{ "cells": [ { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ " **Chapter 2: [Diffraction](CH2_00-Diffraction.ipynb)** \n", "\n", "
\n", "\n", "# Structure Factors\n", "[Download](https://raw.githubusercontent.com/gduscher/MSE672-Introduction-to-TEM//main/Diffraction/CH2_04-Structure_Factors.ipynb)\n", " \n", "[![OpenInColab](https://colab.research.google.com/assets/colab-badge.svg)](\n", " https://colab.research.google.com/github/gduscher/MSE672-Introduction-to-TEM/blob/main//Diffraction/CH2_04-Structure_Factors.ipynb)\n", " \n", "part of\n", "\n", " **[MSE672: Introduction to Transmission Electron Microscopy](../_MSE672_Intro_TEM.ipynb)**\n", "\n", "**Spring 2026**
\n", "by Gerd Duscher\n", "\n", "Microscopy Facilities
\n", "Institute of Advanced Materials & Manufacturing
\n", "Materials Science & Engineering
\n", "The University of Tennessee, Knoxville\n", "\n", "Background and methods to analysis and quantification of data acquired with transmission electron microscopes.\n", "\n" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "## Load relevant python packages\n", "### Check Installed Packages" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "done\n" ] } ], "source": [ "import sys\n", "import importlib.metadata\n", "def test_package(package_name):\n", " \"\"\"Test if package exists and returns version or -1\"\"\"\n", " try:\n", " version = importlib.metadata.version(package_name)\n", " except importlib.metadata.PackageNotFoundError:\n", " version = '-1'\n", " return version\n", "\n", "if test_package('pyTEMlib') < '0.2026.1.3':\n", " print('installing pyTEMlib')\n", " !{sys.executable} -m pip install --upgrade pyTEMlib -q\n", "\n", "print('done')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Load the plotting and figure packages\n", "Import the python packages that we will use:\n", "\n", "Beside the basic numerical (numpy) and plotting (pylab of matplotlib) libraries,\n", "* three dimensional plotting from matplotlib\n", "* iteration_tools \n", " \n", "and some libraries from the pyTEMlib\n", "* kinematic scattering from the diffraction_tools library.\n", "* structures from the crystal_tools library\n", "> Note for Google Colab\n", ">\n", "> **Restart Session** in the **Runtime Menu**" ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "slideshow": { "slide_type": "-" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "pyTEM version: 0.2026.1.3\n", "notebook version: 2026.01.31\n" ] } ], "source": [ "%matplotlib widget\n", "import matplotlib.pyplot as plt\n", "import numpy as np\n", "import sys\n", "if 'google.colab' in sys.modules:\n", " from google.colab import output\n", " output.enable_custom_widget_manager()\n", " \n", "# 3D plotting package \n", "from mpl_toolkits.mplot3d import Axes3D # 3D plotting\n", "\n", "# additional package \n", "import itertools \n", "\n", "# Import libraries from the book\n", "import pyTEMlib\n", "\n", "# it is a good idea to show the version numbers at this point for archiving reasons.\n", "__notebook_version__ = '2026.01.31'\n", "print('pyTEM version: ', pyTEMlib.__version__)\n", "print('notebook version: ', __notebook_version__)" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "\n", "## Define Crystal\n", "\n", "Here we define silicon but you can use any other structure you like." ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "scrolled": true, "slideshow": { "slide_type": "-" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Si8\n", "[[0. 0. 0. ]\n", " [0.25 0.25 0.25]\n", " [0.5 0.5 0. ]\n", " [0.75 0.75 0.25]\n", " [0.5 0. 0.5 ]\n", " [0.75 0.25 0.75]\n", " [0. 0.5 0.5 ]\n", " [0.25 0.75 0.75]]\n" ] } ], "source": [ "#Initialize the dictionary with all the input\n", "atoms = pyTEMlib.crystal_tools.structure_by_name('silicon')\n", "print(atoms.symbols)\n", "print(atoms.get_scaled_positions())\n", "\n", "#Reciprocal Lattice \n", "# We use the linear algebra package of numpy to invert the unit_cell \"matrix\"\n", "reciprocal_unit_cell = np.linalg.inv(atoms.cell).T # transposed of inverted unit_cell\n" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "### Reciprocal Lattice\n", "\n", "Check out [Basic Crystallography](CH2_03-Basic_Crystallography.ipynb) notebook for more details on this." ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "scrolled": true }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "reciprocal lattice\n", " [[0.184 0. 0. ]\n", " [0. 0.184 0. ]\n", " [0. 0. 0.184]]\n" ] } ], "source": [ "#Reciprocal Lattice \n", "# We use the linear algebra package of numpy to invert the unit_cell \"matrix\"\n", "reciprocal_lattice = np.linalg.inv(atoms.cell).T # transposed of inverted unit_cell\n", "\n", "print('reciprocal lattice\\n',np.round(reciprocal_lattice,3))\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### 2D Plot of Unit Cell in Reciprocal Space" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "0dac3bd9647a4045a87047c5a8224bd6", "version_major": 2, "version_minor": 0 }, "image/png": 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", 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\n", " " ], "text/plain": [ "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "\n", "fig = plt.figure()\n", "ax = fig.add_subplot(111)\n", "ax.scatter(reciprocal_lattice[:,0], reciprocal_lattice[:,2], c='red', s=100)\n", "plt.xlabel('h (1/Å)')\n", "plt.ylabel('l (1/Å)')\n", "ax.axis('equal');" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "### 3D Plot of Miller Indices" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Text(0.5, 0, 'k')" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" }, { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "1b99ce34d7144840aa93dd418999d669", "version_major": 2, "version_minor": 0 }, "image/png": 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", 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\n", " " ], "text/plain": [ "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "hkl_max = 3\n", "h = np.linspace(-hkl_max,hkl_max,2*hkl_max+1) # all evaluated single Miller Indices\n", "hkl = np.array(list(itertools.product(h,h,h) )) # all evaluated Miller indices\n", "\n", "# Plot 2D\n", "fig = plt.figure()\n", "ax = fig.add_subplot(111, projection='3d')\n", "ax.scatter(hkl[:,0], hkl[:,2], hkl[:,1], c='red', s=10)\n", "plt.xlabel('h')\n", "plt.ylabel('l')\n", "fig.gca().set_zlabel('k')\n", "#ax.set_aspect('equal')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Reciprocal Space and Miller Indices\n", "\n", "For a reciprocal cubic unit cell with lattice parameter $b = \\frac{1}{a}$:\n", "\n", "$$\t\n", "\\vec{g}_{hkl} = \\begin{pmatrix}h\\\\k\\\\l\\end{pmatrix} \\cdot\t\\begin{pmatrix}b&0&0\\\\0&b&0\\\\0&0&b\\end{pmatrix} \n", "$$\t\t\t\n", "\n", "Or more general\n", "\t\t\t\n", "$$\t\t\t\n", "\\vec{g}_{hkl} = \\begin{pmatrix}h\\\\k\\\\l\\end{pmatrix} \\cdot \t\\begin{pmatrix}b_{1,1}&b_{1,2}&b_{1,3}\\\\b_{2,1}&b_{2,2}&b_{2,3}\\\\b_{3,1}&b_{3,2}&b_{3,3}\\end{pmatrix} \n", "$$\n", "\n", "\n", "The matrix is of course the reciprocal unit cell or the inverse of the structure matrix.\n", "\n", "Therefore, we get any reciprocal lattice vector with the dot product of its Miller indices and the reciprocal lattice matrix.\n", "\n", "\n", "\n", "\n", "Spacing of planes with Miller Indices $hkl$\n", "$$\t\t\t\\begin{align*}\n", "\t\t\t|\\vec{g}_{hkl}|& = \\frac{1}{d}\\\\\n", "\t\t\td &= \\frac{1}{|\\vec{g}_{hkl}|}\n", "\t\t\t\\end{align*}$$\n", "\t\t\t\n", "The length of a vector is called its **norm**.\n", "\n", "\n", "Be careful there are two different notations for the reciprocal lattice vectors:\n", "- materials science \n", "- physics\n", "\n", "The notations are different in a factor $2\\pi$. The introduction of $2\\pi$ in physics allows to take care of the $n$ more naturally.\n", "\n", "In the materials science notation the reciprocal lattice points are directly associated with the Bragg reflections in your diffraction pattern.
\n", "(OK,s we are too lacy to keep track of $2\\pi$)" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "### All Possible Reflections\n", "\n", "Are then given by the all permutations of the Miller indices and the reiprocal unit cell matrix.\n", "\n", "All considered Miller indices are then produced with the itertool package of python.\n" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Evaluation of (2197, 3) reflections of (2197, 3) Miller indices\n" ] }, { "data": { "text/plain": [ "Text(0.5, 0, 'w (1/A)')" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" }, { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "32373439c4594283858edc8405a5e461", "version_major": 2, "version_minor": 0 }, "image/png": 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zPKLR6H7efqZpHlUVSinFzp072b59O+PHj2fMmDHypr96NeZzz+GkpzOQl4excyfWfffh/uAHey9+HOrYtg22LZvCILN1cV9Ar60Nc9MmEW8+H84ll0Bm5t4HiEQwGhuxW1ogLg6NXbvw/elPmLW14PfjLFmCc8UVR2/z4veDz4cRDhPIyyNgmphZWUydPZuuGTPo7OykpaWFbdu24fP5kvODiTYqgNHSAr29qPz8/e/LB8S7CcB9OZAgTIwbJCqE+wrCxJaxRqP5YNACUKP5CJJo+Sa2fPe1dzEM4z1XAKPRKBs3bqSvr4+5c+cSCoX2HLelBWIxVF4eXjiMys7GaG6WVnB29uHdQHY27oIFe6LgXBdv2jS8WbOIHncc1qpVGIODeMXF+83aGe3t2A8+iFldTe7gIIweDZMm4XvwQczt2/HGjsXo78d+4QVUWRnuggXv6RokCQZxzjwT+29/w6yoAM/DmzwZdfzxZGVlkZWVxZgxY3Bdl56eHjo7O2lsbKS7uxvTMGj8wx8oWLWKgOdhFBbifOYzR2yA/X7ged5RG4EP3ZgeKggPVCEcumWs0Wj+OWgBqNF8xDgcb7/3WgHs6Ohg/fr1hEIhFi1ahG+f9qsKhcA0ZVHD8zBaW1ElJYedxWtu24bV0IDKyyN25ZUYnZ2QloZ7wgkQzw12zz77oD9vPf885qZNeOPG4XV0kLl+PdayZRiNjaiCAmn/BoMYzc0iVo8B7llnoXJzMWtrUcEg7rx5+4ldy7KSrWCAmpoawu+8Q94rr9CnFC3BIJmbNsGttzLwH/9BVmHhftf2n8mRVgDfjcMRhKZp7rdUogWhRvP+oQWgRvMR4Ui8/Y60AqiUorq6mpqaGiZNmsTIkSMPeGw1dy7eySdjvf46GY2NqOnT8a6+OtmKTdLRgVFRAa6LGj8eSkuxXnsN6/77MXp7wbJwFywg9sUvHtDv72CYtbWonBxITcWLxfAsC6O7G5WdLRvFOTkwMACGgcrKOryDxmKY69fLckhJCWpfw2rDwJszB+8INqpN0yS9r48MyyJt6lSJbMvOxm1upm79ejZs20Z6enpSNIZCoeRG7j+DYy0A92WoIEx8EDmQINx3hlALQo3m2KEFoEbzEWBonBvsHwW2L0dSAQyHw2zYsIFwOMz8+fPJPNScmt+P9/nPE5k7l21vvknOZZdhFBfv/T0tLVh33olRXQ1KoQoK8K66Cvuxx1CeJ4sY/f1YK1fizZ17RG1ar6AAa9cuVEEBRiSCGYuhcnNxrrxSZgCrqsC2cRcuxJ0/f+8fHhjA3LhR2sulpSJMYzF8d92FtXy5eBJmZBC75hrcU0457HM6EEop3IwMEcbd3ZiZmaT290NxMbOWLCHi9ydTSrZt20Y4HCYjIyMpCLOysrD6+7EqK6XtHLexOVa83wJwKEMzjBO3DXvmVw8WW6cFoUZzdGgBqNH8i5OonLiuu9cg/qE43C3gtrY2NmzYQG5uLrNnz8YOhzGffhpaW6GwEO+00yAlZe8fsm3UccfR1doKRUX73/aKFbB1q0TBWRbG5s0Yzz4Lg4N42dkYAGlpkvjR23uYV0FwzzkHs7UVa+tWfOEwbZMmkbpoEWRkEP32tzF274ZgEG/SpL0ri/39IhA3bMAAVHo6sauuAsPAWr4cr7gYMjIwdu3Cfuwx3Nmzj3pho3/CBJxTTsF+/XWorxe/w8sug4wMAkBBQQEFBQUADA4OJgVhVVUVRlsbU55/nqyGBvw+H76yMmJf/SqqrOyozinBP1MA7su7CcJoNArILKrf7yc1NVULQo3mPaAFoEbzL8q+3n5HkuNrGMYhK4Ce57F9+3Z27drFlClTKCkpwYhGsW67DWPVKjBN8DzYtg3vq1/db8N36DbofufU14fh98u2LyK2jFgMr7gYq6oKb9QojO5uSE1FlZYe3v1pbMRasQIGB3HmzYPzz6ezo4PGQICCuA+hKiiQOcADYJWXY65fjxo3TmYEd+7Efu453MWLwXGSXoYqJwezoyNpRn00GLaN86lP4c2bB319qMJC1OjRB/zehAdhUVGRWK78+c+Y9fX0lJYyGI2SUV7OwB13MPCVr5CdnU16evpRiaHE4tCHgQMJQqUUO3bsIDU1lVGjRgEH9iHUglCjOThaAGo0/4IcyNvvSN7sDlUBHBwcZP369TiOw8KFC0mPL3AYW7divPMOauxYWcjo6cFcvRq1c6e0Sw9AQpjude6jRkl1r7lZ7F46O/EWLMCdMwfjj3/EamxEBYPEPvYxvMmT9z5gezv2q69itLfjlZbinnIKRk8P/ltuwaypQVkWBIPErrmG2MyZqKamw7sgAwNS+QsG5RwzMzHCYZkZTEvDqKtDhUKYtbV4Y8ce1Hh6X4xt27DWrZNrMWsW3sSJcvyE+LaspLH14WIYBv7eXqxQCH9RESiF57pYAwM0dHVRU1ODYRhJy5ns7GzS0tKO6PnxQVYA343EeINSKrkwkhCFkUhkr5axz+dLCsIjfY1oNB91tADUaP7FOJi335FwsCWQlpYWNm7cSEFBAVOmTNlrc5NYTKp+idap3y/VsbjP21CGVgD3RS1ahNfejrFiBYTDeEuW4F1wASolhej3vofV2YmyLKzycny//z0qLQ33pJNQRUX4775b7FaCQawVKzDjG8Pmzp24iZby7t3YL7wA06YdfhJISQkqNRWjthaVkYFZX497/PF4s2cTu+oq7Keewmxrwxs7lthnPwuBwF7XxVq+HGPHDsjISJ6rWVmJ79ZbMePbxt7LLxP72tfwpk8/rHM65PmOGQOvv44Rv1a+/n7STz6ZGTNm4HkefX19dHZ20t7eTnV1NbZt7y0Ia2pkftC2cefO3a/S+mEWgAkSVjVD512HisFEfB+gBaFGcwC0ANRo/kV4N2+/I2HfJRDP89iyZQt1dXUcd9xxFO+7uAGosWNRo0djbN6MysnB6OhATZkiFb19MAwDw3H23IbrYi5divHmm1L1Ou00vB/+UBYrsrLE2Nl1UX4/qrgY+8knsZYtEzHW3y+CbN48zM2bpSqYWJ5Yvx5v+nSUYewxdQ4EIBrFiFdHDwdv6lScj38c+8UXMfr6cGfNwrnqKtlGPuss3Llzpe2bl7ffzKP99NPYzz4rbfBIBLOigtjXvob18ssY7e2406bJNd+8GWvp0mMiAJ0zz8Sor8davRrD83AWLCB26aVyO6ZJZmYmmZmZjB49Gs/zkh6Ezc3NtD79NOOef57UcBifbWO9/DLud76z1+P4YWoBH4wDVZeBwxaECTNqLQg1wxUtADWafwGOtuW7L0MrgAMDA5SXlwOwaNEi0tLSDvxDoRDuV7+K9cgjGA0NqMmTca++WhY2hh57+3Z8f/kL09auxa6shGuuwdywAfOuu0QkuS7Wli24X/saatGive4jAOEw5saNqLw81IgRIkYqKyXFQymZPwQRfJ6HV1aGlZmJWV2NSknB6OgQr8ChVboEnidiM3HtYjHsF17ALC9HpaRI23n8eAiF9k4Jyc5GHcjIurcXa8UKVG6uzBd6HmZVlaSV9PdLlTRxW4GAxNdxDCpswSCxL3wB56KLwPNQhYUHTVoxTZNQKEQoFKKsrAzf44/j+Xz0jh5Nz+AgwY0babnnHsJXXZWsEv6rVAAPR6QeTBB6npcUhIl4RC0INcMJLQA1mg85iarf0bR89yXxxtnY2EhFRQXFxcVMnjwZE2TzNi1tj9AaSlkZ7k03iRA70Hm0t4vQq68HpbDWrsWMRKCnR3J7x44FwKisxFi9ei8BOOTk5NhxSxsSW6AlJRhlZRhVVZCZidHdjTt3rliypKZiP/MMDAzgnnsusbPOwuzuRiXa3AMD2E8+iVleDikpuGefjbtoEfaTT+J75BFUICDVu82biX3rW3iHOeOH58n5JcSXYcjflcKbNQtr3TqMujr5eiSCN2PGgY+z7/WMxaQauWEDpKfjnn22bC7vc53UASq174bZ34+VlSWm1NnZ0NWFmZHBbtNk165dVFRUYFkW4XCY1NRUQqHQB2pKfTDea5XyYILQdV1c1yUcDmtBqBkWaAGo0XxI2dfb71i+ASWqbRUVFUyfPl3sRqqrxZ+vqQmVnY332c+iDiZYDmYwvXOnLExMmUKkuhq3sBBz505pmw5tyQ6t5O2L3y9RcM8/L6bQ0SjeyJF406fjTZ+O9cILmK2tuAsW4Jx3Hvh8uIsX4y5aJELv6afx3347OQMDhIuLYfp07Mcfx37xRVnq6O7GfuABVEoK1muvoTIyZAZOKcyKCsy1a/cXWwcjMxN3xgzsZctkkaS/H1VYKL58BQUYg4NYy5aBUjjnnINzzjl7/bi5YYO0j7u78aZMkWzjrCzsRx/F9+ijsikdbytHv/OdpIA+GtzZs/E98YSI1lgMbJvUOXOYEDe4jkajbNiwAYDq6moGBgb2eBBmZpK3bh32xo2Qmop7+umHf62OMYdbAXw3DpRjPFQQ7rtUMjTHWAtCzb8yWgBqNB9CEt5+iTbtsXyz6evrS7Z858+fT0ZGhrQyb70VY8cOES41NVi/+x3Oz34GhYWHf3C/X4RFOAyGIS1P28Y76SSsJ56Q6p3nQVYWavHi/X8+GsXo6MCbPp1YerqIx95erMpKAj/+MWrECGKf+QxOfJt2LwxD0kTeeANVVITnOGS/8458bcMGadPGfQnNTZswa2r2P8bBKpsHwzBwPv5xSE/H3LIFLysL5+yzJf4OcC69FOdjH5Pv3ScKLdjQgO+ZZySpJDNTso8HB4l97nPYr76KysyUCl9cmFrr1uEcAwHofPzjYpK9Zg0EAriXXop74onJf/f7/fj9fnJycigtLSUSidDZ2UlnZyddf/oTKS++iG1Z+A0D46234Pvfh33TUf4JHG1e8cE4lCB0HCf57/vOEGpBqPlXQwtAjeZDRGLWr6uri/T09GPedqqvr6eyspLS0lL6+voIxOfkjNpaqdyNGyd5uTk5GFVVGDU1Ml92uOc/aRLe7NmYb71FZlMTxogRqLPPRl12GW5xsdjGWJa0flNTMdavF5GTn4/R1ETgrruwd+1C2TbuKafgnHUWgZ/9DHPHDlR+vmzW/u53RH78YzhAm9asqUGlp6NycvB8PrzGRtns9fulmggiQD1PxM+pp2I//DDG9u1SaRwxQnKH96WnR6p7OTnJ2UKjrg7fvfdi7tqFV1iIc+21SZuXvRg6SziEwO7dYmeTsIHx+yWppKtL/r7v4/4espsPSGoqsc9/Hj71KanCHmB2cOgMYCAQoLCwkMIRIwju3o1bWMhAXh594TC+qipqH3iA3osvTm4YZ2Rk/FMWSI5VBfDdOJggdByHWCy2lyAcmmP8YV+i0Wi0ANRoPiQMFX+rV6/m9NNPP2biz3EcKisraW1tZdasWeTm5rJr165khVEFg1K96++HYFDycn2+/VM+Dn7y4uvnunjXXYeaMoWmN94gfdEigqefDpaFOukk3JNOgmgU88EHMdaswYjFJArummtwH30UY+1ajPHjMcNh7Oeek/bn7t2ymOH3ixHztm2YO3cecE5PZWVh9vejPA/D8zDDYVleOess7AcflOUMpfDKynBPOEEWTVJTMdetg5QUvEmTMMJhaG1F5efLHOOrr2I/9ZRExBUVEfvUp1CFhfh/9zvMykpUbi7Whg0Yt95K9Mc/lp87HBLCy3Hk/6NR+TMtDeekk/A9/jiEwxiDg6gRI3Bnzdr75z1PbGAMQ2b5Es+Vzk58Dz2EWVEhMXiXX37g2cNDZCwfsLqmFHgelt9Peno66WlpmNnZ2KNH05ifT2dnJ7t370YptZflzNGaUh/qHD8IkaUFoeajghaAGs2HgKFxbpZlHdP2Vm9vL+Xl5fj9fhYvXkwwGEzOACY3b8eMwTv1VMznnoOmJjAM1MknS1zbvtTVYTQ0QHo6avJkiMUw//hHzDfekI3U6dNxv/pVmgyD0fPnE9xngcBYuxZz1SrUqFGo1FTYupWeu+6ib9s2TNtmsKODQCBAqLsb1dSEbdswOCiCJd5SPuCGL+Cecgrm7t2YmzfjHxyku6iIzJkzITOT2PXXS0s5EBDvu3hl0z33XNwzz8R+9FFZvIhE8EaMwLnqKpTPJ0sihoGXnY25bRu+++7D+fjHMXfswBs7FlJSpDq5ZQtmdTXuYQhApRQDkyfj7diBGffjw7JkBjAtDeeKKyA1FXPDBlR6Ou455+xttt3Xh+/BB2WpxTBw588X2xqfD//tt2O9+aaI5fp6zIYGIj/84UFTRg52fvs9/yxLhOnf/iat+kgElZODb948SktLKS0tRSmV9CDs7OykpqYmuYWcnZZG0YoVpKxdixEM4px7rrSe3+Pz/IMSgPtyKEEYiUTYunUrkyZNIhAI7JVS8mE4d83wRgtAjeYD5EBxbgkBeLRWHEop6urq2Lx5M2PGjGHcuHHJN53Em1bSDNo08T73OdTEiRjNzaicHNTJJ0sVcAjGqlVY994LbW2SqXvaaRAKYT77rNig2DbG8uWYoRDGcccd2Ii5p0e+np6O63m0ex7h+nryRo8m0NqKU1JCuLsb13GoNgzSCgsprqjAZ1n4/H6cJUv2XzxwXczt22FgQGbyurro7egg+tZbBH72M4jF8MaPJ/aVrxwwDs7csEEyf4uKZJ6vuhr7ySdx582D/n7UlCkAeCNHYjY2wsBAckGDlBSp3lkW6gi2Zb2UFGLXXINVUSHHGz0ad8EC+Ue/H+fSSyHu7bcv9nPPiU9iPAnEfvFFVH4+3pw5mJWVeCUlYl1TVCS2NJWVuEcrAEGyigMBrDVr8FJTcc49Fy/ucwjyvMrIyCAjI4NRo0bheR69vb10dnZiPPIIseeeIxII4DcM7MpKYoaBb8j84ZHwYfUqHCoIlVK0trYyefJkYrEY0Wg0+e/7xtZ9GO+L5qONFoAazQfEwbz9Dpmje5g4jsOmTZvo7Oxk9uzZ5ObmQm2tiLu8PBgzZj8zaGwbdeqpHHTSrL8f66GHRBAdd5wYMb/88h4Purw8+b6+PoyqKszp0w8sAHNzMSyLSEMDDT09pLe0ULxoEeqMM1B33ol/2zb8pom7ZAmTv/AF+iIRuv/+dyJ1dXQbBl5KCtn33ENKSQmpS5YQCAbx/fnPWG+8AeEwqrCQ2Gc/i6EU+W+8AYWFqLQ0rDVr4M47iX7/+/tVnYyeHtlSjuf7evn5GD09KNOUObm+PkhPx+jqQsVbxe6iRdgvvwyNjeB5uPPm7R/rNjAgVUfDwCsrk/Y6kLp+PbmPP04AUEVFRL/4RdQRLFKYW7bI9nK8DW50dWFu3447f76koTiOPI6JzeuDeAQeEKUwBgcxDvTYBQI4l10mQvBwztM0ycrKIiszk8CuXVBSQmTECMKRCFRVUffkkzSaZrJdnJ2dnZxLfTc+LBXAQ5F4bSe2hoGkB2EsFiMWT9HZVxAO/X6N5v1CC0CN5gPgUN5+iTe19/oG193dzfr160lJSWHRokUEAgHMF1/E/NOfoLsbMjLwrrkGMyPjoHnABzkw9PaiRowQARUKQUODLDlEImIpYlni+Rev0B3o+GrWLNpOOIH+F18kOxgkY8YMOP543IwMIjfeiK+uDmXbGH19+B55hGy/H2/ePLxrrqH0wQdRr7xCJBwmGouxe+VKnFGjmPDcc5glJfhHj8aursb34IPYo0ZhRqNJrzzlOFIlHByULOOh55SbK9XLtjZJH2lsRI0dKxnFW7ZgrVwpYio9ndjHPgahELEvfAFv/HipCPb14Y0ejbVmDe7xx0t+cFsbvttvx9yyRdq0U6cSu+EGjN5e8h96CKu3FzVyJGZVFf7f/Y7If/0XxHOX3w2VnY25ebP4HColwjcUgpwc3CVLZGaxvR0cR8Tq7Nl7H6CrS+5jSoq0huPPP6OxEd+ddzJl9WqC+flYn/887oG2td8LPh+G6xIIBAj4/ZhpaYybNInMSZPo7OyktraWyspKUlNT9xKEe3kQJmZW41nAH3YBeKDXd2I+MMFQQXigCuHQLWON5liiBaBG809kqLffweLchgrAIz32rl272LZtG+PGjaOsrEyOXV8v4i8ahfHjobkZ84EHSLvkksPOygWkpZiXJ1u1ZWXQ2QmBAN6552JGoxhbt2IohSopwbvqKoyWlr2P39aGeucd6nbuZHdGBpN++EMyGhsxH34Y4ze/wfL7Uaefjvv5z2MtX471wguSnhGNYu7ciXPyyfhWr0aNGYMvKwu6u8lubaV3xAjwPNpdF6eujlQgta6OSHGx/IKLRpPRcaqw8IDzg95xx+GcdRbW669jdnaiSkuJXXQRRksLzhln4B5/PEY4jCouxktU6gIB3HPPhWXLsB9/HDPunWeuWydWLk89hbVhA+6ECbJMsm4d6oUXUMXF+Do6GBw7lpTsbLxgELO+HqOx8bCrgM5552Hs3i1bw4A3dizuGWeAYRC79lq8oiLZnA6F5OtDFmbMrVvx3XknRmOjVPROOQXnmmtAKXy//z3W2rV4to3d3IzvttuktXyg7eYjwTBwzjkH/913Y2zZAo4jHyROOonc3FypUENyCSoxP7hp0ybS09PJzsyk9M03yXrzTUwgtmQJRlHRh14UJWZ6D8XhCMLEaMjQpZIP+33XfPjRAlCj+SfheR6O47xrnNt7EYDRaJRNmzbR09PDnDlzJOUhjtHSIlW5sWOlFVhcDJWVBLu6jkxkpqTgfeYzmHffjbF7t/z9kktQp54qAmntWsnzLSvDrKhgzCuvENyyBS65RL5+8830lZcTMgxGjhuHcdxxmE89hVFfD2PHonp68D37LEydirl2LaSmokaORIEYNMetWpLRc2lpmI2NpBcVYYdCpAWDxNLS8LZsoTcvj6qyMsaOGoWxfr1k3ubm4sXzfYdi1NZibt0qiyJf+ILM8gWD+O+5R84D8GbOJPqNb0hu8VD6+7Ffekk2lMeOla3lDRswN27EqKvDy8xMtn1JScGor8cbPx5l27KhDJIx7PfvV5U8FCovD+fqqzFaW2UWc9q0ZDsYn08WWw70g46Dfe+9GLW1eOPHY/T2Yr/wAt6kSajRozGrq/FKSoiFwziZmfh37sTcuvXoBSDgnnMO0WBQNq6DQdxTTpFc5yH4fD7y8/PJjy/SRKNROjs7UU89hXX//XT6fNg+H4F776V4yRLUkiVHfV7vJ67rHnGV8nAF4auvvoppmlx44YXH+rQ1wwQtADWa95mhv8ATc32H+vSe+HfXPeBb+H50dnayfv16MjIyWLRoEf597D1Ufr7MtjU1ifhrbhaxk519eAJwYEAiyaJR1JQpuD/6kaSFpKfL8eI2JOr002UZ4667MN94g/S+PgJNTVitrfSkpuKsWYN33HHk5udL+/KRR0ScJqpyeXnQ0iKVKdNMtvviF1GMnEtKMLZtgxEjoKUFVVKCc9ppEI1iL1uGv71dBOgnPsGE3Fx2pKbia2lhoLWVwc5O/M89R3D5cqyTTybthBNI274d3+23Y7S0yDWfMoXoN76B7+mnsV5/Ha+0FADrzTfxFReLf95QwmGIRFAZGfL3QAADpFpYUoK1aRNuJCL3ZXBQqqMzZ9I3cybp69ZhdneDbeNcfPF+sW7Gjh2Yu3ej0tLwZs5M2rZYL7yA74EH5HgFBcS+9rU94u/d6OmRNndRkYjW3FyM5mbM1lacSZOkTTswILOP8QQalRCwh0PCmiYQ2L+dbZq4p52Ge9pph304v99PQUEB/pYWrFCIWFkZkUgEZ8cOsrdsYcWKFWTFY+2ys7PJzMz8ULWFPc971wrguzFUECYq6p7n8cwzz5CZmakFoOY9owWgRvM+su+ix+GmBZim+a7iTClFTU0N27dvZ+LEiYwePfrAxy4txfv0pzHvvRe2bpUZwE98gvCIEXu3aD0P4803RWClpOCdfDKkpWH9/OcY69bJrNno0bjf/S7qYPFfjY0Y5eWo0aMZ7OwkLRQi8s47dAQCFOXkEBgxQs49PV2WSbKyMBsaZH6ttxfDMMTEedQofE88IefiONKGPOEEvOOPx/fYYxjt7agJE3DmzpXlh0WLcBcvxujtxaiqwn72WbIHBsjPySHn618nf9Uq7IceIhaNEt2xg/7Nm9l49tmUvfoq2Q0NMHkyQdvGt2kT9uuvY1ZXo1JSkkshKjVVKpD7EgrhlZVhrVuH57qyOJKRIdF1xx2H0diIuXmzzAAef7xEwfn9NH3mM2RMn87IwUFplcdiWMuXS5ydZYngvOceMYW2LNyFC4l9+cuY1dX47r5b7HayszF37BBj7FtuObwKYkYGZGdLGz8rS5ZbTBOVnQ2hEM755+N7+GHS29rwp6binXCCbEIPwdixQ+YHMzNl6SWxWd7Sgu93v5P76/PhXHwxzuWXv2ebl6GolBSIxbBMk9SUFLBtWgMB5s2bl2wZ19XV4XneXoIwIyNjz2vCcWT+Mz39mJzT4fBeKoCHYmiG8cDAAEXxZBuN5r2gBaBG8z4x1NvvSBM93k0ARiIRNm7cSH9/P/Pnzydr39bkvudy3nl4U6eK2MjNhXHjMJYv3+s2zGefxbz/fmmzOg7GypWoiRMx16yRhBCfD2PLFsy778b97/8+rPvR1t5OeiRC4eLFBFeuRDU3y7JFVxfekiWo447DuPVWqKrC8PmILlki3nC2Tcznk9ZsPLPWWr4csrKIXn89+HzYL7yA/3e/w+jtRWVm4nz606hQCHvlSrGxsSxy1q7Fev11rFWrwO/HnjgRG0jfuJGQbeMZBrGMDHp7emiLxQj19TGwbRsZaWlkDAwkq2DGwABuXLzuhWWJ/55pYu7ahcrJwTn/fFRhIWZNDc6FF8JFF4HPJ56B8Wqa8vuJTJiA8eyzmHV1mLt3w1tvQW+vpJP85S8QDuNNmQIDA1grVuDNmSMb1r290jo1DLxRozCbmmS7u6zs3R8Qn4/YNdfgu+suEWqBAO4ppyRFnnPFFajSUupffpmiCRMInH9+UgQDWMuW4bv/fomvCwRwzzyT2Kc/DYaB7/bbsVeuxCsuhsFBfPfdhyoqEvPvo8Q96yysdevEMxFwsrJoWbCAorQ00tLSKCkpQSlFf39/0oNw165dAIRCIUo3byb/2WfxRSJ448YR++pX96u4vh8czgzge6W/v5+0xDiERvMe0AJQoznGHMjb70gHthNegAeivb2dDRs2kJ2dzaJFi/ABxrJlYlEyahRq9uwDVzjGjEGNGZP86142MLEY5vPPQyAgiwiui1FRgdHfLzNzCeESCokJ9MEyc4uKUDNmEFu2DHtwkFTXJTRvHuq66/AKCjBfe02Ezamn4i1ciGGaODfdhNHZief349XU4P/xj8G2cU89FeeKK7AfeAD7mWfknDwP8513iF12GfZDD4kImjgRo6EB+777pILm86FGjEANDOA0NGBWV0sLdmglJpHlOmMGqa+8QnpqKmpwECclhfYRI6gJhShbs4as8nKx5Bg/Hu/jH9/7vjoO1ooVGM3NeBMnErvqKsjMxGhvJ/D974t4NQzcuXOJ3njjnllA5DmSsnUrZl2d+OgZBkZ9PfZrr+EdfzxGX58knRiGbBR7nsxxZmeLIO7v32NLEwzuJdLeDVVSQuwTn5DN7REjZL4vIVJME/fEE6k3DLKnTSMw9INFRwf2I4/IZvGUKdDVhbV0Ke7xx+NNmoS5eTPeiBFSTczOFiug6upjIgC96dOJfv/7IuQ9j96pU+mKRPb6HsMwJKEkPZ2RI0eilKK3t5eBt98m46676O/vx0lPJ23ZMpzubmK/+AUpQyuE7wPvp1VNf38/6Ye5Na7RHAgtADWaY8jBvP2OlANVAJVSbN++nZ07dzJp0iRGjhyJ4ThYv/wlxiuviEgIBnE/9Sm8q69+19vYywjacSAWk9ktOQFJA8nOxqipEQsYnw86O1EzZhy0haZMk+rFi+lvbCS9rY3MggKYNAlj0ya8Sy/Fu+giiMUw3n4b6557ZN4sJwfv8ssxamrwPf20iBnXFYE3OIi9bBnk5KDy81HxJQu7pEQqYRMnSguzsBBzxw4ReuFwMu/XCoelJVtWhu/RR2HHDomfC4Xwpk7FO/VU8TfcsgVlWdhnnEHp/PkUFxURnjuX7pUriVZXo7Ztw/7+9/EmTsS99FKyRo0i65FHsF98UYSpYeCceCKxr30N3733Yq1fj1tWBq6L9frr2OPGyabtUFxXrmPiWlqWzDpmZMj92boVz7al2hYMooqK8KZNwz3xRPE89DxUSgrO1VfvPQPoulhvvy3V3uxs3IULk4be1t//ju/ee5O5xtGvfOWAWcUH8qA0urvl5woKknOfNDZidHXJB4fUVMyWFvGZdBy5L0dSoVJKllo8TzaE9xFO3uTJyaWRaE8P5vr1hzycYRhkZmaS09uLD/COP55oLEasrQ21ZQvlS5eiCgv3spwJHsm842HwflcAtQDUHA1aAGo0xwjP84hGo++56jeUfQVgOBxmw4YNRCIRFixYQEZ86cB4+23MeCKEysiAhgbMv/5VhE086uxQt5GsAKak4M2ejfn3v6McRyp/oZBszebkYKxYIZu806fjfvaz0NIioiIUEjFQU4N65hmat2whXFzMqK9/nd3PPUfpY49hv/KKJI0cf7wskHR1YS5dChkZstRRU4P5+OOoSASVmoqKL16YmzdLyy8WQyUqXH6/WM2kpaEyMsQ6pbBQ/szMxF2yBDwPs6oKXyRCJBTCPfFEOaZtY5WX4wUC4m3nOFhVVThXXIETCGC++ipWeTn+O+5AFRRgXn45qSeeiP+ttyAWI5qWhrt2LW19fVTMmMFxjz+OFQphl5YSdBzsVatwzzgDY8cOvFBoz0yezyct3n2IjBuHqqyUhZjUVIy+PpkRTE8n+rnP4f/jHzHr61HBIM5ll+HNmgWGQfTGG7HmzcN69VWMtjbMrVsx33kH74QTJBXk/vuxn3tOzKAtC3PDBmJf+hJGTQ3+P/4R5ThSja2vF//B8eP3WyI5kABUeXmonByMujrUqFHiM5iWJtY6ponzyU/iu+02aS0Tt9YZuvChlGxH19dDVhbu3Ll7kmYGBvD//vfitwi4c+YQ/frXZWbxABxJZU0l8qxjMfyBAAHDgLw85p96Kt3IElV9fT2bN28mGAzuJQiTC1WeJ7ZH6ekHjSE82Hm+XwJwYGBAt4A1R4UWgBrNUZJo+Sa2fI9W/MHeArC1tZUNGzaQn5/P7NmzJRs3jtHbK9WWRCUgFJKN1t7eZNbt4dwGgPfpT4Pfj7l2rSxdXHIJas4c3FmzpAoYF2LmX/8qb/K2jbdkCd6iRbg/+xkDlZVkpKZSsnMnqqAA5/nnMdvbJTUkGpVZwr//XeYJw2EYN06uX3ExNDVJKzPR1lNqz/LHuHFY69ejRoyQVnF+vrQVU1KwH3wQc/t2VGYmsauvxhszBnXttZg7djDQ00NrczMlr70m1cLx44n+27/JvNptt0n1LhyG3Fxi55+PVV4ulcHiYsyaGnxPPok7Zw5GUxPe1Kn4DANfdjYju7sZUVqKFQzSl55Ob28v7ZEIodZW2rZupSA7m/QdO6CgQKp80eh+j4VSiujIkcQ++1msl1/G6OvDnTYN5+yzob8fo7eX2GWXyaJG3H8xid+P0dmJWVODSk/H3LwZ3+7dxFJSUKmpkk6SnY2Xlwc9PVhvvIF7yikYbW0SwzdpkrTOR47ErKsT8XwYApCMDGKf+xy+u+/GqK9HpabiXHllMpbPPfVUyUTevBlSUnAWLZIqYRz7qaew//IXjMFBlGlinnwysa9+FWw7mcPsxecsrZdfxpefL7Y8B+BIBKC7aBHe0qXi02gY4PcT++QnsXJyyAFycnIASc9JLJTs2rWLiooK0tLSGBGJMPqRR0hpaMBISyN27bW455xzeLd9jJdAEiTmHXUFUHM0aAGo0RwFh+vtd6SYponrumzZsoXdu3czdepUSkpK9vs+VVYm1bHdu6VSV1cnXzuM7UDDMGRLdc0a8Dy82bPxrr9eROHQ1qRtJw2KzTvuwFy1Sipq0SjGU0/Rs3YtVFRgzZhBZigELS2Yy5YR6OjAy8qSVl6itdbRASecIH9vbYWcHIlSC4XwTjkF48EHMTdulPZhfIHAPfts+POfMWpqUOPG4S5ciLlzJ15ZGZGbb8bo6MBsaMBavhz7pZdQxcXEPvUpYrm5lP7pT/j6+sRC5eWXpf03bhz288/Losjo0Zg7d+J7+GG8UaNQ48fL41pYiNHRIQsxhiEi2+fDiGf+GqNHY48dS3Zc6KmuLsJlZYSLitg0fz6jN28ms7wc2+dDTZuGOvNMhj4rrO5uQqtXY6Wk4E2dinvqqbIc09CA/xe/2JMecvzxRL/73b0fOM/DfOstVFYWqqREfBI3bpQM4KlTxZYmITjT0zHq6mTjOhQSm5quLmntd3SI12IotP/z6iAxhN7o0cSuuUaqwePG7Zer7E2btlc2cPK51taG/dRT4PfjjRkDvb0iTBcvxps7F6uqChUIoOJijN7e5MLHgTiiFJDMTCI/+IGMEvT1ocrKDphuYts2eXl55MXFdjQapautjYzvfQ9VUUFbVhbB9nbsX/+avrQ0Uhctetfq3vtZAezr60t2AjSa94IWgBrNe+BIvf3ey/G3bduGZVksXLjwoJ/01aRJeF/+MuY998gb+7hxuN/85v4ebAMDmH/9K8Y774gNzMUXk9LURN4992C1tgJgFhfj/uhHUrE7EJ6HsXWrVIviHoK91dX0OQ7FmZlYiXZwPD93sKiIlJoaSaEIh1GWBXGRpc46S+YW29pkBvCSS1DTphHLyMDevFnm0urr8f/2t1JpuvhivG9+U+bpnn9eKneWhbt4Me68eVj33CPCJycHs7IS3733Ehg3DqOxES+Rj9vUhP3KKzh+v1QX49UpLz8fs7ZWqnVdXZCZidncjCosxD3hBKx33sHctEnalUrhnHsuaswYol/6Ev577sFoaoK8PHwnn8yE9HS8efMIz59Pz8qV0p5vaMC78UYGFizAu/hiclNSKLr7btKrq7HT0iQlY/duYp/9rMwPbtwoucGui7VqFb7HHiP2uc/teRwMQxZB4hvKKCX/2TZecTEqngLiFRRgtrXhFRSgRo9GjRiBc+652M8/j9HcDMEgsWuvTbbcAYhEsF59lZLlywl0d8PZZydbnubbb+O/9VapJKalEbv6askEPpznfU+PPAfiBs+kp2M4DkZfn9yFnByxaInPRRoDA3gJMXjAp+IBKoBdXTIvOWIEJNq+CUIhnEsueffzHILf76fAMAh2dqImTiSYnk4kEsHYupXW5cvZ5ThkZmYm28VZWVn7nZPruntV7I8lAwMDugKoOSq0ANRojpChcW5w+N5+h0tzczM9PT2EQiHmzJnz7lWGc87BW7RIxEt+/v5vfoD55z9jPfWUzAnu2IG1cydFto1v927UzJnyprt1K+aDD+L+138d+IZMU1rMzc1EcnNpqqsjMxaj8NRTsVevhspK2Vjt68M97zwaxowh7W9/IxC3fvEuvFCsaLZvxzvpJJg2TRYL1q6VOLhAAPf003Euuwzfb36D/49/FJFjmlhr1hC56SasV16R/NqxY6W9uWKFCNPubtlMNQw828asq8PKy8NLnDck7WS8vDxpo7a0oEIhzKYmVGkp7umnY61bB42NqPx8nI99DPLyiH7xi9hvvilRcqWlUoFctw6jp4fo5z+PsXMn9nPPid3MihW4c+cSvOYa0l0Xu6MDNXKkJGssX05tZiY1AwOMq6qia+RIYjk5pPT1Yb/6Ks5FF0mVMyNjT8XU78eI25kkMQzc007DfvhhabfGYqiSEskgDoWIfelL+P70J4zWVryiImKf/nSyIhj78pfxysqwH38cIxyWhJWqKrl2rovv//4Pe9kyStvbSVu3Dq+6mtjXvw69vfh/+1vM5ma80lKMjg58f/4z3pQpB6z47YsqKEha43glJRgdHaisLLyRI+W8Pv5xzMpKzG3bpPpbWopz5ZVDDqAw162TtndqKmrChL1ec/azz0rCyeAgqrCQ6I03ikfhUaJSU1F+P0Z/P1ZWFqmWhZGayoRZsyhasCBpOdPQ0IDjOPt5ELquK3OEAwPyoSU7+9j4IsZbwHoGUHM0aAGo0RwBQ739EpFMx/LYW7Zsob6+noyMDAoLC7EaG8U6JRZDHX+8iLUDkZl5cCuQcBhzxQqxFSkslG3LTZsIxmJ4gUByC1SlpkJ7+6HP8dJLGfyf/2HgzTfJTUsj9cQT8a64AnfJEswnn4SODrzp01FlZWSuWkX/woWkzpwpb/5vvIH9s5/JTFxJCe4Xv4hRUYH5yCPJ9qq/ooLYF7+I769/RQGMHCnxart3y2KD5+El2tuZmVBXJ9Uvy5IKUmqqmDEHAkSnTcPLysLcuhWVlobR1YVz+ul4p5yCs3s39pNPYuzejcrNJXb55bKksmABRiQis2zbt+P71a9AKZlzvPBCcF38//M/MrcXicjMYHY2KjdXBEd/P9bq1XgzZ2JWVMhG74gR2IA/HGa86+JOnkzMton6/Qz099Pb3U1wcJCmqipG5uaSuXUrxGKyXRyN7l2hi+Oefrrc14SX38KFqNGjkx6OsSuvFCucwsJkgkjiuWC9/bZs844YIcbSd91F9DvfwWhvx37zTdziYnrS00lPS8P35psy72ZZGO3teCUlEAyiiosxt2zBqK2FwxCApKURu+EGySBOJNFcfXWy5a7GjiXyi19grVkDSuHOno0aMvJgvfACvvjWOED22LE0Xn45IDGBvjvu2GOOXV2N/5ZbCP/+93tiA98rWVk4l1+O79579xh6z5qFe9JJpKSkkJKSQnFxMUopBgYGkoJw9+7dKKWwTJOxK1bgW7kSy/PwjjuO2I037qmEvkcGBwfxPE+3gDVHhRaAGs1hkFj0qKmpITs7m/T09GNa9evv72d93NZi0aJFbN26Fau2Fvu22zB27pRzCIVwv/Md1CmnHNnB4y1ZIxoVURVvGcaKighs2wZtbfLvfX14M2Yc9DCu41AFdJ95JjNSUkjt6ZF5tBUr8E46Cfd73wPAePllrAcfJLu5mYBlYba04M2di/n889I+HjECo7pabGCam2UObdQoOdbGjdgrV4oACgSkWhIMJluDqqBA5v9KSiQNJBSSBJDOTqy33pL7FgwSO/983LFj2fXxj5O7Y4cYT0+ejCotxXrxRZzTTsM5+WTM2lrMl1/G9/jj8NRTuAsWELv2Wqx16/D95jeyDW0YqNWr5RyUwnrpJYmly8zE2LYNa8cOYpdeKhcpLU2EW3+/LMzs2CGb1kqJ8E1LQ02ejJObS2ZjIymFhRCJ0D9zJk5eHpWLFjGqspKsjRux47OX7hlnMPRjhlFbi710KfT24k2ahHvmmSKAu7vx//znWOvWYXge7oQJRH/wg72ElNHQgLlrl5hSp6SgcnMxN2+WKmO8QkpKirRsU1Nl2zscRpWWyqZye7scr7sb5ffvmdk7DLwxY4h+9rN7jKz3mT1UhYU4F1yw/w8ODIiFj2FIpTISIVBVRWjTJjjpJMyaGnnuTpwo31NaitHUJHGF8UWjo8G5/HLZeq6uhowMnFNO2W/EwjAM0uKm1KWlpSil6Ovro/GBByh44gn6LAs3ECBt6VLCg4M4P/85qamp7/l3SH9/P4BuAWuOCi0ANZp3Yai33+7duwkGg8f0k3djYyObNm2itLSUSZMmYZompmmS+sorGDt2oCZPFoFWXY31wAPyBnQk+P14556Lef/9GFu2SJVo1ChaLrkE7403yK+okCrXWWfhXXIJxurVcr8nTRJj4/Jy3HvuoWf7drLHjmX8d75DyrZtmHfeKR5wgPnMMzi/+AVkZGDG27TheHpIenW1LEC4ruT9Im/2RnNzUlQNRWVmokaNkgqaUrIZHAzinnwy3vTp+P72N/GLy8rCufBCVFkZseuvx5s9G7q7RSC9+iqhv/2N/lCI6C9/KZFp99+P9cILUkUsKSH2+c9jVlZib96MO2YMRiyGtXQpXmkpVnm5zKHFfefMbduwXnlF2p2OA3GDZFVQgNnejlldjRdfsCA1VebuzjkHc9cuzIoKALxRo3BPPhk1ahSN11xD4UsvkdLXhyotxT9zJpNNE++ii4guWMDAU0/h+/vfibW0EP3Wt+g67zysM84gNxol99e/xqypkZnEf/yDWFubWLA8+qgkcYwcibIsrIoKqe796Ed7Lm4gINXWwUGxR4nPUhII4JWW4pWWYm7fjt/zsHp68EaPxhs9GnJycD79aXx//KNUwiyL2LnnSjpJgmgU6+WXxbomLw/nzDOTQslobsb/X/+FWVUls5uLFhH9938/vPi6wcH98pYVYIfDe54vlrXHHLu7W0Tsu6Tj7IXjyEhAICAzq0MxDNwFC2DBgsM+nGEYZGRk0F9fT9AwMKdOJeY4uI2NmJs28c6bb2Kmpu5lOZNygNGNg9Hf349pmkf0MxrNvmgBqNEcgn29/Q6V0HGkuK5LVVUVzc3NzJw5kxFDosbMeEUOy9q7RdvdffAUjkPdj8svl/m9TZtQ6el4Z55JLBKhZfx4snNzxedMKazf/lZEIqDipsex//5vBnftIpibS35FBeoPf8DYvh2jrw81caIYO2/YgPn3v0tahuOI0HBdlGWhTBMjJUXOua9P5gTb2iS1ZO5czHvvlczfaBQ3L082fxcuxP/Tn2LW10NGBtELLkCVlmJEo0S/9jWpzA0OYj/+OL4//xlVVETs6qsxAgH8d9yBuX07ZjTKqGgU0/PwJk/G6O/HmzZNlnYqKrDefluEW06OeBIiebZmXd0ek+Y9D4i0GIuLRUC1tUmFr6UFd9Ik1NSpYnkTDIoonTABBUS/+U0RTKaJN2uWCMaKCqy+PrrOOYfM8nLMXbvEumX1amKf+AT+qVPJ2L4dw+fDKyvDa2kh65VXqC4qor68HP/69UQnTCCYmkpKZyfWSy/hXHopxq5dKJ8v2fZUmZkiFIegSkpwTjwR+6WXZHkFcOfPF6Hr9xP7+tex/vhHjMpKvClTcK+/Xja1Aeeii1CRCL6//AXDdTE6OuQDyoQJ4HkyP/jSS8kKs1leTvSmmyAYxHfnnVjvvINXWiom3y+9hDd27P7m2AciO1vylt95Bw+xPvJSUoiMGiXnv2AB7sknY73+ujyPU1JkuWWIdY65dSvm2rUiPufNk3Z5HKOpCf9///eeDOMLLpClm2OwvevEZzkN18Vv2xiuiyoq4sTTTqO7t5fOzk4aGxvZsmULgUBgL0EYOITfYGL+7/1MMdF89NECUKM5AAfz9kvYsxwtfX19lMdjxhYtWrTfJ3nTNBkcOxZWrYKGBhEd3d14p512YPGnlFRKgsHk0oOxfj1GeblUd049Fe+cc2CIf5lRVYWnlCyOAObdd2NUVkrFETAqK+mpq8PcuZPArFmkpqXJpuWGDTAwIPYzcV81TFPahikpqOnTMV9+Gb9S+GMxKCrCO/98jGAQc8UKaTMWFuKde678ec01GNu2ofx+YiUlWG++KXNsX/kK3siRGE1N+B57DOvmm2Xe7eSTRSj9+tdYa9eiMjKkjVlbizd5ssz8pabi5ebiNjfjW75c5tYSixWGgWHbEIng5edj1dWJbU4iDSU7W7wH164Vj8H49XRPPBF34UKcj38c+5lnMOvqUNnZOFdcIVm6waCI9LQ0rOefl5Z0IIBz5pl4c+eCUvj+8AfsJ55gdHs7plJYeXm4Z5whM3bbt2MvXUosP1+8B8eMgdRUzIwM0qqqmJKRARMnYmZkQCDAwMAAAz09WEB9RQWjMjPJjkSSVT2jpwd39uy9nyemiXPNNaixY6XilZUllih+vyxf+HxErrySipoa5l96KdZQz8naWux//EOqsXl5Mmv3xz8S+eEPMZqbsZYvxysslNbu4KBsT2/cKO3/zZvF0zDRsmxtlYi+w8E0iX35y3D77ZL2kpFBx/nnMxj3H8TvJ3rTTVgnnSSvkVGjpBqc+PF16/DfcotsLwP23/9O5KabktZGvltvxXr7bbyiIoxIRCyBRo7EPffcwzu/Q9AyZw6lW7bg275dRgkyMoh98pOYtp0UeiAehN3d3XR2dlJbW0tlZSWp+1QIfQnTbOT3x7EQgK+//jq/+tWveOedd2hsbOSJJ57g4osvPuTPvPbaa9x4441UVFRQXFzMt7/9bW644YajOg/NB4MWgBrNPhwqzs2yrKMSgEop6uvrqaqqYtSoUUyYMOGAiySmadK1eDGlwSDmE0+A6+Kdcw7uF7+4/0EbGrB+/3uM7dshPR33uuvEzuOXv5R2mFKYTz+Nc8stUFy8120MvS9GU5NUj3w+HNelJxrFbW8nLysLM7FIEItJ1u748Zjr1qH8fhGetr3HQ+/SS+Xvy5YRLSjAu/pq1JQpUhVbsgTCYYw1a7Buv13sWCZOxPvYx/ACAew778QcGADTxNy0Ceeqq8S2pKVFDIf7+mQTOCMDq6pK2pNpaSjHEbGWlrZnjg2JpjM8D6+wELO6WnKM4wkZ3sSJqIULMVtapDVpGHjjxuGOHYsqKyP65S9Likl/P15aGub27eB5xD79aZwzz8R67TWxpXn8canCXXEF7llnSVXyT38ScRyLYW7YIF5+rov96KOQmsrgqFGkb9uGuWMH7uCgCKPUVNkWTUtDpaRgdHaKoOztleuZng4FBVgjRpDV1ERmWhooRe+JJ2KGQlTOnMmot94iZ8sWfJ4nG8sf//he/oPG7t1yPXt68CZPluSUuL2N7w9/wH7ySdTgIDMtC7usDDV37p7nS10dZns77tSpcq0CAcyGBpm3i8UkeSQhsuMVYCMalcehqAhz926xaHFdEdr7eAge8nVTVCSm0XV1qDFj6O7qwhyaBez34w5NHRmC/cQTGB0dMj+oFGZVFfYLLxCbMEHa1lVVMpualSVV4M5OyTA+7LM7OJGsLLp/9CPs9eslA3vqVLzjj9//HG2b3NxccuPt51gsljSlrqmpYdOmTaSnp5OdnU1FRUVy5vBo6e/vZ+bMmVx33XV8fN+s6wNQU1PDeeedx/XXX88DDzzAm2++yZe//GXy8/MP6+c1Hy60ANRohpCo+h0szu1oWsCO41BZWUlbWxuzZs0i/xCbgJZl4TgO3mc+g3fllXvSPvb9xB+LYf3P/2CsWQMFBRj19Vi/+Y20Zfv7pcrhumLx8txzeNdfn/zRvbKAATVmDMbq1YRbW2ltbyc7GiXlkkswtmzBiPvgKcMQsXbhhfDf/425bRvKtnGvuUaMqF9+GQoK8K66iobJkxnx6qtYt94qguGcc/AuvxzzgQewfv1rWUrx+6GpSZYc8vOhr0/MjAFj+3as5cslf3jECGnJZWVBfb0IW9MUMQHS+jMM3DlzsF95BaOpCTMYxIxG8caMwb3oIlR1Nebq1dIGXLJEqnKmSfS73022CI3aWvy//71Uyi64gMj/+3/4f/97EZdtbVirV2O0tOCefbZU+DwPr6wMo7kZ3yOP4E2ciLV0qSxIjB4tgqOiAmvlSrwxYzDCYbxRo6C7Gyc/H//OnXLsoiKMjg7cs84SC5qLLsL3179iVFbK+cbnH7Ftot/4Br6//Q1z2za8wkJSRo9mQkYG6swzic6dS/T221GvvEK0r4+Bn/2M9ssuw7dgAXnRKHm33CJtYb8f65VXMFpaiH3+81grVmD/9a8yv1hcTLCqisBvfkP4rruSc3oqNVVazH19kJGB0dMjFef0dLyMDLwxY6TSl5cn4rWkBC9eZYt97nMY9fWYW7eC5+Eed9zevnyeh7VsmTyf0tNxzzhjj5m1UtgPP4zvoYdkIaW4GP8nPkGsrOywXndGb68I6YS5eSAg5w7ynM7MlG3moRnGRzI/CBCJyPZ5drYs08RxXRdjxAicIxRHPp+P/Pz85O+IaDSajKy76aabaGhoIBgM8h//8R+cdtppLFq0iNTDmafch3PPPZdzj6DSeccddzBq1Cj+93//F4ApU6awZs0abrnlFi0A/wXRAlCjYX9vv4MlerzXFnBPTw/l5eUEg0EWLVpEMBDAeP11sfFIS5P27JDh871i2g416N3SIvNzI0dKBSMvT0RDf7+8GSVMg01zz5vekNtQQxYw3AsuoH39ery1a8nPzCR45pm4n/wkbjSKeuEF8W4bOxbl80n1LiUF98orZcHk73/H+u//lgWTlBS8yy4ju66O7MceS8aBmXffLW/0994rVbiiIhGnzc2wefP+5tWJ9nJurvjjpadL9J1lSXpGayvWG29ItSkcxpsxA/fcc4lkZuL/9a9RXV0MZmZiXnIJRnc37qxZOOefLy3g6mr8P/sZRnMz3sSJ4u23e7cIx/JyjN5erOXLcc48E7O7W2bkbBvV0YH1zjuoceOk3VhWJiKipASjqkqWU/ad0TSMZLKJSk3FaGmR1I9oFDVyJF5+PoZp4px+Os6FF8pjETebNhobURkZ0tKMJ4UkRWdLC4ZlYb/0Eua2bcS+/nUCXV0EtmyB0lJS8/LI3LmTrKVL2TZmDE2vvUZgwwZi48fjT0khtbsb6x//IHbFFRh1dRjRKN7o0SjPI5yTQ3pbW3JWEyTb1120CGv5cgzPQ/n9OBdfLJU8wyD6zW/iu+suzN278aZOJXbddSLcAW/KFJyLL8a+/36MWEwsbLq6kv9u//Wv+O6/X6q3nof15ptEf/pTseN5+218d98t1z9u81Jw553s+ulPD+u1586cia+qCpqb5YOC64qYjj82sc9/Hv+vfiUehIn7ed55ew7Q2Yn96qvymho7Fnfhwr0eX+uVV/Dffjv09qKKioh++9tSbeTIIusOhd/vp6CggIKCAqqqqrj11lu59957aWho4LrrrqOlpYXly5czd0jF9v1g5cqVnHXWWXt97eyzz+buu+8mFovt1abWfPjRAlAz7El4+yUE16GMnY+0AqiUora2li1btlBWVsa4ceNklvDhh7Fuu03mtQDzxRdxfvObpAjcN6f3oKSkSAtvcFCqY/GoMjVhgqR2+HxyGz4fKv6mlCBZAfQ8or29rN+6lfA55zD7mmvw79iB6u/HXLlS5gc/9Sn5meXLse6+W7YlTRNz2TLJ+X31VWmjxaPdzKefJjMalfm5uIAwtm/HiM/3kZYm270pKcm4NW/uXIza2mQMmrIs3PnzUTk5+O6+W+a/AgHcE05AWRbOGWdInm1trVQSXRf/zTejxowh/H//x0BHBx333Ufmm29iL1uGl52N89nP4o0fj//mm6UlmZGBvWUL1oYNkk+7aROGUiJqenux33gDNXLkHjNp00xWiFR6uliNlJaKiE1PR+Xk4J5+Or5778XYsUOsX0IhWbSYORPnE5/A/stfCLa0iF3NJz4hyxU5OSJkHQf7qaewVq+WhZJzz8U74QR57r3yCv7f/AajvV1MnsePxz3lFLHPqaqSCD2fT5Yk4lVUc8wY0uvrmZqXhzlhAlZ6Ov2BAJFwmHBvL5brUltZSaFlUZCY40xNxd/TA6NH723zYtvEvvAFEaNdXaiCAmlnxl8rKjcX55OflEph3OA5gbllC/Zzz0FODl5ODkZtLb477yTys5+B52E/84z8XHExOI5sXa9YgfOxj4nNSzicrCZ6hYX4WlrwxzfQ3w3nyisxBgbENNyyiF15Jc6Qqpd78slERoyQ65eSgrN48Z4M464uAj/9qSTBAAQCMgIQ9yA0tm3Df8stIg5zcjA3b8b/858Tvv12iBtBvx9RcGlpaYwdO5Z7770XpRTV1dWUHsAv8ljT1NREwT6t+4KCAhzHoa2tjaLDiKDUfHjQAlAzbBka53awlu++HMkMYCwWY9OmTXR1dTF79uzkfA8DA5j334+ybZg0Sdq1lZWYS5fiXXUVcAQCMCcH78ILMR96CDo7MZTCmzUL96tfxfq//5OFDb8f96qr8KZPx3z6abF8mTED0zTJeOstvJtvZqChgbGTJpH1ox/hf/11qfANDkq1bOlSSQcJBjEqKqSKktiirKmRRZOBAUi05HJzYedOESOx2B6bF8eBnBzxVOvokGpPV5ekhJx7LurMM4llZeF76y2pEKamYq5bB56Hc9JJUhGrrcV+4QVpDQcCOOeeS/QLX5A27c6dkuzx+usyxzVrFtlbtsj8YWYmRk0N9oMP4px3HmZtrfjGWRYqKwsznqXMwIBk40YikJEhm78ZGZhVVckKpLt4Md5xx+FccYVsxFZVgWnizpuHEYngXHQRBAKyzBKfq7SWLdszP7hwId3/8z9k7N6N/8UXMcvLid1wA97MmdiPPorv3ntFaMZiWBs2EPnBD6Tteeut0NMjVi1tbdICnjRpT+6z66Ly82UOr6NDWvJtbTIXGQrhzZiBr7CQzIYGuS+uS9+JJ2Ln5bEd6Js4kaL16/FFIuDzEf7kJ/eqyibyfI3WVmmrn3JKUhibGzeKzUtTEyoQwLnySmKf+UxSHBp1dZLDGxemKr7cY7S2ir1LYnNcXmTyZ3zGT2Vny9cGBiAlRSqvgYAsIR0OKSnEbrgB57zz5NokWstD8CZPTlr+DMV+803MTZvwxo2TVJb6euwnnhABmZ6OuW2beExOmCAfYuLfY9bX40yceGSZxUfA0BQQwzAYH5+//Wew7+/IRBdBbyT/66EFoGZYcqhFj0NxuC3grq4u1q9fT1paGosXL5Y4qAQDA/LmlpjZ8fnkjTJu7pq4ncOtNHrXXitvqDt3QmYm3hlnQCiE+6tfSbJHIACtrdg//zns3i3HLywkff58gg88QP/gIKn5+aRVVuL98pcidgwDJkwQsbp8OerVV6VNHQyKcEu0OSMREXThsLRp43OI5OXRPXcuvkcekZa0Uqi8PLzzzgPLwvrNb8R8ODcX97zzUGPGYC5dClOmEPvSlzBXrSLw05+KgElJwRszBufqq/E9/jjWypXJ2zfr6sC2xdx48mQRdNnZslEbCuEN9ezLz8fo7MSIV13xPBEWrivVmhNPxKqogJYWER2BgGwmX3stZm2tzOiNHYtzzjki+M46S2b+Xn8dc+VKzB07MG+9FTVqFM7556MsSxJNXBershKzpoZYIIDR10fKrl04BQWyHFFdje/ee4n84hfYL76ICgalgqYUZmUl1sqVuCeeKObLhYWybVxYiLFjB0ZNTTL/1ps4USLUzjorafOiMjLEyDg/H/Lzif6//yepFhUVqFCIwJgxjBsxAsaPJzZjBu7Pfobxxhu4nkf7/ffTHI0SmDuXHJ+PEbfcgr1hA8rvx3YczJoaot/5DsRiUlFNGHT39kpM3OTJ0i4FEXm2LQstGRnJBReVkSHidPp0rFdflQ9DfX0SExePcnOXLMFZtgz79ddleSQri+aLL95LAJpVVfK88DzcefP2MjQ3Wlvx/+IXUuGzbZyPfYzY9dcfns3L4OCe1yhI63pwECMclqWctLS9U2j6+sDvR6WlJV+/70cF8IOKgSssLKQpbh+UoKWlJbnEovnXQgtAzbBjaJzb4Qq/BJZlEY1vNh4IpRQ7d+5k27ZtjB8/nrKysv2Pn5ODmjwZc9Uq8aTr75c0jCHZpXsJQMeRN87MzKRgMV59VebDCgtRp56KOu009rZTRgRa3AvNvO8+2LULNW2afL2iAt+jj2L29JAyezb+QADV2SkVvoGB5M+RmipCKd5uU4sXo8rLpbJomqjsbNQll+D292Pdf7/MtxUU4J59NmZzMz0LF5KaMOXNzcV8+mkRLJMm4Xz5y5Cain3XXRjLl8u1KC0lcuON+O68UxYCcnIwenqw1q9HZWdjJUyq8/Jk8L6uTtpz8YoZliV/mibeiBG4fr8IoVAIo6EBNXIkzoknYr36qmx/BgLiP3jaacRuuAFVUIDvj38Uo2S/H3fRIokxu/TSPe35qirsRx6RaLQJE/a0f21bNmxfeAE7nrvsjR+PKitDIZFl5qZNIoBcFzf+eHojRogw7e09sMejUiLgMjKkYlZaKpvCOTmowkLx6zv77OSsnnPttXgnnCCVqcLC5HY28SQYZZoSE5eejv3iixg9PcS+9CUCFRX4q6uJjR9PezhM8eAgWS+/zJYJE2hYtYq0lSuJjRqFPz2dQDiMf9WqZIKI2dwsFjCpqTLnuH07Rk0NxAWgN3s27kknycxmbS2kp+Ncemmy1Rr9ylfwBQJYGzbgjR6Nc/XVe7J8g0HcJUuwNmwQcZiXx+CIEdiJ6uP69fj/67/kcQDsF14g8q1v4c2fD4Dvf/9XLGoKCjCiUXz33y9+iPF5y0PhTZwo133XLjE5b2rCmTcv2Rp3FyzAXbBgz4cS2yZ21VWygR2Nynb1mjVY1dWQliYm7vskoLwX+vv7P5AUkIULF/LMM8/s9bWXXnqJOXPm6Pm/f0G0ANQMGxLefo7jHHbLd18O1QKORqNs3LiR3t5e5s6dm/T42g/TlNi0X/wCY/NmVGYm3mc/i4q/Ycm3iAA03n4b6/e/h85OKCzE/bd/w3z2WczHHxdhaFl4F10kxztEq8mIe/RhmkQjEXrDYYz4fJI/8XNxOxIVCkk1Lx75RWrqnszW8eNxv/Y1zPJyaTlOnSqzhaaJM2MGdHZivvUW1v33k9vZSSwzE2PaNNzTTxeB2NWFys3FqKrCUkqqKDt3ysxa3KDZfvRRzJoaqYTFq3dmTQ1GIqfYMPYkiBgGKi8Pd8QIrLVrpVLjurgnnIAzbRqNixaRt2sXRn09KjMTd9o0rMpKSQ5ZuRKjsRGjq0uSKv7jP3BPO43wAw9IJN1jj2GtX49VXo5XVibJFYD/P/8To7ERUlNFmFoWzpln4nvmGcmqTUtDBYPSkg4EUInWeDyzWOXnS1JHPDXEbGqS5YusLDnOffeJeIpGISdH5iDz8yVL93e/k01awDn7bKnAJcS6UlgvvyyzbraNe/rpycfNaGnB/+MfyxZzczPe+PF4p5yCCodl7rGhAaO1VRZBRo6E1laM3FzSeno4rqgIY9IkfGlp9KelEY1GGejpIdDTQ21lJWnjxzM6EMDq6pLHc2BAHpehz3/bJnbDDdIm7+2VDeGhLdfsbGJf+ALOwMCeje/Ec7e6Gt9DD0nu8vjxmPX1FDz2GN3xDGL7+eelLZ2Ye9y6Ffvpp4nOnw+um/zwQCgkNi9dXTJnejgCcMYMol/6Er6HHsIYGMBZtIjYV76y57UWCBD56U+xly4Vq5lRo6Q1bhi4rkvxypUEV67EiFcSrWXLiPz0p0eWUnIA+vr6yDmCGL5DHWf79u3Jv9fU1FBeXk5OTg6jRo3ipptuor6+nvvuuw+AG264gd///vfceOONXH/99axcuZK7776bhx9++KjPRfPPRwtAzbDgvbZ89+VgrdnOzk7Wr19PZmYmixcvfvdPwyUluL/7nVTWUlP3zD8NuR1fc7OIprY2EU2bN2PddJMY+GZmysxaVxfm88/jnX8+6gD+Ysn7P2UKxooVDOzYQXdvL9mex8A55zCwZg0ZW7fKG5rfj/vpT6PKysRDsKMDUlNxP/1p6OvD/MtfpOq0ZAneqFFi5/KTnwDgnXsu3rXXYr74ItYPfoDR3U0wEMAbO1asaZYulfM+7jgRB8Egxu7dMmeXlgamSWdnJ87gIM62bYQCAYK2jdnVlRRO3syZeF1dktgwOCjtwJwcvEWLcKdNQ73xhmxFNzVhdHaScs89WK5L5Nvfltmtl17Cfu01jGefxSsqIvrv/461fj32o4+K6I2nXMTS0zF37sSsqxPvQdOUJYZHH5Xt34YGickzTVRbm1jIVFaKDYhtY/h88th0dmL098v5xufz3NmzUWPH0rl4MXnr1oltis+HO2MGRksLzpVXyvzgK69g7tqFCgbF9zA7G+f883FHj8b/299i1tRgbdlC4Cc/IfqNb6DGj8d64QX8v/2teO95Htbq1URuuglv/nx8t90miyXp6Rjt7SKwc3Pxhs6O5eTI+ce9I42WFhGrWVkwfTrGmDFk1NbKPOXgIIMnnIA9fjwNfX10nXgiE556imB5OZZpEj355L19+aJREWo7dkis3KxZeyqdrovvrruw4x9qvOOOI/r97yc3hM3GRpn7mzJF5uxGjsRXVYW/o0N+vr9ftsUTxwsEpKouLySZ8dy1S2bV4h8ckrFyh4F75pnil9jdLVXgfT9opaTI3Oc+eH19jHztNQgGRexGo1ibNmG/9toBv/9IGBwcPCYVwDVr1nDqqacm/37jjTcC8OlPf5p7772XxsZGdsfHRgDKysp4/vnn+eY3v8ltt91GcXExv/3tb7UFzL8oWgBqPvK8m7ffkbBvBVApxY4dO9ixYwcTJ05k1KhRGL29mM89J5uB06ejhswj7YVh7Nk23AfTNAnW1mI0N0vcmmmi0tJkni4chpIS+cbMTGhtTbZoD0b0rLNo2bCBwIoV5GZl4Tv5ZNrPPZe6WbPI6+yUAf2xYzG6urDuu09mCcvKcK+/HnP5cqxbbknGo6nyclRJCdaf/iT+aoB1zz1iPv3Xv4rYyc5GOQ6p1dUiLDxP0jfiFbLEm7aaPBm2bqV961ZczyPb56Nj5kyaysrIe/xx7IEBLKQVFzvjDPxz5xL4zW/kuqSk4J54IkZHB1Z5Oc4ZZ0h79p57sHbuJNjWxujeXuz8fNnQjHvuGb29mO+8kzSXVunpsn0KGFu2SKpIS4tk5caFvEpPl9i3hGBKDL4jucaqrAwVb1F6I0ei4tVN94IL5Fr4fHgLFiTTJ5ouvBBj5kxS/vEP6OrCXrECc+tW3DPOwJ08GXPjRlRnJyorC2vNGoyODqLf+hbW9u2YjY0iKAIBzC1b8N1/P9Gf/AT7738Xi5iJE+U5tHkz9iuvEJ0/X9rdGRmovDxUT4/Y3cTzhN2FC1HFxbjFxZhnnIH50ktktLfDhAnEPv3pZFs3etNN+H71K6xNm2R7euZMxowezZhgEGf6dNTgIN5LL4mJ8Y4dND/6KPb8+WSHQhTcf79USOMizFy9msjPfw6hEPbf/47v3ntlJjAQwFqxAv8ttxD55S/lUmdmyuxpVxdkZ2O0t+MGg8kZQG/OHKy335bZ0/hcqjtvXvI1Fvv85/H/539iVlbKaMCkSXsLsMFBmZlsa8MrLsY988y9vPzMjRvx//rXMnJRUkL0xhslE/pdUP392I4jVVFIpq3Q1/euP/tu9PX1vSffv3055ZRT9rKC2pd77713v68tWbKEtWvXHvVtaz54tADUfGQZ6u03NM7taBhaAYxEImzYsIHBwUHmzZtHVlaWvJn/27/JZixAZibud78ryw9HeDsxn0/eiAYGZBuzv18qZqmpGPFUBaO1FfLyUOPGHfhArktfTw/lFRX4zj6bmTfcgB2f8/PV1RHNzJTlDsB4+23MP/1JqiMjRmDs3Il1zz0YO3fKzF1uLvT0YLzxBkZWlpxbwnpixw6MFSvkXEeMkNgtw8CIR5Opk0/Gy8zEXLVK3gR9PryTT6Zn3Di63nqLUEsLOVlZuNOnkx0KkZOZCZ/8JJH+fnqjUaKNjZg/+hFWIEDsxBPxz5lDaPt2fC++iLVunbTcFi7EnTEDe80ajM5O3ECAQE8PvkceIXbhhSLs4v6IybnC9HTxtEu8CUajqJQU1NixWKtWoeKG00ZPD+64cbjz5mGPGSN5ycEgRjRK7MwziX3lK5JffNttkpHb2yv+gnPn4s6dm8znNWpq8P31r5RVVRGMG1l7s2ZBNIrvb3/D98QTcv3DYZyzzxZvx/x8zG3bMHfuTF7XpDlzTg5m3BsQ1927OpVolSPWKdbOnaiCAlkY6u3FGzkS59JL5Xbigid2/fX0zZjB7spKjjv3XBkDiKMiETnfsWNRqanYS5dCMIjziU/g37CBQEUFavJkVChE4Y4dZL38MtumTqWmspLUxx/HCgYxCwrwmyaBykqst9/GPeusPRXSuL2IisVkYSOeOuNNm4Zz5pmSM9zUhEpLo/mUU0iNb/M6F1wA/f1JAexceCHOZZftOe+sLKmgDwyggkFiF164Z3M6EsH/859jL18uM7SWhVNVRezf/k0e97Y2Aj/6EUZdnWyYb9xI4Ec/InznnWJ7dAiczExipaXk1NbiKSXzi2lpSYF+NHxQM4CajxZaAGo+knieh+M4R93y3ZdEBbCtrY0NGzaQk5PD8ccfjx1/AzWfeQZj3ToZyPf7MXbvxvr97/HOPHPPJuFhYJom3ePG4Z10knjsAYZpSgrHCSdg/epXGJ2dkJ+P8+//jtHbi3HffVKhW7AANW4c5l/+QvTBB3E6O5l64omEvvc9fP/3fxItFw6Tm5LCiAsugEWLAMRkOBpN2mSooiJJSBgY2GOdkZ4O8c1b4kPugPx/Xh60tEBrKyo3F7O+HuX34110Eeqkk1Dz56NmzJBlh95eet55h54XXiCUn0/G1VdLxNi99+KLx6WprCz8V1xBcPNmrKoq3DFjiPb04LzxBjWWhVq6lABgjBpF0PMIrFwp96OtTVrVgQCxcBj/wIAszvT1iS9iLCbnbxiyVdvTg1lRscffr6hIljvq67HeeQdiMbz43J65fTuR731PsoC3b8doacGsqcH/y1/ifPKThO++G2vpUnxPPinbp7/+Ne6MGUS//W2McJjAj3+MWVNDmuuS0t6OmZODd/zxWO+8I1XNuL+gWVeHtXYt7qmnyrW1bfFyLCiQa97TI63Ojg6pdpkm7mmnYW7dKtvgrosKBmWJBYh94QuYtbUSZxeN4k2cSOS//msvb0izqgpr6VKCnZ34cnOTVVEA6/nnCfzkJ9L+LijAPfFElN+PtWoVzmWXyfJPNCrLKgDFxaR2dTE5Xn0NpKcTSUlhMBajLxIhvbeXpq1bYepUSgIBbM9LzrQa/f14paV7qnCmSexzn8OdM0dmSAsLaenpoSzxerZtnGuuEdFnmnu/zrq68N9xB0Ykgjt7NkZbG76nnsI74QTUhAmY5eXYq1bJ3GNqKnR0YP/jH+LNOH68fGior5fIQdtGZWbKddy6NbnhfDBcpai76ioKX3sNq7oalZmJ84lPJH0dj4aBgQEtADVHjRaAmo8UQ739lFKHNHV+LxiGweDgIOvWrWPy5MmUlpbudXyjqysZNwXSvjL6+6V6dwTbf6Zp4saXRdTcudDWhiopQZ12mrzhzZ4trd/8fJkN/OlPxfJFKXjxRdwTTyTypz8R9jwyQyECr7+OF42KpUtGBpSWYuzeTcnjj8PnPw9FRXtaVeGwiIvOThEcoRBGdbVYj7S2ypbv5Zdj3X67tKSRrVzvYx/DmzsX+49/hL4+YiUlNJ98MqWFhZiPPYY67jjUqafitLQQvfpqAjt3UlxQgJWbCxs3Ym7ciPnkk3L9fD680lKsZcvkTT8vDyM3l0BuLimDgxzn80FqKuHUVAaiUXrCYTI6O+lxXUpSUrB6ezEjETzblqiyuXNRr76KEZ+r80IhDMfBO+EE8UesqJCqU1sb9vPP4+Xk4F50Ec755+N78EHM2lrslSvh5ZdxTzqJ2Gc+Q+Dmm8VvLyVFrFzuvJPof/yHWMlEo9KmjcWw1q7FXrpUfA137sSbMIFITw8+yyLY2IhRXS0+hIYBubkiohoaxOC6qkqWWubPl8WNsjKMrVux33oL2trEQmXCBOjvx7n4YjAM7L/8BaO2FlVQgFlZiXv88XjTphH+xS8I/Oxn0vqNxfDfdhvRf/93VFmZGBj/4AeYTU0YnsdYpbBLS3EuvlhaoL/6lTyPTROjtRXr9ddxjz9eRhAMQ6phti3LSqEQZkuLtJuzs6X1OXUqqWvWkJKdDT09xEaNwpg1i5bWVmpLSpiZm0tmRYW0+3NyxKZlyOvK3LpVKr2AW1CAN9Rfr70d/69/LQktaWk4n/ucJL4AZkuLtHZHjhT7nNJSMc2ur8edMEGqgo4jLWYQEdjdLVvgIFviti22TYk/fT75+rvgeR5OQQHRm2/eM+ubuJ2j5IOygdF8tNACUPORYd9Fj2Mt/sLhMNu2bcNxHBYtWkTGAQbJ1YQJ8kbR0iKt2tZW1OzZB9/6cxxp3yV8Avv7Md55h0BcwBAMSu7uvqSnJ016zaeeEpEUt81QGzfS+8AD+MJhMmbNwrYsVH295AVHo8m5Qy8nB6uuTs6xqAi1aBHqnXcw1q6Vc8rJwbv2WrG/uOMOqVCNGoU66yyMHTtku7WkRIbzR47EfOIJmZ0rLsZbsIDWMWNIue8+rLVrpb2Wnc3ADTfQ+pe/UFJZiZ2ZKZu9K1bgTZ4sM1qRiAz/RyKY27fjlZSgRo6UjdqCguT1UkVFWKNGkb5lC6mlpRh9fcQKCmifM4eGhgZyX3tNqn6GwWBZGV5ZGeoXvyDw859LhBpi/qviLXZ32jSst98Wobl1K/abb2KtWEHsM5/BbGnBGztW/P527sRatUpMnmMxEV9+v7QHt2zB2LlTrmcoJNWoeGKK0dm5X6Sfk5mJiqegqGAQw+/Hy82V+5eaijdhAk48G9hdsiT5HIl94xtw++1iqZKSgvXSSxitrcSuuw531CiszEwYOxaVmSkRZrEYsW98Q2xU2ttxZ84Evx9z61aZH/zhD2XppLERb8oUYtEoavt27McflySOzZulZTx2rKSx9PXJxnB7u4hOnw9vzhycs8/GfvlladPm5RG77rpk6zv6rW/h//73sdaskcr4eedRMm8eJX4/7owZxNrb8e66C6+vj36lqK2uhtGjycnJIXfnTnncWlsBsJ95hvSLLsKcNAmUInDzzVj/+AdkZWF0d+P/5S/x8vLw5s+XimpaGkZ7+56t9mBQHh9ktlQVFGBWV4u1S1sbauxYqfgB3syZuPPni5F3fHTBPfXUPVFySFvfWrNGqrDxeUpgTwqIacpS0DFCKUV/f/8Bf/9oNEeCFoCajwRH4+13OLS0tLBx40ZCoRDhcPigv3y9s87C2L4d829/g54e1IwZOD/84f7ebq6L+cAD0o51HNTJJ+NedRX2f/wHxoYNpLsus7KyYOZMONh8X4L+fkk4iFcnBwcGCAQCpAeDYugMYlybmysCqrkZsrOxWloYSEvDn2j1pabifv3rMr8YDqPGjEmme7i//rV4EW7ahHXnnZJjG0/OICND5gJra1GjR0NHB+Zbb5Ha2Ehg506pYFoWsaoqOm+9ldyeHuxQSLZlU1OhsTHp4abS08WoOeHrl5WFe+qpGH/7G2ZVlXxPSQleZiZqyRJsxxFh4PNhlZUxevNm1MKFeNOnM7htGz319QT7+vC+/W0oKCB83XWEgkEyXnsNq7IS/x/+IHNs8+bB4CBWRYVkwpqmbBTfeSdeQQHWunWYO3aIUHMcEbWhEF5JiQiz/n4Re2lpeOPGYcUrrUYkIpurpaV4s2bhjRqFsX07Ac/DF43inHoq0e99D2P3bgI/+Qnmzp2y3RwKEbvyStwLLtjz4aC7G9/jj2PEo+u8KVNE1ITD2EuXYj/xRNJP0DnnHFR+Pp5ty3Xr7sZoapIPJ4n5wexszNpaOXY0KvfZMKTylWjxxx8TDEPuR1mZiNx4qkkyM9eyiH3hC7gnnSQLRaWle80PGrt2YcRieNOmSet49WrUs8/iXHop9s6dpL38MowahRoxglBdHamvvML26dPZ1t6O84c/ULh7N8748fgDAQI1NRS89hrmpZdCT488Fjk5IrKUwqiuxlq7VgRgQQHO5ZdjP/igzBr6fDhnn500ilYlJUT/3//Df/vt4pt43HEisOMLJkZXF8q25XGPRnGnTyfyve8l28zmxo34f/ITzOZmSdh57DEiP/sZaty45O+i9wM9A6g5FmgBqPmXRilFNBolFothmuYxF3+e57F161Zqa2s57rjjyMjIYNWqVQf/AdPE/epXca+4QkRBQiDs+23PPYf1xz8mW0zmY49hrFiBsW0batQoPMMgraoK63//V+xiDoGaMwdj0yb6tm5lsL+fzNRUfFdeiXrpJYzNm+WbQiHcG27AKC/H+tvf5E06FGLHeecx8513oLERRozAO/101OzZmH/+M9add4Lfj3fZZXgXXID55JNYt9wiVb5QCE45RdI1Vq4Ub7dRo0RcpKZCZSW+lhY800TZNj09PURiMbIzMkjNyRFx4TgwMIDhefKGvGULNDSI+BgcxAgGZbP47bfxJk4U8dTbK5uvzz4r13ryZNwbbpD83KoqVF0dRjgs82Kf+hS+H/yA/FCIWCiEu3Mn5nPPsWXuXCa+/Tbk5mLn55Ma38L18vKkEpSZKcsTmZkYPT0YBQUY27aJuIhvOGMYKJ8Ps6kJ6uvlNo87DqJRYp/6FEZPj8zb9faKAXFzM/T3E/nhD/E99BDu66/LiEJjI74//AHns58lcttt2A89hP3ss5JrfPfduJWV4j9omgR++tOk4bDR0AB9fbgFBWLRs2GDCLWUFIy+PqyE1Ui8ZYnfL5Up15UtVJ9PFmXi3nnenDmoF1+UahZAfz/uySfLcs2SJbhz5ogJdzxrOnrddbiXXLLnSTgwIDYvLS1isjzUkigcxv/b30rVNCMDd8oUVFoa1sqVOJdeitncLDYvkyeL0Bw5kuCuXUzIyGDcjBlYDz+MkZZG2PMY6OoiGI1i9vXR0tKClZ1NimXJBxx5wcptDmm1OhdeKDOdDQ2o7GxZuhkizLy5cwnPnr1n2WrI7w/fPfeID+TUqRjRKGZDA/YbbyRNpO0HHhAT7AkTJLll61Z8jz9O9FvfwvO89yUFRC63ngHUHD1aAGr+ZUm0fHfu3El7ezuzZ88+puJvYGCA9evX43keCxcuJD09nfCWLWRv2IBRWioWJge7vbiH2cEw3nlHBNDYsXJfHEfEWjAo83eehxMMSqbuuzB4wQU0VVaSuXo12SUlmBdcgHfllXhnnIH5yitSYTz+eLE42bBBZswyM+n/1KdIf/ZZiWDzPGmZl5ejQiGs++5DpaRgxGJYv/41NDZi3XWXvMEGAiLcXn1VZhL9fki02eIzVNg2sXHjsCsq6KmsJGIY5CqFuWABXkkJ1h13yLFME2/aNLwrr8TYtg3j7rtlSSQQwMvJEcHS1IRh2xhFRTJ/VlEhc4o+X3IL2qyslFzWuDecUVeHLycHX18f3qxZWKaJFQyS39REVm4ult9PXyjEQH8/PZEI6T09DE6ZQqHjiJlzRoYswbS24px6Kr6WFjHtzs6W7eu6OhFGF16IuWoV5saNGN3d+P78Z9z584n88IfYTzyB9fe/Y/j92MuWYVVUEP3853EuvBB3zRpieXnY6enYK1aIXcm//ZuYPAcC4s83OIj15ptYs2ejCgqkqjVqFASDmLGYeNtVVWE0N2O4Lt6YMeKX2N8vXn9r1kBeHs4VV0gKxbnnyizdm2+KaXFurtiZeB7u4sVEv/51/L//PXZNDbGEEBoYgNRUIv/5nwS/+U1ZlvH7ZY5u61bZaI1E8P/kJ9hvvhl/chuYFRViUm1Z+O68E+utt0Q89vVhrV6NN24cbrxCqHJypE3b2iofKFpaxJon3jY15s/Ht2ED2Ym5PJ+P3ZMm0dvbS0NDA2NOOIGxzz+P3dqKaVmoCRNwzjxzzwvEdcXourlZhN8+tidGfT2+P/xB5jPHjpVEmMJCEXSbN8t5ZGbKIlZbmyzZJH62o0Oe8/EKqQoEZDYT3rcKoOd5egZQc0zQAlDzL4nneUSj0eSnbC8uYI4VTU1NbNq0ieLiYiZNmoRlWZjPPEPaL37BjKYm7L/8Be+Tn8T92tcOLgIPRXr6nvk/w5C2Z06OiKeBATBN7HAYLy4QD0ZHRwfr168n5/LLKfnud6GxES/xJjdunITYA8Zbb2E++6xU7kpKMKqrSXn4YXK2b5fM31AI1dsrrVzPEw+80lJ509uyBfO112BgQKp8u3ZJ5ml3N0ZjI95nPoOXkSGm1ZWVUjU84QQGcnOJjRxJTlMTefn5GOPGoUwTY/16SW1IT4f8fNTgINYf/gCOgztzJs7ixWKY+/TTsoULqFBIosvWrJEUh0BArt+OHbgzZmBt3CjzhBkZEIth1tRgb94s1cS+PqnmdXVJq3zcOKy8PLI6O2Xmr6OD8MiR7Lr0UtSuXYQ2bsTzPPy1tTByJO7ChXgLFxL4zndESMRTRbypU/EyM7EGB2U2sqgIc80afLfdhrlhg7TMc3KSbV/78cexly4VE+r+fpwJE1Dp6eJPuW0btLUlk1IwTZmfU0qWceKzgfh8IprHjsUaGADAGzkSo64uOaOm8vMlCeT88/HmzsVNJMykpRG77jq5D6YJWVnYzzwjRtTnny/PgVCI8LRphB2HtJdeQqWk4HzmM9irVmE0N+NOny7pJdu347vjDiK//vWeTdqSkuQShbVsGebHP443aRL2P/6BysoSH8hIRKq77e3itwfiy3fppdiPPy6CKzMTJx6nBuBcdpks0rzwgti8nHQSDYsWMWfyZILBIAOBAO5bb0F9PY5h0DhmDL19fWS3tJCdlUXab34jFjGuKx9MLrqI2De/Ka/bnh4C/+//YVVUiOl2eTlmdTXhO+6QRJcRI+RDU2L+1HGSwhRkRtCqqpIYRc9LtrmBPRXAnh6xH4o/LkfLwMAASik9A6g5arQA1PxLkYhzS2z5mqaJbds4jnNMju+6Llu2bKGhoYFp06ZRmLA/aW7G+uUvUQMDDOTlkWqamH/+s8wZDYlwO1y8Cy/EePNN8ZMDyM7G+fKXsZ59FmPtWgzPo2f0aDK+8hUCb7wh35eainfGGbKUcdddDL70Eo7rMv3aa8k9/nh83/0uRrw9rU44Aefmm5MLH0Zrq1Rg4jYdqrAQc8cOrEgkORNGaqp8j8+H4TjSUlNKlhKysjD8fhgcRI0cCTU1kJKCe801qAsvFMExZgzU18PgIAMvv4zx+usELYvM2bPxzj8fY8UKzBUrUAUF0jLOzxe7mvvvl4qL349ZXY05apREv0Uisr1pGGLivHu3LKIYhgg9x5GKTF9fctYOz5NzNk0YGKBjwgTyGhrkvJTCmzULo6cH55JLsJ97Tjz7fD4C+fkct3w5zuc+h7tpE6q8nMGGBqJdXXjf+hax6dNxv/1t8nbuJOXFF6V1+9BD+J54Ai8jQ6xcVqwQwTo4KEsfpok7dy5GczP2smVy7dLSMLdtIzUWo2/6dEhPF3ua+AybKirC3LRJKmL9/RIdV1iIN2kSXlmZ5CNnZUn79oQTCP/yl5CeLiJm1SqpdjkOzhlnEPvSl/ZYoiiFtXw59pNPYm7cKLN6mZkYDQ3Y//gH5s6d+O6/X5Y7pk8nmp+Pcl2stWtxPv1pqZ4plVxmUnl5Eoc3OCgxZ0M3aYNBqcTG489UMCgWRmPGyIxiS4v4I558sny/YYg9StymxSssTBpmA5jl5RhNTbjTpskCSXs7BW+/jXn66ZixGLl//jOmbeOddBJ2dzejKivZtWkTNSNHUrtxI8c/8QRGKISVm4u/rw/773/HPfdcvClTsNavx9yyRZ5nfr9E41VWYm7ahDd/PrFPfhL/LbfIhw7Amz4dN+6bCUi7v61N2uOGgXPRRTiXXy6/SxyH3H/8g+Abb8hzecwYSW2JL5i8Vwbiwl+3gDVHixaAmn8ZDubtd6h83iOhv7+f8vJyTNNk0aJFezntGw0NUtHJz5f5uZwcGYavq3tPAlBNnox7yy0Yy5bJ0P/cuai5c3HOPRdj40aU47CusZFT3nkH+89/ljdTpTBefRW3oIDo44/j+nwU2jbWH/8oubavvCJefIaB8dprWL/7He4Pfyi3l529x6YjK0tSMIqLGXBdsqurk6bSqqQE75RTsP70J4ytW5MRZt7VV0sk2quvyh3IycH97GcxUlIwnngCNWUKato0vJEj6f/iFwm88QbZJSV0lpVheB7mI49gvfzyng3XE0+UvNv44gG5uSLQcnNldk4pMe/t75f/9/tlU7mxESPhGWcYkm4xZoxsqG7bJm3rcFgWI6qrUePGEb3ySsz+fqy33sKorcWur0fl5xP5t3/D2rYNO57aYm7ejG/bNvjc5/CNHYvvz3/Gy88n6rp4a9fSkJJCRWYmk2tq8IqL8YVCpNTVYW3fLlWxjRtFNOfm4o0Zg7Vli2zN+nzy3MnKEiNmx8HYvl38DVNTpQU7bx5GZyfRG27A/7//i7ljhywljBol4t00ZX7w9tulZRyNinn0k08Su/ZaIr/8Jf477sB+4gkRMVu24P/v/5b5wZQU7L/9Dd/tt2O2tUlEXcJo2u/HLC/H+sc/RMj19ZGydi3hGTNkESI+yqBGjJDHqbdX5gzb22X7OyVF0lSKimRJJjtbRNzYsdKSBpwrr8T/q19h1tVJBa20lNgXv7hX5dzYvh1z0ya5VvG5xATW22/LhnggIBXTUIjcykp5/be3ywxecXFy/tTX3c1o06Rk/ny8/n4CQH9KCv09PSjHIaOzk5atWwmWlBBSStJckieydzXfmz6dyM9/Lrfv8+Huu9GfmUn0Rz9KPkYqNzd5jOD69eQ98QRkZOClp2OuX4//t7+VhJOjmA3s7+/Htm0Ch2FFo9EcCi0ANR963s3b71gIwIaGBioqKhg5ciQTJ07cb3ZHFRZKtaa9XWbeOjrkDWmIWe67Eg4nvfsIBlHjx6OGZrGCHHPOHPn/557D9+CD0sacOlXePDdtIvr663hZWaSPHYtpGLB5M+bbb8t5xbcX6e3F2Lhxz/nPn4935pmYy5ZBQwMUFOBcdx3bNm2iqLxcBOH48ajzzsN45x15I+vvR51wAmrhQsyEt1xhIWriRLzLL8f8618xH3pIjp+VRfirX6XpxRcpfuUVAo6DV1OD2dCAWrAAc8UK6O2VRYXubsxXXhF7nOxsEXNxnzWjuxtv+nTJEG5sFB/FaFQ2lBcvRuXm4nv8cZRlySby6NG4Y8agPvMZ/L/7nSRl9PWhcnNxR48ma8cOzClTpL3uulLdrK/HrKqSjWOlUD4fxsAAVrxta3R04B5/PMrvh/x8/IARjVIWDlM6ZYrMD6ak0N3TQw+Q5vMR8/nICYcx/H7Zfs3IQGVk4M6Zg9nYKHN9BQXJWcloXh79Z52Ff9MmaVlXVuL7wx+IfepTRH7wAwI33yyehRkZ2E8/jdHSQuxLX8I7+WTU9u3JRRT72WdRGRk4V14p6TDBoLQgBwexXnsNe8YMnLPPxvfgg2BZuBMnill0fT3WmjVSyevslPMrKpJKa3s7GVu2wKJFkrJhGBKzt2GDWM50d6NCIZxTThERXlRE5KabCHzve9LCTUmRVnG8IuhcfDFmeTm+J59MZvMypGJvvvUWgZ/+VF5bgPfoo0R+9StJ64jFsJ9+WkzFg0FpswaDcPzxmKaJyswU4+z2dryMDFm8Ms2kzYs1aRJ2YSGhjg4x8+7sJDpiBO2ZmbSWl2MPDDCnsJCM6mrMlBSZpZwxAy9uqZR4bidGDoxYjL0nCJFrcICZX39dHWYkIrPCgPI8zF27pKWfl3e4vzX2IxED935tGGuGD1oAaj7UDI1zgwN7+9m2/Z4FoOM4VFVV0dLSwsyZMxlxsOWNoiLcG2/E+tWvSG9qguxsvKuvRi1YsP/3trVh3XEHRmWlpEpcfz00NWH/7GdiCBsK4fzwh6glSw55brbrik9cSgoK6A+Hcfv7SfX58AWDew20q7gHWiKvl8HBPXFXcpHwvvAFuc2+PtTIkaicHHq7u4l+5jNYg4MiGm6+GaOpCTV6tKQ7mCbGP/6BUVMjYrWvTwTUq69Kq3LiRGn/bt1K9y23kNfXhz++mao8D19nJ2ZVlcwVFhZi9PRIlaerCy8lRfz/qqpkyxbwsrPxCgvlTXzMGOjqQqWlocrKsF59VcTIwoV7TIn7+/HfeScEAsQuuACjuxtr+XL5+ptvkjMwgK0UzgUXYNbVSXUxFpPq2SOP4Jx9NmZ9vViEKCXGzXFPN2NwEJW4nomq7+jR+NLSCEUisi3c1kZ/WRk7PvEJBlpbya2owOvqIhBfZHAuuwxv/HiCX/oSZmWlGIU7Dj0zZmCBRIPFK17WqlX4b74ZVVqKUVsr26p+P6q7G/uxx7Bef10ek2BwT4LH4KAYWH/sY/K45eVJpTcjQyrGLS3ywSP+PCI9HTVuHMamTSjbxjnnHOyeHqnOBQLifxcOM1BWRuCb38SbOVNuJxjEOfNMmW2MZwP7XnoJNXo03vHHy4xbZiburFkQDGKvWIEqLcW55hrMykqs8nLcceMkuq6uDv9ttxGeNAlCIfx33YXR2SmLL66LuXUr9hNPEPvyl0WstrSg0tKSS0NGXx/h3FwRQPG5Rv/tt0ub1rZxTz4Z98QT5XVRUkLsYx/Df+utWPEUE+Pb32bKKacwyfPobW3FmTQJd/t2vLY2BoqLqf3kJ0nr7yfb7yfQ3U3gu9+VCqDn4Y0ZQ+Q//3OvFvXBcIJBDJDrHwyKLVRmptyXo6Cvr0+3fzXHBC0ANR9aElW/RPbuwT7xvtcKYG9vL+vXr8fn87F48WKC7+LS71166f9n773DJKvL9O/P94SKXZ1zz3T35JwzQ85BBDEjKiIqorIYQFcxYGINKLsrYNgVBAFRUHIYGGBgBmaY0JNTh+mZzjlWPuH94zlVPUQB8V3w1891cQHdXflUnbvu5w648+ax5777mLpqFeHVq19pAEmn0b/7XbQNG4Qx3LcPtXu3sCyeKYD2doxrriH9pz9JTMxr3V44jDVrFsbzzzM8OIgzMkJOeTnGypWoNWugvl5YwfJy7C99CeO661AHDwpjWF2Nc8klaI89BgMDYlI45hjc2lq0O+9Eu+sufEVFBCdOFC3ln/6E/pvfSO3VnDkwbZqwb/X1kglYXi4siN8vrtzOTgFppkk0GiVuWURMU9bmrgsFBbjt7bhKycnSsgR85OSIKN51Jf7myScF4M6fj714Me6mTaKj8/txfT7s88/H9fkwH3wwa5pRqRTpSy4RU4CXPahGRjBefJH0e96D8cgj0llbWorT1obmxbRkwJ+bm4tKJlGJhDBKfX0C9kIheXw+H1pLC/aKFcJoeeYBwmGUbZP+4AcxH3oIdeQIyrYJ5+SwcPduUt//Ps6dd6Kef5708DBJTSP9gx8QP+009O9+l5K1azHXrEHr6CCnsRFffT1q+nQBNUeOCPB0HAFqsZg0v1RUoG/din7wIE5fnwBoy5LXs6REmixycwUUZvSDeXkCOpQS80JuLs6cOejr18trE43iVFeT/sY3pCpOKXy/+IVIGpJJUvn5tF14IbULF44djIODmLfeiurpkTVoQQHa/v3oGzbgTJ+O+bvfoe/bh1NdLTVujoO+eTPWxz6GamuTejePCXOqqtC6uiRgOy9PpAcZ17FhSB2c5+bGsrKtMCqRyMbYDNfUUOW99+yTTiKRCQuPRHAWL85qH1V9PcazzwpQNQxUIoG+dy/OCSegaRpFa9fi27EDd9EiHKUItbVRtHEjBwoL2bNnD7MfeYQJW7bgTJqE6fejHzqE7ze/Ifnzn//dz5e+BQso27eP3AMH5HkPh0l97GOvCAR/sxOLxcYdwOPztsw4AByfd9xkjB6WZYlD8u9k+2UAYGY9/Eauv7W1lf3791NTU8PUqVMFXMbj2c7V17zstGkMLFtGas4cwq9yW6q5GW3HjuwaENtG7dghOWUzZoj2JxSC1lbUgQMvCct9+Wi6Ts9FF+H09pLX3EzelCnw8Y9jn3Ya7sKFqM2bpebs7LNRzz4rzEJBgRhKrroK7d570Z59dqzB4GMfk/v30EOg62ipFPPy8tCjUfRf/UpOro6DtmsXjmFIs0gwKLq6nh5ZO3rMmzNtGlpjo2QPAkWWhbZsGW4wKOHWwSCYJtHqanIuuQT97rtRXtwJSom2LR4XgDhxojhTe3uFYTJNaUApLhZmzrZRhw6hRaMCdAoL0bZuFTduebm4NcNh1L59AvDCYQF30SjpnBzcYFBW1/n5ooFUCqeiQtbNlZWwaNFYSLIHkJRhkD7rLFQ6Lfl2g4NoO3ei7d6NfcopJK67Dt+vfiXuW9tGf/pp/F1dpK6+GvOmmzDWrcNXUUF6eJjgww9z0DRpT6eZ3dsLlZVEDYPCQ4fkua6pwXjuOYjHpZmisBB982b09euxFy1C27cPJxzGranB9QCMtmVLtjfYnTBB2j4uuwzzZz+TmJzRUZyJE3E1DRyH1NVX43Mc9GeekVYPL9CZ5cuxPvKRbDUc8TiOaVK4aRNccIEYRXp7xWTy3HOQSKB1dWGdcIIcy4kE/quvRn/uOVQ0ij4wMNYYM3GivGcKCnB9PnE45+VJV3M4nF1j2/PmYTz+eDZ2CKShI/NvZ+ZM9O3bJWIlmcSaMoXBGTPG3uuuKyYgwxDpwlHvX33XLmFB/X7ROAL65s2kP/lJCIcF4Jum6E0BIxqltLubvOXLSaVS6H/7G45hMJpMYsfjhDUNDhxgZGiISCTyumtYKxCg/8orCTQ0CACeOjUbQP2PTDQaJRQKve1h9+Pz/96MA8DxeUfNy+vc3kiwcyZs9Y0Er1qWxZ49e+jr62PRokUUFxdDfz/6976H9sIL4PNhf+pTOJ/+9GvGu7we4+hmTA2ZQFrXFSenYQh4ys2Vf/t8r10P543jOOzq6KD261+ncsIEnMzaF3De9z7wgnjV2rVojz+OW1mJO306qr4e7Xe/Q/NMHYTD0NmJdtdd4jgtKhImMp0mvGsXeoZdq6kRbV1Xl7ggi4pwTjsNd/589JtuEoDl8+EuXUoyHCaqaQS7uiiurETNny9arKYmiRMxDFKzZzPgOOT9/vfZCBl34ULc0lL0O+6AzZtRdXW4paW4s2ahPf882o4dWYG8FolgHXcc+r596A0NAhAsC7e1FZYvFw1fV5cAiYzjtKpK2K59+7BLS0l760NnyhSsc8/FuO8+YcxSKWntqK7GXr4cfft2AXO6LoxTVRXGmjUSpmzb2IsWoUZH0XbvxrjtNrj4YsnS81axWmsrxj33oEZGRLtYWooqKsJXVERg717m5eSQCoUwNY3RYBArkWCgsJDcvj6S/f3kxuOowkLRkmkabmkpTnEx7uTJcpyEw/LaB4OyRiwpEeCSl4f+7LMSj3LhhaQ/9znU9ddL9E1+PuZdd6G8Fbi9fLmASe8+m3ffjZuXh33OOdnVsr1iBemREXK3bcO85x5hWv/6VzkeamrQ2tpgcBD9mWewV64UsHrnnaIf7OmRlXRLC3ZJiegHkZBp68wzMf/8Z4k5CoVIfeYzEosCpK+4Au3AAfRt28B1sZctE4MKQDBI6gtfIHDFFfJah0IkTjmFdCaKxXUxf/1rzD/9SWQPkQjpL31JKurkDS9rZC9DUDmORCt57yO3sBCVTI6t+qNReX8APp8Pc948zE2b8Pn92IDq7qa3qoqdO3fiOA4FBQUU5OdTFAgQLC6WeB1vbNtGy83FzjyWt2nGV8Dj83bNOAAcn3fMHJ3t92YaPTKgz7Ks1wWAQ0ND7Nixg2AwyOrVq7MuOv3aa9EffVSAwfAw+i9/CeXlON4J7OWjaVp2Lf2Kqa3FWbECbe1aYZsSCdx586Rv9Kmn5GeahnPuubhz56KeeEIYkcpK3OOOg/5+1F130bdnD+XhMP5PfYophoHxla+gGhtxJ0/Guvrql9TDqZ4eAZye8N0tLUUdPiwgJ+Nk9nLwsKwxB2LmJGgYotEDqKzEjUahvBz7sstwV62S+qwf/lCuE4g/+CCj992Hr6SEUHEx7ty5Em+ybp2sHCdMANfFWryY3DvuEIaqqkoYp5ERlBcknXFtqtZWMYDEYsLe+P2SF+g5PLWODlyP1XG91ge9uRl71Sr0deuExUH0g+rQIZw5c2Tl29ODlk7j5uVh3nUXTnk51umno+/eLWBB1zHvvFN6ay+4APORRwSw9/aiHTkisTPJpKyd+/owHn1UdJaWhTYwIL29qRTGM8+gtbTgOo4AzEAAd8oUATiWlV3/mQUF+EIhClyXPqWIJBKkpk5lz0c+QrFSTFy/Hre9HUPTMB0H68MfxvrkJ8FxBDy1twuQCQRwCwrEaJE5ZjdulNX1jh2y4l2xQtzgR46grV2L2dODceedwpBWVsrv6uvRd+3CPucctIYGWcOGw9iui/L5UA0Ncnz19QkoLSvD0XVUSwsKhDkMhYQ5jkRwQiE5xvr6sM47D3v16uxx5syYIVE3waBUwe3ahd3UhDt5MqqlJcsqu4EAangY889/Jv2Zz0A6jXn77eIcX70aNTJC4IknKPCaaLS6Osy77sL1+0Vj2tGBedNN2MuXy+NMJkWfqGnyRSyz8u/vl8aS970PfedOcZC7Lm5lpTwub6yTTsL4y1/Qd+1CN03sZcvI+853OLaigtHRUWIvvkjOj36E6uxkpKCA/osvxr9iBYWFhf+0JpDxFfD4vF0zDgDH5x0ztm2/afAHYyzha7JyrsuRI0c4ePAgkydPZvLkyWPXn06jvfACbiSSLWxXzc2yXn0NAPi6mkNdx/7ud3EnTZJmj4oK7IsuEmD18MOSRzdhAs7pp6P/9KfZFg4MA/u978XZvJn0li3kahq5ros1OorR0iKRLKEQ6tAhjMOHse66K5vx5xYXC5gbHBTdYU+PrN/6+1HNzcJytLfjTp6MGwqhbdggoc/xOMmCAtSHPoTx859DfT3KMARcXHmlrF6feQZ37lyoqMApLWXgRz8ieP/95E6dSnDOHHFGbt8uq1ovnsWdPx+1bx/mvn3YqRR4ZhS3qkoE/dEobmWl6AC9WjKKi3H7+uTnqZQYNQxDzB6Z9V5uroCpVCrr5HWmTMFZuBCtrg7V2oq+dy8qHseZMYPkxRcT/a//Is+2IZVCr6vDmTWLxM9+hv+HP8y6WbXWVtTQENaSJRhPP43SNFk3KoW+cyf2tGkYa9eKLi0YFGA3OooKBqUj+MgRYY8iEYlBGRjATSalg3d4WFbPo6M4ixdjnXMOxpo15LS1YQBmQQFLBwdJ/OAHpH/+c8x161Dd3URDIeL3308sEMD/2c9SlJeHec89oiP1+9F37cKpqJDnxOdD37RJGj5iMfnSUVIi7GE6jfHUU6IZHRqS51bXcRYtyq7LATEM7d8vgDWdFveq97o5kycLYBwYEBY2Jwfr+OMlyHlwELe6WiJgwmF57qdNwzq6Js51xa2s6/JlIT8fbc8e9K1bsSZPRtu+He3QIVnnFxTgplLoGzdKaHVvr4Drykpp48jNhX37xIgFkk8Yj2elFG5JCVpHhxhiKivluMnLk2Bz732G66KGh0VjWVND8rrrJMfPcbAXLpSwc4CREemK1jTsadMESJaXy2usFJF0mpI//AGts1PY8p4ewrfcwu5wmH26jlKKtrY2bNumoKAA420IgYZxBnB83r4ZB4Dj844ZpdRb6vJ9vSzAdDrN7t27GRwcZMmSJRQeleIPjGnyenrk/x0H12NsXmv+rukkEsH5whde8WPnvPPG7vOWLWhr18rKLzcXenpwbr+d9OAg9qRJ5BQUMNzaSnjdOmGxMp3C6bRkxNXVSQ0b4J5wAu6ePahnnpFO38pKnCuvlPq23/1O1lozZ2K///1iCvH7pbZtwQKa58xh3tNPizHCqxOzL74Y7cknJRbFcXAnTCD5rW/R84c/UHzffQRHR0XP1d2Ns3gx2vPPC1BTSgDe4CBucTFOQYEwL8PDEIlIREt+PsyahWpoEGYwLw+l6zinnII6eBD15JMCWAcGRLc4daowRlu3SkWcbYs+cNq0bCAy6bQESxcUoI2MSHD0/v3otbX4R0ZwZs7EaG6WXuHNm3HmzpWsuhkzhHkKBsVAsHIlrFkj4C8nR4wHbW0S5bJ/P8rTijnl5bKOrKzEmT4dffduXI/pydwf6wMfkFX6xo2Qn4/x1FNo9fWkP/c5nClTSN5wAyoYxEynZX2ZTmP98If4vvEN0ZBWVKD39WHedhu702ka8/JYoBRGTQ16QQG+HTsw16wh/Z73oO3ZI7l8M2bgapqsqZ95BtuyxIAxMiIhzIWF0NQkuriBAVkze27W9Mc/LhEw27cTHhoiXViY7be13vc+tPp6jHvuQRsYkBaUmTPltcjPJ/mzn+G/7DJpM/H5sjVq2ffLunUYa9YI67tnD86sWfIc2zZEo5h33CHSgSNHcE0Tp7ZWnNGaJhpHjxV0c3Ozq377aOAaCslxV1Qk//Zq/ACcOXMEgCcSuHl5EhczaZIEP3vjlpZiL1kiX16Ocs5rBw5ISPSMGfK44nG0hga0piacOXPQmprQWlsFIJsmWkEBkcZGFufkkFi6lOeffx6lFI2NjcTjcSKRCIWFhRQUFJCXl/eWY1zGa+DG5+2acQA4Pu+YebWIlzc6rwbKBgcH2b59O5FIhNWrV+Pz+V55QU3D/uxnJf6kuVnWoBMmYL///a9+H3fuZMLddxMOh1Hnn487dy7arbeirV+Pm5eH88lP4i5Z8vfv8PCwrGgjEVxgVCn04WEChoGWnz/miMycSDMrZy8K4yVBsqaJ/cUvok4/XbR2NTUSCD13Ltbq1XJbuo7+4x+jWltxVq6UtXFhIeUvvogWi8HMmbL67e9He+EFtLo6YZAMA+fAAQa/9S0K29oIVFQIoBwcRDU1oQ0Piy6vtlYAXjyO2rsX54ILcCoqSObmoh04IA7b3FzcSZMkUiUnR8K1g0HcGTNQu3cLW1Zc/BJmyti6VYKgKyuz+WsqFsNYt07AZW4utgfojLq6LEDA70cdcwx6Mon56KNiAHBdlKZh798vJpXhYcjPFyYwEMA6/vhs1Io7ebI4bn0+nEWLsNJpzFtvxY1EUNGoBCnPnUv6fe/DuOMOAX4g7lufD6e0FL25WVjX6mpZG2/YgHHXXVnHa3LmTIycHJyGBmnh6OtD1ddLiHReHnpJCYH9+1kaiRBPpzGTSYaLi0knEgSqqshtayPZ00MgN1ecv56m1KmtRevtxZ48GTVhAlpnpwAYvx/KyoQN9vtxIhGMxx4TILh4Menzz8fX0UEqGMQOhwn/5S8SAr5kCc7cubjr1olpJhiUCrmqKqxzzskaaJwFC4RhbmrCd/31JH/2Mxgexvezn8kxm/kCs20bztKlOHPmYDz4oGT8hcOodBoVj6M1NpL+0pfkMpEI1oUXShtHczNoGollyxhcvFge64IFpM86C98tt0BDA+TlkfzSl8YA4Lx5WMcfj3nXXRIYXVZG8jvfkRpCkB7j//gPaWqxbez580lde+0Yq67U2Hsw8+/MZ1QwKNKEeFxY7HhcdJmBAKZp4roukydPJhQKkUgkGBgYoL+/n/b2dizLIj8/PwsIc3Jy3vBnXzQaHWcAx+dtmXEAOD7vmPlHXG1HA0DXdWlubqa+vp5p06ZRW1v7utftfPSj0vm5aZPUm51/PrxKB6968UWMq66ivK1NKujWrsWZO1f0fkqhWRbaCy9g3XKLrE1fZ9zJk3GLinAbGxk0TczeXnwzZqCnUtDUhBuJ4O/pITlrFrphiOvTMFCAs3gx7uzZqPXrIZWS2yotxa2pQVuzRppEZs4URsvnQ3v6aWHpNm7EWblSTBp5eaidOwl1dWFPnoweDAoo6ukRTZaug99PPB4n7rrkDg8T8vnEgFBYiAoEcDs6hJmMx2V15/dDXx/KtnHz8vC9+CLpUAi3sFAy7VxXYkpyc6G4GCcnB+fkk9Efflh0kJEIhMNYy5eDpmHecouYZ0wTbWAA+4QTZCW4ZYusYdNpVEcHWk+PMF2Dg8L2pFIwMiL9sbEY2vBwdgXoOg7Gww9jnXUWel0ddHYKaK6txXjhBcnFe+QRARuJBG5BAeZf/oK9dCnWGWegb9woOkCl0DdtQmttFYawoQGtu1vAgW3j+/nPIT9fWDTbRn/qKbTdu9EPHMANh0npOg7CGBrr14tm8eBBiMWw580TQJdKCasaDhOMRPDl5FCk6zgFBdjxOInqanacfz6+hgbm7tuHam9Hy8vDF41iz51L+lvfQtu/X9bX7e0Cuj0Hrv3e98qxUV+P8fTTpGbMwHjqKdxwmOi0aaAU4a4u9E2bhEH929+kzmz6dAHXjY0SPu7pB0mlJLcRcG1b2MBoFNXdLY0mkyeP9UcPDWEtX44zbx76unWizautHevB1nWJp8m8V3w+iYvJaFYB3/CwvCe7u9EaGyVk2zAkR/DAAVllGwb6mjXoW7cKi6eUBH4//zzO8uUAmH/6E8YDD4iRyO9Hf/55zP/8T1I/+IHU782eLYxsMIiKx7GXL8/2azszZ2Iff7w03HR2ii7yxBMFLLsuTjpNYM0afPv2YYZChM44g4o5c3Bdl2g0ysDAAAMDAxw6dAhN08RQUlBAYWEhwdeJiolGo2JeG5/x+QdnHACOz7/EZABgKpVi586dRKNRli9fTr5njHjdUQr31FOxTz31df9Mu/NO6OsjUV2NrmkYHR3o990nYKS4WFbHR46gPfKI9Ja+3tTWMvCZz2D94heEEglCc+bgfO1rWJqG/p//iWprY3jZMmKf+hTVTz6Ju3cvxGI4EydiffnL4lretk1ATXU19je+IeHTmzYJUxEMYl9xBergQfS77hIwMTyM1t+P8/73i64uFMKKRND6+qCsTE6+Sgmbd+QIo21txNJpimwbbdUq3IMHZXVbWioavdpanIsvFvb0yBE5Sbouzrx58v/V1USDQZzCQtHPtbXJ7SolAHbfPlRjo/QK5+WhXBe7vBytsVHChisqsoDKjUQEeNi2rBhB9F2aJif+UEhMGYYh2sJkUvSAti3ANOO+TqVEN5ZMkv7AB1A9PehePI2+eTNuMEj60kvRjhxBf/jh7Hre+OtfsT72MewzzsC8/nq5X4GAhDCbpmjqNm9G6+4WEOrzSU6g66KammRNHAxK/E1nJ/7+fux9+zCammS9WVKSNe/o9fU4liXhyBUVEs2yejX2mWeiP/ooxsGDmOk0xpIlLC0rY/TUU4mNjBB66CHU4cOkgdEJExhdu5bQiSeifec7+H70I/QjR2TNaZpSYTh5sqxXDx8m8IlPCCBOpwlNm0Ysc/wODxO8+GL0F16ARALV2Yl13HHy+nsgJduo4vVI4/U8EwjIl5ycHFk5T5gglwkGcTyA50ydKl82YjGcvDy0RAJn8uSsQxjbxlizRiQF8+aBaaLX1ZF/4ACcey7arl1oLS0CtL0eaG3HDnFiT5yIvnMnKpXKxsrQ0SH6QteVL21798pr6elpicdF+gCS2/e1rwn4bW/Hra4mff75khUpHzqkrroKY/58ub2yMnEvmyaObVO1fj3BzZtl1ZtKoW/dKuzj1Knk5OSQk5PDxIkTcRyHkZER+vv76ezs5ODBg/j9fgoLCyksLCQ/P/8l24toNMqkSZP+zofaG5ubbrqJn/3sZ3R0dDBnzhxuuOEGjjvuuFf922eeeYaTTjrpFT/ft28fM72Mx/F5d804AByff4nRdZ3BwUH27NlDfn4+xxxzDKZpop59Vty3hiHO20yzwVuYzEpQKYWrlKy0MivZo+eomqtXG9d1aWpqoikYZPbvfkd+MIhdXDxWnXXLLeC6HNm5k6qnnkLbtAl32TIJyD10COMXv5CasNpaqTZraED/9rflpF5eLl2t7e3o//3fsm4NhyVwuqNDdGnPPYc7YQLOSSfRrGnMf+op2LdPANXSpaRLSkglEpjt7ZSUlsLixdKg0NQkAKqjA2pqJEz3gQdkpRmNioP0pJOEHdqwAf+2bZTn5sIZZ0iOX6bD1u8Xl2xFBdqGDdIBq+tyIi4pwV65EqekBM0wcKZMQVkWHDok3bKaht7TgzNpkqxVW1oEJC1YgNnRIXVgsRjK58OZPp1YSwt5fX0CPC1LNH9TpohbdWREAIvH1Km+Pumkra/PAjxn8mRUf788nw8/jH3mmcKEzZolQFbX0fr7sQsKMIaHJfNu0iTRVMbjEsvT1CTatkmTZA0OWK5LasoUgvv2iX4wnZa1fCQiLGtxcVZjZ95zD2p4mNSVV2KaJsb99+OEQmiJBOavf034i1/EueYazP5+9K1bSRUX4x8exv3Vr9gxMIBWUcHCsjLCqRRaJILe3IzxxBNYxx+PsixhOwcH5TVubSW0dy9aMgnTp6MdOoS2YwdOWRmqq0tW7Y8/jjt9uujmAOu009Cffhr9xRflMQeD4qQ1DCgsJH3FFfi+9z1h2DUN+5hjsL0GHfv000lv2ID5hz+I8SQnRzL6MoDHawbRDhwQprCgACs3Fz0jibBttEOH0L3aQzcUwvbYvsz/Z/It0TRZ0ZeXj/2+uFiOC+/YIBp9ScuHW1wsbuTXGp8P69xzX/FjO5WifPNm+WIycaIA0z170DduxHpZ/aOmaeTl5ZGXl8ekSZOwLIuhoSH6+/tpbm5mdHSUSCTC8PBw9p+je8rf6tx9991ceeWV3HTTTaxevZrf/OY3nHXWWezdu5fqjBHmVebAgQPkZiongZIMWH+L80bzW8fn7Z9xADg+75h5qx8CruuSTCY5dOgQs2bNYuLEiWIoeeQR9KuvltUToP31r1i//jWut/55s+OsXo2+dStGpqXAtsUE0dCAm05LN21uLs4pp8j6a/duuX9z54qppLUVZ/Nmmlpb6Zo+nRWrVpHX2irmDb8f58wzIVNF5xlizJYWASneB66bny9xLJqWBYxufr6wWh7zBwgA6e0VpiYjGC8vF6Zl5UppNVm5kpGNGxk85hiKBgYgECD55JNEH3oINWMGoWQS8vJE5/jUU7iFhbgrV4qB4pxzpMUjlZJIGr9fAE5ensS6eML7nJYWtHXrxKRhmihdl1iVPXvEsFBf/xKtldbejn1UILfW0CDgMGMiMU2JnDl8WAKd8/Ol4cI0cSZOlIiSVEoyCfftIzw6il1dje71zOL3ozo60FtbUd3dUhlm2+hr1qA1N8sqtq1N8v8sC23fPvRNm0Sb5oVSA/K8+nziDI1EsD73OcwdOwRweyAUTcM65RTUSSehfe972WNG9fWR8rqKnYkThfHUdQHRgL1kibjaTz5ZAH5fH/oLL0jlWmsrbkWFsHeA2rtXqu9iMbRDh3BmzMDIy8NwXYL797MyHGbA78fX08NgURFp0yQ8cSI5LS1YQ0Nw1ln4GxqEccvNFXDe2Iidn0/6s5/FvPlmOf4KCuQYTyRQloUdCqE/9xzOwoW4JSVSE3fggACeQADtxRfRjj9egpzLywXQa5qwxP39wqheeCEkk2idnaI1zMlBJZOYf/oT9jHH4FZVoW/ejHbokMgMfD60I0cw8/OJeQyYVl8vK3nHyTaIaJ6bHMA64wyM++9H37hRQsfLykh/+MPZ93T6/PMx7rtP2HRdx6mpIfW5z4296YeGBJzu3i2P8xOfkHXy3xnbsqRlRtdf0h2sXis+6qgxDIOioiKKvDzCVCpFf38/9957L7/85S/p6enh0KFDJJNJTj31VJYsWfKWHMa/+MUv+PSnP82ll14KwA033MDjjz/OzTffzHXXXfealystLX1jm5XXmUzaA4x97sdiMWzbxu/3v7pee3ze9hkHgOPzrp5EIsHOnTtJpVLU1NS85Jur9pvfCCPh/UwdOYJ+++2iMXsL43z848Ic/fnPovH58IfFQHLTTWjPPYeTm4v92c/i1tRgXHEFas8eANw5c7A//GH40Y9wjxxhsq4zY8kSnHgc47vfFWYRcG+9lfQf/gCeQ1HTNFJFRcJepVIClIaGpDmjtVVMDD6frAqnT5eTYWur6Pu6uqS714sjcfPyRKReXIzziU+ICL6lRUKCy8tx5s6l58EHMdaswV9bS2TmTFlfbtuGeughOcFOny5gIBaT2JWhISm6V0rq2Do7ob9f8t7y8nA7O7HjcYxwWB5DTY2sCWMxYbuSybGeVMiCA9XVhVZUJEHIpaW4Eyagbd2K1tUlUSKlpVgrVqB6eyU8OJ2WtWMkQvqLX8S8/XbJDnQczFgMFQiQvOoqfL//PaqtTW7PcdDq63GWLkW1tKDv3Yvr80n+YGensKSFhZhr145VwWmauGtXrBBgatuokRHsuXMxnn+e1EUX4fv97wXUDg3hFhSgb9mCdc45WGefjbFmjbxuXj5j8NlnRSqg6+Ls9kwEWmOj3F4GaIyMoK9bh755c3Yt7HoaVTU0hO9//xd+9zsJpq6pEXbNY6G1QICCiRMJ5OYS0HWswkLShkEykWD3sccyMHEix2ga/t5eVDiMHgph5eUxdM45FKxaJRq6jRtl/RuNCkiaOhXnmGPQ9u1D27oV+4wzMF54QUK4J00Ss83u3Wgvvigu6S1bRD+3dKms6FtaMNauxfroR9EOH0Y1NoquLhTCdRy0xkZpXKmqEuAVCEBBgazKAwGpCPS+KGktLcJABwJyHNj2WPYiyHEQDsvf2LYc/xmGz3UxHn5YjBylpbIqPuq5xXHw/eQnGE8/jRsKoXbtQj94kMQNN7xugw+Ao2lSBbdjh7C7iQRuURH2okVv+nPH5/NRXl7OF77wBT7/+c9z7LHHsmzZMurq6rj++uuZM2cOzz333Ju6zlQqxdatW/nGN77xkp+ffvrpPP/886972UWLFpFIJJg9ezbXXHPNq66FX29c182Cv40bN7Jz504aGhoYHBxEKUVRURHLli1j+fLllJWVvW3xOePzyhl/ZsfnXTu9vb3s3LmToqIiSkpKMF9W4aZGRnB9vrF1j65L7txbHZ8P+6tf5fDZZxOLxZjnrcDsa67haP+x/uMfo7Zvz4ri1fbtuBs3YkWjMGkSftNEebViyut8xbZRjY3ot96K/e1vAwIAB08+mfKeHmETXRd3yhTsK69Ev+MOWanaNu7s2QJOr79e9E+dnTizZuF89rOo228Xxq29HbeyEvvrX5eWkF27QNOYOnkyzjXX0PMf/0H+Qw8RHhyE5mZpHTFN6TROJERr2N6Oc8YZkEyKaN4w5PmMRCSDMBAQsOatop0JE0gPDGAef7zUiLW3S0h0JrOwrExMGNGoXFc0iqvr2DNnyt+VlEjsSCqFUkqE/roOXV2o0VFx6xYXi8EjEygNwkIVFEAgQKysTNgE08zGu5CTI6zp8LA8rtpa3IMH5T4AuC56QwOpD31Ijp+M+1PXs00q1gUXoN9/P5ppCjC87z7sxYtJXncd5q23otfV4VZWom/fjnb4MMmrrsKZPx/fjTdKaLVS+A4fFnPLccdBKiVZeNXVAghbWuCZZ3CmTsV48klIJmUNOzoq4NMwhKH0GFR3wgRp4fDW9LguTmWlRKJMmID13vdi/ulPmEeO4EskcCZNYu5JJzFYU8PAxRdTdOONmNu24abTWKWlDBUUELEs1Oc/j75rF9qLL0oMj2nilJdnWVuVTqM/9ZT0L8diuM3N2CtWSL+xZcHAAMY996Dv3o3W0CBVd5GIaDdBwJdhjIWWp9PyfvUYoIxj2i0uxq2oQHV2Yus6Tobp9ty6blGRvD7t7cJmei554+GH5X17+ulZE5K+fj3W5Mmo7m6M9esFuBYVZZ9PbcsWWfW3t6Nv2SLHXX6+gNOGBuk4/jsA0LZt2k8/nWnz5qFv2YIbDpN+73tFx/gPTCaE/txzz+V973sftm3T1dX1pq+nt7cX27YpKyt7yc/Lysro9DIWXz4VFRX89re/ZcmSJSSTSW6//XZOOeUUnnnmGY4//vg3fNtKKe677z7uv/9+Ojs7aW9vJxgMZp3QGzZs4MYbbyQQCPChD32Iq6++molHxfaMz9s34wBwfN514zgODQ0NHD58mFmzZlFVVcXevXtfEQPjnHQS+i234Pb1CQhSSlZ+rzYea8HQkDBn5eUwMIDaskVOQCtWCNBBWBUrkXjN+6cOHZJVbCCA6zjEHAdfTw++6mr0o/K7sq7VTOSLl6OXGU3TSOflYf/wh6idOwXszZoFxcXYP/gBzsGD4r4sLka/7joJkz71VNHoVVWh7roLraMD59hjobcX5fPJOnbTpizoLNq4kd5rrqFw61b8BQUCpFpa0B9+WBy4qRTuhAkoz2mrrVmDu2qV/GzPHlRdneja8vJwFy4UYJdMSjh0Tg6x0lJCPT2y/o3HoblZMvbKylD19dIROzoq2kK/HzcUwly7VrR6kydLbEwslu3GRSkBYB7TpD//vFzedUV7du65AgAMA7eqilhHB/nDw9IXPGWKsDyTJ8vxMDiIW1iInZ+PvmGDXEc4LC0RhYWyrsvJgYEBeZ2SSQEsQ0NSFWeaAnYCAcmI270b+7TTULEYztSpEhrsumi7dqF7cTYohTNrFsmeHtKRCP7BQTkWhoYEiEydKo9xdFQ6jH0+Yd0mT4bcXJxIRAKmYzH50mDb2XYUt6ZG2jtSKWFhQyHMO+8kHQpJRVxnJ/qjj0pcjGHg/9WvyP/GN3AvuQTf4cPo99+P5fNhuS4lv/892ywLffZspi5dStmBA+g+HyQSwrrG4/IFx3Hwf+97AtzSabSGBlRvL/bKldgLFuD/8Y9FIqHr0hVcV4dbVkbygx+UxzlpEvbxx2Pcey/qwAGpglu6VNhCkAq5e+9F275dWOhAgIFPfSora0h//OMYDzwgGZKIHCL1ta+NvRmjUWmUaWyU//f7pd0FstrATIZjRsurMp8jXm/1K2Jg3sA4joMKBrEuugjroove8OX+3mQcxBHvs0jXdSq9dfdbmZfLbl5PjzdjxgxmHLX+XrVqFS0tLfz85z9/UwAQ4OGHHyYYDHLppZdywgknvMLVnE6nefbZZ7nllltYsGABN954Ix/96Eff1G2Mz9+fcQA4Pu+YeSMawHg8zo4dO7Asi1WrVmXzsF4tB9D+yldkXfnYYyI+/9SncD75yVdeqWWhX3st2kMPCRNRUoL1hS9g3HyzGB+Uwpk5E+t//xcqK9F1/bWr4EBaQLZtwxodZXBoiJxkEqOmRoBKIpGN93AnTxa3rKeLQ9OkLN6yoKsLY3SUtMdaucuXQ0vL2HrLMGT9eugQqq4O1dIiwNXnEzF/XR2aBwqIRETfdeCARMTk5kIkQjKZxAJyW1oIGoZkB7qusDNDQ+LsLC6Wda7fLwzbhAk406ejdu7EnT5dgGskgrNoEVpdnYChefOgtxfr2GNJvvCC1GwVF0NtrQQpH3ccxq23ygrYy01za2pwp01DW7NGwISmoW/Zgq3rGLt3S3yJxwppzc1oO3eiOjul9cQ0ZV09OIj55z9jL16M3t2Namggt68Pt6gIra4Op6JCqtEaGrIxIdqOHTjV1TjV1RKo7LGdWBb6889jHXccxsMPC1voOYr1rVul1cUDdKqrC33dOomo6ekR40E4LIzTzp3oW7ag7d+PM2kSbjqdzXRUto1bWUnq618X/WGmUSTTDHPqqaQ/+lGMbdukrxbk2DEMKCrCWrkS7ZZb5HkcGRljzUpLhfEC0TCuXy9xRZ2duDNn4lRVjZkStm7FqqiQrMZp09DKykj19ZF75AjLbJv28nL8GzcS9flIVFQQHhwk2NmJOzpK+hOfQPfaTpxZs0Sj2dOTDcJ2Fi5E//zn5fjz+aQGMZ0WsN/ZmV3/2ytWoK9ZI4DMW7Wrzk7RUhoGTnExWjgsjz8QQOvrI2O7UocPSzxSfr5UueXkiOM88140TXFgZ4CcVzEI4JaXYy9ciL5uHe7oqGwMKiqw58+X31dU4MyeLS5kwxAgPn26gP7M7Tc3iwbT64t2vMvatv1PqYED0cr9ozmAxcXF6Lr+Cravu7v7Fazg683KlSv54x//+KZv/6tf/epLnMOOF8DveiDbNE1OOeUUTjnlFBobG6mvr3/TtzE+f3/GAeD4vKNGKZX9EHj5dHd3s2vXLsrKypg1a9ZLPmB1XSfxclYuHMa+7jrsa6+VE+vLVsSZ0R57DO1vf5MTVXExtLZifu1rwg54rQbanj3oN9yA/dOfomna6zaB2J/6FPGdO7F37iTX78dcsQLr85/H+MlPJPZE13HOOAP7wx/GvPhiOfFrGs7q1TjHH4/xmc+gGhupsW26zzwT8vIwvv51qZbTdZzzzsP+0pcwrroKbd06YXxcV4BdVZWsZYNBecxeCwexmAC7khLU4cOM5uQQHRkh4jjYmQy2kRFhvGwbqqrkxLt1q4AWEKPHihUS4DxxohgDqqtR+/dLz6+nBUQpYWT6+wn29eEsW4YKhaRCq7lZXKfBoLCI/f1y0g+HSXZ2ksrNBU3DZ9v4k0no6hJQFQjIYzIM3L4+tJYWaTPxDDJuOi1gv6UFp6YGZ+pU7OnTiT38MMFAAM1bGzvz5mHPmoXx2GOo4WHU0BDGhg04kyfjTJwoOrvRUQm0TqfRenpIn3MOxvbt8riVQgHGk0/iTJ0q7F5dXVafltFbOlVV6I2NaHv2yOtgWWKSyM1F7d9PZGAAw7ZxV6xA372b9EUX4bv+erR9+7LXpUZGUJZF+uMfx/ztb1H19bKCDofFFBEMYh93HPpTT8ljGR2VNbfjyGuo62IiOXgQ/2WXoa9fLzq0zCodUO3tBL7wBfTnn5d8wAxDrRSmaVJVVUWgpAStrw9/URHJnBwSiQTtkyfT7DhM6+tjgm3L7ZWWZt3c9jHHyOPOyYG+PomfyckRdrSmRir29u3DWbQI48knpWf4mGOya1rj2WdJT5smK/SmJiwv01INDBCuqyNw5pkwZw7Gk0+iYjFxJHvdx8b992N94APy3h4YEEDuAUscR/IWATSN1BVXYBYUSK3gnDlYH/2o1Cgi4FINDwtLHY3i5uWR/tjHsiHTqr4e/7XXiuRBKYz77iP1ta9hr179EpPD2z1vRxC0z+djyZIlPPHEE7zvqNq+J554gvOOaiz6e1NXV0fFUe0pb3RmzpyZ/RKdKQB4eRFAPB4nHo8zZcoUphzVfT4+b9+MA8DxeceP4zgcOHCA1tZW5syZ86orj9etZ/t7jrKWFjlpZpxtxcWwe7fo3DzQ6BqGrNf+zm3Zts3e3l76Pv5xFhsGobw87HnzJOD4tttQ9fXitJw2Df2aa6CgQITzySRqdBTjK19BtbVJREpfHyX33IOxaZNcrqRETB133onat0+MCp5zU7W3o23cKKygpuGceiqUlaH/4Q+wfz+upuEuW4bt8+Fu24a/rY1Qfj6DkybhzJpFZPduAZh+P25VFfa550psRzIpjzs3V7LuBgfRPF2Ve8wxuLNnQ2+vsGeDg7g7duCccIIwaIcOUXjwIEZTk5zgFy2SE3FOjjzfXvYdjY0MRiLEolFKTRO7thZrcBCnr4+eYJBIKEQwFhPGzjBQmiaOX58Pva9P2BnLkhV/WZnUdO3fj1tWJmBk1ixUTo708x4+DKtXS+3d7NnyeL2fpz/wAfTt23EKC6GoSDRnhw7hvOc9uA0NEn5dVYVTVobmmUmc6mr0DRsEoIZCIiUYGMD+wAfQ7r9fGNVQSB6vB8ysE07AeeghnEgEPRbD/N3vSH/iEySvvRbfL38pwcbl5cIs9fWR/Na3JFj7hhvEBFNYiNbSgvHAA9jHHouaPl3WrIGAOGWbmuDJJ3FmzED19WFs2SLr7IxmcHhYTEE+H+Ztt4mxCdC6utAef5zcSETMEl5ciXX++fh+/nN8u3fj96JaKs47D3PaNIaBoQcfJLxnjwBaXSd5zjnYBQVoQOpzn8N/zTXi1AXJAJw9W24zlQKQRpmGBujuxqmpGdMEghzvPT3C2vl8Evlj2+iZL4m2PbaqBQF5R8cw6brE6mSMYC0tL33D5udL68irjPHEE6I5PPVUceUfOIC+dSu2F/tiPPqoNOt4RijV0IBxzz3Yq1f/0xhA27aJxWJvSxXcV77yFT7+8Y+zdOlSVq1axW9/+1uOHDnCZZddBsC///u/09bWxm233QaIS7i2tpY5c+aQSqX44x//yL333su99977pm87s2p++cp5ZGSEgYEB6urq+Nvf/sZDDz1Eb2/vP/xYx+fVZxwAjs87emKxGNu3bwfgmGOOec0PPsMwXr+f9/Umkws2Oion8f5+yMlBpdPZlZ2yrKx7UNc0cUR6K0AAbJvo4CDb9+9H13VWnnIKAZ9PHKQZ5jEcFp2cPDBUBqRkcrR27ZLVV3U15OZiGQZ6Q4MAs4KCrIFBDQ+DF6OS0SW6nunB+eQnJXz32GNlvTp1qlTc5eWR3L2b+P33o2bPpiAeR/n9RKdPp3jtWtxp00RIPzKCc/bZaBs2iON00SJUS4uApcmT0R59VHIGBwZQjz+Oc/iwBB57LmXV2or+t7/hzJyJvns3Tjot4OzwYbTBQdwzzhB9WyqF2roVJxhk1LKIFxRQmpeH0dyM3tSE37JQwSAlSmEHAgKk+vvFbKPrWM3NmJom69+hoWzAMaOjGPfcI8DYdXGVQjt8GKOhQVaOOTnymngdxfru3QIudB0+8AExU5hmNh9OKSWrwPnzUdGorE9B6uoKCrCPPx7zj38Us0IoJG7ZeFyyAPPy5LUPheQ4GRjA9fR8qcJCWLKEYCgkQdFPP036kktk9bt8uazd02m0gwfR9+wRIOPz4a5aJQA/FJLoH8sSp3Rfn2QTgvQW9/WJEUfXMerrx9y5Bw6gdXVhewyx1toqOXWBALS2ynMZDuMGAhj33Ud68mSss89G27IF85575LkJBvE/8QQlK1ZQvGoVxle+gvntb+MOD2ObJrE9e6j/n/9BrVpF8fz51NbWYg4OyvMO6C+8gH3iibi1tehPPindxH19cvzU18ua2jNL6Js3o9rbxVACaI2NpE44IWvCsI89FuPxxyXEWtNwfT6so2Qe1tln49+4URz5miaRPeecM/bed130DRtkBR6JYJ15ZjZyKbtWzxhWQiExwnijYjFUJowcxuoFEaD2z2AAo15UUEYD+I/Mhz/8Yfr6+vj+979PR0cHc+fO5ZFHHqGmpgaAjo4Ojhw5kv37VCrF1772Ndra2ggGg8yZM4eHH36Ys88++03fdgb0KaVIJpPs3r2bAwcOsH79eu6//35GRkY4+eSTuf766//hxzk+rz3jAHB83lFz9Aq4o6ODPXv2UFlZycyZM1/3A/V1GcC/M84556Cee05y7byO3PS//zvGrbfKyhbpFLW//GXUCy9Q/OMfk9PWhjF7NvY3vylA5sYbMYaGWLB4MaHrr8f89a/Rbr0V0mmc00/H/v73s2ANkDaBTIl9JozWCx9WIyMS5ZJK4TqOXC4ahcJCOeG7LhQVyUneY0BUMokzbx7OBz/4ksfmLl2Ku3QpHYcPo371KyKVleRmWhF27yZn/34cwxDQWV0tQch79ojmzgvUdSMRtMFB2LBBgGZxsVS+HTqU7St2p0+XteTAgICIoSFIpUiHQvhdV8BHKoU7MoIKhWDqVNK9vbRVVJA7OEi5baP8fonh8DqD9SefRG9vR/eeK2faNNKRCObGjWidnVi2ja3rRFeuJDgwQGDvXrTe3uxz6TzzDEYigf/pp6UdxHFktXnHHThFRRiPP46KxbLPle+HP8Q66ST0/fsF4A4OQiiEtn07zrRpaLt3y/owlRJGbXRUNJzl5QLGolF5jD6fxKNUVqI1Ngpo8OJJnPx8aRyRg12O+Z4eMU8MDMjznmGilUL19GDedJMwYt7JHxAg6/eT+trX8N1++9haUykBnrm5pL77XXz/9V/w7LPyO8+564ZCWB/+sDhaDxyQ9aYXjYPPx9DixRjV1eQ1NYkj9tRT0VpasOfMkfWobaPt3y8ayfe/H23jRlRREe7KlehA4cGDzGtu5vDpp5N85BESbW2MzJhBaHgY09PaWWedhVtWhvmtb4msYeJEWWNHozihEPbq1WBZGH/9q6xgXVeeQ9vG7O/PrrCdiRPF0d3ZKcdhdTX20WHvpvkS4OaWl2OdcEL218Ydd+D7zW9ER+m6GGvWkPjFL4Txnj0bnntOVv+GgRodxfI0fpnPBPepp+T3nkPc8cCl4zgYrisNKkNDErw+Z87YF8a3ODHveH27uoAvv/xyLr/88lf93a233vqS/7/66qu5+uqr35bbdV2XnTt3sn79enbs2EFTUxOdnZ3U1NQwOjpKQ0MDpZlM1PH5p804AByfd9zYts3+/fvp6Ohg3rx5b0iU/I8AQHw+7J/+FGfzZtTQkKx0amtJn3suautWYQ6WLYO+PozvfEdO9oYhuWCf/Szpri4s2yYQiRDZtAn3ooukMk3XQdfRPebE/ulPj77D2BdfjHHDDeJ+xDuhrF6N/j//g2powLQsBqdPx3f66Rg/+Qls2SIxHAsWYF9yCebXviaX1XWJePn0p9G/+U3U3r2yqrz8cuxp0+i97jqCa9ZQ2N2NVl0tTQc9Pai6OiKxmIDRKVOEwUilBGhCNuw4637Fi9bJxG709cHs2bJCTyazxgfXsqS3VdcFXPr92TBut6QEamsZKiwk1t9PuLKSglhMuot1XcBLb6+wnQUFOPn54h7OzcWtqsIIBFCVlRiBAC7gDg+TKi4mkUiQ7+kEzWQSPZFA37MHn3fCdL1gamwbfccOCVu2LAEHliXRKz09aC0tWKefjtbRIR2weXnou3eDYWC9730SIv300+Lu7ehAO3wYe8YMtIIC0YL190MwiLFhA244jLVwIVpXF3pjowCZ4WH0desIGAZGY6MA3H37JHKnvV3Y5lgMp6wMfc8ecbAePiwu2nQaG1A+HwwO4ixejIrHsY4/Hv3RRwVEJhKQTGLNmQOxGNYpp2Dce6+shdNp1PCwrFEBp6ZGAsOHhgS8eiHWqdxczEzMi2WhbdokzmNdx/bcxSglx0c0KtVpPT2yZq+oANMkYNvU1tZiTJyIGQqRLC4mkZ9PdGgIY3iYgyMjBA4dYurICJppSrh1RYXIH4qKsrpJFY+LWSYSEZA1PIzZ20uwtRWmTcN49FFwHKzzzsuuaY2HHya1aBGkUhh33inGo0WLxKXc2IjxzDOiERwawrz9djnupkyRdfPOnRhPPol1wQXYp51GemAAY+1aWd2ffTbWUV+wrDPPhMFBjIcekt+/972kPcevnUhQ9ac/4du3T8xDoRDWJz+J9Z73vLXPKG+i0Sg+n+9dH5Tc3t7OBz/4QSZPnsyyZcv40Ic+xKmnnsrAwABVVVXjzSD/P804AByfd9SMjo6ybds2dF3nmGOOecOVR/8QAAQxF6xa9ZLUfvLycE8+Ofu/2nPPiU6ptpbU0BB2OIxTV4dSCv+sWeiahjswIHEyup5t9XAdB23tWl5+79zTT8cqLUXt3SvaqBNOgMJC3DlzULt3M2zbNOfkUPzoozg1NRJPEYvhTpiAfs89sj4uLJR2jzlz0O++G1VXJ4zdoUPQ1ETbpEmUP/IIvkBAWhx27MAZHR0DBJ6OTt1/vzAexcU4M2ZIbltGY5ifL0aOI0fE8NHVJeG6lZWiYzMM1MGDEuTr84m72csm84+MCPDyVqnaCy8Q276doYoKSvPz8RcUSHtHSwuEw7KO9CrWVF+fMDd+P04oNAY8gkE5YQP6wYMUlpSgANXRQSovD6utDVvTiDoOViSCoxSEw2gZHZ7PJyvbTJtKMingzLZRIDE1c+ei2ttxvE5crbER1dODs3Il+tat8iVB01Dd3ahkkvR734vvd7+TTMGpUwXQ1dfjzp2Laxi4HR04M2YI4Orqkvq4cBituVkcquGwsKnptOhN+/uz2ryM09odGhKA562y1fAwvl/+ktRXv0rq29/Gd+21EmGTm4tWX4/v+utJfeMbJH7yEwJf/aqAq1AINTCA8dBD2AsWYK1eLUCzrU3W1akUhRs3yjq5qAjV0UHg+98Xx3U8LrV2FRW4+fk4FRUELrlE1q/xOLS1SRVeQUE28NiePx+ztJRAUxMBpVCxGKnFi8lfuJC+aJTG2lqmbNuGvn8/GqAMA/vEE+VxBwLYixeL1s7r+cU0sSIR9Ix+0MtyVM3NwvZ5IBsQI08iMdaEY5oCaj0mVXmMrZP5vdfxm/mygmFgXXgh1gUXCPuYOf4yo+tYH/uYgELXHesIBgI7d5K3davE90QiqNZWjLvvxlq1CryGj7cyo6OjhEKhdz1ASiQSjI6OUltby3ve856syaOjowO/34//qOdyfP55Mw4Ax+cdNQcOHKCkpIRp06a9KQ2NrutYr9LBqw4eRP/FL1DNzTizZ2NfdRW8BdcaSFMFui6RHK7LcFcXOYaBqetjGWFetAm2PaYRTKeF0Xq161y4cEwXmPmZt7ZNdHfju/tuCbddskS0RqOjAsLicdw5cwRoejVgJBKS7xcOk0omsQ4coPTIEfyh0Nhjrq/P5qC51dWkXRd3ZAQzkRAAWlCAtnkzzoIFaE1NuKmU1L91doLj4MycKTrFhQtxIxFxlk6cKGvX3FycE05AbdsmRgOfD8ey0AoKRIvY1ITT0YHfdalubsZduhT12GOicfQiOow9e7COPRZjzRp5TN5zqPl8pEtLUR6bqA4elN9ZlujHbBvNcQh0d8ta1zBQfj/DiQS2pkngtMdM2nl5qI4OnPx8tP5+ARDJpDho+/vRmppwpk8XgOi6Av4aG9FisSwgRCkxyLS0yGUrKnCrqsShGwyOxfosXizAt6FBWCwQYBEMCljMy5N6vHBYVryuK2xnSQluS4uAPU2T3D+vHs9esEDc1o6DvmcP+ubN0ihSUCD5iHl5kp24dau4kA0DQiEJnA4EZM3f2YmzcCH2KaegNzVJfElODqq5GV9nJ0nTJHXxxfivvRYSCZwZM6StZGBAvgSVlWH+8Y/omzfjlJYKYB0aQvX14RQWSnxSLIZbU0P6Qx/C/+MfZzW2ms9Hpd9PxaRJuN/8Jtq2bRg7d+K6Lom8PBq6ukgfOEBhYSHFn/wkkbVr5fErhev3E6+qws5oMQ1DIoE8KYQbDpPMaNJyc7GnTRMGr7dXmLhwWF5bhI12qqsl7DkSEZAZDEoQeWbSabn+TLbjhAmvfBO/ChunhofRbPslGl3V2yuu4n8AAEaj0bfFAPJ/PdXV1dx+++3ceeed/Nu//RtTp07l3HPPJRqNEgwG/yUe47thxgHg+LyjZvHixa8ZA/N686oMYHc3xmWXiQkiEEA7eBB1+DDWHXdk68fezLgrVuCsWoX91FOE02l8wSD6BRfAzp1Sqwa4fj/WJZdg3HWXuGcdB/x+rI9/XOqx7rwTBgdxly7FuegiiUW5804BTEuW4HzkIzA4iH7rreQfOYI1OCisZDotDEMmBy7jdtT1sX/rOtg28ViM6NAQ+aaJGQqNtZ94DIpbUZHt1VWpFI4ndHfPPx/t3nuFHaupkby/PXsEmAwOSqexUrhtbahUSvRvtbXCTtXWwsGDwroMDUluYV8fiYYGAlVVuJZFwueDyZMJO44EVHd3y9o0HBaNl2kKuOvsFLeqYQgzaxgSItzQgD1vnphc8vNFa9feLrVyti1miMJCiUvp7cXs7CQnFkNVVooGa88eOQF3duJ2dZEsK4PFiwkeOIA2MgKpFPrBg2jt7VheD6/x4IPSymFZ0NQkusuKCrSdO9EOHBCGUtMIfOUr2EuWSNae9xjwshOdadNw8/Ik/kbXUb29WBMm4PcMP2r3bjEceP3BrsdKOl4Miuu6KO/1d3y+scYSTcNVCtXYiNHaKiAno5vy+wUUt7eLg3xoCGpq5DI1NTiGQfoTn5AvKum0sFuGgTt5Mul4nNH3vY+cpUtlPRwMCjjSdTEazZyJs2oVRia7z8uxdMNhlONI/t/OnTg7d2KvXIm+Y4fUx02ZIoB6/36MJ54g/clPYrzwAkYqJf3ZwSC+tjamrV/PgdNPp3FgAPXb32JGImj5+ei2jZZIYAcCEnTtOOjPPIPy+YRFdRxhtTMOYhAG7rHHxP2t61hnnikmG5Au79JSkQsMDOD6fKQvvRQn8/tkEt+PfoSxfr0wsyUlJL/+dZyjcgBfa+KlpTjhsORzevIAp7ZWWPt/YDIRMO92BvDonL8DBw7w29/+lh//+Mf09vYSDAbZvHkzCxYsIBAIvOsf6zt5xgHg+Lyj5u9l7L3WvBoA1DZulKDYCRPkJBWPi8Fhzx5cr8btzUxSKXZ/6ENECgrQenqYesop2Oefj93ejv7Xv0qV2dKlOIsW4WzahBaPS0SJz4fasAH9rruEiTJNWL8etX+/VK21t8uH3EMPYR86JG0de/cSchyqbBs1aRIcOJA98TtnnYXb3CzBy4YhJ7LjjoNdu2DLFkylKIpEUEuW4JSUiAaxr09CmgsLcU4/XfLmmpqkPk/TcFatQu3Ygdq0CZVISN2XzwcjI6iODln7lpRAebmwLdGoBEOPjopZxNOMZcc0oaKCZF+fhE53dRHy+/FnKp36+uRvdF1WspnLR6Oi18sAoUx+Yywm68UpU3D8fgGpgGtZcpIHtD17sI8/Hk3XRTeXn89wNEqBZQm4DYWEzSkuxgoG0bq66Jw6FSc/n+p164RNMk00x8F4/nnSZ5yB3tMjANxb0er79pGePBnlmQIwjGybiV5XR+qznxXGKZ3GKSnBeOIJnEOHSH/xixh33y1NGIaBMTqKf+dO3NJSnFmz0PbuFdd5fr4ARdfFmTEDZ/JkAcO2LYC3txe1caOsqLu6JIR62zYBltEoWnc3TmYFbxj4v/51YY2jUVRvL05trYBYL86GQEC+ELS0yPX39+P4/cIkGoasYNeuxc2ETSsl0T0+n6yzdV3Yv2RS7mN+Pm5xsQDHRELMP93dAqBjMWHCdV2uC2HKlGWJ2clxIDcX3+go08rKmFpVhQ9hz6IFBViJBIG+PqxEgsHBQfJNk1CmGzkSEXDZ1pYNglZHjmBs2oS9erVIGUZH0YaGpAN65kz0DRvQ9+zBOumkbI2c1tiYzVg0nngCfd06eS+Ew2hNTfj++79JLF78mpmimYlNmsTABz9IaO1a6WieNIn05ZcL0P4HJhqNvmFZzLtlZsyYwfXXX49t2/zhD3/g97//PWeccQZLly7liiuu4LzzznvdhpLxeeszDgDH519iDMPIpslnPygyoOKoKif36MywNzEDAwNs376dgoICqq+5hmeeeYaaU04RAFVbK60j3miPPooaHMQ5/ng52Q0Po23cKCdITztGTw/a3/4mJ7+JEwUA9fai/f73UutVWIiraVj9/ZhdXVhf/rJcV3U1zplnwsgI7r33yjrW0yTGN2zAX1ZGKJlE5eVhL1yI9uyzcoL3QpPt97wH7ZlnhK1JJFDpNKOzZxOurUX/6U9lfTo8jNbejjtjBmrnTmGf4nH01lZxMnosDvG4rE937RL94IQJsgIfGkJt3gzFxRjxOH2aRll+PoH6+iy76/r94mj2+eSE7fMJi2QYAiZCIdGz6Xq2OQXLQtu9W34WiQiosCxZFTuO/J3joDRN2MDMWjXDchmGrGonTEAHzJERqoqKsCsqUNu2YQMJ00SPx9Fsm0RfH7mmKYaWDOBMJlEDA8LkeLEiKIWLxIJYJ54obFNNDW5lZdYx655yCtZ550m0zsyZjPT0EBgeRrcsrHPOkZgUEO2dZUmgtGlirVqFMTIietTychgaktaQgwcl1LivT0wM3uPVOjvFGBQOo1pbJb6ookLYyN5etIMHBQwBvltuIfXlL5O89loJg25qkusKBsl56CFYuJDUt7+N1tyMvnmzBI4bhoAkwxAN4THH4P/P/5TXHXCR9hG3vBxn0iT0p59Gf/FFVF8fel0dTnExFBVlMwa1ffvQDh4Uk4lp4hQV4axaJV82AObNw6yvJ29kBNdxcJWiraaG4eFhNnV2sionh7xDh3BTKckG1DSJvEE0fnjvJRWLyReK7u4sI64GB+W4yaxpS0qEgR4ZwQ0Gpf7QaxcBcIqK5DLDw39Xx2fbNtGTTiLx3vfK9RUX/8PgD0QD+HY5gP8vp7GxkaamJk477bTsz3Rd55JLLuGSSy5h27ZtXHXVVTzyyCOcd955OI7zT2tW+X95xgHg+Lyj5q1+y8t8ONi2jZFhyo45BmfKFFmBmSYqncZZuVJWmS8f10V76CFZx0Ui2O97n4jg77uPgf37OeLzMfmjH6W6tjZ7Edu2BQC+8kFkr/Ml/355YK3jvCQOJMPmZf/bdYVBdF3ck07CPSqCgqIinM9+FoCejg7cz3yGcGkpgeOPl+vctQvt2WcFpBx7rACUvXslI66tDXfRIlylSNTXo1IptPXrhWGbNElOfB0dcqK0bdzJk0XvduSIsD3DwwK2cnKE5YnHBWj4fMIezpyJ1tDAsGUxUlFBaSyGLy9PgIfn+GV4WBjEZDIbkOzW1OAODYnrFgTMIWDRdZyxrDfTxDruOHFYP/ecrPxcV5zKBQW4rotRV4caHKTU0/1Zjz0mAcrDw9DRIfd/dBTV349eUIDm96OPjGAaBiQSpAsKsHp7iZkmwaEhbKUwUikxiSSTAjI8HSCGIfEvwaCsfo/OfvRMB1pT09jq1jtW3UAA1zBIn3suxhNPjB0fXj2es2oV9vLlGN5rA0hGnQdknZkz0e6+W8BdNCqAs6sLZ8oUnKVL8d1yixhVUincSEQA9cSJ2KedJo7X7dsl+Lq2Fqe8HKe4GHfCBKKHD5P//PM427bhLFgg+kGv21hrbRV2cdYs0p/8JOZDD8nl8vPRBgdR/f1onZ0kvv1t3Jwc/N/5jjxWnw8Vj6O1t2Pn5KCSSbRNmzDvuEPeC+k0JBIS71NcnH1PpD/6UYwHHsh2+TpVVQwtWsSUKVMoKCgg1daG+vd/R/eaaEamTOHwggUUDg2R6wWBm3/9azaI25k9W3SygDNhgjx3nZ1inGlrw5k5M/tcO1VVohs9dEj0kQMDoh/MxPSAGJVaW6UL22vBkUPXAyyeKebtmrcrBPr/ajJf0A8ePMh1113HAw88wJIlS1i2bBnTpk3LupsXL17M2rVrs5cbB3//nBkHgOPzLzGvBgApLMT67W/Rb7oJdfgwzsyZ2F/60quKtrVf/xr9N78Zayd49FGcnBycF14g13FY4vfjui72N78pJ3WlXrMP2Fm6FG3KFGFpgkER0a9eLZqxQ4dEnxWP4xx7LNoLL2Qr3kBAq9qyBdXSgmYY+NJp3NmzBbz85S/CaCxZIj+zbdrvu4++PXuYbRgEwmFhOBMJ0XxlqriOnpc3J5imxKxYVlYX6RYViSYxJ0ciOnRdHL4lJXLfu7oE4Ph88s/goKz6kkncefNIpdP06zq6UuhDQzBxojBvU6agDhzAWbYMfe1aCTUeHcXt7RUd4cKFqEcfxZ4wQcDCkSNyEs7JQdu1S0w4pokaGEDr6JDVejIpTRuuK5fZuVMc015WnKNp6I6DsWED1sqVwoa5LprXLKEdPgye6UPztIPKtjHjcQq7urAWLcKtq0MfGIBUCtswsPfvJwWoadMwMytDz0Ec/MY3sBcuFGAYjWJs2IAaGkLbuxd3wgRZmx4+TKiri8ChQyjLInzyycIQaRqupqF1dsp1xmKy3iwqEiNQSYlExWS6oPPzs8cSgYCAdhATSCgk8TsewFbDwwKSCwrktfc0giQSkj+YCbnWNKxgMMuEqeFheY3KyrLZeFp9Pfbxx+NOmybHcyAApaViBmlvl9aXJUvQtm8XPagH+NycHFmbl5SgP/00qrZWnifv+AKE/dyxQ7IXly0T8BuJkD7pJFnRt7dTtm4d6swzMZQi56mn0CZMwC0owEkm8cdi+NavZ+ecOajRUVY3NRFOJuVY0TRZm7e3C4Bevpz0Rz6Ccf/9sjqfNo3UF784Bt6DQfls8Hpo3YkTSX3pS9n3qrZ5M77//m/RoAaDpM87D+sTn5D2mX9SE8jbUQP3fzmZL/hLly7lsssu49FHH+W3v/0tDz74IAsWLOC4445j5syZFBUVveujbt4NMw4Ax+dfYjRNkyqwl+sHa2qwf/KT17/w6Cj6HXcImMk4Wnftwo3FsMrKCBQUiMPxzjuxP/IRmDLl9WNniouxfvxjuc6uLtwZM3Auughn1y70W24RQ8XKlTgnnYRqbBRnpWVBXh7OkiVw5AhaRlfl82F98IMYV1whqz3XhYICkt/5Dv1//jMVTz5JjeuiaZqsCNvb0XbskOvz+SRXz7aFbYxEBITt2oV67jlx/No2IwsXEt61S0BWYaEAhJISAXyxGBw+DHl5EnS7dCl0d491+HouXTcnBzo7iYdCtLsuxT4fuQUFDHR1yeM7qlYvw9jh9wtANU1hgIaGhO0rKxNQ090tDE0iIWs6v19YvlgsK/h3fT65jnRaWM5MHqGmiR5teBhH19FsG7eyEjUyQvqCCzD/9CcBXbm5wmAeOULihz/E/4tfCFNcWYmbk4N+5Ajp734X4+670fbswa2uJpWTg97cTMucOWiTJjHxiSdQpgnFxahYDH3bNtIXXojx4IOyLvaAtXbokDhMIxHyGhvlcZmm6PMSCZwpU9AOHZJKvbIyjGefBV0n9e//ju9HP5K1eyqFW1wswNXvx164EP2FF7JVa244LK9jJII9dy7G5s3ikvZMHFomj7C/X3Rtzz+P+dBD8oVjzx7sadPI6+5GFRTgBAL4vvc9tB07xNwxaZJ8wUilso0o7qRJsG6drEXTadTQEPbKlfK7khIBoSMjYyt6TcPJzx9jkDMB3ZljQNcFqGWiWrq6BGB6K2E3FsPf3Y2laSI16OoSLWNBAQowGxqoNQwqjz2W+LZtmKkUI7W1WACmSU5vL6Nbt2LOn49pmlgf+Qj2yScLyPW0fpnPBOOuu3Cqq3EXLJDVr5exmPm976abUF59nRocxPzLX3Bmz8ZZtuyf1gQyOjr6rmYAM1NSUsKFF17IhRdeSG9vL/fddx9/+ctfuPXWW5k9ezannnoqZ599NlOnTv2ndSqPzzgAHJ932PwjQt/XioL5u+MJ2PH7cYFEOo2eSmECRkGBrKjCYVl/Dgzg8gZyB2tqhC08atzVq7FWr87+v/brXwuT+P73yw+OHEG/914xdZxzDnYySWzvXiJ//rOcxL2eVOfQIVJf+xpFw8OYeXmo3Fzcri7o7ZVQY8cRcOM4okX0+3HnzcOdMAFt0yYBgYcPw+AgqUWL0EdGRMs2MCDNJNXV0qe7a1e29o1EQtyRPT0ClF1XTvqmiVtVJSaR9nYC27czacIE9JkzoamJwl270G0bNmyQKr3ycjGabN2K2rJFGi2qquQ+9fYKm5Ixh2SMBY4jIcUZPWc6La+JbYuG0gO4KpXCCQYFILrumAnB0/+RTss/nlYw+ziUkutSCvLysHNzBRhmVvfBoGjahoZQEyYQBFRhIRPy8xlZsgSeeYZEXh42oIVCBAYHiZaUkBsICMgtKBD2bXAQraeH5Ec/iv7886KDDAZlRev16LpTpghLV1oqVXUbNmCfeirpj34U8ze/Ee1cJILmVdhZ730vrt+fXeUSDEqGY3Mz9nHHkS4rw3jqKVnvBwLS/lFXh1tejuvzSQtGKCRO1Y4OjO3bMXNycIuLCX75y2gdHcIAx2ICgMNh3KoqtIMHsU86idQnPoH27LMYmzaJpjMUEqY2lcKtqiL92c/i+8EPxpo4cnNR8TjO/PmkP/hBjHvvlbYML+bFqagQBtGLW3FDIbT9+9F27szez+jSpQS996RbUCCgNqPzBNzSUpRShCdMwBeJ4EskcPLysJNJXE2jPZGgZf16IpEIhYWFFOblkVtcjHaURk8ND4t2r7RU2OnCQtS+ffJeADlWPQMKPp/c5oEDEq8D/zTN2r9KDAyQ3aAUFxdz6aWXcumll9Lf38+f//xn/vjHP3Lttdcyf/58Lr/8ct7//vePbXbG522b8Wd0fP5l5i33ARcW4s6bh3ruORIjIzjRKL7CQmGqurshNzcb/+FOnozat4+qp5/Gd+QInHOOVKM1Nkr2WUkJ7oIFAiqGhwUYeeuzV8zL17EZw0MgINotvx/b75eTkVK4pkkimSSlFMFYTNoa8vLksgUFUs+WTguLlzmZJZO4Cxdif//7aDffLEzZscfiHnssqqkJ1d+P2deHu3Il7ooV0gebTEpuXXk57qxZAgzb2nDLytA2bxYH9cAA6uBBASSjo6T6+khMmEAkGsUYHMQZGkLbsQNL17PGDq2pCSccFvcyCMAaGRGndnk5FBWJVs17ztz8fAGEmSq5dFpAk8+Xdcq6GWCXAYFdXRgdHfL8JRLo6bToCJXCvO8+0dYVFIiBYts2tJYWWVN6/b+u3y+xL44jK+F0GveWW3CmTpXsRa93OLMyDCuFFggQsCwB0X19uK5LR0MDrm2Tb9s4qZQ4ky0LJxhEJZPYpomRYUJBYlbCYTkWMhqzcBja2qQ3OpWS19Q7jlyvvzr92c/ir68XwO8ZE5yKCjEGffe7BD7/edGnVVXJbQWDuMEg6Y9/XPSTe/bglJQIuBoYQLkunatXU5KXh/8vf5HHlJMjx2UqhTNtGs6sWRhPP429ejXOnDm4hYXY1dXy/vD50LduRX/6aewzzpDbLiwUJjoel/ig0VGJoAmHJdInEsm+hioaxT7mGAnTHhjA+NvfZA1t26LZHB5m5L3vJaxpkqd4+un4f/Qj1JEjsvJfsADrlFPkOSorw166FOOuuzAOHcIwDKyTT2bqZZcxwXHo7+/Heegh/HfdhZVIkJ40iZErryR37lyCnptZO3IEZ9IkAX5+vzzviDPZzclB6+mRuJfBQVnLFxd7b20bLZUS/bEXvcPbAGBisdgbakZ6N8zRzF7GwFdYWMhll13GZZddxvDwML/73e/YuXMnZ5999tvSfzw+L51xADg+/zLzlttAlGLo618n1tdHbmMjoZoa3C9+ETudRv+P/xDjwsSJWD/5CWr3bozvf59Jra34/H70xx7DOeMM9JtvFt1dIIDz4Q/jzp+P/p3vSNxFJIL9gx/gvKw03V26FB57DFVfnxXJO8cdh7Z1q6xyNQ0jkcBeulR6V3fuxFWKHF1HzZuH2r4d98gRAQqJhAQIKzW2DsysaEtLobUV+vuznafZgGov7DgLRH0+YWMyQBQEZHZ2CgvphWG7xcWQSGAHg6RaWrBzc4mUlMgquqFB7oPjYOXkSNuI12ChhobkZJ5x8YLoGktKYPJkWS0ePIizeDHGM8/gTJggsTM9PRAOY8+YgblmjYBqpVCdndgzZ+Lm52M89piAleFh0VhOnMhoLEZua6vEnXh9vMamTdjz56Nv3pxtfVDpNMbjj2MtX44CqTezLAmnfu45nPZ2CcFubUVra5N1aksLanAQe8EC9Lo60eelUrh5eczYu5dUbS12dzfa0JAASSAdjeI+/DCx0lL8hw+P9QQrJW0WFRVSIxgOS57hyAiBK67I9tmqnh6JMzpyBLeoCP9VV4mxZ2BAWKiREbTubqx58yRKprQUPZ2Wx55IiBavqEhe90zbgmfCyUTN2B4zmf1dpoVD0+Tn+fnQ0SH3fWQEbWgId9Ik+eIBwkR3dwPSoEIoJF8UXDebj+iWlWVjV5xp0+QYTqXkOfSAgV5XJ2HkgUCWrVWxGOUbNqC+9CVIJiWIeto00UOmUpBOo9fVYR97LNqBA2gNDXLbui7313UhGiVQUMCEvj78f/kLpNPYubm4+/bBT3/Ki5/7HL5wmKqTT2biAw8QPHIEQiGs979fTDHeeyJ96aX4brpJVvOBwEsyBvXeXgruu4/AoUO4moa9bNnbFgPzbtYAHj1H571mwKDrutl/NE3jq1/96v/V3ft/YsYB4Pi8o+YfXQG/FQDY3t7OnqYmqn/8Y4qqq7Ez+XOAc8YZErBbUQGBAMbHPgZDQ8QmTEAFAhi7dklERjAI1dUS03HbbWOsVH4+9Pejf+MbEvHhRVSABEtbX/kK2n33ZY0izgc+gHvnnWh/+xtYFm3HHMPEWbMwnn8ec2SEoFJQVoZ94onSCNLZKcAuHMb6whfQ//IXyRqMxVC6LqG1XV2Y550nwM6yRF+naaj9+wklEjiplDBQEydKsf3AgFzvrl0weXI2PxClxLnrATZ7aIjOvDxKHYdQb68AxXhcmBBdR9k2mueSzcSwZBtSMqAiY6Q5+r+Pjn4pKBBtn/c7lU7j5uRk+2yVZYmOTtPkb0tKsut8pWnEy8uJdHfL6nl4GDejL8vUrhUVCSj2tGpaKiU6wkxNnN8v7tTWVqxzz8U57TTM226T1zIYFOapoIDEt76F/+abZY25cCFEo/j6+rA+/3nUunWwcyepsjIS+fnoLS1YJSUMzppF3r594iwOh0ULeOSIaAFbW6VmLh6H/n7ROhoGKp1G88C11tKCvmOHrMy9NTmJhNyvw4cxHnyQ9MUXC5DatSurq2N4GG3bNtFbFhSIk9UzArm6TqC7Gz2RwKmpEbNNV1dWv+dGo+gbNuBGIjhlZWiHD6Pa2tB6e7PrUBWPy+oUBHT29qK5rrSe9PfjeG5ZNxiUxxSPC7PrOGM/h5dGOGXadTQNLZlEWZYw40NDONXVWSZc27fvJTmAamREoouUwk0kUB0dsqYtKJA1+vAwztSpaJ4xpmRggOOnT2cgJ4f+/n62hcM4LS0ESkvJmT5d3MW5uZJXeuKJJCZNEjCem4szb14WvFY++SS+gwcF3FoWxjPP4NbWSgfxPzD/SivgV/usV57BzrZtVq1axc9+9jPOPPPM/4N79//GjAPA8fmXmdcEgLYNLS0CLCZMeElUw/79++no6GDBggWUZk5aR09GD+Zdj+rvlzWlpmUbEFQ8LmHTHgihs1Oy/CZNyjItqqMD7cCBbEZZZtyTTsI+6aSX/My59FKcT34SHIdDDz5IwW9+g2/2bHKrqqRa7fBh9L/+VWJT5s2TNerAANqTT0pEycqVchIcHBTd3z33CDNWVCQAbmBAgpxHRyUrL5kUzVhFBdrBg1k9lrJtqK/HWbRI1rG9vQIY2tuxhobor6ykKBbDzM8XN+iuXbI2rqyUphHXxcx0AYfDuOXlIuq3bWHpNE3+MQz0++6T7L+yMpyqKrTmZmFwdu2S9WQoJKHIjY2o1lb07u5sfIhdUCAxNSMjsmp0XTmx5+bi8zRbGSZLZcDe4GA2iid7jODl/L2ajlQpAbe5uQL2PZDiRiLy+i9aJI+9qEjASn6+GIBmzcIxDLTubvRp0wgDStNIDQ8TX72aUGsrbjqNHQ5jplLoto2Tk4MqKkLv7RWHs67L7TsOyueTbMAXXpCf6bq4az2Xr718OW5NDaqnB+Oee7BXrCD1mc/g/973xPlaWYnW2Ih+4ACpCy/EOvVU/D/60Viw88AABQcOYL/vfSS+/GX8V16JXl8vjzeVwti7F6esDLewEOOvf8X885/RvGw9vbtbNIDV1ajhYYwHHsC84w7RznZ1CQjLz8eurRVgV1hI+oIL8P3Xf43FvFRWYns6WXvZMpyaGokFikbl8pEI/dOnUxIKiWYyEkHfuFGAus+HU1CQBZ9ufr6w4IcPo8LhbBVdNpbFY+PU8HCW+XZNEy0nh6KiIoqKimDaNBLRKANDQ/QPDLBr1y4cx6GgoED0gyUlBKurXwJmXNcl1N4u75kM42ea0nf9D86/CgO4Y8cOYrEYwWAQv9+Pz+fL/uP3+0kkEnR0dBB4C41N4/PGZxwAjs+/zLyqCaSnB+Oqq1BehpxzyinYP/whMcdh+/btAKxateqNpevrOs68eWhPPIERDqNFo9kTJ3194AX1Zs0FAwNZM4NrmsKi9fdLblhREWT6TGGMIfNOJK5hcOTIEZTjEPL7CRcVydrUdeHQIWGtPPcjBQXC+HV1yX0pKpLokIYG1OHDKNvOrufc0tJsM4RbWopjGKQCAUxPZ0g6Lfc/UzvnOBIkPTKCO38+zsKFDO7Zg93XR15BAT5dx12wAHvePLRdu3CWLROzwIwZuFOmkNy6FSMUQl+5ErVli2i7hoYEkIfDkJ8/1hSRSkllVkmJgIbBQfn56KiEO1dUSKVaJmsv81zl5op+T9NQnZ0SZp1KoXV1EbBtMT+MjooGLR7HTafRd+wQYf/Q0FgMDmDs3ImTlze2Ik+n5TlwHIwHH8Ty2EN1+DCuZWFs24YbDGL8+c8CxDo6BADV16O6u9EfeijbPZuJPFGdnRAKkRMMYoZCqNFRLC9/0Eml6B0cRA+HKXIcNNfNxo4AAlpLS8fW9xngkXkupk4VoFRUJDVwQ0PyfOTm4syYASB5jaOj2BdcIOApFMKeN0+uIxYj3dyM9bGPEQiHUakU9uzZKNcVAJNM4ixZgjNpEuZ990m7SGmpMHzJpHTpLlmC/sQTGC+8IE5nn0+eX8fBLSrC2LEDe+dOnAUL5HXLy5MVrmmCYWA89hjpz31Oqu+mTEFvaBgzeOTk0L14MWVeBaLW1iYsZaYLeN487EWL5HHOnIkbCqFv3y6/D4VIff7zWR2fPX++RAJt3So60UiE1BVXjIU8j45i/va3BF54gfxAgIkf+hDpc85hNBqlv7+fnp4e6uvr8fv9AgYLCykoKEDXdeKFhSIV8GQHpFL/cA0cCAB8N2vhHMdB0zS++c1v0tbWRkFBgUhdDAPTNDFNE7/fj6Zp9Pf3U5iRFYzPP2XGAeD4vKPm7V4B6z/5CWrDBvlQt220Bx5gpLSUF5YsoaKigpkzZ76pmAH7q19FjY5ivPiiGAo+/nHcSZPQf/IT0dkFAjiXXILavh3tscfGTkwzZ0J/P+aFF8rKNhjE/vSncY85Bv073xEdYGkp9je/ibVoET3f/z6RbduYFYlgTJ4sbRLxuMRVTJggjQwHD0roc4bZyMkR8DUwIODKtuVx19dDe7uwV6Oj8rPRUWEOc3Kyq7dXBFhn/ts0IZHAchw6OzsxfT5KKivFPez3y9/k5wvI9Bo9Mu0K0alTyXFd9FhM7mNZGZSVCbtoGBCPCwvp5dKp/n6wbfQ9e0T7ZRjCnvT3yyo2w+gFgwL4YjG03l7Sp50mDJAXyaE1NODW1jIwMEDx0BDawoWiOdu9G7e6WkBhdzf2woWS07dlizzcYFBCrcvLxbDQ3y9A2Ks8Mx95hPSJJ6INDmKuWydBwSMj+G69FWv5cgFemzeLkcR10e6+W1ivZcsk4sXrLTaUwr97N05tLfqOHZjd3dlYm5JYjIRhkCgoINDWhorFpCvZMHAtC62+Xtapw8PC1KbTWf2mOnRI1qSHDwvA3b4dbft20aIODUE6LSvLkhJZtfb3Z0OYlVLC8r48P/LovEtdl+PBNLNrepU5XrzcNjcvD+3IEWmrMU1hVP3+7KqdZDKrEdT37JH74tX5qSNHJMYIUC0t6IcOYS1ZImtty0K1thLu7ETTNPQXX5RonenTxSSVTKL6+tD27MFZvBj9+eclRunEE0VC0N8vOlZP82o88IBEI82ZI0DVsrLgEMD87W/FOJSfD8PDmDfeiJuXR+T444lEItTU1GDbNoODg/T393Po0CF2795NJBLBPvFEJqxbR+DAAZFiLFyI9TasMv9VquD279/PggULWLVqFfF4nGg0SjweJxaLkUwmGfFc4+9msPtumHEAOD7/MvOqfcB1dbLqiURwAau/n5HnnmPWRRdRWVn55m+kvBzrV7+iYe1awoWF1CxZIrqvRYvk5FtcjDtrFsZFF+FWV8vtemHLxre+Jc7VykoYGEC/8Ub43e+kmSI3V07sX/4yQ2VlVGzeLK7FVAqtvBz7Qx9CtbXB9Ok4H/yggK2f/xzV2Ag5OdjHHYe2YUOWBUMpnOXLZYVoWaJV87ICnRUr0P/6V1R3N2ZPD8rnE7evJ6LHtsc0X2VlYjDYtw+rro7cGTOkHk3XUQcPog0OigarslJASGsrHDokcTLz5+Pr7c0CTtXVJfc7EJDrN00BBRnNXcaUkEzK/XBduS+6Lmtd25b1NAjwALlcIjEWbpybK8DDW8fa6TRuKoUzcSJaMingz+sjdqNR0TIuWYLZ1CTXFYngjo6KgeWUUzCefFLuq7dapr9fTA/5+fJaFhbK5UZH0bdvJ3b77YQuvVTuTyiUjeJRiQTWGWdgPP449qxZDCSTVAwM4E6dSurEEzFvu00csDNmoFyX0MgI1lln4e7bJ8ypbRMvKoLBQTGDmCb+SARtZESAi/ec6tu3Z3uUVWcnwSuvFINRMilB0R5QdMNhQqeeitbVJaYSz9gCoEpKMFpbcY87DnvlSozHH5cvC4lEFrRrzc3YCxdiPPecaGQ9kOqUlqI1N+NUV6PV1oqkwLLkNfUYRiwrW/WW0QVmtH9qcHDMTGIYolW1LDGoZGoEDUO+KKZScnwEgxJV42VEqkyYe8YMNXmy6Ei7u8XNm0qB3y9foEpLs80g2sGDEo8E8iVk40ZZI3ugUNu/H23XLuzjj3/JZ052XQwkk0m6urpoGBlh43vfS+jwYXLy8/EvXUpBIEDwH+i0dV33Xc8AZh771KlTmTt3LlddddWr/t3AwABFRUXjK+B/8owDwPF5x41S6iUOsTc6rxYD45aWorW0YNs2oyMjBFIpimfPRn8t8BePC6DIz3/tzmBdx66oIHWUWYRJk0TzB9KMMTqKO2UKZE5m27dLu8aMGQKAKipg925ZSU6cCIEAyXAYp6mJ4pYW9Lw8yM0lOTxMqK8P8vOxr7nmJXfD/uUvZfUcDqPdeSek0zgf/KCYODo6xKna2opz9tkCCjs6cIqKpGVh+nRUeTlOaytpXUfV1qLt2CGC+CNHZGU1fbo4SbdvJ23bBJNJgn19uLNnoz38sIA0y0Lbvx/HdaXhYd06Ocn39Ynuyzv5kk4Le1VXJ+vvYDC7GlMjI7Imz80VZq6lRU7k8biAZ8+5rA4ckAduWWPPu+deNR54QG5D04QB7O7GicfJa2vDiMdh3z6J5fFClkkkpBViaEgMF5ANOVbx+Etd0kebERwnm0EIvKTaT6XTAnQSibHLZUBVV5eA0tJSCTVub8fJz8dIpbAuvBDjqadwQiHp/AWJ2FmwAPvss/F/9au4EycSME3sRALtwAGGq6romT2bimefxfH70b28QaOlBWvVKpxJk/DddZfcz9xcnHQaracHe84c7EWLMJ5+Gq2lRSQDwaCs+PPzsRcsINXXR97vf09q3jySV18tbulEQv7WcdD27yf16U9jfeQjqC9/GePRR8eeg4EBXM8ha33oQwTPP18AXCbupqdHvgA5jhimNm6ULueGBgGuRUXSK400b9iLF2Pcc4+ETLsu1pQp9M2ahaZpskIuKkLftUteO8CZM0fCtvGicmxbmECAZBLr9NPHmMqSErTmZtyKiuyXnkyMS/YLSXe3HKuBgNznzJeUzDhONnQdwO/3U1xcTFNTEyvOPpvR0VH6+/vp7u/n4KZNr1gXv2qV5OtMLBZ7V2sAMwDwU5/6FL29vSSTSXw+H47jZH+nlGJwcJCCgoJ39WN9N8w4AByff5l5NQbQ/rd/w/7Sl7AaGghqGsb06Vheh+5LxnXRfv979NtvF4Zi3jysa65Be/xxtKeflgiSiy7CPfbY7G29VhUcubm41dVo27fLijQaHWu9GBiQE8rwcHa9ycAAKSCVThM0TQzLEgCcTJKFoJ4G6iWjadmGhGyUSwZcJhIwMJBd57lTp0qeYXe33J9Zs3ArKkhVVpKqrydw4ICI44uLcSZPRjU04MyYgb1hA9HCQsJegC/xOGrPHmFRMnl1g4PiYO3uFgCUAXfpNHoshj1pEu6sWbizZqE2bZKVW3OzaCZNE3fPHgF7c+fCgQOylrMstH37JPjaa2LJtFlkNXFezI2Kx4W50TSceBxn6lT0vXsxDh4k17ZRmobd0CAn93RaenczjthUSsKX/X5x0fb2SitHJCIRIl4WHL29AkRB2K9582Tl6q1hSSRw/X78v/61iP/b2uQ58rRvDA9njTEMDeHv7cXo7obqajRPTqCGhrI5iIyMCFitrh4DnKaJHo+jaRq5eXnkFBdL2LCuYzkOiUSCHMti2HUxh4fxWdZYW4sHXNySEtFdZlbpHssGiOZu8mTimka+F1rN6KjIFU48UUCObUvw8qJFUFgort6ZMwVsOY5E2EydijttGvqDD0IkghMKiQPZkxO4xcUYTz0Fjz2GsW3b2PvAi93RX3gB69xz5bj1nMqZmjwnGCS3tVXAQubY8IK8MQxxInsGHWfGDLSuLsm7RDql8fuzoN268EI0z5yFUjhz52KfdZY8F46DU1qKuX69gFPTxJk7N5sxCKCvXYtx992oWAx7wQLSl14KBQXZFhClFJFI5HXXxbm5uVlAmHEXv978K5hAbNvmIx/5CJZlZcOdXx6aPWnSJPr6+v4v7t7/UzMOAMfnX2Z0XSflrX9AViaNJSV0XX45s/v7KSgrwzr5ZFlXvmy0xx+Xlaxpysn42WcxvBOE660f1aZNWL/5De7y5RID8VqRM5qG/bWvoX78YzEL+HzYn/wkRCLoN900dkK54AJYvx61ZQum6+LXNNxp0+T2d+wApQh6wnl36lSMyy9HNTfjTJmC/eUvQ20t2v33CyAbHRVAsn+/nOB6e2H6dGhulrVsMCi1WZWVqM2bRRdZXo7uOFiew1O1tclaMy8P17bp7+sjL5UiV9fRjv6AztRhwZh2MJV6hbMXy8IcHiadWefm5IiBoaREgEKml3bhQty2NtxJk1BNTTgTJ0rcy+CggJLqavTt2yUw2OcTd21RkejnNmwQE4zjyBp2924cz4XqhsPYqRQ6oNfXk1q+XPL9MitnpSQzr7oad8IEnAULMJ54AieZxJ0/XzSJnZ1Yp52Gvm0bdHeL/rKwEH3fPtInnSRGh/7+bFuMvm2bGBsKC8cq2DQNbWAA87bbsE4+Ge3wYfIPHkSPx1Ht7RibN+NMn44bDKJt3ChgVyl8P/hBNtpGZTIDo1GIRMQkYxgo08SMxTD8fvzt7biGgdnRwbBlEXQcNMvCTiQwMtVq3d1odXXZjuAsg5V5OVtbyW1uRpWVCRi1bXHSejVo2U7hjPYzs6LPsKRHHSeZ1S7hsHyB8Vb+rqZJs0iG0TUMWWEnEllGWA0P4yqFdvgwzrx5Y8zcnj2EMxmDO3ag9fdjn3qqPP+xGFprqwSOz5qF/tRTkge5YIGwk4ODmI8+SvoznxFgOn06yWuvRdu7FwwDe8GCbJyMvnkzWmsr9qJFosEcGMCZMCErH9C2bcO8+WZ57kIhjDVrULZN6utff80WkFdbF/f399Pf3/9Kd3FhIcFg8CXrYtu2SSQS7/oYmMxzo+u6fLa+xqbl9X43Pm/PjAPA8XnHzVtdAR/NAKZSKXbt2sXo6CgLL7iAPG+19pq3uWuXsEHV1QC4ti2dquXlUFYmH0aHD6M99BD28uV/v3ZuyhSsG2+UJodQSNgupbLsl1tUxKhh4DzxBP5Jkwj5fBKAmqkGKygQVsyysIqLMW++WcBkTo5kr7W34y5ciP7HP8pJyNMWOitWoD34oICIgwcFzE2bJi0OXj4dxcXQ3o6qr0cvLCRRW4vb14c2PCzRMYEAQ2Vl+GMxfOk0HDwoJ/FQSNbahw8L4OvtFUCmFO7UqXKbmRq2o16/wJYtEj8zZQoqFsNtbBTdY38/zJsna0HbhgMHBDSVloqWz9N+qc5OWc3n54+t4rzcO+W6OH6/6L6UEr1jb69c1gsXzhgR1MCAXH8GsBiGROD09uLW1GAvWoS2d6/0GntAQHV3Y599NgSD8ruaGnlQiQSUlJD84Q/xf+Mbstr1AI7q6yP57W9LV2xrq2ggdR3V04N25Aj26tW49fVynAUCqFQK7eBBrLPPFnBqmlkTCe3tqL4+ceLGYriTJ2NPnoze0gJ5eaSuuALzllvki0owiFtWRjgeJ1BURPrcc/E9+SRGby8A6UBAgHdODnZ5OXp7u4C0zHq2vx990yYCSkFpKcZtt2E8/TT63r3yPHpsoVtZiYpGpSPYu+9ufb1cTyAg3bwgAd2BgIBVT1fp5uaiHAd7/nxxJ3sgUkWjovMLheQLT0FBVquoNTaKrMIwcNNpWZXLG34sngfGVvYei6YyelGvYcVNp8XYE4/LlwlkTWwfZfzIfh709KBsG3vuXPn/gQG5vqEhKCqS8O2Rkey6Gk2TurpoFNu231ANnN/vp6KigoqKClzXza6Le3p6aGhowDRNCgsLKSoqIicnJ/vl9u3QAN5000387Gc/o6Ojgzlz5nDDDTdw3HHHvebfr1u3jq985Svs2bOHyspKrr76ai677LI3fbuJRILvf//7XHnlla8eu3XUZPIAM2zq+Lz9Mw4Ax+dfZjKgbGhoiLq6OnJzcznmmGPekM7GzRTTe2szFYu95GSSHW/tq9u2nJQyq9dXm0AApkx56e0sXIi7cCHt7e203XsvizQN/+rVcmK1LNi8WU62xx+PqxQDHR3ktbfLiXvaNDkJplISAr17twQEV1SIRqqjQ34+OiqMiVJSYZeTg/Xf/43auhX9llukkaS/Hzo7sQcH8Q0O4i5fjj1zJukDB0gODWGUlhJOp3FOOQW1c6esI6dNE6axpEQcl95K0509W+JP8vJkTey5ZgmFJLjYq8Ryh4dx589H+XwCCqJR8AwDVFWhTBM1NIT5zDMCBMJhAcT9/aKv6+3F9YT/amBAYmJsO6sV1BIJXNvGePppeZ0SCZTjyO1oGvqzz5LtEs6wlq4rzlxAf+opYZ9GR3EiEVRbm4QYb98uq+9kUr6YuK4YO7zGETRNjptMWDESTYPfLyDTMAT8GIY8j3l5GF4kTPYyti0h3EVFsh6H7MoVx5G4lWnTJFgYcBIJsG3SV16JvnmzmBm8/lx14ADu9OnYX/867gc+gLtvH87EidiOg7lrFyOFhbQvX05VXR15e/bIfc3LQ2tvx41EaFuwgIkFBfhuvFEei98vLJhS2EuX4oZCmL/6FfqWLfLcJpMo1xXDRGkpxtq12GecgbNiBfaxx2L+6U9jmkldx/YcsfaiRVL11tWVZUqd8nLSn/rUmIEmGkWvq8uu/1OTJxP1tLb2ggWSA/j88/J6ahrWaafheI5ie+5czHQabfNmeY10Hfukk0SD6o2WCXLXdazjj8/qeN2CAmEqh4chJ0e+pFRVZd3tBAIv+bwgkRCG2+fDSSRklZtMynsxw1y/zvy9dfHll1+e/VJcV1fHcccdh+/vXOdrzd13382VV17JTTfdxOrVq/nNb37DWWedxd69e6n2vgAfPYcOHeLss8/mM5/5DH/84x/ZsGEDl19+OSUlJbw/02P+BseyLOrr67n88stZtmwZq1evZvLkyeTl5WGaJul0mlQqRSqVYvfu3dx2222cdNJJXHzxxW/psY7P6884AByff5nRNI1oNMqLL77I1KlTqa2tfcPfHJ3zzkN77DFx1QKEwzhnnIF68UUJdk6npf3g1FPR/vY3qm+8EWt0FH3pUux//3dUQ4PEvrguzumn4558stS5bd4sJ4Vjj5W101Hh0wtPOIHA+vWopiYJSe7oEOA2NCQnnrw8zNFRHL9fmK3OTgGA3ge/sm3R+MXjWW2TamsTR2RG6O7zyWMqKBCwAXLiKi4WxiWVkqaJQID+ZJLoxIlU5OcL85ebKz3JJ58sNVkVFSgv44/aWlyvIUJlBPOTJglDuG+fxKH09YFlYZWWYsZistYbHUXbtCm7OiOdRuvowF6+HO3FF+WxZNi9RIL0+94na9C9e1Hd3eLm9flwJkwAw5Dmh3gcZZoCGEMhORmHQtlAZ+XVmGkDAwJmMnV4XhuJ8py0en29VLANDaE/9VS2lsx46CGc2lox1ezfj2pvz+ohdc9xrDo6xHwTjQpAeuABnIkTMZqaZJVt2wIgNQ2VSuGYpoAnj+UEYGRE2jUyusGMczYT8ZJMyvPd1ydO23BYGFcPYAIC0DMgHMS5W1CA8oKmNcMgNxTCnDIFY8sWHMMg6rFyIU3DTSZJRyLSshGPjxkkvKYONy9PQN5jj2Ufq8owsraNtWwZWn09WlMTdkkJqrdXmMCSEggE0BoaBPgGAgI4c3LkNTMMeWyum2XnjHvvRX/2WVwvH1Cl02gDA+R671Gtq0u+KHjAN7uOTiQkOmhkRI6xgQF5noNBrKVLs2tq/YUX8P3gB1k9pHH//SSvu060rytWoJ14Ivr69dDailtaSvqii7LvK/vYY9GffFJq4JSCYFCOVZ8P27bJa2jAf8cdoussKiJ9ySXSSPIG5+Xr4r/+9a/84Q9/4Be/+AUXXngh0WiUk046iWuuuYYVK1a84esF+MUvfsGnP/1pLr30UgBuuOEGHn/8cW6++Wauu+66V/z9r3/9a6qrq7nhhhsAmDVrFlu2bOHnP//5mwaAOTk53HTTTdx44408+uijPPHEE+Tm5pKfn09ubi62bdPR0cHOnTsZGRnhm9/8JhdddNGbuo3xeeMzDgDH5x03b4XutyyL1tZWEokEy5Yte/MBopWVWDffjPboo9LJu2gR7tKl6DfeiHrqKWmiuPhiCATQb7gBLR6XLL4XXkB94QsCCoaHAdDWrsX+1KfQb789G73hzJ1L9OabqWttxXGcbPi0/aUvof/61wLCysqwP/c5tHXr0B55BLq60ByHkVNPpejBB1FNTQLyNA1n1Sqorxe2yDCkEaKkBLewEK2pSYBBMAi2jVNbi3bvvaiGBjlR79wpDIZtY8+eTXJwkOFNm3Byc5nguuj5+VJi39goAKC8XADT4CB0daEMQ9iQTGh0T89YaHIwKCxJYSG0teEEg+gZl6Rlydo4Hh/ThXnaLbV3r0TVZEwLHoOitbfjlJaKMaWgAGfGDDmpeid9x3PaOvPnY9x3n8SPHDmCm0rhKkV/URFFe/YIwxiN4nqaN2fChLGTt7fG1vbswTrhBFyfD3PXLmE3PSc1ui79sg0NYk5RCq2rC62/n/Txx8PMmRjPPYebmyu6sb4+6YddvRq9rk7Wt15GovHII7TPm0fVli1jYFTTxA3r80nw9sGDclwe5Z51SkvRN22SNhq/H7V3L8Ezz5TnOhpF27RJ1vCmibZjB+avfy1axCNHhMHr65M4mP5+/PX1kqVnmoSDQdyhITTLIp1M4h8YYLStjTxNEz0bjDGRzc1o9fVjOtCjGfJUSo5H287Wual0WsBjIJA1MmWBeW+v/O2kSVlGVnV3CwiCrUkAAQAASURBVGtdUyNVbZaVzYl0Ewn0WAyflxGn2ttRloV98sly+14YuurpEWbwxRfF2bx0qXyBamtD37uXjHDD8ACa47ndtYMHMe67j9TXvw6mSfqzn8U+4QSIRiU+6KhVsVtaSuq730V/+mn5vJg+HfuYY+SXnZ1MuO8+NNfFKSlBO3QI89e/JnnttWOpAG9yampqeM973sPvf/972tvb2b17N2vWrHnTmYCpVIqtW7fyjW984yU/P/3003k+45Z+2bzwwgucfvrpL/nZGWecwf/+7/+STqfftJO5pKSE733ve/T09PDwww+zceNGGhsbGRoaIi8vj/nz5/P5z3+eU44y3IzPP2fGAeD4vOtnZGSE7du3o2kawWDwrafHV1bifPrTL/mR/ZWvwFe+kv1/7fe/h1gMe+JE0rGYMDrbtkkWmdfCQHMz+vXXC0NXVSXAZ/t2ur73PcL/9m/Mnj07qxFyjz0Wa8ECiXMpLpZMv5UrcY47DtXXx+F4nLJ9+3AnTsStqhKQmYkZiUSk8WN0VE6kU6YI8PC0bSQSUFqK6/ejf+c7WW2eO3cuzoIF6Pfdh3/jRooSCdz8fHJrayXfb+NGGBoS48uRI7iDg/LYvEBf1dAgbSalpaJvS6WEvRwYEKZR17OA0BeP4+TkyCo3FBIgkUyOrUw9hks1N4v7OsN4ua60TzQ1wcSJwhy5LtroqKy6Kypwc3Ol1zU3VwwF8XjWxKMNDEhDRzQqDFI4PLbWNwypRGtqErAajQpwHRpCa26Wv7NtAS0+H24igdbWJtquujo5EDLrt1QK/dAh4jffjNbXh1NSIrV3rou2fz/pr34V5/nnMR58EGfuXNECtrRgxuPEPvpRQg8+KGHYZWWoeBytvR3ruOPkNauvFzmAF5KtHTqEU1YmYLi/H33XLrmfPh+uzycawIkTcSZMwNiwAWPt2uyXAwBX13GqqrJsW+qKK/Ddcgv61q3yeug6hmkS6u7GPuUURnw+cjKO7wwQPXJEsi5LSrJmjWxmI6Dv2iUrfa9Fxikpwdi0CXbvzvYrO54Jy5k0CUIhAeKe6909ymiBV+Wm4nFhqr2g7EQmxzE/X0B1T092TUsoJHWAICyg10WMrguLf9TaVA0NCVDNMIemKcx7ZgzjdVk7t6wM6yMfecXP9dZW/P39OEuXylo7FBLg3N6O8w80W2R6gDVNY8GCBSxYsOBNX0dvby+2bVP2slaSsrIyOjs7X/UynZ2dr/r3lmXR29tLhdfL/UbHdV1c16WkpISLL754fL37fzjjAHB83tXT1tbG3r17qa2tpaioiJ07d77yj5JJya3r7pZQ2NNOe23d3t+bcFjASSaqxevNzYIZkJPN6KhojWybVCqFa9uUJhJMnDv3lQxnJDKmLfIu7x53HC4Q37EDtXmzRMtMnSoZcU1NohcrKMBdvBg3nRazydCQ1ImdfLJo/Pr7hQ3ati0LLhkaQjU2CjvR3Ew0GEQLBsmJRrGnT0e7+26p/DJNWSvm5EhmYCAgIHTOHNTBg6i2NnHbjo7innYaascOYa38fqlEMwycRYugrg4tkRCwGgjIujDTy+o4AqQ84wuui3IcWWE7jmiwOjow7r1XmLVjjsGtqEBraEB/+mkBe5om4K27GxWLodfVidlnZATluvjjcbnN4WHRCba342oa+oEDctL34lXwKuGU1+aSccdmA4eVklV6JnT6qFxA1dcn+kKlxtaibW2SMdjYKPfP788GWmNZ6JYlkSVKZWNOMvdHpVLC2ra2jtX/ZZo3XBdnyhR8zz+Pq5SsvvPyRA+Zl4d10kny3HhfEtxgUO6T3y/RKoaRXWHbH/gAVl+fgPyKCjFfdHSggMB3vyuNJhddhJtMYhsGKhrFAjoXLCDo81E4NITR0SHPQyaWZdYsWRE/8ADqz3/GfOCB7GvthkK4HotpnXeexK7MmYP50EPye10XQObpTNMXXCBO2+7u7Bo/vmIFQ0uXylM/Z46A1kceQTkOTnExye99L1vlZk+bhtHXh+6FfLv5+Vhf+lL2beZMmiQxL01NYnDJzRWjVGaGh+W6+/pwq6qwzjrrlTmArzKW3y9Ac2QE8vJkFe33y6r7H5hMBMzbYYh4+XX8Pcftq/39q/38jd525nKO42QBYebnR/9+fP65Mw4Ax+ddObZts2/fPrq6uli4cCElJSUMDw+/MpollcL48pdRzzwjJ1LDwPnEJ7C/9rW3BAKdU09Fe/hhzJ07CSaTqKIinPe8B+255wSEKSUnsylTUPX12J2d6I6DrmmY06fjPPUU2lNPyVr49NNxjz9eKqq2bRPgt3TpGBh0XTSliE+dKnVumSaHeBx3+nRZ6XrZaZm1qmptleiXnBzRUqXTAgBycgSshkIwOEh6505sTcOfn0/cq5hT69fLytrvH+sz9oBUtqc4HMadN0/YlaO0dO7y5QJIS0vR9u2Tai9dZyAnh3BLC+bKlWibNuHOnCmmka1b5URfWQldXcQjEbRwmMDAAErXZe2XSMhrrWlog4MMtrVhRyKU9vdn2Tzlujg5OdLE0tuLfvBgtprMnjOHgeJiSg8eRLcsAZd+P05NjegbvecGxxGtXKZdJCPst6yxf3w+9IYGAVSjo2PaPc/Fat53H+6ECaiBAbTGRslE9Pkw7r4bZ8YMcbM2NIjebHgYX14eRmsrTmGhaA09xlSl0wJWy8vlZ6mUAMhMMHUwKGxoMjlWp+c9T67rSgB3e/tYYLUXd6M8PaHq7ZWQ7Exzi20LOK+sFBbZNNETCdFm9vYKaJs9G62/H9XRgc9xKAiHiSWT2NEoqaIiNMPAjEZFu5hIiAyhuRk900zj88lrZdvYlZWypu3uFhZxaEh0eR5LrDU3C0CcNEncxfn5OHl5kgxgWahEAtN7vMb996Pv2yfSB6XkC8CWLdgXXACAtnevfEnx3OHZykMQwN/bK19WYjEJuq6qwvZyPkkk8F13nXQle6y0tn8/qauvfqUx7GUTq6nBt2wZkd27xa1vGNhnnz0WFP8W5+2ogSv2siNfzvZ1d3e/guXLTHl5+av+vWEYWY3iW503U8M5Pm//jAPA8XnHzd/79heLxairq0PTNI455hiCnt7o1aJZ1LPPop59VgKTQyHo60O7+27s978fPLfgm5qiIqxf/pLYPffQWV/PlHPPxV29GvcPf0D/618BsM87j2Q8TuDaa1GWJetevx+1bx/GmjXZqBTt2WexPvc59DvuyOr73DlzsP7rv9D/9je0229ndjTKyMkn47z3vWjPPy8M0Pnn45x6Kvp//Iesz/DWabYt7txMnVVuLs6KFdDcjNq3T1gIv5/RoiKM4WFCg4O4qRTpQEBiWDI6PaVekvXnLF0qQc/79wu7MjQkwGF4WG5rcBDX6+DNsJFqZAR31iz0dFpiWrq75WfRqJzsy8pQPh/OyAh2Oo3h92OWleEqJeDPNGXVq2ny/CWTFLS3E3ccWcHruphAkknRek2cKCtTyII3fds29OOPJz1xIu6CBTA8LN2zU6d6D0xYI7eoCP3RR+X4yM2VzDfTxA2FpCLN64jNVKG5eXljBo7MbTU24rguqc98BvN//kdYz1gMfXAQ7dAhUp/5jGQGtrWBphFpb0fdcQf24sU4+fliZkkms/mBms+Hfcop6M8+K4DT01uqwcGxqjcvXFkNDGRdsNrWrdnAalx3LLcvGERfty7riFZ5eeiPPy75e4gbVg0PS9B0ZaVEnJSUyJeB/n4B69GoZFNGowSDQfTCQoxkUl4Lr+klOjiI09iIVl5OxDNekMkcTKclXHv6dAHgmfE0mCoWE1Cbee/298uXoqlTBdxGo6jeXszRUbnP2/8/9t47TLKyTP//vOecit3VOU53T/fknAeGGXIeRVFEEAPGhVVX97u6Qb+u7iqrq1+zKKviYkJBRESC5DSJCcxMT57pCT2dc6ruynXOeX9/PKeqBxxBBXaRXz/X5YVTXeGkqvc+9/Pc971ncoYQYHAQc8eO/E2JMTiInjEDNxfldujQ5JxuZydGXx/OxRcLoHNdyWru7BSWee9ezJ070U1Nsg9jY5ibN6OuvlrU8C9SrlIMveMdVF56qcxrVlbinHnmX9518OqVMIH2+/2sWrWKxx9/nKuuuir/+OOPP85b3vKW075m7dq1PPDAA8977LHHHmP16tV/9vzfC2vK6+9/t6YA4FT9VVV/fz/79++nrq6OefPmPe8OMmcs6rpu/nEVjeYVgIC0QYeGZP7nL92I8nIy73gH7c3NzDz/fADcD30oPz84MDDAxL//O42NjQSmT8f1AIzauVOivrwFRB07hvWNb8ji2tCQF2hYH/+4RKYZBqZtU/ab36CmTRNfQa2lhQo4/+//4e7dK48lk5i33Yb7pjehTpwQsGVZMuS+dKmwhRMTZFMp7JISCrJZGZqPxQhPTEzOD3qzWPnM2NpazEcfFQFINotetUoi4lpapG3ruqjOTgEvtbWoSARdXCzxaqOjBLw0B0ZHRaiwa5ewTbEYWctCj4/jTyYFEITDk15+w8My+1VYKIreWAwzGqUwnRYmz++X8+e66Hic2JYtlDpOfjHPMXPBwUGseFyMrLNZaVnn2ldjY9J+DQaFdQ0GZeBfKZRtk73kEnwPPijecUqJMfLAAPYFF4BS+B56KJ8FrMfHJSHD78fo65NtCIUmrUz27sW++GL8J04I8+Rtu7lrF+lPfQorkxE7Fi8mzTh2jPSnPoW7eDG+W29FFxXJ7J8XsWevX4958GBeyKKLikTgkU6TuewyfM8+O5k8kvsuxOO48+YJKzYyQvDGG4Xx9ACaDoVwqqrAMPB/4Qt5qxsjd10YhoDzbBb7Ax/AXbwY/9e+hjk+nlcyB02TocWL6Vi0iGVPPYV/dFRsgHLs2/i4tLrjcSgrw50+Hd+vf52fQdTl5cLQgiivAWPHDmF1bZv0nDnYOVPo4mI5pzl2KhYTS6ScMGj6dMzt22UG1Gvja897TgeD8njOXzIWEzDvAWKVm1PNZicj4GxbPDpf4ufBcRxMv3+STXyFKjcD+HLrk5/8JNdffz2rV69m7dq13HrrrXR0dOR9/f7v//2/dHd38/Of/xyAD3/4w3zve9/jk5/8JDfccANbt27ltttu484773zZ23Iq+JsCg//zNQUAp+qvolzX5ejRo3R1dbF48WJqTmPemosVypmHAugFCwRcdHdLBNbQkAyan64dozXqiScELJWW4r7pTZPxbePjsjh7d7yni53TWnP8+HHa2to4a+5cQvv2CcCwLFHVenYW+TJNEX9EIpPpFD6fmFI7DlRX46RSMmP2yCM4n/rU87e3uFhayIDatEkeq6qSea5oVD4zHkevWEGiqYmxri5KR0cp8XJ+3YULpf168iSBhgbMzk7cs89GeYbMurpajt3QkDCoY2Ooo0dlbmvLlkkVr+PILF5xMWrnTml/ejN0mcZGVCiEPvNMSfh49llwXVKhEBPBIAVLl+LfulXAmMdi5XzTlCfI0Dlgl5u5zHnx+XwyL6Q1JW1twnQBrmGIT6PWFLS2yudXVeVZSGPPHmltJxKoSAQ1NCRtcr9fWKq+PnQ4jHn4sAAkj+VTY2P5WUVCITmfnh9fjh00t20Txi6XkuE932xpwV2wQEB2bpHzmCrrqafkGsixO16WtBocxJ0zR0CRx1rqXIybbYsiuqcHgkHJUfb7Jd+3qgr74oulLa2UGDcnkxLbNncuurwc64knnjenqhIJ3MWLSc2eTebQIfHuy7WIHUfUtGeeiXJdjHgcd+FCnAUL8N12m1wHhYXoggKsYJCSq66i6Mwz0a2tGN/+9mRL3rKI19fLv3fvxjp0CN+998qMHKALCnArKzGbm3HXrpVtLS7G7OzMXxt2YSGG93722Wfj+8EPZM4SsTzKXnhh/uthr1+Pdd99+Lw2rrNmjTBxIIba552H9fjj+blH+7zzcBcskL9XVKBiMRnt8Gb6nHXr8uCUbBbrwQcx9u4VY+03vCEvGHFd9y/26HuxeqVi4N7xjncwPDzMTTfdRG9vL4sXL+ahhx6i0du33t5eOjo68s+fMWMGDz30EJ/4xCe45ZZbmDZtGjfffPOfbQHzwjp+/DhjY2MsX74cy7KmwN//Qk0BwKl6zdULfwhSqRR79uzBcRzWrl37R++Cc8pax3HyrQm9cCHOZz+L+fWvCxhqbMT+4hcnc2xPff0tt2D87Gd5uwrjySdxV6zA/MlPhP2aPh3nq19Fz58vYfSnZAFnMhn27dtHIpHgrLPOIrJ0qWTctrQIMKmoQF98McaDD4qSMseoNDVJgkAuOUApUQ6PjKDa2vB5i7AOBqG9HePAAZnLWrs2z1YA6Hnz0NOno44cEaYqGhXT5ePHiR85wqjfT5XWBCorxT5mYEBm9urqyAwPE/BMjVUsJjFofX0yH9XRMdk+D4WgvV3abOm0gEPTlFZwT48Aif7+SZPcZJKCo0dJzZghc20zZ+JmMgy7LoHWVornzcMqKxPWctcu9IoVqF27RHRiGGjXxRgbE8sXz2iaggI4flxm5TzhhM6BMceRlnsO/Cslrdhslszu3aTf+EYimQzmiRMy62gYqGQS+4wzRMnsuqIk1RrXS+9wCwul/R2PCxgtKMBsaxPBQiQis4iedyGWhbVhg+QIj4xMtj4BYjGMvXvzCu1Tr3CjowP7ggukDXz4cN5Cxnz8ccngDYfzwg3V3S1slGHA4CDKtnF9PrlxGB6WNnB392TKRnGxKNQdBwUYR4/Kvo6NTeYqB4PCBg8OYvl8lBw7JuxXJCL/TSaldWrbkqbheRQaY2MQDguoyrWSjx/H6O3FBXwTE3JD4jjCmmWzBAcHGSkvp3PfPhbcey86Hpe5ykBA9i8XSQgC7Hw+sm9842QWcmsrYU94Yu7dK/N/06fnrzfj+PH8cfXdc4+0spuaBLi2tmLddx/2u98NhkH2xhsFRHvRgs4FF0ze4D39tIhiDAMjFhMAec45eZBu3XWXgGTvfJr795P+7GfRc+b8yUkgf269UgwgwEc/+lE++tGPnvZvP/3pT//gsfPPP5/du3e/Ip+d69A8+eST3Hbbbaxbt44zzjiDpUuXUlNTQ3l5+dRs4P9QTQHAqXpN19DQEPv27aOysvJ59imnK6XUaTN63SuvnFTGVlefXsnX24tx990CJhobJUVi40asJ58URiocRh0+jPkv/4J9zz2YpplXsE1MTNDc3EwkEmHt2rUCPiMR7P/3/zA8pkwvWYKeNUsA30MPiT3Em9+M2rQJffhw3htNB4MSA3fsGKRSWJ4XnbtgAb4PfQgGBgT0rFmD/eUvY/785xj33iv7ecEFuGvWyIB9OIxTXk5vMknwwAFqAau0VIDc4KAISrw5KLe8XNiwkRFhOgsKBOyFQtJGHB4Wg+ri4jzgw5vFIxCQ/4XDk4DH84xDKYxkEt/gIMb27WSnTSN14gS+4mKK4nFoboaVK2VuEeDkSYngytnL1NaiPWsY5TgCAIuKRNFs2zhz5kj27rRpzxNluNOnS3yZ53WIYRDo6GB0715C+/ZhxmJ5Rsk4fBgzEpEWaldXPj7MPHECPTaGO2cO2auvxty6VWxYVqyQ1x07hn3WWRh9fbINBQXCtHkzd+706Rjt7fkEC7TGam7GOeMMSa44ddZtcBCzuRn7/POxHnlEWp+Og/Xkk1ibNmG/4Q2Y27dL3FswiFtfj7lvnxgWz50r0YD9/XKjUVaWZ/P0kSOQyWC0tQlTaZrikRgM5lXeudxhtEb19OAbGkJ7Iguy2ckbE9cVCxzHERYsnRbwdcqcpIrF5NrMzfd5IpR8HFw2i+H3Uz5zJuGLLiL4q1/hBIOoVAo3m8VyHJzhYdI1NXI9+Hz5DN+celqDiEqQeDYKCsR2Rmtpj3umzoAowiMRYcQBo7UV48CBye+8zyc5wi8srWVWsakJvW4djutiHD06OZ+YzWI98YS897Rp8vxDhzCfew57zpznjaC8kvVKAsD/zcodm3Xr1tHb28vmzZu57777qKqqYvny5Zx99tmsW7eOWbNmTbGCr3JNAcCpek2W1poTJ05w8uRJFixYQH3O7f8l6nStWUDu3F+kfaJiMQEwpaXyQCAwyeycklmpOjvFoNl7rLOzk5aWFmbOnMnMmTOf/4NVXo575ZXP+xz3ve/Ffe975R+ZDNbvfy8iEtOUBbO3V2K/lixBjY+TzWRwMxkCmzbJAjh7toDTrVux/umfUJs3y0KpNcadd+L8n/+Dam9HPfssTjZLrc8HH/kI6sorceJxzP/+b0k46eiQ1u7wMI7WOE1NqLIy1LFjwnTV1QnoamqSVmxPD+RSLzyWLN+ODQSExRkeFmCTzeZtcZxIRFjNtjYS0SiqpobIBRegjx3D2LgRNm5ElZXJe1RUoFpaMHfvxq2rk8Xc759khiYmRDDhecKZx46hHAc3FEJZliRxJJOTbdZIBD0xgZnNorSm1ts3OZFKWstao/fsAc9TMD8z5ylmlWlizJsn2+exgmgtsX2GQfa978VobZXZOJDcYcch9R//QfCznxXQVl0tLO7oKGSzZK+8EuPBBzFdV5JHslkBcePj0ibu6xObGu8Y+x54AHvVKtzycnRtLb7HH5d5yuPHJZmjtFQ8AKdPR1dWYrS1Ya9YQerSSwl+4AOizA2H5cZifBzngguEJb/vvrywI9fKzyxYQNQwqNm6dTJj14s71JaFnjEDHYngu/NO8TXUWvwUkRasLinB2L0b54ILsN/4RqwHHhCA6B1rZ/p0su98J8bKlaimJsy9e+XmJ5VCK8VEbS276usxtm2jvLCQ+Y5DcMuWvM2MnjePTM5HcPZs1J13Si6yByoyOTNmJM7NOHRIznlOLZ37fudqeFgSRSoq8vOBKIVbXY25Z8+kGjublXnP5/1ovACc5FrdOQbQ6yTwMoUSuYrH49TV1b0i7/W/XVprlixZwpIlSwAYHh7mjjvu4O677+ZHP/oRIJF111xzzdRs4KtYUwBwql5zlXOrTyQSrFmzhqJTFYMvUX8UAL5E6fp6UbIePizzYtGoAMZkUoBhICCD4l4r1LrvPuY8/DDpkhJW/c3fUDZrlviVDQ0JK3CaFvMflM8natj9+2HePAF2hiGqyJIS9Ny5pGMxSZ6IxyEYFPDltVjV7t2yCFVWygLY3Y15xx0Ctvx+zNJSArEY/PznZG+4ARIJ8TtLp9Hz58t7njiBbm8Xs+aZM9HLl4vaF2R/ly0TEHjypMyfpVKiypw2DePgQVm4p0+HaBR39myMQ4fkfb34MMM7fjqTodCyUCtWwOgo5oYN4pOmtVizrFkjjF9HB2rfPoyuLtzSUtw1a0Sl60WzGbad98LTxcWY27ZJMkUkIvY4HqMEIgBygkFMj5lUIyNyfLUWYJkDkpkMccOgEGkbq1Nj4nK5w0NDAkgtS9TJnvJWpdMiVPFsWnKtVWvLFomtGxiYBFKmicpkyL7tbfgffhhtmnl7FlwX48gRUTMfPjzZOvZsf4y+PnRFhcwvngJiVSwm9ipr1ghA8WLg1NgYzkUXiTrcNCWBIpUSv8bhYZxLLsHdvFkY3tpa8Ujs7MRIJokvW4aTTGLu3DmZlOI4KMPAXrtWZlKfeQb/D34goCqbFXul5cvRZWXChA0PCwtZUSHfn1AIt6gon06DYZC95hqCu3blLWtUKEThRRdx5pvfzOjoKM7992M1NwsjqRRuYSFZ0yTc0QErVkzeeHhASwcC6FO+d25NDebEhDDbWuOWlWGfwviZGzbgv/lmUbUXFJC94QbsN70JAPvqqzEGB8VmxjBwly/H9gRf+HzYF14o4pVUSq6BykrcM86Qz81kKPr97wl4LVPn7LOxr7nmJfOAX6peqRnA10Ippejs7KS1tZXe3l76+/vp7++nvr6eJUuWkEwmT5tLPFWvbE0BwKl6zZXWmmAwyLJly/5sm4HTWcH8SRUK4dx0E+ZNNwnLV16O86lPYdx9N2rPHnlOIIDzkY/g/vjH2LffzrRsloJQCGNoCPf88zF/9jNZnMvKsD/3OVnMb78dRkfRy5bhvvvdzxeBKIX7N3+D+Y1vQEuLLKLnnSdeb/fdB7EY/okJEuXlhEdHxXIl174uKJAZvYEBacl6M1jJeBwrmSTo82Fks9K69mLAdH09es0ajGeegZ4eWRTXrWPCsij17ElUrr07MiKzWBMTYgBdXCwLWGurMIPTpklaSXe3gK6xMck6XrsWdewYOhAQvznbxvb78RcWYqVSuO3tYsuTY2VsW1TEW7ag/H6xq/HEE2Y0Kq3zqiqc885D79+PO2MG5qFDwj4phaMURkeHtEWPHcNZuFDm5fr6MMbHBfxpLSyZZck8WzwuoMVx8tF6BV4rVHlCkpxwwZ2YwD10CLVoEaqkRNIvRkby6mTicWEuEwkxf85mcWpqMJ97Lt/OJ5USUYdtw8AA/l//mkRlJUV9fXn2lmwWo7OT7OrVkwKSXIqHp7bWhYWY3d3P97PLGVb390N3N8bgoKSGbN8Ol10m9kOxmIiCvOg1NTgo84aOI0rc2lqZGTUMjMFBAoODknVcUIDb2Cj7PDiI8oC7iscx+vuFFSwslGvGcST/N5fx7DGoOhjEPeusvK+k0doq3xeQ8YPaWmFITRM1MYG1eTPWpz9NZWUlod/+FtNxcMvLcbTGmJjA19XFSG8vE4cPM/PgQYxZs2Rkw5vfNDo75biMjsr2rFghM4sem5pTDKuBAfzf+Y5YGNXWir3M97+PM28ees4c9Jw5ZD79aVF2m6YIPE7x4LPf+U4Ih0WwUlCA/aY3ib0NULJtG5Gnn5ZRBcB3770QDmOfYrvyl9TrBQDmGNLPfvaz3HXXXUQiEc444wwuueQSLrvsMtauXUvglDGdKfbv1aspADhVr7kKBoMsXrz4L3qtZVl/EQMIIqSwf/5zmRUsKoJAAPeyyyRFJBpFL1rEaHU11nveg1VSQiwYJFRSgrlnD+Zzz01Gs/X1YX3mM7LodHfLD9j99+N0dOB87nPP/8wFC7C//GVRHgcCaK+tpqdNQ+3eTdI0GYhEKN68WcQDnv+cDgYFeIGAqYkJ7GCQREUF5em0zPl5Xnm6sRHz618XQUowiHPhhbBggQCd0VGcUAi7vh4rm5X5vxwzCcJqDg9LJnBOxdzWJsAzp9YdGhJz30xG1NWGIckdHR0yfB8OY1RWoj32Uk1MTKZihMOyMA8PC1MDk6kY6TTmxo2SrNHejhGNihCmtxddVyfAK52W+btIRLatsFDmB2MxXMtioqyMSH8/at48VF+fWH+YJm51NUZXlzBIXtKG9lI4crNe2gNg5smTZIaHia1YQaCwkKJYTM5Df79Yp6xZQ+a97yXw3e8KC3v0KPh8uNOnk333u7EeeECSN+bMkRnQEyeYmD6dwkxGxCI5D8ZMRmb+lizB2rs3750HCBifM0dmFT2xR46l1D6fGE23tMg1O38+Rm8v/i99CefMM7Huvx/zxInJjF7Lwl28GFtrrEcfxThyRABfbr99PpxVq0QoE4sJq+jZoahoVL4bjiPHx7JkW7JZGBrCTCZx58+X419dLS3hAwdkRjPHBJ4S1Qae5Uo2K9ZFuTar66K8OD+VyWD5fCitMS2L4Lx5KMtiIJvF6e0lXVhIMBQiEo2ivN8N5Tj5uEHtGZurvr48W6g8myK3oUGeU1eHcfQoRlcXjmfTpCsrcSorT/9j4fdjX3ONMHsvqILjx2UW0mtV63QaY/9+eAUA4OtpBrCyspK5c+dy3nnnsXLlShYtWkR9fT3ZbBa/3z8F/P4HagoATtVrrl7OF/9FW8A5O5EXe3/TlJZqroqKcN/5TrTWtLW10bVtG+sCAQKlpcRTKZnd8/zX3LlzhRWZNk3UnN4MnTZNGBnBuOcenI9+NB9Vla/KSvQLFhr3+uvh+usZ7+sjc+edEA7jvvnNYhGSSglr5ji455+Pbm8nNT4OlkWJ1uLp19kpC2BOGPDss3mTYfO++7CXLsX8zncwWltpSqcxS0txb7oJt6oK3403CjDx+/O2GBQWyjD9woXCLnV3C9gKBnGXLMHYulVsVg4dwolESAwP449E8I+MoKJROafZrIhYcotzKCTH25vvyp8fvz+v6iWTEXBtmjgLF0pEWl8f5s6duBUVwiZVVQnzNToq6Q/V1QIWfT588Xjer1BXVwvQdhzJAh4dlRZlLCat1GwWp64OCgtlvtA0MT2BRGhsjGw6TeH27WjHwfUsaIyJCcw9e3BnzhSxRW7uK5MRRerQEPZ552Ft3YqeNUvObTiMmU6TuPFGCr77XQGlXhtZJRLo5ctxslkRsnhxbrqwUPZ59mwM0xTGL1e2jXHiBM6sWejVq4VJ+93vRGwSDEqLvbwc3diIW1+PcfiwRKwVFOR9CgkEcBsa0IZBpqKC9L/9G8axY3Lsc7OSfj+6oQH7oovw3XUXxsmTAg5z37fCQpy1a8X2ZuNGnAsvlPnGvj6xCQqHcUMhzMOHcc85B/uSS/D9+MeoQ4fkZsQwcFeuzM9huvPnY7a3S0vfeyy6Zg3+GTNoampC/e3fYrW2QnMzttYMTZ9Oa309gYMHKSspYbrPh3/nTmm1e8Icx7Nq0aWlwro+91zeIF0XFj5/zm9sDNPz2XSXLJEZ0D+hsoGAsO+5uMBUKj8j+nIqkUgQOTUy8q+0cr/vX/3qV/nABz7A008/zQMPPMB3v/tdKisrWbJkCeeffz7r169/Vex0pmqypgDgVL2u6rQAMB7H/OY3MZ58UpR/73437vve9yc789u2zYEDB8Sz6rLL8G/bhnr2WQJKCYjIpWNMTAg7Eo3mAY3q6ZEWHkjbMJWSlvLYmLBlOV+xP1KGYZCsqpKYt95eGeTv74eaGhgYIBWJMNzYSFEiQSTX4iopkTm9wkLxruvrE4ARDgsIbG3F/MlPRERQV0cqHqcwGsW4+WaMSETYJg/YGjt34lx6aR4sUFmJe8UVqN27pWWYA6KXXIJqacGOxYglEpi1tVgNDaR37MDX2Sn77rqSrFBaKvOLuTQNw5Bj5PcLS5Qz4XVdYeS6ugR8XHABVFRgr12L7+GHxb7DS8zI28B0dIhth2lin302sViM4M6dwsp5MW5uSYkAxHQao6cHt7paWDXXFTPlXI5uTm3qzTOGi4sxPJNhA4RN0pq4z0f6wAHKvfMsJ1sWf+uZZ+TGIJOB8XGMnh5UZycFkQhGOi0za5mMbL9pijBHKbEf8oylCYelndjXJ358s2dj5UyefT7Zr3gcY3wcZ3wc88EH5dhaFtrvlxZtMIjT2Ijq7sbcv38yKs7zNLQvukiYwdZWCtrboagI+4orMI4dk/Z/Nium0B0d8h1askRa7V4kn/aud11WJsews5PQddcJCM5mUaaJM20aevZssT3KgbyqKlRBgXx2OIwxMpJPC3GWL8d69NG8ElmHwxI95zFI5q5d+I4eRcVi+LUmoDXmmWcyCAw3NxOKRolUVhLIZAQ0l5dPso5jY2jTxEgk5AZAa+yLL8ZdulT+7jGoRksLIEk7mc98Rq7fl6iBFStoikYxDx4U8FhVhXP55S/5upeqWCz2sqPgXiultcYwDBYtWsT8+fO5/vrr2b9/P7feeivf/e53+da3vkV7ezsNDQ3/25v6uq4pADhVr8lSSuUTG/6cOh0ANG++GeNXvxIQNDGB+e1vQ0kJ7lvf+pLvF4/HaW5uxu/352dTnH/9V7j5ZtwNG7AbG+HDH8Z45BGxdxkaEjbl6qsxf/rTSTDotVfNH/1IgKiXmer88z/DtGkYP/6xtFpXrsT50Idk0W9vJ3D0KKmiIpwPfADzrrtk4Vq4EOfd7ybx7W+jm5upLCjAHw7LLFNbG3R1iS8cQFMT6sQJ6O8XQ2SP4VB9fbLwDQxgWpa0BoeHRdGZA3ue3xuRCHr9erGbicel5RyPy/uPjKD27YPp00knEiSTSYrGxzGzWXQgQHrRIhwgNHMm6sABAYENDZJS0tYm+a8DAwJap08X+5ucvUw6LeyY3y+s1r33Yl99Nf577pFZPk88YT7+OM4VV6BNE3NwMC+gMPr7sWtrSS5dSshrsxptbcJS5eK/+vsxxsdR2azMCXosKSDMYY79Mk3MLVsmUzV8PgGpQEE0is+bPdMw6fGXM1JOJnHmzRPF6+AguqyMiepqKnfswF22DOPAARGajI+LmfPBgzirVuFWVopBtWWJf58376e96DT8fmmPJxICviIRMaKemMgre/N+ifE45pYtIiLyZh8xTdmHeBx1/DgqFsM3NoYvFJpMzohEJON4cFBmTWMxaekWFsp3qKlJzsXoKCqdFkV0ZSVGb68A90gkPyNoHj6Mk0qh163Ls534/WJy7SnKlZcYA2C0twurWV4u+zI6SrilhZRhgG3ju+UWMcResEBY0LY2yp5+msiHPoSRTGKVlRFbsoThdJpkIkFBRwf9u3YRNE3qmpsFTF9+uXwP4vF8cgumiXXPPbK9c+aI7U9LC7477iDzmc+85G/G+LRpJD75SZlnBZwlS14yPu6lSmv9umEAQX7fv//973Pw4EEGBwfp7u6mra0Ny7JYv349K1eupOoU94WpenVqCgBO1euqTicCMZ5+WgBV7gflxAnU9u3wEgAwFzvX0NDAnDlzJr29qqpwvvhF9m3axNx586iqqsI56yzciy6SBX7GDMmpffxxGbzPZmWGzrIwfvtbMTaur0e1t2N+5SsiDujrk4H97duhp0cEJP/1X5Qnk6z0++Hmm7G/9S2IxXBKSjh47BjRq65i9XnniX9aSQnmI4+g165FHTokwgNvVpCKCpnZ86Lf9PTpspin09DfT9AwMEIhmD4dvEQNAgFhMz2goI4dE4BUVSXAq71d2sGbN8OJE2QPHSIdChGeO1dYlcOHUXv3EgqHRRjQ3y9AYP9+9Jw5kxYvubgtv1+Md5NJmTszTYyeHhG7FBUJWItGsR5+WMBCQYFYrkSjIgopK8PaunXSxsVxMLdtI3jmmQR6elA1NZMsY475MgycOXNwZ8zA2rZNwN/oqFim5Fi4HTsE1BUUCNOVyUiiTCw2GREWCBDo65P9yUWHgXxGRwdGTw/DN9xAYTiM7/hxjMFBqpub5Vpdu5bse96D/0c/wq2vx501CzU6irVlC9l3vxvfHXdgdHUJKzhtmswtlpTgzpghcXtjYwLoTFNuIMrK0JWVMk+pVB5MEYnkW5Eq91gOCCIeefh8uMEg1sQE1gMP4Jx5Jr5f/hKjuVlYPNuWm5Z163BXrRKw6UUEqmRSrjfDwH7TmyYNmYNBGVvwvpMqFpP/PzIiCuWCAsyNG+W52Sy6rg63uloOX1ERxsQEOp2WbU2lsBsa5PpLJqVdHgrJPuase6JReW1VFaqigsjQEIW1tahYjMzMmUQbGxkYGCDR3k7j2Bh2bS2hmhpC/f35TGKQGyRtmhJH6LWH85FzL1I5b1BmzsTOjU+8QvV6mQHM1Z133ollWSxYsIDLL7+cNWvWsMhr0U/V/0xNAcCpel3VaSPawuHJmSkvRiyfDfzC0hrd18fJY8c4kUiwZPny08bOAZiWNZkGYlnoiy7K54SqffugokLUqp5Jstq9W8CB50WmKytRR4/KgphrLcXjGA8+KADOsnBLSvB5opLsww+TLCmhubkZwzA449JLCQaDuCAA8pFHROnrWbzkzKTdM8+UhXpoSBSsOfGEz4fq6sJIJnGDQUzblm3ywCLptFiPbNgAzzwjx23mTOx//EeM/fsxf/hDiMVIGwYTTU0Uz5iBWV8vDOT4OHp0FLuigmw6jf+SS3BLSsSG5NgxmU0rL0dXV2OOjgpzGY+L6riwcNLYOZkU0JIzhPbYOR0IyDH3bF+M48cnz6sHELBtig4dguJinEWLUD09WO3tGAcPSpuypydvqqxGR3Hr6wWkHzwo7Jc3m6dLS+V4pFIo08R++9thZATroYdE1OLZvOhAAPfMMzG3bZPtDwTEtiaTIXz//QzNmEH14cOYXsuRTEaSQ+bOxZ0xQ6LUnnkmPzLg/+EPSX/gA/h//WvcWbMEkI+NYfT14axeLcrbjg4RVjQ2QiKB0dND9o1vFJZ0fFyuKS8LVwWD2G98o6Td5I4vyPEqLMQ54wxihYU4vb0U3Huv3JAkErI94bCIOoJBzEOHsD/4QbLXXUfgq18VAK+UzCrW12O/9a2Y27bh+9GPZJzAY1EJhbCvuELa1e3tss3DwzI6EQjgVlSgS0owjxzBmTYNZ/VqfLffjuHlM+PzkSkqkhuxwkLcmhqsjRvlb56gyPGUuLqykuzb3ibbd+AAlJWh/vmfqV+1inqQa7GzE//x46Qdh4RpMrxuHaqri7KyMsqQVBM6O4VxDQbJXnzx5Jd/dFTi9MbGcOvrZQzB78//HrxaRtCvFwYQ4KGHHvoDVXM+p3tKAPI/UlMAcKpek/VyWsAvZADd974X8z//E3KsRFUV7ukUeek0fOUrZB54gFrHYcbatajVq1EbNkgEWyQixs6e19iLCU70vHm4y5djbNuWb2e6CxeKUGBoSFikgQGZ3+rvB897L2cIrTIZYUBiMVKhEIGxMSb27+c516WqspKFixc/f5GpqpLP27hR2nOxmLSdRkaElZwzR8QnOVPnWEyyhJcuJd7fj1VejtnbC/X1Mpc2MiKtzJISWVynTZOFvLUV9dRTmFu3oicmsE0TfzZLRV8f7tKlGL/61eQ8ndYSy5bNoo4fR69YgQ6HJVM4lRJGtqkJJxjE2L5dFK6miV62TMDp44/L3Jlty5xhUZGIIXJWLAUFAr5MU2LJtM4rTfMt3lQKp6wM5VnUOBMTMtPX24tbVyeKaM882jh5UljKTAZ38WJhytJpjMFBdHFxHnwamzfLMQ8GZT7OtvPMny4tFdbVceRzLAtcl1AgQFV5Of54PM8Q5j0HH3kEZ9Ys/Js358EfgBoawv/QQ9KSDwTEZqazU4BvQwO6sxM9MiIG0JGI2J3YNiqRwGlqwjxyRIyi6+qkvT8ygjp0SJjEXNZrICDt+LEx1MQE/oEBjI4OrNFROYaekMhZsADd0CB2MJ6FkJ4/X0BhJCLHoqAAs6UF1d6Oc+65ksgyNjbZrvb7RcHtzRQGP/zhScPrVArlWd2osTHZ//FxSfnImWwbBqGeHhzvJk6HQgLOcsczFJr02rNtrIceEiWz40B/P75f/5r0mWdCOIwxcybqc5/D3LQJXzJJctYszHnzGB4Zoee551hw8CClkQj+TAbTi6uzc3N8sRiBr39dPBk9EZPd3k72b/82DwBf6Si4bDZLJpN5XdjA5Op0+zIF/P5nawoATtXrqizLIp1OP+8x96qrBExt3Sp36VdcIXYrL6j0T3+KuuMOdGkpheXlGFu3om+8UWbovPc0HngA+0c/gpKS08bO5SsQwPnMZ9D33INqb0fX1+NefTX84hcYv/0ttLWhKypwly/H+u//lvaZZQkzV1MjqRaeXUrItrHLy+n77W857+hRgoaBvvBCnI99LN82VtEo7vnnC9Nx4gS6vBz3jW+UmLFbbpG2sN8vLJI3w8fEhJgyB4MY0ai0DRMJYb3KywWgdHXJYpvNQl2dxLsdPoxOJMgEAhh+v+S4ZjKi9s3Zz3jAz9fbS7a2Vj5/bAxGRyESkRbw0JCcn/JyAU6FhfL6sTFUfT3u+edj7NwpAGNwEL1oEW5hobR3+/ryXnnO9OkQCgmYyGTy7B+GgZHNYnZ0wN13k73oIlQ0itHfL2BucBAVi2Ffeim6thZn5kysjRvzLKKeMQN3YkJYwZMnxT5m1Sp0VZWwhMGg7PPEhJzzUAhz+3Zpx2otx89rX6qeHnyemIRUClcpWewcB0ZHOVlWxtxTM4I9AKt6e3HOPx9zxw5pT5smurYW4/Bh7LPPxt/dLUbRHR3SriwuRtfWiqCiq0sU6dHo5FydJ5w51R6FUEjSbfbtw+/ziYgmlwXs90MshrlvH7q/HxIJUdKOjwvzFg7LNTc2JufUS4AhkxHl7YIFAu7GxlCJBMaJE2Tf+U5p3e/bJ+pYz0g6l5ryPEW8Zckxy2blu2EYcuMzMYExMSE5xKYp7feuLozeXhwk89jasgV32rR8+9tsbsbcvVsyfQE9Ywb2jBkA+IB6oL6hQW4cLIvxCy4gOzyMk0pRkEgw1t5OuKaG0v37Mfbvx50zR75/w8OYmzZhX3klTmlpPpLylaxYLAacHjRN1VT9pTUFAKfqdVWnZeWUQl9yyelzP73q6uqCp5+mLhjE19gor4nFMDZvFj+vpiZZ1Pbvx7j/fmEVvTzgP1olJbgf+tDzHnL+/u9xL79czKG9XGB31ixhspJJ3HBYgEFBgYAx10W5Lgm/n7nbtmH5fJLacOed8oZ9fRiPPy6eeWVl2DfdhHvllZi33op1003o2lrsj35UZu0sC+OuuyTxpKdHgO34ONmiInRpKf5AQHwLh4YgkxEgGg7LgH9fH3p8HAIB7AMH8CUS+H0+EZaEQrJAHzwobEzO3sUDzbGmJsLDw9KSLCvDPf988WF75hk4cEDmDz3ARU8PxoEDuOm0iEMMQwQt6TRqZASjuBhVWorOZMT+paMDXVUlNiMNDQIiQiEBZeXl2Ok0VjyOMTCAtWGDANUcK+W1UH333IMuLsby5vVQCrq6RHgRDuOsXJnPrM1lv2q/X6xBKiqw7r9fQKp3HAgEcKdNw9y9W8QZ4bAcx8FB3LlzMfbvx8i1RQF/LMbcp5/GqazE8jJ983OEY2Ok584l2NcnLObMmZKM8txz0uZ805vw/exnImIpL8dtasJ87jkyH/sYZnOz7EMmM+m5CJIt/LOf5b33ctnOOhwmsXgxgYMHZabRtidterzvlOv5QVoPP4xz6aXoykrJQvYY39w5cWbOxK2txdy1Sz4nlQLHwVmwgOx73yuPu64wlyMjcv27Ls7SpThnnSWfNWcOanwc1doqjLBtY595JobPJzOggYAcY59PugW5uD6QffaSWdT4uIDdnKjpJUqVluIvK6PcddHz56O7u0knEkwYBsf27qV8zx7mx2LoTIagZWEGAnIcMxkcxxHwl2OjA4E/2W3gxSruAfjX0wzgVP3v1xQAnKrXZP2lrYA/NwrOdV0OHz5MX18f5yxYgP/wYXQummpiQgBIznrBGxJXExMQi1G8dy8BbzHijxnGvrCUkhm9XBUVoQoLcVetEqBz9Ch6ZARmzcIJh4kPDaGTSSKWhRGPQ3U1yrKk/XnPPbItJSVQWwtdXVhf/CJ61ixRGssOYmzeTPY3v5E4sIcflvSOlSvRixahjh4lOziICodxV6yQFuPJkzJbNz6OXrJE2r4DA5DNkioqIhkIUFxTgzk0JCxaTkHptX6JxWT4P5NBmSZlu3ZhKCVqz+nThWH0jpnq6xPwVFODnj0bJxwW8Yyn5nWXLRPAGothnDyJG41ijI/LXF4ohEqnMY8eFR++kRE5X4aBcl3cbBY3EMB1XTl2IHONlpXPGMa2hQU85xx8Dz6YV/mitQC22lqZezt5UlivsjKxmunoQKdSuF6ahq6rE6ZvYEDi3i69FA2Yx44JWDFNlDfnlvmbvyHwox9Jyza3LfE4ymvZP68N7DgEv/1txhYswFdVhaU1YS+CzGhpwZ0xQ+YHKyqkxR+NYu7cSeCb38RZulRm8AoKBCQXFYnZcX8/9kUXYT3wQF5AkksMsUtKsOfNI+Cxffny+XCWL5cZ0b4+VGsrvltvFaWv66JrakS84fNhPfYYzoUXYl93nSiPUykxRg6HpeUdDEpsXFGRMKu5lm5BAdn3vW/SqmVwMG8VpEwTZ/58XMCMRqG0NO/lh20L4xoM4noA0K2vFw/J1lZRUTsO7syZMpPrlfn441i/+Y20zNeuJfv+94tVUmOj5Bg/+KAoecNhfNdey9yLL2YOEKuqwt26FX34MMOBAOF4nMzy5aSDQQzbpmBkBP+Xvyzfs9JS7He+U5JEXkbF43HC4fAr3lqeqv9/1xQAnKrXVf05ADCVStHc3IzWmnXr1hGYPRu9f78wYwDeoqba2+XfOduKhgbMf/5nGrZvx1AK66GHcD73OdT+/agdOyRC6+qrBTw5jrQ6czmoLyj34oulhXvwoCxiFRW4552Hvu8+ouPjWF7GrQqFZDGPxfIgh+JisYVJJoVpKCyEoSEBJ8Gg/NswUK2tGE88gXvddbhveQvG7bcLW6cU7vLlRMfHqd62DYaH0YEAKhQSEYoHZnRFBfa0aSR7ewmMjFBSXIyaOVNsZ7q6ROE8PIyeOxeOH5e2cSqVj//KzWsZHR2SB9vTg7VtWx5g6IEB9MQEKhxGDQxgDA8LSPMixQgEcC6/HPOJJ+T4WJa0u30+XM9w2ejoQGUyIgIwTYhGMUZHsfx+zExGjkM0mk+80F4LVHmRcOaOHXkLkLxQSGsR1TQ04JgmxuHD8jldXTL4f845EhWmlAC/8XGJVCspwXr8cWlFh0JyDQ0MSDvedckuXUq6qIhAJiNA2YtBU+k06RtvJPD978u2+P0QCGAmkxQAmXicwNatkwBRKYz2dnR1Na43S2ocOiSs8fCwtM+LiyXVw7ZlvlEpVDwuwLakRBJlKitRhoE6dozQwYPEmppEKJRjYP1+yUx+9ll0Q4MIUVpaMDymOBdF59TWyliBN8OHz4duaBBQ5olEVH8/qqcHPWsWbl2dMK4g2xEOY23YQHbhQkgm8X/nOwICQyERuLS2YsyfL+bcnrWMfdFFeT9ENTyMMTwsIPHIEVFLay37axi4FRX5KEZj+3b83/52nqXz3XUXOA7Zj39cZvquvFJiBUdGRFk9e7YcOyAyfz7GZz+L7447KOzvJzZtGj2XXkr/8eO48Thz77uPzNAQZn09vhMn8N16q3gIeurmv6RyAHBqRm6qXsmaAoBT9bqqPzULeHh4mL1791JVVcWCBQvkzrqxEfuWWzA2bRJ/MS/c3fr0p1GtrdIOvOEGVHc3RnMz2fp6tGkSbG3F/D//R1qn3iC+sXkz9j/+I+YPfoDylJrOP/wD7rXXPn9DysoEPD73HCqTwZ03jy7DINHTw4zDhwn6/bQuXUphPC4igJxBsta4paWSQZvNClMyNCRgLBrNe/RRVASA6uzE+O//BsB905vys1V60SJG9+8nHAwSbm0V5XFVlSiVLUusL06cIO3zSWusoEC8DTMZabdFIuKjNjyMOnIE3dSEW1yc935zx8fJlpTgq61Fe9Ya5r59AhyCQQEFsZi0sJ96SuYQtUZZlrzv9u0C3nLxZz6fzJK1teHOmSPMUywmauWeHpg9G1yXTCKBcfKktF9Nk+z8+dL+7e7GHBnJe+cBebYz733o2cgAmAcOiGK1pkYARX09RioFPp8kgJSV4U6fji4vx3r2WbGVWbYMQBi6ykqM1laJOQuHcRsa8D/+OLGiIoJDQ+h0WkCp1qieHoy+PgGFti3Hxmud+mMx1LXXYu7Zkzde1lqjbJuUB/gCHR1ybeSuLa2l3Z2zBUqnRUBiGNhvfzvW9u2iTp+YkDa/bWNHIsSXLKE0mcTUWuxUkklJnonF0LaNW1GBdfCgsLjhsJyzeFwMngMBaZN7Ih3t98vfYzHZl4oKAfauK8kr8+blbxRyecMAxqFDGN3dcv16TKkxPIzj82GUlsp7eJ/tzpghc4beZwLyfTBNMeH2YuuU53lIebm0jsfH0Tmrlr4+zI0byX7kI/LdUEoygf/I74e7aBHpL30JXBe/YTAHmK01/Vu2UDgwQLS6mkQmgxUOU3bsGIk9ewhdfDGW9Zctua83C5ipem3UFACcqtdkvVot4Fyk2/Hjx5k/f/4fOs1XV+O+/e3Pe8i+807J1i0shEgE89//XRYtvx+tNToSwTh4UBSL3oyYOnIE61OfEq+y8nKJlfrP/0TPmIH2gGW+iotlRtF1OXLkCL29vSz77GfxBYPYjkPbfffR9MgjuBdeKIDMcfJeeXrmTFFl5sBMOCzgKZ0WZmRgAMrLMX73u0lbkKoq7K9/Hfx+rL/7O+YdOYI9bx725z4ni+M3voGORtGrV5Pu6SF15Aj+ykrCDQ24oRDG5s3CzAwPy5zjjBmYiYQAz8OH8954KpnETCTwaS2AMhZDHTuW96jT3jHEMNCFhQJ+DEMAkN8P4+NixtzWBrYtLciFC4VpO3xYDJx7esTcOhSS5x89Sry+HnNoCH9hIeb06aiTJzGKivICBQ04s2djHjuGW1kpzE5OmQyT83fe89XwMEY8TvbaazF37pRcXW/OywScpibxr/Oi6cy77xaGMRLBfsc70Hv3Cvu5aJHsW2srsWnTKKiuxtq1S85bSQm6ogJz/36cRYsw9+wR8YbWsg1DQ1jPPIMuKRGw5roCaIBANMrY3LnokRFCuXm/U6950xSFbVWVKNGHhjDa28m+733SqvSMo7Xfj5FKkZozB9fnE3ucjg45LtksOhzGPucc2Qcv5SKnEgbESmb1ajAMzH37cM46S9q83pwegIvYqzi1tbhz52Lde28eeCskhxiQ7TFNAfwTEzIv6PcztHQpdV7b3H772/H95Ceixg0EcFatwlmzRj6ntFQyqj1/Q2XbOGvXPo+FM0ZG0Lt2CVNpWTKecKp4Y3RUYuyKi/O5vn9QpzxfKYWvsBAVCFAVieCUlpIZHcU1Tdr7+xnctImSkhLKysooLy+noKDgT/6di8Vif9bzp2qq/pSaAoBT9boqy7JODwBTKfQjj9Czbx/jpaWcef31FHt2Ln/Cm8qMnVd6xgx47DGxh/DMZ3UwmG8vAdIWi0Ylum18XMyEo1HU3r0CAHNtW28ByWQy7Nmzh0wmw9q1a/ORTwrIlJTgVFdjtrejFywQNiyVgmgUPWsWeuFCYTb6+6UlXFYm4CGblTZpba2YBHtqWXXyJMYtt2B47VqfYRB8+mnMWAz7O9+RGbyjR3GVguJi/JdcQnjaNNTJk+jZs3GvvBL17LMy4zc8jJqYkPnBEyeEHQyF0BUV0gLfsgVrfFxeCwKai4rkda4rxsqpFOrkyUmxQk4goVS+dYjfL8rtUAhn/XrMBx+U9yspwbniClnkx8Zw29sx+/oIZjLo1atxy8pQx49j7N+PbmiQpArTxPDym1UqhVtXJ0BmaEiygF1X2pteC1p5rKA7c6b463kpG/nc37IymRM8diwvMlCplMwtPvecWBp5rV7j2DE4eZKiggLsD35Q2t3BoDCpXrSefcUV4gm4ebMwstXV6LIyEVesWoX19NPPbwO7LqX79uHW1cl59q6bHAx043Gyq1ZhVVWJ4KK/H98PfyhtzYICUVaXlQm7efQoBQcPkvnkJ7F++1uJQvNmBFEK89gx7LPPFiCaY7y9c+VWV0uyycGDkE7j+9WvML00DF1RIWxcKoVx7BjOuefirFw5OYfo98vNhWdE7i5aJHYtLS15RbQuKWGivn5SYauUMJODg+jycpwLLsjP6xrDw9La9hTE2hOoEAjIaycmZLTCuylSlkXmmmvy30dj9278t9wi7x0OY199tfg/vgQAy1RVkV6xgvLDh7H6+rAA5/zzWfyOd5BwHEZGRhgZGaGtrQ3TNPNgsKysDF8O/J6mphjAqXo1agoATtXrqk7LAKbTuP/wDzhPPkmNUjRGIiIOuPHGv+gz3Le/HXXsWF5V6q5aBcXFGA8/LEAilRLGK52WuT3LEk8415UWZC4mKhLBueEGomvWcOjRR6kcH6dp1SrMF84KhkKk3vc+fHfemc/1dd7/foznnhMFcDCITqVE5NHTI+3D4mJZnINBWfRHR0XFWlQk29PSIurKsjJc08QtLMQ6fBjr05+Gjg6ygQBkMhSMjuI6Ds4112DceqsYXOfi0crKUF6cnC4ulgU3GBQPwd5etGGQWrsWduxAFRXhHx9HlZeLYGPnTtkuxxEGpq5OAGV7u4BjL4ZNJZMYJ05I+zaZFPD35JMCFFwXbRioI0dwFy9mrLAQf0EBwUBAWNWFCwW4LVmCceyYZAdbFk7OLsebGVOplLQePf9FNTEh57WwUObzMhmU6+L/0Y/ys43ay9/FtuV9cpnPHljJR7H5/cLARSIYO3dijIzgFhYSr6ykYssWUcEmEmJ909ODsm3MDRtwLrgAffSoWKIohTE4KL54CxZgj41h7dwpytZIRNSumYy0qEtL821UlML1+zFjMbL79pHx+/F7mcEA5M5lXR1uIIBx6BC+kRGCXuvVXbpUbpwqKmSsoaND5knnzSN7xRX477wznyaiDUMEF7t2oadNwzh4EP/3vy+srG3LzYE3Q+t4TKvSGnfWLLlWMxn5fkSj+Xa1LioSJbrryk2AZRE5cQLDMMTE+QtfQA0N5eP7Al/6Eskf/xjKy4V5r6mRc53JyDExTdlex8E4eVIUxRMTeZVynuWLxfB9//uovj7cxkbUyAi+O+4Qw26vvf9Hfxu0ZuiKK2i44AK53oqLxXYmECAMhMNh6uvrcV2XaDTK8PAw7e3tHDx4kKKiojwgLCoqeh7bF4/HXxULmNHRUf7+7/+e+++/H4Arr7yS7373u5S8yM3x+9//fn72s58977E1a9awbdu2V3z7purVrSkAOFWvyXq5LWCtdf49or/7HaEnn4TqagLl5TAwgPnzn8ss3B9r7bxYFRbifOELDGzcyNjwMAuuuEIer6pCbd4sf7/+esybbpLc1BwgCAZRTzwhfm2VlaieHpwvfpHelSs549lnCXqsoHv11Tj/8i8Yjz2G2ruXGb29OB//OM5NN0nbNRIR8HjWWZLTeuwYurpaWDTDyC+2Kp2Wmahcm9VxRHUbDAp75QkPAoaBXVIir92wAR2LQTiMOW0aOhqF/n5hcK67Tox1x8ZQzc3ohQtx9+3D2L9fHi8sRDc1QUMDau9e6OggEI3iBgJkTBMnmcQ9dAi7vh5z9mwCXu6w0d8vrGFjo7TP+/ullZ1K4c6bJy3H7m5UWxtq926M/fsFdHjKVfPxxxnv6CDc3U1wfDyfcqEcR4Qanr8cfr8AgVwSi2dpoiMRURwvWSLZu4ODonTNZuX5SuEWFQlQyzGUtp1vsxudnRLXlmMtczYgrovhzQk6l1+OGQjgVFSQXbCAeDRKRTyOu3ixiFgOHBBPw6VL0SUl8rqGBjGn9ixGCASwnn5amKxQKO8pqDyPOCwLZ8kSibXz2qeGl9IRCIWEbfXatVopYa8NQ2Zax8ZQhoFrmgTa2zF27JDP374do7dXkmWSSXR1NZn3vQ/z8GH0o4/KMcx5AKbTYk3z3vcS+OIX5ThVVEB/v4CuwUEZkxgclJuy2lphxbu789nAzvLlsl+JhLCfFRXS6vbSXQzXxTAMjCNH5MajqSkPEFVvL8aJE7jl5bgNDTJ/ODAg4wgjI2L6nRP5mOZkcojrYh48+Dz1sTE4KOA8HhdBzPHjco2/BAB0HAfD78dZtepFn2cYBqWlpZR612I6nWZkZITh4WGxpALKysooKSnBtu1XjQF817veRVdXF4888ggAN954I9dffz0PPPDAi75u/fr1/OQnP8n/258z4J6qv6qaAoBT9boq0zRlLs9b6I4ePYpz4ACLLQvDUyMSiQhLFY3+8dmelyrLwpk7l1hvb77t5Hzyk/DJT04+5447cB1HZvICAZmBGxqSVI7iYsb9ftSRIyx49FFMn08W03gc49e/hoEBYRQzGWamUgIQ7rzz+YC1oAD3Pe+Z3Pf//E+orMSdN08+p6trEiiUlwu7ZppiPeP9l0QClcngGxiQVmMshuk4+BIJWbhNE3p68Hm5ye455+B87GOSGnLypLSY58+fBD7l5TLzaJoYzc3CaJWUEDjrLNSBA1gtLVgdHTimSdKyyEYiFPX1yXsZhoCIcFi2OxaTlrYXQabS6XzbUVdUCLuXMwU2DILerFhONapaWzETCXRBAc4FF6B6ezE7OlCHD6NcF+P4cdyamkmvu8LCfHtaFxbizJuH2dKC29AgANq2RfUcicj+g9jx5GbhAgH57ykiJDU6ihmL4Z48KYxdKIR/wwZm9vaiAGfWLJyrroJEQsCuaQroGx4m89GPShv1wAHcujrc+fNlVjEaxW1qEo8/rw2tIxHMEydErBKJTIJGj6FTiYQkxXR3w9GjKJAWvLed8aIidGUlyaoqguPjmAcOkH3/+7Huv1/YXJ9PklgsC3P/ftyVK2XfDx0SFtdxJC3jDW/AXb5cjmnOEsi7AdJFRWTXrxfh0uioiHhCIWnD+nzoykoB/q2tMtpQVobZ3CyjFd4MYuZUn8xsFmPvXu9AK0mw8Vgyd/Vq7IEBfHffDek0zqpV2G972+R395JLsH71K9SRI5DN4jY05EGb9vlErTw0lP/+6LIysZ3xymhpkdlDpXBWr0bPnCm/AY7zF1m1BAIBamtrqa2tRWvN+Pg4IyMj7Nixgw9+8IMUFRVRVVXFE088wbnnnksg18p+GXX48GEeeeQRtm3bxhpvdvJHP/oRa9eupaWlhXnz5r3o9v6xiMyp+uupKQA4Va+ryv34JhIJDh8+TCqVYvUb3oD5xBPQ0yORXv390NSErq//wzcYHsb86U+htRWmT8d53/ugpkbYnkxGFhiPWXzRJBDAPfdczI4OSbjIZgVcaI1OJBh1HNx0mnK/X9pQSmFEozIErzXmffdJ0kJxMVm/n4ITJ3B/9zvcG2744593wQUCHjyhiF6wQKximptxzzwTli6VRI6JiUn/PY8xdZXCSSYxq6vFjDinmCwulnkpbx7OeOghOR6ZDNbtt+fbnu66dTIbuGkT6sABYXkMQ57b3y/+hvPnowMBjK4uSegoK8OePZt4NkvoxAnc48cxtcaePVu2Y9MmEXnYtszk+f0Y7e3Sdh0dxYlE0IkEJgiIzMXAmaawhtmsgL9166C2VljMlpZJENXQIObg8ThWT4+oWL33dhsbhR3LmSXX1UnbPBbDranBmTVLGKiKCgEKqRRKKdyZMzFzoMRj4XAcjHhcsmu91jdai1iirQ29ZQsUFKBOnsTauzcP6gJf+xrZt7xFwNvcuajeXmGh/H7S//qv+L/+dcz2drF0aWiQFnI6jbNuHdajjwr4Mwxp+zsO5sGDwv7mbG6QWUGUIuj3kygoINDaihWNkvj5zzHvvRc9Po5bVyd2OIEAamgI4/hx7Ouuwzn3XHy//GWeRdVlZfjuvhvnDW8ge9VVBJ95Rtq5pzCjKpkUX8JgEP9//zfm8ePCRpaXY593nqS0eLO1+Ri7bFa8A/1+AmNjGIYhhtRKCftpmjL2UFYmj4OoyrdswWhtlRavbeNcdlm+hWu/+c3o4mKMI0fQ4TDO+eeLxQ1g7d0r4Na7OSIWw509G3f1avne79mD/+ab5bxrjfXkk2Q++UncefNwXfdle/UppSguLqa4uJgZM2Zw7rnn8rd/+7d0dHTw/ve/n9HRUS666CLuvffev1hVDLB161aKi4vz4A/grLPOori4mGefffZFAeAzzzxDVVUVJSUlnH/++XzpS1+iqqrqL96WqfrfqSkAOFWvq8r9+D733HOUlJSwdu1aEYZ88pMSiTYxgZ45E+fznxcm8NRKJrH+9V9Rzz0nAGLrVtThw7irVmHefXfeGsb5t38TtexLJIG47343INmxrt+PfstbSB0/jvujHxHSmlAwCHPnitWJF+OVtyNRSlpfY2OEQNqXIyMYd94pg+nTp+N64odc6XXrcP1+1P79Yvdx5pmSz/qtb6GOHpUnFRfLYjwxIa/1+3GyWTJ+P4VeG1CXlMj+J5OyaOeSFOrqpBW4ebO0nX0+qK6GTAbj0CHsq6/G2rPneea+rreIq4EBeW02K/6BySTG0BCR3l7cVaswYjEcnw93eJhkPE4sk6Fw/nyKDx0SAGZZwtCEQhgbNuTn7yyP8csDm0RCQGDOjqe7G+Pee3FGRqQlqLWIeA4ckH1yHBFMeEIOY2BAcm/POENU1r298ln798u1U1eHnjkTY88eVDqNm82KiXMiIe/f2yvbktsG10Wl0xjHjknKi2eK7CqF4ffLsevtxb70UvxeOodcNAaqrw9z0yZR0u7aJfNxjoOuqMD3+OO4Z5whbdnycozDh0UUVFFB9v/+X2lrbtkiDLdpSrRgIiGRe5WVcj5AwFtBAVZ3N5FYjIxlYbgu4X37JF3FE3lk4nFMw8BMpdDHjwtTW18vySQlJflWtOrrk3b6okWizk4k8lFvxGIYnZ1kP/5xzK1b8d1xhzD1WmP09Ymf5qWXytyffJnlPXJK41QKw0vaMDo70ZWVONXVApA99bvR04NbWor14INYGzdKFFwwiNHaiv/b3yb14x/L9W+aOBdeKG3hF1Z/P7q+HmfFClGcj4/jNjXJcQSshx8WwZFn7qwOHcJ84gncefMmk0BewaqsrGTmzJksWrSIb33rWxw8eJBdu3a9LPAH0NfXd1rQVlVVRV9f3x993Rve8AauueYaGhsbOXnyJJ/73Oe46KKL2LVr1yvCTE7V/1xNAcCpek3WXzoD2N3dDUBtbS3z5s3Lv497zTW4l14qWbQ1Nac1ZVaHD6P27RO1bDgsw+PbtmE++6y0S/1+jMcek1SEr3/9JRlAAgHcD34Q94MfBKC/v599hsHiT3yCulhMWmrTp0v8WU+PzJhZVn62DU8gYSST0mbbsgXj7rvzM0zqwAGcG2/E/N73UAcPyoL8d3+H+4EPyHNywOmzn5VWF6B27MA4dkyYlf37yWSzZP1+MSsuLRUAk8nIUHxuAfeEDtpTnqqWFrGeyXkJ1tSgu7sxHnhA8mdLSkRoMj6OceIE9vXXC6MyOipqzXPOQY2MYG7YgGpvn2T3zjkHc/NmiqNRwqWlOMkk2VCIRFERhYOD2B0dMGcO2blzCR0+jCoqQk9MoJctExBo2+K5mGvDWpYAoMFBzKeekjbqwoWYu3YJk9bVJQxQRYXsx4IF0NmJ0d2NDgSkFR2P49bXi8dcVRV65UppN+Z8Ej3BCOGwHFPbllnLTEaun2RSroXRUSyvZai9MQU8jz+joyOvnM2Bk/wMYV8f6Q99iMC3vy0s2IwZuIsWYRw9inPRRZh792Lu3y+f67WYfXfdhbtokcStTUxIQko6LWKh+nqcpUslvi4YlOvKAzZubS3xigqKd+6UG5BwWPzzRkYIDA2RLi0lUVREtqeHifvuo2T6dIrTaVHqekDX9fnk2IIwj7mbGk/4YV96Kc655+L/z/8UMNvQIDc0qRRqYoLs1VfnrVrcadOwHn1ULFpOudFSSkmrOJmUmwrAmJiQ85NTz/f3C/MXi0EsNpkznUhI+/hFStfU5CP9dG2t+B9Onz75hFhMQL7326L8/rypueu6Mg+XTMp7RCKvWBRcRUUFSikWL17M4tNkmefq85//PF/4whde9P2ee+452fbTbNup89Onq3e84x35/7948WJWr15NY2Mjv//973lbrs0+VX8VNQUAp+p1Ua7rcujQIQYGBrAsi9ra2j/8ESspkf+9WOXaVZCfncI0J1kJ18XYvh3HtrGSSfy5dI4XUehprTl+/DhtbW0sWbaMmssvJ7ecqaNHoaEBZ8YMYacyGWFnvIVLjY/j+v1QVIR5/LgIGAIBNGA88giquVlSPUIh1KFDGC0tZL/7XaxvfQu1aZMIGK69FudTn8qnJeh9+8g0NdFrWUR6ezGqq1E9PbjnnIPas0eSLjIZlOOIEXAOzAwNSfuuqEjm3dJpMZu2bVQigbl9u8zeZbMCmH0+SXB47jlhGs88E2UYAoJmzpR0jYMHpRVtWTB7Nq5SmI8/jq+9HZ/W6LlzCa1YAQ88gK+nh3g2S9BLLLErKwmOjUFnp5j2RiKoUAi3tFRsQKZPF4VpJCI2NAUFGF1dcgyKi8Xg2IuIc/7mbzA2bhSLHdcVJss0pfW3fDnmli1yThxHAHBbmwCOmTMxLEvm3rzXqWxWYvZ27hQhQ2WltIrHxmR278QJzFxrFKQVnBMh5Ob2ci3a0VGsBx/EWbpUxDw+n1jLdHVhBgJk3vMe/N/5jrRLvRsb1daG/a53YW7ZIgknyKyiLi/HbGmR9/LSR9BaZhgBlUgQW7hQACDIec3ZzUQiWKtWoQIBfL29DHd18eyyZazz+4nYtgicamuhsBBz0ybst70NXVODuXWrKLVdVwCqNx+pc+rlnLm5bUuiiZcDDKCLi0Xwks2Kp2JxMT5ve7THZKuJCZnZy2TQXroJINd6f78AQY/JdNatm4x1dF3Mxx+X2dqCAuzLLpuc4zv/fIwTJ4TldV3c+fOxr7oqv13uihWYhw6J4t510a6bj5hzsllKtmwhsHevGKEvWkT2Pe/JG7L/pfXnqIA/9rGPcd11173oc5qamti3bx/9/f1/8LfBwUGq/4zUktraWhobGzl27Nif/Jqpem3UFACcqr/6SiaT7NmzB4C1a9eyY8eOPysPOFd6/nwxGt6zR1iCeFzYCK/1hmHInX1pKWrLFkq+/W0Wdndj/e53OB//OHr1aln0Ewlhk+rrsW2bvXv3Eo/HOeuss4i8oO2sZ8/GvegijEcekQXXsnDPOw9z924xEy4qIt7SQtBxsHp6ZC7Pi0fDsiR2zbIEOJSWQns71qc/LTFgkYjMfv34x7K43nAD7gUXkDpxgtENGygOhyl64xvpq64mdMcdwv41Nk5a2QwMyMJdWSmfMT6en4XUVVUCVBMJWYT9flEie6keRKPyGg8wEQhgDQ3hXHaZgLCnnxYmsqgIvW6dtJm993XLysQTz8tiNrXGOe881O9/TzAaxTRNYitXMlFQQFl/P8H+ftxUCmtiAl1YKCKboSGZH4xEBLjG4xhtbQLoEQsSHYnI8XRdOHlSZgBzc3teC9mdMwfq63Fnz8bYt0/A7PCwHM8LL5R9s21hRD1j6nySR06wU18vKRdjY+hAgJFLLqHksccwvRY5oZCAw1mzRNhxiohEBwJYzz5L9uKLMXp7xcNxYEDapk8+iXnkiChei4okSWRgACYmCHzrW9gXX4zq6BBg6PeLLdHAgKRvANYjj+SvJbe6GjU8TNFzz2FXVmK2twurlQOHsZiAIp8PXzLJzKNHmfXkk5idndh+P/HSUlzHIdjXR7SlBZXN4jvzTIzDhyW1JBiU1uxzz2F/5CPYl1yC/2tfEwDutUy1zyfbO2uWzJj+/vcYJ04Ik1tYKKInr8WoRkYk73fOHLGqCQRQnmm3Li2dZPpygNowJDHEu7mzfv1rfD/5SR58mlu2kP7iF+X6Lygg++EPi+rccUQEdApraL/5zZBKYW3cCIYhsXGXXgpAwZ49lDz8sKifAwHMDRsgECD7oQ/92b9Hp1YikfiTAWBFRQUVFRUv+by1a9cSjUbZsWMHZ555JgDbt28nGo2ybt26P3nbhoeH6ezspPYUr9Sp+uuoKQA4Va/J+lNbwMPDw+zZs4eamhoWLFiAYRh/Vh7w8yocxv7SlzB/9CPUiRPo6dNx1q/H94UvSBqFpz503v52zO98B0ZGyBQWovr7Mb/+dZnF8oQEuqaG2Kc+xYH+fqr37KGhrg5VXo5+YSi8YeDecIMwRoODYqC8di3cfTfGr36F6u3FKS4mXVqKf2Agr3JVw8NixjsxIaDFy7/F74cdO4Q99LzUcqyle+WV9B09yqGmJhasWUOkpgY9bRrp3l7Gx8cpPX5cFtPGRmFKTp6c9OUzDPEZTKcl69VTTjIyko/pYnhYzIR7egRAGgY6FELPmycih85OjP37cdasEaGE1qhMBvPBB3HPPlvsULZsEVuQYFAW8v5+3EOHSAwPEyouxpo3D+PQIQpjMQpmzJB0kB07cLRGGwYjc+diFRURmTUL//HjAiDicREpzJ8v9jTJpLRgPeYS0xQwlMnI8QuFpH2XzWIePoybSIjgo7JS2qbBIO5FF8kxD4WkVR6LSYuxpAR37Vp0OCyt7VgMdfRoXjCQSacxjx9HlZTg2raIMAYH5VwNDpL68IcJ/vCHMn+XW/DHxyEYxFmzBr+XHJKPT+vpgenTxRZlZEQAuOtibtuGuX27nMt4HNXZKf/1hBiZj30M49AhYUIzGTnHShGfM4fxD32Ihs9+VsQqliXPGR6Wa27mTJyGBnwPPoj25gN9o6OUxGI4lZXobBZ17Bh7tmyhaWSE6YWFWKaJlclgdHUJ4AVh7KZNQ3vHmUhE5iGPHsWZNQvrgQckccWbpTSGh/EdPMjYm99MI8gsa0GBJKiUlaG6u+WY5d5/dFTm/3K2Nz5fvtVNNot1333SUs8Zfx85grl5M3ZjozzH5/vjUXCBAPZ73oP9jnfIb8Ips3j+7m4Mx5FxAO+zjIMHJyMG/8J6NWxgFixYwPr167nhhhv44Q9/CIgNzJve9KbnCUDmz5/Pl7/8Za666ipisRif//znufrqq6mtraWtrY3PfOYzVFRUcNUpLOlU/XXUFACcqr/K0lpz8uRJTpw4wYIFC6g/RdH7FwNAgJoanM997nkPZW+9FeOhh8SXbvVqaZ/97GfopibsoSFhvnbsELZs9mxZrI8dI/Mv/8JyIDQ2Jm90++3Y3/gG+uyzn/+Zpok+99znLTbuu96Fu24danSU1qEhZt1/P3rFClR7uwz+l5YK8NBaGLjcf8vK8vmx2LYAD8sSc+crr6Q4HueCuXMxv/xl8VBrbaVg61biloXzxS+K0vcXv0Dt3Yt7ySUyF3nsmCyskYiA3KefFhudiQkIhUQlms1Km3hiQmxgvCxWNTYGbW3oxkZheE6exDpxQgBiY6MwNx57pmfPltarYcj+DAzglJeT6Okh6PNhnn8+esECdC7n13Uxu7vRdXWYs2Zhbt5M6cgIE8XFpONxSZcIBvFnMjhLlmCUlOCsWoW5YwcqnRYw6/eLvUo0KmDXszQhHpdj29aG2daGO3Mm7tVXy8zikSOYv/nNZDuztha3sREDpIVpmqgTJ1DxuJhet7Sg/X4mGhpITJtGxeCgqIo7O8U/z5v1JBwWD79wWLYtmczPEFrbtpFZskQAjWVN+hG6LkxM4C5YIPm2ExO5LwiAzOOFwwK4Cgpw5s7FPHQIZ906dE0NxpEjwgzaNhgGwa4uhpctE0uiUEjexzOO1sXF2OvXy/WQSoFnUp037S4oQC9fTrlpck59PRNXXIH50EMY0ShZy8LQmkw0SvLQIUKRSN6fD8eRzzDNPJhS3d3iZeiZjWvLwg2FyOTmA+fOxb70UqzHHsubo2ff9jZhq0FmK9vb8+Igw3UlMcb7mxofl9nbri5hjR1HRhdOrbEx+a5VVDxPbJWv0zxm+/2SHGPbch3EYvm4wZdTsVjsD7oHr0T98pe/5O///u+57LLLADGC/t73vve857S0tBCNRgH5bd2/fz8///nPGRsbo7a2lgsvvJC77rrrVdm+qXp1awoATtVrtpRSeT+/U8u2bfbv3080GuXMM8+k2Lvrz5VpmtintNHy5bqSjRsMvvQs4KnV2Ij7kY9Mbpc3c5dLVNCjo8LkGAaEQsQTCTKWRWlfH4ZpCnhyXWEKf/AD7BcCwD9WTU3opibcPXtIzp5NsTenRzotC5g3N6U9I16dTIoYIZUSEJhK5e030sePo4NBwnV1WK2t6Jtuwr3uOswvfpHK4WFKDAPz6FGcm25Cz52Lce+9EltXWSngdMYMjKefRpeXk12/HnPzZgFN2azMvFVXS5tzfDyfg8u0aQIgYzHwMmV1MChAMZUSW56GBlQ2i7FvH2rbNlk4QyGUz4dr27gTE9jXXUdBIiFttVBIxA+PPipAqboa57LLhLHp6MDX3k5ZLAbj42QXLCBVVYX1zDPYhw8TnzWL4uPHZWavpgazt1cYoJISMcweGREQ4LWJtef/x8CAANvaWlEgDw3J+fGAm/OmNwkYP35cmCVvrtCtqYHiYpzaWhLJJOnaWiqHhkTBWlWFe9ZZGJ4FjDtzJsqyMFtbcS64AOuJJya3wxNjWL/9rYgZxsael/drtrRg5zzqTv2+aC0eeMuX5+1xVDotdjG9vWT+4R8I3nijfM8iEdx58wgMDBBubsZ+wxvw/9d/CTPovZcaHkZ1dQnb6xkzq1hMzplhTBqTt7djWBZFjY2SxRyPY7ou6aIiMrbN8SeeYHzlStYEgxSPjwubCTJH6KlPdXW1qJ4HB+Wzsllpxedm6QwDd8UK3AMHUBMTOGedhXPxxfI3j5l0Gxqkxaw12jSlZQzyWDqNMTSEDoXE9LmkBGfBgvy+Wr/5Ddb998u4w8yZZD72sUlW70VqZPFi6rq6CLS05MVC9pVXviwAqLUmHo/n4yFfySorK+MXv/jFS35+rkKhEI8++ugrvh1T9b9TUwBwqv6qKhaL0dzcTDAYZN26dad1oD8tAzgwgPmFL+TnvNy3vQ3n7/5usi30Z5ReuBD3iitQv/sdhUNDqMpK3LPPRu3cSay7m7RhUJbNis1HNCoLjreIqZYW1Natoia2bdxzz0VfeumLLhCGYTB+8cVUhUIYu3YJa3XVVSII+NnPxHy5qEhYo54elGkKg+PdtSdDIQLRKIbrQlcXVFSgTp7E/MxnIBbDqajATqcJ/u536GXLMG67TYbjPXNj+7zzcN72NvTQEOrAAXmfYBB37lzx5UskhLWrqRGAl5uVzDFgx46JgCKnni0szPsRGm1tst1lZSIWcBwBLUib0Oe6lN93nzBAc+dCUxMkEjhnn42uqsLcujV/DnVRkSiDAwFRhq5cSWEkgtHeTrC9Hf+RI6hUitEZM5hobKRuYEAUv5EIRmsrKpmUPN2JiUnmJ53GAPGHvPNOEboEAgLEJiaEaWprw8lZ3YyP50GYMTREsryc9NGj+B2HwmPHhPELhWQ+MBaDigpJu5iYEEYwkcAYHMS+8krMhx8WoUlpqVxHAwMk3/c+wv/1X5NZwH4/2ueTZI6cx+ULvw+dnZNzcek0KpnE//3v4y5YIKrgsjKM8XFUXx/+0VECJ06Q+cQnsO68U85HICDWMSMjqPZ27LPPlpZzT88pXwqNuXUr7vLlAjjTaUIf+Yi0Px0HXVpKyHEIuS5Lm5oYWrAAu6qK8fp6idrz+7F8Ppz2dsntrasT66Oc6MNTZYe8mDujpYXAP/2TbINhyEhBJCLzebls4pUr5XsBMs/n/VaoEyckNm/ZMol7Ky2dNDAHzG3bxKImFBILnuZmfN//Ppn/+I+XBHKpoiLGP/IR/G1t8v2ePVtmUl9mJRKJKYZtql7xmgKAU/VXU319fezfv5/GxkbmzJnzR+cELcv6AwBofu1rGJs2oauqZFH/2c/QDQ0CpP7cUgrnYx+DlSs5/thjLLr4YjJLlhD9x3+kfPduyv1+mD0b7fdLmkfOnNgTR5j//u8CHgwDY8sWnEQCxscx7r9fFq43v1k8BE0TMhnMbBanqEhEHNddJwCrsDDPQKktW4RFKSyU/9/ejorFcCwL23EwAwHxb/P7xWTXi3pTnlmzL5mUKDgQ8Ld7t2TpFhcL8LntNjIf/CD23/wNxuHDGPF4ng3UdXWYW7dKfFswKEKasjLMbdvQ4+OiPi0pEQAyOCjpK34/7oIFogDWWrwHy8pkTnDPHmEIXRdDa2l1RyKo/n4xID7rLIwjR7B+8xt5XjYrn11QgBocxDnrLGkr7tuHOn5cbDzicRGtmCZqfJzIqlUElCJbW4u/owP3yBFUNku6qQmWLsV/+LBEf3mCilyr2PC2TUciwiJ7aRvG9u3CcMbjefsglBIg+9hjBAMBrHnzJKKvthZ36VIxIT5wALeyUsyP+/rk3NfVTbbFy8rkc9vahA0D/Hv2kD3nHHybN0s8HYgQJ5Eg/ba34R8bwxgczF+nBINyzH2+ybbk+DhqbAyjo0OelrMqUQq0JrR3rxiFNzWJjYuXyKJSKaiqIvtP/4QaHcX/05+iPWWyRpg1+41vxL7oIkLveY8opYNB+bzhYWGGa2owe3ooLy/HN2cOvuZmtFI4iQQqHqenpYUTW7cy4/hxGsvKMCsqZE4zHEYrhS/XEn/wQVGuz50rauCODqxf/lIAoGmKd+dDD6EcR5jn0lIR9MCk/+XcuXDmmTA2hjE2NhkF194uN0/BoLy2qkpuVMbH8zOGf6wcx0FVVuK8AqDv1Hq1ouCm6v/fNQUAp+o1W7kWsOu6HDt2jM7OTpYuXfqSFgV/wAA6DkZzs1hE5Fq/x45JK/cvHVw2DPTZZ9Mbi1ExezZHmpuZ9o//SA3gpFLo2bMxfv971M6d+QzZnCpUjY6KGEQpVGsrxi23PD8d4jvfkYW6pwfj7rtZkEgwcfbZ8M1vPt9OwjRx3/pW8GLa1GOPYR48iDNzJqnjx8l0dxMqLSVQVCSGxr29MheoNW4oJJYsHlsVGBxEhcOS4pFMyvPicQGBY2NYX/oSyrbRy5fjvOUtAsj27sWtq8NZu1YWzNJS2bdZs3DTadTu3fKa6mqcSy7B3LhRZuM81kYXFsrs2r59GP392A0NpKqqCA4MoIJBaWEXFsriX1MjLeZoFPPRRwUcl5VJ+729Heetb8VwHBFz5GYgd+wQVjIcxrniCtTgIObDD2O0thLyWpq6qUmus54e4jU1pPr7KYrHCVsWKhrFSKfR5eV5mw/zuecEFNh2vj2qlRLmLWchZJr5vxX09aEXLsRZsgTXm0vUloWxdat8/uzZOHPmYDqOqFQrKgR4joxITvCzzwr4yzGu0ajcxJyaVOG6ImTZtAl76VL8GzeKf5/nJZhj4NwZM7A2bZJj413DaJ1nO3VBAROlpYSjUTh2DPvNb8b/5S9Lq9ey5D3b2uS7VFOTTxghmZTWeXEx9iWXoDIZjI4OAe6JhCjWHUeug7VrMTwwqxculOtcayy/H0pLqS8vx9fUxMTEBLYHVHUggDU4COXlZHMgKJGAZBJz3z6xYrEsUcF758C+4gqJrdu5E7e2FufyywUsAu78+ThLl4pPoucx6Fx4YT4ZyOjuljb94GBeYOWsWDFpIZPJyLXc348uK8M5//z8316JJJDTVTwen2IAp+oVrykAOFWv6cpkMuzZs4dMJsPatWv/pLvgP5gBNAxpj7W1yTxLbnj+j80BtraK3YdSuGvXghcRdbpSSnHw4EEWLlyYF6LkJmb0okXoJUtkNs+bMcN1ZbHMsZeGIebF3iKLUmilMG+9VXzGTBPlupQ8+ijGN7/5BwKVU0ufcQbOjh1M7NhB2nEoWbMG34oV8MQTkhoxMiI5q/G4zLSVlKCGhlCOg+G6AmoMQ5hVpfI5wdrvx/eb38hi+fDDqMFB7Le9DePpp7Eee0xEL+99L+7q1Zh33olqb5fW5QUX4K5cKVYYgHPeeZjZLKq1Vba3oAAiEdxp0+Q1LS0EtUaVleHOmydgq79fjl1/P2p8HPMXv5Cc46oqYWzKy1Hd3RhDQ5jPPSfnNhQSFi6TkXiwFSugqkoYy8OHxf9vaAhdWyv2HfE45j33UNbVJcKDoSEyZWXES0spOnGCdHk5SmuCPT0C5AsLhe2zLNxZs2Qbenuhr09m1XLtWcQkWLW3446Oynxcd7ewlx4bx4IF+RxcAgHUgQPCBvp80qJduhTa2nBnzBBBSHc3ynHIvv/9+H74QwE8wSDunDkSNxeJCBuay+DNtaO7uuTay4lElJpM2FAKZ+FC1NgYgf5+rEwGvWMH2RtuwPrFL2Su0zSlJZ5ICBP7lrfg/8EPZB7SNOW4+f347rmH7LvfLSxmd7cAVNvOs4sqGsVZskS2IZGQG4ziYpnPKyzEcF3KIhHK580j4Jkv62yWdCBAIhxGd3bS0tLCTK0p8YAkpomRyWAvWTL5vYrFMLdvF4BoWVBdjbtkSX5ON/vRj6I3bBBLn5oaSQQxTbl56OnJC5lUNgupFO6qVflYP99tt2E99RTadVGAffAg2b//e2EVX4UkkEwmg23bf7INzFRN1Z9aUwBwql6zNTY2xu7duykpKWHlypV/cvSRaZpkTlmEUQrnIx/B+o//QB0/DoCeMwfnNOyf2r8f83Ofy6cZGPX1OP/xH6iDBwVAVlbiXn01TjjMQa+FuWjRouepkHOlly/H+chHMO+8U6xHzj8fd9EirO9/X9qBXoYphiFKx/JyUShGo2II7YEMyxtiNzZuxOntlX0oLBRwcArbkCkoYN9ZZxEuKWFuYyPWvHkSYZXJYDz7rACihgZ0MpmP7NKhEHpkhJRpErJtWeSCQWl75pSkmQxaawFd8bgoYIeHMZ9+WhbcaBTr1lvJLFmCc/HF+L7yFVFxTp+Oc801uKOjGLt3i01HOo27YoWYMh85gurvJ9nUhNXbi2FZYj4diYgwo7YW1dEh+5uzDZk9W1rJw8MCID0vQmPrVlm8TTNvlUMiIa3OPXtwTBNlmrjLlmFfcgnWb38r1iMFBeIXGAqhUilhPaursS66iCKfD7O3l1B/P/bICIyNkQmHSc+dS/jkSYxEQlSqg4PCapommdJSrMFBmTcrKMifW2PbNpzLLxdDadeV46wU5tatOOeei7tmDcajj2IcP55ngo3du8UTr6hIwNTwsNjFGAYqHsdZtkza+N42MDyM1dVF5pZbCNx4o7CQliXzdJ6q2C0vx+jtfV6yBq4rhtGRCIZSOKWl+B94AOt3v5MbhdwcnZdWY+zcif32t+MsXIjhZVfjmTyro0dlbnT9ehGR5BhRpTB6esi+/e3Yl1+OsXMn/u99D6OzU1S6nkG1c+mlwvoOD8tMZ3U1RjKJ3wNfQb8fpRQDY2P4iorwJ5OYiGhEnxJD5v+v/8J65pn8yIfvpz/Fra7GWb9enlBUJO3iF1YigXIc7HPPlblM24bR0Tx7qNrbMZ99Fqe2Vm4g43HMnTtxWlpwFi9+VRjAWCwGMAUAp+oVrykAOFWv2ers7KSxsZEmr033p9bpRCD6kkuwKytRu3YJY3LxxZJj+4Iybr9dDJHnzBHGoqUF6+Mfh6EhYZeUwt2wgefe+14IhQgEAi+qztOXXop94YUCTjz20gmHUfffL22xCy8U25VoVDzjQFgK2xY2yWOzzFhM4sQ+8hEBb34/7sUX43zmMzAwQHrLFo63txNYu5Z5H/kIpmnmmUj3ox9FX3ihAIKeHoxHH0XPmIHasUOAVThMqriYUCAAXV24ZWWiMlYK7fNhxONicpzJoMvLUT09WN/7noC1igoBap2dmPffj7F7N4anOFZHj+L/+MdJ3347eu5c6O4WQLJggVhlDA7itLfjDgxglJbCFVegN20SVqmrC7e6WhSahYVyfDxQpRsbpZXs2bbo6mrxURweFqDj88l/Uyno68MYHET192NfdRXum94kKuPRUTHLLisTU+G6OuwLLxRgWFgIgQDG/v0yNxgO449G0aWlZFatImVZ0N5OKJOBgwcxPRFMYto0bNclEgjIewSDciORzWKcOIHeulUUvLmcYBBRRmcn2X//d4K//GUe/KE1xokTuI4jLOrGjXLtNTVJFNzBgyKw6e+H48eFadMaRkYEVK5bJ/nA3mykSiRwXZfMxRfj37hRGEFAh0KSlDIxgb16NVGg4sQJaYEGAqhcDGBpqaiVPbGL0dKCO28exuHDApKSSQGHR45AIoE7fz5uba1cz5mMzCAGAjiXXw6lpfhvvhk1MYHb1CTM9Pg4ZLNkPW89XVsrN0N9ffk4OcPvJ2BZNM2dizVjBj7DwAmHyboubjzO+MgIPUePUl5SQl1zs4DSTEauh2hUQGYOAP6x8rKrjYMHxedyYkLa9p7JcZ7RDAbl+Z7pN+l0PhfcTKfzzLX+EwyZX6pisRhKqVdFBTxV//+uKQA4Va/ZWrJkSf5H9c+pP+YDqJctk9zYFyk1PCwLdK6NoxTqyBHc2bOhtJTsxAT2pk3Unn02DR/8IM8+8wzuqWzj6cqynhcV577xjfDGN3obpVHNzWI2bNto1xUz3VyCQTIp7VmP9VEtLaJYRKLgdEUFzm9+g9HeziKfD2vnTuw5cyAYxHj8ccktXb1a2EKA9nZ47jmIxcRSpreXVE0NmYMHcVasEKawr0/AhM8nxyIen/ROi8UkgcRrL6qRETlW2Szm734ngMc0hV0rLpa5uyeewLnsMvS6dfI+7e24TU0Mz50LhkFk1ixh3hoahAl76imJVFNKmNq1a7EefFDSPTo70Z7/oC4vx+jry/viuXPninp5bEwAVjgsohTHEVA/cyZYFoHrrxdA6UWRuY2NuJdfLoyOB1xNr2WqGxtxLr4Y85FHIBolWF5O+OBBVCKBU16OzmRwslnGp08nXVFB8fg4OhjESKVkOzyw4M6ZI6DLtmWWznXzSRuqqwvrhz/MK6Vz10VuPo/SUmkHl5aiUimMgwfluDc0yAzlhg1iFVNbK8dkxw6cCy/EOHBAQLLX5lVK4Tt5Mp+PrINBuc5GR+X4WRap4mKZEzRNATCuK3OdxcUi5gmFMNrbUT092G95C7577xWw7VnrYNuY+/aJvQ/IMTAMOd6FhcJ0Qz6iLeeDqH0+YcBzYxmZjHzncm3ZSISkbWN532sVCKAcBwtERAQ41dVorWk5dozC3l6KOzpERGNZsi2n5n+nUpjPPCMZz3V1OOeeK9exaZJ917vw/eIXkrITDGJfeSXuwoXy3a2vRzc1YRw9Ksro4WF0fT16xgxc1yXc10f4G9+Q69IDvPYVV7wsG5icAOSVbi1P1VRNAcCpes3Wn8P6nVqnUwH/qeUuX465f39+Xi8XM0UoRCqZJJZKUWpZzCguRt18M0sfeIBwcTHGtdfiXnutLLZjY5NZuC9VSuFecw3m4CB6ZASFxMPR2ysgCshMTOAmkwQnJvLGu8pbrOxbb8Xo7SVQVoZZVAT792Peeitq504BQ0juqvPlL+O+4Q3iafiud6EefVTae2ecQWrFCmJf+QqV7e04c+ZgBAKy6GYyEuGVW8Cz2Xw7T4dCMk/muvl2ufY8B3FdmbGrroZkEuuHP8T65S/R06aR/bu/w02nGdq5Ez0+TtkVV2CuWAG/+Y20YktLcRcvRk+fLukVZWVQUoKzfDnmE09I6zybRc+fj7tyJeqhh8QrLhAQUBEISBpJe/tkS9C2UWNjWDffjHJdWfRzgpzeXmm5h0JYP/sZxqFDcg6TSWllnnuuALBlyzC2b8fctUusQyor0RdcAIcP4+7bB5EIpUNDWF1dOFoTr6ggPDIi18G8eQK0EgkBcaOjk/56BQWipH7qqcn29Snzq2pkBGPbNvEM3LNHBCLZrFgAtbXhLFqEWrRI3rejQ1g/76bJXbsW85FHRJ1dUSFsYCxG9gMfwDh5UkCkdw3qQADj0CH8ubm7nIm3bcv5HBwUS5TxcbRto5qb0eecIxnWueg/nw+jp0fA4VvfiltWJupakFnP0lLM554T/76ZM8W4Ojdvms1KckpOSOPzYXR1yfkoKsIpK8O1LFyPRdd+vwhzvOsN0yRQUcG8efPQ1dX4y8pQPT04joObyaAtiy7XxRoepiQcJvT1r2Nu2pS/0bFbWsjecIMci7o6Mp/8pADfYPD5wqvCQjIf/jC+22+Xm4eFC7Hf/W50eTlOLMb0J57AyGZFXDQ+jvm73+E2NOC+xI3ni1XOA/Av/T2cqqn6YzUFAKfqNVt/6Q/ey0kCcT/wARFGbN0q4Oyqq1DNzWSPHCFTUECZbWPW1OAcOYLxxBMYXiC9edtt6HhcBA89PbJoffzj0npNpYRlKS+fNL09pfSZZ+KUlqK8xAi9ejXq0CHMm29GDQ/jmiax+nqChw7JYheJwPg4TjSK5TiYSFYrXmKC8fDDktbg+dUxMYH55S8Ly2UY6MWL0YsXC8NomujxcU6+4Q0UdXdTlEpJdu3IiOTn7ts3GelWVYUuKxOFpzffRiwmuboe+NOBgNiFpNMS6ea60v4rK5Mc21tuYduHPsS8p56isqUF9u1Dz5iB/c53yjbH4+h58yQFpaUlPzNndHeja2qk7XjoUD6v2G1qwty9Wz7LtsViZdEidCwmreSODgEyjiO+cu3twljlmOVMBpVM4vvmN2Wf/f58LBkTE9LqjERQrov9zndiRKMYmzfjrFmDnUiQGhykwDQp7ehAJRLocBh3xQpUJIKzcSOu1qR6eykcGMD0FMW6sVFarJGI2NOMjUkW8Jw50kKdvJCFcTtxAued78T1+4Vl9cyRVW8vqrsb54ILMJ94YrLdWViI+eijOOeeizFzptj/9PXJvKRporJZ7A98AN93vysClFAIu7AQe3xcZvQCAXxPPz0ZX2YY+XPqVlXhLliA7/e/x7j1VmGFHQentlZawa4rSvI3vxk9axY6kxExBWBEo3KeAGf1aqwHHpDXgLB/qZTcOFRW4rvzTrkRi8dlxrS7G+fyy0nOny/Pr6mBcBh3+nQBi8ePS+wdYMTjmMEg1NZixWLoYJBMQQGuz8eRI0co3L+fJY89BjU1+EtKsCYmsB55BHv9erQHgPH5ZH7wNKUbG8l89rOTx9v7nXJHRwmOjcn4SDgscYCHDp3Wm/HPqSkLmKl6tWoKAE7V665eVhRcYSHO5z+fTyBIFRbScv/9NP7kJ5RPTKDKy7H/+Z8x//u/0UVFZAMBfOEwtLVh3XKLMAjV1ajeXsyvfAW3owPz9tsl6qyqCufzn0evXv0HH6vnzHmeYaw+5xzsujpUaysjiQTjLS2UZ7MiNhgdJZvJ4ITDopr1PP5IpYSV81TFgCzcwSB6eBjzX/8V1dEh4oy//VtoasJ1XYLBINXLl3Ogvp54PE59by+Nvb0E5s4lUFQkbeeCAmkzNjSIr1uOIS0pwZk1C+Pkyfz8mg4GhT3xRB05xXG2rAz74EGW3HILxQcOQGWlMIktLZgPP0zmu9/F/4lPCDNz221i3/GWt0gOr2XhXnABeuFCsRk5fFhEJH19uHPm4M6ejblli7SS02lROA8Py3bmDHnnzcPVWliy3l4BHx4owzTzIFGbphggOw7m00+jWltx3v52nPe9D7enB6u3l2xHB+kjRwgnk5hLl+I6Dur4cYmCC4cJHzkiLK1hEOjrQ9s26fJyhmfNoqiri5DfL6Cou1vYVY85dpcsEX9EpVCWJeyabWM0N2NffTXWj38sgCMQkBZ2fz965kxJEolGMY4ehb4+ee8jR3BWr5aWrPcad/p0zI0bpSVfXy8t6ZERVDRKUCnqenpwvvhFfOvXCwOcA6Hj4zi1tWQvuwzfpk2Skezl8aqREQzPtsaZO1fESxMTOAsXYm7cKDcAOcuZtjZpdRcV5VXF2LawtMPDeeGR+fDDwr6dkj+tslmxBwKc88/HaGsTz0rHwV20CNsTdWnLmtym8nLU+DgBpahbtoyaVavIjowQGBvDGRnBdl3SkQhmOMxETw8F9fXSas21vn2+5zOAp9YLbuacYBC3oCCf000slncgeDkVi8UoKCiYYgCn6hWvKQA4Va+7elkAEGSBrapibGyM5m3bKF+wgMiDD+LkhBxKoX/1K1m8AwF0bp5rYgK9ZInMp5WUoA4cwPzqV4Up8PtlJuvTnyZ7113CBr5UzZiBnjGDbE8PsWQSZs4kU1BAdHiYoOMQnjsX3dYmqtjcLFUgIKAB8rNZeIIO4957pY13+DCqrY30N7+J8dvfEnr0URYFAjjXXkts/XqGensZ6O/H2rsXP2CuWoX/3HMpeeQRVDoti++ePXIsLEuUxaEQat8+sQzRWtqO9fUCWLNZdFcXbjZLMJ0m1NIiIME0oaEBXViIsWMH/htuwNy8WRZPvx/V1YW5YQPpBx7A/K//EibFsnDWrRPQGwiIh9tllwnI7eqSGLLmZtTAAO7Chbhz52I++qg8P5MRNfYpwEoXFYkno+MIsxaLyd+8GD1dWipAsq1NrGQA+8QJAnv3EtIaPX++RJBlMpijo8LKeYyerqkRocbOnRCJ4Js3j5pjxyAaxQ4GIZHA57G2dl0dRkODtK6LiuSaSSal3asUxpYtmLmRglw0muNIAseGDTIn+dOfyuO5SqcxurpEzFBQIDcImQzq4EGcyy7DnT8f4/HH0Vpj+P1i0uyplXVtrVxXqVQ+dtDX0oKeMQOzvV0U3YGAXGOeVVH2kkswclGLoRDuGWfg3n+/gPJsVrwck0nU8DDOkiXy3rGYCFG8/VFdXXnmTQ0MTM5C2jYqnZ6cgwuFsN/8ZszSUrTPh3PJJXmgZoyOivLZy+LVJSUiVioqEjFFLIbfY4HdQADV20t8xgwOTkyQ2riRKtNk5kMPEWlvx/T7sdevx7722sm54D9Sjs9H3wUXULd3r7DU3rXqrljxp/3u/JGaYgCn6tWqKQA4Va/Zejkt4NNlAavjxzF++UsYGkIvXox7/fWT5q4vqK6uLg4fPsycOXNobGyUbTlVyPH2t6O+9S3CJ09iWha6rg7l80nLKhSSxTuTkfaj1yrFdSUbd+9eadkODQl4uuiiF42kMwyDeH09/W99K/E77qC8rIzQ2WeLoOXb35b2bF2dAL1kUlivcFjmGDMZEW14gEY5jrTPjh3D+td/xXrmGWljWRbGf/4nhcEg4Vmz8B06BG1tpKZNo3XNGroDAUpmzKBx3z4KgMDZZ6OvuQbz3nvFEHrGDGGg2tpEWZvLsS0oELPmiQkCSgnzU1oq+59IwPBwPlvW2LFj0nS4qkqELPv34/vCFwQkBALSIlUK+/rrcVetwvrBD/KG0e6CBRiFhQJGAwHcCy8UsFRSIsbVGzei0mncGTNwzjoL87e/zbfvVHt7PjeZdFra/7Nni5Clrw/zySdxHnqI7A9+QCCnrk0kUCdP4nZ1iRhn7lysDRvk+AeDEle3dKmonxMJAcgjIxAKYS1ZAqOj6I4OknV1uBMT+PfuxZdKkWlsJOCph/H50F46iLljhxy7kRH5W86mZ88ejGnTBLjmZuhAgFN3N86VV0orMp2WmxXA2LGDgbPPpmjXLnxFRVjJpDCix46hOjqwr7sO35e/PMnqlpRIq3X6dGEn29ulrey1fXFdjB070A0NZC+9FNcw8HnXucpmcSsrhTn2bFUoL5d5Uy9BRZeViXH0wIBsel2dGFSbpgg4XBcjmcwDQKO5mcBNN8n8qWXhbN9O+vOfl5svy4KyMmzPuoVsFmNiYjLpw2u3q8FBmc0sKyO4bBlrLrmEeDyO+upXsZ59loHiYvyuS+gnPyEVDhN805teVIjhOA6xRYvIXHaZjCyEQiIe+VNmgV+kpgDgVL1aNQUAp+p1V6dlAHt6MP/pn4TJCQZhyxZUVxfOTTc9T6Hnui5Hjhyht7eXlStXUv5HmDp94YU4RUUMP/ggvnCYiquvxrzvPoxf/1oWOEDPnYt69llpzxYWCghIpTC/+12ZT5ONxT18GOd978N46CGIRmV26pJLJsGJUiSTSZoti6Vf+xoFlZXCwADOP/wDxoMPil1FRQVq1y70yZOyDVVVk4bPsZjMA9q2mAmbJtbvfy/WLqGQtNoSCYx77sHX3CzzYoWFFHR1sSiRYNaddxJdtozR1lZaOzuJmiaReJzaSy5hWiZDoK9PxBLl5egZMzCeegpsm5TPh+HzYZWXkzvKynWFjRkakgXc8xjM5+smk2I7MzIiXnn33AOGIXN3H/mIsKnPPYf1y1/m1clqaEjazP/2b+C60o7PzQG6rihkQUBXzny5pASjr0/scLJZdHEx7rnnYuzeLdsVDAr7198vbOC//Auh3l5USQkqEkFHo6iREcyHH8ZZu1Yi8by2H+k01iOPkC0pwZ0/H93UJKMAxcUiXvD7ReQSDlMwOCgiCtfFLi8nHQqRrK4mbJrYNTUER0clLk5rnHXrxLPPi5vTZWUQCmFs2iTzkbt25YGhXCAOxokTwg57ANwtKcF9+mn8+/fjq6vD19WVZ9owDMwnnsB+//sxGxsFIOWyrMfG0KaJ/elPi11OPC776s0RqkCA5I034jQ1Ef6Xf8H38MOo0VGUbYtJ9cyZ6MpKjN5enFmzpIWayYjFTCaDMTSUn5fT06bhVlUJOHRd8YbMZDA8Q2n/N7+J6u2V9JRkEnPDBqwHHsC+9lp0UxPOihWY27blDaidc87Jz/fpwkJ0YSHO6tUCDtvaxI5GKQpDIYInT6L8fgqVIh0K4cTjDG7bRltxMaWlpZSXl1NeXk4wZwVzym+HaZrohgacFzGP/3MrHo9PeQBO1atSUwBwql53lVMBa63zLKKxZYvMv82ZI2zbyAjGpk04vb3gKUIzmQzNzc3Yts3atWtf0ndLr1rFSDCIZVlUzJyJ8/d/L/FW7e1QVoY7eza+a68VFjDnqxeJSBrHokXSlhsexnjwQdTWrRJNpzWEQjjHj+O+//3oe+8l09xMWUkJsz/+cSIvmEfSq1bhrFol/+jowOztFSDV14caHMSdNk1EDYODYoWSM522LAE9WsvxGB4G08TcsEFaod7clq6sFC/E3/2OsqoqShsa0G95C8lkksHBQfqHhjiydi1FrkvdwAA1W7di1dfjrlmD/dRTaK3xzZyJe8EFsGcPhif0IBSSmcJp06RtaNuShFJYCNGobEMOGM6cKYa7u3bhdHRgPvywmFC7rjB1ixaR/fd/F/+2o0fzySOqv1+OdWUlzvr1qNFRzAcekFSR/n5UMim+dlrD0BDu0qUCZvx+ySJuaZE2q2GQmD6dZEEB5Z2dkuwSDgtYdRwYGsLYti3P7uG6AmITCcwtW7A/8Qmcd75TWrKeMlu1tOQ/n6EhOSfTp2PU1BAZGoJsFqe4mEBXl4hdlMIuLYWeHpw1a/Dt3CnCmqEhubYA54wzZAbQ+zeGIS3/kydxzjtProuBAYwNGzAdh/KhIZl59Fq2AO706RgnToigZeZMjK1bBTgqhdIac8sWnHe9C2fZMtmXdFqAvW1jjo3hX7QItm4l8PjjuLmM4VgMMhns+fNRfr9cc5EI7qxZsr3ZrPha5nJ/EX9ClUhMno9oFDMeFwYuHhegmMlgHjggYw62PSm2sCzsd74TPWuWKLxLS3HOOCPPsjvnn4+xf7+cX5DZ3Jw/4MQEqrNTGLyiIkKeaffM5cspW7mS4eFhos89R2r7dgKGgbl8OcGLL6a4pORVSQGBKQA4Va9eTQHAqXrN1stpAcMLcjlzqs9TItjIZaUC0WiU5uZmSkpKWLVyJb7W1nyLlpwy8DRlGMakV6FpitI2V8kk7vr1GJs2CcvmgTs1MTHZeg6HobUVdeQIyjRl0U4kMG+/HXfjRvSWLdRpTa3PR8A0cT71qT/uKTZ9Ou6VV2I88IBsy8KFuOedh/n738vAfkmJeJvljkMkIkBrfHyy1Zc7Lrk82+FhVCaD9Y1viN9aJIL94Q8Tuu46pldU0NTVhRMIMFhfz1BZGal9+yj07DX0WWdRfvXV8OST0npdu1ZYnI4OOR7z5+OedRbqkUekndjdjfbAgG5owOjulnasx6iq3l58X/iCLM4lJdL2TqcxDh4UMNLcjP9LX8q3R3VZmWTTai2Ck7Iy3MZGVDottia1tTgXX4xKJjF/+1sBU0NDMj9YUyMt564ukpWVJCorKZ2YkLmyeDzvjUgggF6wQNi8bHbSINjbBqOzE/P3v8d5y1twrr0W1dcnPoeOI/Ygl1+OsX07RCLSOm9vl/MRCGDMmoXhzdi5lZW4loUxMEAilSIQDgs4dBw5LyUlGIcPY195JdbddwtoymTykXBqaEhuPjZvnkxK8fulDV9eLqbN8bgwdvE4xvbtonrevTsfKedOmyaxe8eOicWMF72nLUtau93dqD178qbOhuvKzY/HVhq9vdhLl5KZORM3k8GYMQOWLkV57X41PCw3JggQzUXuqXgcHYmQLSzEHB+X72MyKfOlBQWT85CneIaqwUHMDRvy7J7b1JTP+tXTp5P9xCdkjlVr8VicMUO+wkeOyLWVTOZnJnUwiLtyJZFIhKL+fvxPPAE9PWRdl9TBg7T29rJv2TJCoRCu65JKpf6AHXw5NdUCnqpXq6YA4FS97ioH+hzHmQSDa9Zg1NZKrFg4DPG4pIFMm0ZPTw8HDx5k1qxZzGhqwrztNsy77xbftpISYfbOOw/lWXTo+fPzC/0fxM6dWqEQzj/8gyxunu2Hu3695NkePy6pGgMDYrPhecRhWajxcdyTJzFaWjCUwvD5yGYyGL/6Fc611wqj5ziSZPICMKgvvhhn3jxhPsrK0DU16OJimX10XflMDwCpsTHchoZJ5sTvF+AwNibgL2fUq5QoIpuapL166624c+fi+9rXMPbvB61pmDOH6u98h7FPfpK2u++mZHiYRHU1+30+ZsyZQ/2OHYQGB1GzZpH1Zi/NO+6Q1u7q1Vi//72AGdPELSmB6mr0xISwaq2tMsOYy8zt7BSQUVKSV2v6vvrVvLmwrq6W+bfh4bwYQx04IIv9BRfgXHIJ1s9/LsewtBRdWIg7a5Ycl5wX4fnn42iN+Zvf4Bsfp6yvLy9wcGtq8hFm7uLFAkByvn6xWF6cQTCIrq3F2LYN6847sW+4AXf+fKxf/UoUxqOjKL9fWqONjQIMPaDmrlolQgpv/1Q6TXBkBGXb+AyDxKJFuNu2SXpGQQHK78ff0yMzpU1NkrfsJdfk2s29c+YwzTAkps5xBGi6LoyOYoAwgT4f7qJFAsgXLcJdvFgi4NJpYd5SKYxNm7CvvRbrZz+T9rvryrXrupKgcd55ApT7+yfn37RGmSb63e/GmD0bo70d32OPYTU3oy0LZ8EC3FmzsHNsdigkbd9c/KPWmLEYhmlK27iiArq6RNzjzefq0lJ57vg4/i9+EfPQIXRREdbRo6jubtJf+1reW1PX1kqc2wvLtsXTb8ECuSFIJkWU4723uXOntJ6XLsVSiqKTJ1na08Pw+99P68mTRKNRtm7dSjgczreKi4uLXxYzGI/HiXjbPVVT9UrWFACcqtdd5X5sbdvGn7NqaGrC+cpXMG67TdifZcuwb7iBlqNH6erqYvny5VRWVqKamzHvuksWw1zE2be+BbffPgkAlyzB/spXoKoK0zRfPK1k5kycr3xFFttwWALjp03DvOUWiEZxFy1CRyJYt98ubBfgZjK4to3pOCKaUArTm2czb75ZbFm0Rp9xBs4//RMUF09GnxUVQX29pBNoLa3ws89GzZkjkVvpNNaddwrD1tws7FppqbRaCwqE3amvl7zYbFZUxUoJMO3slBi2gQH8H/iAMHHl5WJ7c+QI2S9+kZZ161jz618T8DznFl58Me2f/CQnqqtJdXZilZUROuMMKgMBKg4elFSL4WGxfHnjG2WOrq8PHYvh1tVheupmlBI7jYICdEEBKhpFdXTIfhsGblUVpucxRyYjDGYigfX44+jqapzzzsO54grxCJw2DSeRwLzrLgyv7e5efDH21VcLkEwkyJomqWefpTAQwDKMfMKJs3IlTJuGHh8XYDY4KCA1lRJw6jjy78JCMZuORlGjo1jf/S7aMPDdfLOwz5Yl83nbtuFOn072n/8Z3/Aw1m9/KzF1XV24c+firF+PcfQoxubNAs6qq9EzZxIeHIT582F4GH8shh4fR2cypA8coH/dOqZ1dWF4jKTr5T2HT5zAfeMbMe+/f1ItnBMGKYW7cqWA6kwG6557sO69V4671pJHbJoClHMxcvPmoVtahP1TCjU8jLF1q3gWrlyJ+fjj+dxjXVSE0hq1YAG+TAb/Zz6D0dIi86ljY5jHjhF/3/vILl4MmQy+4mL8uVnGYFDa4KaJ5Z1vXBcdCEyafRuGXCeI/Y3Z0iIAUmvcsjLMo0fF0/E0FkynljtrFlRX542vlW3jLls2CS6zWfks78ZLWxYqmyUSiVBcXIwFLNCa8b4+BpNJDvb14TgOZWVleUAYOCWz+E+peDxO7enA6lRN1cusKQA4Va+7UkqdPg94yRKcb38bkHm/vXv3kkqlWLt2bb7Fovr7pS2WGxivqRGRQGsretYsec7OnZg/+AHOv/0bhmG8tOWMYUxGXAH6rLOwV6/O+6EZDz2E++yzqMFB7FQKx+/HrKwUdjCTEVbOcaR9+uCD0roLBiUFw7O4MH/+c8hmcZctw/nc59CVlbiui+s4GKaJqqmBmhq04+AeO4axZQvu/PmS27pokcSUaY1OpYQFC4Wguhp3xow8SMK2ZXbNA1haKWHiDIOsYWA89RTnPvIIRjwuKl6fj8DDDzNj9WqcD34Q27YZHh5mcHCQPX19mGeeScPcuVT19BA5cABVUyNM7aOPCljVGnfePJzzz8d6+GEBU/E42suGzTFturhYMlxz3n9DQ3l1qvZmp8ynnsJZvx5dU4P1ve+JZUosJv5x73ufxOKVleG89724P/wh6c2bKYxGMRYtwj73XMwHHxQWtK5OzLHTaXQ4LNeLbaOrqnCXLZPZy9xs4PCwMKhaQyolSSTj4wImstm8vYpx8CCqsxPr8ccnWTvXFR+/d72L7P/9v/g+9SlJOxkfR508iYrFcBcuxBgexhgfF7axuppgRQVlra1MzJ1LoL1dcmmjUUzbprStDfuqq9Dbt4shs2fwrbSWGxS/H2wb6667BPwXFUkL1nVx1qxBe210NTaGCodxzjoLq7lZwGw2K8ffM6d2Fy3C2Lp1EhxOTEh7OxZD9fZiHDsm59FT4ap4HF86jWuaYiMUCpGdPx/DO3a6rIxkNCqg1jSF1fRa2ToHZk9Nfunvl8/2bgZ1JPI8pb0aGpr0EFy2LJ8Mo2tryXzgA1iegMVZtUqi3Lz3cRctgqeflu0PBDBiMbJveIMA5XSamgceINTWRjibpbq8nLnveQ/R2bMZHh6mp6eHlpYWCgoK8mDw/2PvveOkqu/v/+ctU3Zne2fpS+9NVLBhRY3dFI0lJtbYophYY9TYe+y9xhKNvQQLCBIBlbJL78uyne19Z+aW9++P151ZUEAw+vma/OY8Hj4SYHfmzp27e8+c1+uck5aW9p3qYGIEnMCPhQQBTOAni/8k+HRXdXDt7e0sXbqU1NRUpkyZgmn2/Bio/HxR6urqIDtbRmGeErft3p62YQPa4sXkP/EE2bW1GNOm4fzud/FR0W4cYJwUugceiFq8mPZ581DRKCnDhqEXFOB++CF6YyOaZeGYJnowKLtngYC4fgHtvfdkHGnbEAqhz5oFuk70t7/Fd9ttBLZsQRUVYV13nbhfDQPnxBNlnNvcDBkZklP24YcYH34oI8SMDNyRI2UkWlUlNWjLlgmx0TRRRzVNYkX8ftzGRgzLwhcLUIZ43Zpm25jPPYcxZw6+wYPJP/988kePRilFS0sLDQ0NrNy0ibwNG8icN49ARgbJo0ahDxsmbRm2LZEhEydKKHNlpZDW0aNxx42TjL+ODvRtOm/xQpwJBmWH0+tz9t1/P+rNN+UcGQaYJsbixajBg3GPOw62bsV65hm0xYsJ6Tp6v364hx0GoRDu2LHoS5eKQ3jrVsn4239/tFWr0Fevxh0/Hq28HK2qKm4i0RobhWT16iWZiBs2iILU3o5mWaJUIhE0/osvlvc2GBTVzLLAdTFmzsT+9a9xp0/HeOMN2ZNLTsYdMgRVUICTkiLVfUlJ0NyMUVNDEuA//HDpo21rQ5kmVihEFHBfeomuAw8k/V//kh1BLw9P84gW3d1CaLOy4kQfj0SqPn3QKypw99pLCO+0abgffST1cJEI+HxoZWVoFRUyBn7qqbgqRyAAhoG+dKmYemwbvbq6x33suhi1tXHF3u3dG93vRy8vl9o916UrKwstKwu7q0uyDXU9fg0q143nAGrd3fLhxItAIhqVmCBvB1CrqMB/223x8HLVpw/Rq67C9WJj1JAhWNuEsm8Ld8IErHPOEXUzHMY65hghiEBgxQpSS0pQI0eKmr5pE7633iLtL38hbeBABg4ciGVZNDY20tTUxIoVK1BKxdXBrKysHaqDXV1dCQKYwI+CBAFM4CcNLTaC2kPsLAy6traWFStWMGDAAAYPHvwtkqnGj8c59VSM116DTZsk/+yAA9CKi3vGZl1dUrd1990EampwDUOMFx0dqHHj0D79VB7rqKNwd6MIvss0KZ46lZz+/RnSrx/asGE4gNHYiFq/HjcapQHIb29Hb24WdS4YlKV7Tw0iNVWCqP1+tAULCHz6KXp9vahUdXX4L7uMyKuvStyLz4e7997bHYNz/PFCUmprZSdun33Qly3DfPJJucn26ye5ZgMGYGzeLKrbxo3Q0SHL/oYhxLCrq0ctrKsTxWfjRrkZL1uGtnkz0UcfRd+6lby//528pibccePouOIKuj7/nLbaWhpSUghPnEj/ykoKP/kE35o1aI6Dc9BBuKNHY8yZIwQ2K0uISlOTEEPLEsfvAQdIb3BXlxD4jg4hr2VlaKtWyb7l4MFCzrq7MV5/HdW/P/bLLxNctw7d50O3bYnkKSqCvDzw+7EvuABt0yaMBQtw9tlHwrxtG9XQIB8IamvFFDJ6NE5KijSapKSgevWSf29vl/ejszM+SlQ5OZCZKepY7HqNmRqQjD//+ecTffJJ6fr1+nO1cFgaSiZMQAH6ggXxSBZ38GCc5mZqR4wgDzD9fnzhMGZHB24kQtnUqQQNg0A4LAQvFomzbh3WDTdgfvJJj3kjRtCamiA1FWfCBJzjjpNjWbRIdjPb22UftbtbSODy5bhHHIEaOlRaaSIRUexaW9G2bME94ACpwKuo6FHlTLPHoAT4330Xc/FiaGrCWL2ajsJC6q+4gsGFhbimiTV4ML66OllJ6OqSUW0seqW7W8whritKbVqamH9cFwWY772Hvn69mEL8frTycszXX5d6t++CpuFMnYozdeq3/6mtDR3ieaFudrZcdx0d8nMH+Hw+CgoKKCgoQClFe3s7jY2NVFVVSU1dSgpZWVnk5OSQ5gVX/1gu4FtvvZUPP/yQkpIS/H4/LbHe5l1AKcVNN93Ek08+SXNzM/vssw+PPPIIo0aN+sGPL4EfHwkCmMD/JL5JAJVSbNy4kbKyMsaOHUt+fv6Ov1HTcH/3O9QBB0BjozhNdR3ziivQ1q8XxWDYMNzx4zFeew1n0CAiHR0onw/t44/RP/qox2HsGQ+IRtEWLRIl6aSTJALGQ2NjIyUlJRT27cuQww7bbhzk3HILbnExTjTKxvXryV2wQNzCXmWWMk0Z2/l8Qr7kASV814vQ0Do7hXSUlUlunqaJgjR9ury2GHQdd/Lk7U6FO2UKVkqKxGW0taF/9ZXsCnZ0QG0tls+HZhgYhYUypvO6YzUv9iNOmL1xMX36oBcXY956K6aXeYjPh/HRR6SVlZF0441kt7TQ75VX6P74Y+oLCymePJm0LVsIZWTgP+gg0iZPJpiUhD57thDgtjYxURQWSoVaaqqoWenpkiXodQQTCuFOmCCmldZWaGiQY21pkeO75x6CXpagFgqhvGoyfcMG3JwcnOOOw502Da2yUghHfb3kOra0YJ97rkTMvPmmrAnoumTv+XzyNStXCvnIyMAZPx599WqpKSsoEJW1okJG/ampUgsXGwMnJUF6OsbXX8sI+1e/Qp87F72szHuDxMARvfNO/GVlKMOArCwsxyG8di3G8cdjtrSI8SkYRPP70XNzGegFPbuvvir7q9GokOj2dlpqasgZNkyyBr34F7xIFueEE3D32gt98WL8554ru45dXTJqLyhADR0qKxPt7bKDmpWFtn59j5roOLK/qmliLtm4scfE4fPJeQCorcX4+98l4HzYMLq8Mfe4UAg9NRXXdXFOOUViaTZswE1Kwjr8cOyRI9EdB721Va7HtDTp462pEbeyR8K0DRvQa2tRTU1CQINBeT+3RUdH3EgVi8j5LkQyMuQD2NatEr9TU4M7bNhOq+Q0TSMtLY20tDQGDhxINBqlqamJxsZGli9fzieffMLKlSvZsmXLDoPt/1NEo1F+8YtfMGXKFJ555pnd+p677rqL++67j+eff56hQ4dyyy23cPjhh7Nu3bqEUeW/EAkCmMD/JLYlgJZlsXz5cjo7O9l3332/+xeVpol6sQ3sJ55A80J21aRJspQPaEqJQmlZQswyM0U1ArRNm9AffFDiKjo60JRCnzkT+7nnUMOGUV5ezrp16xgxYgR9vPHUdsjJQR1+OMpxaFEKB9AtC+XVlblDhwrBKS2NOzo12+6JcvEy7LTOTgnLfeQRUeqSklAff4x1332opCSMzz6TJfuJEyXHcBuoMWNwxowRMmdZ6EuXEh4yhO6uLoyiIlIyMnDT04UsFReLIuaZXdSAATKeDgTkpuhFd5ivvSbnKjVVcvC6uzHefBO3Tx/MZ55Br64mqGlkGAYDLr6Yhmuuob6+noaGBrrmzSNn0iT6+3xkrVuHr6tL9vfS0oRMbdwIa9dCe7uEBGdloa1ZI4RQ01DeexYLiEbX6erbl4jPR2ZdnYwPfT7Z3YtG0UpLMbq7cQ45RF5TURH2CSdg/uMfaN3dOD/7Gc7xx8vXNjRIBVhtrcSHDB+Om50t9XZpabiDB6NXVMRzGHUvyw5Nk7F7v35olZXora1CRMNhISaOg3nXXdiXXipjU298jVLopaXoFRU4Rx+NPncuxpw5GJZFEEh//XWs00/H9+KLQky8zl191Sr0UaPQc3IwKirESGHb2ElJ6C+9RMn++zNu1SrpE7YsGWfX1aHPmYO7116Yd90lH45yc2Uv0/tAEhuDqwEDxOx0yCFomzbFm0TcPn1EMVRKquZiIeSmKSpZc7N0/ra2inLW2oqzeTNBRMW0WlvlZ0DX0XNz4bzzcCoqJCInOVlqAR0HIxjE8TIANcvCLSyUVhfDkGu4pkaIazAY/7lVhxzS87vjyy8xX3xR9jWzsrDOPht33Ljv/J3TPngwHYceSsry5fGQauuUU3qczN8Bv9+/nToYDAbp7u7m3//+N+effz5PPPEERx11FCeffDLjduN4vgs33XQTAM8///xufb1Sir/97W9cd911nHTSSQC88MIL5Ofn88orr3D++ef/x8eUwP8tEgQwgZ80/tMRcEdHB8XFxSQlJTFlyhT8K1eiLV8OyckSA+OpAt+JjAzUoYfG/+juuy/a4MH4Vq4k2bLk3/v2jQfZyhe56GvWiAJlGBKFsX492nPPsfGAA+guLmbqqFGEtjGI7Ai6rqNMk8gZZ2AUFUm1WH4+7r77oj/+uNzY29pktOm68r/d3XIs4XDshMhNNRQSxWPTJvTnnsOcO1fctH6/3Oxuugn34INln23tWgm0njgRfD6cX/2KFk2jqaSEjNNOI/mXv8RdtAjjn/+UjL1BgyR2pX9/adwYPRrt00/FKGFZohh5I0dMU3LWamuFuLa04LvjDiFmqalSV9fSgu/xx8keM4asQYMYOnUqXV1d1NfXs8nvp6SwkOGRCBkbNuDv04dgnz5oSUk9gb+HHQZJSeKgrq0VA0tjIyo/H5Wdjb5hA7ZhEA0GSfeIGN3dQlJcV8a5Awei1dfju+EGomPGoJWX458xQx7He0+dE0+EjAzsSy7BvP9+2VsbMAB3333ltWzdKnt0W7bIe5CWhjN6NMby5fI4vXqJoaCqSvYA/X4xiHiVdCQno3V1Se2dpok5o6NDRp1K4bv3XqIPP4z++ONC1D2CqNXUYKxdiztpEtqKFahgUJRIL//RnjYN84035PoIBDB9PnIqKwkOH47bqxe+sjJcz12r6TrOBx/gnnaavGe6Lh8+olEhlRUVuE1NuHvtheNlYaohQ4QEFxZKrV9pqZByTZO905wcGS17I1tN02R3tE8fyeGL1ea5rnQINzX1/EwsWID5t7+JMSc3F/uPf8SdOFEUzexs3IICcWxrGkZFBc6gQThKyQpFRoZUwXkqsMrJka8FtKoqfE89JesUeXnoVVX4nnySyM03f+fvClcpuo48kuixx0qEVF7eTqsmvwuapjF58mT22msv3nvvPZ588klaWlqYOXMmM2fO/EEI4J5i8+bN1NbWcsQRR8T/LhAIcNBBB7FgwYIEAfwvRIIAJvA/CcMwaGlpYe3atfTt25ehQ4difPQRxt13y86SUujvv499331yI9pT5Obi3HAD4bfeom7NGlKOOkqe9957RYVSqseV6DiyM6cUWn093R99RN6CBaQrhTF7Nu6//41z001C4kpLxdE6Zsx2VXCapuEmJ+Mef3z8EJRSRC+6CKNPH/TKSrlhrV6NXlIiMRY+n6hNgYAQrpQUIX+egcT3yiuizCUlxTP/fA88gF1aiu/+++XGHAziHHMM0VtvZXNTE1uGDGHMSSeR7p0zx3vd+qJFuL174x5yCKp3b3y33CL7XiNHyi6jzyemjEBA3Ju6LmTLGw3i80m8S4wQtLQIaWxtxX/ZZZCejn3WWSSfey79+/enf9++2L160ZqTQ8d772FVV2OlpxM99VSyU1PJe+EFydRLTxcjSGamPG56Os5BB+EYBlpFBb7OTtLLy4X0JSeL8uY1k7gDBqDZtrheGxrwn3kmWlWVjNVzciASwZg1C+P553EuuEDUwo8/FtWuvj6+3+dOnoxKTpaA5lAINWYMatQoXMuKZ+xpdXXxXEInMxN9yxY0z4lLIAAtLejNzULsvHMTC++muRn7jjswurrkPdd1IWauizF7NtbVV2OsWiWj7qwsnH32QW9owN17b1RJiRC5QEDGpkBScTHu6aej3XUXhlIox8EOBNA3bWL5iy/Sr3dv8pcvF5JsmvHr1NlnH9wTTxRzzRtviOu5qgo9ORln7FjcMWOwf/5zuXYLCoSQpqWhsrNF/Wtuhro6rPx8wpmZpDY04PM6rFV6etyJq1VVSU9xUxMqJwdt82bMW24h+sQTogzutx9aeblUGloWTlER0aOPxnUcnGAQX1qa9CtPmiSh162tcRewtnkz+po1Eu9SVycRR3V16LW1uN9BAGNNICovb89/n+wCnZ2d9O3bl2OPPZYzzjjjB33sPUFtbS3At9Zn8vPz2bJly/+LQ0rgP0SCACbwPwelVFwpGjt2rGRoOQ76k0/KUviQIWJSWL0a/cMPcX/zm+/3RL17E/3Nb9i0aBEDDj1Ubsg+n5hANA33iCMwb7sNbcUKUXZsG1vT8LW0kJyTgzZoECoSkf7WBx9EmzVLyENyMu5JJ+H86U9CCmpqCHR2brfT6Lqu/JeVBWefjet1nvLsszJGS0qSG1ifPnITq62VUbRSMv7y9q6I9RR3dooKU1KCf/58US1TUlDJyRjvvEN1nz7U9+3LXvvuS+q2hNnnwznuOJzjjtvu1FgXXYT5yitSsTZiBM6ECeiVlejLlsm4MDMTPRyOE0KVnCwkTNNELYtFuRiG3Jw7OjCffhp38GBUdjb+668nuGULKcEg1owZWH/5Cy3d3TQ0NrKmvp4tI0cyYMkSQg0N+CZPRvvtb9ErKzHvvhu7s5PwmjWETBNyc0Vpc13cgQNRw4ejL1ggUSWx/UHPFYtliUkmM1PISDgsKuVdd6GvWoXx4YdCrj0zjPnhh1innYZz+umosWOlw3j5csmaa26GUAjnzDMxXnlFCGBmJm5Wlqh7HlmOBYOjlHTYZmXJWN1zuKrkZFRHB4GvvoLCQlFzY6ovyHj9n/8UtdvbzTM++kiI7JYtuIMHY2zZIgQ8K0uibJqbUYcfjjtwoFwzPh+m44BtM7a0lKozz8SZPRsjHBYiapoox0Ffu1baSr74At9f/yoj3pQU9LY2tGgU6/LL4wHqqn9/eV/Ly4VQZ2RIJVtrK4uXLWNSIIARCAjxAxk1l5cDssOnVVaidF3iWJKSZHReVoabmysfWs44A+3AA8UY1Ls3vlAIpZQYSH7xC/wvvSTjap+PyH77YY8bh+a6mKtXy3uTmgo+n5DBPn3icUJ0doqJZM0a2ek8+miJU+IbzUM/EJRSe2QCufHGG+Oj3Z1h0aJF7PUdeYi7wreMc9tUbibw34UEAUzgfwq2bbNixQq6u7spLCzsCVANh6GzU36Rx8gPxNWwbyESgcpKIUh9+uzUybtdDqCm4R55JMR6RQGnvh7j1ltx29qwdB3VuzfBWGuBpsmN3nHQX3xRFEAv4kV/8UXcXr0w3nwTrayMfW1bgpgvuQQF8efUdb3nl6+m4Zx8ssRtbNqEm5QkVWNz58rOYizQOBgUB6Tryo5WOCxj5K1be+rx/H45B21t2LZNwRNPMDAnBy0Uwr7gApxjj93l+6AmTMAaP15ChZ98UojPkCFodXVCKlJTcdPTcY84AuODD6SL2DOoaLFxrK6LYtncLJlxq1fju+YayZpzHDFRtLbiu+UW1MCBZE2cSN7f/47x3ns4pkn90UezauxYGm2bUFkZuTk55Bx6KOrtt8kOhzH698c+9FDJyXv3XSHvGzbI+M4LAY5HiIwZI6TUcWTnzWvGAMTI8uGHMr70yKFm20K+li/H9ZQ158wz0Z5+WoiMz4czfbqEJhcVYXr5lNrWraL85eWhWZZ8rXdeVGqqhGbn5sp14rqozk5R+gxDru2kpB7zjWmKIWXNGpyf/1z2L196SUbypom2ZAn66tU4o0cLGevVSwhuKIS79964++4rjTherI7KyMC/ejW9L70UfcQIWLNGSJVhoHd30/7ee2w+/HAGzpqFv6tLzCNtbSjblqo+j9gCoraOHy/nKy8P5fOhamtZU1FByj77kDxuHFRXy2vRNNmH3Xac2tws5zgpSYwzgYCM5D1oa9ZgfPSR1DFOngzTp0vXtWHAlCk4ffuiKipwg0HsoUPFiGLbmM3NuH37oseUaE8JVn37yrj95ZcxZs8Wk8fGjejl5USvuALVt++P0gUcDodxXXe3CeDFF1/MKaecssuvGTBgwPc6loKCAkCUwG2Dqevq6nZuqkvgJ40EAUzgJ409+WTZ1dXF0qVL8fv9FBYWbv/LODkZNWIE+hdfiHu2u1sK6IcN+/YDVVZi3H47+saNKNNEHXYYzsUXxwNvibWLQLwJZGefgp2f/5z62lrcTz8lPTOT4PTpuCUlaEuXyuN0dsqNvqVFbvJpaTIabWzEvPVWIRs+H0m2jf7II9gjRuBMmyYKpt//7efMyMA56yycWAaaruP27YvpGQbcCRPEMLBxowRQDxwoESSxqrVQSBSnaFSaFlpaMF0XXySC0jRUNIp5//1iWGhowHz2WamU22cfrD/8QcwWPW8eBALYP/85pmWhVVbi7r03jrcbFwtjdvbeG2PWLFHb/H7pMB4xAmPuXAkQrqpCKysTJU7X0Ts7hWRpmuzybdqE79JLRbHZuBHl8+FzXQo3bCDnvvsIH3MMDQ0NVFRUsLmoiKTf/55Rn35KWnMzvlBIxnYDB/YofKmpqP33RwWDGG+9JR3KngKlkpIk69BbI1A5OeJ83bBB3pOODnntXjWctmED/gsvJPLii6iRI7EuvxzzqafkNXV0QCSCe+ihuOvXY7zwguxv5uVJb3Jnpyi53d0yio7tJsZIXm2tRML4/RIlU1GBM2oUhlfPRyQSzxo03ngD609/wnzuOdlL8/nkPW9vF+Jr27Bpk4zIf/5zuY5OOkl6ilta4vmEWmMj+pdf4vzsZ/hWrxajiGfmSAuHSa+qorGjg9TWVozGRjRdl/PV3Y22ebOMxSEecG5UVaHq6nB69aI0Oxtt4kRGjx4tu4ObN0vUjmnKPmDse5OTZWTd3S0RRboer1EE5IPCTTeJqmqaGP/+N3ZHB84vftFzafbpg9anDzqgez+/juNASgpOv37Yo0bJeLihAeuAA3CVQm9rQy8pkfF1Tg5KKVm5WLMGxyOAP7QC2Ol9yNhdApiTk0PO91lp2Q0MHDiQgoICPv30UyZMmACIk/jzzz/nzjvv/FGeM4EfFwkCmMD/BBoaGli2bBmFhYUMGzaMTZs2EfGq1QBRx666ShbW16xB+Xw4p52GOuywbz2W8fDD8ou+Xz+IRNDffhulaeiLF8vO3IABOFdeiRoypKdreAfjH9d1WbV+PQ0TJzLh9NPxZ2TgBgKwZQvG3Xejb96M8vlwjzgC/YUXegrtNU3ISF2dKBtJSeIibmpCe/99As8/j97WhjtiBPYll2wf5xLDNiSVvDzsGTN6buTJybgNDZiNjeirV8seVUuLdAavW4eblydOye5u2T/0DCJ0doKnQvkuv1zqtpSC3FyMsjJobcW65x70hQtFfUF2BN0pU7AvuURUPi/aBMfB2boVY84ciEZxjj8e5/DD0T//HGP5clF8evWKdxHjODIuDoWEvHR3SySL507WOjpEWXQcqcLz+WRX7NZb0TZsQO21Fx3A+PHjMQyD5rQ0uv/xD3zz5+NPToZjjiHp0EMJPfqoGDP69pV1gaIiiXIpK5NjGDoUNzcX/YsvRKlMTZUsRi8DjxhJ0zSJ/8jOll3DG27Auu02zPvvx3zvPXEjA/rs2URfegn74otF+f38c3HX2jZadzfuccehz5kjawRet7C9zz50rFxJkusSMAx5znAYLRpFb2qSvudYpp7Xk6tt3ow+d268Ro2WFvlfQF+5kujf/hY/56pvX/QvvxQjT+/e6HV1KL8fTBN3yBD00lKJhPnHP0QV9a43o6WF/mVlOBdfLEpjNCrNM4CraTS8+y5q4EAyAwGS/vAH9K+/FtLvOGxNSyNy6aWMGDtW9l0PPRR97Vp5TwHVu7eYekDihvx+qQWMVcD5fEJ6AWPePHm/Yip7NIrx/vtCbHfwIS32QdEwDLRDD5URe329kMIRI4jutReubaM5Dn5PKfR+wGMPEP95D65ejVlbKy7oiRN3/LO5B+jo6EDXdZJ2M4pmT1BeXk5TUxPl5eU4jkNJSQkAgwcPjhPO4cOHc/vtt3PiiSeiaRqXXXYZt912G0OGDGHIkCHcdtttJCcn8+tf//oHP74EfnwkCGAC/9VQSlFWVsbGjRu3i1MxDOPb2VmFhTgPPojT0CBEaFu1Kgbbluyy7GzZjUtJEUXwmWfigbnaokUYf/4z9lNPoXtjqW9++o9EIhQXF+O6LlOmTCEYG30B9O+Pc999ODU1omZEo2jLl6OVlMiCv+vKCLChQW5wuo5rmhidnRhvvSU3rGAQY9Mm6OzEuuYazFdfRduyBTVwIPaZZ4pysi10fXsXY04O9rXXigHAMNDffRdj8WLc/v1RmzbJ0n96OlpBgZgPlBJ3amOjhD97WX+az4fq7kZlZYkBorISw4vIUT4fxjvvEL3/ftlB80ZI3hsk488DDpCRa69e0ns8bBjaffehr18v0TQDBuCOGYNRXCyKViQiKmVHhxAf25b3pW9fObb2dtmjjDl6t2xBPfkk2a+9xj5PPEEoNxfa28nt6kLttx/hrCzq09Ko9vlora8nf9o0Bn38MaFlyzD9fol5OeQQzMcfl+7aIUPQVq2S9y3mhPWUI3fkSCGDtbUyrkxPFwITjaIvWoTv3HMxNm2Sf0tORrW1Ycybh/nww9hXXCHv6eLF8RxAd6+9sG+7DX3iRHy3347KysIeOJDGqirMUAj99NPRXnkl7hxWyclCjtLTRYG0LCGploVmWZhz5+IOH46+eHGcLKFpaB0dGLNmYT3wANg2/osuwpg5U86taeIWFOCOHCnXTzQKgQDumDGooiJxBIdC8WgXrbRUFLJhw2DtWlEWDQPDcQiVlLBo9Woyv/iCMfPno6WloSuF1dxM3tq15GZl9XTsDhmCPWOGjI6Vkufz6hkJBnuUWNOU40xKiq91sGWLjLnb2uTPsUrAWFMMSIPLli2o1FQJRfcMW2rUKJwLLpD3WtdxR43CLCzEcRzc1FSi++6L/8MPZScxEsEpKsIeMwYNSF+2jNDy5ZhekLf+9ddYF1zwH5HAWAvIj7Fj95e//IUXXngh/ueYqjdnzhymTZsGwLp162htbY1/zZVXXkl3dzcXXnhhPAj6k08+SWQA/pciQQAT+EljV7/4HMdh5cqVNDU1MXnyZDK2iVPZWRMIhiGtBTuDYaBycuQGkJcnN7yuLrTOTimS13XZxSorE8NEcTETPvoI/6xZaKefjho/nra2NpYuXUpGRgZjxozZ8VjI74f+/Xtey2WXYTzzDKq2VswABx4oI8HKSmhvx2/bKMPADYfpysrC1HXMcBj9yy8JnHyyjHF9PokMWb0a68EHJe+tpAQVColb95txM36/jD4B98QT0dra6AiHifbrR/LYsQQGDcKYMwe3oAB9xQoJ+DVN6V/t3x9t1Sq5Ebe1ifEkGsWIZdsFgzKya2/Hd9ddOGVl4kCdPr0nGkPTRGnbBqqoCOvGG9HXrUOfNUuW/MeOxfH5MD7/XBSnaBS3Vy8xPcQc1+GwZN0pJeTHU+G68vMJp6WRWV2Ne889OMccg/GPf0hen1L4s7MJPvggvadMIRqN0lhTQ41SdFVV4aSlEZw8maw+fcidMYPAvfeirV4t5prCQuwxYzCWLkUrL8cdO1YIqPfaNcuSuB4vxkX16YO+cWOP2cbLvMNxMB99FOrr8b34olyfSUlCGktK0Jctwz30UJy1a2HePNpKSggYBiknnID729/itLSI2moY8ppjY9H+/SXA28uCJBCQppqRI6XBJUaOPDe2MXMm9gUXoC9bhvHBB6I6JyejNTWhV1VJLmZzMyolJR6v45x0khDgzEzp2k1OFkLm8+GOG4e5erU4fT2Snt7RwQGDB2OVlmJGIqjyclHVlELr6qK5tJTkPn16fuYNA7dfP7lGtv2wFgjgjholNXbhsBBCL3sSpAouHsZuGHLOMzLiSp3+0UeYzzwj17Nh4E6div3HP/aQwEGDcGK934Dh/T4BcE89FTsvD9avR6WnYx14IG5mJlo0SvbSpWg+n/QFK4W+YgVGSQn2f0AAOzo6fjQC+Pzzz39nBuA3I7g0TePGG2/kxhtv/MGPJ4H/eyQIYAL/leju7qa4uBhd15k6deq3OjR3SgC/C5qGe955aHfc0dNaMGwYemmpKFBJSfK/pon+xhvoq1bhsyz0ZcvQa2qo++1vqf/oI8YbBpmTJskNdzf2gtTBB2MPGyZGgqwsVG4uKhpFf/ttWXIPhcAwMCsqSEpNxVYKt6MDVVGBYVlSPWYYQsIWLYLLLsP45BNRR4JBjLffJvr44zvNMrN79WLloYcS6d+fEWPHYo4YgdPcjL51K9r69ZLf5vdLm0ZJibQ7lJXFI0k0TYt34BLLjquri7egaHV1KMNA/+wzrLvvFpJUWioj9b59xZQSQ04Obk6OZPA99RT62rVxV7U7bJi0gOTkSNC0aUrTRnW17M95nc1aYyOu42C0t5MZDqO1tqJ//TX6kiVozc3yenw+tOpqfDNmYD3yCEHbZuAf/iAKnt9Py8UXsyUUYv369ayIRCg8+WQGZGWRtnQpau+9ITdXdsMcR0Kd6+rkHI0fL4HDy5ZJ7EufPnJ8HjHVamp6FDi/H5WUhPnaa0JmQiF5z7wYF/8f/kD0uedoP/10NrsuGa5L7/HjcffbD3w+7PPOQysrE3d1UhJaIIAzZgyaYeB2dcmuoVISw9PRgV5cLDuX//63PIeXZUhXF+YDD0iIM4hy6JleiERwhg+HceNEIR4zBpCmGHfBAlHbvPG3e9xxou4edZQQ07a2eH+0Vl+PvmUL/nHjMMJhlNfjq1sWrm1T9dlnVCtFTnY2Az/9lMz33pMxcl4e9vXX406aJD8rAwdK5WJJiSjyXV2ocePiHyZUTg5q+HAxnViW5AJ6x0xbm4ynm5tF5UcyBfUvv8Q96KDv/DnVAwE4+mg4+miU62K4LprrUldbi2FZqJQUbMdB96KbYjuY3xednZ2JHuAEfjRo6vuk7CaQwP8RHMf51ii3qamJkpIS8vLyGDly5A6dd7W1tWzevJkpU6Z8vycuK4vvCqqxYzFvuAHtyy/l3zQN96CDpLoqOZmKzk7y8/JwS0rodF3SbRufR0jd447DueQStAULZKdrzBjwVLedQSklES+RCPrSpehtbRLf8frrGG+/3RM2HQ7jJiWhdXQQTUnBUQpfZye6pmFYlpANn0/2twIB7Isukggc18WdMCFOuqLRKMuWLUMpxbhx47Yn0y0tUp/mOGKYycrCvPNOjIULxaRQWhrfM8N1RS31YkvkBLjy/P364fbujV5djX3yyWh1dRiffy7GjtRU7KuukkDlGGJEsrFRxsFK4Q4dCjk5GO+9J13NXggxSqHS0zFKSnBGjMDJyID33yfQ2ioKZSQiY/QpUyTguqJCzAhJSUJeHAd38OC4u1ilpMhOna4Tee45nIMPprOzk/r6elo2bSL7lVfIqKsjEAwSSE9HP/xw9KVLMWfOlFq6UaNEwfvsM1EC29uF3AUCqIICUeZsW/6cmRlvasFxhJBtc72rtDScXr34/MYbyR46lGGGgf+WW2TUOmwY1l/+grZiBb7bbpMRcP/+qH790L0MRvPvfxcil5wsO4z9+uEOGoTx1Vdy/cZUMs9IYZ97Lr577pHjie0LAu5++xF57z0hei0t+G6/HX3hQolcGTsWevfGHT0a9+CD472+/pNPljzKrCx5jX4/1jXX0Lj33qQccwwpNTXygcFrp7EuvpjG3/+ezk8+If/WW3EALRgkqbMTioqwX31VdkC969KYNUuc64WFOIceGq9c0//1L8wXX+zpAw6Hsc8+G/eww9DKyvD/4hcSPWOaolgGAtjXXtvjbLdt2SF0XRk7b7u+sQNs3bqVVatWsffmzWR8/jluRoacP8MgfPbZuGPGxN36e+oSfv/997nzzjtZtmzZHn1fAgnsDhIKYAI/aWw7+lBKUVFRwbp16xg2bBj9YjtBO8D3VgBjGDAAd5u4BPvOO9HfekuUrL59cQ86CPPyy+PqV3NTEynNzWTpOtqECUJ6mprQP/0UbdGinpq0nBzs++9H7URtiLkRlZcpyJQpeKvmOL/4hRhBVqyQiiuPzOlffkmwu1tuaJaF7fdLX6rfjxYIYHgGAfPhh+Vmn5yMO2QI1g030DFgACvnziXTcRh0wAEY31BSyciQPb1tYF9xBWrWLGhoQF+/XjLZfD6ML78UtScQELUrGER5j0FbG1pmJtrWrZix3DvDEBdyVxfm7bcL8Wptxffss2hVVbhDh2Ldcos4YreBc8wxqNxcuUmHQjj77Sf7g7ffDvPm0bVxI6meQxel5LynpMjo3jNpaM3NYkpxXVFck5OlQzYUEgLjBSz7zz0X5/DD0W66iZSBA2HgQKxRo+icM4e6+nrqkpLo7NWLvF/8giLHIaW0VMb2HR1SEaeUuJ2TkuJ5hioUkg5cL+NPKYWWnCznrb6+J+A5GIRwGGPjRiY/8wzmPfcQPO002Ws0TfQNG9DWrSPy9ts4v/gF+tKl4tJdvhzVvz/2r36FVlGB8c47EAwKOc3PR3Nd7N/8BvORR0Q9S04WgmZZaBs34g4dil5SIoTUCzTXli1DKy5GTZ6M/49/RJ81S0au0ShmTQ2Rv/8dNX58z3Xcpw/uxInoixbJ+1xUhEpNpaO1laWbNnFwr15SJ5edLSStvR1940YyMjLItm18liUKYVMTrusSXbOGpR98QMq4ceTk5JCZmQleqPQ34R5xBE4kgv7vf8uHtYMPFmIKQvIjEXlt6ekSJ9PdjRvbme3okH3PpUvlQ8fw4dgXXih5kTtAjPyNGTOGlClT5INIcTFuTg72IYfAuHHxiroYdF2P//ddSCiACfyYSBDABP4r4Louq1evpq6ujr322ktuALvATgmgbaMVF8uNePBg+MYO2k6RloZ71lk9f1YK99BD0d54g2QvKiWpqAi9oUGIGMgNsrpaFLRYPdeWLZgzZmDNni3HYVkyJu7TJ07+XNfdPt8v9pSjR2NfdZWobj4f7ujRGHPnynjT2y9Tgwej5+bK/l9HB45ti/rkOLiWhcrIQI9E0DZswH7gAVqiUaYsWiSKZWEh1rXX4k6duutzEQoJuQHczZsxH30UrbpaCE5LC6qwEK29HXfcODm+piaUpqFt3izHUVCA0dAAmoZeXY1KTZUolyuukK5bTZM9zEWL8P/+90Tefnv7HTBPzeMbxLDu9NNpbmujb2kpumFgT5sGqakYb72F1tAgxKy7W8b4nkkEXccdNkz291xXVE3POAGIgWHOHLAsrCeeAF0n+MknJC9aRG5aGn3OOIOmvDzq6+spmTaNLE0jo7sb/8SJBE89FX9+PqSnY3z4oahV0ShkZeH06YOxZImMyEMh2aHzonc0j7ASq/bTdVLXrMG96iohfxkZ8jjt7ejLl4uJ5NJL8a1fj/nuu/LaNmwgeNJJRO6/P95rrFJT0WprcQ86CPvsszE++QStuFiyML01BX3+fJzTThMzS1eXGGwcBy0SwXz6aax+/dAXLJARfjgs6xAdHZhvvy25j9vAnT5dCGZGBtg24fZ2VjsOI0aPxjz0UCgvj6ueavBgId+AMox4baDm92N0dmKGwwzu1YsapVizejUZCxYw8MsvSQL0gw9GO+88eV8BTBPnxBNxTjhB/rztz5Fl4QwejN7QIOPpYBC3T5/46NuYORP93/+WPxuGKLtvvIH9+99/68egrq6OlStXMnbsWHI9guj8/OeSxalpaIAf4jFRsQ92Sqn4VCOmCu5MHYztACaQwI+BBAFM4CePcDhMcXExSimmTp26vaN2J9ghAYxEMG69Fd2LHlH5+ThXX436LsKzI2gazSedRGVDA0kVFeQNG4a7337ot9+OtnGjBAk3N4uKZ9uidMQciNXVGDNmyDjSdcVQcOWVOCNGwNatGErBNkGr20L16bPdvpzzs5/JGHHDBlH29t8f/eOP0dra0MrLMb3MPNdTmCLJyWgdHejd3eiffEJRV5cQzeRkCIfx3XILkbvuwnzzTYyvvxYDyamnys10B4voauBA7Isukh00x8EdPhzVvz/mHXegr1yJW1SE3t4eNyK4eXniBl6zRohpJCI7jq4rZMK25WstS/pjV6wgcOSRqAEDsM8/H9dzJ34TNTU1rN68mREzZuBPSsL929/QS0tF+evXT3bFurshEMA55BBUKITx2WdyniIR2eGLRYl443OSkyUip7wc8/330VpbUVlZmLHMQsD45BNyXnuN7OHDUcOGEcnNpWP5cipDIapXrCC1rIy8gw+mX0sLoTffRAWDOBMmyI6a44hLOBCQa0UpyM+XHuemJiF/numG1lb0+fPl2Lq75Zx5Cp354otyzt95p0c5jEbR1q3DfOcd7HPOwXj7bejqwj30UOzTT4e0NOzf/15WG9ra5HW2t4sRor1d9i9XrpTHcV1UUhLGF19geWNjrbFRzoEXWaTPnAkzZsSJurZpk+x3esS2MzmZNYMG0eekk8gvKEBNnIj79ddCdJOT5WuHDIlfUyoW8OxdvyotjSzDIGPECLT6eoxPPsHu6iIKOE8/TV1FBeELLiAnJ4f09HS5pnd0vfbqBb164ebmSv9yXR3u6NHxjEGtslLOX8zVmp4uSvO26O6mobycleXljB0/Pk7+tv3dsC22jZkBIYQxMuh+hzq4Jy0gCSSwp0gQwAR+0ujo6GDhwoVkZ2czatSo3Q5a3REB1GfNQp81C5WfL07M0lKMBx/E3muv7XPzdgPV1dWsWrWKwaeeSnV1NcmDBpFSUIBz/fXoTzyBtnWrjJ0iEYwXXogbR7RoVNoZVq9GjR2La5po69ahPfUUplKYCxbI2OrAA7H+8pf4XtNOoeu4++8P++8f/yvn178Wk8r8+UJkDANt9WqMqiqSNA3Hc8rqPh8OYIdC+LyoEH3zZgKnnCJKnNcuoa9bhwoGcb3e329CDRiA8412AfviizHfeAOtshL7kEOwDzoIY/16zGeekR3ErCx0rxEDTRN1Ktb6YNuiANl2fK9QX7cO3w03EL3vPtTYseizZ4sZJSWFssmT2djVxfjx48n2Rnn2+ecLEW5sFBftEUegrV2L7+GH4yTT7d9fKvJqayWQuagI0tMleqS7W87hxo2i0gYCQtw/+0yMJr16iVpYVob/wguxZsxAX7WK5PvvJzMapa/fz6gLL6TqN7+hvr6ezw84gEEtLeRv3IiZlERw40bUkCG4hx2G+Y9/yPNlZuLutRedkQjmokUEvZgdLRyWpgov8kRrbu7JGvT50Nrb8d15p1xjMddrjBz+/e84hx8uxhsvaBvXheZmnOnTMd57D23uXHFR5+eLGhoOY//ud/huvllqA0MhebzOTsw5c3AnTcJ47z15fu84tJoa9K++wj3iCLTiYvyXXCLjbCCans7yc8+l/wknxMmSe8ghOBUVGAsWSFvH3ntjn3qqXDyZmRAK4dq2XP+WheY4Yp4BjCVLMLduxdQ0gq6LMgz8q1axorOTEi//MDs7m9zcXLKzs/HF4mGQeBnnlFPkdXd14Y4ejXPGGfGff5WXF/9ggmGgtbXhTpzY8+M2bx7RV19F1dSw/+jRBEaNYk+X6LcleNuqg/F6x1g+o67T3t6eUAAT+NGQIIAJ/KSRlJTEkCFD6N279x5FIcQI4HYNHVu3yg3L+3SvcnKkYaC1dcc7Pi0tcjPNy4tnjCml2LBhA+Xl5Yz3Pv3X1dXFf2mrCRNwHn+8J3OsrExCg8vKhOj4/ajBg+OuWaUUpKVJxEl9fbzNwHjjDelmHTkS8403JMj6uON2Gma7HYJBnDPPxDnzTAAJZn7iCVR3N05NjTQYDBqErmno5eVyLIaBamuLj59d00Q3DBlHNjfju+km1JNPQmamjLmOOmrXx5Gfj33RRdv9lTNypMSKzJkDBQW4SuGOHYu+Zo0YR3w+ef2xKrgYeTUMcdIWF+O/+GLJ3/M6am3LIicvj6yXXiKUnS2K1Zo18nynnbYdsVd774193nkYr70me1/TpmGfcALG4sWYzz8v+3GVlaI+KYXywpjx3jOiUXn8mGLZ2Slmj1Wr8F15JXptrYz/09Oho4Pg3/5G3969KTztNFxNo6WoiPaXX4bVq4n6fHRPm0bwoIMozM0l+NJLuH370mYYuJs3o//sZ6iyMmniADkHSUlyPXt7jbFrBcuSeBzD6DGTxBSwSAT/FVcQ9ppn9C++wH/ppZIxmZWFfe65ovilpKDy8tArKnBHjcI56SSMl16SuBzXFcNKURHa5s3Y552H/vnnohh6JgqtqwvjnXdwDz8c8/HHxVyTmord2Ym+ZQsT589HP/fcnovB78c55xycY44R401+fs/PWGYmbu/e0n7imYhUWlq8j1erqpKw7rQ0uT4aGwmEQowZOxYFtDY3E37vPZySErZoGt3TppHq7Q6GQiHcAw7AnTBBXMJZWdtdI85RR6GtX9+TPzhkiPzMAdq6dVjPPENLUxMZ/fsT2rQJ9/nnsa+8sue92EPsTB2MEcGZM2difs/HTiCB70LiykrgJw3TNOPhznuC2C9Ux3F6foH27i03yaYmaUeoq5Mb+zfz8ZRCf/119NdfR4tGcfv3x7niCuy+fVm+fDkdHR3su+++8dHMdn3AMcTI0YAB2M8/L6pgXZ1EWeTnoz//PKqhQRScpiYhFV7nKUrJKPi11zCbmkSR0HVpZ7AsUfj2AO6++2JFItS/9RZGZyc5hx+OkZuL+cgj0N2N6e2mqWAQJyVF4kM6O7FME197O7rryphw61ZUdjZmWRkqOVnq2jziqvr3xznyyF3fCL3YEn71K7TKSsynn4aWFtkV/OILUdpSUmTvLC9PFB/DkDHxli2yT6aUqHK2TXduLlYs4++qq3AnT8aYO1fG4YA7fjzRJ5/sqRAD3P33x91nHzmnXi+0M2qU7Pq9/bYQl5QU7AMOEEPFkiXSgmKa4po1ze2bNAIBIStbtogimJ7e0xPsOPj+8hf0khKsO+8kq6gIrr8eFY3S0d1NtKmJ6poa1vXqxdB99iGjpAQViZA6eTL65ZdjAdoZZ4hhxovzQSnc7GwZWccUPy9mBdtGMwwhgLFr0LbRysvxXX899kUX4T/7bGl9CQTQqqow778f68or0VeuRGttxR03DvuUU6QS7qyz0B59FJWXJ6abxkZUbi7uXntJIHZJiTy/VyOoL1kCjY1CRru7Uc3N6F5MjrloEeFIJJ61h+NIhqNloQYN6glxBjH0TJokr8kziWhKxSOMVE6ONL149YQYBio9Xb7OMMj+9FPMV1+VHt9olO7KStb7fHwVCOD3+8nJySE3N5fM3NxvTxSysrCvvFKc2q6Lu83vh9YVK3Crq0nde2+SQiHcUEiuiebmnZpE9hQxddB1Xa666ioaGhp46aWXfpDHTiCBbyJBABP4SeP7BqDGSN+2BNA99FC0ZcvQP/pIQm379sX54x+3v/kA2ldfYTz3XFx50Jcvx7nrLjb36kX/NWvI7tsXLRBA7bMP8N2OYzVyJM4DD/T8ORxG1dWhff45muviTpqE3tWFXlkpiqBXfabX1IhLNSdHdr/a2jCffhqtogJ95UpUbi72GWegvAT/naGjs5NiwyD9nHMYNWqUZMS5rjSifPQRWk0NKjsb58ADMd9/H9XYiFFaiuF10CpdJ+ot2GtdXRiWhXnzzeh1daIkpaZCKIS+dCnW9dfL11VXi4mhf//tx+uaBhkZqIwM7LPPxvznP6G1Ffu001BjxqCtXIm+aBFq6FDJVly1CtXRgdbdLSrV4MGoLVsgGsVfX0+S1+usFxdjfP21mHsKCoTQff01/ssuw77kEtxx43riPHy+7d9zTcM5/XTcKVMwn3wSbd06iVPJz5cO4O5uKCuTDwMDB4p5ZdMm2U0bOBCtvl5G+yCRL9tUhKlgEPPNNyXq5k9/Qistxf/nP5NUWkp2URFFt9xC97RpLEtPp2LMGHTLwunVi6yODnJzc8m5/noCt9wiHceahiookEDyr76SHEVN63GM27YQtaYmuV5iMS6GgfHGG2Lc8Dqntba2ePexvno11vXXy3udkxM/N84xx8TVML2hAbewEOfUUyE5GfuMM/Bt2CAkLC1NWmIaGqRre+BAmD1b6hM1TdTUtjb0RYtkXaGjA9/112N4KwrusGFYd98tJiIAvx/71FMxn39edgMDAZwDD4yPYtXAgXIdxMKvXRc1YoS8XtuW19rYiGaa6H4/ocpKxjQ1MezUU2lubqahoYE1a9YQjUbJysqKE8L4bnEotN3YF8TwUVVTw/j0dHyeaqd5JpJ4sPkPBNd1uf7663nnnXf4/PPPGeLtRiaQwA+NRA5gAj95bNfpuwf4+OOPOeCAA0je9he0Umjr18cX3b9VmQbor7yC8eSTclMBolu3Yq1ahen3EwiF5EaZmYlz552oiRNZVlxMakoKRbvxizq+7+M4GDU18li9e2Pec48oYpYlN8yYkhYO94Q319dDaqoE3mZmQlsbKi8PyzOeaGvWQG4uzuGHx1WvxsZGli9fTt++fRk0aNC3CXVbW9yZiqZhPP005rvvirLR0CA31aQklBcr44bD6J2dOH4/vkhEdtQCAVHswmHsY47BWLRInMqBAGrQIKJ/+1u8ceRb8HLa4s7clhbMhx5CX75cVC/DkFy7L7+EYBBryBD0d97B19nZk/GnlNSwVVWJkhoMSvBwWxuYpmTfTZhA9N575bztClu3SktEzGm9776o/HzM555D37RJImf8fvR582Rk7xEffD55zoaG+F6cysyUFoyuLlRuLs7++2OsXCmrCMGgqGT5+Sy5/XbaU1OZOHYswXffJbJmDU1ZWWycMIGo6zK4pIR+b7+NmZODNmpUnBThOBK2HImgmaaMTvv1k2Do8vL49Y73te6QIehlZT35id6YXWVnE33uOdxDDpHrf8kSjH/+Uzqa999f9h1jsUOeOUmrrsZ//PGimHo/Xyo3F/vkkynv04f+F12Er7tbjsHnQ5km9h/+gH3ttZiPP475yCMoL6dPa2nB+dnPsO6/f/v3oq5OPkgkJYlBJEa8qqsxb79dnMqahkpLwz73XDEIdXURPPBAifjxDChEo1iXXYZz6aXyuJ2d6PPnE2lspDEtjYrcXFrb2giFQnEyGDeSIORvxYoVjB0yhF5vvilKp1Ko5GScU06RmsMfCEopbr75Zp5//nnmzJnDCO93UAIJ/BhIEMAEfvKIRqPfqiTaHcyaNYt99tlnj3sq9Q8+wLj3XtSAAXTaNpF168isqUEbMAD69RMSuWYN7mmnoYYMofXFFzGAlJ/9DPfXv95pcOy2S97finlpacF89FGM+fNRuo5z7LESeLx4sSgdSqFZlozgxo+XsZR3HCozE2PpUlGAgkHcyZOJPvQQleEwW+bPZ0hREXlejd13QinJfGtqQmtuxnj3XckzXLNGQp4NA6XrRPr1w7dhA9GkJMxwGDsri6CnBupehEdMuXTHj8eeMQOSkiQI+xuK67cQDqNt2iTkZNAgSE6WPMW//Y2u2lpSvNYFzeeT6Bu/HzViBNr69UL6/H4ZgzoOKjtb+oXLynAPPFCy8To7JZuvrU3MNn/8Y4/rE2TPr7ZW2jMKCsTkUFqKee+9cWLl9u2LGjEC49VX0TdvFkNJOCzKU2urnOvY+dZ13D590BobJYC4sFBGoPX1qEiEzkGD0B59lOAzz2C8/35cubOPPZam++6jvq4O45VXSP3yS/xKYebmwplnEpgwgcA556CvWCG5eyNGoNXUyGh+3jy0DRvQdB0FPQHX3ug39l7HRsju1KlE3noLfcUK/GedJa8BUMEg1s0373DtwLzpJukMzsiQ9zoSoXrCBNZNmMC0m27C2LhRrlMvUsc55BCsZ5/Fd8UVMm73OnNxHFSfPrKnuC1iOYQ7WCvQamokjiYaFef5+PFxM4r/5JNlfSAlRZ47HMa64Qac3/5WGk/uvBNjyRIxbyQl4Zx5JuEjj6SxsZGGhgYaGhoAMZIEAgEqKioYM2YMeXl5ojYvWSLXXZ8+Evr9A0EpxZ133sljjz3GZ599xphYe0kCCfxISBDABH7y+L4EcM6cOYwfP/47MwO/hY4O9BtvJPLFF0QjEZLz8vB3dAgh6N1bSNLatbiTJ6PV1NDuOXzTHAfn179GDRokalwohHvYYbKz5Cl/IGPtHY62lZIRos8HSUnoCxfiu+EG2ZXSNCmt7+wURSc3V/a7vv5aVBi/X0hMZycYBvVHHYW5cCEZ9fVoyck406Zh3XrrTqvgdgjXxXjzTYxPPxUTSzSKO2ZMvHdYLy4W96jnZFSOQ3dODqG6OtmZ8wKNtUhE6t7S03EPOADrhhu+s13hm2hoaKD8jTco6ugg76uvhOyOHIn+xRfo69bhFhRIyK/XwBAjHe7QoWiBANqGDTJCzsmR7MHkZDmPkQjO9OlYt98OaWnoX34p4/WsLJyjj97+OGtqRJnUNNyxY6GgAK2qCt/VV6OtWSO7en4/KjtbxvdeDJDKzBSlq7VVjispSY4/1viRmYlKT0evqRFlz3P24jhYM2ZgX3cdANby5bRVVVFnGFT7fPj9fvo1NNDvtdcItLWJGpaZiX3ppdDVhf+MM+L1c8pralF5eWhbt0rwc0wd9DICreuuQ1+xAvPtt1EpKXIM4TCqVy/CsSzLbaCtWycZkLW1ADQmJ7PuqKMYecwxpN13nzi+PZOIW1iIGjQI69FH8V11FeYzz0h1oJfHqNLTiXz2GaqoCGwb87nnJMBaKZzp07EvuKBnf3BX2LoV/9VX9+zm+XyQkoL117/iTp2K/tln+O6/X0Leg0GJfQkEiD70UI85TClaW1spLy9n69atAGRkZMTVwR+jm1cpxf3338/999/P7NmzGf+NTMUEEvgxkNgBTOB/Ft+3DcQKBFhx/PEECwsZ3KsX+ujROPPnYzz7LGzZIjfxjIz4jdwqLEQBqqMD/bXXZB8s1jgxaxaRW26Rm11NDVpe3g7HzoCM5LaJfXGnTCH67LNSXRYKoUaOFJXQU+WwrHhzBUlJQgItC6e1lfR33iHgqWNEo6LU5OZKgHNrK6qoKB5+u1PoOs7Pfy7B0F1d4tRMTZVKutdeQ/XqJSPF5GS0tDSUaZIUCMioOhLp2YVD9h7p1Qv900/xAW7//hjz54sRp08frD/8ATV27A4Po7q6mjVr1jDy+OPJ6NULa+VKzKeeQtu0SUarKSlChjs7cUaOhNRU9NWr42HCVFQI+endG62jQ0i2aQq56+rC/Mc/pPavsBB9wQJ5/zQN57XXiL7wQg8J7NUL9xv5jKp3b6zrr8d86CGMOXNwBwxATZiAW10tVXdeO0usjQRNkxgXLwBZ8wiY5oUia36/GEwsS2JcnnwSdB37uuvwjR9P9vjxZNfXM3zrVhpTUqjPyaH4qKNIW7WKUHIy/v32I3X8ePx+P/b552PGIohSUuQ58/JQvXpJraHjxA1GWne35An27SvHERtle1mFxosvioIGYpIqLkYrL8eZPh2Uoryykpr8fEZPn05SUhLukUfirlghH0i8Ub1z4IFyXvffH/OFFyRoOqZCOg7a2rWooiKMf/4T4+mn5e9dF+Pvf5e9w21dxDtDbi7O1KlSE9erlxDY4cNxR46UHzHPSBR7T1VqqhDdzs44AdRLS9FXriRaU8O4Y48lLTubhoYG6uvrKS0tjRtJcnJyyMrK2u1oqp1BKcXDDz/MvffeyyeffJIgfwn8nyGhACbwk4dlWfGYlT3BggULGDRoEPn5+bv9PZ2dnSxdupTk5GTGjh3bkyFmWegvv4w+bx4qKQn35z9HW7cO/a23aO7TB8d1yamvl47Wfv2gXz+UZUnjxoEHYn78sdxUk5KwLroI5xsRKbuNaBTjww9FFczMRIXD+B55BK2zEzc5GbelBZTquSmlpko0SGzBPy9PFJ/sbOxLL41XZMVja3YHrovudcmqpCTc0aPRKyrw3XWX7FetWycky7uBW6mpuJpGuKCAlKoqVEYGRmen3IxzcsQsUVhI9M47oVcvCREuLUUVFrJx4EC2VFQwbtw4srZRL7Xq6vieoTtqFASDmI89hvGvfwnZbmqSMaCui1ElMxN38mQheN77gOMI0QoEcIcPl8YWv1+y4CwLrakJ57DDcE4/HednP9v1+YlEMB99VHYVQcjzpEkYy5dL7I2moYYOJVJUhPavf+Hv6kJLSxN1FBnR0t3d06HsPZcKBtEMg+hf/4pz9tmYTzyBed99sg6QnU30oYdwpk6lo6OD+vp66uvraW9vJy0tjfxgkIE33YR/yRKp9Bs6VPbpevdGW74c/euvZd80M1MIUFaWZPy9//63onjUgAGEv/wSkpIw//Y3IaZe3V/FMcew4cQTmThxYo+RQilRZ2fORAuHcffdV8LE/X60zZsJHHmk7J+mpsr7YNtY112Hc955+C69VD6wOI7EwLgu7t57E33jjd27PsNhjFmz0DZvFnPTYYfJdQ9oK1fiu+UWGTunp6NXVeGOG4d1882ias+bh/3kk3RWVpKSlYXv0EPFuR4zxjhO3EhSX1+/cyPJbkIpxVNPPcWNN97IzJkzv393eQIJfA8kCGACP3l8XwL41Vdf0bdvXwpj7sIYmpvRystFkSkqit9sGxoaWLZsGb1792bYsGHfOebRNmzAuPVWwps2YTsOKfn5QjZyc2X3TCm0FStkHBgL1PXaKKLPPith1A0NEsA7adLuE7BtUVOD7/bb0T7+GLe1FRUMok+ejLFsmUS3pKXJTl1XFyoUwt13X0hLQysrQ6Wm4hxxBMYHH8g+2rBh2BddJDEpewql0D/9FPPtt6G+Xsay2dnodXWSt6br2MnJGFu30tqvHylVVTIKT0qCQYMwVq+WOJVwWOJGgkFsoHrKFJIee4zUbavgdoZwWF7Lhg1St7bfftI9/PDD8vqSkyXupLOzJ28QJADaNNHXrhXSGgiIScK25fzl5GBffHGPAhUOi2KXmirNEjF0dUnmY2srKi8Pd7/9wHEwb7kFY/58Ijk5tNfWkpSaSnJ6OvqXX6K1tMixxCrX2tvlsXRd/j5m1OjbF/uYY/C9+qooWH6/OHozMwnPni2VhtEo5mOPoVasoCMtjU3HHkv3pk0MeecdkhwHf2oqfp8P58wzUfn5BE45Rcakfr+sKRQW4u61F8aCBUJkY+5iL2oletNNuAccIN/nujKebW3FNQwi776LOWnS7l0rrov/pJPQV62Sxw4G45mEzmmn4T/9dIyPP5YKOdNEa2jA7d+fyNdfy3mJRjHeeEOOMSUF58QTcSdP3t0rVa7T116T0XO/ftgXXijKZ0cHzmWX0VZZSWjUKEJKoVVXY192mfzcfANKKTo7O+NksLW1dadGkh1BKcULL7zA1VdfzQcffMCBBx64268hgQR+CCRGwAn8z2JHI2BtxQqM224Tdcjvx/3Zz7AvuojyqirWr1/PiBEjdjt3UA0Zgn399bS99x6dbW0kHXMM+ptvos+dKzVeHR2yL+jtOJGcLKO42lrMBx8U1cdToOwTTsA56yy5sXZ3C1ncHULYqxdbL7mEygEDKEhOJu+ww1CtrWg33CBjuqYmcSymp0uenUekVGYm+ooV6CUlaB0dKO9G69u6lehtt0F3N8bKlajUVMl9GzZs18ehabhHHEH0iCNEgXz1VYz33sMNBIRYKYWpFGRnkzpmDPrWrbhK4USj2KWlJHV3Y9k2gdpasG1sw8DVdfrNnYt7+eW4I0bgHHNM3Jm9QwSD8dDe+Hs0ejRW//747r5bqs38fpwxY6QOb+NGlONAdrbEusTOt2XJf6aJKihAq6+XyrQlS3CPOEKCjsvLwTSxf/1r7KuvFmKSnIx7xBHbH5NpYv/pT3SkpNA1bx6hQYPwn3km0SlTMO+4A/O111C6LgYSXZfdu+ZmIaCxz+aGAXV1Ms51HMjKkn1Dy0KrqSFw1llEX3gB37XXYvzrX6AUWZpG5vz5dP7rX3QUFdE+axbh1laaBg1C5eWRm5dH79/+Fv8bb0jOn0fW1dChWAccgP+3vxUyqpSoZYaB+eKLWPn58mEmEkF1d6N776v+979jbUsAvWNTKSnf3jvVdVEDbVt+JnRdCLDnondHjJCavq4ueQ+TkuQxOjogLQ3z+ecxXnpJjs22ZVx7662o3TRNuIcfTnT//UX1zMyM7zY2bdkC1dWkDhhAcqx+zXFEqdwBNE0jJSWFlJQUBgwYgGVZcSNJSUkJIEaS2Lh4u0YSpXj55Ze56qqreO+99xLkL4H/J0gogAn85GHb9vfa5SsuLiYzM5MBsV03y8I85xzp6h0wQMaULS2UnnUWGwcMYMKECXtuGAEqKirYunUrkyZNQtXVYdx/vzQoBIM4+++P/667xHGYmSnqUVMTbu/eYiTIyoL6erTubpxf/lIUrNZW3AEDsGfM+M49vYqKCtavX8/IkSPptY0apS9YgP7GG+ibNqGKinD33Rfz6acleiM9HW3VKhmFguxDeZ2uGIY0QpSVCRFNSsLt2xfrjjtw9+QmZdsSleJ1x6r8fLTmZsx//hOlaZIvV10tN/doFNc0aSsqIm31anQve1AzDDRvXE1GhoyJ77gjTka1TZviDRXf6XCORtFWrZLdwbo6SE2VHL26Onms+nrZBwuHheDYtqh7mhbfJXQHDkSvqACQfcjubrSODuzTTxcVKTNTHr+iQjqSzzkHkpOlp3j1akYNH05BYWEP0bRtzPvvx3zxRYkt8cbUWnW1OE1dt0cdjPVId3SIKueZXFBKxvDjx2MUF8fH7rEdVOfkk4k+/bSQWaVob2+Pj4rDdXWM+PhjsrdsIRAIwL774lx4IYRC+H77W8z33xf1MTNTiFBSEvY552A+9BA0NaEMA91z6qq+fQn/+9+QnY22cSO+q69G37wZ5SmO9u9/v/0Hms5OjNdek9cZCOAcdRTuYYdJxuJHH+G77Tb5Op8PZVmoMWOwHnwQlMJ/4okSexR7LKUkYub3v9/96/MbqK+vZ9XSpUz98ENSampQ/fuLOhuNYv3pT7tNLnsOSYwkMXWws7OT9PR0Fi1axF577UVpaSmXXnopb775JtOnT//ex51AAv8JEgQwgZ88vi8BXL58OaFQiEGDBslf1NVh/uY3sv+VkYHrunSXlFB57LEUXnstSV7YcRyRiGS2pabuMj+uurqaiooKIYBKxVU/LRgEXcd3/vmYH34YN0W4hYWQni4E0Auv1VeskBukUqiMDCEko0cTveYazNdek6y0fffFPe442SdTivXr11NTU8P48ePJ+GabyTehFObTT4uBJBwWotfdjV5VJaTB55OYl+5uydfr7JS2CMeRCrLevSXENxrFPfBAnGOO2b1YmW8cgzFzpmTMdXTICC5GNjs7Ran79FMJQ/b70b1MRCs3F2f0aALLl6Py81GFhT2OX9OUeJFbbtktZ7FWWorx7rsyVhwyBHfoUIx58zDefVdG9/n56EuXoldUoLKy0BobhQTl56N8PlEKfT6Ut79HV5e8l6NGSS2cp3bGzA6b7riDDWVljB07lpxtGknicByMZ5/F/Mc/5PkzM6VHetAgjH//G23zZnl/TFNq85YtE2Linc/YmDjWjIHfL++vdx2qUAj7T3/C/tOf5HtcN74H2T1oEHVpabSuWUNLayuqVy9y8/PJyckhu7aW4K9+hdbcLEai5GT5IHDYYbTOn0/e7NlosbzD2J7irbfinHUW/lNOQV++XP6+uxt0neiDD35bHYX4h47trqVwGPO++zAWLpSmkPx87D/8QcKZbZvg5MliNMrOjvdG26edhnXPPfL9zc3yQaq2VsLejz1WFPWdoL6+nhUrVjBq1CgK2tqExNfWSkTMcceJG/w/dP2Gw2Hq6+u58MILmTdvHo7jcNRRR3HRRRdx8MEHf/t3TwIJ/B8gMQJO4H8WhmFgx6I2QMafGRlo1dVEk5Npra4mWdcp2ntv2UXbFps2Ydx7r8REBIO4v/wl7skn7/BGoGkalmVh2zamaaLpuox6PViPPII7ejTGihW4eXk4J5yA78EHxejgxZfg80k49ciRclMNBNDWrCFw/PGyQwiYL72EtWIF4auuYuWqVXR2drL33ntvH3S9M2ga9jnnSEh0aysqKQnfww/LuLi+XsZxPp+QvfR0Gb8FAkJwXFeMHV7/rL54MXR24k6ZIvuUXV2orCzU8OG7vlFqGs7RR+MceqiQlLQ0UdhWr4Y//5nI+vUYoRB6W5uYWLxcQ6VpWKWl+NvaiKSm4lu5EqOxUXLYAgGJC2ltxT34YDGYfPEF2DbOYYd9i3SooiLsyy/f7u/sKVNQw4dj/OMfEsUyciTWiSdK/E1zMyozU4hZVVVPGHGsD9gwUBkZ6CUlMlJMSxMlsakJY+ZM8jZuJPuWW0jeEfkDMAyc3/0OsrIk69BxcA87DPuMM3DnzcN/zTVCukeMEIIYjUozyqZNYgQJBIRkQc/6wDaf6bVwWGJP9t0Xd+pUfJdcgvnee2Db+JOTSbrjDpxf/hLHcWhqaqK+vp6VK1fiui5jp00jb/589IICyM+H5mY2WRbOL39JXnExqr1d9lhtW/YrV63CaWxE37wZIhH0GFG1LMx//lPWA7Z7M3oI7HYIBrH/+EdxEXd3i2M9tserafIBqaEhXrenfD5RiQG6u/Hdeae0yfj9aDEj1tVX7zB/clvyl5+fj8rPx7rxRvkAFgptVyP4nyAYDNK3b1/OP/98Fi5cyFVXXUVLSwsXXXQRW7duZeHChYwbN+4Hea4EEthdJBTABH7y+L4K4Nq1a3Fdl5FeBASA9sUXOLfcQqSqCl9yMv4jj8S97rrt68osC+Pyy6WGrF8/aG0VQnHxxWgVFWKuGD4c98gjUbpOe3s7ixcvxnVdcnNzycvLIzs7e5fxEPr8+dL80dYmo78JEyRapV8/IV719ehr1sQX/WOdwW5qKpuOP570jRvJzM5GHX207FPtqRoHaOvXY7zyijh6NQ1n773lOTdulFo6wxCVx3FQgQDu4YfL923YIEQjM1NaVbxdOefnPxdytYdqSUNDA+tnz2Z4Rwd5dXXon38u0SGVlehlZfL6vbFs+/jxJC1bJrEimZmQkUFg82ZUampPlp7fL6pSUpIEAJ94oqi+33U+KitltJmfL4THdTHvuQfj/ffFdewZabSOjjgxJiNDiEZLiyjGfn98bw6lcDMz0TIyxEBx/PHS6bxgAVpVFWrQIDH/xOC5tWMdxQD6Rx9J/Z9npHH22Qfn9NPxn38+eiw4WdOEALW3i8HFceT7fT45Rl1HFRVhnXMO/ptvluO1bSFQwSDd8+eLGcqDUoq2tjaa168n6amnCJSWYvp8NBUV0XjKKYydOpXguedifvwxKhBAZWQISd53X6w//5ngPvvIuTTNuNNa9elDeP78eION+be/Seh5cjLOb34j8US7c90ohXnNNRKxE+sBNk2cP/wB54QT0BcvxvfnP+P27y+KcHs7ekMD0bvukg8o37juli9fHid/PzY++ugjzjjjDJ577jl++ctfei9HsWbNGgYPHox/299BCSTwf4AEAUzgJw/HcbZX8nYTGzZsIBwOxxP1lVKUlZVRtWABo/x+svr1Q02a9O2mgdpazAsukNGvZ5rQli0TktXVFb+52meeiXX22bhdXejt7bRqGvVtbdTV1REOh8nOziYvL4+cnJwd/3Lv6EBrahJzBuC79tqem3qs47asTKJSNA3V1obb3U2kf3+CniKiWRb2JZfgTJ2KvmiRVH6NGxev7NotbBMBo8+bh/nII+hLl4qbNTk57saM7UHpCxYI2TEMOR+mGT9G94gjULqOXloKKSm4Y8din332TkdwVVVVrF27VsZvBQUyEn3tNYzPPhNC1NyMZttiKAgEcKdMwfjkE7S6Oqy8PGhvx+jooKt/f/zd3fhra4VAJyXJ9/t8YiA56ijsyy7bnujvDqJRjHffxfjHP9BKS3H33VcMJPPnx7MR9bo6IVqx7EPHkT1Hn6+n8q13b+xf/AItEsH45z9ltzEYxL70UuyLL97lIWgrV6Jv2dLj4g4Gobwc/wUXiPLoOXVVdrbU1G3cKAprLMYlEJD3pqhIdhi3VQqVwtl/f6JvvtnzHrmurD74/RAK0bFqFavXriXSqxdRpQgEAvSrr6ffiy/ib2mRdpiMDOzLL8fdbz98l1+O+dxzPUTUMFChENHHH8c95hh8f/kLxjvvyAeMSARCIaL33IN70EG79ZZoy5djPvKI7G/qOu6oUdI0k5ERD093hwzp+RmqqiJ6552o0aPl+0tK6PriCyqqq8k+5hiyp07ds2vie+Czzz7jlFNO4fHHH+e00077wYOkE0jg+yBBABP4yeP7EsDNmzfT2trK+PHjcV2XlStX0tjYyMSJE0nfVaxIRwfmeeeJSaRfP1n2X7JE8vPGj5cbS20tyjCIXnklvn/+U5S67Gzs3/0Od+xYOjs7qauri+eyZWRkkJeXR25u7s73fdraMD76CK25Gbd/f/SSEnwPPIAyDBzTFOUxGEQbMwY1dCggapw7ahR6UxOat3+m+vbF+utfd+2Y3QW08nJp++jsRA0YIG0Xd94ppMEwZHTdu7f0tHptGvGGjYwMUcO6u2WEFgrhHHGE3KANQ+I2dB2lFKWlpZSXl38r4w+lJJ4kGpXGE11HX7oU8+67ZfTX1ibPHQzKiDYpic5JkwguXIjZ2Ynr96Mh5JhAQHqCGxtxDjkE5/jjcceOlTFxezvuuHGoCRO++6TU1WE+8IDs+Gka7qBBQuZmzUKrq8Pt1Uvq4BYswPCifuJxMkoJQe7slB3LrCwZndbUSNvHuediX3WVuLBvvx2tvBx37Fisa67ZeWg40sTh/93vRE30TEV6ZSVuejrm7NnyHgSDQhB1XWr6amuFqHq7p2ga+P1Yl12G/Ze/QH09/j/8QcwZuk7k2GP595FHklVQwIgRI3Bdl8bGRurr64l8/TUZK1cSCgbxHXAAqYceis/nQ1+8GP8JJ8j7l5wcH5Vbf/oTzjnnEDjiCFHSvR5nLAv79NOx7rtv96/RigpRov1++cATq/JrasJ/7bVi9PKuRXfMGNkRDYXQv/wS57776KqsJBQK4evbF/uPf5TVix8J8+bN4xe/+AUPPvggZ511VoL8JfCTQYIAJvCTx/clgOXl5dTX1zN69GiKi4tRSjFhwoTdCmvVZ85Ef+IJtPZ2lLfTp1VWooYNk9aPpib0jg7cvn0lRiU/X1SqXr2wL75YTB1edVr3iBFxMtjc3ExKSgp5eXnk5eXtulaqrQ3fjBloH32EG41Cfj7apEnyPEOHSvbe2rWo5GRZeB88WIKPN26U5oNQCP2LL2R0eMQR2FdeuUszy06hFPpnn8lifTQq6lB3t+wFxpSmGBkbNEiMC57S5ubkoNfVSfVWUhLulClErrqKtRUVNDQ0MHHiRFK22ZfcFbS1a6V+TtfjBFT/4ANp8cjNRV+yRMwrfr+YAxyHSEYGdmEhyV5jiRowQEikZclxJydj/fnPOCed9N0jyM5OGXlrmkSWJCWhf/UV5r33QkMDba6LHg4TSknBqKgQAwnIbmUwKGPcaLSnlSMaFYNJdjbuxInoGzZIrZ+miZI7YgSR996T1pmdnZOSEnwPPSSmCLwdxyuuwHzwQWn2ACHBw4bJOD8aFdXQM3AQCMiItqCA6GOPSfXfBx+Iu7qrCxWJUPeb35B+zz3fuk5jo+KYqzjmdM3NyWHQRRfhW7VKyGcoJBV1v/kNzplnyoh4yxaJRtJ1tMZG3JEjiXz+uRBTr6tZX7pUvu+003aPpMfOSWkpxgsvCBkeNAjnrLPiO4TWVVcRXriQwPjxhJKSZG/x6KOxL7xwtx9/T7Bw4UJOPPFE7rrrLs4///wE+UvgJ4UEAUzgJw/XdbFisRd7gKqqKsrKyrAsi8zMTEaPHr1HtU3aypXSJpCSIhVo114LHR2yB9bcLHEkLS2yW6Trkn22ejUEAnGnpkpPFwfjIYdAOEzUtmnwxsSNjY0EAoE4GfxmcKxSinWrVtG+dCkj+/QhNGWKKGH33tvz+NnZEuy8bh3KcztrZWWys9bZKUYKAJ8P54QTsC+7TAhkVpYU2X+PG5K2ciXmww9LjuDmzUKQQyFRugYOFJIWCAi58fnQWltx9tpL9vqqqqgvKqJ14ED6JidjhkKQkYF97LFQULDHx0JLC75770VftEjIWSxTz9uFs4YORaurQ29vp9OrskvZsAHVpw/k5qJt2IDmODgHHIBz1FHoK1eif/01KidHjAj77fedh2CtWkX9Y4+R1N1N1kEHoY4/HuP11/E9+KC4nWPnOBKRY4tl/Hl7myoYFDXMccR5HIuicV3csWOJPv30LhUqrbRU9lVNU5yy+fkQjeI/+2z05culvk7XIRjE+tOfROFbt65HBfRy+Jx99kGvrISWFvlQY9vSxJGbS2TOHFT//rs8D93d3fHYE/OTTxg0cyZB18WXlITRuzf2lVeiRozAd955mG+9JeRQKZTfjztmDNHXX4fkZMxbb8V85x05b5EIqk8fog88EM8J/L5oaGjAvuQS8sJhArEooXXrcPffH/uKK/6jx94RFi1axPHHH8/NN9/MxRdfnCB/CfzkkCCACfzk8X0J4Nq1aykrK2PIkCEUFRX9R7+AlVKoWbMwn31WRrHjxmEfdZSMaDMyRFlrbERftUqcnOPHCxnxKs3c4cMx5s4VJ+xxx4kjV9NobGyMq4O6rsdNJGlpaaxatYru7m4mTJiw3dhYX7QI/auv5LGmTpVR8RNP4BYUgGHIzb2tTW7uaWmi9nR2yk7egAHxvSv7xBNxzj77+5HAmhohTw0NorgB5ssvo1VUSFRKOCxE2YuVcadNw7Us1Pz5EiqcnY1RUSHVZGlpuEOHSgB1RobUdjnOjh2iO35zoLUV45NPMN54Q56zuRndG1FrDQ2oQIDoPvvgVlYSXLeOrpwcDMDf2Iim66jBgyWOxou90ZRCBYNY116LO306qnfvHT51V1cXS5cuJSMjg5EjR6JvY8bRiovx3XST7GYahuQV+nzxXU1MU/YnAwEhfZFIj3Ei9roCAVTv3kSefVb2VbduxfzHP9Da23H22gt3+vSdn6PaWqkJXL9e3u/TT8c95BC0JUsInHSSBE6bpnyIiERExbZt+dDjKYSa44iCfPzxRF98UXL6Zs0SctvUhLv33ljXXvstt6xtWXT9619Ev/ySjmiU+tGjCe61Fzk5ORQsWULwhhuEXHrXtbvPPjICbmmRY6us7CHKrot1zTU4/0HOX8zwMXnzZrLff18+sHiKqH3hhbiHHvq9H3tHKC4u5phjjuHPf/4zM2bMSJC/BH6SSBDABH7y2FMCqJRi06ZNlJaW4vP5ODjWd9vzBVBWhhYOi+t2FxlhscdzHAfXddE1TUZppiku0aeeQv/4454buqdyxfbvtJoaqKpCAyGKjgOdnbIwP2KE7JQFAtj77kuzz0ddXR11dXVEIhH8fj+DBw8mPz8f85tGlW3R2Ynv9tvRFy6MjxS1TZskyywtLf6cmqcoqUGDoLERrbOT6C23oFdUoM+bJy0Zxx6L+z2X4rXiYiGB69fL605KEtXLsrCGDqWjrIz0jRth+HAhZ+Gw1JAVFaFt2CBZe1lZ6I2NQsQyM7H/+Efp4d0dKCX1aqWlMm7OzsZYsUKyD9vaUEOHom3ejL56NW5uLqq1Fb27m2hKClZ6Oinl5UKmkpLi5EClp6OGDMG6+eZvqYHt7e0sXbqUgoIChg4duuOb/Nat+O67T1TF3FzZy9N19OpqtK1bJW7HNCVmpr5ezkn8hGrxlgp3+HCsSy/F99hjQlQBdB3r8svF3LKLcxKrH2Qb9dv4+9/xXXONEF3TlGPLyaFr2DCSX3gBPbZy4VXSqexsok8+icrIIHD22eKMV0rc2AceSPTll3fqRP/mqLirtZWRs2eTv2wZfk1DHzgQ649/lBWG1laCU6fKDmh2NrguWn099sknYz32mDxgfb2Q4C1bUP37Y59yiuyK7gSNjY0sW7aMkSNHUpCVhfHWW3K9Gwbu9OmS8/c9XPQ7w4oVKzj66KP54x//yNVXX50gfwn8ZJEggAn85KGUIur1tn4XHMdhxYoVtLS0MGTIEDZs2MC0adN6vsCyMB58EH3WLNl9GjgQ+5prtovB2PZ5Y+QPJO/vW7/MHUdiVBoaUJ4r1XfPPaLcBAJyU+/slD0or2JOKy2Vhg/XRWtrk7iQIUOwrruOtqQkir/6ivScHEIpKXLD7OoiOzub3NxccnNzpbXh2y8craxMRr7Z2fhuvBHj7bdF7fNcyyoUEhLjqS7a2rU4++8vjlvHkf/S07GuukqIY1eXZM8VFcky//eAtmYN2tVXE920iUA0ii8axZk2DWPu3B73cWYm2pYtok62tEgXcHq6uF0NQ3bABg3CPeCA+Dnco2MoL8e85x4xtvh8EAhI3E1VlZy6UaNgwwaM5mZcw0DpOkY0KgShXz/J/DNNnJNOwv71r9FXrsResICa7m7UWWdRePDBu77Jd3djvP02+sqVqPR0CSY2DHzXXIP+9deQl4c7dizaunWSodfV1ROO7ClgyueTDxeRCCo3V9pJOjrEXHHDDdiXXoq2ahX+q68Wt/KwYVh33RU3C30LSuG79FL0L76IN61Y0ShLp09n9Oefk/bJJzLaDwaFJGZny56c6+K77z5RK72xNYZB+M03Ubvp4u3u7qahro725ctpr6tD9etHVv/+0p+blkbSoYeKoSkYlCByTcM+5RTsu+6Cri45b8XFcae3O2EC1u237/AajZG/ESNGbNeUE89K/IHJ2erVq+MBzzfccEOC/CXwk0aCACbwk8fuEsBwOMzSpUsxDIMJEyYQDodZtGgRh24z3tE/+ADj7rvFlRkMopWV4U6ejHP//dvdDJRSuK6L67V37JD87Qiui/H66xJObNu4EyfKjtbKlfEdPX3dOpTfL4rXoEFiWFi7lpYjjqC5pISC+nqC+fk4v/0t7kEH0dnZSX19PXV1dbS1tZGenh53FO80BLqhQTpTZ82SUfEBB4hJoqMD1bevGCG8/UCttVWUUKXkOFNSpDqtslIUuuHDsW67DXevvb779X8D9fX1bJg7l+Ht7eT6fBJ23NSEvmkTWl2dED3HQevqwpk0CSNmUAgEZCS5aZO4ZjMzpYnimmvkWPPy9ky1sSy0rVtRycnSpVtTg/H++xgvv4zW2Cjmi1jvreui2Tau308kJQV/V5dEnQwaJOPllhYJ/dZ19OxsrL/+FeeQQ3rGih0d4kr9ruslEsG8+26Mf/9b1Mb8fOzzzsN8/HEh5Z7qrUIhcV/HRvnBYI9S6DiojAypEZw5Uz5w6Lo8Xk4O4U8/hZ3VCTY1YT79NPqqVYRdlzUjRpBx5pn0DgQIHnKInJNgELd3b+k0PvtstEgE3w03iIElVh/ouqICfvihjI1rajAffVQ+6BQVSU3eTmKJbNuO9+fW19ejlGL0v/5Fr5kz0X0+NL9fFPLzz8c57TT0pUvxXXmlfBDwIna0qiqsu+6S/cdtsFPy9yNh3bp1HHXUUfzud7/j1ltvTZC/BH7ySBDABH7y2B0C2NLSQnFxMbm5ufFdrM7OTubPn88R2zQQ6I89hvHyyz0RKfX10pLx6qvxKrGY6qdsG23LFnTHEdKxJ3VNkYjcHEMh9Pnz8f31r6LaID2yystYU57xIbJkCd2RCGmOg9GrlyiDKSlE77hDIkM2bIC0NLpHj6bOi+FoamoiFArFTSQpKSm7vOnoc+fKjbm5GRUK4Zx6KsZbb4mD2FPW9C++EPUpGpURn+MICRgwAGf6dLSuLtxRoyRceUdK5DaorKxk/fr12wXtaqtXY7z6KvrmzeIWdhxxxyqFO3EixqefxkevOI70Io8aherdG33xYgkdHjxYyIc32nROOgnn1FP3XM1RCn3uXIyPP0b/7DPZWYxE4juMbr9+ktMYiWCFQtQPG0bh119jhUKowkICW7cKec7Nxd1/f5xjjsF3110SJl1YiHX//dsHPe8IloW+fLmYiwYPll3Djg58112H8f77PYQPUH36oK9aFQ93jhs4dB2VkiLnMSVF4os81dodMYLoO+/sdIcRpajfvJmV69czYvx4yWLEC6C+7z4ZURsGauBAiVJRisCBB8oHiJiC61XjRV99FXfMGDGfLFsm/x6N4o4bR/Sll7Zrx9nxoUh/bvO6daQ89hiB0lJ8fr84pK+4gqT8fPQlS/BddZXECXkRRFpFBdadd8bPtb5oEZF33qGuooKUI44g/dRTtxt//xjYtGkTRx55JKeccgp33333drugCSTwU0WCACbwX4FIJLLTf6uurmbVqlUMGTKE/v37x0lQOBxm7ty5TJ8+Pf53+muvYTz0kIxgAwHJCxsyBPupp+Idu47j4HZ14X/sMYyFC8XUMXgw9owZPZVUewituBjjq6+k+uuggzA++ADjk09w8/PpaGjAaW4mDdB79xZDiVJo69bhHHoohtfdqgIB3EMOwbrhBhn9dXbS0NFBfX09DQ0N+Hy+OBnMyMjYMRmsrZX9vOxsVL9+GM89h/nEE7K/aNvSpJGRIepcaqqMI5OT0dra4h3GOA7OiSfK7plSQqIDgXhcSWwHs6KigvHjx5O5o+iZ2K+djg60xkYhyKWlaJWVcYKqdXSIO3W//dAaGtDXrsUtKEBlZmKsXIlKS4vvODpHH407ZQru5MmijoXDoq7uJmnXv/gC84UXpCYvMxNsG2PJEon+CQZx99mHDtcldc4crPR0XE0j0NKCBji5uRgdHfFuYpWeLkah5GTsyy/HPuusXUa57BCWJVEujzwi5HjUKFR2dtx5HcvwUxkZaOEwbloa+tatQnRiJhIvf88dM4bIG29Ar17oixdjPP88WkcHzrRpVB1+OKvWrmXMmDHk5eVtf04WL0ZbuVKy9qZNi1/75s03yxhY1yVnECA1VdTZoiL8F1wgO6fhcLz/OvrAA0LSdxfhMNG1a2lqaaE6KYmm9naSk5PJS06m6NFHSVqzRlTW9nbc8eNs4oOIAACDnElEQVSxYh+UiotRN99MV3U1yenp+H0+nN/9TmJ+fiSUlZVx1FFHcdxxx/HAAw8kyF8C/zVIEMAE/iuwIwKolGL9+vVUVFQwbtw4cr+xCG5ZFrNnz+awww7rMVG0t2PEnJmui8rPx7n6atRee21n9vC9+y6+J58U0uP3o5eW4hx0EO6UKeibNqFSU3GOOAK2DTDeE7S0oD/+OO1ffIGt66ScdBLJ77wjx1RQICPLjRvlRu+6Qlg7OtC9hXi9tBQ6OnBHjMA+7zyc7GyamprijmIg7ijOysraefyNbWO8+irGnDmiSnqKlF5RITuMti2NDV1d0iOckgL19WiuS+Suu/A98ohkHpomzoknEj3vPNasX09TUxMTJkzY7Yw/6uqEIHujZ23r1ngDhturlyiGzc04e+0lJoiGBqlhKywUkpKUJKPttrb4eFINGkT0kUdQAwfu3jG0t0ugd1aWrAesWIH57LPoixcT1jSs9nZSLAu9uxvCYVFDTRPb78cIhzFsW2rWvEggXBeVlYU7ahTWbbehxo3bY5VS/+gjzOefF0KZlCSGhZQUfNdfL00YgQAqJUVc5osWCWHfdr/NU+jcffYhes01BM47T3YaHQcFbD78cHwPPEDOnnTetrfLiLiqSqrgMjMhPR37ggtQhYX4Tz9davNSUmTPtb0d52c/I/r3v8v3NzdjvviijPf79cM+4wyJrtkFYqPi+vp62tavp8/s2WS1tGAMHozv3HMxPQU7cu+9uK+9hjl+PMkpKWhlZaiCAqxHH92j8767qKysZPr06UyfPp1HH300Qf4S+K9CggAm8F+BaDTKtpeqbdssW7aMzs7OnYYJu67LJ598wrRp07YPf+7uRlu8WFSi4cNRffpst/On6zq+hx9Gnzkz3h+qVVeLcrbNeNQdM0aUhz1Vd5BF+JLiYpJdl1ETJmCGQhjPPov50ks97REDBkgkR0zpAsl7C4XEcJKailZXhzN1KvZf/oK2YoU0H/TrR3NmZtxRbFnWdrV0Pp9vp8elVVfLXtqHH4oSF2u0ME3c/feXkWNTE1okgjtgAMb8+bh5eWI2aWujbuhQwsnJFOTmog8fjho2TOrLvs+NsbUV3x13oH/9tTiaHQfn8MMx5syRLEOvOk7bulXew4wM9OXLUWlpqLw8UTPT0nCnTsWZPh3nF7/Y4+NQ4TB1jz2Gs3Il+SNHYh5xBOZzz2G8+66Mp/PzhZyFw+jhMI5pYlgWStfF+Z2cLOdq0CCc3/wGd++9pdGkuho1ZgzWDTd8p6qslZbK16enS52ZpmG89RbmrbeK+ueFkbujRolavGWLkEDDkD3PQADNNHEHDkTfskWUu44OOXeGQfSZZ3B+/vM9Oi/6J59g/u1vkjXp9+MOHYp1/fUQChHYbz/5ABEzcQSDuPvvT/SVVyASwXf55bL36DiyJztpEtEnn+xp8/iu98QbFcddxV1dZGZmkpycjP+JJxhUUoJvwgTZR9yyBZWf/6MQwJqaGo488kgOOOAAnnrqqT3KGE0ggZ8CEgQwgf8KbEsAY9lrgUCAcePG7bJE/eOPP2b//fcntJOol52ZPYxXX8V87rl4p6i+cqXchAcOlIX2aBStrAz7yivF1bkHaG1tpaSkhLy8PIYNG9ajGjgO+qxZ6Bs3isJ4yCH4//AHtPJy2UHs6JBO2NRUcfNqmpCx7m7c8eMxZs+W8WdmJtYll0h+nVJ0dHTEyWBnZyeZmZlxE8kOW1G8xgv9669lNJyaivHaa2IwCIWgvV1G0wsXCsHIzcW1LFiwADcpCV9amgQK+3yo3FzsU0/FvuACUcW8arfdhjdi1mprMR99VNS/+nqpnUtJETVLKdy990arqhLCnJkp4dgVFQC4Q4aghcM4hxyCe8ghOPvtJxmNbW3yXu7k+nFdl1WrVtHW1sbEiRO3r/Crq8N/1VXoCxeKazk7W1Rbz1yDYeDqOq6uo2kaVt++GIEAZnu77C76/bI/2KsX0Ztvxv3Zz+T9bGiQx9uNnVP9668xn35adg5HjMC68EI0y8J/8smSBRnLEQyF4ruCWksLyvuAobmufNBITyfy0kuoQw4RE9PbbwuRzsjA/vWvd6zOKYVeXCxu3UBAzqm3P2g8+CC++++Xr0tNRQUCEkJ+3XVoJSUEfvc7CZv2VFKA6EMPfe8xbVdXF1u2bKGyspKMjRsZ8dZbJFkWvuRkTF3H+e1vcU4++Xs99s6wdetWjj76aCZNmsQLL7yQIH8J/FciQQAT+K9AjAA2NTVRXFxMr169GD58+HeOXGbPns3kyZNJ8xS0bRE3e3g/Ats9VksLvrvuitdmqZwctIoKyUtLT5cb6Pr12JdcgvOrX23/wOEwxscfi0qVl4czfXo8a3Dr1q2sWrWKQYMG0a9fv+90CuqLFmH+9a/odXUybhs8GK2yEnfoUPD5JMqkvV1GbpmZEqlSXg5paUQeewxj7lzJxcvNxT75ZLqCwbijuLW1lbS0tPioeGckGbyMv1dekdquceOwf/Mb/Oecg1ZRgd27N51VVaRv2ABDhqBXVqKUQgPc7Gz0tjbc/v0hFJKO2yuv3GXH7U5RV4e+dGk8G05fsgR99Wqoq5PzsnGjEOT8fBnRtrSIGjh0qDS0+P2ooUNRmobe1BTvTY7ecce3epMdx2HZsmVEo1EmTpy44w8ZHR3os2fje/ZZ2R30+4WEtrWJumZZUhtomrSMGUNwwwb8HR1YhYUEGxpEPVMK1asXzgknoNLTMZ98UlSz3FyiTzzx3c5rz7nMtjmRFRUETj8dfeVKIeE+H+6IEWJC2rwZPbZOoVS8J9iZPJnoCy9gvvAC5pNPCpl1HNx+/Yi8+664rncXXV2Y99wjHxAcB3fkSOk1zs9HX7oU/0knybnx9je1pibsM87AipHGmhrMV1+VD1yDBmGfeuouVfampiZKSkoYMWIEOTk5dHz6KcycSbilhZaRI3GOPprcggKys7N3nae5m2hoaODoo49m1KhRvPzyyz/IYyaQwP8LJAhgAv8VsCyLLVu2sHbtWoYNG0a/fv126/vmzp3LuHHjvmVE2C7c2VNpvoWurp5O30GDZBy5eDEqL09u8sGgkIexY3u+x7ZlhPrZZ/FdLGf//bGuuYYtNTWUbtrE6B0s3O8S9fVSuZaaisrLw3fLLXJz13XpeR0+HH3Bgp7Mt64utPp63BEjMBYskFgTkLy0a66Jx7uER4+mvrOTuro6mpqaSEpKiiuDaWlp301OP/0U/eabidTV4XddfOGwjCGLi2X8F42KSaG6GnfYMFSvXmi1tTg/+xn29ddDTY24RX0+3L333u0R4HZob8e8//6e/cGqKiF/7e0yXhw/Xv6upQXy83EHD8aYN0/cxAUF6OXlolAdfjjuscfiDh2KW1LChoYG2saNY9xee+1yZA5I+8nHH4uiOHw4blERvr/8RcacSuFOmCBq5Zo10NiIFQrha2gQIuo4qEAAXSlRU5OTRalrb4dAAOuaa7AvvliI2p6grAz/BRfI68vPB9OkNTOTVsNgwL/+JaTR70eZppDEPn2wrr8e/9VXiwLc2SmKrePgHHII0Tfe2J5kfhccR0bRti0VcjHHeFcXwb33jkfyaJaFMk3s00/Hvu02aGvD/8c/oq1YEXf5uvvth3XbbTtUamPkb/jw4RR+Y5Tuum58VNzQ0BAfFcfyNJP2xNW/zfMdc8wxDBw4kNdff/07r40EEvgpI0EAE/jJQynF8uXLqaqqYvz48WTvgXr073//m+HDh29nENlW+dvtfD+8/bh770XfsEEcnr/7He42ETMgwcf+K6/E9Tp66exEq66m4qCD8M+fT7amYUyciHXRRbtsL9glGhsx5syBzk4JaQ4G8V19tdRqeQqgCoVE8UlJEfUkEonX0sV6aN3x47H+/GdIS4sv2dfV1dHQ0IBhGHEymJmZuUOlta6ujvJ332VoezuZWVnoX30lXbobNvREuViWGEimTYP0dImcCYWwbrhBQourqkDTpAv26qvRkpNlLPsdETPbQSmoq4s3ZxizZ6MvXSph364r+5uahjNpElo4jL50qcSIGIaopV4QN9EoWksLdne3qKsHHoh9883ytXuq8iiF/skn+B59FBobpWVl330xFi5EX7NGzBqahgKsUAiju7vHRBIL5VYKUlNxDj4Y6447ZCwMEg0Tjcr7uotrV6uqwnj6abRNm2hKSmL9AQcw/IQTyLjpJsznnpMvCgRwvVgde8YMfH/6E5rXxILrxomidfXV2FdeKY+7cSPGJ58IOTzooO0/AO0GzFtvlefXNLlm09OxL7oI55RT0OfNw3fttUIa/f64Szz68MPf6kPeFfnbEbq6uuJ7gy0tLYRCIXJyciSA+hs93DtCa2srxx57LAUFBbz55ps7DmRPIIH/IiQIYAL/FSgtLY0veu8JFixYQFFRUTzfLLbvp+rrMaqrxUnav//uuzOVkhtwUtIOs8W0khL811wjI0+/HzcaJfrVV7hAKCkJLTUVWltF1bjrrh8mn0wpjGeewXzzTSEW2dnYJ56I+fDDMmpNTgbXRf/yS9yCAtwpUyAaRS8txT7/fNyxY+WG3t2NO2kS9sEH09TcHB8Vu64bHxNnZ2djGAYVFRVs2LCB0aNH96iZtbWY//gH+ty58fEj0agYSPbeWwjXxo2okSNRgPH11+Jutm20lSvFfdu7N8rnk0y8ggKcE0/cfRfvN86JPmsWxocfiuO7qwt35Ej00lL09evFYNPUJJ3JgQDOgQeif/IJLhDt04dgW5uYYAoLcSdNwrrppniQ955AKy+XEXxqKu64cfIh4q9/xfjoI3ndMTJumuitrdsZnWI1bZpp4kybhnXnnRivvy5GIdfF3Xtvovfe+60e3u1Pg2LN6tU0NjUxadIk+fmxbXwzZkgdmteM4h50ENZ11xE4/njpmVZqu5w/d/BgcfFaFv4LLhBDlG1DairRBx7Ysy7d5mbMBx4Q9VfXcadMwb7oIkhKQv/8cyGARUVCuru60OrqiD70kBhgkLWI6D/+QVN5OUkHHUTqeeftdI9zZ7AsK+4qbmhoQNM0cnNzycnJ2eGouL29neOPP5709HTefffdHe/O/kCYN28ed999N0uWLKGmpoa3336bE044YZff8/nnnzNjxgxWrVpFYWEhV155JRdccMGPdowJ/G8gQQAT+K+AbdvxSrY9wVdffUWfPn0oLCzscfkuWoTvoYfQ6+slWuPEE3HOPPOHqYVqbRVla8MG7IwMuioq0DWNFMeRPTNNkwX47m6iL7yw44YEz2W8pyqYVloqLuA+fSAlBf+554prODMTWlvRGhpwx42LEyp9zRppCCkuFlOF14NrX3JJfGl+W8dlXV0d4XCYQCBANBpl7NixO40P0Wpq4lVr5gMPoG3aJP+QnY11zTX4/vpXIdJ5edDYKA0kBQWonBwJRvby9FR+PvY550hd2oQJO22U2CUaGjAfflj2BWPH5pktsG3c0aOxcnLwz5qFm5yMnp0dJziqoEBMG8EgzpFH4px1ljSUrFoFaWmSO/g9dsCMf/0L3403iks1MxNn3DjMefOkRcT7lewaBq5ponw+nLw81JgxBOfP7yFG3d2yw/j88/EWDG3jRnmfBw/Gzcpi9erVtLa2MmnSpO1JSzSK8dFHEuWSlyfxMklJaKtXEzz8cOn61XVRknUdNz8f++ab0efMwXjjDTFwRCJyjnr3Jvzll3s2wrdtOce6Lu9pTGFuasJ/2WWisqekSNTRxIlY994bj+bhuuvoqq4mmJFBELBPOQXnnHP2+D2IYdtRcX19Pd3d3WRlZREOh8nJyaF3796cdNJJ+Hw+Pvjggz3+ELqnmDlzJvPnz2fixImcfPLJ30kAN2/ezOjRozn33HM5//zzmT9/PhdeeCGvvvoqJ//A5pcE/reQIIAJ/Ffg+xLAJUuWkJubS2FhoagrHR0EL75YRpH9+wsZ6+zEuvnm725t2E1omzbhPPQQ7atXY/TpQ/qECfheeQU3pmrU16MpReTvf99evbFtjBdfxPj4YxlLTpuG/bvfxZsg9vg4Nm/GvOMOcRXn5kqgc1kZ7sCBEA6LsWTwYPTFi3E9cqqVl6Py8rDuuw/zvvuEQPbujXXJJdhjxrB8+XJaWloIBAJ0dXWRkZERHxXvdKdq61aML74Ay8IdPx41fDi+P/xBsgf79IGqKvTKStnX27hR9s+CQdy+fUWtS09H5eXJntott8SjefYISskeYCAAjiPK4Pz56AsX4hgG3Z2dpNTWovv9sr/Y2CjkJC1NAp4NA3foUJRpore0SNuGp2xa114r6uCeqrltbbIvumSJ5PIVFKCSk6XSraVFPiyYJtEBA7AtiyiQXFuLrusYXV09Lt7CQqyrrkIvLcV8/nl5rNRU1l5xBdVjxjBp0qQ9Glfq77yD/6KL0KJRcRH36oXKyMC67jrMF19E/+ADUS69Ll40jeg998iHKID6eokRam/HHTMG96CD9ujDlVZWhvnss2J2GjwY++yz407kyEMPwXPPoY8dSygUEqNIMCjq5A9kxujs7KShoYEHHniAp59+Gr/fT05ODi+88AIHHXTQ/2nWn6Zp30kAr7rqKt577z3WrFkT/7sLLriAZcuWsXDhwv+Do0zgvxUJ+1IC/9PQdR3LsuJmD72pKT7aw+8XBWrtWrTqaviBCGBNKMTq445j8CWX0G/QIJz6eoyvv0Zbvz4ex+H88pffcsIa776L+corkJKC0nWMN96QyrZf/1q+13VRQ4bsNiFUAwdiPfGEKIqeY9i8+24JsjZNnGOOkb23pUt7btA+H3R14bvqKvSSElRqKnp1Nb4ZM9g6ciR929uZMGkS/PrXhFNS4sHT69evJyUlJd5EEgqFenaq8vO/FcNhX3GFOHk3bpR9wbQ0qXtbu9Y7GQZac7OMGdPSUIMGoW/ciPnMM1h33422YoWMrV0X94ADJGtwV9A0aVjx4JxyCs6vfkX7P/9Jx7vvkpGbizN4MNpzz4lyqZQop5aFMgwIBlGDB2N88IGM9gcORCsvx3j3XfQlS3AOPxzryisxvvhCTC9Dh+JOn75r4pOWhn3DDThr1qBFo0LMs7Jw5s7Fd8018RBjMy0N07YJFBai19VBd7d0OHsRKtTVYd5yC3pbm+wQRiJo7e0Mv/JKBtxxB0yZslvXSwzuCSdgVVZivvyyEOdQCHfvvXH32Qd39WrpuY6FXSslKuHWrfLN9fX4L7xQVgA8AmnNmLFHCp0aMADrr3/91t83NTXRWFnJ0GAQX0yFi42pf0CEQiFCoRC33XYba9asobKykokTJ3LSSSfh9/u5+uqrufzyy3/Q5/xPsHDhwu3qLgGmT5/OM888g2VZCaNKAjtFggAm8F+B71OsrpQiGAxSVlZGZ2cn+fn5ZKWniyOzrk72z1paxAW5J00Iu3i+srIyNm/ezJgxY3qMJ7m5WHfdJTfOlhbUsGGSHfiN16SVlEjvamyhPRIRlaq4WOJPvEow66abvrM5YTt4+1GqTx+sO+4QF3AgIN2y8+aJ4lRWJtl07e24Bx2E8dlnMpoLhXCiUVi8mPzKSnwDBqC9+SZuWRnceiv9+vWjX+/eRKNRGpqbqaurY/PmzQQCgTgZ3NGCverXj+hTT0nHcTSK+c9/CuH0+2W0mZws742uy3tjGPK+1dSgL12K7/LLJXMP4LXXsH/2M9To0biTJsn+2G6gpraW1dnZjL7vPpLy87FBWlYWL8Z88klpH9m6VZS+4cOF8Ng2KisLralJlEpNEzfvvHkE5s9Hr62NkzNn2jTsSy+VKJedXb+miRozhm3HMO60aUQ++gjzgQcwvvpKyPovfoG7114ETjlFRv0xh3lKCjgOdjiMPxoV44YXP6PZNkl//jP2unVYd94ZVz+1TZuEuA0evFPV0rnoItTEieLkTU8XE09SEvbZZ2P8/e+SM+i6kn+Ynh7vGjY+/FB2+8JhGRO3tuK79VYZMX/PGkXoMXyMPvpofGVlkj/o94sR5eSTfzD1L4ZIJMIZZ5xBV1cXixcvJjMzE8uymD9//k8u86+2tjbetR1Dfn4+tm3T0NBAr++zNpHA/y+QIIAJ/E8itu9XVFRETk4O9fX1rFmzBtu2KTrsMPq/8w7+NWvQvHotd599dutxtbIy9M8/R7Nt3AkT4rtXruuyZs0aGhsbmTx5Mqnf2IdSvXph//73u37wlBTZq4ptZXR3o5eXy05Xnz6g60JOnnoK+89/3uNzAkhl2pAh8T+6Bx2EfdllGK+9Bt3dOEcfjXPIIRhz5wqxcBy6a2pItSx8/fvDoEGo7m7ppF2xQmrj3n0Xv1IkT59O4Xnn4Zhm3FFcXFyMruvb1dLFR2ihEGr8eACsUaPErLF1K+b774sS6DjSepKcLCPX9nbcQw7BeP116UYuKpJWl+XLMZ95BlVUJM0lGRkysp06Ffv883e4S1leXs7GjRu/7Srv1Qv32GOJHnggxscfY3zwgZCNSERCplNThQh2dwvZ0nVRFtvbRVktLBTlq66uRx087DDsSy4RwrW7H2TS07H/8hfsri5RZT0VJ/Lmm6KwLV0qKwNKoVJSMNPT0To6UJYl7nbvGlK2jfHuu6jBg7F//Wv5Xq8G0R07luizz+44k1HTcKdOhalTt//7QIDoiy/iu+46Cdr2+3EPOADHG1Fq7e0SkeTtDxKJoHV0YLz/Ps7558tj1NRgfvABtLWhRozAOfLIXYaDNzc3U1JSwrBhw8jr3RsrM1NGzJ2duBMn4hx33O6d092EZVmcddZZVFVVMXv27HiElM/nY9q0aT/oc/1Q+NYHLO/9/z4fnBP4/w8SBDCB/ykopeIxLwCGYZCVlUVWVhZDhw6lra2Nuj59WJyejllZSah3b1KmTiXXdTG/Y7dH27RJOlgrKkDT0N95B3vGDCL778+yZcuwbZu99977ezsEnWOPlXYFz6ygcnPlxt/RIeQQICVFYlZ2dHxlZTI2TE+XaI7dUSo0Dee443raTDRNVJX99kP7+GMsyyLZstBCIcmTA7lZK4U+ezbGu+/KLpimYbz0kvz/c84hLz2d/K4unPx8WgyDuro6Vq9ejeM48eiNnJycHrdlKITr3Vyjv/qVuJkjEXz33IO+cKGon/vui33eefhuukkUH01Dq6uL142p/HzJX9R1VFYWxsKFGO+/L1VwU6ZIMwriKK+oqGDSpEmkp6fv+Lykp+P88pc4J54oCumGDZIdmJuL7847pYvZcVCFhajCQvQlS+IxNFpTUw/Ra2jAfPll9MWLcc48E/uMM4RUNjfjjhiBe+CBuyaF3zAcqEGDiLzzDubNN2O+9pookP37QyRCV0EBydXVPSaSQACUIgJE33kH1q0j+MUXaACdnRhz5hA8+GAiM2fGFbzdgRoyhOhTT8luaSAgO5ne++iOHCnqouNIBFA0Gs+EBKRBZcYMWWnQNDRvNcE+99wdPldzczPFxcUMGzaM3t4xqrFjsfcwemZ3Yds2Z599Nps2bWLOnDl7FDn1/woFBQXU1tZu93d1dXWYpvlfcfwJ/L9DggAm8D+DbzZ7fDPjT9M00tPTSU9PRw0eHK9IKysvZ9WaNfG+3Nzc3B02PxgffSRtIMOHy81r0yZ45RW+9vsJhUJMmDDhPxoPqZEjsW65BX3BAiE8kyfz/7V33+FRVF0Ah3+zLQmphBQSSug1lFCkCqhIhwRUFBXFgiI2UD4QC8UCYsUC0lSkqAgJ3QICAWkiXXoLhJLe+5aZ74+bXQgJECCBYO77PDzq7szOnd2VnNx7zzn6VaswHD+OZrGIa2ZloRbxw1q3bh3Gr76C5GRHxqr11VeLn5hwaRCi13P+5ZfJUBSqZmZiCgrCduIEupMnRSCamYkWHCyWknU6x5K1Eh2NbutWlI4dMb71lujKYTJhGjIE70ceoYGnJ2kmEwkpKZw6dYoDBw5QqVIlx+xggfe8QgWoUAHLu++KZUibzVEbTm3bVuy1i4sT2aqahla5stjHqaqi64qHByQmotu5U2QZ//knlowMDgYHk5CQQKtWrYrsH12I0VhohsncujW6jRvRz52LLjkZ3alTImHFYhHvf36rNfG2Ko7PQP/LL+iXLRPfG1UFVRWf08svF6pxd1UuLlgnTULt3h3Dzz+jpqZypnJlUkJDaf7LLxh/+UVsH1AUNFdXDJUqYXZyQv3nH2x5eejNZhEEqirKqVM49epF3rJlF8vtJCSI7OAqVa5cq9LTs8ikKfXee7G1b49+yxaxFJ3fl9n+2vp169CdOIFau7YIGmNj0S9ZgvXhhx39ru2KCv5Kk81mY9iwYRw6dIj169cXqB1alrVr146VK1cWeGzNmjW0KkYRc6l8kwGgdEe41lLGpT19r9jZ47LXc3d3x93dndq1a5OV3xHj3LlzHD58uOh+udnZ4od5/kyhxWgkOToaHx8f6tWrVyLLLVqdOtjq1HH8t61iRXQHD4plSE1DrV1blEW5VHo6hpkzRWHo+vUhLQ396tWod92F5u0tlguNRrGPqxh7B6OjozkRFUXwmDE4+flhBbFsN28eujNnUIOCsD3xhKgzaC9ZAyKZw9lZBH+HD6P5+qJkZ2P46CP0CxeCqys+NWrgNXo0ddq3Jysri4SEBC5cuMCRI0fw9PR0vOeOUht6faE9fbZHHkFJS0MfHo7i7o5mMqFVqiSKOquqWDJOS7vY7aJ2bZTz58n+7juS336bti4uuI4aJbpRNGuG5ZVXwNu7+J9RQIBIIrn3XtGBxGZDbdUKXWQkxvfeEzO2iiKunf9d1CpXRnfsmCjTExiIEheHkpYm6ib++y+Wt99Ga9YM/cKFYh9m69bY7P2Br0Dt3JmMtm3ZtXMnbu7uBAcHY+3cGS04WPwykJuL5uWF3tkZlyefFPvzjh93ZA+jaSLB5dw5mDABbcYMDL//fvEeTCYso0dfzO4tDkXBMm0a2vvvi1Iuzs6oXbuKdogAeXliv2N+UKw5OYnZwdxcRwCo7NmDZfFicqOjaXHvvXh17lz8698gm83Gyy+/zM6dO9mwYYOjbujtkJmZyYkTJxz/HRUVxd69e/H29qZ69eqMHTuW8+fPM2/ePEBk/H799de89tprDB06lG3btvHtt9/y008/3a5bkO4QsgyMdEdQVRWLxVLkc8Vq63YdcnJySEhIIC4uztEv18/Pj6r79uH61Vfg5ESuqmKOicE8YADu48bd1PWuKS1NLDGqKmrz5oUK/yqnT2N64QWRtZo/q6UcPYqtRw/069eLJUlArVULy9SpV1zu0zSNEydOODqueF2l/yqAbtcusRcsIUGcX7EiluHDMX34IZqzs6gLl56O7tAhUVC5QQORIdusGZYvvxQzUMePg81GblAQ8enpJCQkkJycjKurqyOJxM3NrejP1GqF3FwMc+agi4wU79PJk2JmKSdH9EeuXh1b48bknDiB2d0d0+zZuA4dihIbK+reJSWheXmhdugg9j9eI+i6puRk9EuWYPjuO7FMrGmoDRqg+fujO3wYJSMDzdNTzFbq9eL5atWgUiWU9HQxq5rfgcN2zz0iMGzSpMhL5eTksGvXLry8vGjcuHHB2e49e8TSdW6uWP7u0QPl4EGc+/aFhAQRAOr1qCYTqtFIWrVqRA0eTJNvvsGYni76Bednj5s//RTbk09e3/uQlyeyqZ2dRTJR/tiUPXswvf662EPp5gbJyaIo+tSpogXev/+ijBlD7rlzOLm5YXJywjp0KLZHH73RT+SaVFVl5MiRrFu3jsjIyGK3mSwtkZGR3HPPPYUef/LJJ5k7dy5Dhgzh9OnTREZGOp7buHEjI0eOdBSCHjNmjCwELV2TDAClO8KVAkD7rF9JBX+Xy8vLcxRBTk5MpPbff+P/11/YzGZM996L02uvXdyfdzWJiRhmzEC3fz+ajw+2p58W2aElITMT03PPocTEXKxtmJ2NZjSKbOdatcBmQ3fyJNannsL6yiuFXkJVVQ4ePEhaWhohISG4uroW69LK/v3oIyNFINOhA2r9+jj17i0SEipXRjl/HiU6GrVFC7EMmF8EO2/qVIxffFEwu/mDD8DfH4vFQmJioqNLg9FodASDXl5ehT9je40/VUV34ACGWbNQoqJQ4uNRK1Uiy2pFbzZjGDoUxccH4/vvo1WvLjJ5T58WgXXduiKrtGJFsfzp5YX1lVdE9uoNLOsr58+jW74c/fLloo6gszNqvXpij2Jmpuj1qyhoFSqIDiVnzohewm5uogZh/nddq1wZ62OPYR0+XJQsypednc2uXbvw8fGhQYMGxW9nuHs3To89JoIzk0ksqVerhubrS0q/fni9+y5KdrZ4Tw0G9Hl5qHXrYl62TLTEA0hNRXfkiNh3GRx83Rm4uj/+wDBnjpjpbNoUy6hRjnszf/wxyrx5KMHBVHB1FVsuKlXCvHBhiZd7AfG9HzNmDKtWrWLDhg3UKmYGuST9F8gAULojaJqG2b6RnMLJHtfT0/dG5eXlsW/fPjJTU8Fmwzl/ydLPzw93d/crX99mwzh2LLrNm0WGakYGVKqE+dNPb6i9WFF0O3Zg+PRTURrF2RlrWBiGZcsgO9uRvKGcOIHaty+W8eMLnGuNjyf2m2/QJSdTuW1bdA88cN2ttS6l/+knjJ99JmZ58pM51LvvBjc38QPdzQ21TRsMP/2Emt8FQnf+PLawMDG21FR0+SVxLM2akZyX56g3CBTIKL7inktNw7Z4MdnffotRVanQrx/q0KHoly7FmN/f1945BaMRW8eO6LZtEyVofH1FJmtenuio0alTgSDleijR0aLbh4cHWnAwhm+/xfDJJyjx8aIFXcOG6DIyRCeXuLiLrQY1TcwEGgwiSOzRA/OHH6I7exbb0qXEXLiA2qMHVR566Pq/91FRIhv41CmxXO7lJRJe2rTB6YEHRJ1MFxex79RmI8fLi6i338ape3f8ExNxe/NN0d5O01BbtcI8e3ahZJVr0jQR5F7yPUtNTSVl3Dhqb9uGoWlTsef1/Hk0T0/MP/1U4gGgqqq8/fbbLFmyhA0bNlD3kux4SSoP5B5A6Y5zrWSP0mA2m9m/fz+aptGhc2f0ej1JSUnExcWxc+dOTCbTFeveKXFx6P79VyRLeHpC5coox46h27sXWwkFgOpdd2H++muxhOjpiVazJrozZ9D/+qvYZ2WxoCiK6PhxidyEBHJfeIHAEydwcXWFXbuwnTmDdcyYG/6Baxs0CK1WLdEuzWQStQwPHhRPVqiAbfBgdH/8gWYyOWZPtQoVUI4cQYmKwvTqqygnToCiYGjQAP/HH8ffxQW1cWNS8otPHzlyBIvF4kjc8fHxKbDhPTsnh92BgVT87DMaNmyImr9vU+3cGW3uXLFfMCtL1PULDBSFsjMzRRazs7NYJjWbUZKTRcHp7GyxbJ2fAY392GvMfmnVq6NdsqRofe450ad5+nT0GzaIckJ162Lr0gXTpEnide179HQ6UdbGyQnlyBEM33yDbvFilKQkalqt6H7/HeuWLVjefvvKyRpFqVkT86JF6P/4Q+xJrF4dtWtXUaC8Z08MP/6IkpODotej+fjg5ONDhSpVOBcTg/sbb+By5Ag6qxWd1Yr+t98wPfec6MRxPd+X/D2SdqmpqezevZum3btjPHkSTp4UGfB5eaLOXwn//61pGu+99x4///wzkZGRMviTyiU5AyjdEewzgCW93684srKy2LNnD+75G+0vn3Wy2WwkJycTHx9PfHw8er2+wJKlLjERp6eeQjMYxP49qxXl5Emso0eXeA2zAhISML73nuitq9dj691bLP/mBy2ZmZlEz5lDw/nzMdWvj+LkBMnJKLm5mL/5Bt3Onei2bwdXV6wDBqCFhNzYODIy0G/cKLKH69ZFbdECw6RJGBYvFt0vdDp0J09i69YNsrPRr10rWsSZzeiOHkVzcxNt0ipXxvr222I5WdMcWdzx8fFkZWXh7e3tSCA5cOAAAQEB1K1bt9B3RDl2DMO336Ls3Yvu7Fm0/L2OuqNH0Tw8RMCV39lCrVVLFH42m8lbvBjFasX49tuid7GLC9ZBg1BDQ8Us6/W0CNM00Qs3I0Msrbq4YJg2DePkyZCeLg5xdkYB8R4Zjdg0De30afQ6HfqsLJHkkp/xbf76a5S4OAzz5kFWFmrHjtj697/+wMlmw/jyy+j//FMEoF5e2B58EOvrr4PViql9e1FqCLAajRhzcrB5epI6axYVunYVNR4TE0WtQRC9kq9RZN0e/NWrV4+q9uLkS5ei5ORg69AB28MP39SM9OU0TePDDz9kxowZbNiwgeDg4BJ7bUm6k8gAULpj5Obm3vLgLzk5mX379lG1alXq1KlzzWuqqkpKfkeM+Ph4NE3D18eH2suW4fn77+IHstWK1rAh5o8+uuYPRzslJgZSUkQCx5Vq1xXFZoP4ePED9JKaYPbiuo2joqg2Z44oDq3TQVYWSlIStnvuEUvIqirG6+uL+YsvxJ6vEqCcP49x1CjRUQIR5FimTMH0yitiL6O/v8iUPX0azdcXtW1blJMn0Ro0wDxnDqSmot+0CXJzUUNCyKpa1ZFRnJmZiZOTE9WqVXO0pSuSvZbhhg1iuTEmBl1kpOjwkZUluqC0aCH+W68XRZhffRXd9u2ORA4lLw+1dm3Url2xjB4tZjQzMsRndCPfz9RUjJMno//pJ5SsLDQfH7TAQKxAVno6HvHx6HNyxGdltYrC3v7+WF5+GaN9C0B+ZrbasSPmGTOuq8af433ZvFl8DgEBqB07Ou7FqXt3dDt2oNn3vebkYHF358CzzxLXoQNV8vKo++WXOJ0/L2aca9TA8tlnF0vMFLrdVPbs2UPdunWpWrXq9b9f10nTND7//HM+//xz1q1bR/P8QuSSVB7JAFC6I2zfvp2dO3fSu3dvfH19b0lD9gsXLnD48GHq169/Qz+cNE0jNTVV7F+7cAGfv/7CNyUFl8BAnAcNQlec19Q09AsXYliwQJT18PXFOmbMTSWQxMXFcfDgQerVq0c1TcP46qtixsvTE1JSUJs0EW3QsrJEBqemoZw4IRJIrtQD9UZ6sqakiDp9qio6qvj6itmnNWvQqlQRAVZsLFqdOqjBwaI+nV5P3jffYBo1Ct3hw6KUibc3lvfeI65+ff79919q1aqF0WgUiTvJybi4uDjKy3h4eFw5iLdaRZuzTZvQ79ghSso4O6MYDFifeALrI4/g3LMnmsEglkhjYsBqRa1eHZycUJs3R793r+hwERiIZcQI1Hbtih3kF3D8OMZp09CdOIFZp+Ng69YEqSo+334rZgjzl6K16tVBp0Nt0EAEsqoqSqrkLyNr/v5YJkzANnhwiSyj6tavx/T44yKxxWAQs7PVqmH++GNS6tfH8OabuK5dS5a/PwaTCbfYWGx9+6JNmVLotezBX506dahmTzApRZqm8fXXXzNlyhT++OMPWrduXerXlKSyTAaA0h3ht99+Y9y4cezdu5f27dsTFhZGv379qFy5conPBGqaxsmTJzl79ixNmzYtkWr6mqaJLiT5M4O5ubn4+PgUuX/tUrpduzD+73/ih62XF8q5c2hVq2L+9ltRZuU6nTlzhpMnTxboVazs2YPhm29ExnD9+liHD8f0zDOiLZ2f38UAcPBgrP/7X8HxrVuHYf58SEtDbdNGtLu7nhnKyyhnzmB6+WWUkydFJnNurih94+GBLjoa2113odWvj2HGDJHxbDCgnD5NdrVqbHjlFZrUqUPA7t2QlobWuDHmFi0cbekSExMdy/O+vr5UrFjxir9IKOfPo1+6VLxOo0ZiqT43F+euXUWAZW95pqqiT3B+ljUVKqDp9WImzmBAbdwY68iRYjn2emkaiadP8+/x49QPDibQxwfjxIkY5swR9fS8vcHdXXQjqVZN9Jq2txLMT47CaEStVg3r5MnYevVCv3Ah+r/+QnN1xfb440UWc74W3eLFGD//XMyS+vhge+gh0XJPUTA9+SS6I0ewBARgNptRzp4lNTCQ4+++63jf3aKjMa9bx9noaNx69cK/iJInJU3TNGbNmsXEiRP57bffaNeuXalfU5LKOhkASncMTdM4c+YM4eHhRERE8Pfff9OmTRtCQ0MJDQ2latWqNx0M2mw2Dh48SHp6Os2bNy9et4jrpGkaWVlZxMXFFdi/5u/vX6gLiT4iAsPHH6PVqyceyMpCSU7GPGuW6C17Hdc8duwYMTExhISEFN0CzWZzlDwxTJmC4aefRKJDXh6aqyuWjz4SM1r5dLt3YxwzRmT6VqiAkpaGrWdPLBMmiNkm+18t1/uZpKWh27dPlHXZuBH95s1iGbpmTSzvvINh4UL0ixc7MqjN58+TY7WSvWQJlcePR7djx8U6d23aoDZujNqsGdZ77yU5JcVR1kdVVUdGcaVKlYrVxcUwcyaGr78WAV5ODpqnJ+pdd6Hbv1/UFKxeXbQKzO/colWtKrJY58wRHWTIX85PSxMBrIvLFa8VFxfHgQMHCA4Oxv+SAt7KyZMYPvtMFFoOCMD66quiFuSLL4okkvwizxiN4hcHPz9sPXqg1aiB4fPPRZmXvDwwGLC++CKWd9657lIuyoULKNHRaBUriu9m/mdsmDwZw88/o+UXUlZiYsh76CHOPf00CQkJWP/+m0bz5mFMScFkNGKsUgXr++87emqXBk3TmDt3LmPHjmXVqlV06tSp1K4lSXcSGQBKdyRN0zh//jwRERGEh4ezZcsWWrRoQVhYGKGhodSoUeO6g0Gz2czevXsBaN68eZHt4EpDdna2Y2YwPT0dLy8vRzBYYft2jO+8g+bjA+7ujuK6efPmFdjTdzWqqnLgwAHS09Np0aLFxS4bV5OTg2HWLHSbNoGbG9bHHkPt1q3AIYbZszHMmYNqDwASE1E0jbx58zB8951IJHBywvrII9gee+zGliBVVdTqy8kR+8gqVED/888Yp0xB9fQkV1VFUeV778Vw770YJ0wQ75Wmif2FqiqSKFxdsb70EraBAwHx/UlLS3MEg7m5uQUyiq/42Wsa+t9+Q7dhA7qNG1FUVST36HTooqPR3N0dCSQAasuWKPHxWCZPxtajB4ZPP8Xw44+ia4q7O9ann0bt2fNijb18MTExHD58uMBMbVFjcbynmobhiy9EF4/cXLFEbDKJci7+/qj33ot+3TqIixPLt5om9hB6emJ+911sTz99/Z9NUZKSRCeYvXvFPsTmzbFMmuT4rlpHjkRbs4a8oCBsNhuu586R1a4duR98QKVKlS72hi4hmqaxcOFCXn/9dVasWFFkgWVJKq9kACjd8TRNIzY2lmXLlhEeHs7GjRsJDg4mNDSUsLCwIjNBL5eZmcnevXvx8PCgcePGN9XT92bk5uY6gsHU1FQ8K1Sg0ZIleP39N3pVRXNzw/rii9jCwor1epaEBM7++CPk5VE9NBRD/folNlb9Dz9gmDZNzADpdCIQc3bG1rEjhh9/FKVd8vviWiZOxNanT8lc2GLBMGUKlmXLsOXlYWzaFKZMQb9iBYYvv0SrWhUlNlaMx2DA1rEjSnIymrc35iVLICUFw6JFKImJorXegw+SZbE4ag1mZGTg5eXlWLJ0ucIsnRITI7KkVRW1cWOMo0ej371b7NFTFLSAAFFiJiMDy1dfoSQnY3z9dVGgOyVFLCE7OaG2bo1l/HjUu+6C5GRio6I4lJxMsxYtrnv7gXL2LMbhw9Hv2IGWX8YFPz8sb7yBaeRI0QHFahVJQbm54O6OrUMHzIsWAaD75x8MX36JEhuL2qjR9ZeYAVE+5/hxAJFclB9Mp6amYn3qKXxjYjDWqycCxFOnyAgKYs9LL5GTk+Nowejj43OxBeMN0jSNxYsX89JLLxEeHk53ezs6SZIAGQBK/zGappGUlMTy5ctZsmQJ69evp169evTr14/+/fvTsGHDQsFgUlIS+/fvp1q1atSuXfuWZBcXh9lsFsHghQuwbRseVisuwcF4duhQrKXpvPPnyX3+eTyio3F2cgJfXxFotGlTIuNTzp7FOHIkujNnRE9ZgwHr009jWLJELIfalwFPncLWuzeWDz8s+AL2Uig5OaLsi5NTsa6rqioH/v0Xc1QUTerWxSk/yNCtX4/JXuYmK0vsacxv86YkJoLRSN78+ZheflksMYOofRcaiuXddx2zafYgPCEhgZSUFNzc3BxlfVxdXa/8/UhNxbBggWjBduyYKI5sMIh7nzABw9SpGGbMAGfnQq3gtHr1RCC9YAG2vDx01aqhvvaamHW93j2Vl2Y363TY7rsPtXNnjKNGYZg7VyxP6/UiSK1UCbVtW8zz56McO4bT4MGilmROjkiCCQggb9ky0WP6JqSlpbF7925a7tmD7+LFjr6/pKVhfe45bE8/7egNnZCQQFpaGu7u7o4l+qu+71ewdOlSnn/+eRYtWkTv3r1vavyS9F8kA0DpP8uehbtixQoiIiJYs2YN1atXJzQ0lP79+9OkSRO++uorsrKyGDJkCIGBgbd7yFdkb48WFxdHUlKSI7P1Sl1IMjIySHzvPWr+9hum+vXBZEI5dQqtfn3MP/xQYuNSoqLQr1ol6tk1aYKtVy9MDz2E7vRpsaypaSgnT2IbOLBgBxKrFcMXX6BfvVrs76tTB8uECQWKJhfFZrOxb98+zGYzLVq0KLhUq2kYpk3D8P33kJ4uWo1VrSrau6WmYg0LQwsJwfjGG2JmzmQSreny8sj78Ue0WrXQrVmDbs8eUQLmwQfJq1SJxMRE4uPjSUpKwtnZ2RGUXF7w+9Jx6LZtE3vk/PxQO3cGvR79Dz9g/OAD8Z4kJ4tlWoMBW5Mm6OLiUBMTsQKmnBwUiwVcXLB16YLliy9ENvbNyszENGwY+t9+ExnCHh7il4K33sIWFoZh9myM778v9nTa93BaLNjuvx/zjz+KPYUgMoxTUkQQd4XkpUvZg786depQzc8PwzffoF+7VnyeXbuKNneXBf9ms9kRDCYlJeHk5ISvry++vr6ituY1qgCsWrWKp556ioULFxJWzNnymzF9+nQ+/vhjYmJiaNy4MVOnTuXuu+8u8tgr9fo9fPgwDfL3iUrSrSADQKncSE9PZ9WqVURERPDbb79hMBjIyclhwoQJvPLKK7ektExJsNlsjqAkISHB0SvX398fT09PUlJS2LdvH61++w2fDRscCSRKfLyYBVu58ob62xaXPjwc44cfilkkTUPz8cE8dWqBQtL65csxTJqE5ukJzs6iFVz79li++koEHomJIinF398xM2exWNizZw86nY7mzZtfeb9YbCxKaiq6f/9Fv2QJZGejtmuH9aWX0K9di3H8eLQaNUQAlp2NkppK3g8/oPv7b4yffCKWMM1mNJ0OtWlTce4LL2Bzd3dkFCckJKDT6Qq0pbvm9ycjA9PQoei3bBHLxEYjar16KBYL5qwsdElJGPR6kaShKGKGzt8f2yOPXAyeMzLQHTggzm3a9IYKJOs2bRKBt80mZgd79ABFQf/dd5jeeUcsDbu4iJlCmw21fn3MixaJpfVDhzCOGyf2orq7Y3ntNXH+FRQI/i7d55iTI/55lSQYu0sLrScmJqJpGj4+Pvj6+ha5b/D333/niSee4Pvvv+ehhx667vfnei1atIjBgwczffp0OnTowMyZM5kzZw6HDh2iehG/0NgDwKNHj+JhnwlFtDi8XVtPpPJJBoBSuZOTk8Ojjz7Ktm3bCAkJYcuWLVSsWJF+/foRGhpKmzZt7pi/iC/94ZiQkICmaVitVqpXr07DffswfvqpKBdiMokgq1MnLJ99VrqD0jR0a9ag37YNzWTC1qsX2mUFdw2ffYb+p5/EHjEQCSSKQl5+iRHdb7+haBq2Vq2wvPceuRUqsHv3bipUqECTJk2K//nYe+rmH6+cOoXp6afFnkB3d5S0NNTGjTHPnInz/feLLFoPD5SoKJH9XLkyuLlhu+8+LFOmOIJRVVUdNR7j4+Ox2WyOoMTHx+fKwWlmJvpff0X/yy8oZ86AkxMZFSuS7uRE1W3bUMxmEXhpGjg5oQUGorZogfm778TYX3hB9DDOzUUNDMQ6fDi2Rx4p9vL51ShnzuDUp49ok5c/fs3DA61ePfIWLQKDAafHHkM5cUJ0R0lLQ3NzExnOjRoVej178Fe7du0iA6EbcWnyTkJCAtnZ2Xh7e3Pw4EE6duxIVFQUjzzyCDNnzuTRRx+9Jds52rRpQ4sWLfjmm28cjzVs2JCwsDAmT55c6Hh7AJiSkoJXfhcaSbodZC9gqdwZMGAAGRkZHDhwAB8fH3JyclizZg3h4eEMHDgQZ2dn+vXrR1hYGO3bty/xzMSSpNfrHUHH6dOnOXXqFD4+PsTGxhLr7U2TDh3w2bkTY3Y2tpAQ0dKrmJR9+0TmqM2G2rFjgRIwVz9RQe3eHfUqm+41b28UTUMzm0Uf3vR0Uabkl19EiRd3dzSDAf2GDZinTOGfPn3w9vamYcOG1zdTqygFZju1WrWwTJqE4dNPURISUNu0EYkOmiYyc52dRU/g/JI4mqsrmq+vKFgdHw8eHhhmz0a3Ywf+3t5Ueuop6t99N+np6SQkJHDq1CkOHDhApUqVHLODBZap3dywDRyI7cEH4cQJzhw+zHlnZ0KqVYMhQ0QPXJtNlG8JDASLBTU/SDa++67YW2izQWYmusOHMY4fL+ruvf++SMTJL06tVa16fa3pAC0oiLy5czENHSpex9lZdCF58knw8kI5cEDUoaxcWXQg8fBAOXMG3cGD2C4NAOPiyNm7lxPR0dTu2rXEgj8Qfb+9vLzw8vKibt26jnJKs2bNYvjw4QCEhYXRtGnTErvm1ZjNZnbt2sUbb7xR4PFu3bqxdevWq54bEhJCbm4ujRo14u2335YZytItV3Z/sklSKZkyZQr169fHKX/WxMXFxVFL0Gw28+effxIeHs7gwYNRFIU+ffrQv39/OnXqdMWCzbeTvcZfbGwsrVq1wtPT0zFTEle1Kic7dsSWnY1bw4b4Ggz42GzXnEGz1/hTEhLEUuTq1Vjefhu1a9cSGbOtXz/0mzaJoCK/m4f1xRfRL1okgjZvb3Fcdja5mzbh/8wzBbO5zWYRlGVkoDVseM29g5dS27fH3K6dmGmzB2eahtq4Mfrt29Hy2/VhNIKXlwi4FAV0OowffIA+IkI8Zzaj27sX85w5eNarh6enJ3Xq1HEkM1y4cIEjR47g6enpyCi2l+DRFIVDFgsplSrRsmVLXFxcyIuIQD93ruiDm5kpAunWrbEOHQqIHsbo9SgZGWLGz2wGRUG3aRPKP/9g/O47dH/+iZKbK7pzjBqF+sAD1xUIai1bkrdpkwj809JE7+a2bcWT7u5iZjAnx1EfEp3uYls4RBax8s47GM+cobWrK/ozZ7CMG1eivXwv5erqSq1atZgyZQphYWH079+fzMxM2rRpQ+XKlVmwYAHt27cvlWsDJCYmYrPZCtRpBPD39yc2NrbIcwICApg1axYtW7YkLy+P+fPnc9999xEZGSlrFEq3lFwClqQrsFgsbNy4kSVLlrBs2TIsFgu9e/cmLCyMe+65xxFA3k42m40DBw6QmZlJSEhIkTX+NE0jIyOD+Ph44uLiHDXv/P39r9iFxPj22+hXr3bMPilRUajNmmGZM6fkBp+eLoo85+aiBgej1auHcfx49L/8ghYUhEVVsZ08ibVZM4wRERfPy80V49u0Scx2+fhgGTdO9Ky9Ccr58xj/9z90+/ahJCQ4Zv/QNGwPPID1uedw6tVLHOztLZI5zpzB+sorWIcNg7g4DD/8IM6tWxdrr17keXoSn5pKQkICycnJuLq64uvrS3p6OtnZ2bRq1apwuZOsLHSHDokWb40bQ/7zpkGD0P/1l0jSMJnEjGWVKiJZpGVLDCtWiKDWXufPzQ3rsGFi/2BJLIVqGoYPPxQFwlUVALV1a8zTpomMZ6sV3YMPYj56FKVWLVxUFV1iIpY337yxTijF9M8//xAaGsr777/Piy++iKIo5OTk8Oeff9KmTRv8/PxK7doXLlygSpUqbN26tUB3kQ8++ID58+dz5MiRYr1O3759URSFFStWlNZQJakQOQMoSVdgNBrp2rUrXbt2Zdq0afz111+Eh4fzyiuvkJmZSc+ePQkLC6Nr165XrBVXmiwWC3v37kXTNFq3bn3F4sWKouDh4YGHhwd16tQhMzOT+Ph4zpw5w8GDB/H29nZkFDteIytLFDi2Bw4mk0hOKEkeHtjsAVU+6+OPo9u2DfX0aWxmM3ofH/Svv456yTH61avRRUai+vuLDiSnT2P45BPMbdqI5eQzZ0SNv6Cg6+rDq1WpgnnhQpEZHBuLftkylPzeyLaBA0XrMygYTNm7bqSk4PTkkyhHj4p9fNnZGCZNwtSsGS6jR1OtQwcsFgsJCQmcOHGCvLw8nJycOHPmDH5+fnh5eV2c3XR1RS2iT61l7FiUqChR4Do7WyyT6/Wib/KZM2KmMn9JHVUFiwX98uVY+/dHa9ZMDP3kSXRHjojyL3fddX3LxIqCdfRotOBgsQ/Qx0cEdvm/dKSfPYvT2bOY/P1xss8KxseL5eRSsmfPHsLCwhg3bpwj+AMxq9+3b99Su66dj48Per2+0GxffHx8oVnBq2nbti0LFiwo6eFJ0lXJAFCSikGv19OlSxe6dOnC1KlT2b59O+Hh4bzxxhskJibSvXt3wsLC6NatW6m0j7tcTk4Oe/bsuf6kCMDNzQ03Nzdq1arl6EJiX660F0Cu2ro1FbZsgQsXxN6yvDxsVyhrUZK0unU5O3kyab/8QhV/f1x79CiUYKDEx4tlY1dXcY63N0pqqqjDt3gxhu++g9xcNG9vLBMnol7P3ipFgYoV0SpWxNqwYcHnTCbULl3Qr1ghZtnMZhEEdemCfs0asUTr7Q3nzonZwfR0lFOnML77LuZvv0UXEEBsbCxOTk7cddddjlnZffk1CS/NKC7q89SaNiVv6VKxT3LZMvFYYCCW//0P47Rp8M8/IvDT6cQ/K1QQGc2pqWiAfuVKjG++KZb1bTbUmjWxfPIJ6vUsO+r12IoIrNLS0thz8iR3V66Mc1ycKECdlSWWiEuihE0R/v33X/r168eYMWMYOXLkbanfaTKZaNmyJWvXrqX/JbOca9euJTQ0tNivs2fPHgJK6X2SpCuRS8CSdBNUVWXXrl0sWbKEpUuXcu7cOe6//35CQ0Pp1atXgTIPJSUjI4M9e/bg6+tL/fr1S6x8TYEuJElJ1N+8mSpbt2IyGKBXL6zPP+9YjrwqTUP3++9iBs1iwda1K7aHHy5W6ZkzZ85w8uRJmjVrdsUuGPpVqzBOnIjq5QWurqLeXp06WEeMwPTCC2Lm0sMDJT8QyVu+HCpWvM534wqysjB88w26HTvQvL2xPfMMauvW6OfOxThxorjuuXOOIMzWsiW6hARyPvqIXRUr4r15M/XXrUOXmYl6991YRo1Cc3cvkFFssVgKtKUrct+ppkFGhtiXpygo//6L08CBojxLfh9kzdtbzGr+/DOamxvO99wDMTEoeXkiQFRV1Bo1sMyefVPFwdPT09m1axe1atWiZnw8xgkTxHtvMqHee2+p7AE8dOgQPXv25KWXXmLcuHG3tXi7vQzMjBkzaNeuHbNmzWL27NkcPHiQoKAgxo4dy/nz55k3bx4AU6dOpUaNGjRu3Biz2cyCBQv48MMPCQ8PZ8CAAbftPqTyRwaAklRCVFVl//79jmDw5MmT3HffffTr148+ffoUXOa7QfauJTVq1LihfsfFZS/EGxcTQ3JSEq4eHo5ag9fqyqDLr7Wn5OY6ul1YXnkF2xNPXPEcTdM4efIk586dIyQkBM+rdb+wWjFMmSI6blgsqJUrY5k4Ed3Bgxjff/9iQkhuLkpKCnkLFqBdmhVqNotz4+NRq1dHvf/+686YvZxy6BBOgwahpKSIwEzT0NzdURs2hLQ09g8fjl5VCf7qK/G+mEyQk4OtXz8sH39c4H2wL9HHx8eTlZWFt7e3owjy1dqjKadOYfjkE5HAYTCg+fqKvZH33oty9ChO/fqJAtSqKpaJ8/LQPDywPfsslnfeEa9x4oQo7G2xoLZvj9qhw1Xv+9LgLygoSDwYG4vu+HE0NzfxvpdwSaWjR4/Ss2dPnnnmGd5///0y0bln+vTpfPTRR8TExBAcHMznn3/uSOgYMmQIp0+fJjIyEoCPPvqIWbNmcf78eVxcXGjcuDFjx46l12XbISSptMkAUJJKgaZpHD58mCVLlhAREcGhQ4fo3LkzYWFh9OnTBx8fn+v+wRUTE8OhQ4do2LDhLe1aYu9CYi/E6+zs7Ngz6OHhUeg+jKNHo//jD7Q6dQDRMk6tUQPzL78U+fqapnHkyBESEhJo0aJF8ZbQNU3st8vKQq1ZE7y90a1di2nECDT7zGB8PJhM5C5fDvblNYsF4xtviDZpmgY6HdaBA7GOHn3TiRK6deswvv8+uuPHwWJB8/VFc3LifJMmRA8fTuv16zF+9x1aUJC4VnIyik5HbmQkVKiAbutW9OHhonB1w4ao999PVtWqJOTXeUxLS8PDw6NAe7QiZWSINnj+/mB/L9PTcb73XpQTJ0Swmz9DqVWsiO3JJ7GMG4dy5Aim554T/YIBXF1FD+d+/Yq8TJHBXyk7ceIEPXv2ZNCgQXz00Ud3TPF2SSqLZAAoSaVM0zROnDjhCAb37t1Lhw4dCAsLo1+/fvj7+181GNQ0jdOnTxMVFXXVpdFb4UpdSC5NZDC+8Qb6334rGADWrIl50aJCr6eqKgcOHCAjI4MWLVrcXDKN1YrxzTfR//qrKONSoQKWkSOxDR7sOES3eTOmV18Ve9RcXSE5GcxmzD/8IIpSx8aiO3hQJGK0bFmsVmcFaBrk5KBfvx7bmTOcyMoi+957CW7RAlN+L2CtenWxrzIhAZydyd24Ed3ff2N6/nmxlzE7W8wg+vuLGcL33gMXF8esbHx8PMnJyY52gL6+vkUG4pfT/f47pmHDxCygoogkkqAgLJMmiV7BEyagX7DAEaAq58+j1apF3urVhV7rdgR/p0+fpkePHoSFhTF16lQZ/EnSTZIBoCTdQvZgLjw8nIiICHbs2EHbtm0ddQirVKlS4Ae5pmkcPXqUuLg4QkJCSmVP4Y1SVbVAazRFUfDz86Pa0aNU+vhjkTWcP9tkGTkS26OPFjjfarWyf//+K/b1vbSDR7HZbKIuXlISau3aBdrPAeh//RXj2LFotWqJWTizGSU2FvPMmaBpGF97DSUuDvR61I4dMX/xRbHalV0uNzeXXbt24eHhQePGjdHpdChHj2J69lkxw6bXi9nH555z7F3Ur1wp7js7W9y7szOavz+WESOwPf30xRe3WLBqGkkpKY5ZWb1e7wgGK1aseMXgSDlxAv2MGegOHUILCMD20EOOVm7GUaPQr1ghAkBASUxEc3Ul76+/HLOjyp498OmnZB87hhIcjMu774qi06Xs3LlzdO/ene7duzN9+nQZ/ElSCZABoCTdJpqmce7cOSIiIoiIiGDLli20bNmSsLAwQkNDqVSpEs899xwPPPAAvXv3vi2lZorr0tZocXFxVNq5kxp79uBiMGDo2RPtoYcK7LO7Wl9f/bJlGObMgcxM1PbtsfzvfyWWxKGcOCGCsIwM0SIvMRECA8n74QecBg9GOXlSZK3m5aEkJ4sadkOGXNc1cnJy2LVrFxUrVqRRo0YFAnrlwAEMixZBWhpqmzaijZtej2nIEPTr14vs4vwEDZycxCxg795YJk2CpCRRJ3H7djQXF6zPP4/tscdQNY3k5GTH7KCqqo5l4kqVKhU7Q1z/008Y33sPTCY0gwElPR3bgAFYPvxQjP3sWfRPPoklOhqdpydOeXmozZphnjPnhoLk4oqJiaFHjx506tSJWbNm3TFtGiWprJMBoCSVAZqmERsby9KlSwkPD2fjxo2YTCY8PDxYuHAhbdu2LROb3YvD3oXEHgxaLBZ8fHzw9/enUqVKWK3WK/b11f31F6ZRoy62ZcvIwNarF5aPPiqx8enWrMH42Weii4ifH9a330atVw/nLl1EF5D8BBQlOhrb4MEii9VOVdEvX47uwAE0d3dsDz0kijHny8rKYvfu3Y4M7eJ+Zvr580XiTGqqWL62l08xGLAOHYr1lVcwDh+Ofs0a0cM4vwuH+fPPRRJLvkt75cbHxzuKftsziq9UK9J+b4avvhKFnm02bO3aYXn3XdENBcj76SdM77yDVqMGLq6ukJ0tkmzmzkULDi72+3894uLi6NmzJ61bt2bu3Lky+JOkEiTrAEpSGaAoCgEBAQwfPpyePXs66gn6+PjQq1cv6tev7+hP3LBhwzIdDF7er9Ve7+7kyZMcOHAAAA8PDxo2bFjoB7ru779FEepatQDQdDp027ZdbD9WAtRu3ci7+26UlBSxF9BkEgkRvr4op06J1mZ5eaIV22XLm4bp0zHMni2CNE1D/+efmGfPRgsIIDMzk127dhEQEFCwbV0x2B57DCUjA8OMGSgXLohWbwYDatOmWAcNguxs9H//jebhAV5eaIgAVf/33yIA1DT0K1ei+/13/FJTqdSmDXX79iXTz4/4+Hiio6M5dOiQo86jr69v4RllnQ7rq6+Kcj9W68UEEsSev3PR0TQxmTDYg0irVSxll1J7xMTERPr27UuzZs34/vvvZfAnSSVMBoCSVIakpaXRoUMHBgwYwBdffIFOpyM1NZUVK1YQHh7Op59+SlBQEKGhofTv35/g4OAyvR/q0i4kfn5+7N69G1dXV2w2G3/99VfhLiTOzhf3/+l0KBaLCMgMJfxXlYsL2qUBkE6H5d13MY4aJQIwgwG1SxdsgwZdPCY9Hf3PP6M5O4OfH1itKKdPo/vjD1IGDGD3zp3UT0ykSn7hZa1eveKPR6fDOnw41hdeQDl3Dt3evaKOXrt24OEhWrwZjSiZmWjgaMVmvwf9ggWYxo+H1FTRAWTVKtTvv0c3eTJuPXtSq1YtR53HhIQEjh07hpubm+O9L1Da57JSMxkZGezevZtaPXui370b5cAB8XmoKrZu3RzJPiUpOTmZfv36UbduXRYsWFBgi4AkSSVDLgFLUhnz999/c9dddxU5g5Sens6qVasIDw/n999/p3LlyoSGhhIWFkaLFi3KbDCYkpLC3r17qVmzJjVq1ADEXrm4uDji4+NJT0/H09OTqmYz1SdMQH/+vNgzaDJhffFFrM88U/yLWa0iEPLyuv7AMSbmYhZwq1YFZ7fi43EODUUzGsUysaahnD5NxtNPs6VpU9r+/DNemzeLdmweHljGjy/RHriGWbMwTJ0qXl/TRJHnuXPRatXCqXNn0SIuf+bSngWtNmxI3tKljmVcVBUyMzGbTCTml5dJSkrC2dnZsW/Q09PT8d3LyMhg165djrqTxMZiWLgQJTYWrV49rI895mgFV1JSU1Pp27cvAQEBREREXH3ZWpKkGyYDQEm6Q2VmZvLbb78RHh7Or7/+SsWKFR3LxHfddVeZWTKLj4/nwIED1K9fnyqX7Je7VG5urmPfmvnQIWrs3ImHouDUsSOGBx4odo0+3aZNGCdNgpQU8PMTreBatCiZG9E0jMOGof/rLzQvL5TsbKxGIzuefpoazs4ETp6M5u4uahDGxYG7O7lr15ZcFxL7Mu/OnWiurtgefBCtdm0AnO+6C6KjRZFpo1HsofTwAH9/8n78Ea1ePXQ7dmB86y3RpcPXF8v776O2a4fNZiuQza3T6fD19cXd3Z0TJ05Qo0YNatasWTL3cA3p6emEhYXh6enJ8uXLr1r4WpKkmyMDQEn6D8jJyeGPP/4gIiKClStXUqFCBfr160doaCjt27e/bUtoFy5c4PDhwwQHB+Pv71+scy6td5eUlISrq6tjqdLNze2Ke+uUM2cwPf44SnIyWsWK4p9Vq5L3009QUrUT4+IwTpqEbs8eLE5O/HvvvXg98QRBq1dj+PhjNHuB7pwclMxM8iIi0Bo0cJyu27kT/eLFothzx47YLsuOvlHG8eMxzJwpSsiASCKpWBGtZk0xA5iTg1P//iL4c3dHycgAPz/yli4t0KvXns197tw54uLi0Ol0jj2DPj4+pfo9yszMZMCAAZhMJlavXl2ms94l6b9AbqyQpP8AFxcXwsLCCAsLIzc3l3Xr1hEREcHjjz+OXq+nT58+9O/fn7vvvrvo3rKlwN7XNyQkBG9v72KfZzKZqFKlClWqVCnQheT06dNX7UKiHDokatcFBYkAyMUFJSYG3bFjYi9dSfD3x/LFFyTExPDvoUM0bNSIgIAA1KAgkRCRliZmAPMTTLRLOrYoe/ZgfOUVUYhZp0MfGYmSno516NCbHpbljTfAYsEwb55IonFzQ6tWDcubb4KnJ7p//hHdQSpXFn2CXV1RYmNR9u0rEADqY2Jw27gR45kz1OvRA69atUhISODUqVMcPHjQ0ZbOsWezhGRnZzNw4ED0ej0rVqyQwZ8k3QJyBlCS/sMsFgsbN25kyZIlLFu2DIvFQp8+fQgLC6NLly44OTmV+DWvq6/vdbAvVcbFxZGYmIjBYCjQhUS/eTOmF18U9f0qVID0dJTsbPJ++AGtSZMSGQOI0iQHDhwoOKupqhjfew/9L7+IPXpeXpgnTSpQosXwwQcY5s1Dq1lTdNqIjUWrWJG8devEEndSEvrt28W9tm17Y7OWqopy8KAIQGvXdpSo0W3fjunJJ0VCTYUKYoYyPR3zd9+hduwIgPLvv+hfeglrdDQGgwF9w4aYv/nG8RpZWVmOmVn7nk37+38zAVtubi4PP/wwWVlZ/P7772Wq2Lkk/ZfJAFCSygmr1crmzZsdwWBmZia9evUiLCyM++67r0RmXew9kJOSkmjRosWV+9XeJFVVSc5PYoiPjxddSLy8qP/ll1TID6LQ6bD17Yvl/feLv8xqs6HExIhMXx+fQk9fuHCBI0eO0KRJE3x9fQs+qWki+EpKQqtbt8DsHyBarf38swgAASUhAa1CBfIiI1FOn8b0zDPooqLE/dWsifm77xzH3jSLBdMLL6Cz90BWFNROnUQHlPyZPGXwYLTNm9GqVcPZyUnUQXz0USzjxxd6uby8PMeeweTk5GIv0xf1Oo899hiJiYmsWbMGL3uySjmmaVqZLvMk/XfIAFCSyiGbzcb27dsdwWBiYiI9evQgNDSU7t2731DgVqJ9fa/zuvYuJIlnz+K3aRPeZjPO9evj8thj6Is5y6mcP49x9Gh0hw+DXo/1oYewjhrlCB7PnTvHsWPHbrgfs279ekz/+5/I1DUaIS8P6+OPY33zTYzDh2NYvRotf0ZRiY/H2qcPlq+/vu7rXFFODoYff0SJjkarVg3ro486MngzMjIwdO2Ka3Y2xvzah8rZs9g6dsQyY8ZVX9a+TJ+QkEBiYiImk8mxTGzvD32l85544gmio6NZt27ddW0TuBnTp0/n448/JiYmhsaNGzN16lTuvvvuKx6/ceNGXnvtNQ4ePEhgYCCjR49m2LBhJT6uU6dOUSu//iWI73VZzeqX/htkAChJ5ZyqquzcuZMlS5awdOlSLly4wP33309oaCg9e/Ys1pKc1Wpl3759WK1WQkJCblvpjku7kMTHx2M2m/Hx8XF0wrhaEoPpmWfQbd6MVqmS6BGck4Nl4kRsDz7ImTNnOHXqFM2bN6fiTWT16lesQD9vHkpWFrZ778X60kvg4oJTr14ox4+DfVYxIQGtXj3yVq++eHJWFoYZM9Dt2YPm64t16FC0Ro1ueCx29lIvbebPp+KWLSIIVVWUhASsw4ZhHTGi2K9ls9kcM7MJCQkAjmDQ29vbkZlutVp5+umnOXr0KOvXry88m1pKFi1axODBg5k+fTodOnRg5syZzJkzh0OHDlG9evVCx0dFRREcHMzQoUN5/vnn2bJlC8OHD+enn37igQceKLFxTZ8+nblz51K3bl0efPBBunXrVmqz55JkJwNA6Y73wQcfsHr1avbu3YvJZCI1NfWa52iaxsSJE5k1axYpKSm0adOGadOm0bhx49IfcBmmqir79u0jPDyciIgITp06RdeuXenXrx+9e/cuckbHbDazd+9e9Ho9zZo1KzNFezVNIzMz01FrMCcnx9EWzdfXt2AyTG4uzp07o2mao2yLcvo0tkcf5dgTT3D69GlatGhRYvsZL2ccORLD0qUi+ASUpCSsDz6I5ZNP7DeD8bXX0P/6q6htaLGgBQRgnjdPJL3cIHvwV716dWq7uGB87TV0hw6J5fO2bUULPnf3G3ptTdMcM7Px8fFkZ2czc+ZMunXrxpYtWzh8+DAbNmwodnZ4SWjTpg0tWrTgm2++cTzWsGFDwsLCmDx5cqHjx4wZw4oVKzh8+LDjsWHDhrFv3z62bdtWYuM6deoUAG+//Tbx8fHExsby3Xffcdddd5XYNSTpcnJ+Wbrjmc1mHnroIV544YVin/PRRx/x2Wef8fXXX/PPP/9QuXJl7r//fjIyMkpxpGWfTqcjJCSE999/n4MHD7Jr1y5at27NtGnTqFmzJv3792fu3LkkJiaiaRqnTp1i6tSpODk50bx58zIT/IHoQuLu7k6dOnVo3749bdu2xdPTk+joaDZu3MiuXbs4d+4ceXl5YDKJ8ihZWWKPnNUKQILVypkzZ2jVqlWpBX8AltGjUZs0EVnEaWnYmjbF8vrrF+8lJgb9xo1oXl5oVaqgVa+OEhsr9vTZjzl3Dv3q1eg2bhSJKNdgb11XvXp1atWqJQLKuXPJW7CAvIULsXz11Q0HfyDe/4oVK1K/fn06duxI06ZNqVGjBhMmTCAiIgI/Pz/HjPOtYDab2bVrF926dSvweLdu3di6dWuR52zbtq3Q8d27d2fnzp1YLJYSG1vNmjWpVasW8+bN49NPP6V58+Z06tSJOXPmkJOTU2LXkaRLlZ2/rSXpBk2cOBGAuXPnFut4TdOYOnUqb731FgMGDADghx9+wN/fnx9//JHnn3++tIZ6R1EUhcaNG9O4cWPGjRvH8ePHWbJkCd999x2vvvoqISEhHDlyhI4dOzJq1Kgyv1/J1dWVmjVrUrNmTXJycoiPjycmJoYjR47g6elJrcceI+Crr9BFRwOQWaUKR1u2pHXr1sVfjktKQklNFZmz11PEOCCAvEWL0O3fD4DatGnBDhv5rd8KFcTOf1z311+YXnlFJKDo9agdOmCeNeuKXToyMzPZuXOnI/hzcHIq0YxpO0VR8Pf3x2q14uvry6+//so///zDjz/+yEsvvcSOHTtoUVIFu68gMTERm81WaMbR39+f2NjYIs+JjY0t8nir1UpiYiIBl5TQuRmKoqBpGgaDgWbNmrFgwQJq1arFsGHDMBgMDBkyRO4JlEqcDAClcicqKorY2NgCv9k7OTnRuXNntm7dKgPAIiiKQr169XjzzTcZO3Ysq1atYtCgQbi7u/PHH3/Qs2dPQkND6devH1WqVCnzWYwuLi4EBQURFBTkyGg9rdNxauhQAqKjsTk5caFFC5p17UqF4rQ60zQMs2eLYsxms2jT9vHH1xdMVaiA2rZt0S8fGIitTRv069aJYs+5uWh+fqidOokSNG+8IYI/Pz8wm9Ft3oxh4cIiawzag79q1aoVDP5KkaqqjB49mrVr1xIZGUnNmjXp2LEjI0eOJD4+/oaSam7U5d/Na2XdFnV8UY8Xlz2Qy83NxWAwYDAYHI9dOpZ3330XEEvOLVu2pEmTJjJDWCpR8tcJqdyx/7Z/PTMB0kWbN2/m8ccfZ9y4cVy4cIGoqCgeeOABVq5cSaNGjbjvvvv44osvOH36NHfCFmMnJyeqVatGy5Ytafr001zo358Td99NVoUK7Nu3j5MnT5KRkXHVe9Ft3Ijhyy9F8OfqinLixMWM35Kg02GZPBnbY4+h1aiBevfdWL78Eq1OHUhLE11P3NxExrKzsyhJkz+TaaccOQIvvIDWrx8tV66k9i1KvFBVlbfffpsVK1bw559/Fmor5+fnd0vaFvr4+KDX6wv9Px4fH3/FfYiVK1cu8niDwXDDQatOp2PHjh1069aNt956i0OHDjlm9uwzgTabDRBBYP/+/RkxYgQpKSky+JNKlAwApTJpwoQJKIpy1T87d+68qWtc70yAJHh6evLFF18wevRoFEWhevXqjBgxgsjISKKjoxk8eDB//vknzZo1o1OnTnzyySccP368zAeDqqpy9OhRrFYrHTt2pEuXLtSsWZPMzEx27NjBli1bOH78OGlpaYXuRXf4sEjM8PWFChXQKlVCuXABJSam5Abo5YVl/HjyVqzA/O23F3sce3qi+figZGaCzSZmCBUFrUYNx6nKuXMYnnkG3cqVVIyOxnf5ckyjRl1cWi4lmqbx3nvvsWjRIv7880/q1q1bqte7GpPJRMuWLVm7dm2Bx9euXUv79u2LPKddu3aFjl+zZg2tWrW64Y46NpuNhQsXEh0djbOzM23btmXMmDHMnz8fEH8v6fV6RxD4zDPPYLVaOXv2LECZ//9IunPILGCpTEpMTCQxMfGqx9SoUaNAs/i5c+cyYsSIa2YBnzp1itq1a7N7925CQkIcj4eGhuLl5cUPP/xwU2OXxA+pxMREli1bRnh4OOvXr6dBgwaEhoYSFhZGgwYNylSwraoq+/fvJzc3lxYtWhQqY2PvQmIvb6LX6x2FjytWrIjh558xjh8vAkAnJ5T4eHB2JnftWkdWcWnSbd+O6cUXRSs8gwG1c2fM06c79iFa58zB9O67qAEBOFWoABkZKHl55K1YUXLFpi+jaRoffvghM2fOZP369QQHB5fKda6HvQzMjBkzaNeuHbNmzWL27NkcPHiQoKAgxo4dy/nz55k3bx5wsQzM888/z9ChQ9m2bRvDhg276TIwW7ZsoV+/fvz9999cuHCB5cuXs3z5curXr0///v0ZMGBAgbqIPXr0IDAwkO++++6m3wNJspMBoPSfUdwAUNM0AgMDGTlyJKNHjwZEhqCfnx9TpkyRewBLmKZppKSksGLFCsLDw1m7di01a9YkNDSU/v3707hx49u6ud1ms7Fv3z4sFgstWrS45szO5V1IACq7udFg8mSc//1XHGQyYXntNWxPP138gagqyoULaAYD+PsXTvi4lpgYdAcOgLs7aqtWolwMYs9f3OTJNPjxR3TVq4tl4sxMlNxc8pYtQ6td+/quUwyapvH555/z+eefs379epo1a1bi17hR06dP56OPPiImJobg4GA+//xzOnXqBMCQIUM4ffo0kZGRjuM3btzIyJEjHYWgx4wZc12FoO37+7KzswvsJ3311Vdxd3fn/fffByAnJwdXV1eCgoLIzs7m7bffplq1aoSFhbFp0yY2btzIG2+8cct6eUv/fTIAlO540dHRJCcns2LFCj7++GP++usvAOrUqYObmxsADRo0YPLkyfTv3x+AKVOmMHnyZL7//nvq1q3LpEmTiIyM5OjRo7jfROkL6drS0tJYtWoVERER/P777wQEBDhmBkNCQm5pMGi1Wtm7dy+aphESEnLdZWzswW18fDxJZ87gs3UrFQGnVq1w69Wr+HvbEhMxvf46ul27QFGw9eyJ5b334CZ7NdtLvdRUFOqNHQuxseI1zWbUu+/GPGcOlPD+O03T+Prrr5kyZYpjubS8S0pKYvz48bzyyivUq1cPgO+//5733nuPQ4cO4ezszIMPPsi///7LkiVLWL58OQsWLCAwMJB169aRkpJCQkIC9evXv813Iv2XyABQuuMNGTKkyGXbDRs20KVLF0Dsq/n+++8ZMmQIcLEQ9MyZMwsUgi4Ly1TlSWZmJr/++isRERH8+uuveHt7069fP8LCwmjdunWpJgdYLBb27NmDXq+nefPmN30tTdNIT08nPj6euLg48vLy8PHxwd/f/5pdSIyvvYZ+2TI0T08xE5iZifX117EOH37D47EHf1WrVqVWrVro9u/H+OWXKHFxqM2bY3ntNSjh9muapjFr1iwmTpzI77//TtsrZDWXNwcOHCAsLIz33nuPQYMGOR7v3bs3DRs25Pjx4/z777+sWbOGOnXqAHD06FGqVq0qO4JIpUYGgJIklQnZ2dmsWbOG8PBwVq1ahaurK3379iUsLIx27dqVaJFps9nM7t27cXJyomnTpiUeaNq7kNiDwezs7AJdSC7fY+jUsSNKSsrFTiAXLqB26SJm6G6APfirUqUKtWvXviX7LTVNY+7cuYwdO5bVq1dftb9ueTRnzhzGjRvHunXraNiwISDqj7700kvUrVuXRYsWUbdu3ULJaDI5TSotMgCUJKnMyc3NZd26dYSHh7NixQoMBgN9+vShf//+dOzY8ab2QeXl5bFr1y7c3NwIDg6+JUvOWVlZjj2DGRkZVKxY0ZFE4uTkhFP//ij796MFBooSLufPY3v4YSwffnhD19q5c+ctD/4WLFjAqFGjWLlypWPmXboYwGVkZDBixAjq16/Pa6+9hsFgIDs7m7Zt29K6dWu+/fbb2z1UqZyRAaAkSWWaxWIhMjKSJUuWsGzZMmw2G3369CEsLIwuXboUmk27mtzcXHbt2oWnpyeNGjW6Lckn9i4k8fHxpKWl4enpSY2oKKpMmoQuvxWhFhCA+bvv0PL3ixWLqpJ99iw7jx8nsEaNWxr8/fLLL7z88stEREQUap1Wnlxrtm7atGnMmTOHyMhIR2vBBQsW8MknnzB79mxat259q4YqSTIAlKTSlpKSwiuvvMKKFSsA6NevH1999RVeXl5XPKeofY1t2rRh+/btpTnUMs9qtbJ582YWL17MsmXLyMrKonfv3oSGhtK1a9cCZYEul52dza5du6hUqRINGzYsE8tq9i4k8fHxWPfsocqxY7hVrIjTgAG4XMeGf+XgQfQjRmA9eRKdmxu88w7qQw+V4sgvioiIYNiwYSxatIjevXvfkmuWRTabDb1ej8ViISsrq8D/35cGht27d8fd3Z3FixejKApHjx6lffv2/O9//+ONN964TaOXyiMZAEpSKevZsyfnzp1j1qxZADz33HPUqFGDlStXXvGcIUOGEBcXx/fff+94zGQyFagNVt7ZbDa2bdtGeHg4S5cuJTk5mR49ehAaGkq3bt0KbJ5PSUnh33//xd/fn3r16pWJ4O9yFouFhIQE4uLiSE5OxsXFBT8/P/z9/XFzc7vymLOzMfTqhXbsGHh4YLRYwMkJ84IFF4tFl5JVq1bx1FNPsXDhQsLCwkr1WmXZpaVeBgwYQIcOHXjhhRfw8fFxHGMPELdt28aUKVN45ZVXuPfeewExM3jvvfc69gZK0q0gA0BJKkWHDx+mUaNGbN++nTZt2gCwfft22rVrx5EjR65Y1mHIkCGkpqaybNmyWzjaO5eqqvzzzz+OYPDChQt069aN0NBQ/P39eeqpp/j222/p0qVLmQz+Lme1WklMTCQ+Pp7ExERMJpNjz6Cnp2eBe8jdtQuXAQNQ3NwwenigaBrExWF96y2szz5bamP8/fffeeKJJ/j+++956BbNNpZlVquVfv36ERkZSZUqVXj++ed54okn8PPzK3BcRkYGQ4YMoWLFisy5LMnHHkhK0q0gv2mSVIq2bduGp6enI/gDaNu2LZ6enmzduvWq50ZGRuLn50e9evUYOnSoo+iwVJhOp6NNmzZ89NFHHD16lM2bN9OoUSMmTpxIr169qFChAhcuXCiyjVtZZDAYqFy5Mk2bNqVz587Uq1cPs9nMnj17+Ouvvzhy5AjJyclkZmayLyoKncmEUdNQACwWALRSrGe5fv16nnjiCWbNmsWDDz5Yatcp6+zfJU3T+OOPP8jKymLDhg0MHDiQL7/8ku+++65AL2FVVXF3d2fKlCmsWLHC0XHETgZ/0q1UcnUVJEkqJDY2ttAMAICfn1+hJvOX6tmzJw899BBBQUFERUXxzjvvcO+997Jr1y6cbrI48H+dTqcjJCSEnJwcpk2bxqhRo3B1deXrr7/mpZdeokuXLoSFhdGnTx+8vb3L/IzgpW3nVFUlJSWFuLg49u/fj8ViwS0wkJwHHsBj8WKIjUUBbE2aYOvZs1TGs2nTJgYNGsTXX3/NoEGDyvz7V5qSk5OpVKkSiqLQpEkTXnjhBVq2bEmbNm3Q6/VMmzYNm83GU089RWBgIDqdDqvVSp06dRg5ciTr16+nR48eRf4dIUmlTQaAknQDJkyYwMSJE696zD///ANQ5A/Ia2ULPvzww45/Dw4OplWrVgQFBbF69WoGDBhwg6MuP7KyshgwYACTJ0/mhRdeAGD8+PEcO3aM8PBwvv32W1555RXuvvtuwsLC6Nu3L35+fmU+mNHpdFSqVAlnZ2fi4+OpXLkyRqORv3v2xLdCBfwSE3GpVg3TM8+g9/Ao8etv3bqVgQMH8umnn/Lkk0+W+ferNF24cIEnnniCuXPnUrVqVapXr07VqlUds3jvvvsuJpOJGTNmYLVaefbZZ6lSpQo///wzbdq0oUuXLuzevZvs7OzbfCdSeSUDQEm6AS+99BKPPPLIVY+pUaMG+/fvJy4urtBzCQkJ+Pv7F/t6AQEBBAUFcfz48esea3nk6urK3r17qVy5suMxRVGoX78+b775JmPHjiUqKorw8HB++uknXn/9ddq1a0doaCj9+vUjMDCwzAY3WVlZjiLPderUcdxXevPmF7uQ7NmDj4+Po/B0SRTR3rFjBw8++CCTJk1i6NChZfb9uVVycnJITU0lJycHEL/U2YM/+16+t99+G5PJxJdffommaeTm5vLZZ58RGRlJ+/bt+fDDDwkKCrqdtyGVYzIJRJJKkT0J5O+//+auu+4C4O+//6Zt27ZXTQK5XFJSElWqVGHWrFk88cQTpTnkckfTNM6ePUtERAQRERFs3bqV1q1bO1rSVa9evcwEO/bgLyAgwBH8Xe7SLiTx8fFkZWVdtQtJcezevZu+ffsybtw4RowYUWbej9ttyJAhxMfHExERUagE0aUJHV988QWvv/46qqqyZMkSBgwYIDt8SLed3HEqSaWoYcOG9OjRg6FDh7J9+3a2b9/O0KFD6dOnT4Hgr0GDBixduhQQbbxGjRrFtm3bOH36NJGRkfTt2xcfHx/69+9/u27lP0tRFKpXr86IESPYuHEj0dHRPP7446xdu5amTZvSqVMnPv30U06cOHFbE0jswV/lypWvGPyBuB93d3dq165Nu3btaNeuHV5eXpw7d45Nmzaxa9cuzp49S25ubrGuu3//fkJDQ3njjTdua/CXkpLC4MGD8fT0xNPTk8GDB5OamnrVc4YMGYKiKAX+lER/YlVVAXjyyScxm82sWbOm0HdDp9M5jvPIX45fuXKlDP6kMkPOAEpSKUtOTi5UCPrrr78uUChWURS+//57hgwZQk5ODmFhYezZs4fU1FQCAgK45557eO+996hWrdptuovyR9M0EhMTWbp0KeHh4WzYsIEGDRoQFhZGaGgoDRo0uGU/xLOzs9m5cyeVK1embt26N3zdnJwcR63BtLQ0PDw8HLUGXVxcCh1/6NAhevbsycsvv8w777xzW4OWslhP02w2M3DgQGJiYvjxxx+pXbt2oWMOHDhA06ZNmTVrFs8++6wM/qQyQwaAkiRJ16BpGikpKSxfvpyIiAjWrl1LrVq1CA0NpX///qXaVq6kgr/L5eXlkZCQQHx8PMnJybi5ueHn54fFYqF+/focPXqUnj178swzz/D+++/f1qClLNbTvLT4c/PmzfH392f+/PnUqFEDKJjodfToUerXry+DP6lMkQGgJEnSdUpLS2PlypVERETwxx9/EBgY6JgZbN68eYkFg6UV/F3O3oUkKiqKvn37UqlSJdLS0hgwYADff/89er2+VK5bXN999x2vvfZaoSVfLy8vPv/8c5566qkizxsyZAjLli3DZDLh5eVF586d+eCDD0qs7Iq9u8fZs2e57777cHFx4d1336Vz5854eXk5gkQZ+EllkQwAJUmSbkJmZia//vor4eHh/Prrr/j4+DgSSFq3bn3DweCtCv4ut3//fnr16kWlSpWIjY3F19eXAQMGMHz4cGrVqnVLxnC5SZMmMXfuXI4dO1bg8Xr16vHUU08xduzYIs9btGgRbm5uBeppWq3W666naQ/07C4N6Oz/bjabeeihh0hJScHX15c33niDoKAgWeNPKrNkEogkSdJNcHNzY+DAgSxatIi4uDg+++wzkpKSGDBgAA0bNmTUqFFs3rwZm81W7Ne0B3/+/v63NPg7e/YsgwYNYuDAgRw9epSEhAS++OILkpKSrplwcSMmTJhQKEnj8j87d+4EbryeZu/evQkODqZv37789ttvHDt2jNWrV1/XOO3B32+//VZoLIqiYLPZMJlMLF++nNdff52qVavyyCOPMGHCBLZs2XJd15KkW0XOAEpSOTR9+nQ+/vhjYmJiaNy4MVOnTuXuu+++4vEbN27ktdde4+DBgwQGBjJ69GiGDRt2C0d858nNzeXPP/8kIiKC5cuXYzQa6du3L/3796dDhw4YjcYiz7s0+KtXr94tC/5iYmLo3r07nTt3ZtasWbdk2TcxMZHExMSrHlOjRg1+/PHHG1oCLkrdunV59tlnGTNmzHWN9aOPPmLZsmWsW7euyISZy/v4Hj16FIPBQPXq1a/4WUvS7SQDQEkqZxYtWsTgwYOZPn06HTp0YObMmcyZM4dDhw5RvXr1QsdHRUURHBzM0KFDef7559myZQvDhw/np59+4oEHHrgNd3DnsVgsbNiwgfDwcJYtW4bNZqNPnz6EhYXRpUsXR22+EydOcPbsWQIDA29p8BcXF0fPnj256667ysSev8uVhXqa27dvp0uXLsybN4+BAwde9z1IUlkjA0BJKmfatGlDixYt+OabbxyPNWzYkLCwMCZPnlzo+DFjxrBixQoOHz7seGzYsGHs27ePbdu23ZIx/5dYrVb++usvlixZwrJly8jOzqZ37960aNGCyZMn89JLLzFq1KhbFvwlJibSq1cvgoODWbBgQYl0DSkNPXv25MKFC8ycORMQZWCCgoIKlIFp0KABkydPpn///mRmZjJhwgQeeOABAgICOH36NG+++SbR0dEcPnwYd3f3K17r0j1/9lp+Op2OMWPGsG3bNn766SeqVKlSincrSaVP7gGUpHLEbDaza9cuunXrVuDxbt26sXXr1iLP2bZtW6Hju3fvzs6dO7FYLKU21v8qg8HAPffcw7Rp04iOjmbFihUYjUZGjx5NWloaBw8eZPny5bekR2xycjJ9+/alXr16zJ8/v8wGfwALFy6kSZMmdOvWjW7dutG0aVPmz59f4JijR4+SlpYGiH17//77L6GhodSrV48nn3ySevXqsW3btqsGf/ZzQeyJ1Ol0jqXdu+++m7i4OI4cOQJwXfs6JamskQGgJJUjiYmJ2Gy2Qn2I/f39iY2NLfKc2NjYIo+3Wq3X3L8lXZ1er6dKlSqsW7eOF198kU2bNhEUFMS4ceOoUaMGjz32GIsXLyYjI6PEr52amkpoaCjVq1fn559/LvP71Ly9vVmwYAHp6emkp6ezYMGCAsXUQSSFDBkyBAAXFxf++OMP4uPjMZvNnDlzhrlz5xa7mPrUqVMdn8W6desA6NOnD23btuXVV1/FbDaXuaVySboeMgCUpHLo8uXFa2VTFnV8UY9L12/SpEkMGDCAqVOn0rZtWz7++GOOHTvGpk2baNiwIR9++CE1atTg4Ycf5scffyQ1NfWmW9Klp6czYMAAfH19Wbx48Q31B/6ve/TRR/n+++9Zu3YtI0aMICwsjL179/LUU08RFBTEkiVLbvcQJemmyD2AklSOmM1mKlSowOLFiwv0FX711VfZu3cvGzduLHROp06dCAkJ4YsvvnA8tnTpUgYOHEh2dnaZnzkq68xmM0aj8YrBtKZpHDx4kCVLlhAREcHRo0e55557CAsLo3fv3nh7e19XIJ6ZmcmAAQNwcnJi1apVRWa0ShedPXuWw4cPM27cOGw2G87Ozhw+fJiuXbvy888/3+7hSdINkzOAklSOmEwmWrZsydq1aws8vnbtWtq3b1/kOe3atSt0/Jo1a2jVqpUM/kqAyWS65uxrcHAwEyZMYN++fezfv59OnToxe/ZsatWqRb9+/ZgzZw5xcXHXnBnMzs5m4MCB6PV6li9fLoO/YqhWrRrdunVj+/btjBkzhjZt2pCcnHxdhaQlqSySM4CSVM7Yy8DMmDGDdu3aMWvWLGbPns3BgwcJCgpi7NixnD9/nnnz5gEXy8A8//zzDB06lG3btjFs2DBZBuY20zSNU6dOER4eTkREBLt27aJdu3aEhoYSGhpKQEBAgcAyNzeXhx9+mKysLH7//Xc8PDxu4+jvLJfX+Dt+/Dh169a9jSOSpJsnA0BJKoemT5/ORx99RExMDMHBwXz++ed06tQJEP1TT58+TWRkpOP4jRs3MnLkSEch6DFjxshC0GWIpmmcPXuW8PBwli5dyrZt22jdurWjJZ2/vz+PPfYYiYmJrFmzplDyhHRjZI9f6U4mA0BJkqT/EE3TuHDhAkuXLiUiIoJNmzbh7u6On58f27Ztw9vb+3YPUZKkMkAGgJIkSf9RmqaRkJDAmDFjeP311wkODr7dQ5IkqYyQAaAkSZIkSVI5I7OAJamMsf9OZm9BVV5Nnz6dmjVr4uzsTMuWLfnrr7+ueGxkZCSKohT6Y+/YIEmSJBUkA0BJKmMURSE7O7tA1iFw08V/7ySLFi1ixIgRvPXWW+zZs4e7776bnj17Eh0dfdXzjh49SkxMjOOPzNSUJEkqmgwAJamMOXz4MLVq1eKPP/4o8Hhxsg3/K0HiZ599xjPPPMOzzz5Lw4YNmTp1KtWqVeObb7656nl+fn5UrlzZ8Ue26pIkSSqaDAAlqYxZuXIlAQEBVKxY0fHY8ePH+fnnn8nNzb3ieaqqoigKu3fvvhXDLDVms5ldu3bRrVu3Ao9369aNrVu3XvXckJAQAgICuO+++9iwYUNpDlOSJOmOJgNASSpjVq5cSatWrQosX86dO5d33nmHPXv2XPE8VVX5888/6dq1K5s2bSrwnKZpd8zsYGJiIjabDX9//wKP+/v7ExsbW+Q5AQEBzJo1y1EUuX79+tx3332F3gdJkiRJkAGgJJUhUVFRREVF0a5duwIzgDt27OC+++6jQYMGhc6xB3ZLlixhypQpvPPOO46izjabDcCRFHEnuXy8Vyu6W79+fYYOHUqLFi1o164d06dPp3fv3nzyySe3YqjSJT744APat29PhQoVil1wWtM0JkyYQGBgIC4uLnTp0oWDBw+W7kAlqZyTAaAklSErV67E19e3QL22gwcPcvbsWZo1a1YgKLRTFIXY2Fj+97//0bVrV1544QXHc5s3b+a5557j5ZdfZuXKlUDZ3yfo4+ODXq8vNNsXHx9faFbwatq2bcvx48dLenjSNZjNZh566KEC38Nr+eijj/jss8/4+uuv+eeff6hcuTL3338/GRkZpThSSSrfZAAoSWXIsWPHCAwMJCgoyPHY8uXLqVixIs2aNQMKB3DZ2dlMmzYNJycnxowZg7Ozs+O5c+fO4eXlxYEDBwgNDSU8PPyqM4FlITg0mUy0bNmStWvXFnh87dq1tG/fvtivs2fPHgICAkp6eNI1TJw4kZEjR9KkSZNiHa9pGlOnTuWtt95iwIABBAcH88MPP5Cdnc2PP/5YyqOVpPLLcLsHIEnSRY0aNWLZsmWOIC09PZ0ffviBu+66y7H8a3/O3qB+9+7d/PXXXwwaNAgQy7727NfHHnuMsLAw5s+fz/79+7n//vuvev2yskz82muvMXjwYFq1akW7du2YNWsW0dHRjv7DY8eO5fz588ybNw+AqVOnUqNGDRo3bozZbGbBggWEh4cTHh5+O29DKoaoqChiY2MLJP04OTnRuXNntm7dyvPPP38bRydJ/10yAJSkMuT+++9n5syZdOnShQEDBvD777+TmJhIhw4dCvVwtdcJ3LFjB7m5ufTr1w8oHCBarVY2b95MkyZN8PDwcDx+qeTkZJ599llmz55NpUqVCjxX1PGl7eGHHyYpKYl3332XmJgYgoOD+fXXXx0zozExMQVqAprNZkaNGsX58+dxcXGhcePGrF69ml69et3ScUvXz77UX1TSz5kzZ27HkCSpXJABoCSVIXXr1mX79u3Mnz+fChUqkJGRQWZmpiMj+PJECLPZTFxcHBUqVKBVq1bAxcDQ/s+oqCi2bt3K6NGjHa9x6WudPXuWqVOnEhUVVSD4U1WVrKws3N3dS//GizB8+HCGDx9e5HNz584t8N+jR4923J9U8iZMmMDEiROvesw///zj+A7eiOtJ+pEk6ebJAFCSyhBN03BxceG5554DYNCgQezbt4/atWsXebzJZOLChQv4+vqiKEqB5V+7/fv3k5SUxEMPPQTgeN7+A3batGlER0fz1VdfOc5JTk5m/vz5jBw5kvfee4+33nqr0DjlD+fy46WXXuKRRx656jE1atS4odeuXLkyIGYCL92zeb1JP5IkXR8ZAEpSGWIPquwBll6vp0WLFoWeh4tLs8eOHSMsLKzQ8wCpqamsW7eO4OBgKlWqVGA5V6fTcfz4cb766iuWL19Ox44dHed9+OGH2Gw2ateu7cjEtNls6HQ6FEVh8eLFzJ07l19//bVU3gepbPHx8cHHx6dUXrtmzZpUrlyZtWvXEhISAoiZ7Y0bNzJlypRSuaYkSTILWJLKpOLMrul0OlRVpVGjRri6ujoeu9TZs2fZunWrY/ZGVVVUVQXgyJEjTJkyhdDQULp27eo4Z/v27cyePZv+/fvz6KOPApCTk1NgZtHLywuj0UhSUtLN3aj0nxMdHc3evXuJjo7GZrOxd+9e9u7dS2ZmpuOYBg0asHTpUkB810eMGMGkSZNYunQpBw4cYMiQIVSoUMHx/ZMkqeTJAFCS7lCapqHT6WjUqFGBmbisrCw+++wzlixZwpYtW0hOTnYEgHq93hFcTpkyhZycHMaMGeM4d/369UyaNIkHHniAjh07UqtWLTZs2ICLiwtwMTBt0qQJO3fuLPcB4KZNm+jbty+BgYEoisKyZcuuec7GjRtp2bIlzs7O1KpVixkzZpT+QG+hcePGERISwvjx48nMzCQkJISQkBB27tzpOObo0aOkpaU5/nv06NGMGDGC4cOH06pVK86fP8+aNWtu2/5TSSoP5BKwJN2h7MFYSEiIo+OCqqpYrVbOnj3L2LFjsVgsAPz999+EhIRQpUoVQAQuS5cuZf369Y76gtnZ2YwaNYrQ0FDGjx8PwIkTJwq8tr2jSEpKCrm5uXh6et7COy57srKyaNasGU899RQPPPDANY+PioqiV69eDB06lAULFrBlyxaGDx+Or69vsc6/E8ydO7dQks7lLq83qSgKEyZMYMKECaU3MEmSCpABoCTd4bp27UpeXp5jRtDT05PPP/+czz//nO3bt/P999/Tr18/wsLCiIiIYPfu3cyYMYMnnnjCsb8wNzeXMWPGsG/fPrKysqhYsSJPPfUUzZs35/jx4yQkJODr6+sIAg8cOECDBg04efJkud6o37NnT3r27Fns42fMmEH16tWZOnUqAA0bNmTnzp188skn/5kAUJKkO4MMACXpP8DJyanAf9uzgdu2bUvbtm2ZOXOmo97a+PHj8ff359VXX3Uc/8UXX7Bu3Tq+/vprUlJSmDFjBv/73/9wcnKiUqVK+Pr6Ahf3GEZHR6MoSqGagdLVbdu2rUDBY4Du3bvz7bffYrFYMBqNt2lkkiSVNzIAlKT/oEtLvaiqil6vp3LlykRGRrJz507++ecfqlatCsC0adMYO3YsX331laN/68iRI0lISGD06NHExcWRk5ODk5MTOp2O9PR0Tpw4gYuLC/Xr179t93gnio2NLbLgsdVqJTExUbaukyTplpFJIJL0H2YvJQMiGKxduzY///wzVatWdWQDh4aGMnv2bF588UXHeS4uLlSvXp1+/fphsVg4c+ZMgc4jhw8fpnPnzrf+hv4Diip4XNTjkiRJpUnOAEpSOaEoCtWqVaNatWrAxeXcqlWr8swzzxR5TlBQEFu3bqV69eqOx7799lsqVqzIgw8+WPqD/o+pXLmyYyneLj4+HoPBIJfTJUm6peQMoCRJV+Th4UGnTp24cOECAJs3b2bVqlU899xzNGjQ4DaP7s7Trl071q5dW+CxNWvW0KpVK7n/T5KkW0rRLs/HlyRJKsKyZcuYPn06jRo1cmSxlneZmZmcOHECEOV4PvvsM+655x68vb2pXr06Y8eO5fz588ybNw8QZWCCg4N5/vnnGTp0KNu2bWPYsGH89NNPMgtYkqRbSgaAkiRdkb11XG5uLkOGDOGee+7hkUcewdPTU/YDBiIjI7nnnnsKPf7kk08yd+5chgwZwunTp4mMjHQ8t3HjRkaOHMnBgwcJDAxkzJgxDBs27BaOWpIkSQaAkiQVg6qqxMTEOApJS5IkSXc2GQBKkiRJkiSVMzIJRJIkSZIkqZyRAaAkSZIkSVI5IwNASZIkSZKkckYGgJIkSZIkSeWMDAAlSZIkSZLKGRkASpIkSZIklTMyAJQkSZIkSSpnZAAoSZIkSZJUzsgAUJIkSZIkqZyRAaAkSZIkSVI5IwNASZIkSZKkckYGgJIkSZIkSeWMDAAlSZIkSZLKGRkASpIkSZIklTMyAJQkSZIkSSpnZAAoSZIkSZJUzsgAUJIkSZIkqZyRAaAkSZIkSVI5IwNASZIkSZKkckYGgJIkSZIkSeWMDAAlSZIkSZLKGRkASpIkSZIklTMyAJQkSZIkSSpnZAAoSZIkSZJUzsgAUJIkSZIkqZyRAaAkSZIkSVI5IwNASZIkSZKkckYGgJIkSZIkSeWMDAAlSZIkSZLKGRkASpIkSZIklTMyAJQkSZIkSSpnZAAoSZIkSZJUzsgAUJIkSZIkqZyRAaAkSZIkSVI5IwNASZIkSZKkckYGgJIkSZIkSeWMDAAlSZIkSZLKGRkASpIkSZIklTMyAJQkSZIkSSpnZAAoSZIkSZJUzsgAUJIkSZIkqZyRAaAkSZIkSVI5IwNASZIkSZKkckYGgJIkSZIkSeWMDAAlSZIkSZLKGRkASpIkSZIklTMyAJQkSZIkSSpnZAAoSZIkSZJUzvwfoP4bbctZXEwAAAAASUVORK5CYII=", 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\n", " \n", "
\n", " " ], "text/plain": [ "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "\n", "hkl_max = 6# maximum allowed Miller index\n", "\n", "h = np.linspace(-hkl_max,hkl_max,2*hkl_max+1) # all evaluated single Miller Indices\n", "hkl = np.array(list(itertools.product(h,h,h) )) # all evaluated Miller indices\n", "g_hkl = np.dot(hkl,reciprocal_unit_cell) # all evaluated reciprocal lattice points\n", "\n", "print(f'Evaluation of {g_hkl.shape} reflections of {hkl.shape} Miller indices')\n", "\n", "fig = plt.figure()\n", "ax = fig.add_subplot(111, projection='3d')\n", "ax.scatter(g_hkl[:,0], g_hkl[:,2], g_hkl[:,1], c='red', s=10)\n", "plt.xlabel('u (1/A)')\n", "plt.ylabel('v (1/A)')\n", "fig.gca().set_zlabel('w (1/A)')\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Atomic form factor\n", "\n", "If we look at the scattering power of a single atom that deflects an electron:\n", " \n", "![Single atom scattering](images/scattering_single_atom.jpg)\n", "\n", "See [Atomic Form Factor](CH2_02-Atomic_Form_Factor.ipynb) for details" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "## Calculate Structure Factors \n", "\n", "To extend the single atom view of the atomic form factor $f(\\theta$) to a crystal, we change to the structure factor $F(\\theta)$. The structure factor $F(\\theta)$ is a measure\n", "of the amplitude scattered by a unit cell of a crystal\n", "structure. \n", "\n", "Because $F(\\theta)$ is an amplitude like $f(\\theta)$, it also\n", "has dimensions of length.We can define $F(\\theta)$ as: \n", "$$ F_{hkl}(\\theta) = \\sum_{j=1}^{\\inf} f_j(\\theta) \\mathrm{e}^{[-2 \\pi i (h x_j+k y_j + l z_j)]} \n", "$$\n", "\n", "$$ F_{hkl}(\\theta) = \\sum_{j=1}^{\\inf} f_j(\\theta) \\mathrm{e}^{[-2 \\pi i (\\vec{g}_h x_j+ \\vec{g}_k y_j + \\vec{g}_ll z_j)]} \n", "$$\n", "\n", "$$ F_{hkl}(\\theta) = \\sum_{j=1}^{\\inf} f_j(\\theta) \\mathrm{e}^{[-2 \\pi i (\\vec{g}_{hkl} \\cdot \\vec{r}_j)]} \n", "$$\n", "\n", "\n", "The sum is over all the $i$ atoms in the unit cell (with\n", "atomic coordinates $ \\vec{r}_i = [x_i, y_i, z_i]$ )\n", "\n", "The structure factors $f_i(\\theta)$ are multiplied by a phase factor (the exponential function).\n", "The phase factor takes account of the difference in phase\n", "between waves scattered from atoms on different but\n", "parallel atomic planes with the same Miller indices$ (hkl)$.\n", "\n", "The scattering angle $\\theta$ is the angle between the angle between the incident\n", "and scattered electron beams.\n", "\n", "\n", "Please identify all the variables in line 10 below. Please note that we only do a finite number of hkl" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [], "source": [ "# Calculate Structure Factors\n", "\n", "structure_factors = []\n", "\n", "base = atoms.positions # positions in Carthesian coordinates\n", "for j in range(len(g_hkl)):\n", " F = 0\n", " for b in range(len(base)):\n", " theta = np.linalg.norm(np.dot(g_hkl[j], reciprocal_lattice)) # angle in 1/nm \n", " f = pyTEMlib.diffraction_tools.get_form_factor(atoms[b].symbol, theta) # Atomic form factor for element and momentum change (g vector)\n", " F += f * np.exp(-2*np.pi*1j*(g_hkl[j]*base[b]).sum()) \n", " structure_factors.append(F)\n", "structure_factors = np.squeeze(np.array(structure_factors))\n" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "### All Allowed Reflections\n", "\n", "The structure factor determines whether a reflection is allowed or not.\n", "\n", "If the structure factor is zero, the reflection is called forbidden." ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ " Of the evaluated 2197 Miller indices 387 are allowed. \n" ] } ], "source": [ "# Allowed reflections have a non zero structure factor F (with a bit of numerical error)\n", "allowed = np.absolute(structure_factors) > 0.001\n", "\n", "print(f' Of the evaluated {hkl.shape[0]} Miller indices {allowed.sum()} are allowed. ')\n", "\n", "distances = np.linalg.norm(g_hkl, axis = 1)\n", "# We select now all the \n", "zero = distances == 0.\n", "# allowed = np.logical_and(allowed,np.logical_not(zero))\n", "\n", "F = structure_factors[allowed]\n", "g_hkl = g_hkl[allowed]\n", "hkl = hkl[allowed]\n", "distances = distances[allowed]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Families of reflections\n", "\n", "reflections with the same length of reciprocal lattice vector are called families" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ " Of the 387 allowed Bragg reflections there are 18 families of reflections.\n" ] } ], "source": [ "sorted_allowed = np.argsort(distances)[1:] ## remove zero \n", "\n", "distances = distances[sorted_allowed]\n", "hkl = hkl[sorted_allowed]\n", "F = F[sorted_allowed]\n", "\n", "# How many have unique distances and what is their muliplicity\n", "\n", "unique, indices = np.unique(np.round(distances,4), return_index=True)\n", "\n", "print(f' Of the {allowed.sum()} allowed Bragg reflections there are {len(unique)} families of reflections.')\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Intensities and Multiplicities\n", "In a cubic system, the all reflection belonging to one families have the same reciprocal lattice vector and the same probability of scattering." ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", " index \t hkl \t 1/d [1/Ang] d [pm] \t F \t multip. intensity\n", " 0\t [1. 1. 1.] \t 0.32 \t 314 \t 32.05 \t 8 \t 8219.25\n", " 8\t [2. 0. 2.] \t 0.52 \t 192 \t 43.49 \t 12 \t 22694.18\n", " 20\t [3. 1. 1.] \t 0.61 \t 164 \t 30.02 \t 24 \t 21627.29\n", " 44\t [4. 0. 0.] \t 0.74 \t 136 \t 40.83 \t 6 \t 10004.44\n", " 50\t [1. 3. 3.] \t 0.80 \t 125 \t 28.23 \t 24 \t 19122.83\n", " 74\t [4. 2. 2.] \t 0.90 \t 111 \t 38.48 \t 24 \t 35539.65\n", " 98\t [3. 3. 3.] \t 0.96 \t 105 \t 26.63 \t 32 \t 22699.39\n", "130\t [0. 4. 4.] \t 1.04 \t 96 \t 36.38 \t 12 \t 15880.30\n", "142\t [3. 1. 5.] \t 1.09 \t 92 \t 25.20 \t 48 \t 30493.62\n", "190\t [2. 6. 0.] \t 1.16 \t 86 \t 34.48 \t 24 \t 28539.58\n", "214\t [3. 3. 5.] \t 1.21 \t 83 \t 23.92 \t 24 \t 13726.58\n", "238\t [4. 4. 4.] \t 1.28 \t 78 \t 32.77 \t 8 \t 8590.36\n", "246\t [5. 5. 1.] \t 1.31 \t 76 \t 22.75 \t 24 \t 12416.23\n", "270\t [2. 4. 6.] \t 1.38 \t 73 \t 31.21 \t 48 \t 46748.74\n", "318\t [5. 3. 5.] \t 1.41 \t 71 \t 21.68 \t 24 \t 11279.07\n", "342\t [0. 6. 6.] \t 1.56 \t 64 \t 28.47 \t 12 \t 9728.70\n" ] } ], "source": [ "multiplicitity = (np.roll(indices,-1)-indices)\n", "intensity = np.absolute(F[indices]**2*multiplicitity)\n", "print(f\"\\n index \\t {'hkl'.ljust(12)}\\t 1/d [1/Ang] d [pm] \\t F \\t multip. intensity\")\n", "family = []\n", "for j in range(0, len(unique)-2):\n", " i = indices[j] \n", " i2 = indices[j+1] \n", " family.append(hkl[i+np.argmax(hkl[i:i2].sum(axis=1))])\n", " print(f'{i:3g}\\t {str(family[j]).ljust(13)} \\t {distances[i]:.2f} \\t {1/distances[i]*100:.0f} \\t {np.absolute(F[i]):.2f}',\n", " f'\\t {indices[j+1]-indices[j]:3g} \\t {intensity[j]:.2f}') " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Allowed reflections for Silicon: \n", "$\\ \\ |F_{hkl}|^2 = \\begin{cases} ( h , k , l \\ \\ \\mbox{ all odd} &\\\\\n", " ( h ,| k , l \\ \\ \\mbox{all even}& \\mbox{and}\\ \\ h+k+l = 4n\\end{cases}$ \n", "\n", "Check above allowed reflections whether this condition is met for the zero order Laue zone.\n", "\n", "\n", "Please note that the forbidden and alowed reflections are directly a property of the structure factor." ] }, { "cell_type": "markdown", "metadata": { "jp-MarkdownHeadingCollapsed": true }, "source": [ "## Diffraction with parallel Illumination \n", "\n", "Polycrystalline Sample |Single Crystalline Sample\n", ":---------:|:-----------------:\n", "ring pattern |spot pattern\n", "depends on $F(\\theta)$ | depends on $F(\\theta)$ \n", "| | depends on excitation error $s$" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Ring Pattern\n", "\"Bragg's\n", "\"Bragg's\n", "\n", "**Ring Pattern:**\n", "- The profile of a ring diffraction pattern (of a polycrystalline sample) is very close to what a you are used from X-ray diffraction.\n", "- The x-axis is directly the magnitude of the $|\\vec{g}| = 1/d$ of a hkl plane set.\n", "\t\n", "- The intensity of a Bragg reflection is directly related to the square of the structure factor $I = F^2(\\theta)$\n", "\t\n", "- The intensity of a ring is directly related to the multiplicity of the family of planes. \n", "\n", "\n", "**Ring Pattern Problem:**\n", "- Where is the center of the ring pattern\n", "- Integration over all angles (spherical coordinates)\n", "- Indexing of pattern is analog to x-ray diffraction. \n", "\n", "The Ring Diffraction Pattern are completely defined by the Structure Factor" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "98ea6fa5911e44a1bd7782a59eee4358", "version_major": 2, "version_minor": 0 }, "image/png": 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