{ "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) = 8.487550450450646e+28\n", " .average_mole_mass (g/mole) = 55.868105434026994\n", " .isotope_number_density (1/m^3) = 1.7985119404504918e+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", " .isotropic = True \t 3D distribution in mag and efg. Random mag or efg distributions are ignored.\n", " random magnetic distribution: none\t dist points: 1\n", " random quadrupole distribution: none\t dist points: 1\n", " total number of distribution points: 1\n", "\n", "Sample\n", " .id: \n", " .geometry: f\n", " .angle (deg) = 0.0\n", " .divergence (deg) = 0.0\n", " .length (mm) = 10.0\n", " .roughness (model): a\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", "# 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: Sample, .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) = 5.064637e-10\n", " .gamma_electron (eV) = 4.158067e-09\n", " .quality_factor = 3.089806e+12\n", " .internal_conversion = 8.21\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", " .interference_term (beat) = 0.0\n", " .magnetic_moment_ground (eV/T) = 2.85627845959275e-09\n", " .magnetic_moment_excited (eV/T) = -4.8932348380110005e-09\n", " .nuclear_cross_section (converted to kbarn) = 2557.671207310153\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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bNr9jVPeYjYZItVsx49LeAIAl3+9H9SmOINJ6dfUeAMBvzuqEnnkZUXvfpvy6Ty5+dXo26twePLv852a/zw/7T+KjH4tgMgEPXtb7lD+D353TGT1zM3CyynVKweZnP5Vg3d4TcNrMuMcXVMWDw2rB9F/3BAC89u0+1LujN6WFsq9cN7hTTAO6Qae1xt9+OwAA8PKXu7DzSEXU/4/i0hq88s0eAMBT1/ZDfpvYB/5kHAkLgLKzs2GxWFBS4j9So6SkBHl5ebqvmTVrFm688Ubceuut6NevH66++mo8/vjjmDNnDjwe7wHevn179OnTx+91vXv3xr59wVPZDocDmZmZfl/UMrRJs+O287oBABav3otol7x9u+sYtpeUI91hxUNjekf1vfVc0CsH+W1SUFrtwmc/6WdKI1Vb78Z/th4GAFw/9LSovGe4TCYT/nxJLwDAhz8cwo7DzbvIPfWpN8ty9aCO6N3+1I9fq8WMP1/qDSBeXbMHRysiH8nn8Qg8/el2AMAt53ZFbmZsur6CKeidg9apNpRWu/DfvSei8p4nq+rw6RbvfjdxeJeovGcoo8/MwwU926HeI/D6t6feHRno9e/2ot4jMLRLG1zYq/lZQ5JTwgIgu92Os88+26+g2ePxYMWKFRg+fLjua6qqqmA2+zfZYmkYegsAI0eOxPbt2/2e8/PPP6Nz587RbD5JZNyQfDisZmwtKsPWovKmXxCBN3w1IlcN6oBWqbGf0t1iNuHy/h0AACt8QcupWr3DO8dJbqYDg6LcnRGOvh2zUNA7B0J4L0iR+rmkHN/sOAaL2aR2XUXDBT1z0L9TFmpcHrzz3wMRv/7bXcew43AF0h1W/P788EagRpPVYlZHgX3+U+MpAZpj1c9HUO8ROMM3T1U8TBzRBQDw7voDqHFFL+sphMC76w74/g9eH5JRQrvApk+fjpdffhmvvvoqtm7dijvuuAOVlZWYPHkyAGDixImYMWOG+vyxY8fihRdewFtvvYXdu3dj+fLlmDVrFsaOHasGQvfccw++/fZbPP7449ixYwfeeOMNvPTSS5g6dWpCtpESr1WqHcO7twUArN55NGrvW+/24Itt3iDkurPjVzd2ke+iturnI1Hp2lixzXtx/HWf3LgNOQ404RzvBejddZFf5JRC5YLeOVGtXTKZTPidr11vrt0HTxMTcgbSBseZzsRMZqnUQi3fWhKV7Keyv8czW3Le6e2Qm+nwZrL2RCeTBQB7j1XhUGkNbBYTLmL2JyklNAAaN24cnnnmGTz88MMYOHAgNm7ciGXLlqmF0fv27UNRUZH6/JkzZ+Lee+/FzJkz0adPH9xyyy0YPXo0XnzxRfU5Q4YMwfvvv48333wTffv2xaOPPop58+ZhwoQJcd8+Mo7h3bwB0Jqdx6L2nluLylFZ50aG0xrTuXkCDTqtNVr5ujY27D95Su8lhMCqn48AAEadEdupAkI57/R2aJ/lRFlNPb7ZEX6Q6vEIfPSj9xxx/ZDod99d3r890uwW7DtehR8jGElY43KrEzHGol3h+tXp7WC3mrH3WFWzuxcVbo/ASt++cmEM5xcKZDGbcI7v+F2753gTzw7fat+5YFB+ay6lk6QSXgQ9bdo07N27F7W1tfjuu+8wbNgw9XcrV67E4sWL1Z+tVisKCwuxY8cOVFdXY9++fZg/fz5atWrl956XX345Nm3ahJqaGmzduhVTpkyJ09aQUY3ong0AWLv7eJNLa4RLORkP7ty8uU+ay2I24Xzf3C6n2g2251gV9h+vhs1iUrNkiWAxm3BRb+9F9T/bwt+mn4rKcKS8Fql2C0b0iH77U+1WdR6dLyJo15qdx1Dj8qB9lhNndkhcTWGaw4qRvs/1s1PsBtuw7wROVrnUyQ7jSZn36vvd0QuA1uzyBkCJ3O8psRIeABHFQ58OmUi1W1BeW49dURpNopyMh3SN/qSETVHuwCO5KOv50ndHP7hzG6TFeLK5pmi3KdzuGiVYOrdHdszWkVLqaL7YHv7fWmnXBb1yEr5G0kW9vRl1JdPXXMo2nX9Gu7gv+TDUd4xt2H8CriiNaPvBlz2NxaSiJAcGQJQULGYT+viKNjcfis6kiD8eOAkAOCvKa0aF4/wz2sFsAraXlOPQyeqmXxCEclE8v2f0ZwuO1Iju2bBZTDhUWtNoDbJglC7NWLZ/lO+9fzxQirKa8CYV/G63r10xmIU5Uued7m3Dhn0nUHkKa3Wt3O7dVy7oFf9t6tEuHRkOK2pcHvxScuo3MKVVLnXZkL4dOeo3WTEAoqSh1OlsPnjqM30fr6zDodIaAN7sUry1SrWjn297lIttpGrr3WoAoVwkE8lps6BXnvdv+YMvuAzF4xHqDN+xDEJzMpzqxJZbwth3Kmvr1XqbRIyqC3Ra21Tkt0mByy381qiLRGmVC1uLvds+skd2NJsXFrPZpB5nW6JwA7OlyPseHVulxGX0JhkTAyBKGmdG8wTqe4/ObVMTNsJHKQz9blfzLmob951EtcuN7HQHereP3+SHofTv5A3qNh1o+jPafaxSXe/t9Jz0uLTrxzACsy2HyuAR3gU9c+I8908w5/qCFqXuJVJr9xyHEEC3dmkxW8qjKcrSJlsOnfoNzE++92D2J7kxAKKkoWSAthwsi3hIcyDlJNw3jivNBxrWzVu70NyL2kZfDcTgzq0TXqeiGOCbWTicDJASJJ3ZISvmNSn9lAAojJFgSpCkBE1GcHZn776ycd/JZr3+W98+Nqxr4gqGlWAlGjcwSuYwkccvJR4DIEoaPXLSYbeaUV5bj/0nqk7pvZQTaCK6vxSDfcWbe49VNWu9KiUAGhjnET2hqEHqobImC6GVz6BfHKYg6KcGz01ffJXgOB7tCtfAfF9m7WBps+aOUvaVoV0Tt06WkgH66dCp38BsVjNAxvmMKP4YAFHSsFnM6O1b5+pU64B+MsAJNNNpQ+e23on/fiqKfHuUi9qAOCzQGa5u7bwrcJfX1ONEVeiC4z2+xVO7x7j7C/AGzwCw/0R1k6OQ4tmucHXL9hYRV7vc2F4S2Wzobo/A1qLEZzy7t0uDw2pGZZ1b/Rs3R1Vdvbqu2JnsAktqDIAoqZypFEKfQhq9orYeu456T8CJnONF+/9H2i1wpLwWRaU1MJkauneMwGmzIM9XN9PU6vB7j3mzeJ3jsIBlboYTdqsZbo9octTdPl+7TjPQwppmswn988Ovr9Lac6wSVXVuOG1mdGuXuKDOajGjlzqSs/k3MFuLyiAEkJPhSFg9ExkDAyBKKsod7OYIZvUNpNwN52U6kZ3uiEq7mqu5haG/HPZmAU5rk4r0BM//E+g0X1ZLGaasx+MR6u+VLFgsmc0mNaBRAi895TUuHPN1R8ajXZHomesNHn6JcEZoZd/qlZcZ1wk/9fSNwkAGJfvL7i9iAERJpZdvtNPPEXYDaCl1IInO/gANNUg/RRgA7Tziza70SOAdfTBdfIHDnqPBA43D5bWorffAYjahg2+IeqwpmaZQgZkSHLVNsyMjQaMDg1G68XZGOBGosm8ZYX9XA/5T6MJWugB75Rlj5CMlDgMgSirKRaCkrDbsSe0CbfdNxNbLAEPHlQBm77GqiJb42OnLAhipTkXRua23Dmjv8eBdYEr3WMdWKbDFaVbicDJTyu9OM1j2B/DW0ACIeE2w3Ue9z4/1VAPh6B2FGxhl+3sYYHsosRgAUVLJdNqQk+Htttp1pHmFlMpSGt0NkD3p0CoFNosJdW4Pistqwn6dehEwwDYEUrqO9oXoatobx+4vRWe1CyxUYBa/uqRIKRf8gyerUV3nDvt16jZlp8WkXZFQapAOl9eivJk3MMrxywCIGABR0lECl+aujq0UQCeyIFRhMZuQ39p3YT4afkCndIN0z0n8RS1Q+yxvl1aogK7opPd3HePU/QUAHX1/56LS4O0q8bW5fRzbFa42aXa0SrVBCGDX0fD2fSE0tVYGCOqyUmzITvfO3Lw7gv1dcbKqDkcrvDVaRriBocRiAERJR7nza04AVF7jwpHyWgANQ7YTTcmC7A3RNaNVW+9WL+Jds413EVAucMcqgs9tdKyy1vfc+BWhh9OuoxXxb1e4TCYTuvqyOKEKubWOVNSiqs4Nswno1DrxARDgHdIPNC+DqxzzHbKcCV/8lxKPARAlHSUAas6q8MpJNzvdkbAlMAIpNTPhzo1S7At+nDYzWqcaYxu0lOCh2uUOunhnQ6ARv3WclHYdqagNOkljItoVCaVgPFQWS0sJlDq0SoHdaozLhXLjcSrHrxFr3yj+jLFHE8VRfhvvRSDcFce1dqvdX8bI/gCaDFCIUVNah3zdR+2zUgyzBIZWmsOKFJsFQENAEUjpxmgb1wyQ9/+qq/egImhg5m1XOwNmgACgvW+OpaIm5jJS7PHt713aGmd/V7qudjajC+yAbwb4fAN051HiMQCipNOxlffkd6g08gBIOYEaoR5CoXRNhLs9xWXe57XPMu4kcNkZ3gxK8AAo/l1NKXYL0uxKYKbfDaa2K8OgAZCSAQqzYF4Jlju1Nk5NkxK8HGzGDczBBNSOkXExAKKk09F3Mj9Z5QraxRKMcgI1UpGrMqrtcJl+sBBImwEyKrW7qVw/0FDqcNplxLerSQlsjukEZi63Byd9y3cYsQYI8Na+AOFngA6Xe/eVHAMFdB1aebehqRm59Rw86b2BMVJAR4nDAIiSTrrDiqwUb+3LwQhPokW+LEvHVsbJnuRkei9ORytqw1okUtkGI2eA2qY1bFOgunoPSqtdfs+LX7uCZ6aUoMxiNqFVivFqqwAgTwmAwqwBUgr+22UaZ19R6piOVNSirj6yhV2V450ZIAIYAFGSUk6AkabRlbtOI2VPlCCg3iNwoqrpVeGL1CyWcS5qgZTMjt6IK2UEmNVsUgPZeGkohG7cLiUoapNmhznBS0YEowQPJWU1Ya0Kf1gJgAyU0WqbZofdaoYQDdMOhMPtEQ3TJzADRGAARElKOQEeiDQD5DuBxmv5hXDYrWa08WUmlAtWKMrdfwcDBXGBlEAjVKYlEYGGUnSt1wVm5CHwiux0B6xmEzwivH1FyQApWUYjMJlMaldeJN1gh8trUO8RsJpNXASVADAAoiTVnAxQWY0L5b6aoQ4Gy54oNRpHwrmo+S7U7QxU1xEoVAB0JIGBRrv0prvAjDoEHvB2zymfe7ACc4UQoiEAMti+omRgIxnIoBzr7Vs5E76oKxkDAyBKSrm+mgalyDMcSvYnK8WGVLuxJlFTLmpN3dULIXCyqiGDYlRK15beem2lvkLj1mnxr7Np7fubnajSaZevLine3XKRapUafBu0SqtdqPN1kxktq9VeLYQO//hVjo1cZn/IhwEQJaVwZvUNZOTi4YYAKPQFoaK2Hi63t1C6dapxA6AMpzfArKhpPEpPycJlOOIfaKT7Zg/WGz2ozA1ktFXgAymTX56oDL3vKwFDVooNTt+8TEahdN8Wh1nMDTR0WxotmKPEYQBESUk5CSoFteFoGHptvBOoUtPQ1FB4ZZi202ZGit1YFzUtJdAo1wmAlKAo3Rn/LJwSmOm1S1mcMyMB7YpEQxariQCozJjdX4DmBiaC47dh8kzjBv4UXwyAKCkpJ8GjQeaZ0XO80rhdRw0XhNDbo2yDkbM/QENwU66TaUlkoKFkd/QyU0oGKN3ga0yFmwFSggsjBgxt1GL08I9fpeYpnrOHk7ExAKKkpM0ABVvXKdAxAwdAas1Mdei6DuWu3+gBUGYYgUZGAgINJbjRWwpDyQoZPQPUJswaIGVfapVivH1FmY/peBNBnJaawTVgQEeJwQCIkpISxLjcAmU6F1k9x5U7YgMGQJkhioa1TiawgDgSSqBR7XI3mq8mkV1gamZK5+8sSwZIKYI+3kQXmHJcZKYYb3vaNCcAqmQGiPwxAKKk5LRZ1AxCU8OBFQ1dYMY7gSoZoNImMkCydIGlaYKIwGxLuRpoxD+Iy9BkgAIzh9JkgHzBw8kmAiBlX8o0YFF3W00dUziznwOaGiAD3sBQYjAAoqTVNsKRYEbuAlMuUmXVobNZJyXpArNbzXBYvaenwIJjI2SAPAKoqnPrtysBgVkkWvlqgI5XhtcFZsRh/Uoht0cAJ5sI+hWsAaJADIAoaWWHmNVXj5I9MWJRaFZqQw1QqJqm42oAZLyLWiC14DggA9Qw3Dz+AVCKzaJOomekdkVCCX7DzgAZMACyWczI9P2dj4cxEqy23q0G0kZa1oMSiwEQJa22IWb11XO8wrjZE+ViUOf2oDbEApEn1Bog421DoGBDztVRYAmotTGZTEGH6Cv1V4nITEUi3PoZZXuMmAECtMuSNJ3BVZ5jNZsMWdNEicEAiJJWw51w0yn02nq3WntixBqCdIcVyuz+oUaCydIFBmhHXPlvj1psnKBAQ28kmBAioaPTIqF0gdXWe1Ad0I2npXSnGjVgiKQQWjnGW6XaYTJxGQzyYgBESUtJ7evNNRNIOYFaErACeThMJpO6PaEKoSskKdQFQmWAEjvaKkNnJFhVnRtKz6PRZ4JOs1uhxADltcH3FaMv7aEEQE3NfQU0fFaZEuz3FD8MgChpKXfqTc2dAzTMn9MqxRb3FcjDFWr9LIWSpTDaWmZ69Lqa6uobuvgSsRSGtl3aOYqUNlrMJjhtxj6tms0mpPqWtqisDZEBqjHuKDCgYT6jpmqZgIYh/RkGDeYoMYx9pBLFUKhlDQLJMMRZuVCFygApI5eMPlcN0NDFpe1q0q7BlagusAydWaqVbrp0h1WKLpa0EGuaAYDHIww9CgzQ/xyCYQaI9DAAoqQV7uSBQGKHXoerYTbo4BcEJZhIcxh3HTCF3mzQDRmshtFY8Zau0y4ZAmStUIu6AkBlXT2U6XWMOAoM0E5K2XQApARzsnw+FB8MgChpKbUa4cwEncgVyMOlFKsGywAJIdQLXpoEGSAlSNNmgNSRVglsv17XnCyzQCtSfX/bwLmMFMo+ZLc0zMdkNKHWZQukfFZG7c6jxDDmnk0UB5khljUIVC7BEOemZoOucXnUu3oZAqAUX52KdqSScsFOZPvT7Erw0HDhVdrotBk/swZ4C6EB/TXNAO0IMJthu/QyHBEcv5LM0UTxxQCIklZGmLMnA3KMnlIuapV1wbs1FKkSXKiVYKKmviEAqnF5v09kVkJtl0vTLl9hdooEf1cgvC4w7/OMuz16NWLBlBl4WQ9KHAZAlLSULqPwMkDGn+Ml1d44Y6JVqamfMepINi2nTgaoxuXx+10iKKO8lLYAQI2aAZLjlJqqBEBB9hUl05Zi4NGCLW0QA8WfHEcrUQwoGaDaeg9q64MPBwa0yxwY9w7S2UQAVCFR/Q+gzQBpAg1X4gMN3cxUvVxdYEpmJ1gGSNmHlKDaiILNyK1HqR0z8vFL8ccAiJKWtmC1qZOoDMscKN1aVa7Qd/WyFOqm6HU1uRIfaOh2gfm+l6ULTO0uDRYAubyPG3l7gq0Vp0cZ6GDUEW2UGAyAKGlZzCZNIWXok2hFgmcfDocyuWFNExkgI9/VaylZnlqD1do0BEDazJT3e4eBAwathi6wYBkg39/ZwPtKhqYGKNQCwIBm/TgD38BQ/DEAoqSmnBCbmg1ahhoCpz300GaZhsADmhogbQBkgNFWSmCmbVe1AbrmItHQBRYsW2j8DJByM+L2CL/PQo8y0MHIxy/FnxxHK1GMqOuBNZUBkmAYbVNdYJWSzVWjW2xsgEDDafX+nWsN1jUXiTSdBV21ZKgBSrVb1AWAm5oLqNzgy3pQYjAAoqSmt7ClHhmKoJXuimBdYMrdvmwZIP/h5soweGN2gRk5Y6KlBMFVwbrAlJomAwdAJpNJ3Y5Qk5lq149jAERaDIAoqSl1M8G6jRTlBpiBuCnKxarKFWRuF6ULzMAXNS39YmMDDYPXjAKrNUBmKhKp6kSITQyDN3hAF04htHZUZKqB5zWi+JPjaCWKkRSdOhM95RIUQTfMnOzR/X1FnZw1QIbrAtMJzKql6wILPQxe2TYjd4EBmkLoEBkg5bOxmk2wWXjJowaG2Bvmz5+PLl26wOl0YtiwYVi7dm3I58+bNw89e/ZESkoK8vPzcc8996Cmpkb3uU888QRMJhPuvvvuGLScZKd2G4UIgGRJoTdMhKh/MaiSrQvMN9tzndsDt28ND2NkgEIEZgnsmouE2gUWJACqMkCxeTjSw1gOo1qyKQoofhIeAC1ZsgTTp09HYWEh1q9fjwEDBmD06NE4fPiw7vPfeOMNPPDAAygsLMTWrVuxcOFCLFmyBA8++GCj537//fd48cUX0b9//1hvBklKb7bhQNrfGbkmIkVTBK03LFgZ8mz0u3qF9m+tTFTZEGgkMgPUeBSYGphJ8rdNbWItsCq1CNrYwXKqo+kubHWdNkk+G4qfhAdAc+fOxZQpUzB58mT06dMHCxYsQGpqKhYtWqT7/NWrV2PkyJEYP348unTpgosvvhg33HBDo6xRRUUFJkyYgJdffhmtW7eOx6aQhFKaGDkFNFzoLGYT7AZdGRtoCBiEgJqx0qqVrFBXm01RAowaAxTnKkFzXb0HHiUzVZ/4wCwS6hxLOvsJIE8XmPL3DtWFLcOkjpQYCT1a6+rqsG7dOhQUFKiPmc1mFBQUYM2aNbqvGTFiBNatW6cGPLt27cInn3yCyy67zO95U6dOxZgxY/zeO5ja2lqUlZX5fVFySLH7TqAh7iBlmeVX2z697alVR1DJcZE2m02wW/wvcEZYckL7fysBhGyrwSuj6GrrPbrZQmV0mNG3J5wubKUmzujBHMVfQvObR48ehdvtRm5urt/jubm52LZtm+5rxo8fj6NHj+Lcc8+FEAL19fW4/fbb/brA3nrrLaxfvx7ff/99WO2YM2cOHnnkkeZvCElLnT05jAyQ0Uf4WC1m2C1m1Lk9qHa5EZj3VC7WDoNvh5bD5t0e5fNRZ1xO5DB4TQBZ43IjxW5R/7ZGDxgU2n2gzu1p9PesdskRNChZwvCOX2NvC8WfPGdCn5UrV+Lxxx/H888/j/Xr1+O9997Dxx9/jEcffRQAsH//fvzxj3/E66+/DqfTGdZ7zpgxA6WlperX/v37Y7kJZCB6sw0HkmmSu5QQs0HXGiB4iFTgemBGGAVmtZhhs3hn4KsJqE0yepZQoc0C6nWDKYX0Rq55A7QZIP2uPIBF0BRcQjNA2dnZsFgsKCkp8Xu8pKQEeXl5uq+ZNWsWbrzxRtx6660AgH79+qGyshK33XYbHnroIaxbtw6HDx/GWWedpb7G7Xbjyy+/xD/+8Q/U1tbCYvE/EBwOBxwOR5S3jmSQEk4RtEwBkM2C0mqX7h2xbF1gQOMRV0YJRp1WC1zuep12yfG3tWuGg9e6PEDAvaIsQYNDpyA9kDIxqNGDOYq/hB6tdrsdZ599NlasWKE+5vF4sGLFCgwfPlz3NVVVVTCb/ZutBDRCCFx00UXYtGkTNm7cqH4NHjwYEyZMwMaNGxsFP5Tc1BqgECdQmYqHU0NlgOrlywA1LIfh3wWW6ADIERA4yxQkA95ZlJVAuLa+8b5SJcFSGEDjDKGeKkmyWRR/CR/jOH36dEyaNAmDBw/G0KFDMW/ePFRWVmLy5MkAgIkTJ6Jjx46YM2cOAGDs2LGYO3cuBg0ahGHDhmHHjh2YNWsWxo4dC4vFgoyMDPTt29fv/0hLS0Pbtm0bPU4UWQbI+Hf3ygVYb4kDGWuAAicdNEqmRTsbtBBCsxq8PH9bh9WMWs0cV1rVkmRNwunCrpboBobiK+EB0Lhx43DkyBE8/PDDKC4uxsCBA7Fs2TK1MHrfvn1+GZ+ZM2fCZDJh5syZOHjwINq1a4exY8fiscceS9QmkMRaWg1QaohRMcpyDS2hCyzRFzNtYKYNIBLdrkg4bBagpl7NcCpcbg/qfcP7U20Jv0SEpPy9A7dBS5buPIo/Q+zd06ZNw7Rp03R/t3LlSr+frVYrCgsLUVhYGPb7B74HkUIZBRb6DlKeAChkEbSUXWABGSCDjLbSXni1F99EtysSwbrAtPuO027sYFlvUspARpg7iozJ2Hs3UYyF0wUm00rfoTJaDQGQPIe9dqI7l2ZJjEQvOaGtTdJOlCnTWlMNAZB/9kTJFJpN/sXSRqS3LlsgWeY0ovgz9t5NFGPhFEEbpe4kHMpM1S69maCVUWASbIdCO9Gd9iKX6G1QL7z1De2SZRZohXYyRC3lZ7vVDJPJFPd2RSKsGiBOhEhByHXEEkVZOGuBGaXuJBwOS8MColpuj4DL7c2eyNQFps1SaOd6SXQWS/kbVtd5pJsEUaEEkbUBwYOy7xg9+wNoR4EFrwGS6fil+DL+Hk4UQ2oth2Zdp0AyFUErXTBKsKOoqzdO8BAJJaNVV+/xm8co0ZkJJXioq3erf1sjrxOnJ1gXmMstz/Y41Vqspmv4GABRIOPv4UQxpF3tukZnPhRAriJoe7C6Ds22SRUAWRoCVCMFGtpMm/K3NUK7IhGsC0z9O0uUAQrdBcbV4Emf8fdwohjSBgN6I6cA40y+Fw5txkRLuchZzCZYJbiwKRoyLR5DjWJr6D5qCMxkCiyB4KPAjBRoNiVwokw9VcrK9hIcvxRfxt/DiWLIbDY1DKUNEgA1pNCNf7goXWCNAiCXnBdpu5ppcRsq0LBrM0ASdRlpOYLMoaP8nWUY0RbWPF6STOpI8Wf8PZwoxpqaTr9Wwi4wl1u/C8wIwUMk1C49l6ehONcA2+BXm+SSp8tIK1gNkJH+zk3RTpQphH4Nn0xd2BRfxt/DiWJMCYCCdYFVSzSRmqOJLjAjdB9FQt0et8dQWSxt/YwSMMj2t1UynzJ3gWmPSb0lPQC5lrKh+OIeQUlP6QoIHDquUNd5kuACZ7N4R0cFbouMcwAB/gFdnds4xcbaYnOZAgatoEXQbom6wDR/85aQwaX4Mv4eThRjStCgN3kgIM/CkIB/bYqWkbInkdANNAxwYdYbni9fANTQvajlcsuzr1gtZvX4DVYHpEwJYYT9hoyFewQlPfUiGywDVC/PTL923119y+kCa9geI61mr+2aM1JxdiQaMkBBusAkCRiUZVGCTYYoU00TxRf3CEp66uSBQTJAMo0iCT4MXu4iaG0AZIQLc0NxtsQTIdoasmtasm2PMr+P3ihOt0eo68fJ0KVH8cU9gpJesG4jhVFWIA+H2p3XqAbIONmTSCifTa3BZlz2GwYvbQYo2CgwuQKGUCvCa48DI+w3ZCzcIyjpBRs6rpCpSyDoKDCJCrm1tFkKI3XjqYXz9dousMS3KxJqF1jgWmAGCjTDYbcEP361NzUyHL8UX9wjKOnZg0weqJCphsBu1c9mSdsFpsm0GOnC3JCZMtb8RJEImgEy0N85HErdm24ApNk2JTtKpJBjDyeKoWB1MwAghFBPrDJ0CQSdCVrSbhq/iRANdGHWZtqUDIpsGQZHkHmAXBKtBg8A9iDdvoB/9jbRC+iS8cixhxPFkBo0uBvPJOv2CCgTzMpwQQg6DF7ybhq/RUcN8Dlog+Y6iYaNazU1D5ARAs1wNAT9jY/fhpsXBj/UmBx7OFEMhcoAuTRBkc1q/JNo0FFgLjnnqvELNAxUyK1dSLTWQJmpSCjbEDh8XKaaN0AzijNUBkiyz4big3sFJb2QJ1C3p9HzjCzYtsg2skfh0Mu0GGAb9AIz2S6yVl9WpL7RviJPly8A2EIMYpBtWyi+uFdQ0gs2cgrwP6lazcbPAAXblnpJuwL8Mi0u4wQa2mJzWbsXlaCg3uPfdSRbQBdWDZAk20Lxxb2Ckl6wuXO0j8lSRBmsC0zZDqtkAZCyPR7RMM+LEQINv8VQJb3IKgF94L4i2/aEquHjMhgUCvcKSnra9aYCueqVriM5AoeGLjD/i4FL0tlwtRfh8hpXo8cSpSUshtqQAdIPlu2y7fM6x6+snw3FB/cKSnrh1ADZJDmBartmhGgIguolrYXQ3rmX19R7HzPAZ6GdO0rWOZbUAMgtdxdYqONXpiksKP64V1DSCz0KTK4TqPaipS3gVi5yMtQxaVktZlh8ba6o9QZARgg0tCPRKmvlHGFnDdL1K9sweLs1eBe2rCP0KD64V1DSC7UWmHyTwmkCIE1Ap3SBWSXZDi1lm4yYAQIauuaMMDotEjazfhG0EjTIEvSHqgGqk+z4pfjiXkFJL9RaYHXqxUCOzIn2RK+tA5J1FBjQkG0pU2qADHAx8wuAlMyUAeYnikTDMPiAejHJgoZgs58DDXVBsnRhU3xxr6CkF2otMNnmETGbTbqje1xqF5gc26GlfD5qF5gt8aPAzGZTo3bZLYlvVyTULjCPf71YS6oBYgaIQuFeQUkvnGG0sgRAgH5Nk8xLAijbY7QlSRq1S5KAQaH8HYXwLvmikC0ACjUPkJrNkmAWd4o/OfZwohhqCBjcjX4nYwrdplPTpAx1limQUwReiI1yYTZqu8KlrQfT1gHJ2gXW1GKoRIG4V1DSCzZ3jvcxueZEAYJlgJQiaHm2QxE48aERRoEBjdthlHaFSzsiUBs8yJYBsqn7e/AiaBkDf4o97hWU9EIthSHjCVRvVJtSBC1lDZBBAw3ZM0DafVpbCC3bMHguhkrNxb2Ckl7oidTkrQFy+XWByTWjtVZgwGOUi1lgt4pR2hUui9kEZXUXl6dxBkiWfT6cGiBZtoXii3sFJb2WNBEioD+qraELTJ7tUKTYArvAjDHaKnDYe6oBRqdFSp0LSC8DJMm+Ek4GyChZQzIW7hWU9LTLRwSScRSJzddW7faogZxkM0EDQLrD6vdzqsMYgUaqvaFdDqtZyuBSbzboesmyng3Hb4jFUBkAkQ7uFZT0lG4h3RogyboDAMDiu6t3602EKOGFINXuH/Ck2a1Bnhlf2sAszWGMNkUqcACAEELtLpWlYD7UYqiyzWpN8cW9gpKeI2QGSK67YaAhy+M/tFnOtcAA/+Ai1W5R1wZLNP8AyBhZqUgpwb8yTYJ2PiBZ9hUWQVNzca+gpBfqDlLGGiCL2f+ipv1epu1QGDXTom2LUbJSkbIG1ABpg2ajBJpNCbUYqozHL8UP9wpKemHVAEnSHQA0nOy1d/P1Es8DpK35CawHSqR0TbuMFJhFIrAGSLvPyBI0hFwMlRkgCoF7BSU9bR2Edk0kQM55gJQ7d+3Eji6J5wEyaldTmkEzU5FQ9msl8yNjBij0NBby3cBQ/Mh3NiSKMu3dYWAWyOWbXVam4mGlrsPt1wUm7zxA2tFWRupq8gvM7MYJzCJhNQfPAFlMcuwrYS2GKtHxS/HDvYKSnna+k8DlMGSsIQiVAZJpOxTpBu0Ca0kZIJdaA+TdT8wm74r3MrCHqOGTcRQnxQ/3Ckp62gAocCi8jCl0a0ANkBBC6rXAjBpoaNtipMAsEuooMN9+rtaKSdRV2jDvVfC1wGSZ1JHii3sFJT2z2aTJmvgHQDLWAIXq1rBJdGFT+HWBGSjQ0GamAucqkoU1IAOk7Cuy1P8A4dUAyXT8UvxwryCCduh4YBeYfPMAKdvi1ilslTEDlO6XaTFOoJFm0MAsEtaAKRNkmwQR0HSB6QRAMo9+pNiT56xOFEPK5IHuwBogpYZAoiJKdX0n38VMe2GQKZBTaLMr6Q5bAlviL90pfxG0OgpMzQApowXlCRhCZYCUmwCZuvQofrhXEEF/8kBAzhogi1rXIfz+BeS6sCm0GSCnzTinLKNO0BiJwHmA6tUuMOP8nZtiszQU/QdOY+GWMKNF8SPPXk4UQ4GFwwoZa4DUbJYvmHNpgjqZajsU2uDCSCOz/ZfokDQACsgW1ku4ZIotxDQW9RLWNFH8yHNWJ4qhYDVAMg6jVe7eXWoXmG9FbIsZJiNFEGEy6hwu2gyQrNfXwGUkZAwYQk1j0dAFJs/2UPwY4swyf/58dOnSBU6nE8OGDcPatWtDPn/evHno2bMnUlJSkJ+fj3vuuQc1NTXq7+fMmYMhQ4YgIyMDOTk5uOqqq7B9+/ZYbwZJTC0GbQHzADVMhKjc1fvqOlpAN4AJxtkGh0EDs0goGSBXYA2QRPuK9tgMnAtIOX5lCugofhJ+BC9ZsgTTp09HYWEh1q9fjwEDBmD06NE4fPiw7vPfeOMNPPDAAygsLMTWrVuxcOFCLFmyBA8++KD6nFWrVmHq1Kn49ttvsXz5crhcLlx88cWorKyM12aRZILXAPmyJ1Z5TqCBQ/plXgk+UOs0e6KboNJm07QF0TKxBp0HSJ59xWI2qRm4wEJoFkFTKAk/aufOnYspU6Zg8uTJAIAFCxbg448/xqJFi/DAAw80ev7q1asxcuRIjB8/HgDQpUsX3HDDDfjuu+/U5yxbtszvNYsXL0ZOTg7WrVuH8847L4ZbQ7LSW0AUkHMNrcB6JplXglc89Zv++HbXMVw5sEOim+LnkSvOxNaiMozsnp3opjRL4IhBWQMGm8WM2npP0BogmTJaFD8J3cvr6uqwbt06FBQUqI+ZzWYUFBRgzZo1uq8ZMWIE1q1bp3aT7dq1C5988gkuu+yyoP9PaWkpAKBNmza6v6+trUVZWZnfFyWXYDVAMo4isQYshdES5kL57ZB8zB030HBB3KQRXfDEb/pLs2xEoOCjwOTaHmWfD0jgsgaIQkpoBujo0aNwu93Izc31ezw3Nxfbtm3Tfc348eNx9OhRnHvuuRBCoL6+HrfffrtfF5iWx+PB3XffjZEjR6Jv3766z5kzZw4eeeSRU9sYkpo1YPJAhTozrkTFw5bAUWASZrEoPhrPAyRnsGwO0oWt/CxbQEfx0awA6OTJk1i7di0OHz4MT8AON3HixKg0LJiVK1fi8ccfx/PPP49hw4Zhx44d+OMf/4hHH30Us2bNavT8qVOnYvPmzfj666+DvueMGTMwffp09eeysjLk5+fHpP1kTMEyQDKm0G0B8wA1zGYtzzZQfAQumyJr0XBTNzAM/klPxAHQv/71L0yYMAEVFRXIzMz0KwQ0mUwRBUDZ2dmwWCwoKSnxe7ykpAR5eXm6r5k1axZuvPFG3HrrrQCAfv36obKyErfddhseeughmDU7+rRp0/DRRx/hyy+/RKdOnYK2w+FwwOFwhN1uankaRoHpF1HKNDGcpdHcLvLXAFFsKHPoBK4FJluXkbLPuzUTIWoXAZYtoKP4iPiMeO+99+Lmm29GRUUFTp48iRMnTqhfx48fj+i97HY7zj77bKxYsUJ9zOPxYMWKFRg+fLjua6qqqvyCHACwWLzT0CuzgAohMG3aNLz//vv4z3/+g65du0bULko+TdYASXQCDRwG71KzWAyAyJ8toOtI9hog7TQW2kNZpuOX4ifiDNDBgwdx1113ITU1NSoNmD59OiZNmoTBgwdj6NChmDdvHiorK9VRYRMnTkTHjh0xZ84cAMDYsWMxd+5cDBo0SO0CmzVrFsaOHasGQlOnTsUbb7yBDz/8EBkZGSguLgYAZGVlISUlJSrtppYl2EzQMl4QAofBN2SA5NkGio9gq8HLli0MXAAY8K8HkqkLm+In4gBo9OjR+O9//4tu3bpFpQHjxo3DkSNH8PDDD6O4uBgDBw7EsmXL1MLoffv2+WV8Zs6cCZPJhJkzZ+LgwYNo164dxo4di8cee0x9zgsvvAAAGDVqlN//9corr+Cmm26KSrupZbEGzQBJuDik2T+Ya0nzAFF0NZoHSMKAH9Bsh+b41QZDrAEiPREHQGPGjMH999+Pn376Cf369YPN5r868xVXXBFxI6ZNm4Zp06bp/m7lypV+P1utVhQWFqKwsDDo+wUuiEfUlMCRUwoZLwhqBihgHiB2gVGgxvMAyRfwA8EyQKLR74m0Ig6ApkyZAgCYPXt2o9+ZTCa43e5TbxVRnAVbCkPGUSRWi38wV89RYBRES5sHSNvt5XaLRr8n0oo4AAoc9k7UEgSOnFIoP0sU/zRa30nGFe0pPmxqDVDgUhhy7StmU+MMkMt3rTKZIO1ElRRbcu3lRDESvAZIvgtCYHeAjCPZKD4C54ySNgMUogaI+z0F06yz+qpVqzB27Fj06NEDPXr0wBVXXIGvvvoq2m0jihu120gzD5AQQjMPkDwnUVuQwlaZgjiKj8D5c2RcDR5o2A6PtgZI0mwWxU/Ee8Zrr72GgoICpKam4q677sJdd92FlJQUXHTRRXjjjTdi0UaimNPLAMk6j0jgnEZKUGeR7KJGsRc4g3K9pFkTveOXGSBqSsQ1QI899hieeuop3HPPPepjd911F+bOnYtHH31UXaWdSCYWc+N5gLQFlTIFD4Er28t6UaPYswQU/7vVmZPlypqEGgUm07FL8RXxXr5r1y6MHTu20eNXXHEFdu/eHZVGEcVbqDtI7e9lEDgRoozdeBQfzABRMos4AMrPz/dbukLx+eefcwFRkpYloBgUkHcekcClMNQ7YYlWtKf4CFxFXdbV0/Xm8ZJ1YVeKn4i7wO69917cdddd2LhxI0aMGAEA+Oabb7B48WL8/e9/j3oDieLBqnMC1c4jIlPwYAkYBq8UhspW2Eqx11IyQIFdeYCcIzgpviIOgO644w7k5eXhb3/7G95++20AQO/evbFkyRJceeWVUW8gUTxYdeYBkjUDFOyiJtM2UHyomRPhXwMk26zhgfs8oAnmGPhTEBEHQABw9dVX4+qrr452W4gSxmppfAL1iIbAwSRRBqhhThT/GiDeCVMgNfB3t4wMkFs0zgAx8KdgeEYkQuOh49rvZTuBBmazZN0Oir1gk2bKtq9YQ4zilC2Yo/gJKwPUpk0b/Pzzz8jOzkbr1q1D3g0fP348ao0jihe9FLpb0lXUA9c1k3WBS4q9wMyn7BkgvRog2Yb0U/yEFQA9++yzyMjIUL+XqTuAKByBQ8cB+UfENIzskfOunmJPWUNLzRZKOmmmbg2QpDcwFD9hBUCTJk1Sv7/pppti1RaihNHNAEl6Nxw4EaKs3RoUe4H7vaz7fEvqwqb4iTg3uH79emzatEn9+cMPP8RVV12FBx98EHV1dVFtHFG8KKNe9E+gcqXQG7JZQtr1zCg+gmcL5drnG7ryNNNY+L63SZbNoviJeC///e9/j59//hmAd1bocePGITU1Fe+88w7+9Kc/Rb2BRPEQKgMk2YhgvxO+R8h7V0+x1xA4wPevd1+RLWgI7MrTfs/An4KJ+NT+888/Y+DAgQCAd955B+effz7eeOMNLF68GO+++26020cUF6FS6LINH9ee8F1uj7R39RR7gROAylr3FroLm/s96Yt4zxBCwOM7SD7//HNcdtllALxLZBw9ejS6rSOKE92ZoCW9g7RpUlZuj2AGiIKyBEyZIOu+oruYsVvO45fiJ+IAaPDgwfjrX/+K//3f/8WqVaswZswYAMDu3buRm5sb9QYSxUPg8hGAzBeDhvbWuwW7AigoZYmXxrOGy5U10ZvIlPMAUVMi3svnzZuH9evXY9q0aXjooYfQo0cPAMD//d//qWuDEckm1AlUtsBBe8Kv93ga5gGSrK6DYk9dBFgdBi930K/bhc39noKIeCmM/v37+40CUzz99NOwWCxRaRRRvFl1TqCydoGZTCZYzCa4Pd7sj7IdZs7fRQEarxsnd9DPGiCKRMR7xv79+3HgwAH157Vr1+Luu+/GP//5T9hstqg2jiheLDo1QDLfQWrviGXtyqPY0y6FoZ0yQbZRYIHD+QHWAFHTIg6Axo8fjy+++AIAUFxcjF//+tdYu3YtHnroIcyePTvqDSSKh8BFIYGGpTBkq4cAAJtyYWMNEIWgDYo9QuIaoBY0kSnFT8R7+ebNmzF06FAAwNtvv42+ffti9erVeP3117F48eJot48oLgIXhQQ0FwMJz5/qZIgeT8OFQMYNoZiyNKoXkzNoMOusBcbAn5oScQDkcrngcDgAeIfBX3HFFQCAXr16oaioKLqtI4oTqxowtIwaAu1yGPUSZ7IotrT7tv++IlfQoL8WGIv/KbSIz4hnnnkmFixYgK+++grLly/HJZdcAgA4dOgQ2rZtG/UGEsWD7lT6Qs6LAeC/Orasd/UUe9qYuN4jpB06rs4DJOSfyJTiJ+I948knn8SLL76IUaNG4YYbbsCAAQMAAEuXLlW7xohko1sDJPHwcW2Xnqwjeyj2/DJAEteLtaRRnBQ/EQ+DHzVqFI4ePYqysjK0bt1affy2225DampqVBtHFC+6NUCSdgcA/qNilJhOtrt6ij3tLuE3YlCyBfAsmqJ/RT0zn9SEiAMgALBYLH7BDwB06dIlGu0hSgi9iRBl7jrS1kQomSyzhNtBsWUymWA1m9TgR9aJEPUzQL7Mp4QZXIqPsAKgs846CytWrEDr1q0xaNAgmEJMqLZ+/fqoNY4oXkLNJCtzBkjmixrFh8UXAGlHgcm2z4ecx0uybaH4CSsAuvLKK9WRX1dddVUs20OUEOodpFv+xVCBhtoO7WKoMm4HxZ7VbEItAI9H3sk/dW9gOPqRmhBWAFRYWKj7PVFLYQ1YFVv7vYwnUP2ZoOXbDoo9s6ZeTN5RYMHn8bJJti0UP82qAVJUVFTAo0k5AkBmZuYpNYgoEfRqgDwSp9C12yNzVx7Fnl+9mKRZE23GU8EaIGpKxHv57t27MWbMGKSlpSErKwutW7dG69at0apVq0aF0USyaKk1QFwLjJpi0WQ/Za2bCZUBkm1bKH4izgD97ne/gxACixYtQm5ubsiCaCJZ6K8lJGd3AKDdHnkLWyk+/EcMylkDFHoeILmyWRQ/EQdAP/zwA9atW4eePXvGoj1ECaG7mrTEgYM2AyTzdlDs+e8rck6aadHpwmYGiJoScWg8ZMgQ7N+/PxZtIUoY/Zmg5T2B+o8CkzeTRbGnZHvq3R4o8YNsBfN6GSBlRCfnv6JgIs4A/b//9/9w++234+DBg+jbty9sNpvf7/v37x+1xhHFi3K+11tLSMYUunZ1bGaAKBRlv6it9zR6TBZ68wApM1ow8KdgIg6Ajhw5gp07d2Ly5MnqYyaTCUIImEwmuN3uqDaQKB4svlo2IdCwL6uBQyJb1jy6dR0SBnIUe8q+X1vfcO6WLWhQtkGbAfIoixmzTpWCiDgAuvnmmzFo0CC8+eabLIKmFkN7x+v2CFgtJqknUlPviIVmIkTJClspPtQMkEveDFCopWzYBUbBRBwA7d27F0uXLkWPHj1i0R6ihNCeJN1CwIqGO0jZ7oYB/5oImWuZKPaU4EHbBWaTLO1p0ZkHSM0AybUpFEcR7xoXXnghfvjhh1i0hShhzJpMplIGJOuIGEAzssftYQ0QhaQED9ouMNl2Fb1pLJQAyMxeCgoi4gzQ2LFjcc8992DTpk3o169foyLoK664ImqNI4oXbZ2AchKVOXOitNmlWduMtRCkxxpQBG01m6QrbdCbyFTtApNsWyh+Ig6Abr/9dgDA7NmzG/2ORdAkK22ZjzISTK0BkrB2Rr2r19Z1SLgdFHuBNUAyZgp1M0C+XV/G7aH4iDgAClz7i6gl0GZHPC0oA6St65BxOyj2AkeBybifaLt8FW52gVETolIedvLkyWi8DVHCBI4CA+SeB8hi8b+oAbwTJn2BRdAy7if6i6Gy9o1Ci/jM/uSTT2LJkiXqz9dddx3atGmDjh07sjiapGUymaDcKCp3juoJVMLzp3IXX+eXAZIvkKPYC5wIUbYRYEBDF7buPEDybQ7FScS7xoIFC5Cfnw8AWL58OT7//HMsW7YMl156Ke6///6oN5AoXpSuAKWXt2H+HPnOoGZT4y4w3giTHrW71OXNFsqYMVGCe49gETSFL+Ize3FxsRoAffTRR/jtb3+Liy++GH/605/w/fffN6sR8+fPR5cuXeB0OjFs2DCsXbs25PPnzZuHnj17IiUlBfn5+bjnnntQU1NzSu9JpMwFpBZBqxkg+U6gLWFkD8VHYAZI5hogl85afjIGdBQfEQdArVu3VhdDXbZsGQoKCgB4lw9ozgiwJUuWYPr06SgsLMT69esxYMAAjB49GocPH9Z9/htvvIEHHngAhYWF2Lp1KxYuXIglS5bgwQcfbPZ7EgHaDJDSBSbxBSGgBoiz4VIwVnUeIF8NkIR9vtogRzl+uRQGNSXiAOiaa67B+PHj8etf/xrHjh3DpZdeCgDYsGFDs2aHnjt3LqZMmYLJkyejT58+WLBgAVJTU7Fo0SLd569evRojR47E+PHj0aVLF1x88cW44YYb/DI8kb4nEdDQRaScOJVyAhnPn4E1QDIGcRQfZrN/sCxjrZjfPF6Njl/u+6Qv4j392WefxbRp09CnTx8sX74c6enpAICioiL84Q9/iOi96urqsG7dOjWLBABmsxkFBQVYs2aN7mtGjBiBdevWqQHPrl278Mknn+Cyyy5r9nvW1tairKzM74uSjzlgLpGGIkr5TqCWwLt6CbeB4qOhBkjefcVvHi/l+GUXGDUh4nmAbDYb7rvvvkaP33PPPRH/50ePHoXb7UZubq7f47m5udi2bZvua8aPH4+jR4/i3HPPhRAC9fX1uP3229UusOa855w5c/DII49E3H5qWZQTpSdwFJiEJ1C9GiAiPS2pBgjQHL8cBUZNiDgAAoBffvkFX3zxBQ4fPtxoYsSHH344Kg0LZuXKlXj88cfx/PPPY9iwYdixYwf++Mc/4tFHH8WsWbOa9Z4zZszA9OnT1Z/LysrUQm9KHkoa3R0wCkzGUSSBFzUZ5zKi+LAGdoFJWANkDrGUjYzHL8VHxAHQyy+/jDvuuAPZ2dnIy8vz6181mUwRBUDZ2dmwWCwoKSnxe7ykpAR5eXm6r5k1axZuvPFG3HrrrQCAfv36obKyErfddhseeuihZr2nw+GAw+EIu93UMgV2gSkjaqXOALnknd2X4qMlBMvaIEep/WEXGDUl4j39r3/9Kx577DEUFxdj48aN2LBhg/q1fv36iN7Lbrfj7LPPxooVK9THPB4PVqxYgeHDh+u+pqqqCuaAA9RisQDwjkRrznsSAZpRYAEpdBnPn5aAImheBCiYwBogGYNlvVFgXAqDmhJxBujEiRO47rrrotaA6dOnY9KkSRg8eDCGDh2KefPmobKyEpMnTwYATJw4ER07dsScOXMAeFejnzt3LgYNGqR2gc2aNQtjx45VA6Gm3pNIjyUgAyRzCj2wBogBEAWjZHxq6uWdCFHb5IaZ3L0/y7g9FB8RB0DXXXcdPvvsM3VV+FM1btw4HDlyBA8//DCKi4sxcOBALFu2TC1i3rdvn1/GZ+bMmTCZTJg5cyYOHjyIdu3aYezYsXjsscfCfk8iPcpu1jCMVt4UujJ7tcwLXFJ8KEXCMmeATCYTzCZv91ejeYAk3B6Kj4gDoB49emDWrFn49ttv0a9fP9hsNr/f33XXXRE3Ytq0aZg2bZru71auXOn3s9VqRWFhIQoLC5v9nkR6AidCVE6gMk4iqK7wLfHQZooPJQNU55Z7X7GYTfC4RaO1/GTM4FJ8RBwAvfTSS0hPT8eqVauwatUqv9+ZTKZmBUBERmBWa4C8PyspdBlPoGoXmOQXNYq9wIJ5GRdDBZTjVDSax4u7PgUTcQC0e/fuWLSDKOEaTYQo8VpggUXQMg5tpvhQ9pUayevF1Hm8fDcuHAVGTZEz1CeKgaCjwCQ8SgIDHhmXN6D4sFn8A38Za4AAzTxejUZxyrk9FHvNmgjxwIEDWLp0Kfbt24e6ujq/382dOzcqDSOKt5aYAVLYJe3WoNgL7PKSNWPS+Pj1Pi7r9lDsRRwArVixAldccQW6deuGbdu2oW/fvtizZw+EEDjrrLNi0UaiuLAEGQUmYxF04F08u8AoGGtAACRtBihwKRuOAqMmRHxbOGPGDNx3333YtGkTnE4n3n33Xezfvx/nn39+VOcHIoq3wFFgMqfQA2fzDbzIESlsAcGxjDNBAw3HaUuYx4viI+I9fevWrZg4cSIA75D06upqpKenY/bs2XjyySej3kCieGlJKfTAu3g7M0AURGAXWGBAJAs1g+sR6k2M93E5t4diL+IAKC0tTa37ad++PXbu3Kn+7ujRo9FrGVGcNSqCbkE1QCyCpmACg2VZAwbt8atkb7WPEwWKuAbonHPOwddff43evXvjsssuw7333otNmzbhvffewznnnBOLNhLFRUMGyPuzR+ZRYKwBojAFZoBkrQHSZnDdmgyQjMcvxUfEAdDcuXNRUVEBAHjkkUdQUVGBJUuW4PTTT+cIMJKact73BBZBS3gHGVi4LevkdhR7gcGxrDVA2iJoTQJIyuOX4iOiAMjtduPAgQPo378/AG932IIFC2LSMKJ4azSKROKJ1ALv4mWt66DYa5QBknRfUecB8sC/C0zC45fiI6JQ32Kx4OKLL8aJEydi1R6ihGlJo0ga1QAxA0RBNB4FJt/+DgDKYdqoC0zC45fiI+KzYt++fbFr165YtIUooSwBo8CUm0gZLwiBRc82CbeB4qOl7CvaDC5HgVE4Ig6A/vrXv+K+++7DRx99hKKiIpSVlfl9Eckq6FIYEp4/mQGicLWUGiBtBlfbBSbj8UvxEXER9GWXXQYAuOKKK2DSpBaFEDCZTHC73dFrHVEcBY4Ck7kLLPCixiJoCiZwmRRpa4B0MkBmE/yuU0RaEQdAr7zyCvLz82GxWPwe93g82LdvX9QaRhRvgYspeiSeSj+wzSyCpmACs4My7u+AfwDEZTAoHBEHQDfffDOKioqQk5Pj9/ixY8dQUFCASZMmRa1xRPGknkA9LW8UGCdCpGAa7yvy7e+AtgtM7uwtxU/EZ0WlqytQRUUFnE5nVBpFlAiNlsLwlRHIeBJtlAGyyrcNFB92a8vKAHmXwvB/jEhP2Bmg6dOnA/D2p86aNQupqanq79xuN7777jsMHDgw6g0kihftRIgej9xFlI1H9jADRPpaSgZIO4hB5klMKX7CDoA2bNgAwJsB2rRpE+x2u/o7u92OAQMG4L777ot+C4niJOhaQhJeEBqPApNvGyg+Gk+EKGewbNYshirzCE6Kn7ADoC+++AIAMHnyZPz9739HZmZmzBpFlAjaUWD+awnJdxblMHgKV+Nh8PLt74D+KDBZt4Xio1mjwIhaIm0GSLuWkIyrSQee+O3MAFEQLWYxVJ15gBgAUSi8LSTy8VtNWsg9lT5HgVG4AuvDZA0atEXQHAVG4eBZkcjHoq0h8OsCS1CDToHD2jImt6PYC9w3HFZLkGcam18RNEeBURgkPLUTxYb/CVQ0elwmVovZb4bfwNl+iRSBXWCpdjkDIL8aPo4CozDwrEjkE6wLTNa7yBTNhYxF0BRM4CzhsgZA2pncZZ7ElOKHZ0UiH+0J1KMJgGRdSyjVLwCScxso9kwmk1+gkCJrAKSZyV3mZWwofhgAEfmYtSfQFlBDkGJruJBxIkQKRVs0r91vZGLWKYKW9N6F4oRnRSIfs1oD1FBDIGP9j0J7J8/FUCkUbY1Yqj3i2VEMwW8m9xZw/FLsMQAi8tGOAlOKoGVOnKSyBoiaQdouMM08QC0hg0uxx7MikY/eWkIy30E6bcwAUXjq3B71e+m7wITgKDAKCwMgIh+9GgKZT6B+GSCZU1kUcy5NABS4Orws1BsYD5fCoPDIuacTxYDuatISn0C1tRx2q7zbQbGnmfZKWnpr+cl8/FLsMQAi8vHPAHkfk/kOUtsFxgwQtXRKmZtH0wXGnl8KhWdFIh+L5g7S0wJqCDgPECUTvZncZb6BodhjAETkoz2BNtQAJbJFp0YbAHEpDGrp9GZyl/kGhmKPZ0UiH+Vc6W4hM8lqF0TlMHhq6fSWwmAARKHwrEjko06l30JOoHa/AEje7SAKh3YpDGUlG5lvYCj2GAAR+WgDoJaQAdIWPnMpDGrpOAqMIsWzIpGPWTuTrFAeS2CDTpF28kNOhEgtnV8NH0eBURgYABH5WFrYHaRNU/cjcyaLKBzaImiOAqNwMAAi8tEdRitxDZC28Nkk8XZQ/MicKfQrguYoMAoDAyAiH71htDLfQcp8MaPEkHnCTHUiRGaAKEzy7u1EUaadSbahBkjeE6hT0kUtKXGyUmyJbkKz6a7lxwCIQmAAROTjVwStnkAT2aJTc0HPHAzMb4Ubz+mc6KaQwb0w4Syc1iYVL008O9FNaTb/LjD/x4j0WJt+ClFy0AZA7hZQA2S3mvHB1JGJbgZJ4NJ+7XFpv/aJbsYpMeusBs8EEIUi8f0tUXQp9QJCoKGIkmdQIimoXWBCs5Yfj18KgQEQkY9Zk0JvCaPAiJKJUvPv0Q5i4PFLITAAIvKxaOcRaQFF0ETJxMJ5gChChgiA5s+fjy5dusDpdGLYsGFYu3Zt0OeOGjUKJpOp0deYMWPU51RUVGDatGno1KkTUlJS0KdPHyxYsCAem0IS044Ca+gCS2CDiChsDV1gAm6P/2NEehJ+el+yZAmmT5+OwsJCrF+/HgMGDMDo0aNx+PBh3ee/9957KCoqUr82b94Mi8WC6667Tn3O9OnTsWzZMrz22mvYunUr7r77bkybNg1Lly6N12aRhPRGgfEOkkgOFk0RNLvAKBwJD4Dmzp2LKVOmYPLkyWqmJjU1FYsWLdJ9fps2bZCXl6d+LV++HKmpqX4B0OrVqzFp0iSMGjUKXbp0wW233YYBAwaEzCwRWfTmEeEJlEgK2gwQb2AoHAkNgOrq6rBu3ToUFBSoj5nNZhQUFGDNmjVhvcfChQtx/fXXIy0tTX1sxIgRWLp0KQ4ePAghBL744gv8/PPPuPjii3Xfo7a2FmVlZX5flHz8lsJoATNBEyWThuMXXAqDwpLQAOjo0aNwu93Izc31ezw3NxfFxcVNvn7t2rXYvHkzbr31Vr/Hn3vuOfTp0wedOnWC3W7HJZdcgvnz5+O8887TfZ85c+YgKytL/crPz2/+RpG0/BZT5AmUSCrKzYr/UhiJbBEZndS7x8KFC9GvXz8MHTrU7/HnnnsO3377LZYuXYp169bhb3/7G6ZOnYrPP/9c931mzJiB0tJS9Wv//v3xaD4ZjFl7B+nxf4yIjE13KQwevxRCQmeCzs7OhsViQUlJid/jJSUlyMvLC/nayspKvPXWW5g9e7bf49XV1XjwwQfx/vvvqyPD+vfvj40bN+KZZ57x625TOBwOOByOU9wakp3eKDDeQRLJQbsUhjqNBbuwKYSEnt7tdjvOPvtsrFixQn3M4/FgxYoVGD58eMjXvvPOO6itrcXvfvc7v8ddLhdcLhfMAeOXLRYLPB5P9BpPLY52FJhgDRCRVPxWg+coMApDwtcCmz59OiZNmoTBgwdj6NChmDdvHiorKzF58mQAwMSJE9GxY0fMmTPH73ULFy7EVVddhbZt2/o9npmZifPPPx/3338/UlJS0LlzZ6xatQr//Oc/MXfu3LhtF8lHW0OgpNBNPIESSUE7kztXg6dwJDwAGjduHI4cOYKHH34YxcXFGDhwIJYtW6YWRu/bt69RNmf79u34+uuv8dlnn+m+51tvvYUZM2ZgwoQJOH78ODp37ozHHnsMt99+e8y3h+SldwLlHSSRHPxuYJgBojAkPAACgGnTpmHatGm6v1u5cmWjx3r27Kl2UejJy8vDK6+8Eq3mUZJomAcIHAZPJBn9eYAS2SIyOu4eRD7qHaR2Kn3eQRJJQS2C9oBdYBQWBkBEPn5LYajzACWyRUQULnaBUaQYABH56E+kxhMokQyUWIdLYVC4GAAR+Zg1J9CG1eB5AiWSgf9iqN7HOIqTQmEARORj1q4FxlFgRFKxaIug1S6wRLaIjI4BEJFPQxcY1JlkmUInkoPfWn7sAqMwMAAi8tHeQSpdYEwAEcnBrwuMo8AoDAyAiHz8RoGxC4xIKvpdYDx+KTgGQEQ+2nR5PVPoRFIxcx4gihADICIf7d2iyzcTIk+gRHLwm8hUqeFjBohCYABE5KNdck4NgHj+JJKCsuwFi6ApXAyAiHy0J0uXmzUERDLRTmPBLjAKBwMgIh/tul919ewCI5KJ3lIYPHwpFAZARD5mnRogK8+gRFJQi6CFgOAoMAoDAyAiH70uMGaAiOSgnciUXWAUDgZARD7ac6WSAeIdJJEc/Ccy9T3G45dCYABE5GMymdQgSA2AeAdJJAXdiUx5/FIIDICINJQTZsMweJ5AiWSgN5Epu8AoFAZARBpKwFPn5h0kkUz0JjJlFxiFwgCISEPNAHEYPJFUTHoTmfIKRyFw9yDSsKgZIA6DJ5KJXwaonhkgahoDICINU2ARNE+gRFLQdlfXcRoLCgMDICINdoERyUlvIlMOYqBQGAARaagBkDqMNpGtIaJw+Y0C4zQWFAae3ok0lDtG3kESycV/IlMuhUFNYwBEpBHYBcY7SCI5aCcyreMoMAoDdw8ijYYMkPcOkqPAiOQReMPCGxgKhQEQkYZywqxjFxiRdAKPV3aBUSgMgIg0eAdJJK/A45WjOCkUBkBEGoHnS55AieQRmPFhBohCYQBEpMEUOpG8Am9Y2IVNoTAAItJgFxiRvBp3gSWoISQF7h5EGoF3jLyDJJJHowwub2AoBAZARBqBJ0yrhSdQIlkEztzOLmwKhQEQkQZrCIjkFRjwcBADhcIAiEgjMOHDFDqRPAIDHmaAKBQGQEQajYqgeQIlkkajGj7ewFAIDICINBqfQBPUECKKGEdxUiR4eifS4AmUSF6BhyszuBQKAyAiDU6ESCSvwBsWHr4UCgMgIo1GRZTMABFJg/MAUSQYABFpcBQYkbw4iIEiwQCISKPRVPo8gRJJg6vBUyQYABFpMIVOJC/t8ctjl5rCAIhIg6PAiOSlPV7Z/UVNYQBEpMGlMIjkpQ16OIcXNYW7CJFG4F0jM0BE8tAGPcwAUVMYABFpsAuMSF7a45UF0NQUBkBEGoE3jQyAiOSh7bJm9zU1xRAB0Pz589GlSxc4nU4MGzYMa9euDfrcUaNGwWQyNfoaM2aM3/O2bt2KK664AllZWUhLS8OQIUOwb9++WG8KSa5RFxhPokTS8CuC5s0LNSHhAdCSJUswffp0FBYWYv369RgwYABGjx6Nw4cP6z7/vffeQ1FRkfq1efNmWCwWXHfddepzdu7ciXPPPRe9evXCypUr8eOPP2LWrFlwOp3x2iySVON5RBLUECKKmIUZIIqANdENmDt3LqZMmYLJkycDABYsWICPP/4YixYtwgMPPNDo+W3atPH7+a233kJqaqpfAPTQQw/hsssuw1NPPaU+1r179xhtAbUkjZbC4EmUSBpmvwxQAhtCUkjoLlJXV4d169ahoKBAfcxsNqOgoABr1qwJ6z0WLlyI66+/HmlpaQAAj8eDjz/+GGeccQZGjx6NnJwcDBs2DB988EHQ96itrUVZWZnfFyUnjgIjkpf2+OXNCzUloQHQ0aNH4Xa7kZub6/d4bm4uiouLm3z92rVrsXnzZtx6663qY4cPH0ZFRQWeeOIJXHLJJfjss89w9dVX45prrsGqVat032fOnDnIyspSv/Lz809tw0ha2oDHZAJMPIkSSUPbZc1RYNQUqZOECxcuRL9+/TB06FD1MY/HAwC48sorcc8992DgwIF44IEHcPnll2PBggW67zNjxgyUlpaqX/v3749L+8l4tHUDVp5AiaTCpTAoEgkNgLKzs2GxWFBSUuL3eElJCfLy8kK+trKyEm+99RZuueWWRu9ptVrRp08fv8d79+4ddBSYw+FAZmam3xclJ23dAIsoieTCpTAoEgkNgOx2O84++2ysWLFCfczj8WDFihUYPnx4yNe+8847qK2txe9+97tG7zlkyBBs377d7/Gff/4ZnTt3jl7jqUUycxgtkbT8l8Lg8UuhJXwU2PTp0zFp0iQMHjwYQ4cOxbx581BZWamOCps4cSI6duyIOXPm+L1u4cKFuOqqq9C2bdtG73n//fdj3LhxOO+883DBBRdg2bJl+Ne//oWVK1fGY5NIYmYWURJJSxv0MP6hpiQ8ABo3bhyOHDmChx9+GMXFxRg4cCCWLVumFkbv27cP5oDJWLZv346vv/4an332me57Xn311ViwYAHmzJmDu+66Cz179sS7776Lc889N+bbQ3LjHSSRvDgPEEUi4QEQAEybNg3Tpk3T/Z1e1qZnz54QQoR8z5tvvhk333xzNJpHSYRdYETy4vFLkZB6FBhRtPEOkkhe2kEMDICoKQyAiDS0J1AOgyeSC29gKBIMgIg0mEInkhePX4oEAyAiDf8i6AQ2hIgixqUwKBI8xRNpcCI1Inlpj1/ewFBTuIsQaZg5DJ5IWuwCo0gwACLS0J4zmQEikguLoCkSDICINCy8gySSlv9M0Dx+KTQGQEQaTKETycvC1eApAgyAiDR4AiWSl3YeL2aAqCkMgIg0mEInkpfJ7wYmgQ0hKXAXIdJgBohIXqzho0gwACLS4DxARPLiKDCKBAMgIg0zJ1IjkhYHMVAkeIon0shwWNXvrYyAiKRi0cQ86ZpjmUgPz/BEGu0yHOr3nAmaSC7arE9OhjOBLSEZMAAi0sjJdDT9JCIyJO1NC49lagoDICKNtmkNJ82TVXUJbAkRRUpbBJ2TwQCIQmMARKShTaEfq2AARCQTM7vAKAIMgIiCOFJRm+gmEFEEtFV7uewCoyYwACIKoq7ek+gmEFEESqtd6vdt0xkAUWgMgIiIqEU4qum25jxA1BQGQEQBsnnnSCQlZm0pEgyAiAK8ctMQnNYmFfPHn5XophBRBKac1xXd2qVh5pjeiW4KScAkhBCJboTRlJWVISsrC6WlpcjMzEx0c4iIiCgMkVy/mQEiIiKipMMAiIiIiJIOAyAiIiJKOgyAiIiIKOkwACIiIqKkwwCIiIiIkg4DICIiIko6DICIiIgo6TAAIiIioqTDAIiIiIiSDgMgIiIiSjoMgIiIiCjpMAAiIiKipMMAiIiIiJKONdENMCIhBACgrKwswS0hIiKicCnXbeU6HgoDIB3l5eUAgPz8/AS3hIiIiCJVXl6OrKyskM8xiXDCpCTj8Xhw6NAhZGRkwGQyRfW9y8rKkJ+fj/379yMzMzOq720E3D75tfRtbOnbB7T8beT2yS9W2yiEQHl5OTp06ACzOXSVDzNAOsxmMzp16hTT/yMzM7PF7tgAt68laOnb2NK3D2j528jtk18strGpzI+CRdBERESUdBgAERERUdJhABRnDocDhYWFcDgciW5KTHD75NfSt7Glbx/Q8reR2yc/I2wji6CJiIgo6TADREREREmHARARERElHQZARERElHQYABEREVHSYQAUZY899hhGjBiB1NRUtGrVSvc5+/btw5gxY5CamoqcnBzcf//9qK+vD/m+x48fx4QJE5CZmYlWrVrhlltuQUVFRQy2IDIrV66EyWTS/fr++++Dvm7UqFGNnn/77bfHseXh69KlS6O2PvHEEyFfU1NTg6lTp6Jt27ZIT0/Hb37zG5SUlMSpxZHZs2cPbrnlFnTt2hUpKSno3r07CgsLUVdXF/J1Rv4M58+fjy5dusDpdGLYsGFYu3ZtyOe/88476NWrF5xOJ/r164dPPvkkTi2N3Jw5czBkyBBkZGQgJycHV111FbZv3x7yNYsXL270WTmdzji1ODJ/+ctfGrW1V69eIV8j0+endz4xmUyYOnWq7vNl+Oy+/PJLjB07Fh06dIDJZMIHH3zg93shBB5++GG0b98eKSkpKCgowC+//NLk+0Z6HEeKAVCU1dXV4brrrsMdd9yh+3u3240xY8agrq4Oq1evxquvvorFixfj4YcfDvm+EyZMwJYtW7B8+XJ89NFH+PLLL3HbbbfFYhMiMmLECBQVFfl93XrrrejatSsGDx4c8rVTpkzxe91TTz0Vp1ZHbvbs2X5tvfPOO0M+/5577sG//vUvvPPOO1i1ahUOHTqEa665Jk6tjcy2bdvg8Xjw4osvYsuWLXj22WexYMECPPjgg02+1oif4ZIlSzB9+nQUFhZi/fr1GDBgAEaPHo3Dhw/rPn/16tW44YYbcMstt2DDhg246qqrcNVVV2Hz5s1xbnl4Vq1ahalTp+Lbb7/F8uXL4XK5cPHFF6OysjLk6zIzM/0+q71798apxZE788wz/dr69ddfB32ubJ/f999/77dty5cvBwBcd911QV9j9M+usrISAwYMwPz583V//9RTT+F//ud/sGDBAnz33XdIS0vD6NGjUVNTE/Q9Iz2Om0VQTLzyyisiKyur0eOffPKJMJvNori4WH3shRdeEJmZmaK2tlb3vX766ScBQHz//ffqY//+97+FyWQSBw8ejHrbT0VdXZ1o166dmD17dsjnnX/++eKPf/xjfBp1ijp37iyeffbZsJ9/8uRJYbPZxDvvvKM+tnXrVgFArFmzJgYtjL6nnnpKdO3aNeRzjPoZDh06VEydOlX92e12iw4dOog5c+boPv+3v/2tGDNmjN9jw4YNE7///e9j2s5oOXz4sAAgVq1aFfQ5wc5HRlRYWCgGDBgQ9vNl//z++Mc/iu7duwuPx6P7e5k+OyGEACDef/999WePxyPy8vLE008/rT528uRJ4XA4xJtvvhn0fSI9jpuDGaA4W7NmDfr164fc3Fz1sdGjR6OsrAxbtmwJ+ppWrVr5ZVQKCgpgNpvx3XffxbzNkVi6dCmOHTuGyZMnN/nc119/HdnZ2ejbty9mzJiBqqqqOLSweZ544gm0bdsWgwYNwtNPPx2yy3LdunVwuVwoKChQH+vVqxdOO+00rFmzJh7NPWWlpaVo06ZNk88z2mdYV1eHdevW+f3tzWYzCgoKgv7t16xZ4/d8wHtMyvRZAWjy86qoqEDnzp2Rn5+PK6+8Muj5xgh++eUXdOjQAd26dcOECROwb9++oM+V+fOrq6vDa6+9hptvvjnkwtsyfXaBdu/ejeLiYr/PKCsrC8OGDQv6GTXnOG4OLoYaZ8XFxX7BDwD15+Li4qCvycnJ8XvMarWiTZs2QV+TKAsXLsTo0aObXEx2/Pjx6Ny5Mzp06IAff/wRf/7zn7F9+3a89957cWpp+O666y6cddZZaNOmDVavXo0ZM2agqKgIc+fO1X1+cXEx7HZ7oxqw3Nxcw31eenbs2IHnnnsOzzzzTMjnGfEzPHr0KNxut+4xtm3bNt3XBDsmZfisPB4P7r77bowcORJ9+/YN+ryePXti0aJF6N+/P0pLS/HMM89gxIgR2LJlS8wXfo7UsGHDsHjxYvTs2RNFRUV45JFH8Ktf/QqbN29GRkZGo+fL/Pl98MEHOHnyJG666aagz5Hps9OjfA6RfEbNOY6bgwFQGB544AE8+eSTIZ+zdevWJgv1ZNKcbT5w4AA+/fRTvP32202+v7Z+qV+/fmjfvj0uuugi7Ny5E927d29+w8MUyfZNnz5dfax///6w2+34/e9/jzlz5hh6qvrmfIYHDx7EJZdcguuuuw5TpkwJ+dpEf4YETJ06FZs3bw5ZIwMAw4cPx/Dhw9WfR4wYgd69e+PFF1/Eo48+GutmRuTSSy9Vv+/fvz+GDRuGzp074+2338Ytt9ySwJZF38KFC3HppZeiQ4cOQZ8j02cnGwZAYbj33ntDRugA0K1bt7DeKy8vr1EluzI6KC8vL+hrAgu/6uvrcfz48aCvOVXN2eZXXnkFbdu2xRVXXBHx/zds2DAA3uxDPC6ep/KZDhs2DPX19dizZw969uzZ6Pd5eXmoq6vDyZMn/bJAJSUlMfu89ES6jYcOHcIFF1yAESNG4KWXXor4/4v3Z6gnOzsbFoul0Yi7UH/7vLy8iJ5vFNOmTVMHRESaCbDZbBg0aBB27NgRo9ZFT6tWrXDGGWcEbausn9/evXvx+eefR5wxlemzAxquayUlJWjfvr36eElJCQYOHKj7muYcx80StWoi8tNUEXRJSYn62IsvvigyMzNFTU2N7nspRdD//e9/1cc+/fRTQxVBezwe0bVrV3Hvvfc26/Vff/21ACB++OGHKLcs+l577TVhNpvF8ePHdX+vFEH/3//9n/rYtm3bDF0EfeDAAXH66aeL66+/XtTX1zfrPYzyGQ4dOlRMmzZN/dntdouOHTuGLIK+/PLL/R4bPny4YYtoPR6PmDp1qujQoYP4+eefm/Ue9fX1omfPnuKee+6Jcuuir7y8XLRu3Vr8/e9/1/29bJ+forCwUOTl5QmXyxXR64z+2SFIEfQzzzyjPlZaWhpWEXQkx3Gz2hq1dyIhhBB79+4VGzZsEI888ohIT08XGzZsEBs2bBDl5eVCCO/O27dvX3HxxReLjRs3imXLlol27dqJGTNmqO/x3XffiZ49e4oDBw6oj11yySVi0KBB4rvvvhNff/21OP3008UNN9wQ9+0L5vPPPxcAxNatWxv97sCBA6Jnz57iu+++E0IIsWPHDjF79mzx3//+V+zevVt8+OGHolu3buK8886Ld7ObtHr1avHss8+KjRs3ip07d4rXXntNtGvXTkycOFF9TuD2CSHE7bffLk477TTxn//8R/z3v/8Vw4cPF8OHD0/EJjTpwIEDokePHuKiiy4SBw4cEEVFReqX9jmyfIZvvfWWcDgcYvHixeKnn34St912m2jVqpU68vLGG28UDzzwgPr8b775RlitVvHMM8+IrVu3isLCQmGz2cSmTZsStQkh3XHHHSIrK0usXLnS77OqqqpSnxO4jY888oj49NNPxc6dO8W6devE9ddfL5xOp9iyZUsiNiGke++9V6xcuVLs3r1bfPPNN6KgoEBkZ2eLw4cPCyHk//yE8F7MTzvtNPHnP/+50e9k/OzKy8vVax0AMXfuXLFhwwaxd+9eIYQQTzzxhGjVqpX48MMPxY8//iiuvPJK0bVrV1FdXa2+x4UXXiiee+459eemjuNoYAAUZZMmTRIAGn198cUX6nP27NkjLr30UpGSkiKys7PFvffe63cX8MUXXwgAYvfu3epjx44dEzfccINIT08XmZmZYvLkyWpQZQQ33HCDGDFihO7vdu/e7fc32LdvnzjvvPNEmzZthMPhED169BD333+/KC0tjWOLw7Nu3ToxbNgwkZWVJZxOp+jdu7d4/PHH/bJ1gdsnhBDV1dXiD3/4g2jdurVITU0VV199tV9AYSSvvPKK7j6rTRDL9hk+99xz4rTTThN2u10MHTpUfPvtt+rvzj//fDFp0iS/57/99tvijDPOEHa7XZx55pni448/jnOLwxfss3rllVfU5wRu4913363+PXJzc8Vll10m1q9fH//Gh2HcuHGiffv2wm63i44dO4px48aJHTt2qL+X/fMTwpvBByC2b9/e6HcyfnbKNSvwS9kOj8cjZs2aJXJzc4XD4RAXXXRRo23v3LmzKCws9Hss1HEcDSYhhIhehxoRERGR8XEeICIiIko6DICIiIgo6TAAIiIioqTDAIiIiIiSDgMgIiIiSjoMgIiIiCjpMAAiIiKipMMAiIiIiJIOAyAiijmTyYQPPvjAsO+ntWLFCvTu3Rtutzsm7x9N119/Pf72t78luhlEUmIARETSKSoqwqWXXgoA2LNnD0wmEzZu3BiV9/7Tn/6EmTNnwmKxROX9muPVV1/Fueee2+TzZs6cicceewylpaVxaBVRy8IAiIikk5eXB4fDEfX3/frrr7Fz50785je/ifp7R+LDDz/EFVdc0eTz+vbti+7du+O1116LQ6uIWhYGQEQU1EsvvYQOHTrA4/H4PX7llVfi5ptvVn/+8MMPcdZZZ8HpdKJbt2545JFHUF9fH/R9N23ahAsvvBApKSlo27YtbrvtNlRUVPg9Z9GiRTjzzDPhcDjQvn17TJs2Tf2dtgusa9euAIBBgwbBZDJh1KhR+PLLL2Gz2VBcXOz3nnfffTd+9atfBW3XW2+9hV//+tdwOp3qY3/5y18wcOBALFq0CKeddhrS09Pxhz/8AW63G0899RTy8vKQk5ODxx57zO+9TCYTXnzxRVx++eVITU1F7969sWbNGuzYsQOjRo1CWloaRowYgZ07d/q9rqamBp999pkaAD3//PM4/fTT4XQ6kZubi2uvvdbv+WPHjsVbb70VdJuIKIioLq1KRC3K8ePHhd1uF59//rn62LFjx/we+/LLL0VmZqZYvHix2Llzp/jss89Ely5dxF/+8hf1NQDE+++/L4QQoqKiQrRv315cc801YtOmTWLFihWia9eufitgP//888LpdIp58+aJ7du3i7Vr14pnn31W9/3Wrl0rAIjPP/9cFBUViWPHjgkhhDjjjDPEU089pb6mrq5OZGdni0WLFgXd3v79+4snnnjC77HCwkKRnp4urr32WrFlyxaxdOlSYbfbxejRo8Wdd94ptm3bJhYtWiQA+K1WDUB07NhRLFmyRGzfvl1cddVVokuXLuLCCy8Uy5YtEz/99JM455xzxCWXXOL3/3300UfijDPOEEII8f333wuLxSLeeOMNsWfPHrF+/Xrx97//3e/5//73v4Xdbhc1NTVBt4uIGmMAREQhXXnlleLmm29Wf37xxRdFhw4dhNvtFkIIcdFFF4nHH3/c7zX/+7//K9q3b6/+rA1YXnrpJdG6dWtRUVGh/v7jjz8WZrNZFBcXCyGE6NChg3jooYeCtkn7frt37xYAxIYNG/ye8+STT4revXurP7/77rsiPT3d7/8NlJWVJf75z3/6PVZYWChSU1NFWVmZ+tjo0aNFly5d1L+BEEL07NlTzJkzx6+NM2fOVH9es2aNACAWLlyoPvbmm28Kp9Pp9/9NmTJF3HfffWqbMzMz/f7vQD/88IMAIPbs2RP0OUTUGLvAiCikCRMm4N1330VtbS0A4PXXX8f1118Ps9l7+vjhhx8we/ZspKenq19TpkxBUVERqqqqGr3f1q1bMWDAAKSlpamPjRw5Eh6PB9u3b8fhw4dx6NAhXHTRRafU7ptuugk7duzAt99+CwBYvHgxfvvb3/r9v4Gqq6v9ur8UXbp0QUZGhvpzbm4u+vTpo/4NlMcOHz7s97r+/fv7/R4A+vXr5/dYTU0NysrKAABCCPzrX/9Su79+/etfo3PnzujWrRtuvPFGvP76643+pikpKQCg+7cmouAYABFRSGPHjoUQAh9//DH279+Pr776ChMmTFB/X1FRgUceeQQbN25UvzZt2oRffvlFN5hoinJBP1U5OTkYO3YsXnnlFZSUlODf//63X92SnuzsbJw4caLR4zabze9nk8mk+1hgrZT2OSaTKehjyuvWrl2L+vp6jBgxAgCQkZGB9evX480330T79u3x8MMPY8CAATh58qT6HsePHwcAtGvXLuS2EZE/a6IbQETG5nQ6cc011+D111/Hjh070LNnT5x11lnq78866yxs374dPXr0COv9evfujcWLF6OyslLNxnzzzTcwm83o2bMnMjIy0KVLF6xYsQIXXHBBk+9nt9sBQHfenltvvRU33HADOnXqhO7du2PkyJEh32vQoEH46aefwtqOWPjwww8xZswYvyH4VqsVBQUFKCgoQGFhIVq1aoX//Oc/uOaaawAAmzdvRqdOnZCdnZ2oZhNJiQEQETVpwoQJuPzyy7Flyxb87ne/8/vdww8/jMsvvxynnXYarr32WpjNZvzwww/YvHkz/vrXv+q+V2FhISZNmoS//OUvOHLkCO68807ceOONajfRX/7yF9x+++3IycnBpZdeivLycnzzzTe48847G71fTk4OUlJSsGzZMnTq1AlOpxNZWVkAgNGjRyMzMxN//etfMXv27Ca3c/To0Xj11Veb8yeKiqVLl/q186OPPsKuXbtw3nnnoXXr1vjkk0/g8XjQs2dP9TlfffUVLr744kQ0l0hq7AIjoiZdeOGFaNOmDbZv347x48f7/W706NH46KOP8Nlnn2HIkCE455xz8Oyzz6Jz586675WamopPP/0Ux48fx5AhQ3Dttdfioosuwj/+8Q/1OZMmTcK8efPw/PPP48wzz8Tll1+OX375Rff9rFYr/ud//gcvvvgiOnTogCuvvFL9ndlsxk033QS3242JEyc2uZ0TJkzAli1bsH379nD+LFG1c+dO7NixA6NHj1Yfa9WqFd577z1ceOGF6N27NxYsWIA333wTZ555JgDvkPkPPvgAU6ZMiXt7iWRnEkKIRDeCiChWbrnlFhw5cgRLly4N6/n3338/ysrK8OKLL8a4Zf7mzp2Lzz//HJ988knYr3nhhRfw/vvv47PPPothy4haJmaAiKhFKi0txddff4033nhDt+ssmIceegidO3duVNAca506dcKMGTMieo3NZsNzzz0XoxYRtWzMABFRizRq1CisXbsWv//97/Hss88mujlEZDAMgIiIiCjpsAuMiIiIkg4DICIiIko6DICIiIgo6TAAIiIioqTDAIiIiIiSDgMgIiIiSjoMgIiIiCjpMAAiIiKipPP/Acicbd5i2UfbAAAAAElFTkSuQmCC", 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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": [ { "name": "stderr", "output_type": "stream", "text": [ "<>:6: SyntaxWarning: invalid escape sequence '\\G'\n", "<>:6: SyntaxWarning: invalid escape sequence '\\G'\n", "C:\\Users\\lbocklag\\AppData\\Local\\Temp\\ipykernel_16008\\13495578.py:6: SyntaxWarning: invalid escape sequence '\\G'\n", " plt.ylabel('Intensity ($\\Gamma$/ns)')\n" ] }, { "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": [ { "name": "stderr", "output_type": "stream", "text": [ "<>:10: SyntaxWarning: invalid escape sequence '\\G'\n", "<>:10: SyntaxWarning: invalid escape sequence '\\G'\n", "C:\\Users\\lbocklag\\AppData\\Local\\Temp\\ipykernel_16008\\2189171690.py:10: SyntaxWarning: invalid escape sequence '\\G'\n", " plt.ylabel('Intensity ($\\Gamma$/ns)')\n" ] }, { "data": { "image/png": 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6rQmo6XgayYyzKtl8TmqD3EtbCw9/d4aD8HkkZGUFo1H+1ZtURsb+49MAcrPa2J/3HiVhRBAEUUlIGFUJWblwxQgA2hqc56XNJNJgxY8Wi3EgDF4BtnYrRs11fvi96s9iglM7bWia2QUUFkZej6TPQPE2lwSAl0ajSGVkNIV8WGWyDDh7RSsA4LmTEe5nEgRBENYhYVQl3PmebfjFtedhaYGh4BYXLS32NeGgz9J8j5l2bsLI3oyTxyOhvYFvJAkLpe0tkdXGokIGOVsFAMALQ1EAai6b2Xl7o5bbdmg4CllQC48gCIIoja/SF0CobFraXPTzrAXmZGVfb6PZnC9Sz2XCyF1m2bgDu4DOcBDDMwluc0Z6JEmRihFgeCiJEEYsoJYF1jL62xsQ9HkQT2VxbDKu2wYQBEEQ5YUqRjWCsR1mX6Cwr3EijMwzRm6S7p3YBfAMsVUURTeLLFUx6m3h76HEeEELqN04Txj5vB6c1h3OuQ1BEARRfkgY1QjNdapAcZI273TwGgBatK/JygpmEhnbX88wstqsi7NOjq7bM4kMZjWrg9IVI/XzJwVUjPQQ23nCSP0YCSOCIIhKQ8KoRmiqU7uejoQRW9W3OXgNqEn3DQFvzvdxgt0ZI8DYYBvj0EpjRpEt9X7UafenEEsEtdIi8TSmtOH51V0LW2WsYnRYcBwJoLZk33/nkzj/xj/iR3uOCT+PIAiiViBhVCM016mVm5mEg1aaixkjAGjTqjwTDoVRVlYwOauKmy47M0aN/LyM2EZaqWoRYFSMeLfSBiZVwdMZDqI+sHC8j+W0DQg0l2R8/n8O4v4XRnByeg6fuvs57BuYEn4mQRBELUDCqEZgwshVxcipMNJDbJ0Jo8nZFGQFkCR719AZVis3PFpprC3WV2K+CDDW+SdnU46dxvOhB9i2Fwiw1eJIjo7HXc1zleKvYzH88umT+rUoCrDrgZeFnUcQBFFLkDCqEfSKkQNhpA9fO2ilASYvI4cmj6zi01ofgM9r/Z8cm0fiIYz0ANvm0sKoKeRDyK9eJ0/n7YHx4gG2S1vrIUlALJlxXJ2zwq/3DwIAXnVaJ7777q0AgIf+MuYqpJggCGKxQMKoRmgKuagYxVnFyP7wNeC+YmSYO9oTZsZGnDurAAC6i3V3uLQwkiRJ34jj6X5dqmIU8nv1Vp/Idtq9zw8DAK7Y0ofVnY1Y3xNGVlaw+4VRYWcSBEHUCiSMagQ3FSMmjOy6XjPcul8zYWTHw8h8bmQujUxWdnS2cQ3a8LfFa+C5Ecc4Nlm8YgTkttNEMDWbwovDqsnkhad1AgBeu7EbAPCwFm5LEARxKkPCqEZgwmg2lUXapkhwPWPkVhhF1a9jTtZWaakzKlzTDgRhzjUwcWZxK66L43wTw6gYFQux1QawJ8UIoye1IevVnQ36huD2lWqY7ZNHaQCbIAiChFGNEA4ZW0x2qkZZWdFFhdMZIybKnIqTybgzYebzeoyzuYXYWqwYcTSXBIB4KqN/r+UFWmmAYRUwJMBDCQCeODIBIDfAdsvyFngkdUB9WICpJUEQRC1BwqhG8Hk9aAyq4siO0WJkLg1FD5B1NmPkZiMOMESNE2HmxvGboSiK7XaeMWPEKadNswsIh3z6zzMfbCOO5brxZv/xaQDAOSsMYdQY9GFdj2o4+cyJaSHnEgRB1AokjGoIJwKFzReFQz74bWyEmWGCysl8EwBMaaLGyfA3c+t2E2IbmUsjnVXVYbvFqhXvihGrxPSW2Irr1StG/Cs3iqLo80XzI0k29BghtgRBEKcyJIxqiCYHwojdtliVohRuK0aTLoa/zVltTmHVonDIh5C/uOs1Qx++5hZgq1aAekrFkZgqRry9jIYiCUQTGXg90gLn7XUkjAiCIACQMKopmh3EglSDMHLTSmNf46ZiNKYNf9vZiutqElQxaipeMWI+S4m0jGkONgVmDo2oomdVRwOCvlyBuF6rILEsN4IgiFMVEkY1BPMystPSmuEojOKpLFIZ+2vzzIeo1UkrrcGdhxJgVH3s5LQxETUeS0KW3VduhmasGUyG/F693cd7zohVg1h1yMx67WNHxmeRSPNz+y7GcCTB1VmcIAiCBySMaggnlRt2WyaqnBA2fa3dqpGiKLqocVUxctNKi9r3UWLWAums4toqALA+YwSImzN6aSQGAFjXvVAYdYWDaK7zQ1aAv46JzWpTFAX/8avn8Iov7cYrb9yNAycjQs8jCIKwAwmjGsKJyWMk7r5i5PVIul2AXWEUS2aQ0SouzrbS1OvmUTGy6mEEAAGfRx/85tFOG7IRSdInaDONuWn3dyz0UZIkSf84M6IUxX0HR/CjPccAqNXEnT97hktVjiAIggckjGoIJxWjmYQmjByu6jPYZppdYcTmZEJ+D+oC1gafzTAx5SYWhFWMnEaSuJlvYgxrIqe3xPA1APS1aMKIc8WImUauKOCjtKJN/fjAhBhzScYdjx0FALx923KEQz68OBzFnw6PCz2TIAjCKiSMagi2lcbEjhV4DF+bv97uyv6kizYawGcrbcxhJAmPswFgLpXVhR1rkxWDVZWGOVaMZpOGweSKtvzO20wwHRUojAan5/D4X1WTyR2vWY2/29wHAPjNM0PCziQIgrADCaMawtWMESdhZLdiNOViIw1wn9MGmENsbWa1cdiIA4BhbfC6IeBFOOgrcWuj5cfy3XhwTKsWtdT7C1YPWYabyFbaoy+NQ1GAs5e3YGlrPV6/qRcAcN8LI9ROIwiiKiBhVEO4EUa8KkaOhZGDjTQAaNPESTSRsZ0Rx5hgAbI2hVF7Ix9hNKoJo66mECRJKnl73uaSgNEeY+2yfOgVI0EBtgDwZ61a9MrVHQCAc/vbEPJ7MDmbwkujMWHnEgRBWIWEUQ3hzOBRjQ9pCpWuVBTDyCyzKYw012sn5o6Aep89mpZw0tJSFEUXNnaz2nhVjMZ1YWbPdXuck7kkYAxeLy8SYMuE0VBkzpEtQykURcGeI5MAgO2r1EiSgM+Dc1a0AjBy3AiCICoJCaMaghk8zsxZz0rj4WOkfr36om5/+FoTJQ6Fkdcj6dc+5SAvbS6dRVJ7kW+1KYx4zRjZbeUxYTQZTzmuks1nUAulXdpaePi7szGIgM8DWQFGZvhHkgxGEjg5PQefR9LFEABs7VdF0lPHprmfSRAEYRcSRjWEefja6jwGP2HkrJU2qc8YOT+fVZumHQgUNvTs90posLkVx6tiNGFTGLXWB+D1SFAUPhtxgCpKAKCviF2AJEm6zxITUjw5OKi6aq/pakR9wKhgnt7XDAB4YYhctwmCqDwkjGoIJk4UBYgmS1eNsrKi365yM0buWmmAsxaifr5pK87KfI8ZXhWjMa2V1m6xleb1SPrZvCNJSmW19WiRJcMCKkaHtLiRDfMCbDf2qX9/eTSGZIacsAmCqCwkjGqIoM+LkF99yKyszZtvw2srze66vt5Ks9nGynt2wnoLkeFmK07fiHO5HeZkK45/iK01521RHkoA8IIWSbJ+XiRJX3MITSEfMrKCl2kAmyCICkPCqMbQ89IseBmxCkt9wAu/191D7bhipA9fVybEVvdRcrAVxzLL3MSRAA6FEcfNtGQmq19DKWHUK8BDifGi1ipbP69iJEmSXkV6YSjK/VyCIAg7kDCqMfQ5IwsD2LxW9c3fY3rOnkjgcQ1s6NyJMGJbdG4qRom07CrsdFw3mLR+DTyF0eiM+j0CPk/Jyp0+YxThWzFKpLM4Mq5uxs2vGJk/9tJoeYTRgZMR/M8zgxRiSxDEAtztcBNlp8lGZpkeB8JBGDmNBGHX4KaV57SNB5h9lOwLo4aAFwGvB6msjMl4CksCpeM88sF8lFgwrRVYdYmHMGKD1L3NpX2UWGTJMGdhdGIqDllRf6ZdeRzIV2o5bUfHxea0AcDvnhvCjh89BUUBzlzajJ998DwEffbjagiCWJxQxajGsBMLwsv12vw9EmnZ8oBsVlYQTbgf/nbTSjOGr+2fL0mS3oJzGmIbT2UQ16oSHTYiSfSKEYcZIzZIXaqNBhhxJEPcA2xV08jl7Q15xdkKTRiJzmlLpLP4/P8chKItdT57IqIH2hIEQQAkjGoOO9UTnq20cNAH9npmVaDETMPSbDbKCa6EkYtWmvnrJhwKo/Go+nUhv8eWXQAzgxznUDEyBq+tB9iOx1JcN8RKOW+v1Iwnj07MCo0Guff5YQzPJNDbHMKn37ARAPCDPw8IO48giNqDhFGNYQxfl3fGyOORjLMtChR2fp3fi4DP+T81d8LIXVYbW7F3WjFiFZ/2hqAtuwDWdnNrFQAAQ1orrcdCxai13o+g9liNRPg5b7OsNuauPZ8lrXXweiQk0jJGovw34hi/fVYNq73y7CX4h3OXIuD14PDYLF4aoaFvgiBUSBjVGE26+7WNVpqLao0Zu7EgxnyRu1E2Vz5GLu0C3Jo86uaONtpogLFFN2UzgiUfI9rwNfMoKoYkSehqUq91lKNAYcJoeQFh5Pd6sExz5RaV1ZbKyHjkpXEAwOs29SIc8uP8Ne0A1BBbgiAIgIRRzWGnasM213hUjMzfJ2rRT6jSAbaAe7sAJqicCiOWk9Zp0dxx/rlTsykoirvWku1IkkZxWW0r2opltTXk3JY3z52MYC6dRWu9Hxt6VHuAC9Z2AgD2ahluBEEQJIxqjGYbw9dGHAif5cMmm2vzM5wqVpVspbW4OBswxIWdjTTAuN6Myb3cKYYwsvYz4LkRBwCyrOD4lNrOK9RKA9R2GsDfKoDxhCZ+tva3waMlE7OcticHpoTONhEEUTuQMKoxHPkYuTBXzDnbhrlkzvmcKkapjIxE2vpAcCKd1TfCnKzrA+7aeIBRabIaB8II+b2o86vD2k7nmxjMLsBqO8/YiOOT0zY8k0AqI8PnkYpuxvUJzGkDgGdPTANAToDtht4w6gNeRBMZHB4j122CIEgY1RxMnFh5oeY5fG3+PlaHr3l4GAFAY9AHj82NOMCYhfJ6JN3/yS6GsaU7YeSkYuW2jQeo4pBVnKy20nhXjHQfpZYQfEUc2NnWHG+rAAYLqWXZbADg83p0c0kWWUIQxKkNCaMaQx++tuNjxGn42m71hJcwkyTJUeXGaKP5bQfIMlj4rdOKEbsGJzNOxgC2c2HE2mgBr8eyOGSVJV4zRrpdQFNxuwBmFTAkIKdtNpnBgDYAPj/ElkWUsJBbgiBObUgY1Rh2qjY8na8Bw3XbShvPfDseBpNO5oyYoOBhLunEdRtwGUlSzwawnW+mseHvjsaAZXHIe/h6RDOYLGUX0NfC4kjmXA+cz+fQSBSKorYJ51fONmgVoxcpp40gCJAwqjlY9Wc2lUUmKxe8nSwrpuFrzq00mzNGTttY+c6O2Fhf57GV52bwGzBHkti/Bn0zzU3FKGrfLoBluvFqpbGKUSlhxD6fSMuWLSGswtpo86tFgFExepFaaQRBgIRRzRE2iYxiJo+xVAZsyYZHxcb8fSxvpXGsWDkRKDyEoflcJ1UM9gLf4qJi5GbGyO6qvvm247Ekl8oNiyQp5aMU9Hn1zbmTnAew/zqmWgCs7Wpc8Ll1WsXo5PQcohZFvxteGonis//vefzgzwPcK2MEQbiHQmRrDJ9XjZaYTWUxM5cuaFzIKitBnwchP5+ATKdbaTyz2mwJIw7CjM0GZWUFsWQGYRvzWqmMjJg2+Oxm+JrHjFG7ja08JowSaRmzqSwag+6eJoYtVowAdc5oPJbCUCSBM5Y0uzrXDPNG6u9Y6KPUFPKjozGA8VgKAxNxrufOZ3QmgX/41uO6cedMIo1/efUaYecRBGEfqhjVIFaCZHlvpOWca3nGiH/FyKooA/gIs5ApzsRuO216ThU0kuTsZ8CCb91VjOyt6gNAQ9CHei3XjUc7zY4w6hUcYlsoq80wlxQbYnvLQ4dz3Mz/+48v22oPEwQhHhJGNUizBYEyw7FaY5xrz+AxwoavOWzFVaqV5vRswGijNYX88Hrsb8W1Nrgfvh5z0EoDDC8jtwPYsqwYw9cWIkmMlX1+m2myrOgbaYUMJplgOirIdRsA0lkZv94/CAC4/d1bcVp3I+KpLO55fkjYmQRB2IeEUQ1ipaXFeyMNMERWNJEu6RKsKKbhbw4Gk07ECS+7AqfCaGrWsAtwQls9x+FrmwaTrPU27rJiNDGbQkZW4JEMsVUM3VyS0+A3AIxEDYPJJS35LQNEx5EAwGOHJzA5m0JHYwAXrO3AFVuWAAB+8ywJI4KoJkgY1SBWojmEtNI0gSErwGyqeDstmZGR0rbmeG6l2VmbZ8Pp3CpGNlserGXi1HW7leOMUafNipEx3+SuzcPaaB2NQfiLmDsyeFWqzLBQ2iWtdQUNJvs7WMVIXCvt8cMTAIDXrOuCz+vBpaf3AFCjSuw4uhMEIRYSRjWIlSBZEcLIzrwN+7xHguvhXcBlxchlVpzTvLRplzltZnHiNMfLyYwRYPJQciHKAOseRgwRFaNjk1qAbXvhANvlrJU2Lq5itPeomtW2baWaz7a6swEdjUEkMzKeOT4t7FyCIOxBwqgGqdTwtfn7lRrANs84OXWddnJuoWvgcbbtVpq+qu/sfPNGnJ2hc0YmK+vXbGcrDTDPN7kTRnYrVp2c40gAowpUaPAaAJZpnxuNJpHKFPYHc0oindWz2ravbAegOrpvX6WKJCaaCIKoPCSMahAr22E8zRVzzg5ZiyThLczsWgWYr8HtjJHTIFm3FaOgz6tvhzkxmDTnu9l9HHQPJZcVowmbIbpdWsVoYjaFLKe0+5NT6obbsrbCkSTtDQG9GsqqXDx57mQE6ayCrnAw5zq2LG0BABwcojgSgqgWSBjVIEycFHux5BnHkXO2RZGgB8hyy2ljcSTl9TEyf73dIFlzVpvbs50II1btaQr5ioa35qNNc+p260Ct+yhZrBi1NQQgSWqVzG0bj8HmnNjGWz4kSdKtAgY5m0sCwIua8DljSXNOBZU5cR8cJGFEENUCCaMapDpaaZWpGJWKQmEkM1kk0trwt8trYC0t5600ZxUjwKUw0s4vZAJajBYOrtuAOavNmjDyeT36Nh63ENsZVej0look0ewEhgVUjFjcCHPZZmzoVf9+dCKum4ESBFFZTjlhND09jXPPPRdbtmzBGWecge985zuVviTbWBEnooSR0dIqNWPEKlZ8WnnmKJRoibPN50sSEHY5/O00SNZtKw1w3sYDjIqVE2HGxNS021ZazL5dAM8BbEVRMBJRv093CR+lPm2Vf3CavzA6xIRRd64wam8M6oLsRWqnEURVcMoJo3A4jIcffhj79+/Hnj17cMMNN2BiYqLSl2ULK+JEb2Vxb6VZM3nkLcxYFApgbc6InR8O+uBxYK5oxu3wdaVaadMuWnk8XLcBYEKrGLU32Amx5SeMJmdTum1EKWHEKkrDnF23FUXBoZH8FSMAWK9VjV6gEFuCqApOOWHk9XpRX69uoCSTakhmrQU5WhEnPOM4zFitnsxwGnw2YyeSRJ8v4mguaXfehgkTN9fAo5XmpGLFvmYmkbHUuiyEHmIbtlEx4riZNmTyUWLD1YXQZ4w4um4DamsumsjA65GwqnOhZcCqDjXYVqRVAGM6nsKOHz6FK/77UTzw4qjw8wiiFqk6YfTwww/jjW98I/r6+iBJEu6+++4Ft9m1axf6+/sRCoWwfft2PPHEE7bOmJ6exubNm7F06VJ8/OMfR0dHB6erLw+lfIwURSlDK81axYhnxcrOZhqvjTTA+BnaSV5Xnb/dG0y6E0bOW2nNdX6wGWG7Q+eMrKzoW212KkYdHCtGxuC1nTgSvhUjZjC5rLUOQd/CQOeVmrmkSNdtxid+8Sx++9wQnjkRwQd/sK8sZxJErVF1wmh2dhabN2/Grl278n7+Jz/5Ca677jp85jOfwVNPPYXNmzfj0ksvxeio8e6HzQ/N/29wUM0pamlpwTPPPIMjR47gRz/6EUZGRgpeTzKZxMzMTM5/lYaJjWRGzuuYm0jLSGeVnNvyPrtkxUhAK8/OZhrPilnY1Lq0Wl00O3/zEEZ255sAYHrWeSvP5/XootKpl9FUPAVFUee87FyDXjHiMHw9ZMNgsreFtdL4VoyOazltywr4KPV3qFWkI4IrRn8ZieLe50cgafEsyYyMWx/6q9AzCaIWqTphdPnll+MLX/gC3vzmN+f9/E033YRrrrkG73nPe7Bx40bceuutqK+vx2233abfZv/+/Thw4MCC//r6+nK+V3d3NzZv3oxHHnmk4PV86UtfQnNzs/7fsmXL+NxRF4SDPv3dfL5BZFZd8HokfS6HF1aNFkVGklipGPFs5bHB76ysYM5idIPZ+bsh4Hz4m0vFyGEkidtYENZGa6sP2LILaOUURwIY80J2KkbjsRTXiI5jmjBaXkgYaY7cxyfnuHk35eMXT50AAFy8oRtff+sWAMDvnhtC2kWrlCAWI1UnjIqRSqWwb98+XHzxxfrHPB4PLr74Yjz++OOWvsfIyAiiUXXIMRKJ4OGHH8a6desK3v6Tn/wkIpGI/t/x48fd3QkOeDySvmmV7wXTLEp4uE6bsSpOeLSRFpxtQyTwFGb1AS+82gC3lY04wBBm4ZDf1fC3u+Frd8PfLS4HsPXBa5sBtsxDya3rNgAMaxtpVipGrfV+BDQBxzeSRHPebs8vjPpa6hDwepDKykI8lBj3Pa9Wxt981hJsX9WOjsYAInNpPHa4tpZPCEI0NSWMxsfHkc1m0d3dnfPx7u5uDA8PW/oeAwMDuOCCC7B582ZccMEF+PCHP4xNmzYVvH0wGERTU1POf9VAMS8jUa7X6rn2ttJ4XoPuum1p+JqfXYAkSXrVyGpLi7u5pIPqyZTbrLZ6dyv7urmjjfkiwOS6zUEYMRfr7nBpYSRJkpAQ21IVI69HwnJNNIlqp43OJPDX8VlIEnD+mg54PRL+dn0XAOCxw+NCziSIWoX/K2eVs23bNuzfv7/Sl+EatXIzl/eFWtRGmvl7Wp0xElExsjR8Hed7fjjkw3Q8XdK/ST+fU4CtOx8jd1ltrKXlNBbEaYCt0cJzL4z0rDaL19DRGMDJ6TmuFaNSM0aAOpj98mhMWMVozxE1i21DT5P+O7FtZTt++uQJ7D1COW0EYaamKkYdHR3wer0LhqVHRkbQ09NToauqDLpAKTJjxHvwGrDmQJ2VFb3lJGQrzcrwNefh73DQ3maabnDpcsbJaStNURTXBpOsBee0pTWhV4ycBdjGU1nXsz66XYBF5212Oybq3BJLZvS8uGLCyDCXFCWM1HYZC60FgG396p+fPRHhOlNFELWOK2GUTqdx/PhxHDp0CJOT4t91BAIBnHPOOdi9e7f+MVmWsXv3bpx33nnCz68mirW0RK3qA7kO1IWqJzHTx3n6GBUTg/PhHknCNuKszhhxbqVFExlbg7mxZAYZ7faOhRGrGM06G4Ke0ONA7J0fDvrg0+ay3GS1ZWVFb8dZvQberTRWLWqt9xf9XWDC6IQgYXTgpLpNe/byVv1jy9rq0FrvR0ZW8PJoTMi5BFGL2BZG0WgUt9xyC171qlehqakJ/f392LBhAzo7O7FixQpcc8012Lt3r+MLisVi2L9/v97uOnLkCPbv349jx44BAK677jp85zvfwZ133okXXngB1157LWZnZ/Ge97zH8Zm1SLHqiSjXa0Bd424MFp+3YaKkzu8taapnB1vr+pxDbNnKvtWKEWvl8aoY2TkbMARFyO9BncPNxJY6VUw4aeMB0CslrTYrRpIkcclqm4qnwLSk1by4Do7mkgBwYkoVOktbC1eLAGCJwIqRLCv4i+a8zUJrAfXnrIfYUhwJQejYGoC46aab8MUvfhGrV6/GG9/4RvzHf/wH+vr6UFdXh8nJSRw4cACPPPIILrnkEmzfvh3f/OY3sXbtWlsX9OSTT+I1r3mN/vfrrrsOAPCud70Ld9xxB9761rdibGwM119/PYaHh7Flyxbcc889CwayFztWhq9FVIwAdQg6lswUnPURMV+knuvA4JHjjBFgYyuNk/N2wOdBnd+LuXQWkbm0ZbNGt4PXgDsPJQCIzDm/hrYGP8ZjSVdzRqxi1Vrvt2wXwLtiNGzRR0lkTtvxqTjiqSwCPg/6523Gre9pwmOHJ/DiEMWREATDljDau3cvHn74YZx++ul5P79t2za8973vxa233orbb78djzzyiG1h9OpXv7qkid6HPvQhfOhDH7L1fRcbxfyEhAujOj8GI4mClQReg8f5zgUsbqXpdgF8rsHOfJP5fB5bec11fl0YWcUYvHYTYMvah86EkZvhbx6baXbni8y35VUxGtHMIntKBtiqnx+KzEGWFdf5fmZe0ETPad2NCwTiBpbTRhUjgtCx9az94x//2NLtgsEgPvjBDzq6IMIa+up6nhctXoO/Bc8uIVBEbcVZrRjJssK9ndhks2LEs2LVXOfH8ExhIZoPNnjdUqE4EvM1OKsYud9M0+0CbMw4sVmkcleMuptC8EhAOqtgPJZEVwkhZYcXh1XRs657odUIa6Wx25SDeCqDOr+Xu8caQfDC8QDI3Nwc4vG4/veBgQF87Wtfw7333svlwojiFIvmELmuDxgCpWTFiLMwYxWMeCpb1K03lsqAFR0rNWPEs53oRKDw+DdQ6nEuhroV56Ji1MCjYsQGr61XjIxWGp+tNN1HqYTQ8Xs96AqLCbFl3khruxsXfI6F2k7F0479qqyiKAo+9z/P4/TP3ItLv/awUDNLgnCDY2F0xRVX4Hvf+x4ANZR1+/bt+OpXv4o3velNuOWWW7hdYLWwa9cubNy4EVu3bq30pQAo3toR3UprLjLfJPJ8NvQNFK/csMHnoM+DkJ9PJIrTrTQewsyJlxEPg0v2+JUSovlwuxXHzCXduF9POGmlacIolsxgLuV+hX3YYisNALqb1LNHZ/gKo4EJzXk7j11AfcCnn8tuJ4oHDo3i9j8dhaIAfxmJ4VO/ek7oeQThFMfC6KmnnsIFF1wAAPj5z3+O7u5uDAwM4Hvf+x6+8Y1vcLvAamHHjh04ePCgq407nhjD1wtfqI02khj/zlLbYaK24qxsxIk633bFaI6f87bx87YmytTbuhdmOdYMNqtG5q04J+KUVZnc5KUZM0bWhVk46ENQ26Tk0U4zWmmlxRmrVo1yNJcETM7bBSJJVmhZbUcnxIbY/vcfXwYAXLyhC16PhAcOjenbcgRRTTgWRvF4HOGwOrj3hz/8AVdeeSU8Hg9e8YpXYGBggNsFEvkptjEkfivNYitNiMFk6YFgEfff7lYaz2tosinKAD6tvBwhavF+M/Q2Wp3bAFv3W2ntNipGkiQZA9guhVE8ldH/vZRqpQFAp9ZK4ymMoom03o4sHGKrflxkxejEVBxPHZuGJAE3vHkTXrNOjSP57bNDws4kCKc4FkZr1qzB3XffjePHj+Pee+/FJZdcAgAYHR2tmjyxxYzZ4NG8xZfOyohrLQDxrbT8L5YRAQGyDCubaTw3whhhG1tpsqzoIoZLK82mKAPMFavKOG8zQeM6jqTMW2nq2Syfzt3MDWujNQS8+r+fYnSF+W7EAUa1qK0hUPAaylEx+oMWYLutvw1dTSFcdoaaVHDv89YyLgminDgWRtdffz127tyJ/v5+bN++XXee/sMf/oCzzjqL2wUS+WEvuBlZwZzJzt/8AmblydjR2SX8bURWrKxspokYPrcjTmZTGd1YkEfVLGzDv4nBq53KKmVOhZHbAFs3M0bjesXIZiSJbhXgvI0HGG00K9UiAOhqYsKI34zRsYniAbYA0K8JI5EVIxZJ8mqtUsQCbF8cjnIJCyYInjgWRldddRWOHTuGJ598Evfcc4/+8Ysuugg333wzl4sjClMf8MKreZ2YqydMFISDPv3zvGkq8WJpbKXxn3EqFoXCEDljFEtlIJeI5mDXFuA0/G23jQfwmTECnJs8sp+B04oRa6VNOHzRVBTFCJC1WzHShJHbipHVjTRGl4BWGqsYrSgwXwQYoondljeKouAJLah220o1n62tIYA1XeqW3L6BKSHnEoRTXOU19PT04KyzzoLHY3ybbdu2Yf369a4vjCiOJEl5t8OmBc73MEptpUXLUTEq8kItcsZIUYBosrhA4e0jZXfwG+A35+W4lTbrzmCSOYYnM7KjgNPZVBbJjLpJZ7di1MahjQcA41H169lQdSn04esZfsJoYLLwRhqjVzOXHI8lkcrY2z60wpHxWUzF0wj6PNi0pFn/+Lkr1Ny2JwfE52wShB1cvaXfvXs3du/ejdHRUchy7i/Ubbfd5urCiNI0hXyYnE3lvGixd7lWs6EcnVtizkcXJi7jMIqebaGVxtNHKaTlvqUyMqKJdFHRxXsr0FHFKMFHnDmxCgDMrTRn5zcGfPBIgKyoj6fdyhtrwYX8HtQH7D0OrGLkZiMOAMZn7c04dZniSHi5X+tZbUWEUXtDQP+3PTKTwLIit3XCi8Pq5tn6nnBOduLmZS24a+9xHBwk122iunBcMfrc5z6HSy65BLt378b4+DimpqZy/iPEk2/Wh81F2A3udHru/PgWRVEEzxiVXl0Xdb7VOSPe59sVRoqiGOLQpTgrVR0shNtWmscjORZlgGn428FWHBu+djPfBACTNmecmIDKyIqrbTwzwxFVGPUWcd6WJAl92udPCjBdZHEj63tyl3LW9ahbzUw4EUS14PhZ89Zbb8Udd9yBd7zjHTyvh7BBvkFk9mTeJqBaw2AvlqmsjGRGznk3H09ldWM/oVtpxSpGHMwN8xEO+TEeS5Wct+FdsbJyn83Mpfk9BnYz4hjGVpq7ENvpeNqhMHKf0+ZWnLD5KKs+SgGfB20NAUzOpjAaTdqyGSgE24wrJowANcT26EQcQxERwkgVPiyXjXFat/r3sWgSk7MpoVVugrCD44pRKpXCK1/5Sp7XQtgkX5DsJGthCHySaQh4war8818w2YuY3yuhjpPrtJlKzRipZ1ur3BjCjG/FKJYsPfgNGP8efB73j0GzA3NJwBAmTrfSAHeRJG5y2rgJI5bV1mBd4HRxNHmMpzL6v8VSA+C9zXUAgMFpvq7bgKli1JtbMWoM+rCsTT23nFltBFEKx8Lo/e9/P370ox/xvBbCJvk2tIyKkThhJEmF2xzmnDQRIZHFHL8ZImaMANMQdLL4C7UhzPhUrNj9UBTVCqAU5q08t4+B03ZWxKWPEeAuxJYZTLK2mB30VprbGSMHdgGsnTbBw3Xbho9SnzaAzTu/bDaZ0dtz63vCCz7P2muHytROG5iYxb6BKUtvMIhTF8fP3IlEAt/+9rdx//3348wzz4Tfn/uLd9NNN7m+OKI4+aonbJNGZMUIMNoc89s7wgNsS8SRAOIiScIW5pvUz/MVZkGfB36vhHRWwUwiU/JFjqddgnODR1YxqowwYtWeZiczRiYPJUVRHIlLRVEwYXP4GuC3EQeYfJRKtNEAtZUG8BdGzAKgpd6ft626tqsR9x0cwV/HxMaRAMA9B4aw40dPIysreOPmPnzjbVuEvHkjah/Hz5zPPvsstmzZAgA4cOBAzucW4z+2Xbt2YdeuXchm3QdL8iLf7MlUGbbSALMoyxUJIuNAcs4tcySI+exSa/M84jjMSJKEcMiPydmUdnZd8fM5PgZOhq9lWTH9DFy00nhUjFzMGGVkBbFkaSGaj3gqi0Tavl2AW/8mM8xHyUqALbvNCEerAKB4gC1g+CuJzmmLpzL4z7sPIKtViv7nmUFcsbkPF2/sFnouUZs4FkYPPPAAz+uoenbs2IEdO3ZgZmYGzc3Npb+gDOQzWuQx22Hp7AJGi6Jz2vLNVZlJZowXJFEVo5IzRgLEYVizZrCymTbDM47EgTiJJjNQdOdv51Urd6005zNGdQEvQn4PEmkZU7NpR8KI5bTZtQvQM+J4VIwiqsixIoyYh5LbfLj5DGiCZ7nmrj2f5W3qx0WZSzLufX4Y47EUlrbW4dLTe/DdR4/g+38eIGFE5MX2jNH111+Pffv2ibgWwiat+pPowhkjJ7MVdihUSShXgO1cOpvXjI4JJklS3b95YjWag7fBo3o2E2WlRcIMx6w6s/P1fGuGwuer1xjyexD0OR/+dtdKc+el1eZyAJu10ewMXgN8K0ZsVd9KK40NfU/EknpVhQelDCb7O9SPn5yaQybL31yS8ev9gwCAt5y9FFdvXw4AePTlcYojIfJiWxidOHECl19+OZYuXYprr70Wv//975FK0T+uSjA/BVw2+Z+IHL4GCm+HiZ4xajTNzeQTCUy0hIM+LgZ5ZvQZo5JbaSKy2lgbz0LFiJOHkflcWVG34qzAq2LlNI4EcFcxAgybgUmnwihmb1Wf0S5gxqjUqj4AtDcGdUNNJup4oGe1FYgk6Q6HEPB5kJEVIRtxgFpFfuywmtX2+jN7saqzERt6m5CVFTz8lzEhZxK1jW1hdNttt2F4eBg//vGPEQ6H8dGPfhQdHR14y1vegu9973uYnCR793LBhNG4tto7k0jr4aVu/GOsUHIrjbOHEMPrkfRKUD6BInLGiX1PqwaPPH8GVkWZeht+rbSQ34OAV32asFq50StmFYojAYxoHKfD36xy4zQvTa8Y2fQi4tpK0+aFrGS1eT0S2hpYiC3PSBK1ldZfoJXm8Uh6VpuoOaMDJyNIZWS0NwSwVstnO391OwBgzxF6vSIW4mhd3+Px4IILLsCXv/xlHDp0CHv27MH27dvxrW99C319fbjwwgvxv//3/8bJkyd5Xy9hgoVjRpMZJNJZ/QmtKeTLsd4XQaFZH/bCLapiBOR3/NbPF7SqD5i30spr8KiebT0vjZcwAZg1gz0vI0OY8XHddtRKm3VnMMlsBiZn7Z8NmFb1bS5B8GylsTdMtrPaOAmjVEbGSS2SpFiI7QrBIbZPHFGTGM7tb9UXg7avYsJoQsiZRG1j+9XzAx/4AGKxWM7HNmzYgP/1v/4X/vSnP+H48eN417vehUceeQQ//vGPuV0osZCmOp/+bn48ltRL5z0WSueuz9YrGOWdMQLM1ZOFL1oiz7cy55PJyphNZblfg51YEJ7r+oD9AWxew+dOhVEmK+sC3amPkuuKke5h5KxiFJlLI+1i5kZRFIxrLfZOm1ltvCpGQ5E5yIpqN9FVRJwxqwARrtsA8ORRtSq0bWW7/rFztADbv47N2gpnJk4NbAuj7373u4jHCyv7zs5OvO9978Ovf/1r7Ny509XFEcWRJElfBR6PpfRVWyulc7eUaqWVo2KU7wVTVBwIYLYKKGIuafpcmJMwUb+X9Xkb3j5OVm0KjPP5DJ87FUbmx6DF4c+AfZ3b4Wu7M0Yt9QEwtxM3ztuzqSySGXt2AZ3chZH6Rq2vpa6ohUuvZi7Jbs+b57WQ2i3LjG3itoaAvq1HWW3EfGwLI6ubKUR5YE9m49Gk7ltSTmFUqGIkyscIKOyhpH5MnDBrristENj5DQEvfF5+7UyrcSQAf2FkZ74J4Df8zX7eibSMZMa6fxgTFOGQz/Fj0FSgVWwVNjxt10/M65FMBpPOKxnMObvO77VsF8C7YsSct0vZBbDh8GEBwigST+uVdJbNxmDZbS8OURwJkYvYQRRCOKxMPhJNmISR+/DJUhQSJ9MuUs0tn11XuJVWjhmjRFrOaxVgvqZKmUsC/O0CmiwIwpzzOQ1/mzcQ7QiU6QrHkQCGOHPiQG/MGTkXKE7iSHhXjKy29nua1FaaCGF0aEStBi1pqVvgR7VBy247OEQVIyIX28JIkqRF6WxdqyxtVZ9UTkzNlbVi1JzH4FG1C1D/bucJ2S7FgmRFCRNADb1kFBIJPAefzdiZMTJ+Bnyz2qyKE15VQ69H0u+3HYHCKi2uAmzdCiPtGpy08njEgugBtjZmnLrC6vPGaJSPQNErRiWEEasYDUbmuHckmDA6rbtxwec29qnC6AWqGBHzsP3MqSgK3v3udyMYLP4L98tf/tLxRRHWWWba6GBPROwJTiTmKoIsK/B4JMwk0ro5nJt361bPLjZ8LaKV5/N60Bj0IZZUU8vzvejwXJU3E7boY6QoCveqWaFB+0LwrFg11/kRTWRsCRS2qu/GssJJFIoZdr1OxBnzIHMljLSv7bBRseK9lWa1lcaEUyItIzKX5mo1cmhYFT3rtLBaM6y1dngs5jgTzw4np+fw//YPYsuyFpy3ur30FxAVw7Ywete73iXiOgiHMGF0YjKOoyyXqMhqLC/Mxn+zKTVPij0Zh4M+V47Hpc8uvD5uVGzE+Cg1hTRhVOCFWpSPk1Xn61gyo3tZcRu+dtpK4/AzaK7z48TUnC2TR6Od676V5sRcMp2VdTNMJ28QWvWNOPczRnYqt+y2vNyghyy20kJ+L9oaApicTWEokuAqjI6Mq95Ia7oWVoyYf1I0kcFUPC00X3IilsQV//0nfVPw1n86B5ed0SPsPMIdtp+5br/9dhHXQThkWav6y/3syYieT1XITI0nIb8XQZ8HyYz6Li8c8pviSMpjLlnudX1Aq9xEEgUrN6JmnCzntGmfD3g9CHLysiomRPNeA8efgZNZHx5eWuZz7VYTmKCRJDjKWWNnuxFG47rztvVWGvNciiYySGVk115oIxYrRuw2k7MpDEcS+uwPD5g30vI8kSQhvxd9zSEMRhI4OjErVBjd+tBhXRQBwBd+exAXb+jiuqBB8IMelRpnWZs6Y8REUU9TCHUBcdUaM/M3dyYcbuLYPtfCjJGI4Wug+OB3zvncZ4zU7xdLZSAXybIyb4Txag1YzYhjRBP85qzsZMQxeGzFsWtPZxU9lNgqkTn196C5zg+vg1gaVmVyOt8EGL+LdmaMmkJ+sMt16t/EyGRlfVbJSiQJuw3Plf10VtZjRvIJIwBYob2JPDouxnUbUI0u79p7HADwf64+G20NAZyYmtNjSojqw5YwOnbsmK1vvpicr3ft2oWNGzdi69atlb6UHMIhP1Z2GBWiM5c2F7k1X+bPnrCKkV23X9vn1hVeHy9XiG2hFovo4WtFUcVRIXiZK5phP28rg98518DBxylswTtqwfkcxHFDwKuLGrsChVV63HooMYHlBNZKs+Oj5DFZBbh13h6PpSAr6gC9FXHWowsjfiaPQ9MJZGUFgSIGkyzElo0hiOBPh8cRTWTQGQ7istN79Bba7w8MCzuTcIctYbR161b88z//M/bu3VvwNpFIBN/5zndwxhln4Be/+IXrC6wWduzYgYMHDxa975XiXM3FFVBt78vF/DbHRJlaaYXmP3IGj0UJoxJDubziMOYT8nv11kaxuRde5opm7FSMsrKCaFJExciGMOIgTiVJcryyzzYzmx3OyvBopenO2w2VyWpjAqc7HLRUNWObtDxz2o5PqWJnWWtdwUDp/jJUjB58cRQA8NqN3fB4JFx2uiqMHnhxlHwBqxRbz94HDx7EF7/4Rbz2ta9FKBTCOeecg76+PoRCIUxNTeHgwYN4/vnncfbZZ+PLX/4yXve614m6bsLE27Ytwy+fPomGgBdv3NxXtnPnZ5aVrWJU4IV6NpXVB4/FzRgVf6EWKcyaQj6Mx1JFRYKQipHFjTgAiHF2/raTEcfgNePUXOfH5GzKQcXI3fB3M5dWmv3ha8B4UzPpspXGBE6nResQPRA7xk8YFZsvYrBFlQFBOW0AsPeomtV2/uoOAMDW/jb4vRKGZxI4MTWnL9AQ1YOtilF7eztuuukmDA0N4b//+7+xdu1ajI+P46WXXgIAXH311di3bx8ef/xxEkVl5JwVbXhw56vxx52vRm9zXdnOnR+RMVnm4ev5jsjshYTn4PGCs0u00iKChq8Bayv7IipWRohsuuQ7XHZ+yO/hsplox/F7/jW43YprshgaPB9jVd9pK03bSnMojLKyov8u2hVG7Rw8lABj+LvT4vms5TcW47MRB1gTRnpO27SYnLaZRBovapYBrJpfF/DijCXqyMNeLceNqC4cPXPU1dXhqquuwlVXXcX7egiHVOJdR6ueQK6+y2PvMkUPX4eDPkiSOm8TTWQQbFRfgEUMHs+n2HyT+eMi7AKsDCKL8HFigiwjK5hLZ4tGTPAWhq6Gr11eg1OTxyndedthK41VjOL2N+IAtWLFKqdtNq+hlZMw0u0CLLbyOkzRRrw4rgmjYs+NTBiNxZJcNvHmc+BkBLKiOm+bjXfPWd6Kp49N45nj07jy7KVczyTcQ1tphGO6tF/0US28dlx/MhQrjDweSXehNr+bL29OW6Hha3HD31bmbXjHgQDqIDIb0ShtF8D3/ls1tsy9Bj4zTk5njNhskNOfAWvBpbKy7Y04wJj1a6n3214H52Euab4GywG2plYar7kbK8KovSGAgM8DRYGeHMCTF7W4EeayzWB/pwDb6oSEEeEYtukxor3LsxoBwIN8Sfci21j6uXXFX6hF2gWEgxZCbAVEokiStGCerOD5nLfy7A5fZ0zmim5/BqUG7Qsx7bKVVh/wwu+VtO9lX6CwWT+71SKATxwJYLxJsuqjxG6XzBiPn1tYVltfkfECSZLQpz1fnRTQTjukCZ8NPbkBtuu0v784HKUB7CqEhBHhGCaARiIJJDNZfa6gHHNO+docU2XwUQoXicdIZrL6O3wRVSsrKfe8ku0Ln11CGHGecbI7fG1+UXU7/O28YuSulWbeiHOymWZsxVUmpw0wbcVZrBjVBbxo0PzXeGymZbKy/n26m4uLM33OiKNVAOPFApEka7oa4fVIiMylMTLDr31I8IGEEeEY1jMfiSb0dlrA53H8TtkO+QZj2QuCm/DQ0ucWMZfUqiWSpM5BcT+7RLUKEFexylehy3s+53amXjGyWEVgj4FadXH39Oa6lebi98CNMGL+R45y2ipUMQJMc0YcBrBzfJRKzDmxN3LMDJIXsqzgLyMxAMD63tyKUdDnxepO1SrghWEKsa02HD9zvOtd78LDDz/M81qIGqNbC6udjqcxoBmk9TSFhIcxAvnbHFP68Hc5Amzz5LRp19IY9BX0TXGDlaqNKIPJUrNV+vmcfZTYfY4lizt+G+fzjyOxu5U2zUGgs2qTk5X9KRcGk7qPkct1fbszRgDflX3WRuuy4KO0pEVMK+3k9Bzm0lkEfJ68MU0sxPalEfFzRrPJDL7wm4P46F1P4+XRmPDzah3HwigSieDiiy/G2rVrccMNNywql2vCGk11Pn0t/pkT0wDKM18EmF+oDYFSDruAJtMLdXbeC7WonDSGlUFkY85KVIit1YoRn/PZz1LRwopLwfP8fP/GrMAjxNaN+7WbipV5K83p7EsmK+vCyo7BJFvZ5yGM2CB1t5WcNq1iNMIxjgSA/mZxWWtdXnHGxNKAQNdtxqfvPoD/++gR3L1/EO/47h5bW56nIo6F0d13342TJ0/i2muvxU9+8hP09/fj8ssvx89//nOk0/RDPxWQJEnf+Hjs8DgAa7lIPMiXWcZekES20syhoLF5IoFHeGnxs0uvrovKarM6iMy7lRf0efRBZCsD2CIqRnaqNqmMjNmU6q3VUoOtNNYGT2cV/X7YZSqehqKoLWU78356xYjDjJEhjEoLs06thTfG0VwSMHyUVhQI9WbmkscEmksC6pzTL59WCxeSpObR/XCPvXivUw1XTfjOzk5cd911eOaZZ7Bnzx6sWbMG73jHO9DX14d/+7d/040ficULy2n708tqIOLqzsaynJuvtaNXjAQKo4DPg5Bfi+aYJxJEDT4zSjlQy7LCbSNrPnobr0T1hHcrT5IkWyv7PM93IozYbSUpV0TbPtuF+/XUrNZKcyDM6vxeBLTZLKfO26zi01YfsBWiy4QRD5NHfUPWQsWIbdeOch6CLmUwqQfYToiLIwGAX2mi6JKN3bjxyk0AgF/sOyH0zFqHy/D10NAQ7rvvPtx3333wer143eteh+eeew4bN27EzTffzOMIokpZ1Zn7bmhNV5mEUZ5ZHzZbIdpgkgmU+S8cIlf1gVwH6nxEkxmw7gePOI6csy1uh4n4GdgxeeS5FefIXFK7bTjosyUK5uPG/Zqt+DvZijNbM0QcZrXZ3UhjsOHrCY4zRt0WKtidYWO2ycocm1WOTaqCp5CPUr9WMTo5NYdUxr5flRUURcHvnhsCALzprCW47PRe+DwSXhqNCc2Hq3UcC6N0Oo1f/OIXeMMb3oAVK1bgZz/7GT760Y9icHAQd955J+6//3789Kc/xec//3me10tUGaf3Nef8ff08vw5R5NtKm5wVP3wNFN4OE20wWSgjjsF+FrziOHLOLjJ0nu8aeFbN7HgZ8dyKY+fOprIL5slKne+mWgQAzdrPz4k4mXYxfA0YlSYnHkqAKafNZoAta+O5Cc9lsOoPWxApBqtUZWTFcQxLPkpVjDrDQdT5vZAV4MSUmHbayek5HJ+cg88j4dXrOtFc78f2VW0AgAcOjQo5czHgWBj19vbimmuuwYoVK/DEE0/gySefxAc/+EE0NRl+Da95zWvQ0tLC4zqJKuW8Ve36n5e01OmtNdHMn3nJZGX9z079Y6xSaDtMhOu0GWNLKr9AEJvTZi03LMp5Kw0wjC2tGC3y3IorNk9W8nyXwoz9G3YiTnRh5HDGyek2HmPcYcWItcDdbsQBRsXIyjKI2WJkNMpvAPvYBJsxyi+MJEkSHmK7b0ANsD29r0mP8mHP2exzxEIcC6Obb74Zg4OD2LVrF7Zs2ZL3Ni0tLThy5IjTI4gaoDMcxNXblwMA/vlVq8qyqg8Y74bZi0BkLq23kdxsA1mh0Oq6CNfpfOfOpbN5S+8iz7fcShOS1Wa9YhThWLEK+Iww4mjSmkiIcmrluRm+nnYxfO32bMCZhxFgFkY8KkbWh68B0wA2p6y26XhKF8nLWgtHkizRzCVPTokJsWUhteesaNM/dvYKNcz2KRJGBXEsjF71qlchGFz4j05RFBw7tvgm3nft2oWNGzdi69atlb6UquMLbzoDz332ErzzvP6ynTn/iYy9y2yus58PZZdCbSXRw9eNphfbfAJFlIeR+j1Lu25nZUU3YuRpF2Bv+Jp3iK29rDZejwH7edvJiAOARNpwX3dqMNniYOjczITDzMTWBibInFsFAOpmIPt3alWcdYVzcx/dwtponeEg6gKF29q9moeSCNdtANg3MA0A2Nrfqn9sy7IWeCRgMJLQBSSRi+NXkJUrV2JsbGzBxycnJ7Fy5UpXF1WN7NixAwcPHsTevXsrfSlVh3lzqFwwYRRLZhBPZTAWZb4pYttogPGiP1+cRDjNlxTCaw7PzWcwKcjDSP2epStG5nYTz5+Bk+FrfiG29gSKPnzt8jGwG4XCYFUer0dy7L6eL27HyTXY9RNjFaOMSWA7gc0aej2SZYHMe2WfuWizuJFC6HEknF23ASCdlfHyqGoeuWmpMQtaH/ChXxt5oBDb/DgWRoqi5G2bxGIxhELl8bIhTl0agz59bX48mrJl6OaWcAHjP/ZCIjISpZAoA8R5GKnnljY7ZOfX+b0I+PhV7ZpsDV+LCrG120pzWTEyVarsVE/0jbQ6v+O2tjF87U4Y2Z1xCvm9+u/09KzzdppuF9AQsOxA38W5lcaej3pKtPJYwO2ggIrR0fFZpLMKGgJevWXHWKe5bv+lDK7btYjttxTXXXcdALVK8OlPfxr19Ub/NJvNYs+ePQVnjgiCF5IkoSscwrHJOMZiCeOJqAwGk/nMJQGjnSdy+Lupzo/BSCKvQGEVIyEzRtp9nktnkc7KeXPIeM73mLFTPeFtF2C7YsRJmLFzM7KCuXRWH5wtBfMw4pHT5rhi5MpgMoChSAJT8RSWFxhaLgWrGNmpHrOK0SgnYaQPf5d4o8YMcYc4u24D0HPa1nSHF4jkdT1h/P7AMA5RxSgvtp/Bnn76aQBqxei5555DIGD84wsEAti8eTN27tzJ7woJogCd4aAqjKJJIxvJ4rClGwoNX7N3uWIrRoU3tHjnlJlpDJrnmzJ5vaKMNpIYc0l76/p8xBnbiLMcYstp+Lo+4IXXI6lzW4mMZWEUMVWMnNLs0seIDU87EehMGE262EzT7QJsbMXpwojTzA2LFynlo6S30iKJgl0Yp7Bq0Gl5vOVYxegQVYzyYvu394EHHgAAvOc978HXv/71nPV8gignnY1G+duOb4lb8rUaUhlZf/EU6bxdzORRVMUGAHxeDxoCXsymspiZS+cXRnOiXLetDUBnskYcB/+KkTWRwGv4W53b82E6nkY0kbbcIp7iEmDrvGKkKIouqJxkFpoHsJ3CDCbbbOW0qbdl1Sa3WK0YdTeFIEnq88fkbArtNjf5ivGSNl/EwmrNrOsxWmm8BVk+bn3oML7/+ADO7W/F//eWMxHy8/VZ443jQYDbb7+dRBFRUVh1aCiSKOuMURtbKzY9ibL2gSSJM3gESlSMBIfYlspL4+k6baaQb9R8ojnD33yuodFmK033ceIgTtl9iNgIsXUTIMtw00qbS2eRyqpbcU6qVi3675bzGaMJB600JiTLLYwCPo8uyni30/46pjpb50sjWNZWD69HQiItc2sfFuKPL47gxt+/iJPTc/j1/kF89Q+HhJ7HA1u/vddddx3+67/+Cw0NDfqsUSFuuukmVxdGEKVgjrIDE3H9SaWnWXwrjb0TNhvRTZvaB26iIEqhi5N8M0aCfZTCIR+GIoVFgggPI3YuUFqcsPvfEPBys2ywux3Gc8ZJ/R5ztjbTjOFr5xWjZhZH4qBqwypWAa8H9UXW1AthuF87FyiTWsWow0YrjbXdpuIpyLJieWi7EFZbaYDqtTQWTWrmks0lb28FRVEM5+08s1p+rwd9LSEcn5zDwERc6BvK//PAYQCq0eXARBzfe3wAH/rbtcKep3hgSxg9/fTTSKfT+p8LUS6TP+LUhrlsHxqJ6lsdy9vEO2+3NRhGdOxJdKoMAbZA8epJ2SJJClQSRM04WRUnInyc7GzEma+Bx5yV8VhbrxgZPwPnFSv2ghVNZpCVFVtCnwma5npnW3FtHEwe2YyRnVYaax/Kivq75WaBIpbM6C1dKyG25pEAXkzMphBPZSFJWLCRxljR1qAJo1lsW9mW9zZuOT4Zx5MDU5Ak4Kf/fB7+6f/uwUujMdx3cARXnbNUyJk8sPXbw+aL5v+ZICoB8+J4eVTdvggHfbbeJTqFPYmywdjmer9ptqMyrtvqx8RGkpRqaRk5YbwDbNXvF0tmis5DiAywtR4Jwm/Oy4mXEY+fARNGiqKebUckuM9p01paLipGTiJJgj4vwkEfoskMJmZTroTRsFYtCgd9aLDgJcXbdRswDCZ7mkIF53mWt9cDL6viRRT3HRwBoMaQdDeF8Poze/G1+1/CPQeGq1oYOa43z83NIR43fqADAwP42te+hj/84Q9cLowgSrGstR7mN7MrOxvKUq0M+rz6lhZ7AmfvlEVXjIo5IguPJCkQnjv/fP6tNOPdPHsnnvd8AcPnjcHi99lMJisjznH4u8ni0LkZY8bJ+fkBn9EGsztnNO1y+JvH8LWTdX317IWzg07Q5x0tWoeIEEZM7CwrEGALACvYKIJAYfTEETWS5G/WdgAALlrfDQDYc2TCcjBzJXAsjK644gp873vfAwBMT09j27Zt+OpXv4orrrgCt9xyC7cLJIhCBHwerO40Bgs3L20p29nsCZw9CU/ppnaChVGB4eu0+UVZUCRJyVaaoIpVyO+BT1PAxaonIitGVgJseQ9/Ww3uNcOraud0AJvNODmOI+ExfM0iSWxueLEW+QQvYWQ1p62Rr+s2YATYLi8ijMwzmiJQFEXPatvWr7bqNvSG0RDwIprIVLWHkmNh9NRTT+GCCy4AAPz85z9HT08PBgYG8L3vfQ/f+MY3uF0gQRTjVad16n8+b3V72c6dv5lmVIwEt9IKDF+bXzwbHUZBlKLUzEuUYxvJDFtdB4q3tIz5Hp45bTY8lLT7X89p+NvufJP5GtyKQ6dBstMuW8rs98ppxSiRzupVxXyWEkXP5lQxYnYBnRaFWadmMSKilVZMGLFq0okpMcLoyPgsJmZTCPg8eiSJz+vBOZpIenJgUsi5PHD82xuPxxEOq14If/jDH3DllVfC4/HgFa94BQYGBrhdIEEU453n9WNFez0uPK0TF23oKtu5rOzOWmlsQ82Jd4sdClWMmFhpDPqEheiWXtcXN+Okx7AUE0YCWol25nyinO+/0bq0Lk542QU4rhi5dH9vdTl8zao9fq9k2zaircH9fBMAjNsc/hbRSmPLKIUGrwHDXHI8lkIqI3M7m/HMiWkAwKYlzQj6jDmnTUtUm58XhhZhxWjNmjW4++67cfz4cdx777245JJLAACjo6Pkb0SUjeXt9Xjo46/B9967LeeXTzTzK0bsSU308Hchg0eRcSD62SXy0kSt6wNGFaxoK03A+fMHv4vB3XXb0VYap6y2EiK4EFMOc9IYLVqLei6dRSJdeJ6sEJO6uWPA9ryhLoxifCpGVoe/RQgjNgDeW2TOqbXer2cajnBy/DZzaFhditnQm2swub5H1QcvDs9wP5MXjoXR9ddfj507d6K/vx/bt2/HeeedB0CtHp111lncLpAgqpH5FSNmktYl2HmbVTBmU1lkssa7vIigjbDcs4uLE1EGj7lnF6sY8W+lMYNHWYE+w1X4fL6RKE02t9KSmSyS2jt/t8LIbkYcw9hKc/YGoTHg0xcq7IoywNmqPoNXxYjNOFl9k8SE0Wwqi3jK3s+7ECMsCaCIMJIkSbcTECGMWCTJup7cQsmGXvXvh4ajkKt0ANuxMLrqqqtw7NgxPPnkk7jnnnv0j1900UW4+eabuVwcQVQr+qBmLFcYsSc5UZhf9M0vWqI2wswYVYSFT96yrCCW5O8jtPDswi+WvJLtzdT5vbqPT0mDSX34nFfFqHiFbj7m62t0eQ12RRlDz2pzWDHyeCTT/bYvjNgbBCczTm2c3K+NrThrzwUNAS/qtJX68ah75+1oIq3/LpbyUeoRGGLLhqvXzYsk6W+vR9DnQTyV1Wehqg1Xwwg9PT0466yz4PEY32bbtm1Yv3696wsjiGqmSxNAIzMJZGVFf5coOsTWb3IUNr8QRgTHgajfu/CWVDSZAes0iahaWaoYcTRXZJgHv0saTHIWp05z2sJBn2v3deOxtlfBcNtKA4xWpJ0oFIYbuwBew9d2fZQkSTLaaTH3AoVVf6z4KDHhNMxZGEUTaZycVuecTuvOjSTxeT16ftuLVbqZ5uoZbPfu3di9ezdGR0chy7nDW7fddpurCyOIaqa3WR1cHI4kMBFLQlYAj2T9XaIbmkJ+xFPZnOoJe0FoaxAnjIoNIrMX5ZDfI2TWy0oFg6e5ohk9zDVZKpJE1PC1VXNJfq1EJ+aSgPtWGqDOyR3HnKNWmpusuFYO6/qKoujtPDvPBZ3hII5NxvUwbDcMR9Tv0WPBR6lXUMXosJbT1hUO5h3EX9XZgOdORjAwMcv1XF44/g363Oc+h89//vM499xz0dvbSzEgxCkFe9IZjiT0Nlp7Y1BoThqjqc6H4ZncjSFWvhe5FaebSyYzC/KkRHgI5ZxtoWLEeyuMEQ6yzLJSrTS+c156xchiNEeUY8XKyYyRoiiuW2lAab+sYhhZcQ6EkZ7T5txDKZ7KIpFWiwR2nLfbOc03AaYAWwvCSH8em5lzfa4Z1iLrb88f0cTMJY8K8lByi+Pf4FtvvRV33HEH3vGOd/C8nqpl165d2LVrF7JZ+5sSxOKDPaFEkxkcHlO3L7oEzxcxWvSQT+MJvBxZbewFS1GA2VQmp2UlIqfMjJW5E1GRJI0WW1o8XKfNmO9HLJkpuXHI02DTqBhZF0aJtIx0Vu2nuvkZuBJGLlp5rLIRS2aQycqObC/YzGHIby9El1cbDwCGtVV9K8Gwvc1iWmmlnLdXaILp2GR1VowczxilUim88pWv5HktVc2OHTtw8OBB7N27t9KXQlQBjUGf/sLF3F2Xthb2DOGJ4bptlN2Zj1KbQGEU9HkQ0F4s5g9gi9xIA0pXMGRZQSwlRpxZNVrkXTUL+rwIauvUVlpaxlYcR9dtBzltHkkdKHZKc5Eh/1LoPkoOWnnmf7tOzgaQ00az00Xh0cZj6BUjC8KoW9CMkSGM8j8n9ndoFaPx6qwYORZG73//+/GjH/2I57UQRE3B3m09fngCQHGXWZ6wVeRJU2zCJIeh11JIklTSR4nn4LOZUhUMkcPfVudtRGS12dlM49lKszvfNP98N6MVxvC1k1aa8xkjn9ej+2U5dd6262HEmO+L5gZ7M0aqcBmJJrlml5Vy3mYVo8HIHJKZ6uvCOP4NTiQS+Pa3v437778fZ555Jvz+3H+IN910k+uLI4hqZmVHA/4yEtMHDZcX6Kfzhg1YT5mevNkTqt0YBLuEQ36Mx1ILXjBnOLeR5qMLskIeStoLYtDHf/jbShyJem38t+Ka6nwYjyWtVYw42gU4qRhFOLXy3LTSIvrwt7NraK7zI5bMOBJlgLli5CzAdtLFfBNjNMqy2koLIybgsrKC6XjKdr5cIY6VaKW1NwTQEPBiNpXF8ck41nSF896uUjj+DXr22WexZcsWAMCBAwdyPkeD2MSpwGndYdz7/Ij+9zWdjUVuzY/WPH4r5YskKV4xEtdKK1ExEijMrDpQRwW0E61EoTB4GkzqYjDPoH3p813GkdQ7c90GjIqR00iS5jo/Tk7PORZGxqq+3QBb7c0Oh4rRuA1PNb/Xg9Z6P6biaYzH+AijdFbWt9wKVYwkScKytnq8OBzFiam5xSOMHnjgAZ7XQRA1B3NwBdS5ijO1oETR6IOamhhKZ2VdGIgcvgYKGy2KNpgsVcHgOV8zn8agtbaSyEgSW1ltHFp5xQbtC8EtjiTkLKdN1qoegPOWstOMOIZu7mizlZbvzY4TFEXRxZlV5+32xqAmjJJYB/cCZWha9XYL+DxFg3T7Wurw4nBUiLmkW1wZPD7yyCP4p3/6J7zyla/EyZMnAQDf//738eijj3K5OIKoZi5Y26H/+fS+5pJmarxonee6zQSSJInNSgMKD0GLWpVnsO/LKhjz4fWinA8rRouyrOg+RzzFmZ21eZ4/g6DPA7/XmuM3g5cwM+bY7A1Ax1IZsH8aTn8PmKBy3EpjcSA2/czmv9lxSjSZQUqLCrLqo8QE1HiMT1bb8SmtjdZaV7TSqHsoTfO1CuCBY2H0i1/8Apdeeinq6urw1FNPIZlUf6iRSAQ33HADtwskiGolHPLjs2/ciI29Tfj0GzaW7dz2eU+iuqldnV+4j1Kh+Q8Rg8dmmEBQFOjbZ2aiHM0NC51dTCDMpozhb57iLKxXq+xspbk/X5Ikk6mmVYNJPuc3OwywZfNFIb8HIb+zOTO9YuRw1mfCoZ8Yu73qg+R8GJm9WWoIeFFncTOwQ6vqjLsMz2Uwx+slrcWXUfpa6rTbL6KK0Re+8AXceuut+M53vpMzeH3++efjqaee4nJxBFHtvPv8lfjdRy7AtpVtZTvTXHZXFEUvv4tc1Wfo20rJ+cPXYg0eQ36vbhWQ74VaZCvPXK0qBJsBCvicvyjnw07FiGcrLfdsq5EkfIev7VZteLluA8askl2cZrWFgz74tDc1bqpGrOrTYcNTzRBGfCpGIxFmF1D8GgzX7UVUMTp06BAuvPDCBR9vbm7G9PS0m2siCKIIrOyezMiYS2f1d4miN9IA9QkcyFcxElexYRSyCjCfX6lWmqhWnq3ha87XYJxtTSQY6/ouh6/rjKqkolhfIZ/m4Lrd7LKVZhhM2vtdlCTJ2ExzMWfEWnl2tuJYK22ClzCyuBXHrAIW1YxRT08PXn755QUff/TRR7Fq1SpXF0UQRGHqA14ENOO/ydmUbuhmZT3XLYWGr42hV3HirNhmmoiNMEajhaqNqK08O1UbnllpuWfbzWpzWTHS/o3JCjCbst5WMreUneJ2+NrN8LfhZeR8Zd/JVhzvVtqIlvdW6vmor0X9/OD0nC0BXA4cC6NrrrkGH/nIR7Bnzx5IkoTBwUH88Ic/xM6dO3HttdfyvEaCIExIkoQO7R3hWDSJ0TIKo0IvllNxZy0EZ2fnqRgJbKVZicfQZ5w4n29VnGRlRW/18Y4kseoCzUscmh3W7QgUY1WfgzByMGOUycr6z8pRVhtztOfRSnMkjDhVjCw+HzEDymRGdr2NxxvH/4L//d//HbIs46KLLkI8HseFF16IYDCInTt34sMf/jDPayQIYh69LXUYjCQwFEmYnojEZ7XlG75OpLOY0wZGxVaMCq/sixy+Zi/0qayMRDqbd4ZIVCRK2MJ8E5BrPsmvYmR98BvgJ05Vh3U/xmNJzMylsaTFWtROxEUcCIN9rZOKkVlAOqla8chLm7C5qg8Y80gT3CpG1p6Pgj4v2hsCmJhNYTSa5GYuyQPHFSNJkvCpT30Kk5OTOHDgAP785z9jbGwM//Vf/8Xz+giCyAMbXBycnrOVpu0Wo5VmvAiwFxGvRxJm8Aig6JaUyOHvhoAPzLO2lPM27/Ot+hix6+Lp/G13K42nZUOxebJCuAmQZbhppbE2WjjocxRA28LBy8iJ8za77Vgs6bqllcnKGNMMJq1ktTETSvY11YJjYXTs2DEoioJAIICNGzdi27ZtaGxs1D9HEIQ42Krr4HQCoxZ7+jzI186a0t+pu8vIsn52HmE0x3cjy4zHI+kZWqWdt/meb2W+CRDTStQrdBZFgpGXx89g0kkrzUlOGoOJKjbIbQe357udbwKA8ahWMbKxlcbESSojL9g2tcvEbAqyor5JslIBWnTCaOXKlRgbG1vw8YmJCaxcudLVRREEURzzqmtFhq/nMvq7SzYsKjLAFjAHquZrpYkNsS1VPRFVsbIy3wTwzUkzzrY7fO1++JnRnKcyWfJ8DlU79u87kZZth5tGXFaszNt4ThnXK0bWhVHI79WFv9t2GmujdTYGLXmqMWfsMU7zTbxwLIwURcn77jAWiyEUEv8ETRCnMmzV9dkTEcRTWXgkY8tDJOZ5m2RGddhlLQThcSRFVtdnOLZx8lFqO0yUXYE5s6xY+jlPc0dGk40Zo1RGRiIt53ydGxpteiipt3U/fB4OGm1T2z5Kc+5mnFo4VIwm9K00e9fAxJxb5+3hiL15x2qtGNn+Lb7uuusAqDNGn/70p1Ffb7hbZrNZ7NmzRw+XJQhCDMvamGvsnPb3eu6p8vlg8zaKor4Yh/xefSNN5OA1UFicKIrCtY2TD2PovEArLSlmK858f2LJTMFqjIgQXXvmksZj0sillaYJQjsVIw55eR6PhOY6P6bjaUTiaXSFrb/Z0O0CKtRKy8qK/jOw+yaltT6AE1Nz+pscp4xoAqfLYvV60Qijp59+GoD6ZPTcc88hEDAegEAggM2bN2Pnzp38rpAgiAWs6WqEzyMho1URVnY0lOVcj0dCOOjDTCKDmbkMusLGu0yRq/pA4fXxRFrWfw6iQ2xLVYx4V6yCPtWzKpWREU2kCwojET5Kusu5FXNJ7TaNQR+XWBp9psvGzIsx/O3eYHI6nnbhvF0ZYaQaYqp/ttvO0ytGLjyUAEPgdFqccVo0wuiBBx4AALznPe/BN77xDYTD7tN4CYKwR9DnxZquRrw4HAUAbFnWUrazm+r8mElkdJGgt9IEO28XWh9n75I9kpoRJYJSIoFHtaLg2SEfxmOp4gaTAlpptswlOQszq7NVOdfAac6ryabjNyPi0kepyaUwYm9QGoM++G1uxbEKk9tW2uQsC9G19lygC6MqmzFy/K/49ttvx+7du7F7926Mjo5CluWcz992222uL44giMJccnqPLoxedVpn2c5VX7Tm9CfwKQ5r0lZgG1/zXyyNNpq4rbhiHkrmaxJlMFlKGInYirMVR8J5K45VjEr5NzEURTF5Wbm7BrtD54xplz5KbitGbn4PWznNGDGrAaueRF2LpWLE+PznP4/Pfe5zOPfcc9Hb2yt0TZcgiIW89/x+vDg0g9VdjWWtGLXPy3Qq+/D1/Jw2QavyZkq9WIryMTKfHUuWN6vNPPgtywo8RVpkvA027QbYzqWz+nC6238Hdh2/Ga7X9bWvS2YKG4kWIzLn/PewRa8YuWuljdvMbexsVGeRInNpJDPZssxJWsHxv6BbbrkFd9xxB97xjnfwvB6CICzSUh/At995btnPnT8XYPfJ0CmFxIleMQqKjCMp3F5RFEVoK81KBUOE83bO4HcqU1R08Q+wtTd8zWa8vB4JdTYFxcKz7Tl+M9zOGDUGfPBIakbczFzatjByY5vBfnfdDl/rFSOLzwVNdT4EvB6ksjLGYynLLueicbyun0ql8MpXvpLntRAEUQOwuAEmjNj/u2yYyjmBvejOpbNIZ43WPVuTZllTIs/OJ04SaRnprLjhb9ZWKlbBENHKC/q8emZZuQ0mG4N2XbcNYeq2e+G0lcZaYE5n7TweydWc0ZSLIGdew9cT2qyQ1VaaJEn6Gy2W+VgNOBZG73//+/GjH/2I57UQBFEDsCeycS1CYDSqPqFZXdF1inkN3PyiNV0Gu4BiLtBRwcPfVioYoipWVltaolppVmeMePpYOa8YGQ7wTmFzRtMOhJEuzBzNGLkfvs7Kin7ddqrHzHOpmoJkHf8rTiQS+Pa3v437778fZ555Jvz+3Afjpptucn1x1cSuXbuwa9cuZLP23FAJYrFh3iSZiqf1akmn4BBIv9eDOr8Xc+ksoom0EbrpsoVhhaJxJKaNMBGzlpZaaYLsAsIhHyZmiw9+q+fzbaU1lhh2X3A+R2HY5KBiJMuKLkzcRJLoA9gOZn2mXAgzJoymXcwYTcVTul2AHXHWyiEjjjeO/xU9++yzupHjgQMHcj63GAexd+zYgR07dmBmZgbNzc2VvhyCqBgdmgAaj6b0alFrvR8Bn+MCtGWa6nyYS2dzWg16qrrArTh9XT/PAHREYE4bYK2CISoSxWr1hPcAvLliVChlwQzPipXd8FxA9VtixuRuIlHcbKa5MVplvzuT8ZSln3c+mOt2a73fVoiu8QZnEQgj5mdEEMSphT4TEDUCbO04BLuhtT6AkZlkzvbMtN5CENdKa9JbaQtfLKOc/HNKnV3ohdq8qs5bnFmdt+E+fK3NGCkKMJvK6nNW5Tjf7kac+fygz+Nqs8qNMGJVJiezdmwuKpWRMZfOoj5g/9/RhOZhZHcJw6gYuZtv4on4t3gEQSwqerRZoql4GgOTcQBAl8VsJLcYJX/j3SUTSTzCSwvBKiesgmFmhvN8zcKzi4uTuXRWd/7mXzGyJox4eQgxQn4PfJo9gJXNNJ7nOzGX5DX87q5i5NxHqSHghd8rad/HmUAxNtLsPRe0NbDB7xquGF155ZWWbvfLX/7S9sUQBFH9tNQH0FznR2QujcdeHgcA9DaXp2LU1rBwHiFSBh8lJhCysoJ4KosGUwVDpIeRenbxdhZ7URYx/G11O8zYSuMjDiVJQmPIh+l4GtFEGj0l/n1FOZ5fbNC+ELxmnNwIo2kXBo+SJKGlPoCxaBJTs87W5p0G2LJq1WQtt9JovoYgiP72ejxzIoKH/jIGAFjRXp6sNiMFfGErTeSMUZ3fq2fTzSTSOcJIpOs1YN1cUsTwt9W2kghx2BjUhJGFzTSekShO1vWjnLbimDCyI8oYbo1WW+v9GIsmHQ9gT8w68zNrYxtxtVwxuv3220VcB0EQNcSK9gY8cyKCeErd0uwvkzDK20qbde7fYhVJkhAO+TAVTyOayKDX9P5QpLmj+n1L5bSJG/62uqElop3IomesCBReAbLGuaqpZSnHb4YhTitTMUplZMxqv4tO3yDoosymTQGD5aRZNXdktFVhxYhmjAiCsE1/e33O31d3lUkYzWulZWVFf1EWndVWMMRWcCtNT5ov8IKlCzMBzt/m2apCZGVF/zzXEFuWl2ZLGPGrGCmKKo6sEOVkcOlUGDGTU4/k/GfgNqvNaKXZnTGqvooRCSOCIGxzxhKjZBIO+rC2K1yWc5k/Civ3m1sOIn2MAKMiM9+BWnQrrWne6vp8RG2kAdZaaWbhwjfE1vp2GK+KDQCE/NYdv/XzOVWsHAsj0wKClQpXPgplEVrFaSuNvdmZnkvreXeVhoQRQRC2OX9Nh+5bdN7qdngdPhnbpXWe5wn7fzjos+Wd4gRWkVkYYlueVpqsra7PR5SHEWA2Wiyd0xZwuape6Gwr7te8t+LsruzzegycbMQBfNrJTS5baVMOhRF7Q6Mo7rPaeEHCiCAI2zQEfbjpHzbjDWf24vo3bizbua3zBjXZu1S7mzBOKBViK6qVZl5dz/dCLcr1GrD2Qs1zvif3bOtD0Dy30uyebb6d25+BEw8lwKgwualauslpA5wvQfi8Hr1SVi0mj2Le4hAEseh5w5l9eMOZfWU9U99g0VoHLMC2Q3AcCVBYJIhsZQHFB7/V88VVrKy8UIuqWNkJkp3hXjGyl5fGayuO/bxnU1lkZcVyJZb9jNx4eRUzMS2Foii6waSTa2hrCCAyl64ak0eqGBEEUTO0aGZwc+ksEumsLoyYG7dIjBmj/K00URUjoPgLNe9kezNWttJEV4xieWJYzJiHv3ldg+OKkUtxbA5KthqgC5j/DTo/383wdSItI5WVAThr57HZwWrJSyNhRBBEzRAO+vTB2PFYsqzCqJA40cNDyxBim2/WR5QwUc8t7Pitn58UldNmTZyYh795zxgVm60yow9/u9wMDPq8+uyevUgS9wsAbmaM2FaczyM5MhnVW+RV0kojYUQQRM0gSZIePzIykyhrKy1f9SSRziKRZu+UxQujfCKBZ4DqfJhVQFZWMJdeOPgt8nx2dqnKCXshD/o83IKM7bbSeG4mWvWOMsNjAcCduaQxX+TEZNStVQBvSBgRBFFTsKy24UgS47EyttLyrDOzd7g+j1Qy6NQNeuUmz4ulyOHv+oBXn3Mp7bzNu5XGKhjWctp4thLtttJ4biY62Uzj8W+AfW3EwYwRE0ZOHwO3g9+8IWFEEERNwXKzhiJzGGPCqBwVI21+xPzkPTXr7p2yVcJFTB55r6qbkSSppMGkqPP1ilGpOBIBw+f2h6/5Vc2cbKbxEIfN9c5baex3wqmXGFWMCIIgXMAqRiMzCQxOJwAA3U3iQ2yNOBJTTltcfBwJULyCwTvAtdDZhSo3IuJAzN+vVOVEhDCz085KpLNIZdR2Ko+qlZOsNh7D1+xrUxkZiQJt00JE5tz9HpAwIgiCcAGrGB0Zj+uttGVt9tPA7ZIvBZzZBrRWKI5E/Zi4ilHu2flfqKOCtvKMrbRSwsi9KCh0tp2cNkkCGgMcKkZBe9UqgM9mYkPAB+YOYHfOSJ8xclkxcuq6zRsSRgRB1BRMGD1xZAKA2mYSuRHGYBWjiCm6YKrCFSMRq+qFzi6UWSZq+JoJsngqi4y2Cp4PETNWdlpp7DaNQZ/jOA4zVtzG52OYfDp/DDweyfFm2rRLg0mqGBEEQbhgVUcjAOOFY2lbvdD5HgbbOlMU4wnc7WyFVQoNIotYVV9wdskZI1EGj8aL/GyycGtHhMGmnYqRkZPGO47ESSvN3TUYA9jOnLedbmay+SYSRgRBEA5Y1dkA8xvzDb3lCbD1ez36i5ae1aYZ0rXazIeyS6GBXPaCGPLzW1UvfHbxihHvipWavabep2IVDF6u02bsbIbxdh43vKOsiQRFUbht5hktLXubaRGXrbQWqhgRBEE4J+T34rRuQwyduaS5yK35wgIymSCairt7p2yVgjltAgNkjbOLt5VEzjhZmTPSz+dol2BnM4x3Vp1dH6O4Fh/C4xrybV5agRk8NjutGJlmjGQ5v5FoOSFhRBBEzXHZGT36n/9mbWfZzmWzRCy6gG2ltQqfMdLEybwqgkjXa+PsUltp4rLaDKsAC5EkAnyMijl+G+dXNsCW/fz9Xgkhv7uXdN2ry+6MkV4xcvZ7wB47WQFiKfs+SryhEFmCIGqOD1y4ClOzKWzsa8KarsayndumvSNmLwRTujASWzEqVEUwzBXFV4zyVW0yWRnxVFa7nchIEiutNI4Vo6DxQj2byhY17+RdtbPtoTRnVOzczto53Q7TY3Ec/h6E/F4EfR4kMzIi8bTQ3EErkDAiCKLmqA/48Lkrzij7ufNX9o1WmtiKUaNpM0xRFP0FUGQcyPyz871Qm8WSCHFmpWI0I6CVF/J74PNIyMgKYolMUWHE+zGwH2DLz67AqQO12xkjQBVlo9EkInNpLHP8XfhArTSCIAiLzA+7HJ1RDSa7BEeSsBf9jKzo2WyAsSYtspVXbOaFfUzU8LcVkSDCx0iSJMtzRlHOW2lWxKAZHh5GDCdr8+msjKgmkN3YZlSTlxEJI4IgCIuw4evJWAqzyQxmtTZSl2Dn7YaAV9/EM79QR3QfpcoE2Ioe/m60IIzMrSQRZ5fyE+KdFRe2OefDc/jbanBv7vnGdfIQRtWwmUbCiCAIwiIsk20slsRoVHXdrg94hQbIArmZZeYX6ikOLYxSWHPdFnP/myzM2/Bel2ewOaNSImGG8/B3k2nw28qGFs9IGCceSkzINAZ98HmdSwoSRgRBEDWIHmA7nShbG42RT6BM60Ov4lppxV4sxceRFH+hTmVkJFlOmaBIklKtNN7D3+xnqShA3EJmmV6xClaoYpRw30Yzfz0JI4IgiBqilwmjyBxGtIpRV1h8gC2QXyToIbblqBjlebEUMd+Te3bxF2qzaGnkXTGyGWLLS5ixwW/1e1uJJOHn/G2ldTkfXq1Ep4PfIiBhZJFdu3Zh48aN2Lp1a6UvhSCICtHboobVziQyODo+CwDobCpPxYi9o542vXCwF5HWBnHCiFUR1OpMbgVDRE6ZmVKr66xa0Rj0wcshpyzf2YUy4vRr4DxjlDv4bSWShN9j0GTxPpvh1U7N9++7UpAwssiOHTtw8OBB7N27t9KXQhBEhWgM+nSH5aeOTQEAegQPXjPY4DerEql/1lppDo31rGCen5r/Qi16xqiUuaSo+SLz9yy9lSYyksSG8zaHqqGTVhqv+0+tNIIgiBqFzRk9fngCANDf0VCWc3UPpVmzMBK/leb1SAVXyFl7TZQwKrW6LlKY5Rt2n48sK7qI4Blia+VsBs8ZJ3PrMmsxmoN3xYjW9QmCIGqMFe31AKAP/fZrfxdNWz2rGKkvHJmsrL9wipwxAgpXT0RUS3LPLZXTJu78Yo7fjNlUBkw/8Gwn2mulcVzXN4mbWYvRHLyqdkzcU8WIIAiixljf05Tz91Wd5YkkmV8xMlcT3G4ElaJwiK3odf3irR2R5xdz/Gawn4ffKyHI0eDSTistyua8OPwbCPq8CGgr91bnjHg5j1MrjSAIokbZ2GcIo56mEPqayzVjpL5wMNdt1kYLh9z5x1ihYCtN+Lo+Ewj5w1x5b4SZsZJyb77/bnPK8p1tRZzw9DECnESS8HkMWublEFYSEkYEQRA2uPC0Tl0o/M3aDq4viMVgsR+sYsS2d0TOFzEKVTBEDj+bv29WVjCXx9OH90ZYvrOLtdJE3f9GC2cDgKIoXJ2vc8+2JlB4/QxYxWsmkbZkbCkSCpElCIKwQWPQh6+/bQsePDSGf71obdnOZVtpU5owmoyp/xeZk8YoVEXQU9UFtfLqtSgUWVHPrg/kvmSJrFg1Bo1qVSFEDX9brdokMzJSWZnrNdjNauM9fK1oj3VzGQR/IUgYEQRB2OSiDd24aEN3Wc/UK0ZaC208phpMspgSkZhbWmb0VHVBL2IsCmUmkUE0kUb3PGuESq/r6xthHFynzVgRZebzPRLQEKhQKy3Jx0cp6POizu/FXDqLyFy6osKIWmkEQRA1AKsYJdIy5lJZjGnO251liCRpyiMSFEURXjECzKGqhSNJRDhvWxEIoipGVga/zec3Bn3wcDK4bLSYEccwQnzd/wwMk8dUiVuKhYQRQRBEDVAf8CKgbT5NxlMYi5VPGOWbt5lNZZHRZkFaBBpMhosMIrNqhZB1fU0gJDMyUpo1w4LzBbXySm3jiTy/2M87/zXwewyqZWWfhBFBEEQNIEmS7mU0GUuVtWKUb+6EbcUFfB6E/OJeSpoKtPHMH+Nprsgwe/qU9lHiXDGy6EAdE1Cxsur4DahVQ55Vs2rJSyNhRBAEUSN0a7lsQ5E5XRh1lHHGaMb0Ymluo4nczCv2Qm1spfGvGHk9EhoCXgCFBUpMkPN3oZmu+YgQZroIttBKS6RlvWrI4xqYUWmlV/ZJGBEEQdQIfVqI7VAkUZFWmvmFWh+8rpC5pPljwiJJSswZCZsxsrgZZp4x4na2jVZalPPwd7WYPJIwIgiCqBF6m1VhdHJ6DiMzCQDl3kozXrDK5aNUbBC5XAaTM2WOJLEcYJsUMWNkrVoFGAPxvIa/SRgRBEEQtuhrUdfVnz0xjURahiQZVSSRGC9YpopRGTbSANML9bzWTiKd5e7hs/Ds4tUTUZEk7PsVG/wGxLTSwhbnm3LP5/NvQB++plYaQRAEYQUmgvYcmQQA9DaF9E01kejmkvGU7krM5kCaBW6kAYVbaezvkgQ0cvLwmU+plpaoilWDqTU2W9R5W6vYiJgxspLTxlkY0ro+QRAEYYslmjBisWHL2urLcm6rltOWlY0tJPbiJbqVViqOhKeHz3yaSoS5itpK83s9qPN7tTMKCyNWyeKZFacLUUsVI77nN2tbl9RKIwiCICyxtrsRZg1wWne4LOcGfV69ksCct2fK1EorFOY6I0AUzKdUXppIg0l9tqpIZpnh41SZ4esZzsKwmbbSCIIgCDvUB3xY3dmo/33Lspaync2qRpOz6jbctOA4EEbhVprYAFugeCtNURRdMDVyjgQBjFkfK87bPLfSwhbjSNTb8H0M2uYFJVcKEkYEQRA1xIWndQJQfXZeuaa9bOcaL1rqi+HELGuliZ4xKtRKE7uqbz47XxxJPJVFlqOHz8KzS1duRDpfz6WzyGQLD36bz2/iVDVk1hMTs8YsWyWgEFmCIIga4l8vWgtFAc7tb9XX98uBPoA9mxti29EoVhgVcoEWtSpvplgrjYkCr0dCvWYEyZPGEm089RrEtdIAYDaZRXN94foJb3Ha0RiAJKmzbJPxVFnMS/NBwoggCKKGaK7z4/o3biz7ua2aMGKVoomY+n/RPkrsRXd+1aYcFaNiHkqxpDH8LcL522hpFZkxEtBK83vViJdEWsZMonjK/QxncerzevC+81eiIeiDT9BAvaXrqNjJBEEQRM3AWmlT8RRSGVnfHBL9rp696KYyMpKZLII+tTrDzhfpvF1o8BsQ52HEaLSwHcaqSbwH0BuDfiTSSRshtvx+Bv/5hvKL/vnQjBFBEARRkrZGYzB2QhvA9nok4Vtp5mpIboitthUncMaJibJ8cz6iXbdLeShlsjLiqax2DWIMJksLI/HtzEpAwoggCIIoiXljaDyqttHaGwLCPIQYXo+UVyRMl6FiVMzsUPRWXFOJ4WuzaOFp8AjYiCQpQzuzEpAwIgiCIErChq/HY0mMz7LB6/IMx+Z7oZ6OizeYtBJgK8LDCCg9fM3OD/k98Hv5vpTbDbEV9TOoFCSMCIIgiJKwOJLB6TmMRVVh1C54I42Rz/gvUoYQW12cpDIL1sfNztsiKGRTYJwvrpVnXRip1ybSZLMSkDAiCIIgSsLiSMZjKfx1bBYA0Fcmu4BW0+A3oxxZbewFX1GA2VShrbjKzBjprTwBwkyfrSoyY6QoimkAnYQRQRAEcYrRUu/X/XqePKqG2C5tLZMwalhYMSpHKy3o88DvVWeoFvoolWkrrcSMUaXMJefSYg0uKwkJI4IgCKIkkiTpVaMnB6YAAEvKJIxa5lWMsrJRrRA5fC1J+Qe/Af4ePvNpsjhjJLKVVtxcUqzBZSUhYUQQBEFYYr4QWtZWX5ZzW+tzK0YzpvR10XYBlYokYflrhYWRuBmnUtWq+eeLMLisJCSMCIIgCEus6mjM+fv6nnBZzp0/Y8RW9cNBH3ycN7LmU2gzLSZYGJk38RRlYW5YtByttGThdX3RBpeVhIQRQRAEYYmzlrfof17eVl+2oVujlaa+ULP5omJxFbwo1EqLJsVuZLGqTTqrIJlZGOZa6a202CIdvAZIGBEEQRAW2b6qTc+wetVpnWU712il5VaMRA5eM4xWWv7ha97mioyGQH7Hb+NjaWHnW3G+1oWZILuCSrL47hFBEAQhhK5wCP/9j2fhscMT+OjFp5Xt3PnD13rFSPB8EWAegs5tK7E5J1EVI+b4HUtmEEtm0BnONdOMCTRX1OebLMwYLcZW2uK7RwRBEIQwLjujF5ed0VvWM/WK0az6YjwRU4VROZy38w0iy7KiG0yKFGe6MCqa1SauYmQlwHYxCiNqpREEQRBVDRu+jiYzSGdl3Xm7swzCKN/wdSyVATPCLk8kSb6sNq2VFxQ5Y1R6+FpUK7GSkDAiCIIgqpqmOj/YRvhUPGUIo3A5hNHCGaOINgQe8HkQ8ovz8GksUrkpx1ZaIi0jnV04+A3Q8DVBEARBVAyvR0J7gyqCRmeSGIuVTxjlq57oOW2CZ5yKbYeJnPFpMA1Uz1bAR6nSkDAiCIIgqp7e5hAAYGQmUeaK0UJxUo4AW8AY7I4VaaWJEEZ+rwchvyfnnELnixj+rjQkjAiCIIiqp7tJFUZDkfIKo6Y8garlGLwGCkdzKIpiGn4Wcw2FbAoYos+vJCSMCIIgiKqHVYxOTM1hUlvXL8fwdWOeAWgWTdJcFxB6diHX7XIEuIZL5KVRK40gCIIgKkiPJoyeOjYFRVEHn9m2mkiKtdKEV4wKDF+bA1zrBA1/N5aIBRGdFVdJSBgRBEEQVU+P1kp74sgkADWSxOMRH16ar6U0PadWrETPGBWMI9FX9cUFuJaKBWFijdb1T2F27dqFjRs3YuvWrZW+FIIgiFOOZW31OX9fMe/vomBVoVRWRjylioGZMlWMCg1fl8N1ulAbb/41iHL+riQkjCyyY8cOHDx4EHv37q30pRAEQZxyrOsO5/y9v6OhLOc2BLwI+NSXSua4Xa6ttMYCmWXmipGws4MLh84Z6ayMRFr1N6JWGkEQBEFUgOZ6P/q0OSMAOGdFa1nOlSQJ7Q3qLNPkLMtqK0/FqFDVxliVF++6nS+OxPyxBhq+JgiCIIjKcOFpnQAAjwRs7W8r27ltFRJGheZ8Zlgbq05kxajwVhq7njq/F37v4pMRi0/qEQRBEIuS6y45Demsgos3dJXFw4jBhNGEJowmZlUfJdEhtoWy0lgrr0mgMGNnz+Qzl9Q21Rbj4DVAwoggCIKoEbrCIXz1HzaX/VyjlZaELCv6rJF4YWTM+SiKom+glcMuoLFIK20xr+oD1EojCIIgiKK0aTltE7MpRObSyGjmiqySJArWzpIV1dSRURZhZKGVthhdrwESRgRBEARRlPZGrWIUS2FcC7BtrvPr22qiqA94wayaym0wGS6wEad+TLMLWISD1wAJI4IgCIIoinkrbVxrozGxJBJJkvIOYJfDR6lYVhq10giCIAjiFMY8fM0qRqLnixiGQDGGoMvZSismjBZjThpAwoggCIIgisKqQxOzSZMwEl8xAvK3tMo7Y5RnK41mjAiCIAji1KUrrBpLjswkMRxJ5HxMNPkqN+WcMUqkZaSzcs7nyhFJUklIGBEEQRBEEXqaQ/BIQCojY//xaQDA0ta6spzNYkeYqaQsK2WZMTK3yeav7NOMEUEQBEGcwvi9HvQ0qRWiPUcmAQBLW8sTYttar7bspuLq0HcslYHmFiDU4NHn9aDO71XPnLeZxv5OwoggCIIgTlGWzKsQlatiND+OJKJVjgI+D0KacBFFY8GsNs35OkgzRgRBEARxSnJad1j/s0cCVnc2luXclnkVo3LMFzHCBUweqZVGEARBEKc4Zyxp1v+8tiuMuoDYag2jrUEVQFOzucKopQzCqLFAVhsJI4IgCII4xdm+sk3/8ytWtRW5JV+MGSNVnDC7gHIYTBZyv17sW2mL814RBEEQBEdWdTbi+jdsxN6jk9jxt2vKdm5rQ24rjc0atTeIN5jMZxWgKIpp+HpxzhiRMCIIgiAIC7z3b1bivX+zsqxnsooRE0QTZYwkYcPV5opRLGnailukwohaaQRBEARRpbCttGgig3RWxkQZK0bhPDNGbMZJ3YpbnBJicd4rgiAIglgENNf5IUnqn6fjaUxoM0Zt5ZwxMrXSmNGkel2S8GuoBCSMCIIgCKJK8XokfTV/Op7SK0YdDeVopWkVI1MrrRyu25WGhBFBEARBVDGsnTYWS+qzRm1lEEZsuHpmbmFOWznsAioFCSOCIAiCqGJ6m9U4kqHpBEZn1BDbjrD4GSOW0xaZS+kfK6fBZKUgYUQQBEEQVUxfsxo/cmgkitlUNudjImmpyw2wBYBpEkYEQRAEQVSSvhZVBD15VA2wba33l8V5u2WeuSRgqhjVkzAiCIIgCKICLNGE0VPHpgEAvWWoFgG5rTRFUbQ/U8WIIAiCIIgKsqQ1VwgtbS2PMGLmkumsorfwaPiaIAiCIIiKsrytPufv63vCZTk35Pcg4FNlwrQWSRKJUyuNIAiCIIgKsrS1Lmc9f11PU1nOlSRpwQA2tdIIgiAIgqgokiTh3BWt+t+39rcWuTVfWDttoTAS76NUKShEliAIgiCqnP912XpMx9O4aEMXuppCZTuXtcymtFbalGYw2bKIW2kkjAiCIAiiylnT1YiffvC8sp+rt9Lm0kiks3o8SEejeIPJSkGtNIIgCIIg8qK30mZTGNcCbANeD5pCi7euQsKIIAiCIIi8tOittDQmYmobrb0xAEmSKnlZQiFhRBAEQRBEXljLbCyW1CtGi7mNBpAwIgiCIAiiAN1agO3ITMIkjBbvRhpAwoggCIIgiAL0NJmFEWulUcWIIAiCIIhTELMwGotSK40gCIIgiFOYriZVBCXSMl4YmgEA9LWUz0epEpAwIgiCIAgiLyG/V99Me3JgCgCwrLW+2JfUPCSMCIIgCIIoSF9zHQAgKysAgGVtdZW8HOGQMCIIgiAIoiBruxv1P3skYClVjAiCIAiCOFVZ1xM2/bkJIb+3glcjHhJGBEEQBEEU5NwVbfqfz1nRUrkLKRMkjAiCIAiCKMi5K1rx+jN7cVp3I665YFWlL0c4izcFjiAIgiAI13g8Enb949mVvoyyQRUjgiAIgiAIDRJGBEEQBEEQGiSMCIIgCIIgNEgYEQRBEARBaJAwIgiCIAiC0CBhRBAEQRAEoUHCiCAIgiAIQoOEEUEQBEEQhAYJI4IgCIIgCA0SRgRBEARBEBokjAiCIAiCIDRIGBEEQRAEQWiQMCIIgiAIgtAgYUQQBEEQBKHhq/QF1BqKogAAZmZmKnwlBEEQBEFYhb1us9fxQpAwskk0GgUALFu2rMJXQhAEQRCEXaLRKJqbmwt+XlJKSSciB1mWMTg4iHA4DEmSuH3fmZkZLFu2DMePH0dTUxO371stLPb7Byz++7jY7x+w+O8j3b/aZ7HfR5H3T1EURKNR9PX1weMpPElEFSObeDweLF26VNj3b2pqWpT/2BmL/f4Bi/8+Lvb7Byz++0j3r/ZZ7PdR1P0rVili0PA1QRAEQRCEBgkjgiAIgiAIDRJGVUIwGMRnPvMZBIPBSl+KEBb7/QMW/31c7PcPWPz3ke5f7bPY72M13D8aviYIgiAIgtCgihFBEARBEIQGCSOCIAiCIAgNEkYEQRAEQRAaJIwIgiAIgiA0SBhVCbt27UJ/fz9CoRC2b9+OJ554otKX5IgvfelL2Lp1K8LhMLq6uvCmN70Jhw4dyrnNq1/9akiSlPPfBz/4wQpdsT0++9nPLrj29evX659PJBLYsWMH2tvb0djYiLe85S0YGRmp4BXbp7+/f8F9lCQJO3bsAFB7j9/DDz+MN77xjejr64MkSbj77rtzPq8oCq6//nr09vairq4OF198MV566aWc20xOTuLqq69GU1MTWlpa8L73vQ+xWKyM96Iwxe5fOp3GJz7xCWzatAkNDQ3o6+vDO9/5TgwODuZ8j3yP+Y033ljme1KYUo/hu9/97gXXf9lll+XcplYfQwB5fx8lScJXvvIV/TbV/BhaeV2w8tx57NgxvP71r0d9fT26urrw8Y9/HJlMhvv1kjCqAn7yk5/guuuuw2c+8xk89dRT2Lx5My699FKMjo5W+tJs89BDD2HHjh3485//jPvuuw/pdBqXXHIJZmdnc253zTXXYGhoSP/vy1/+coWu2D6nn356zrU/+uij+uf+7d/+Df/zP/+Dn/3sZ3jooYcwODiIK6+8soJXa5+9e/fm3L/77rsPAPD3f//3+m1q6fGbnZ3F5s2bsWvXrryf//KXv4xvfOMbuPXWW7Fnzx40NDTg0ksvRSKR0G9z9dVX4/nnn8d9992H3/zmN3j44YfxgQ98oFx3oSjF7l88HsdTTz2FT3/603jqqafwy1/+EocOHcLf/d3fLbjt5z//+ZzH9MMf/nA5Lt8SpR5DALjssstyrv/HP/5xzudr9TEEkHO/hoaGcNttt0GSJLzlLW/JuV21PoZWXhdKPXdms1m8/vWvRyqVwmOPPYY777wTd9xxB66//nr+F6wQFWfbtm3Kjh079L9ns1mlr69P+dKXvlTBq+LD6OioAkB56KGH9I+96lWvUj7ykY9U7qJc8JnPfEbZvHlz3s9NT08rfr9f+dnPfqZ/7IUXXlAAKI8//niZrpA/H/nIR5TVq1crsiwrilLbjx8A5Ve/+pX+d1mWlZ6eHuUrX/mK/rHp6WklGAwqP/7xjxVFUZSDBw8qAJS9e/fqt/n973+vSJKknDx5smzXboX59y8fTzzxhAJAGRgY0D+2YsUK5eabbxZ7cZzIdx/f9a53KVdccUXBr1lsj+EVV1yh/O3f/m3Ox2rpMZz/umDlufN3v/ud4vF4lOHhYf02t9xyi9LU1KQkk0mu10cVowqTSqWwb98+XHzxxfrHPB4PLr74Yjz++OMVvDI+RCIRAEBbW1vOx3/4wx+io6MDZ5xxBj75yU8iHo9X4vIc8dJLL6Gvrw+rVq3C1VdfjWPHjgEA9u3bh3Q6nfNYrl+/HsuXL6/ZxzKVSuEHP/gB3vve9+aEJtfy42fmyJEjGB4eznnMmpubsX37dv0xe/zxx9HS0oJzzz1Xv83FF18Mj8eDPXv2lP2a3RKJRCBJElpaWnI+fuONN6K9vR1nnXUWvvKVrwhpUYjkwQcfRFdXF9atW4drr70WExMT+ucW02M4MjKC3/72t3jf+9634HO18hjOf12w8tz5+OOPY9OmTeju7tZvc+mll2JmZgbPP/881+ujENkKMz4+jmw2m/NgA0B3dzdefPHFCl0VH2RZxkc/+lGcf/75OOOMM/SP/+M//iNWrFiBvr4+PPvss/jEJz6BQ4cO4Ze//GUFr9Ya27dvxx133IF169ZhaGgIn/vc53DBBRfgwIEDGB4eRiAQWPCC093djeHh4cpcsEvuvvtuTE9P493vfrf+sVp+/ObDHpd8v3/sc8PDw+jq6sr5vM/nQ1tbW809rolEAp/4xCfw9re/PSeg81//9V9x9tlno62tDY899hg++clPYmhoCDfddFMFr9Y6l112Ga688kqsXLkShw8fxn/8x3/g8ssvx+OPPw6v17uoHsM777wT4XB4QYu+Vh7DfK8LVp47h4eH8/6ess/xhIQRIYwdO3bgwIEDOTM4AHL6+ps2bUJvby8uuugiHD58GKtXry73Zdri8ssv1/985plnYvv27VixYgV++tOfoq6uroJXJobvfve7uPzyy9HX16d/rJYfv1OZdDqNf/iHf4CiKLjllltyPnfdddfpfz7zzDMRCATwz//8z/jSl75UE9ETb3vb2/Q/b9q0CWeeeSZWr16NBx98EBdddFEFr4w/t912G66++mqEQqGcj9fKY1jodaGaoFZaheno6IDX610wfT8yMoKenp4KXZV7PvShD+E3v/kNHnjgASxdurTobbdv3w4AePnll8txaVxpaWnBaaedhpdffhk9PT1IpVKYnp7OuU2tPpYDAwO4//778f73v7/o7Wr58WOPS7Hfv56engWLEJlMBpOTkzXzuDJRNDAwgPvuuy+nWpSP7du3I5PJ4OjRo+W5QM6sWrUKHR0d+r/JxfAYAsAjjzyCQ4cOlfydBKrzMSz0umDlubOnpyfv7yn7HE9IGFWYQCCAc845B7t379Y/Jssydu/ejfPOO6+CV+YMRVHwoQ99CL/61a/wxz/+EStXriz5Nfv37wcA9Pb2Cr46/sRiMRw+fBi9vb0455xz4Pf7cx7LQ4cO4dixYzX5WN5+++3o6urC61//+qK3q+XHb+XKlejp6cl5zGZmZrBnzx79MTvvvPMwPT2Nffv26bf54x//CFmWdVFYzTBR9NJLL+H+++9He3t7ya/Zv38/PB7PgvZTrXDixAlMTEzo/yZr/TFkfPe738U555yDzZs3l7xtNT2GpV4XrDx3nnfeeXjuuedyBC4T+Rs3buR+wUSFueuuu5RgMKjccccdysGDB5UPfOADSktLS870fa1w7bXXKs3NzcqDDz6oDA0N6f/F43FFURTl5ZdfVj7/+c8rTz75pHLkyBHl17/+tbJq1SrlwgsvrPCVW+NjH/uY8uCDDypHjhxR/vSnPykXX3yx0tHRoYyOjiqKoigf/OAHleXLlyt//OMflSeffFI577zzlPPOO6/CV22fbDarLF++XPnEJz6R8/FafPyi0ajy9NNPK08//bQCQLnpppuUp59+Wt/KuvHGG5WWlhbl17/+tfLss88qV1xxhbJy5Uplbm5O/x6XXXaZctZZZyl79uxRHn30UWXt2rXK29/+9krdpRyK3b9UKqX83d/9nbJ06VJl//79Ob+TbJPnscceU26++WZl//79yuHDh5Uf/OAHSmdnp/LOd76zwvfMoNh9jEajys6dO5XHH39cOXLkiHL//fcrZ599trJ27VolkUjo36NWH0NGJBJR6uvrlVtuuWXB11f7Y1jqdUFRSj93ZjIZ5YwzzlAuueQSZf/+/co999yjdHZ2Kp/85Ce5Xy8Joyrhm9/8prJ8+XIlEAgo27ZtU/785z9X+pIcASDvf7fffruiKIpy7Ngx5cILL1Ta2tqUYDCorFmzRvn4xz+uRCKRyl64Rd761rcqvb29SiAQUJYsWaK89a1vVV5++WX983Nzc8q//Mu/KK2trUp9fb3y5je/WRkaGqrgFTvj3nvvVQAohw4dyvl4LT5+DzzwQN5/k+9617sURVFX9j/96U8r3d3dSjAYVC666KIF93tiYkJ5+9vfrjQ2NipNTU3Ke97zHiUajVbg3iyk2P07cuRIwd/JBx54QFEURdm3b5+yfft2pbm5WQmFQsqGDRuUG264IUdUVJpi9zEejyuXXHKJ0tnZqfj9fmXFihXKNddcs+CNZa0+hoxvfetbSl1dnTI9Pb3g66v9MSz1uqAo1p47jx49qlx++eVKXV2d0tHRoXzsYx9T0uk09+uVtIsmCIIgCII45aEZI4IgCIIgCA0SRgRBEARBEBokjAiCIAiCIDRIGBEEQRAEQWiQMCIIgiAIgtAgYUQQBEEQBKFBwoggCIIgCEKDhBFBEARBEIQGCSOCIGqCBx98EJIkLQiaLBe7d+/Ghg0bkM1muXy/f//3f8eHP/xhLt+LIAh+kPM1QRBVx6tf/Wps2bIFX/va1/SPpVIpTE5Ooru7G5Iklf2azjnnHFx33XW4+uqruXy/8fFxrFq1Cvv378eqVau4fE+CINxDFSOCIGqCQCCAnp6eioiiRx99FIcPH8Zb3vIWbt+zo6MDl156KW655RZu35MgCPeQMCIIoqp497vfjYceeghf//rXIUkSJEnC0aNHF7TS7rjjDrS0tOA3v/kN1q1bh/r6elx11VWIx+O488470d/fj9bWVvzrv/5rTvsrmUxi586dWLJkCRoaGrB9+3Y8+OCDRa/prrvuwmtf+1qEQiH9Y5/97GexZcsWfP/730d/fz+am5vxtre9DdFoVL/Nz3/+c2zatAl1dXVob2/HxRdfjNnZWf3zb3zjG3HXXXfx+cERBMEFEkYEQVQVX//613HeeefhmmuuwdDQEIaGhrBs2bK8t43H4/jGN76Bu+66C/fccw8efPBBvPnNb8bvfvc7/O53v8P3v/99fOtb38LPf/5z/Ws+9KEP4fHHH8ddd92FZ599Fn//93+Pyy67DC+99FLBa3rkkUdw7rnnLvj44cOHcffdd+M3v/kNfvOb3+Chhx7CjTfeCAAYGhrC29/+drz3ve/FCy+8gAcffBBXXnklzNML27Ztw4kTJ3D06FGHPy2CIHjjq/QFEARBmGlubkYgEEB9fT16enqK3jadTuOWW27B6tWrAQBXXXUVvv/972NkZASNjY3YuHEjXvOa1+CBBx7AW9/6Vhw7dgy33347jh07hr6+PgDAzp07cc899+D222/HDTfckPecgYEB/fZmZFnGHXfcgXA4DAB4xzvegd27d+OLX/wihoaGkMlkcOWVV2LFihUAgE2bNuV8PfueAwMD6O/vt/5DIghCGCSMCIKoWerr63VRBADd3d3o7+9HY2NjzsdGR0cBAM899xyy2SxOO+20nO+TTCbR3t5e8Jy5ubmcNhqjv79fF0UA0Nvbq5+1efNmXHTRRdi0aRMuvfRSXHLJJbjqqqvQ2tqq376urg6AWvkiCKI6IGFEEETN4vf7c/4uSVLej8myDACIxWLwer3Yt28fvF5vzu3MYmo+HR0dmJqasnQ+O8vr9eK+++7DY489hj/84Q/45je/iU996lPYs2cPVq5cCQCYnJwEAHR2dlq5uwRBlAGaMSIIouoIBALc/ILMnHXWWchmsxgdHcWaNWty/ivWtjvrrLNw8OBB2+dJkoTzzz8fn/vc5/D0008jEAjgV7/6lf75AwcOwO/34/TTT3d0fwiC4A9VjAiCqDr6+/uxZ88eHD16FI2NjWhra+PyfU877TRcffXVeOc734mvfvWrOOusszA2Nobdu3fjzDPPxOtf//q8X3fppZfizjvvtHXWnj17sHv3blxyySXo6urCnj17MDY2hg0bNui3eeSRR3DBBRfoLTWCICoPVYwIgqg6du7cCa/Xi40bN6KzsxPHjh3j9r1vv/12vPOd78THPvYxrFu3Dm9605uwd+9eLF++vODXXH311Xj++edx6NAhy+c0NTXh4Ycfxute9zqcdtpp+M///E989atfxeWXX67f5q677sI111zj6v4QBMEXcr4mCIKwwMc//nHMzMzgW9/6Fpfv9/vf/x4f+9jH8Oyzz8Lno+I9QVQLVDEiCIKwwKc+9SmsWLFCH652y+zsLG6//XYSRQRRZVDFiCAIgiAIQoMqRgRBEARBEBokjAiCIAiCIDRIGBEEQRAEQWiQMCIIgiAIgtAgYUQQBEEQBKFBwoggCIIgCEKDhBFBEARBEIQGCSOCIAiCIAgNEkYEQRAEQRAa/z/fshR1qSygRAAAAABJRU5ErkJggg==", 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" ] }, "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": "3.12.0" } }, "nbformat": 4, "nbformat_minor": 5 }