KO7vInE8lQmxLvVDzEgX551ob/FbP55zTZnMrLZ2V9TVxt+LUyeA34H74Ohz06fNkdlqIjLGE+nvo5A2K4U/mspWmXUOnxRkn1kqbyeSQsBg9Uwqzj1JfiQFwSZJ0LyHe5pIAsH9EFT4re/PfsLK22oGRKWRypX+nqoVjYXTVVVfhyJEjeOaZZ3D//ffrH7/oootwyy23cLk4gqhVZrfSRnTnbbFW9+xFV1agz1IAfPxryp9dvGKkKIo+48M7K838PUtWjAS00lhmGVB68BvgP+Nkd8bI/LNpttlGmo2TwW/AWNdvDTmrGHk8RgvMjk2Bfr4ey2P/MWjnFAsybtN5uynoQ5O21s+jahRLmnyUymzGMZ+lIQHCiAXUrpiV1bawLYTmoA/pnIyDownu5/LA1YRgb28v1q1bB4/H+DYbNmzAaaed5vrCCKKWMZe/FUXBSFx9YukWnAEU9Hl0qwCz0WJUFwXVCbCdTuf0SBQRrTQr7tc8PYQYVge/Af7CzK44YbdrCnjhK+JdYxUng98An1m7CAfnbScVq0LGrU4Yc+CjxNPkkbXF1FZZ6XlDJpyGOLfSJhJp/c3i7BBbSZKwUmunMfFUa7j6Dd66dSu2bt2KkZERyHJ+SeyOO+5wdWEEUcuw3v1gLIl4Kqu3WUS30iRJQqTBj7FEGrFkBv1QS+FujfWsEClhdshelH0eSffA4YkVo0X2Is6zYsTOjiWz5bPaOAszu+LEuP/8ctrsVoxYK82OKeRsWkJ+vDox46iVxoRRi4OKFZsJcrOuryhqGCxgfSsNUIXRobFpvSXvBtYWs+K6rQsjzhWjl0+o80ULWkMFq5cDHU3YcXgCh8dqs2Lk+Bnki1/8Ir70pS/h3HPPRV9fH8WAECcVffoTyoz+ZBYOWnO6dUskpAkjU6uBlf9FDn+bB6BnO1CbB59FPBcYg98Whq+FOW9XNpJEjyNJZS1FcxgGm+6FodUYFjOKohitNBe2FeWiZ0rBfJecVIxYe9xJpYqRSOeQyqpvkmyF2HJq4wGG83aPBYNJ9jzGO0iWeSMt6ShsFzCgffywQHNJNzj+Dbr99ttx55134pprruF5PQRRF7B3WiPxlP6k0iV4vohhrFIbT6KVcN5m52Zy6iCyWQQag9dihr/DFrak2OdaOLfyrOalcW+lNRjRHIl0tmwliGcki1Gtsl4xSmVlpLVhWjf/DoxZNvsCJerCR4nN502lssjk5KJRGqVgW3EhvxeNAes/g3ZOg9+AyXnbwvMRq3wPcahUmTk6rj4nLioSTrtESy2oVWHkuBGdTqdx/vmioucIorbpbArC55GgKMBfj04CsFa65kG7HptgvHBUwi7APIg8x0dJkLkjo1RGHKBWK+KChr+tiDLz53n9DBr8XgS0F2crAoVnK9Hqfc47XxMyHglosiEKZtMSKt82LYabrTizmHMiygBgNMFct+39Hs5e5nCDEUlSPr3eXPnmie68XaRitEQzlzxUo600x8LoAx/4AH7yk5/wvBaCqBs8Hkl/t7Xt4DiA0vb7PGkrUHZnEQoiZ4wkSSraYhFp7giYZ4wKv2DlDX9zvgY2I1Fu5kVEJIrVNp56G37CzFFOm0mYlmv7lT7bRStN+51wMmPk83r0jTin7TQ2n1StnDbAaKVZmjGKGJXvLMfVeeamvbCtsDgb0ALAR+IpTKfdWxTwxvFvcDKZxHe/+108+OCDOPPMM+H35/8y3nzzza4vjiBqmQVtIRybnMHj+0cBFH93xJtC2zPsCbVdeCSJD9GZDKKzVqlFmjsC5YeB2fk+j6Sb1lXq7NnXwFOYsXkyK5Ubnj5SjipGnCpW5RzWS+HWRykS8iOeyjoWRuNaxajDxuA1wLdiNKxtyPZYaKW1NwUgSWq7dnw6zW155Oh46UiSlkY/Whv9mJzO4PDYtO5tVCs4/hf83HPP4ayzzgIA7N69O+9zNIhNnAys6GnG01q1CACWtDdV5Fy2PVNIGLkZerVCOOgHMFOgYpQxfZ4/5db1jcFj/sPfVvPSeOWU5Z9tfd7GqNi4Pz9SYtC+6PmchJnTnDbANGPkUBi1hPw4NjnjWBiNOljVN9+eR8WIVa26LFiH+LwetDcGMJZIY2yKjzBKZXN6O69UFX1hWwiT0xkcn5yZP8Lo4Ycf5nkdBFF3rJzlz3HmwpaKnKuHXWrCSFEUPVvK7hOyXfTB2OTsihF/UZB3bplWWlzQqr75e5bdShPg/G1nbZ7nnBcTg8xI1IphJC9hWMpItBSKohgVI4cGk0xQuW2l2Q2wNVy3nW/EAerPwLgG687bY4m0bjPglmMTM1AUdQC9VF5cX0sIu4/FcFyAuaRbXNWcH3/8cfzjP/4jzj//fBw7dgwA8MMf/hBPPPEEl4sjiFpm/VIjhqS10V+0n86b2TNGsWRWn69x+k7ZKsXmP3huRBXC3NoplFkmalVfPbu8OBHl/M0qcJZCbDnOeTX4PfBpc0JW54x4+SiVE8HFmEq5/z1wU60C7MeBMHiZS8ZTWX0z0GqIbQcH/yYzRyfUQe7F7Y0lK4392uA3C7ytJRwLo1/+8pe49NJLEQqFsHPnTqRS6j+IaDSKL3/5y9wukCBqlZU9YZy1qBUA8M71iyrWQp692sv+3xjwlnW6dUux2RNzK0vMuao4ycmKHndgJs6xjVTs7FLCaCYjxvnbzto8z600ddDenskjL2HmVJywLc2gz+P490A/e9rpjJGzVhrLXpzJ5DCTdp50z8RNk43nAmZEyatiNKgJnf7W0m25vtZQ3u1rCcfC6D/+4z9w++2343vf+17e4PVrX/ta7Ny5k8vFEUQtI0kS7rpuA370/o341CUrK3bu7EHNiQp4GDGMVlqxdX0xrbTGgBdeD4tCmftCLTTAllVtSswYsWvi7fxtZwiav/O2PZPHOKd/A/rwtU1hFHU5eA0YwmjSYcWIiTMmdKzSHPTpUT9u5ozGpuwPfzNhxCOOBACGNU+kcjltzCpgXrXS9u3bhwsvvHDOx1taWjA5Oenmmgiibmhp9OP/nNrpOpvKDuzdaCypGtEZHkZi22hA8RdLkcIEmF3BmPuiJXLGycqMkblaw7NyaGddn39Wmz2TR/6ttMJt02JMugywBYwoE6etNOa8bdcuQJIkLptpow5mnHi30tjgdblB7n5WMeLsocQDx8/mvb29OHDgwJyPP/HEE1i2bJmriyIIojgtIT/Ya+/EtBHWKDqnDTC2lWZXbdgLiahWGlC6rcQzJ2w2zZYCbMXcf3MsSDl4z3kZ8012W2nuhBmr2uRkBQkbbSU3cSCzz3YsjNyE2HLYTGMzTh02Zpy6OLfSRmLMLsBaxWgomoQsWxfAlcCxMLr++uvxsY99DNu2bYMkSTh+/Dh+/OMf48Ybb8SHP/xhntdIEIQJr8d4dzk2ldYDIK34lrjFSHzPf+GYqECIbalBZJEGkxELLSVR50csttJkWdFbfbyqZnasAgB+4rDB79HbSnbaaW5ECcONMMrmZP1xchJJwqNi5MRgsjPMt2LEfJR6W0o/H/VEGuCR1Igh5hheKzj+Dfq3f/s3yLKMiy66CNPT07jwwgsRDAZx44034qMf/SjPayQIYhbd4SDGE2kMxZIYiVt7h8aDSIGqTU5W9IqNSB+lUhWjSqzrJzNy0QwtnoPPZpotttKm0lmwrhO/EFubFaMkn4qRJEloCfkxOpVGLJlBP6xte0Zdruqbv9bJ8LX532WLA2HEIy+NiSpbrbQmvhWjoai1Crbf60FHcxAn4imMxFIVqXhbxXHFSJIkfPazn8X4+Dh2796Nv/zlLzhx4gT+/d//nef1EQRRAL0/P5nUhx0rI4zmDsZGZzL6i7KTd8qWzy5SrQLMM0YCWmkmD5/iBpNiZqysboaxzwe8HgR9fObd7Mw3AXx/Bsa/M+teRpPT1W2lsfPDQZ+jmUN23RMON+IAQ9zYaaV1akaQY1NpWzNdhcjkZL2dZ+X5qIvz4DcvHP8GHTlyBIqiIBAIYPXq1diwYQOam5v1zxEEIQ7Wnx+MzuittEqE2BaqIrCZiHCDsxcE62cXFwm8B4/N+LweNAW8eefMOV/Q8LfVqo0uSkL8hr/LuY3PuQaeBpMOBAprpbk535Uw0r6mpUoeSoAzg0nmd5TOyY6Ce82MTqWgKOp2phUfJebOfSI+T4TR0qVLceLEiTkfHxsbw9KlS11dFEEQpWEVo+OTRiutuyIzRnPX9Xm8U7d0dolw0UoaTBZC1PC30T605rrN1VzS9ro+Py+pFgcr+zyEGRM1M5kcUll7fkI84kgAZ+G5DCfD1w1+rx6eO+aycsOq193hoKUg4XknjIrl50xNTaGhoXZ6hQQxH2EVo1dGp/QV3f4W8c7bTHhMp3N6GjeLMRDto1SyYiTQ4BEwBGExkaB7CAkSRlOpbMnNnTin+R4zxn0uX0XI5GRMaxtkXEJsg/baeACfrbhw0KdvfNo2mGRbcQ5nnKpVMQKA1ib3bTwAevW622L1ulaFke1/QTfccAMAdcboc5/7HBobjZC4XC6Hbdu26eGy84nNmzdj8+bNyOWcu5ISBC9YxejZI5MA1G2wNsE5aYAxDAyoL5htTYGKBdiW2g5jH3My9GqFsMlbpxDmVhZP2H1WFCCRzhatCImoWDkxl1S/zv3PwI5NgX4NKfdVQ49HQqTBj+hMBrGZjK2BYNbKq1YrLScrekyQ7ay2xgCOjs/o1V+nsOq11bZ+rc4Y2f4X/OyzzwJQK0bPP/88AgHjAQgEAli7di1uvPFGfldYI2zatAmbNm1CLBZDS0tlwkIJohindjfn/X1ZV3ORW/LF7/WgMeDFdDqHWDKDtqaA4fYruJVWbCstlc0hmVGrV+JaaaVbWiJy0gA13sLvlZDJKZhKFRdGvAJczVht46nnq7dpDHi5zJk1B+3NN5lv61aYtYRUYTRps3piGEy6E0ZOXbcnptP6EkS7zTcprZyy2ka1yg+zACjHvKkYPfzwwwCA6667DrfeeivC4XCZryAIgjcdzUF0h4O6ueOKnsr9HoYbfJhO5/QXokpFkhSbeTG/eDYLaqWVq54YM058z1cdv/0YT6QRT2bRV+Q9mYitODsVI94+TvrZNipGMU4mo/qsj80QW7eRJBGXFSMmalob/bbFKXtTY1cMzmaU2QVYnHFiwmi03oURY8uWLdi6dSu2bt2KkZERyLKc9/k77rjD9cURBFGc9Uvb8bvnBgEArz2lo2LnRhr8GI6l9BeiSZcvCFYpNmPE/t4c9Ol5aryJlFld5/WiXIjmoE8TRtYiSXhhp2LEOyuPCdwpixUjRVG4VYzshucy9CWEKs0YGZVb++ezr3Hjug0A4zZnnGq1YuS45vmlL30Jl1xyCbZu3YrR0VFMTEzk/UcQhFiuO38AkqQOYr9uRVfFzmUCiM0zTFaoYmT4GOW/YIlc1WeU30oTN/xdytiSIWL42+rgt3o+3xknux5KyYyMrHaNbq/Bys+7EK7X9bWvS2dlJDP2Z1nZ76GTOTseHkqAUbVqtzjvyIRRPJXFjI34F9E4/i2+7bbbcOedd+Kaa67heT0EQVjk3IF2PPlvf4OmoE9IRlgxZpe/zSV8kRSLqBDlOm3lbIZIuwArFQyeHkIM8+D3dCaXZ3Q553xOOWkMtpVmdfia3X+PBN1zyvHZNm0KGG5njJoDPngkQFbUqlGD3979cFO5ZULG7fD1qE27gHDQh6DPg1RWxuhUCovaG8t/UQVwXDFKp9M4//zzeV4LQRA26WsJCRs4LkanHjqpPolWKsRWr2Ck8ysYRkaWuIpVKbND0cPfVl6omTDhKQ7Z4He5swH+wsxKcK8Zc8XKrcGl01aaMWPk7N+hxyO5mjOKuhBmrbxaaTYjSSRJ0t9ojdRQO82xMPrABz6An/zkJzyvhSCIOkBfsdWeyE4wUzfBBpPmCsZU2njR0t8pVyKOJFXIKkDs8LeVF2rerSxAfdGyuh3Gu5XoNKeNj1WA04pRlSNJZpzbZvAYvs7mZP3rrbbSAHWRBHC/EccTx/+Kkskkvvvd7+LBBx/EmWeeCb8//x/DzTff7PriCIKoPVi20uhUCtPprL451B0WK4wa/F4EvB41umAmowulaAVmnIxWWqEAW+1FWdDwN7ufpQaReQW4zibc4MfEdKZ8xYjzVlyzTYNHvjlt9itGsqyYQmw5CCMHAkX3UXJwPo/hazafJEn2fhfb2XzTfBBGzz33nG7kuHv37rzP8crqIQii9jCbso1o1aKQ31tyBoUXkZBPTV2fyQJt6scmXUYxWKFUFUH08LeVQeS4gBkj89nlBpF5t9IipsHvYikLZnjGkThppcVTWbDubrWz2pz8HpiHr638vAvB4kjaGgO23iAwY9pxl208njj+V8T8jAiCOLnoNK3Y6vNFkWBF3hC1hPwYnUrrbQPAeKfqdBvICqVeLA1zRTHnW2lnidqK0+e6yobY8j2ftSRlRc0tawyU/r48HwMnrTR226DPY3to2owbYeQmq41VeNJZ2dLPuxBsVd9OGw0wzChrqWIkLgqbIIh5SbdJGA1GZ/I+Jhq95J8wXjiiM+JbaRHTzIui5K+uxwRupAHl40iSmRzSWTnvtrzPLlc94b2VF/J79aqDJYNJjpuJTipGhjDkYy5Z6RmjxoDapgacz/qM2VzVZ+gVoxoSRrb/FV155ZWWbverX/3K9sUQBFH79EQa9FkfltVmNTTSLexJ1DwL4XZN2grsxTKdk5HKynlVgWq30tgLuCQZa+7czrY46xPjXDVjg9/RmQziySx6IqVvz1OY2R38zj/ffRwJ4FAYufg9kCQJrY1+jMRTmJzOYGGb7W+BMS3vrNNmTlt7gd/pamP7UaScMII4ufF6JCxqD+HlEwk89tIJAMCSCvmPGNsz5laa+BDbpoCauq4oanXCLIxEt9LKVTBYtaQ54IOH8/C31eqJCHFoCCMrWW38hs/tOH4z9FYmrzgSN8LI4e9BW2MAI/GUY4Fi19zRfK7562sB2/+KtmzZIuI6CIKoIwY6mvDyiQReGU3of68ExvaMuZUmfvja41ErGPFkFvFkFt2maLoYp2pBMYzcsNIVIxHCzOq8jQiDS7PzdjkMYcajYpTv+G1FbFa7YpTJyfrPyW2IbaHNSysYrTR7bXWjYuTOdZsnNGNEEIRtlswSQks6KlQxasof1FQUxVVGlB0iRVosPF+UC59bumoT5zhfMxu9YlRCnMiyon+epzi0M+vDcyvN7JeVSFsTCbwiWZwKI/PtnQpklnNnNzyXoZs72h2+bvLnfX0tQMKIIAjbnNLdrP/ZIwGnL6hMi71NXytWn0SnUlk9I6takSRGxUZsxWiqwOC3ej38c9Jmn11KnCTSWSgcVtVnw7bxrATJ8qya5Tt+WzSY5NRKdCqM2JuDSINzL62IizYeAIzZDJBlsDc00ZkMsjm5zK0rAwkjgiBs839O6dT/vKovUhEPI2BuK429ILhdk7ZC0YqRANdpM2x1PSsrevSIGZEVo+Yyg9+AMV/j90oI+vi9pBjbeOVfqHlupUmSZHsAW6+YuRRmTga/AWMz082cnW6Y6lAYMR+idpvX0BLygzl9TDo8mzckjAiCsM3ijkZcfkYvPBLwz68/pWLnzt5Kczrw6YRi22EiKzaAGorKigAFDSYr0UqzGEfC08uq2caMkdFK4/MYWDHVNKNXjFy+QbAzV2WGh8mpXjFy2Epjgsqun5jP69ErZbXiZVSZt3kEQcw7/t/VZ2M6nUNThapFgKmVpj2Bjmorwl0V8FEq9sJhuD6L+Tmw1fVYMotYMovuWavrIoevrcRj8JzvMWPVXBLgPwBv18uI18/ALAZzsmK5LeYmDoThZvhaURSTwaT9NyntjQFMTmdqZs6IKkYEQThCkqSKiiLAaKXFkllkc7IeZNvZLF4YFXux5F2tKHx28e0wUcLEfG6pCoaoVl7YYoCtLCv69XGrGAXtVU94RaKYf4Z2qkZGHIibVpp6tpNW2kwmh7Q2H+RkK66QP1k1IWFEEETdYJ5HmJjO6MKoq4rCyAgwFScSS1UweAe4mjGHuRYa/DZfExMTvLAiygBgyjT8zUuc2a0YxTiJ46DPi4A2p2UnkoQFKfMIsHXSSmNiyueR0BiwP+vXZspqqwVIGBEEUTf4vB50aD4pw7EkTlSwlVZoGDiTk/XB20pFksyG14tyIZhAyOQUpLKFN4ZigrbymCgr90LNfiYBjgP4toevObbyrLQvZ8PjMYjwcN1udDZn5uZsEZAwIgiiruhrUeNHhqJJUytN/PA1EyfmGQz2giBJ4pyvgdLDwCJnnJjjt/mc2cQFbeVZHb4WUbGzP3zNT5w62UzjsRlZ6N+3VdzOOLGvm6SKEUEQhH16tFy2oVjSNHwtPqutkAEeiyaJNPgd+8dYoZRIEDnjxBy/zecUP1/M8HX5AFv+999u1YbnnJVdUQbw2Yxk22TOWmnq74FbYUQVI4IgCAf0thittOFY5VpprFWWn9PGXLcrZC5Z4IVapI8RYLzYFtsOE1UxYjNL5bbSeLax9LMtRqEAQCqb09uMPKqGurGljeFrHv8G2M8vnZWRzORsfW3U5fC3m4w4EZAwIgiirujVKkbHJmdwfHIGALCwLST83NYCA6KVCLAFSr9Qixy+BmC5YsR7+Nyqp48Ig00ncSQAuBidlhLB5a7BjTBrCvh0vyy7AkWfMaKKEUEQROVhrbRdRyaRlRX4vZL+MZG0m3La2IZWtMIVo9kv1OZVdXEhtqVbO7ziMGYz29OnGCJaeXbmfIytPOdxHIXPttFK41Ax8ngkxyaPzC7AqTAjYUQQBOECFmD7ymgCALCgNSR0vofBWmlZU2hqtStGiXQWsoCcsvyzrc4YcR6+NlVfSoW58gpwNWNUbSzEkXAWhnatAsy3dfszcBoLYrTSSBgRBEFUnBU9zXl/X97VXOSWfGnwexHS1sEnE+oT+ASHKAYrFBsGZn/nnVNmplxmmajh6wa/FwEv8/QpLhJEVKyctNL4xZHYqxgpisJtzsqp+3WUWmkEQRDVo7UxgG7TsPWZC1srdjZrmbHATDaILdLDCCjvuh3hnFNW6Oxisz7Gi7IAg0kLsSAifJysmksCpvvPyS7BquM3I5HOcasasvtgV6BMsq00lxWjWDIDuUTbtFKQMCIIou54/cou/c/nLGmr2LmzowsmdGEkesao8Au1yABZRrPlVprIENviL9S8hYn53KlUtqjjN4P38Ldt121NxPCoGkbKVAeLYQxfO3uDwASdokBvU1cTEkYW2bx5M1avXo3169dX+1II4qTnAxcsQ2dzEK9b0YXzlndU7FzzADZgtNJaBFeMzNEcZkStypuJlGjtyLKCqbQ4HyX9fpd4sRRTMVLPzckKptOlV9d5b+WFy9gjFD/ffdXQ6do8qzA5rRg1+L26qKuFlf3KJkDWMZs2bcKmTZsQi8XQ0tJS7cshiJOaFT1hbP/sRQAgrIVUCDZkzQTRZMUqRoVXuA3H5erktInIKTNTzipA/Rz/qlnI74XXIyGnbf2VCks2Zpz4VozsBtjyuP9OozmiLp2vAXVObziWQnQmg0WOvwsfqGJEEERdIklSRUURALQzLyOtYqSH2Ao2mGQvuumsjFTWqGC43QaydnZxcaLnlHn55ZTln11+EFnEVpokSUWrdLOJcW4l2m2lGa1E9/efVb3sDF9nTXmBPEJsa2EAm4QRQRCERVjFaHw6jXRW1itH3YIjScyr6+YXTCO8U1wrjzlQF2pniXbdDlsZvhbko2Q3koSXXYLdrTSeVUM7Q+f6+aafj5uKEQkjgiCIOoSF1Y7GUzih5bT5vZLwVpq3SGYZ2wZy8069HM0lBqBFt/KsiBMRFSP1bGsmj7wH4O0MfgN8twLttvEAo53cHPTB53UuKUgYEQRB1CG9LWr0yFAsiZFYEgDQ1RysSEuv0IZWtAI+SqVbaWKHv8ttpWVyMma0XC/uFSOLa/O87QrY/ZAVdRW/HDxbeU5y2mKchs+dzjeJgIQRQRCERfpa1JbZYDSJETZfVIE4EqCwQNGdtx2uSVuh1Faa0UYSVTEq3sYD8ltszYJaaVOpMjNGnKtmbPAbsNZOi3EUZlZ8o2bDSxxTxYggCKIOYcJodCqFYxNqgG234MFrhu5AbXrhmHS5Jm3tXPXFMpmRkcnJeZ/TXxSD1Y0jaQx44XfRxnFytn4NKb5VM0mSLM1WMQxhxmP42npGHIOXOCZhRBAEUYe0NwUQ8HqgKMBzr04CAHoilRFGbbOsAgD3UQxWMA9+z36h5r2RNZtyg8giDS6b9Xkba8PXLQIMJsudrZ7Pz+DSSSuNKkYEQRAnMZIkoVerGv3llXEAwOL2xoqc3d6kWQVo7TPAqBgxR24R+LwePSOuWCSJsBmjMnM+vF2n8862YLSo5pQJMJgMlhaEZngaXDabBr+tRnPwcj53ai4pAhJGBEEQNljQagxgA8BAR1NFzmXiZ1zzUJJlRd8IElkxAopvK1VqXb9W40im0znkNAHBcyuuXAyLGV4BskD+z5E5mpeDl10CVYwIgiDqlJW94by/D3RWRhi1N+bHkUyls9zCQ8tRLsRWdCuteICtuIqVla00JhR9HgkNfn4vpxEbwoin83bQ50VAm9WyOoDNq2LFNisnp0kYEQRB1BWr+gxh1Bz0YVmFhJFeMdKqRJMJ9QUk5PcKcZ02U2zWh/eq+txzjapNIU8fkRUrK2aHZmHI07LBOLu8SOC9GWhup1mBdyuNKkYEQRB1xmtP6dT/vG5xqytTOzvMrhjp5o6CzSWBfNNBM+LX9dXvm8kpSGXlOZ/nHeBqxkokiKiKlT4EbamVxtfg0koLMf98XsPX6r/vWDJjeb5JFCSMCIIgbLCwrREfunAZFrSG8PGLV1TsXFYxYltpExWIA2EUa6WJHH4GgKaAD6wQU8iNWWTFyprrttg4knJbaWaDS14/AyvBvWZ4iVNWMVIUe3YBIiBhRBAEYZPPvGkV/vxvf4NzlrRV7Mz2pvyK0ahmMMliSkRSbEtqkkOqeik8HgnNgeIv1CIjScqZS5qvyWxpwAOr7Szzz4SXwaXdlX3Dx8nd+QGfB40BtSXMqqHVgoQRQRBEHcBaafFUFumsrGe1dVXAYLJY9YTZBVQikqRQW4m3uWKhc6vRSrMaJMsGr5sChls2v7PtVozc/wxqZc6IhBFBEEQdEG7w6S9+k9NpnIhXUhhpHjOmF8tkJoe0Nvcjsp1X6oW6Euv6hRy/jfP5rcrnnW2xamPMeHH0ULIZC8JTHDJhVO3NNBJGBEEQdYDHI6FNq8yMJUzCqLlyFSPzCzV78fJ6JDQFxG3Flarc8DQ3nE0px2+GKGFmdfhahPO3PmNkoZWmGlzyuwaqGBEEQRC26NRE0HAsWdGKUXMBcaJvxYX8XFfVZ1NqCFrkun4px++55/NupVnMaRNwvp2ttFRWRian5H2dG/SKEQkjgiAIwgr9muv2YDRpzBhVoGJUyHCQ5bSJDLAFgGa9jVdoK020wWRhx2/R5+tCtEzVRkRWXbONVhr7uUiSukHoFjarVu1YEBJGBEEQdUJ/q5rTdnxyBiNaJEklZ4zyK0ZiN9KMs4vP27AXUNEGk8VmfZgw4bURpp9rMStNTE6b9a0081aeh8PwN7XSCIIgCFv0tagVo31Dcf1FmVWRRMKEh/kFi1WMKpXTNrutlM7KuumjKGHUXGZDa0rQVpyVwW/AqOrwrBjZ2UrjLUyN4Wta1ycIgiAswCpG2w6OAwA6mgJo4uyhU4i2JvUFayJhRHOwGSPRFaNImTgSgH/FxjibVU+q00oDgERJHyVNmHH8N2Bn+Jr3/W/RthupYkQQBEFYol+rGLEXjkXtjRU5t6NJbdelczIS6VzeNYh23i4XYMvTw8fq2bOvgfe6vt/r0UNpS1VuWLtLzIyR9Zw2bsKI1vUJgiAIO5zS3Zz390oF2IYCXv2FWs9qE+x6zSgnjETFkQDl4zFEbaWpZ5dvaQmZMbK4Eafehm8rrZVmjAiCIAg7dDQH0d/SoP/9rMWtFTubOW+P6SG2lRFGukCYE2ArblWfUWreRvXwEW8wWWoAm22F8YwkYYPfdoaved3/Nu3f2HiCZowIgiAIi6xf2m78eaC9xC350jYrq40NyLL5I1EUEwhs+Jyn6/NsjIrRXHGSzMjIyszDR1wkSSmBIrKVNp3OIVcm5Z53xaw7orZsxxLpsmeLRPzUHkEQBMGNj/7NKTgwMoXXLOvAqr5Ixc5lIbbjeoit+v9OwT5KxVo7IlyfrZ6tfszw8Gn083f+thLmKqKVNtvxu5RPFW8fpY6mACQJyMkKxhPpilhRFIKEEUEQRB1xSncYv/uXCyp+7hxhpBlMssFsURTfShM/Y8TOLuihxNnDZzaGuaSFrTSO4jDg8yDo8yCVlRFPZUoKI96Pgc/rwYdftxzNDT4EvNVraJEwIgiCIMqiz39Mq22Oca2V1hmuzFYa8/Txay+YhoeOuJexQlEoDN6Dx3POZrM+pbbSBM04hRt8SE2lLYTY8hdm/3rZady+l1NoxoggCIIoS4dpxmg8kYaiqG2kdsHr+ubWTl4kiSaM2gSeX6qVJmK+p/DZhYevc7KiWyfwN5i0ZvIoOpKlWpAwIgiCIMrChq/HEmm9jdbWGIBPcMvDHOZqrp6w4e9WgVltpQRCpXLailVtzD8Lnltp5u9XLi8tnhJbNasWJIwIgiCIsrAZo7GplC6MOpvFVosYhcJcK2EXUGorTaSHkfnsYuKEiZKgz4OAj+9LuVX3a93gMkQVI4IgCOIko1fzTxqMJis2eM1gVSGz8R8zmBTpvB0xVW1YFApDfMVIS5ov47pdLQ8lwJjzEjkAXw1IGBEEQRBlWaiF1Q7HkjgyNgMA6DOZTYqEiZ8JU7ioEUkivpUmK6qvjxnzVpoI9GiOsjltAly3G8q30kQbXFYTEkYEQRBEWTqbgwh4PZAVYMeRCQDAgrZQRc5u08TPxLS5YqTNGAlspTX4PXoO29xIErHVknCZOBImmIRUjCx4KIk2uKwmJIwIgiCIsng8Evpb1QrR9oPjAICFFRNGasVoUvNQkmVFrxiV8tlxiyRJRdtK1R6+jgusWDWX2MYzzld/Hh5JDfKdT5AwIgiCICzBKkQzGbWttKC1sSLnGq009cU4nsqCJUZULMS2SFabKB+lcu0s3q7TZsIljC1nn98c9EGS+BtcVhMSRgRBEIQlFrc35f19ZW+4IueyVhprn0U1gdQY8CLoE1utKJZyb/gYCWqllfESmhI5Y1RiG48hupVYTUgYEQRBEJZYt6hV/3N3OFixLKu2WcPXkzPi54sY4SKVG9GtNCZO0jkZqWxuzueZMBHRSqtWgG2tQMKIIAiCsMT6pe36nzeY/iya1lnD12xVv0Ww6zZgHoKubFZbMcfv2R8T0cqzYvA4XzfSABJGBEEQhEWWdjbhYxedinWLW/Hxi0+t2LnMdXtSrxgxc0fxL8rFYkGYh4+odX2vR9KHmgsJFJGtPL2NV6JiNJ9bafNP6hEEQRDC+MQbV+ATb1xR0TNnr+uPxjWDyWbxrbxCIkFRlIr4KDU3+JBI5wq2tPRWmsCKUemtNKoYEQRBEERVYFtpsWQGOVnBCc15u6sCwqi5wLr+dDqne/hUwmAyVjCSRLzztZVWmqiKWTUhYWSRzZs3Y/Xq1Vi/fn21L4UgCOKkgg1ZK4rqeH1CqxhVYvi7UCuNtfL8XkkPuBVBqVkfoc7X2rkzmRyyObngbUTPWFUTEkYW2bRpE/bs2YPt27dX+1IIgiBOKnxej95OOxFPVVgYaZ4+JnHC7AJaQgGhHj7F5psAI0RWpMEjACRSczfiALHO29WGhBFBEARR8/REWIjtTGWFkZ40b4oj0ewCRA9/l1qbnxK4leb3etDgV+VBoTYeQDNGBEEQBFFVWGDtUDRZ0RmjQlWbmD54LdYuoLlIZll+gKsou4DS7tfkY0QQBEEQVaS3RY0jOT45gzFNGHVXq5Wm2wWIjiMpPHxtDnAVsZWmnl3a5NGIBKEZI4IgCIKoOL1aK+2vr0YhK4DPI6G9SbzBI6vaxMzD19qMkWjn7WLD16ytJwkMcC23mWb4GFHFiCAIgiAqDmulPX1wHIAaaOvzin8JCxdY12cVo0ilAmyLxJGIDHA1BGHhGaMpmjEiCIIgiOqxoE1tpc1k1C2pxe2NFTm3RduGS2VlJLWzJytg7ggUb2cZcSACzSWLzDfNvoYwtdIIgiAIovKs6Ann/X2go6ki54aDPvi9alVmPKFuo+mu18JbaXPnm8x/F1mtaS7RSsvkZF2gUsWIIAiCIKpAVziIzmZjpmjd4taKnCtJxiyTLoz0EFvBwqihcDtLjwMR6DodLlExSpg+Jmr4u5qQMCIIgiDqgo1LO/Q/rx9or9i57U3q9tuotg1n+BhVp5VWiRknPSOuhOt2g98DfwXmvCrN/JN6BEEQxLzkE288FccmZ3D5Gb1YVKEZIwDomFUxGptKax8XaxcQLhLmWgm7gOYSrtsxfSNt/s0XASSMCIIgiDrhlO4w7t302oqfa26lKYqiC6NOwT5KuodSKgtFUfQNtIoII72VNncrTZ9xmocBsgC10giCIAiiJEwYjSXSiCWzSGvBqh2CfZRY1SYnK0hmjDDXyrTSis8Yzec4EICEEUEQBEGURG+lTaX1OaNw0IcGvxhzRUaj3wtmU1TIR0lkxahUgC0TS/Nx8BogYUQQBEEQJWlvNipGo1qAreg2GgB4PJLe0oqnKhtJUswqADC5Xs9DDyOAhBFBEARBlMQYvk5hVB+8Fh9HAhQewI5VcMYoXqCVFqNWGkEQBEGcvHQ0q9Wh8UQaYwmtYtQsvmIEVC/EtlRWGrXSCIIgCOIkpksTQcOxFIaiSfVjFWilAea1+erMGM1kcsjk5LzPxef5uj4JI4IgCIIoQV+rGmA7k8nh+WNRAMBCLbtNNCx2hOWzKYqit7JECqMm0yp+okhWG63rEwRBEMRJSNDnRbdWIdp2cBwAsLCtMgaTbdos08S0Ots0lcoiJysAxAojv9eDBr8qEWZvplUiq62akDAiCIIgiDKwClE6K+f9XTRtWh7bxKwA24BJuIhC30wrVjGiVhpBEARBnJyc2h3O+/uyrqaKnNumb8Spgshs7sicsEURKeJlxCJBaPiaIAiCIE5SzlgQ0f+8rLOpYtWS9kZVGE1qrbToNBu8Fi9KmhsKx4KwChK10giCIAjiJOXcgXb9z+tNfxZNqyaMxjVhNKa11DoqYBfQXCTEloavCYIgCOIkZ1VfBB963TKcvbgV//yG5RU7l+W0sRmjce3/nc3iDSaNIFlDGCmKYqoYzc8Zo/kp9wiCIAiCM5+5fFXFz2xv0oavtRbamJbV1l4B520mfMwVo0Q6p2/FRSrQzqsGVDEiCIIgiBqFtdKiMxlkczJGWSutSXwrrZD7tXkrLiQ4RLdakDAiCIIgiBql1eRVNDmTwfhUdVtpbAi8Eltx1YKEEUEQBEHUKD6vRzdynJw2straK1Axai6wrs8qRq2N83O+CCBhRBAEQRA1DZsnGp1KY2yKbaVVYsZIFUYxU05brAI5bdWGhBFBEARB1DC9ETWrbSiaxIm4WjGqRCutNaTNN00bwmhymoQRQRAEQRBVpL9VjR/ZOxRHXJv36WsRH0mix5Foc0WAqZVGwoggCIIgiGqwQMtl23FYDbBtCfnRVAFzxRZNGE3OGBUjcyTJfIWEEUEQBEHUMAta1Vba9kMTAIC+loaKnNtqiiNRFNW7KEozRgRBEARBVBPWSmMsbGusyLmslZbJKZhO5wAY1SPaSiMIgiAIoiosmiWETusNV+TckN+LgFeVCWzOiLbSCIIgCIKoKks6GvOEyMoKCSNJkvTKENtGIx8jgiAIgiCqiiRJOHdJm/73cwfaStyaL8WE0XyuGM3PBDiCIAiCmEfceOlKDEaTuHhVd0VW9Rn6APaM2kob17LaWkLifZSqBQkjgiAIgqhxVvVF8PuPXVDxc5lf0cR0BslMTo8H6WoWH0lSLaiVRhAEQRBEQVgrLTqdxphWLQp4PYiE5m9dhYQRQRAEQRAFadNaaRPTGYxqcSQdzQFIklTNyxIKCSOCIAiCIArSqbXMTsRTGJ0yhNF8hoQRQRAEQRAF6Y6owmgolsTYlNpK65zH80UACSOCIAiCIIrQG1HjR4ZjSZzQKkYkjAiCIAiCOCnpbTEJozi10giCIAiCOInp0SpGyYyMFwdjAIAFrZXzUaoGJIwIgiAIgihIg9+rr+zvODwBAFjYRsKIIAiCIIiTFOa0nZUVAHNDbecbJIwIgiAIgijKip5m/c8eCVhIwoggCIIgiJOVlb1h/c8resIIBbxVvBrxkDAiCIIgCKIo5y5p1/98zpK2Kl5JZSBhRBAEQRBEUc5d0oY3n9mHFT3N+OCFy6p9OcKZvylwBEEQBEG4xuORsPkfzq72ZVQMqhgRBEEQBEFokDAiCIIgCILQIGFEEARBEAShQcKIIAiCIAhCg4QRQRAEQRCEBgkjgiAIgiAIDRJGBEEQBEEQGiSMCIIgCIIgNEgYEQRBEARBaJAwIgiCIAiC0CBhRBAEQRAEoUHCiCAIgiAIQoOEEUEQBEEQhAYJI4IgCIIgCA1ftS+g3lAUBQAQi8WqfCUEQRAEQViFvW6z1/FikDCySTweBwAsWrSoyldCEARBEIRd4vE4Wlpain5eUspJJyIPWZZx/PhxhMNhSJLE7fvGYjEsWrQIR48eRSQS4fZ9a4X5fv+A+X8f5/v9A+b/faT7V//M9/so8v4pioJ4PI7+/n54PMUniahiZBOPx4OFCxcK+/6RSGRe/mNnzPf7B8z/+zjf7x8w/+8j3b/6Z77fR1H3r1SliEHD1wRBEARBEBokjAiCIAiCIDRIGNUIwWAQn//85xEMBqt9KUKY7/cPmP/3cb7fP2D+30e6f/XPfL+PtXD/aPiaIAiCIAhCgypGBEEQBEEQGiSMCIIgCIIgNEgYEQRBEARBaJAwIgiCIAiC0CBhVCNs3rwZAwMDaGhowMaNG/H0009X+5Ic8ZWvfAXr169HOBxGd3c33vrWt2Lfvn15t3n9618PSZLy/vunf/qnKl2xPb7whS/MufbTTjtN/3wymcSmTZvQ0dGB5uZmvP3tb8fw8HAVr9g+AwMDc+6jJEnYtGkTgPp7/B577DG85S1vQX9/PyRJwr333pv3eUVRcNNNN6Gvrw+hUAgXX3wx9u/fn3eb8fFxXH311YhEImhtbcX73/9+TE1NVfBeFKfU/ctkMvj0pz+NNWvWoKmpCf39/XjPe96D48eP532PQo/5V7/61Qrfk+KUewzf+973zrn+yy67LO829foYAij4+yhJEr7+9a/rt6nlx9DK64KV584jR47gzW9+MxobG9Hd3Y1PfepTyGaz3K+XhFEN8LOf/Qw33HADPv/5z2Pnzp1Yu3YtLr30UoyMjFT70mzz6KOPYtOmTfjLX/6CBx54AJlMBpdccgkSiUTe7a6//noMDg7q/33ta1+r0hXb5/TTT8+79ieeeEL/3Cc+8Qn89re/xS9+8Qs8+uijOH78OK688soqXq19tm/fnnf/HnjgAQDAO97xDv029fT4JRIJrF27Fps3by74+a997Wu49dZbcfvtt2Pbtm1oamrCpZdeimQyqd/m6quvxgsvvIAHHngA9913Hx577DF88IMfrNRdKEmp+zc9PY2dO3fic5/7HHbu3Ilf/epX2LdvH/7u7/5uzm2/9KUv5T2mH/3oRytx+ZYo9xgCwGWXXZZ3/T/96U/zPl+vjyGAvPs1ODiIO+64A5Ik4e1vf3ve7Wr1MbTyulDuuTOXy+HNb34z0uk0nnzySdx111248847cdNNN/G/YIWoOhs2bFA2bdqk/z2Xyyn9/f3KV77ylSpeFR9GRkYUAMqjjz6qf+x1r3ud8rGPfax6F+WCz3/+88ratWsLfm5yclLx+/3KL37xC/1jL774ogJAeeqppyp0hfz52Mc+pixfvlyRZVlRlPp+/AAov/71r/W/y7Ks9Pb2Kl//+tf1j01OTirBYFD56U9/qiiKouzZs0cBoGzfvl2/zR/+8AdFkiTl2LFjFbt2K8y+f4V4+umnFQDK4cOH9Y8tWbJEueWWW8ReHCcK3cdrr71WueKKK4p+zXx7DK+44grlb/7mb/I+Vk+P4ezXBSvPnb///e8Vj8ejDA0N6be57bbblEgkoqRSKa7XRxWjKpNOp7Fjxw5cfPHF+sc8Hg8uvvhiPPXUU1W8Mj5Eo1EAQHt7e97Hf/zjH6OzsxNnnHEGPvOZz2B6eroal+eI/fv3o7+/H8uWLcPVV1+NI0eOAAB27NiBTCaT91iedtppWLx4cd0+lul0Gj/60Y/wvve9Ly80uZ4fPzMHDx7E0NBQ3mPW0tKCjRs36o/ZU089hdbWVpx77rn6bS6++GJ4PB5s27at4tfslmg0CkmS0Nramvfxr371q+jo6MC6devw9a9/XUiLQiSPPPIIuru7sXLlSnz4wx/G2NiY/rn59BgODw/jd7/7Hd7//vfP+Vy9PIazXxesPHc+9dRTWLNmDXp6evTbXHrppYjFYnjhhRe4Xh+FyFaZ0dFR5HK5vAcbAHp6erB3794qXRUfZFnGxz/+cbz2ta/FGWecoX/8H/7hH7BkyRL09/fjueeew6c//Wns27cPv/rVr6p4tdbYuHEj7rzzTqxcuRKDg4P44he/iAsuuAC7d+/G0NAQAoHAnBecnp4eDA0NVeeCXXLvvfdicnIS733ve/WP1fPjNxv2uBT6/WOfGxoaQnd3d97nfT4f2tvb6+5xTSaT+PSnP413v/vdeQGd//Iv/4Kzzz4b7e3tePLJJ/GZz3wGg4ODuPnmm6t4tda57LLLcOWVV2Lp0qV4+eWX8f/9f/8fLr/8cjz11FPwer3z6jG86667EA6H57To6+UxLPS6YOW5c2hoqODvKfscT0gYEcLYtGkTdu/enTeDAyCvr79mzRr09fXhoosuwssvv4zly5dX+jJtcfnll+t/PvPMM7Fx40YsWbIEP//5zxEKhap4ZWL4/ve/j8svvxz9/f36x+r58TuZyWQy+Pu//3soioLbbrst73M33HCD/uczzzwTgUAAH/rQh/CVr3ylLqIn3vWud+l/XrNmDc4880wsX74cjzzyCC666KIqXhl/7rjjDlx99dVoaGjI+3i9PIbFXhdqCWqlVZnOzk54vd450/fDw8Po7e2t0lW55yMf+Qjuu+8+PPzww1i4cGHJ227cuBEAcODAgUpcGldaW1uxYsUKHDhwAL29vUin05icnMy7Tb0+locPH8aDDz6ID3zgAyVvV8+PH3tcSv3+9fb2zlmEyGazGB8fr5vHlYmiw4cP44EHHsirFhVi48aNyGazOHToUGUukDPLli1DZ2en/m9yPjyGAPD4449j3759ZX8ngdp8DIu9Llh57uzt7S34e8o+xxMSRlUmEAjgnHPOwdatW/WPybKMrVu34rzzzqvilTlDURR85CMfwa9//Ws89NBDWLp0admv2bVrFwCgr69P8NXxZ2pqCi+//DL6+vpwzjnnwO/35z2W+/btw5EjR+rysdyyZQu6u7vx5je/ueTt6vnxW7p0KXp7e/Mes1gshm3btumP2XnnnYfJyUns2LFDv81DDz0EWZZ1UVjLMFG0f/9+PPjgg+jo6Cj7Nbt27YLH45nTfqoXXn31VYyNjen/Juv9MWR8//vfxznnnIO1a9eWvW0tPYblXhesPHeed955eP755/MELhP5q1ev5n7BRJW5++67lWAwqNx5553Knj17lA9+8INKa2tr3vR9vfDhD39YaWlpUR555BFlcHBQ/296elpRFEU5cOCA8qUvfUl55plnlIMHDyq/+c1vlGXLlikXXnhhla/cGp/85CeVRx55RDl48KDy5z//Wbn44ouVzs5OZWRkRFEURfmnf/onZfHixcpDDz2kPPPMM8p5552nnHfeeVW+avvkcjll8eLFyqc//em8j9fj4xePx5Vnn31WefbZZxUAys0336w8++yz+lbWV7/6VaW1tVX5zW9+ozz33HPKFVdcoSxdulSZmZnRv8dll12mrFu3Ttm2bZvyxBNPKKeeeqry7ne/u1p3KY9S9y+dTit/93d/pyxcuFDZtWtX3u8k2+R58sknlVtuuUXZtWuX8vLLLys/+tGPlK6uLuU973lPle+ZQan7GI/HlRtvvFF56qmnlIMHDyoPPvigcvbZZyunnnqqkkwm9e9Rr48hIxqNKo2Njcptt9025+tr/TEs97qgKOWfO7PZrHLGGWcol1xyibJr1y7l/vvvV7q6upTPfOYz3K+XhFGN8O1vf1tZvHixEggElA0bNih/+ctfqn1JjgBQ8L8tW7YoiqIoR44cUS688EKlvb1dCQaDyimnnKJ86lOfUqLRaHUv3CLvfOc7lb6+PiUQCCgLFixQ3vnOdyoHDhzQPz8zM6P88z//s9LW1qY0NjYqb3vb25TBwcEqXrEz/vjHPyoAlH379uV9vB4fv4cffrjgv8lrr71WURR1Zf9zn/uc0tPTowSDQeWiiy6ac7/HxsaUd7/73Upzc7MSiUSU6667TonH41W4N3Mpdf8OHjxY9Hfy4YcfVhRFUXbs2KFs3LhRaWlpURoaGpRVq1YpX/7yl/NERbUpdR+np6eVSy65ROnq6lL8fr+yZMkS5frrr5/zxrJeH0PGd77zHSUUCimTk5Nzvr7WH8NyrwuKYu2589ChQ8rll1+uhEIhpbOzU/nkJz+pZDIZ7tcraRdNEARBEARx0kMzRgRBEARBEBokjAiCIAiCIDRIGBEEQRAEQWiQMCIIgiAIgtAgYUQQBEEQBKFBwoggCIIgCEKDhBFBEARBEIQGCSOCIAiCIAgNEkYEQdQFjzzyCCRJmhM0WSm2bt2KVatWIZfLcfl+//Zv/4aPfvSjXL4XQRD8IOdrgiBqjte//vU466yz8M1vflP/WDqdxvj4OHp6eiBJUsWv6ZxzzsENN9yAq6++msv3Gx0dxbJly7Br1y4sW7aMy/ckCMI9VDEiCKIuCAQC6O3trYooeuKJJ/Dyyy/j7W9/O7fv2dnZiUsvvRS33XYbt+9JEIR7SBgRBFFTvPe978Wjjz6Kb33rW5AkCZIk4dChQ3NaaXfeeSdaW1tx3333YeXKlWhsbMRVV12F6elp3HXXXRgYGEBbWxv+5V/+Ja/9lUqlcOONN2LBggVoamrCxo0b8cgjj5S8prvvvhtvfOMb0dDQoH/sC1/4As466yz88Ic/xMDAAFpaWvCud70L8Xhcv80999yDNWvWIBQKoaOjAxdffDESiYT++be85S24++67+fzgCILgAgkjgiBqim9961s477zzcP3112NwcBCDg4NYtGhRwdtOT0/j1ltvxd133437778fjzzyCN72trfh97//PX7/+9/jhz/8Ib7zne/gnnvu0b/mIx/5CJ566incfffdeO655/COd7wDl112Gfbv31/0mh5//HGce+65cz7+8ssv495778V9992H++67D48++ii++tWvAgAGBwfx7ne/G+973/vw4osv4pFHHsGVV14J8/TChg0b8Oqrr+LQoUMOf1oEQfDGV+0LIAiCMNPS0oJAIIDGxkb09vaWvG0mk8Ftt92G5cuXAwCuuuoq/PCHP8Tw8DCam5uxevVqvOENb8DDDz+Md77znThy5Ai2bNmCI0eOoL+/HwBw44034v7778eWLVvw5S9/ueA5hw8f1m9vRpZl3HnnnQiHwwCAa665Blu3bsV//ud/YnBwENlsFldeeSWWLFkCAFizZk3e17PvefjwYQwMDFj/IREEIQwSRgRB1C2NjY26KAKAnp4eDAwMoLm5Oe9jIyMjAIDnn38euVwOK1asyPs+qVQKHR0dRc+ZmZnJa6MxBgYGdFEEAH19ffpZa9euxUUXXYQ1a9bg0ksvxSWXXIKrrroKbW1t+u1DoRAAtfJFEERtQMKIIIi6xe/35/1dkqSCH5NlGQAwNTUFr9eLHTt2wOv15t3OLKZm09nZiYmJCUvns7O8Xi8eeOABPPnkk/jTn/6Eb3/72/jsZz+Lbdu2YenSpQCA8fFxAEBXV5eVu0sQRAWgGSOCIGqOQCDAzS/IzLp165DL5TAyMoJTTjkl779Sbbt169Zhz549ts+TJAmvfe1r8cUvfhHPPvssAoEAfv3rX+uf3717N/x+P04//XRH94cgCP5QxYggiJpjYGAA27Ztw6FDh9Dc3Iz29nYu33fFihW4+uqr8Z73vAff+MY3sG7dOpw4cQJbt27FmWeeiTe/+c0Fv+7SSy/FXXfdZeusbdu2YevWrbjkkkvQ3d2Nbdu24cSJE1i1apV+m8cffxwXXHCB3lIjCKL6UMWIIIia48Ybb4TX68Xq1avR1dWFI0eOcPveW7ZswXve8x588pOfxMqVK/HWt74V27dvx+LFi4t+zdVXX40XXngB+/bts3xOJBLBY489hje96U1YsWIF/u///b/4xje+gcsvv1y/zd13343rr7/e1f0hCIIv5HxNEARhgU996lOIxWL4zne+w+X7/eEPf8AnP/lJPPfcc/D5qHhPELUCVYwIgiAs8NnPfhZLlizRh6vdkkgksGXLFhJFBFFjUMWIIAiCIAhCgypGBEEQBEEQGiSMCIIgCIIgNEgYEQRBEARBaJAwIgiCIAiC0CBhRBAEQRAEoUHCiCAIgiAIQoOEEUEQBEEQhAYJI4IgCIIgCA0SRgRBEARBEBr/P+G/mioe/M7pAAAAAElFTkSuQmCC", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# At the synchrotron the beam is linearly polarized along sigma direction\n", "beam.LinearSigma()\n", "\n", "# and we assume that an external magentic field aligns the hyperfine field along beam direction\n", "site.isotropic = False\n", "site.magnetic_theta = 0 # polar angle with respect to beam propagation\n", "\n", "plt.semilogy(*time_spectrum())\n", "plt.xlabel('time (ns)')\n", "plt.ylabel('Intensity ($\\Gamma$/ns)')\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": "3.11.9" }, "widgets": { "application/vnd.jupyter.widget-state+json": { "state": {}, "version_major": 2, "version_minor": 0 } } }, "nbformat": 4, "nbformat_minor": 5 }