{ "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 2024**\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
Gerd Duscher Khalid Hattar
Microscopy Facilities Tennessee Ion Beam Materials Laboratory
Materials Science & Engineering Nuclear Engineering
Institute of Advanced Materials & Manufacturing
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": { "vscode": { "languageId": "python" } }, "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') < '0.2024.1.0':\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\n", "and some libraries from the book\n", "* kinematic scattering library." ] }, { "cell_type": "code", "execution_count": 23, "metadata": { "slideshow": { "slide_type": "-" }, "vscode": { "languageId": "python" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "pyTEM version: 0.2023.11.1\n", "notebook version: 2024.01.10\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", "\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", "import pyTEMlib.kinematic_scattering as ks # Kinematic sCattering Library\n", " # with Atomic form factors from Kirklands book\n", " \n", "# it is a good idea to show the version numbers at this point for archiving reasons.\n", "__notebook_version__ = '2024.01.10'\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": 24, "metadata": { "scrolled": true, "slideshow": { "slide_type": "-" }, "vscode": { "languageId": "python" } }, "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 = ks.structure_by_name('Si')\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": 25, "metadata": { "scrolled": true, "vscode": { "languageId": "python" } }, "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": 26, "metadata": { "vscode": { "languageId": "python" } }, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "a8c8511b2a964334a0459426cd56b7ad", "version_major": 2, "version_minor": 0 }, "image/png": 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", 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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": 29, "metadata": { "vscode": { "languageId": "python" } }, "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": 29, "metadata": {}, "output_type": "execute_result" }, { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "85122b02fcc146e5823c1c8a51e4f36f", "version_major": 2, "version_minor": 0 }, "image/png": 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8otHoft5+pmkeVRVKKcXOnTvZvn0748ePZ8yYMfKmv3o15nPP4aSnM5CXh7FzJ9Z99+H+4Ad7L34c6ti2DbYtm8Igs3VxX0CvrQ1z0yYRbz4fziWXQGbm3geIRDAaG7FbWiAuDo1du/D96U+YtbXg9+MsWYJzxRVHb/Pi94PPhxEOE8jLI2CamFlZTJ09m64ZM+js7KSlpYVt27bh8/mS84OJNiqA0dICvb2o/Pz978sHxLsJwH05kCBMjBskKoT7CsLElrFGo/lg0AJQo/kIkmj5JrZ897V3MQzjPVcAo9EoGzdupK+vj7lz5xIKhfYct6UFYjFUXh5eOIzKzsZobpZWcHb24d1AdjbuggV7ouBcF2/aNLxZs4gedxzWqlUYg4N4xcX7zdoZ7e3YDz6IWV1N7uAgjB4Nkybhe/BBzO3b8caOxejvx37hBVRZGe6CBe/pGiQJBnHOPBP7b3/DrKgAz8ObPBl1/PFkZWWRlZXFmDFjcF2Xnp4eOjs7aWxspLu7G9MwaPzDHyhYtYqA52EUFuJ85jNHbID9fuB53lEbgQ/dmB4qCA9UIRy6ZazRaP45aAGo0XzEOBxvv/daAezo6GD9+vWEQiEWLVqEb5/2qwqFwDRlUcPzMFpbUSUlh53Fa27bhtXQgMrLI3bllRidnZCWhnvCCRDPDXbPPvugP289/zzmpk1448bhdXSQuX491rJlGI2NqIICaf8GgxjNzSJWjwHuWWehcnMxa2tRwSDuvHn7iV3LspKtYICamhrC77xD3iuv0KcULcEgmZs2wa23MvAf/0FWYeF+1/afyZFWAN+NwxGEpmnut1SiBaFG8/6hBaBG8xHhSLz9jrQCqJSiurqampoaJk2axMiRIw94bDV3Lt7JJ2O9/joZjY2o6dPxrr462YpN0tGBUVEBrosaPx5KS7Feew3r/vsxenvBsnAXLCD2xS8e0O/vYJi1taicHEhNxYvF8CwLo7sblZ0tG8U5OTAwAIaByso6vIPGYpjr18tySEkJal/DasPAmzMH7wg2qk3TJL2vjwzLIm3qVIlsy87GbW6mbv16NmzbRnp6elI0hkKh5EbuP4NjLQD3ZaggTHwQOZAg3HeGUAtCjebYoQWgRvMRYGicG+wfBbYvR1IBDIfDbNiwgXA4zPz588k81Jya34/3+c8TmTuXbW++Sc5ll2EUF+/9PS0tWHfeiVFdDUqhCgrwrroK+7HHUJ4nixj9/VgrV+LNnXtEbVqvoABr1y5UQQFGJIIZi6Fyc3GuvFJmAKuqwLZxFy7EnT9/7x8eGMDcuFHay6WlIkxjMXx33YW1fLl4EmZkELvmGtxTTjnsczoQSincjAwRxt3dmJmZpPb3Q3Exs5YsIeL3J1NKtm3bRjgcJiMjIykIs7KysPr7sSorpe0ct7E5VrzfAnAoQzOME7cNe+ZXDxZbpwWhRnN0aAGo0fyLk6icuK671yD+oTjcLeC2tjY2bNhAbm4us2fPxg6HMZ9+GlpbobAQ77TTICVl7x+ybdRxx9HV2gpFRfvf9ooVsHWrRMFZFsbmzRjPPguDg3jZ2RgAaWmS+NHbe5hXQXDPOQeztRVr61Z84TBtkyaRumgRZGQQ/fa3MXbvhmAQb9KkvSuL/f0iEDdswABUejqxq64Cw8BavhyvuBgyMjB27cJ+7DHc2bOPemGjf8IEnFNOwX79daivF7/Dyy6DjAwCQEFBAQUFBQAMDg4mBWFVVRVGWxtTnn+erIYG/D4fvrIyYl/9Kqqs7KjOKcE/UwDuy7sJwmg0Csgsqt/vJzU1VQtCjeY9oAWgRvMvyr7efkeS42sYxiErgJ7nsX37dnbt2sWUKVMoKSnBiEaxbrsNY9UqME3wPNi2De+rX91vw3foNuh+59TXh+H3y7YvIraMWAyvuBirqgpv1CiM7m5ITUWVlh7e/WlsxFqxAgYHcebNg/PPp7Ojg8ZAgIK4D6EqKJA5wANglZdjrl+PGjdOZgR37sR+7jncxYvBcZJehionB7OjI2lGfTQYto3zqU/hzZsHfX2owkLU6NEH/N6EB2FRUZFYrvz5z5j19fSUljIYjZJRXs7AHXcw8JWvkJ2dTXp6+lGJocTi0IeBAwlCpRQ7duwgNTWVUaNGAQf2IdSCUKM5OFoAajT/ghzI2+9I3uwOVQEcHBxk/fr1OI7DwoULSY8vcBhbt2K88w5q7FhZyOjpwVy9GrVzp7RLD0BCmO517qNGSXWvuVnsXjo78RYswJ0zB+OPf8RqbEQFg8Q+9jG8yZP3PmB7O/arr2K0t+OVluKecgpGTw/+W27BrKlBWRYEg8SuuYbYzJmopqbDuyADA1L5CwblHDMzMcJhmRlMS8Ooq0OFQpi1tXhjxx7UeHpfjG3bsNatk2sxaxbexIly/IT4tqyksfXhYhgG/t5erFAIf1ERKIXnulgDAzR0dVFTU4NhGEnLmezsbNLS0o7o+fFBVgDfjcR4g1IquTCSEIWRSGSvlrHP50sKwiN9jWg0H3W0ANRo/sU4mLffkXCwJZCWlhY2btxIQUEBU6ZM2Wtzk1hMqn6J1qnfL9WxuM/bUIZWAPdFLVqE196OsWIFhMN4S5bgXXABKiWF6Pe+h9XZibIsrPJyfL//PSotDfekk1BFRfjvvlvsVoJBrBUrMOMbw+bOnbiJlvLu3dgvvADTph1+EkhJCSo1FaO2FpWRgVlfj3v88XizZxO76irsp57CbGvDGzuW2Gc/C4HAXtfFWr4cY8cOyMhInqtZWYnv1lsx49vG3ssvE/va1/CmTz+sczrk+Y4ZA6+/jhG/Vr7+ftJPPpkZM2bgeR59fX10dnbS3t5OdXU1tm3vLQhramR+0LZx587dr9L6YRaACRJWNUPnXYeKwUR8H6AFoUZzALQA1Gj+RXg3b78jYd8lEM/z2LJlC3V1dRx33HEU77u4AaixY1GjR2Ns3ozKycHo6EBNmSIVvX0wDAPDcfbchutiLl2K8eabUvU67TS8H/5QFiuyssTY2XVRfj+quBj7ySexli0TMdbfL4Js3jzMzZulKphYnli/Hm/6dJRh7DF1DgQgGsWIV0cPB2/qVJyPfxz7xRcx+vpwZ83Cueoq2UY+6yzcuXOl7ZuXt9/Mo/3009jPPitt8EgEs6KC2Ne+hvXyyxjt7bjTpsk137wZa+nSYyIAnTPPxKivx1q9GsPzcBYsIHbppXI7pklmZiaZmZmMHj0az/OSHoTNzc20Pv00455/ntRwGJ9tY738Mu53vrPX4/hhagEfjANVl4HDFoQJM2otCDXDFS0ANZp/AY625bsvQyuAAwMDlJeXA7Bo0SLS0tIO/EOhEO5Xv4r1yCMYDQ2oyZNxr75aFjaGHnv7dnx/+QvT1q7FrqyEa67B3LAB8667RCS5LtaWLbhf+xpq0aK97iMA4TDmxo2ovDzUiBEiRiorJcVDKZk/BBF8nodXVoaVmYlZXY1KScHo6BCvwKFVugSeJ2Izce1iMewXXsAsL0elpEjbefx4CIX2TgnJzkYdyMi6txdrxQpUbq7MF3oeZlWVpJX090uVNHFbgYDE13EMKmzBILEvfAHnoovA81CFhQdNWjFNk1AoRCgUoqysDN/jj+P5fPSOHk3P4CDBjRtpuecewlddlawS/qtUAA9HpB5MEHqelxSEiXhELQg1wwktADWaDzmJqt/RtHz3JfHG2djYSEVFBcXFxUyePBkTZPM2LW2P0BpKWRnuTTeJEDvQebS3i9CrrwelsNauxYxEoKdHcnvHjgXAqKzEWL16LwE45OTk2HFLGxJboCUlGGVlGFVVkJmJ0d2NO3euWLKkpmI/8wwMDOCeey6xs87C7O5GJdrcAwPYTz6JWV4OKSm4Z5+Nu2gR9pNP4nvkEVQgINW7zZuJfetbeIc544fnyfklxJdhyN+Vwps1C2vdOoy6Ovl6JII3Y8aBj7Pv9YzFpBq5YQOkp+OefbZsLu9zndQBKrXvhtnfj5WVJabU2dnQ1YWZkcFu02TXrl1UVFRgWRbhcJjU1FRCodAHakp9MN5rlfJggtB1XVzXJRwOa0GoGRZoAajRfEjZ19vvWL4BJaptFRUVTJ8+XexGqqvFn6+pCZWdjffZz6IOJlgOZjC9c6csTEyZQqS6GrewEHPnTmmbDm3JDq3k7YvfL1Fwzz8vptDRKN7IkXjTp+NNn471wguYra24CxbgnHce+Hy4ixfjLlokQu/pp/Hffjs5AwOEi4th+nTsxx/HfvFFWero7sZ+4AFUSgrWa6+hMjJkBk4pzIoKzLVr9xdbByMzE3fGDOxly2SRpL8fVVgovnwFBRiDg1jLloFSOOecg3POOXv9uLlhg7SPu7vxpkyRbOOsLOxHH8X36KOyKR1vK0e/852kgD4a3Nmz8T3xhIjWWAxsm9Q5c5gQN7iORqNs2LABgOrqagYGBvZ4EGZmkrduHfbGjZCainv66Yd/rY4xh1sBfDcOlGM8VBDuu1QyNMdYC0LNvzJaAGo0H0IS3n6JNu2xfLPp6+tLtnznz59PRkaGtDJvvRVjxw4RLjU1WL/7Hc7PfgaFhYd/cL9fhEU4DIYhLU/bxjvpJKwnnpDqnedBVhZq8eL9fz4axejowJs+nVh6uojH3l6sykoCP/4xasQIYp/5DE58m3YvDEPSRN54A1VUhOc4ZL/zjnxtwwZp08Z9Cc1NmzBravY/xsEqmwfDMHA+/nFIT8fcsgUvKwvn7LMl/g5wLr0U52Mfk+/dJwot2NCA75lnJKkkM1OyjwcHiX3uc9ivvorKzJQKX1yYWuvW4RwDAeh8/ONikr1mDQQCuJdeinviicl/9/v9+P1+cnJyKC0tJRKJ0NnZSWdnJ11/+hMpL76IbVn4DQPjrbfg+9+HfdNR/gkcbV7xwTiUIHQcJ/nv+84QakGo+VdDC0CN5kNEYtavq6uL9PT0Y952qq+vp7KyktLSUvr6+gjE5+SM2lqp3I0bJ3m5OTkYVVUYNTUyX3a45z9pEt7s2ZhvvUVmUxPGiBGos89GXXYZbnGx2MZYlrR+U1Mx1q8XkZOfj9HUROCuu7B37ULZNu4pp+CcdRaBn/0Mc8cOVH6+bNb+7ndEfvxjOECb1qypQaWno3Jy8Hw+vMZG2ez1+6WaCCJAPU/Ez6mnYj/8MMb27VJpHDFCcof3padHqns5OcnZQqOuDt+992Lu2oVXWIhz7bVJm5e9GDpLOITA7t1iZ5OwgfH7Jamkq0v+vu/j/h6ymw9Iaiqxz38ePvUpqcIeYHZw6AxgIBCgsLCQwhEjCO7ejVtYyEBeHn3hML6qKmofeIDeiy9ObhhnZGT8UxZIjlUF8N04mCB0HIdYLLaXIByaY/xhX6LRaLQA1Gg+JAwVf6tXr+b0008/ZuLPcRwqKytpbW1l1qxZ5ObmsmvXrmSFUQWDUr3r74dgUPJyfb79Uz4OfvLi6+e6eNddh5oyhaY33iB90SKCp58OloU66STck06CaBTzwQcx1qzBiMUkCu6aa3AffRRj7VqM8eMxw2Hs556T9ufu3bKY4feLEfO2bZg7dx5wTk9lZWH296M8D8PzMMNhWV456yzsBx+U5Qyl8MrKcE84QRZNUlMx162DlBS8SZMwwmFobUXl58sc46uvYj/1lETEFRUR+9SnUIWF+H/3O8zKSlRuLtaGDRi33kr0xz+WnzscEsLLceT/o1H5My0N56ST8D3+OITDGIODqBEjcGfN2vvnPU9sYAxDZvkSz5XOTnwPPYRZUSExeJdffuDZw0NkLB+wuqYUeB6W3096ejrpaWmY2dnYo0fTmJ9PZ2cnu3fvRim1l+XM0ZpSH+ocPwiRpQWh5qOCFoAazYeAoXFulmUd0/ZWb28v5eXl+P1+Fi9eTDAYTM4AJjdvx4zBO/VUzOeeg6YmMAzUySdLXNu+1NVhNDRAejpq8mSIxTD/+EfMN96QjdTp03G/+lWaDIPR8+cT3GeBwFi7FnPVKtSoUajUVNi6lZ677qJv2zZM22awo4NAIECouxvV1IRt2zA4KIIl3lI+4IYv4J5yCubu3ZibN+MfHKS7qIjMmTMhM5PY9ddLSzkQEO+7eGXTPfdc3DPPxH70UVm8iETwRozAueoqlM8nSyKGgZedjbltG7777sP5+Mcxd+zAGzsWUlKkOrllC2Z1Ne5hCEClFAOTJ+Pt2IEZ9+PDsmQGMC0N54orIDUVc8MGVHo67jnn7G223deH78EHZanFMHDnzxfbGp8P/+23Y735pojl+nrMhgYiP/zhQVNGDnZ++z3/LEuE6d/+Jq36SASVk4Nv3jxKS0spLS1FKZX0IOzs7KSmpia5hZydlkbRihWkrF2LEQzinHuutJ7f4/P8gxKA+3IoQRiJRNi6dSuTJk0iEAjslVLyYTh3zfBGC0CN5gPkQHFuCQF4tFYcSinq6urYvHkzY8aMYdy4cck3ncSbVtIM2jTxPvc51MSJGM3NqJwc1MknSxVwCMaqVVj33gttbZKpe9ppEAphPvus2KDYNsby5ZihEMZxxx3YiLmnR76eno7rebR7HuH6evJGjybQ2opTUkK4uxvXcag2DNIKCymuqMBnWfj8fpwlS/ZfPHBdzO3bYWBAZvK6uujt6CD61lsEfvYziMXwxo8n9pWvHDAOztywQTJ/i4pknq+6GvvJJ3HnzYP+ftSUKQB4I0diNjbCwEByQYOUFKneWRbqCLZlvZQUYtdcg1VRIccbPRp3wQL5R78f59JLIe7tty/2c8+JT2I8CcR+8UVUfj7enDmYlZV4JSViXVNUJLY0lZW4RysAQbKKAwGsNWvwUlNxzj0XL+5zCPK8ysjIICMjg1GjRuF5Hr29vXR2dmI88gix554jEgjgNwzsykpihoFvyPzhkfBh9SocKgiVUrS2tjJ58mRisRjRaDT57/vG1n0Y74vmo40WgBrNB8TBvP0OmaN7mDiOw6ZNm+js7GT27Nnk5uZCba2Iu7w8GDNmPzNobBt16qkcdNKsvx/roYdEEB13nBgxv/zyHg+6vDz5vr4+jKoqzOnTDywAc3MxLItIQwMNPT2kt7RQvGgR6owzUHfeiX/bNvymibtkCZO/8AX6IhG6//53InV1dBsGXkoK2ffcQ0pJCalLlhAIBvH9+c9Yb7wB4TCqsJDYZz+LoRT5b7wBhYWotDSsNWvgzjuJfv/7+1WdjJ4e2VKO5/t6+fkYPT0o05Q5ub4+SE/H6OpCxVvF7qJF2C+/DI2N4Hm48+btH+s2MCBVR8PAKyuT9jqQun49uY8/TgBQRUVEv/hF1BEsUphbtsj2crwNbnR1YW7fjjt/vqShOI48jonN64N4BB4QpTAGBzEO9NgFAjiXXSZC8HDO0zTJysoiKzOTwK5dUFJCZMQIwpEIVFVR9+STNJpmsl2cnZ2dnEt9Nz4sFcBDkXhtJ7aGgaQHYSwWIxZP0dlXEA79fo3m/UILQI3mA+BQ3n6JN7X3+gbX3d3N+vXrSUlJYdGiRQQCAcwXX8T805+guxsyMvCuuQYzI+OgecAHOTD09qJGjBABFQpBQ4MsOUQiYiliWeL5F6/QHej4atYs2k44gf4XXyQ7GCRjxgw4/njcjAwiN96Ir64OZdsYfX34HnmEbL8fb948vGuuofTBB1GvvEIkHCYai7F75UqcUaOY8NxzmCUl+EePxq6uxvfgg9ijRmFGo0mvPOU4UiUcHJQs46HnlJsr1cu2NkkfaWxEjR0rGcVbtmCtXCliKj2d2Mc+BqEQsS98AW/8eKkI9vXhjR6NtWYN7vHHS35wWxu+22/H3LJF2rRTpxK74QaM3l7yH3oIq7cXNXIkZlUV/t/9jsh//RfEc5ffDZWdjbl5s/gcKiXCNxSCnBzcJUtkZrG9HRxHxOrs2XsfoKtL7mNKirSG488/o7ER3513MmX1aoL5+Vif/zzugba13ws+H4brEggECPj9mGlpjJs0icxJk+js7KS2tpbKykpSU1P3EoR7eRAmZlbjWcAfdgF4oNd3Yj4wwVBBeKAK4dAtY43mWKIFoEbzT2Sot9/B4tyGCsAjPfauXbvYtm0b48aNo6ysTI5dXy/iLxqF8eOhuRnzgQdIu+SSw87KBaSlmJcnW7VlZdDZCYEA3rnnYkajGFu3YiiFKinBu+oqjJaWvY/f1oZ65x3qdu5kd0YGk374QzIaGzEffhjjN7/B8vtRp5+O+/nPYy1fjvXCC5KeEY1i7tyJc/LJ+FavRo0Zgy8rC7q7yW5tpXfECPA82l0Xp66OVCC1ro5IcbH8gotGk9FxqrDwgPOD3nHH4Zx1Ftbrr2N2dqJKS4lddBFGSwvOGWfgHn88RjiMKi7GS1TqAgHcc8+FZcuwH38cM+6dZ65bJ1YuTz2FtWED7oQJskyybh3qhRdQxcX4OjoYHDuWlOxsvGAQs74eo7HxsKuAznnnYezeLVvDgDd2LO4ZZ4BhELv2WryiItmcDoXk60MWZsytW/HdeSdGY6NU9E45Beeaa0ApfL//PdbatXi2jd3cjO+226S1fKDt5iPBMHDOOQf/3XdjbNkCjiMfJE46idzcXKlQQ3IJKjE/uGnTJtLT08nOzKT0zTfJevNNTCC2ZAlGUdGHXhQlZnoPxeEIwsRoyNClkg/7fdd8+NECUKP5J+F5Ho7jvGuc23sRgNFolE2bNtHT08OcOXMk5SGO0dIiVbmxY6UVWFwMlZUEu7qOTGSmpOB95jOYd9+NsXu3/P2SS1CnnioCae1ayfMtK8OsqGDMK68Q3LIFLrlEvn7zzfSVlxMyDEaOG4dx3HGYTz2FUV8PY8eienrwPfssTJ2KuXYtpKaiRo5EgRg0x61aktFzaWmYjY2kFxVhh0KkBYPE0tLwtmyhNy+PqrIyxo4ahbF+vWTe5ubixfN9h2LU1mJu3SqLIl/4gszyBYP477lHzgPwZs4k+o1vSG7xUPr7sV96STaUx46VreUNGzA3bsSoq8PLzEy2fUlJwaivxxs/HmXbsqEMkjHs9+9XlTwUKi8P5+qrMVpbZRZz2rRkOxifTxZbDvSDjoN9770YtbV448dj9PZiv/AC3qRJqNGjMaur8UpKiIXDOJmZ+HfuxNy69egFIOCecw7RYFA2roNB3FNOkVznIfh8PvLz88mPL9JEo1E6OztRTz2Fdf/9dPp82D4fgXvvpXjJEtSSJUd9Xu8nrusecZXycAXhq6++immaXHjhhcf6tDXDBC0ANZr3maG/wBNzfYf69J74d9c94Fv4fnR2drJ+/XoyMjJYtGgR/n3sPVR+vsy2NTWJ+GtuFrGTnX14AnBgQCLJolHUlCm4P/qRpIWkp8vx4jYk6vTTZRnjrrsw33iD9L4+Ak1NWK2t9KSm4qxZg3fcceTm50v78pFHRJwmqnJ5edDSIpUp00y2++IXUYycS0owtm2DESOgpQVVUoJz2mkQjWIvW4a/vV0E6Cc+wYTcXHakpuJraWGgtZXBzk78zz1HcPlyrJNPJu2EE0jbvh3f7bdjtLTINZ8yheg3voHv6aexXn8dr7QUAOvNN/EVF4t/3lDCYYhEUBkZ8vdAAAOkWlhSgrVpE24kIvdlcFCqozNn0jdzJunr1mF2d4Nt41x88X6xbsaOHZi7d6PS0vBmzkzatlgvvIDvgQfkeAUFxL72tT3i793o6ZE2d1GRiNbcXIzmZszWVpxJk6RNOzAgs4/xBBqVELCHQ8KaJhDYv51tmrinnYZ72mmHfTi/309BQQH+lhasUIhYWRmRSARnxw6yt2xhxYoVZMVj7bKzs8nMzPxQtYU9z3vXCuC7MVQQJirqnufxzDPPkJmZqQWg5j2jBaBG8z6y76LH4aYFmKb5ruJMKUVNTQ3bt29n4sSJjB49+sDHLi3F+/SnMe+9F7ZulRnAT3yC8IgRe7doPQ/jzTdFYKWk4J18MqSlYf385xjr1sms2ejRuN/9Lupg8V+NjRjl5ajRoxns7CQtFCLyzjt0BAIU5eQQGDFCzj09XZZJsrIwGxpkfq23F8MwxMR51Ch8Tzwh5+I40oY84QS844/H99hjGO3tqAkTcObOleWHRYtwFy/G6O3FqKrCfvZZsgcGyM/JIefrXyd/1Srshx4iFo0S3bGD/s2b2Xj22ZS9+irZDQ0weTJB28a3aRP2669jVlejUlKSSyEqNVUqkPsSCuGVlWGtW4fnurI4kpEh0XXHHYfR2Ii5ebPMAB5/vETB+f00feYzZEyfzsjBQWmVx2JYy5dLnJ1lieC85x4xhbYs3IULiX35y5jV1fjuvlvsdrKzMXfsEGPsW245vApiRgZkZ0sbPytLlltME5WdDaEQzvnn43v4YdLb2vCnpuKdcIJsQg/B2LFD5gczM2XpJbFZ3tKC73e/k/vr8+FcfDHO5Ze/Z5uXoaiUFIjFsEyT1JQUsG1aAwHmzZuXbBnX1dXhed5egjAjI2PPa8JxZP4zPf2YnNPh8F4qgIdiaIbxwMAARfFkG43mvaAFoEbzPjHU2+9IEz3eTQBGIhE2btxIf38/8+fPJ2vf1uS+53LeeXhTp4rYyM2FceMwli/f6zbMZ5/FvP9+abM6DsbKlaiJEzHXrJGEEJ8PY8sWzLvvxv3v/z6s+9HW3k56JELh4sUEV65ENTfLskVXF96SJajjjsO49VaoqsLw+YguWSLecLZNzOeT1mw8s9Zavhyysohefz34fNgvvID/d7/D6O1FZWbifPrTqFAIe+VKsbGxLHLWrsV6/XWsVavA78eeOBEbSN+4kZBt4xkGsYwMent6aIvFCPX1MbBtGxlpaWQMDCSrYMbAAG5cvO6FZYn/nmli7tqFysnBOf98VGEhZk0NzoUXwkUXgc8nnoHxapry+4lMmIDx7LOYdXWYu3fDW29Bb6+kk/zlLxAO402ZAgMDWCtW4M2ZIxvWvb3SOjUMvFGjMJuaZLu7rOzdHxCfj9g11+C76y4RaoEA7imnJEWec8UVqNJS6l9+maIJEwicf35SBANYy5bhu/9+ia8LBHDPPJPYpz8NhoHv9tuxV67EKy6GwUF8992HKioS8++jxD3rLKx168QzEXCysmhZsICitDTS0tIoKSlBKUV/f3/Sg3DXrl0AhEIhSjdvJv/ZZ/FFInjjxhH76lf3q7i+HxzODOB7pb+/n7TEOIRG8x7QAlCjOcYcyNvvSAe2E16AB6K9vZ0NGzaQnZ3NokWL8AHGsmViUTJqFGr27ANXOMaMQY0Zk/zrXjYwsRjm889DICCLCK6LUVGB0d8vM3MJ4RIKiQn0wTJzi4pQM2YQW7YMe3CQVNclNG8e6rrr8AoKMF97TYTNqafiLVyIYZo4N92E0dmJ5/fj1dTg//GPwbZxTz0V54orsB94APuZZ+ScPA/znXeIXXYZ9kMPiQiaOBGjoQH7vvukgubzoUaMQA0M4DQ0YFZXSwt2aCUmkeU6Ywapr7xCemoqanAQJyWF9hEjqAmFKFuzhqzycrHkGD8e7+Mf3/u+Og7WihUYzc14EycSu+oqyMzEaG8n8P3vi3g1DNy5c4neeOOeWUDkOZKydStmXZ346BkGRn099muv4R1/PEZfnySdGIZsFHuezHFmZ4sg7u/fY0sTDO4l0t4NVVJC7BOfkM3tESNkvi8hUkwT98QTqTcMsqdNIzD0g0VHB/Yjj8hm8ZQp0NWFtXQp7vHH402ahLl5M96IEVJNzM4WK6Dq6mMiAL3p04l+//si5D2P3qlT6YpE9voewzAkoSQ9nZEjR6KUore3l4G33ybjrrvo7+/HSU8nbdkynO5uYr/4BSlDK4TvA++nVU1/fz/ph7k1rtEcCC0ANZpjyMG8/Y6UA1UAlVJs376dnTt3MmnSJEaOHInhOFi//CXGK6+ISAgGcT/1Kbyrr37X29jLCNpxIBaT2S05AUkDyc7GqKkRCxifDzo7UTNmHLSFpkyT6sWL6W9sJL2tjcyCApg0CWPTJrxLL8W76CKIxTDefhvrnntk3iwnB+/yyzFqavA9/bSIGdcVgTc4iL1sGeTkoPLzUfElC7ukRCphEydKC7OwEHPHDhF64XAy79cKh6UlW1aG79FHYccOiZ8LhfCmTsU79VTxN9yyBWVZ2GecQen8+RQXFRGeO5fulSuJVlejtm3D/v738SZOxL30UrJGjSLrkUewX3xRhKlh4Jx4IrGvfQ3fvfdirV+PW1YGrov1+uvY48bJpu1QXFeuY+JaWpbMOmZkyP3ZuhXPtqXaFgyiiorwpk3DPfFE8Tz0PFRKCs7VV+89A+i6WG+/LdXe7GzchQuTht7W3/+O7957k7nG0a985YBZxQfyoDS6u+XnCgqSc580NmJ0dckHh9RUzJYW8Zl0HLkvR1KhUkqWWjxPNoT3EU7e5MnJpZFoTw/m+vWHPJxhGGRmZpLT24sP8I4/nmgsRqytDbVlC+VLl6IKC/eynAkeybzjYfB+VwC1ANQcDVoAajTHCM/ziEaj77nqN5R9BWA4HGbDhg1EIhEWLFhARnzpwHj7bcx4IoTKyICGBsy//lWETTzq7FC3kawApqTgzZ6N+fe/oxxHKn+hkGzN5uRgrFghm7zTp+N+9rPQ0iKiIhQSMVBTg3rmGZq3bCFcXMyor3+d3c89R+ljj2G/8ookjRx/vCyQdHVhLl0KGRmy1FFTg/n446hIBJWaioovXpibN0vLLxZDJSpcfr9YzaSloTIyxDqlsFD+zMzEXbIEPA+zqgpfJEIkFMI98UQ5pm1jlZfjBQLibec4WFVVOFdcgRMIYL76KlZ5Of477kAVFGBefjmpJ56I/623IBYjmpaGu3YtbX19VMyYwXGPP44VCmGXlhJ0HOxVq3DPOANjxw68UGjPTJ7PJy3efYiMG4eqrJSFmNRUjL4+mRFMTyf6uc/h/+MfMevrUcEgzmWX4c2aBYZB9MYbsebNw3r1VYy2NsytWzHfeQfvhBMkFeT++7Gfe07MoC0Lc8MGYl/6EkZNDf4//hHlOFKNra8X/8Hx4/dbIjmQAFR5eaicHIy6OtSoUeIzmJYm1jqmifPJT+K77TZpLRO31hm68KGUbEfX10NWFu7cuXuSZgYG8P/+9+K3CLhz5hD9+tdlZvEAHEllTSXyrGMx/IEAAcOAvDzmn3oq3cgSVX19PZs3byYYDO4lCJMLVZ4ntkfp6QeNITzYeb5fAnBgYEC3gDVHhRaAGs1Rkmj5JrZ8j1b8wd4CsLW1lQ0bNpCfn8/s2bMlGzeO0dsr1ZZEJSAUko3W3t5k1u3h3AaA9+lPg9+PuXatLF1ccglqzhzcWbOkChgXYuZf/ypv8raNt2QJ3qJFuD/7GQOVlWSkplKycyeqoADn+ecx29slNSQalVnCv/9d5gnDYRg3Tq5fcTE0NUkrM9HWU2rP8se4cVjr16NGjJBWcX6+tBVTUrAffBBz+3ZUZiaxq6/GGzMGde21mDt2MNDTQ2tzMyWvvSbVwvHjif7bv8m82m23SfUuHIbcXGLnn49VXi6VweJizJoafE8+iTtnDkZTE97UqfgMA192NiO7uxlRWooVDNKXnk5vby/tkQih1lbatm6lIDub9B07oKBAqnzR6H6PhVKK6MiRxD77WayXX8bo68OdNg3n7LOhvx+jt5fYZZfJokbcfzGJ34/R2YlZU4NKT8fcvBnf7t3EUlJQqamSTpKdjZeXBz09WG+8gXvKKRhtbRLDN2mStM5HjsSsqxPxfBgCkIwMYp/7HL6778aor0elpuJceWUyls899VTJRN68GVJScBYtkiphHPupp7D/8heMwUGUaWKefDKxr34VbDuZw+zF5yytl1/Gl58vtjwH4EgEoLtoEd7SpeLTaBjg9xP75CexcnLIAXJycgBJz0kslOzatYuKigrS0tIYEYkw+pFHSGlowEhLI3bttbjnnHN4t32Ml0ASJOYddQVQczRoAajRHAWH6+13pJimieu6bNmyhd27dzN16lRKSkr2+z5VVibVsd27pVJXVydfO4ztQMMwZEt1zRrwPLzZs/Guv15E4dDWpG0nDYrNO+7AXLVKKmrRKMZTT9Gzdi1UVGDNmEFmKAQtLZjLlhHo6MDLypJWXqK11tEBJ5wgf29thZwciVILhfBOOQXjwQcxN26U9mF8gcA9+2z4858xampQ48bhLlyIuXMnXlkZkZtvxujowGxowFq+HPull1DFxcQ+9SliubmU/ulP+Pr6xELl5Zel/TduHPbzz8uiyOjRmDt34nv4YbxRo1Djx8vjWliI0dEhCzGGISLb58OIZ/4ao0djjx1Ldlzoqa4uwmVlhIuK2DR/PqM3byazvBzb50NNm4Y680yGPius7m5Cq1djpaTgTZ2Ke+qpshzT0ID/F7/Ykx5y/PFEv/vdvR84z8N86y1UVhaqpER8EjdulAzgqVPFliYhONPTMerqZOM6FBKbmq4uae13dIjXYii0//PqIDGE3ujRxK65RqrB48btl6vsTZu2VzZw8rnW1ob91FPg9+ONGQO9vSJMFy/GmzsXq6oKFQig4mKM3t7kwseBOKIUkMxMIj/4gYwS9PWhysoOmG5i2zZ5eXnkxcV2NBqlq62NjO99D1VRQVtWFsH2duxf/5q+tDRSFy161+re+1kB7OvrS3YCNJr3ghaAGs174Ei9/d7L8bdt24ZlWSxcuPCgn/TVpEl4X/4y5j33yBv7uHG43/zm/h5sAwOYf/0rxjvviA3MxReT0tRE3j33YLW2AmAWF+P+6EdSsTsQnoexdatUi+Iegr3V1fQ5DsWZmViJdnA8P3ewqIiUmhpJoQiHUZYFcZGlzjpL5hbb2mQG8JJLUNOmEcvIwN68WebS6uvx//a3Umm6+GK8b35T5umef14qd5aFu3gx7rx5WPfcI8InJwezshLfvfcSGDcOo7ERL5GP29SE/corOH6/VBfj1SkvPx+ztlaqdV1dkJmJ2dyMKizEPeEErHfewdy0SdqVSuGcey5qzBiiX/oS/nvuwWhqgrw8fCefzIT0dLx58wjPn0/PypXSnm9owLvxRgYWLMC7+GJyU1Iouvtu0qursdPSJCVj925in/2szA9u3Ci5wa6LtWoVvsceI/a5z+15HAxDFkHiG8ooJf/ZNl5xMSqeAuIVFGC2teEVFKBGj0aNGIFz7rnYzz+P0dwMwSCxa69NttwBiESwXn2VkuXLCXR3w9lnJ1ue5ttv47/1VqkkpqURu/pqyQQ+nOd9T488B+IGz6SnYzgORl+f3IWcHLFoic9FGgMDeAkxeMCn4gEqgF1dMi85YgQk2r4JQiGcSy559/Mcgt/vp8AwCHZ2oiZOJJieTiQSwdi6ldbly9nlOGRmZibbxVlZWfudk+u6e1XsjyUDAwO6Aqg5KrQA1GiOkKFxbnD43n6HS3NzMz09PYRCIebMmfPuVYZzzsFbtEjES37+/m9+gPnnP2M99ZTMCe7YgbVzJ0W2jW/3btTMmfKmu3Ur5oMP4v7Xfx34hkxTWszNzURyc2mqqyMzFqPw1FOxV6+GykrZWO3rwz3vPBrGjCHtb38jELd+8S68UKxotm/HO+kkmDZNFgvWrpU4uEAA9/TTcS67DN9vfoP/j38UkWOaWGvWELnpJqxXXpH82rFjpb25YoUI0+5u2Uw1DDzbxqyrw8rLw0ucNyTtZLy8PGmjtrSgQiHMpiZUaSnu6adjrVsHjY2o/Hycj30M8vKIfvGL2G++KVFypaVSgVy3DqOnh+jnP4+xcyf2c8+J3cyKFbhz5xK85hrSXRe7owM1cqQkayxfTm1mJjUDA4yrqqJr5EhiOTmk9PVhv/oqzkUXSZUzI2NPxdTvx4jbmSQxDNzTTsN++GFpt8ZiqJISySAOhYh96Uv4/vQnjNZWvKIiYp/+dLIiGPvyl/HKyrAffxwjHJaElaoquXaui+///g972TJK29tJW7cOr7qa2Ne/Dr29+H/7W8zmZrzSUoyODnx//jPelCkHrPjtiyooSFrjeCUlGB0dqKwsvJEj5bw+/nHMykrMbduk+ltainPllUMOoDDXrZO2d2oqasKEvV5z9rPPSsLJ4CCqsJDojTeKR+FRolJTUX4/Rn8/VlYWqZaFkZrKhFmzKFqwIGk509DQgOM4+3kQuq4rc4QDA/KhJTv72PgixlvAegZQczRoAajRHAFDvf0SkUzH8thbtmyhvr6ejIwMCgsLsRobxTolFkMdf7yItQORmXlwK5BwGHPFCrEVKSyUbctNmwjGYniBQHILVKWmQnv7oc/x0ksZ/J//YeDNN8lNSyP1xBPxrrgCd8kSzCefhI4OvOnTUWVlZK5aRf/ChaTOnClv/m+8gf2zn8lMXEkJ7he/iFFRgfnII8n2qr+igtgXv4jvr39FAYwcKfFqu3fLYoPn4SXa25mZUFcn1S/LkgpSaqqYMQcCRKdNw8vKwty6FZWWhtHVhXP66XinnIKzezf2k09i7N6Nys0ldvnlsqSyYAFGJCKzbNu34/vVr0ApmXO88EJwXfz/8z8ytxeJyMxgdjYqN1cER38/1urVeDNnYlZUyEbviBHYgD8cZrzr4k6eTMy2ifr9DPT309vdTXBwkKaqKkbm5pK5dSvEYrJdHI3uXaGL455+utzXhJffwoWo0aOTHo6xK68UK5zCwmSCSOK5YL39tmzzjhghxtJ33UX0O9/BaG/HfvNN3OJietLTSU9Lw/fmmzLvZlkY7e14JSUQDKKKizG3bMGorYXDEICkpRG74QbJIE4k0Vx9dbLlrsaOJfKLX2CtWQNK4c6ejRoy8mC98AK++NY4QPbYsTRefjkgMYG+O+7YY45dXY3/llsI//73e2ID3ytZWTiXX47v3nv3GHrPmoV70kmkpKSQkpJCcXExSikGBgaSgnD37t0opbBMk7ErVuBbuRLL8/COO47YjTfuqYS+RwYHB/E8T7eANUeFFoAazWGQWPSoqakhOzub9PT0Y1r16+/vZ33c1mLRokVs3boVq7YW+7bbMHbulHMIhXC/8x3UKacc2cHjLVkjGhVRFW8ZxoqKCGzbBm1t8u99fXgzZhz0MK7jUAV0n3kmM1JSSO3pkXm0FSvwTjoJ93vfA8B4+WWsBx8ku7mZgGVhtrTgzZ2L+fzz0j4eMQKjulpsYJqbZQ5t1Cg51saN2CtXigAKBKRaEgwmW4OqoEDm/0pKJA0kFJIEkM5OrLfekvsWDBI7/3zcsWPZ9fGPk7tjhxhPT56MKi3FevFFnNNOwzn5ZMzaWsyXX8b3+OPw1FO4CxYQu/ZarHXr8P3mN7INbRio1avlHJTCeukliaXLzMTYtg1rxw5il14qFyktTYRbf78szOzYIZvWSonwTUtDTZ6Mk5tLZmMjKYWFEInQP3MmTl4elYsWMaqykqyNG7Hjs5fuGWcw9GOGUVuLvXQp9PbiTZqEe+aZIoC7u/H//OdY69ZheB7uhAlEf/CDvYSU0dCAuWuXmFKnpKByczE3b5YqY7xCSkqKtGxTU2XbOxxGlZbKpnJ7uxyvuxvl9++Z2TsMvDFjiH72s3uMrPeZPVSFhTgXXLD/Dw4MiIWPYUilMhIhUFVFaNMmOOkkzJoaee5OnCjfU1qK0dQkcYXxRaOjwbn8ctl6rq6GjAycU07Zb8TCMAzS4qbUpaWlKKXo6+uj8YEHKHjiCfosCzcQIG3pUsKDgzg//zmpqanv+XdIf38/gG4Ba44KLQA1mndhqLff7t27CQaDx/STd2NjI5s2baK0tJRJkyZhmiamaZL6yisYO3agJk8WgVZdjfXAA/IGdCT4/Xjnnot5//0YW7ZIlWjUKFouuQTvjTfIr6iQKtdZZ+FdcgnG6tVyvydNEmPj8nLce+6hZ/t2sseOZfx3vkPKtm2Yd94pHnCA+cwzOL/4BWRkYMbbtOF4ekh6dbUsQLiu5P0ib/ZGc3NSVA1FZWaiRo2SCppSshkcDOKefDLe9On4/vY38YvLysK58EJUWRmx66/Hmz0burtFIL36KqG//Y3+UIjoL38pkWn334/1wgtSRSwpIfb5z2NWVmJv3ow7ZgxGLIa1dCleaSlWebnMocV958xt27BeeUXanY4DcYNkVVCA2d6OWV2NF1+wIDVV5u7OOQdz1y7MigoAvFGjcE8+GTVqFI3XXEPhSy+R0teHKi3FP3Mmk00T76KLiC5YwMBTT+H7+9+JtbQQ/da36DrvPKwzziA3GiX317/GrKmRmcR//INYW5tYsDz6qCRxjByJsiysigqp7v3oR3subiAg1dbBQbFHic9SEgjglZbilZZibt+O3/OwenrwRo/GGz0acnJwPv1pfH/8o1TCLIvYuedKOkmCaBTr5ZfFuiYvD+fMM5NCyWhuxv9f/4VZVSWzm4sWEf33fz+8+LrBwf3ylhVgh8N7ni+Wtcccu7tbROy7pOPshePISEAgIDOrQzEM3AULYMGCwz6cYRhkZGTQX19P0DAwp04l5ji4jY2YmzbxzptvYqam7mU5k3KA0Y2D0d/fj2maR/QzGs2+aAGo0RyCfb39DpXQcaS4rktVVRXNzc3MnDmTEUOixsx4RQ7L2rtF29198BSOQ92Pyy+X+b1Nm1Dp6XhnnkksEqFl/Hiyc3PF50wprN/+VkQioOKmx7H//m8Gd+0imJtLfkUF6g9/wNi+HaOvDzVxohg7b9iA+fe/S1qG44jQcF2UZaFMEyMlRc65r0/mBNvaJLVk7lzMe++VzN9oFDcvTzZ/Fy7E/9OfYtbXQ0YG0QsuQJWWYkSjRL/2NanMDQ5iP/44vj//GVVUROzqqzECAfx33IG5fTtmNMqoaBTT8/AmT8bo78ebNk2WdioqsN5+W4RbTo54EiJ5tmZd3R6T5j0PiLQYi4tFQLW1SYWvpQV30iTU1KlieRMMiiidMAEFRL/5TRFMpok3a5YIxooKrL4+us45h8zycsxdu8S6ZfVqYp/4BP6pU8nYvh3D58MrK8NraSHrlVeoLiqivrwc//r1RCdMIJiaSkpnJ9ZLL+FceinGrl0ony/Z9lSZmSIUh6BKSnBOPBH7pZdkeQVw588Xoev3E/v617H++EeMykq8KVNwr79eNrUB56KLUJEIvr/8BcN1MTo65APKhAngeTI/+NJLyQqzWV5O9KabIBjEd+edWO+8g1daKibfL72EN3bs/ubYByI7W/KW33kHD7E+8lJSiIwaJee/YAHuySdjvf66PI9TUmS5ZYh1jrl1K+batSI+582Tdnkco6kJ/3//954M4wsukKWbY7C968RnOQ3XxW/bGK6LKirixNNOo7u3l87OThobG9myZQuBQGAvQRg4hN9gYv7v/Uwx0Xz00QJQozkAB/P2S9izHC19fX2Ux2PGFi1atN8nedM0GRw7FlatgoYGER3d3XinnXZg8aeUVEqCweTSg7F+PUZ5uVR3Tj0V75xzYIh/mVFVhaeULI4A5t13Y1RWSsURMCor6amrw9y5k8CsWaSmpcmm5YYNMDAg9jNxXzVMU9qGKSmo6dMxX34Zv1L4YzEoKsI7/3yMYBBzxQppMxYW4p17rvx5zTUY27ah/H5iJSVYb74pc2xf+QreyJEYTU34HnsM6+abZd7t5JNFKP3611hr16IyMqSNWVuLN3myzPylpuLl5uI2N+Nbvlzm1hKLFYaBYdsQieDl52PV1YltTiINJTtbvAfXrhWPwfj1dE88EXfhQpyPfxz7mWcw6+pQ2dk4V1whWbrBoIj0tDSs55+XlnQggHPmmXhz54JS+P7wB+wnnmB0ezumUlh5ebhnnCEzdtu3Yy9dSiw/X7wHx4yB1FTMjAzSqqqYkpEBEydiZmRAIMDAwAADPT1YQH1FBaMyM8mORJJVPaOnB3f27L2fJ6aJc801qLFjpeKVlSWWKH6/LF/4fESuvJKKmhrmX3op1lDPydpa7H/8Q6qxeXkya/fHPxL54Q8xmpuxli/HKyyU1u7goGxPb9wo7f/Nm8XTMNGybG2ViL7DwTSJffnLcPvtkvaSkUHH+eczGPcfxO8netNNWCedJK+RUaOkGpz48XXr8N9yi2wvA/bf/07kppuS1ka+W2/FevttvKIijEhELIFGjsQ999zDO79D0DJnDqVbtuDbvl1GCTIyiH3yk5i2nRR6IB6E3d3ddHZ2UltbS2VlJan7VAh9CdNs5PfHsRCAr7/+Or/61a945513aGxs5IknnuDiiy8+5M+89tpr3HjjjVRUVFBcXMy3v/1tbrjhhqM6D80HgxaAGs0+HCrOzbKsoxKASinq6+upqqpi1KhRTJgw4YCLJKZp0rV4MaXBIOYTT4Dr4p1zDu4Xv7j/QRsasH7/e4zt2yE9Hfe668TO45e/lHaYUphPP41zyy1QXLzXbQy9L0ZTk1SPfD4c16UnGsVtbycvKwszsUgQi0nW7vjxmOvWofx+EZ62vcdD79JL5e/LlhEtKMC7+mrUlClSFVuyBMJhjDVrsG6/XexYJk7E+9jH8AIB7DvvxBwYANPE3LQJ56qrxLakpUUMh/v6ZBM4IwOrqkrak2lpKMcRsZaWtmeODYmmMzwPr7AQs7pacozjCRnexImohQsxW1qkNWkYeOPG4Y4diyorI/rlL0uKSX8/Xloa5vbt4HnEPv1pnDPPxHrtNbGlefxxqcJdcQXuWWdJVfJPfxJxHIthbtggXn6ui/3oo5CayuCoUaRv24a5Ywfu4KAIo9RU2RZNS0OlpGB0doqg7O2V65meDgUFWCNGkNXURGZaGihF74knYoZCVM6cyai33iJnyxZ8nicbyx//+F7+g8bu3XI9e3rwJk+W5JS4vY3vD3/AfvJJ1OAgMy0Lu6wMNXfunudLXR1mezvu1KlyrQIBzIYGmbeLxSR5JCGy4xVgIxqVx6GoCHP3brFocV0R2vt4CB7ydVNUJKbRdXWoMWPo7urCHJoF7PfjDk0dGYL9xBMYHR0yP6gUZlUV9gsvEJswQdrWVVUym5qVJVXgzk7JMD7sszs4kawsun/0I+z16yUDe+pUvOOP3/8cbZvc3Fxy4+3nWCyWNKWuqalh06ZNpKenk52dTUVFRXLm8Gjp7+9n5syZXHfddXx836zrA1BTU8N5553H9ddfzwMPPMCbb77Jl7/8ZfLz8w/r5zUfLrQA1GiGkKj6HSzO7WhawI7jUFlZSVtbG7NmzSL/EJuAlmXhOA7eZz6Dd+WVe9I+9v3EH4th/c//YKxZAwUFGPX1WL/5jbRl+/ulyuG6YvHy3HN411+f/NG9soABNWYMxurVhFtbaW1vJzsaJeWSSzC2bMGI++ApwxCxduGF8N//jbltG8q2ca+5RoyoX34ZCgrwrrqKhsmTGfHqq1i33iqC4Zxz8C6/HPOBB7B+/WtZSvH7oalJlhzy86GvT8yMAWP7dqzlyyV/eMQIacllZUF9vQhb0xQxAdL6MwzcOXOwX3kFo6kJMxjEjEbxxozBvegiVHU15urV0gZcskSqcqZJ9LvfTbYIjdpa/L//vVTKLriAyP/7f/h//3sRl21tWKtXY7S04J59tlT4PA+vrAyjuRnfI4/gTZyItXSpLEiMHi2Co6ICa+VKvDFjMMJhvFGjoLsbJz8f/86dcuyiIoyODtyzzhILmosuwvfXv2JUVsr5xucfsW2i3/gGvr/9DXPbNrzCQlJGj2ZCRgbqzDOJzp1L9PbbUa+8QrSvj4Gf/Yz2yy7Dt2ABedEoebfcIm1hvx/rlVcwWlqIff7zWCtWYP/1rzK/WFxMsKqKwG9+Q/iuu5Jzeio1VVrMfX2QkYHR0yMV5/R0vIwMvDFjpNKXlyfitaQEL15li33ucxj19Zhbt4Ln4R533N6+fJ6HtWyZPJ/S03HPOGOPmbVS2A8/jO+hh2QhpbgY/yc+Qays7LBed0ZvrwjphLl5ICDnDvKczsyUbeahGcZHMj8IEInI9nl2tizTxHFdF2PECJwjFEc+n4/8/Pzk74hoNJqMrLvppptoaGggGAzyH//xH5x22mksWrSI1MOZp9yHc889l3OPoNJ5xx13MGrUKP73f/8XgClTprBmzRpuueUWLQD/BdECUKNhf2+/gyV6vNcWcE9PD+Xl5QSDQRYtWkQwEMB4/XWx8UhLk/bskOHzvWLaDjXo3dIi83MjR0oFIy9PREN/v7wZJUyDTXPPm96Q21BDFjDcCy6gff16vLVryc/MJHjmmbif/CRuNIp64QXxbhs7FuXzSfUuJQX3yitlweTvf8f67/+WBZOUFLzLLiO7ro7sxx5LxoGZd98tb/T33itVuKIiEafNzbB58/7m1Yn2cm6u+OOlp0v0nWVJekZrK9Ybb0i1KRzGmzED99xziWRm4v/1r1FdXQxmZmJecglGdzfurFk4558vLeDqavw/+xlGczPexIni7bd7twjH8nKM3l6s5ctxzjwTs7tbZuRsG9XRgfXOO6hx46TdWFYmIqKkBKOqSpZT9p3RNIxksolKTcVoaZHUj2gUNXIkXn4+hmninH46zoUXymMRN5s2GhtRGRnS0ownhSRFZ0sLhmVhv/QS5rZtxL7+dQJdXQS2bIHSUlLz8sjcuZOspUvZNmYMTa+9RmDDBmLjx+NPSSG1uxvrH/8gdsUVGHV1GNEo3ujRKM8jnJNDeltbclYTJNvXXbQIa/lyDM9D+f04F18slTzDIPrNb+K76y7M3bvxpk4ldt11ItwBb8oUnIsvxr7/foxYTCxsurqS/27/9a/47r9fqreeh/Xmm0R/+lOx43n7bXx33y3XP27zUnDnnez66U8P67XnzpyJr6oKmpvlg4LripiOPzaxz38e/69+JR6Eift53nl7DtDZif3qq/KaGjsWd+HCvR5f65VX8N9+O/T2ooqKiH7721Jt5Mgi6w6F3++noKCAgoICqqqquPXWW7n33ntpaGjguuuuo6WlheXLlzN3SMX2/WDlypWcddZZe33t7LPP5u677yYWi+3VptZ8+NECUDPsSXj7JQTXoYydj7QCqJSitraWLVu2UFZWxrhx42SW8OGHsW67Tea1APPFF3F+85ukCNw3p/egpKRIC29wUKpj8agyNWGCpHb4fHIbPh8q/qaUIFkB9Dyivb2s37qV8DnnMPuaa/Dv2IHq78dcuVLmBz/1KfmZ5cux7r5btiVNE3PZMsn5ffVVaaPFo93Mp58mMxqV+bm4gDC2b8eIz/eRlibbvSkpybg1b+5cjNraZAyasizc+fNROTn47r5b5r8CAdwTTkBZFs4ZZ0iebW2tVBJdF//NN6PGjCH8f//HQEcHHffdR+abb2IvW4aXnY3z2c/ijR+P/+abpSWZkYG9ZQvWhg2ST7tpE4ZSImp6e7HfeAM1cuQeM2nTTFaIVHq6WI2UloqITU9H5eTgnn46vnvvxdixQ6xfQiFZtJg5E+cTn8D+y18ItrSIXc0nPiHLFTk5ImQdB/upp7BWr5aFknPPxTvhBHnuvfIK/t/8BqO9XUyex4/HPeUUsc+pqpIIPZ9PliTiVVRzzBjS6+uZmpeHOWECVno6/YEAkXCYcG8vlutSW1lJoWVRkJjjTE3F39MDo0fvbfNi28S+8AURo11dqIICaWfGXysqNxfnk5+USmHc4DmBuWUL9nPPQU4OXk4ORm0tvjvvJPKzn4HnYT/zjPxccTE4jmxdr1iB87GPic1LOJysJnqFhfhaWvDHN9DfDefKKzEGBsQ03LKIXXklzpCql3vyyURGjJDrl5KCs3jxngzjri4CP/2pJMEABAIyAhD3IDS2bcN/yy0iDnNyMDdvxv/znxO+/XaIG0G/H1FwaWlpjB07lnvvvRelFNXV1ZQewC/yWNPU1ETBPq37goICHMehra2NosOIoNR8eNACUDNsGRrndrCW774cyQxgLBZj06ZNdHV1MXv27OR8DwMDmPffj7JtmDRJ2rWVlZhLl+JddRVwBAIwJwfvwgsxH3oIOjsxlMKbNQv3q1/F+r//k4UNvx/3qqvwpk/HfPppsXyZMQPTNMl46y28m29moKGBsZMmkfWjH+F//XWp8A0OSrVs6VJJBwkGMSoqpIqS2KKsqZFFk4EBSLTkcnNh504RI7HYHpsXx4GcHPFU6+iQak9Xl6SEnHsu6swziWVl4XvrLakQpqZirlsHnodz0klSEautxX7hBWkNBwI4555L9AtfkDbtzp2S7PH66zLHNWsW2Vu2yPxhZiZGTQ32gw/inHceZm2t+MZZFiorCzOepczAgGTjRiKQkSGbvxkZmFVVyQqku3gx3nHH4VxxhWzEVlWBaeLOm4cRieBcdBEEArLMEp+rtJYt2zM/uHAh3f/zP2Ts3o3/xRcxy8uJ3XAD3syZ2I8+iu/ee0VoxmJYGzYQ+cEPpO15663Q0yNWLW1t0gKeNGlP7rProvLzZQ6vo0Na8m1tMhcZCuHNmIGvsJDMhga5L65L34knYuflsR3omziRovXr8UUi4PMR/uQn96rKJvJ8jdZWaaufckpSGJsbN4rNS1MTKhDAufJKYp/5TFIcGnV1ksMbF6YqvtxjtLaKvUtic1xeZPJnfMZPZWfL1wYGICVFKq+BgCwhHQ4pKcRuuAHnvPPk2iRay0PwJk9OWv4MxX7zTcxNm/DGjZNUlvp67CeeEAGZno65bZt4TE6YIB9i4t9j1tfjTJx4ZJnFR8DQFBDDMBgfn7/9Z7Dv78hEF0FvJP/roQWgZlhyqEWPQ3G4LeCuri7Wr19PWloaixcvljioBAMD8uaWmNnx+eSNMm7umridw600etdeK2+oO3dCZibeGWdAKIT7q19JskcgAK2t2D//OezeLccvLCR9/nyCDzxA/+Agqfn5pFVW4v3ylyJ2DAMmTBCxunw56tVXpU0dDIpwS7Q5IxERdOGwtGnjc4jk5dE9dy6+Rx6RlrRSqLw8vPPOA8vC+s1vxHw4Nxf3vPNQY8ZgLl0KU6YQ+9KXMFetIvDTn4qASUnBGzMG5+qr8T3+ONbKlcnbN+vqwLbF3HjyZBF02dmyURsK4Q317MvPx+jsxIhXXfE8ERauK9WaE0/EqqiAlhYRHYGAbCZfey1mba3M6I0di3POOSL4zjpLZv5efx1z5UrMHTswb70VNWoUzvnnoyxLEk1cF6uyErOmhlgggNHXR8quXTgFBbIcUV2N7957ifziF9gvvogKBqWCphRmZSXWypW4J54o5suFhbJtXFiIsWMHRk1NMv/WmzhRItTOOitp86IyMsTIOD8f8vOJ/r//J6kWFRWoUIjAmDGMGzECxo8nNmMG7s9+hvHGG7ieR/v999McjRKYO5ccn48Rt9yCvWEDyu/HdhzMmhqi3/kOxGJSUU0YdPf2Skzc5MnSLgURebYtCy0ZGckFF5WRIeJ0+nSsV1+VD0N9fRITF49yc5cswVm2DPv112V5JCuL5osv3ksAmlVV8rzwPNx58/YyNDdaW/H/4hdS4bNtnI99jNj11x+ezcvg4J7XKEjrenAQIxyWpZy0tL1TaPr6wO9HpaUlX7/vRwXwg4qBKywspCluH5SgpaUlucSi+ddCC0DNsGNonNvhCr8ElmURjW82HgilFDt37mTbtm2MHz+esrKy/Y+fk4OaPBlz1SrxpOvvlzSMIdmlewlAx5E3zszMpGAxXn1V5sMKC1Gnnoo67TT2tlNGBFrcC8287z7YtQs1bZp8vaIC36OPYvb0kDJ7Nv5AANXZKRW+gYHkz5GaKkIp3m5TixejysulsmiaqOxs1CWX4Pb3Y91/v8y3FRTgnn02ZnMzPQsXkpow5c3NxXz6aREskybhfPnLkJqKfdddGMuXy7UoLSVy44347rxTFgJycjB6erDWr0dlZ2MlTKrz8mTwvq5O2nPxihmWJX+aJt6IEbh+vwihUAijoQE1ciTOiSdivfqqbH8GAuI/eNppxG64AVVQgO+PfxSjZL8fd9EiiTG79NI97fmqKuxHHpFotAkT9rR/bVs2bF94ATueu+yNH48qK0MhkWXmpk0igFwXN/54eiNGiDDt7T2wx6NSIuAyMqRiVloqm8I5OajCQvHrO/vs5Kyec+21eCecIJWpwsLkdjbxJBhlmhITl56O/eKLGD09xL70JQIVFfirq4mNH097OEzx4CBZL7/MlgkTaFi1irSVK4mNGoU/PZ1AOIx/1apkgojZ3CwWMKmpMue4fTtGTQ3EBaA3ezbuSSfJzGZtLaSn41x6abLVGv3KV/AFAlgbNuCNHo1z9dV7snyDQdwlS7A2bBBxmJfH4IgR2Inq4/r1+P/rv+RxAOwXXiDyrW/hzZ8PgO9//1csagoKMKJRfPffL36I8XnLQ+FNnCjXfdcuMTlvasKZNy/ZGncXLMBdsGDPhxLbJnbVVbKBHY3KdvWaNVjV1ZCWJibu+ySgvBf6+/s/kBSQhQsX8swzz+z1tZdeeok5c+bo+b9/QbQA1AwbEt5+juMcdst3Xw7VAo5Go2zcuJHe3l7mzp2b9PjaD9OU2LRf/AJj82ZUZibeZz+Lir9hybeIADTefhvr97+Hzk4oLMT9t3/DfPZZzMcfF2FoWXgXXSTHO0SryYh79GGaRCMResNhjPh8kj/xc3E7EhUKSTUvHvlFauqezNbx43G/9jXM8nJpOU6dKrOFpokzYwZ0dmK+9RbW/feT29lJLDMTY9o03NNPF4HY1YXKzcWoqsJSSqooO3fKzFrcoNl+9FHMmhqphMWrd2ZNDUYip9gw9iSIGAYqLw93xAistWulUuO6uCecgDNtGo2LFpG3axdGfT0qMxN32jSsykpJDlm5EqOxEaOrS5Iq/uM/cE87jfADD0gk3WOPYa1fj1VejldWJskVgP8//xOjsRFSU0WYWhbOmWfie+YZyapNS0MFg9KSDgRQidZ4PLNY5edLUkc8NcRsapLli6wsOc5994l4ikYhJ0fmIPPzJUv3d7+TTVrAOftsqcAlxLpSWC+/LLNuto17+unJx81oacH/4x/LFnNzM9748XinnIIKh2XusaEBo7VVFkFGjoTWVozcXNJ6ejiuqAhj0iR8aWn0p6URjUYZ6Okh0NNDbWUlaePHMzoQwOrqksdzYEAel6HPf9smdsMN0ibv7ZUN4aEt1+xsYl/4As7AwJ6N78Rzt7oa30MPSe7y+PGY9fUUPPYY3fEMYvv556UtnZh73LoV++mnic6fD66b/PBAKCQ2L11dMmd6OAJwxgyiX/oSvocewhgYwFm0iNhXvrLntRYIEPnpT7GXLhWrmVGjpDVuGLiuS/HKlQRXrsSIVxKtZcuI/PSnR5ZScgD6+vrIOYIYvkMdZ/v27cm/19TUUF5eTk5ODqNGjeKmm26ivr6e++67D4AbbriB3//+99x4441cf/31rFy5krvvvpuHH374qM9F889HC0DNsOC9tnz35WCt2c7OTtavX09mZiaLFy9+90/DJSW4v/udVNZSU/fMPw25HV9zs4imtjYRTZs3Y910kxj4ZmbKzFpXF+bzz+Odfz7qAP5iyfs/ZQrGihUM7NhBd28v2Z7HwDnnMLBmDRlbt8obmt+P++lPo8rKxEOwowNSU3E//Wno68P8y1+k6rRkCd6oUWLn8pOfAOCdey7etddivvgi1g9+gNHdTTAQwBs7Vqxpli6V8z7uOBEHwSDG7t0yZ5eWBqZJZ2cnzuAgzrZthAIBgraN2dWVFE7ezJl4XV2S2DA4KO3AnBy8RYtwp01DvfGGbEU3NWF0dpJyzz1Yrkvk29+W2a2XXsJ+7TWMZ5/FKyoi+u//jrV+Pfajj4rojadcxNLTMXfuxKyrE+9B05Qlhkcfle3fhgaJyTNNVFubWMhUVooNiG1j+Hzy2HR2YvT3y/nG5/Pc2bNRY8fSuXgxeevWiW2Kz4c7YwZGSwvOlVfK/OArr2Du2oUKBsX3MDsb5/zzcUePxv/b32LW1GBt2ULgJz8h+o1voMaPx3rhBfy//a1473ke1urVRG66CW/+fHy33SaLJenpGO3tIrBzc/GGzo7l5Mj5x70jjZYWEatZWTB9OsaYMWTU1so85eAggyecgD1+PA19fXSdeCITnnqKYHk5lmkSPfnkvX35olERajt2SKzcrFl7Kp2ui++uu7DjH2q8444j+v3vJzeEzcZGmfubMkXm7EaOxFdVhb+jQ36+v1+2xRPHCwSkqi4vJJnx3LVLZtXiHxySsXKHgXvmmeKX2N0tVeB9P2ilpMjc5z54fX2MfO01CAZF7EajWJs2Yb/22gG//0gYHBw8JhXANWvWcOqppyb/fuONNwLw6U9/mnvvvZfGxkZ2x8dGAMrKynj++ef55je/yW233UZxcTG//e1vtQXMvyhaAGo+8rybt9+RsG8FUCnFjh072LFjBxMnTmTUqFEYvb2Yzz0nm4HTp6OGzCPthWHs2TbcB9M0CdbWYjQ3S9yaaaLS0mSeLhyGkhL5xsxMaG1NtmgPRvSss2jZsIHAihXkZmXhO/lk2s89l7pZs8jr7JQB/bFjMbq6sO67T2YJy8pwr78ec/lyrFtuScajqfJyVEkJ1p/+JP5qgHXPPWI+/de/itjJzkY5DqnV1SIsPE/SN+IVssSbtpo8GbZupX3rVlzPI9vno2PmTJrKysh7/HHsgQEspBUXO+MM/HPnEvjNb+S6pKTgnngiRkcHVnk5zhlnSHv2nnuwdu4k2NbG6N5e7Px82dCMe+4Zvb2Y77yTNJdW6emyfQoYW7ZIqkhLi2TlxoW8Sk+X2LeEYEoMviO5xqqsDBVvUXojR6Li1U33ggvkWvh8eAsWJNMnmi68EGPmTFL+8Q/o6sJesQJz61bcM87AnTwZc+NGVGcnKisLa80ajI4Oot/6Ftb27ZiNjSIoAgHMLVvw3X8/0Z/8BPvvfxeLmIkT5Tm0eTP2K68QnT9f2t0ZGai8PFRPj9jdxPOE3YULUcXFuMXFmGecgfnSS2S0t8OECcQ+/elkWzd60034fvUrrE2bZHt65kzGjB7NmGAQZ/p01OAg3ksviYnxjh00P/oo9vz5ZIdCFNx/v1RI4yLMXL2ayM9/DqEQ9t//ju/ee2UmMBDAWrEC/y23EPnlL+VSZ2bK7GlXF2RnY7S34waDyRlAb84crLffltnT+FyqO29e8jUW+/zn8f/nf2JWVspowKRJewuwwUGZmWxrwysuxj3zzL28/MyNG/H/+tcyclFSQvTGGyUT+l1Q/f3YjiNVUUimrdDX964/+2709fW9J9+/fTnllFP2soLal3vvvXe/ry1ZsoS1a9ce9W1rPni0ANR8ZBnq7Tc0zu1oGFoBjEQibNiwgcHBQebNm0dWVpa8mf/bv8lmLEBmJu53vyvLD0d4OzGfT96IBgZkG7O/XypmqakY8VQFo7UV8vJQ48Yd+ECuS19PD+UVFfjOPpuZN9yAHZ/z89XVEc3MlOUOwHj7bcw//UmqIyNGYOzciXXPPRg7d8rMXW4u9PRgvPEGRlaWnFvCemLHDowVK+RcR4yQ2C3DwIhHk6mTT8bLzMRctUreBH0+vJNPpmfcOLreeotQSws5WVm406eTHQqRk5kJn/wkkf5+eqNRoo2NmD/6EVYgQOzEE/HPmUNo+3Z8L76ItW6dtNwWLsSdMQN7zRqMzk7cQIBATw++Rx4hduGFIuzi/ojJucL0dPG0S7wJRqOolBTU2LFYq1ah4obTRk8P7rhxuPPmYY8ZI3nJwSBGNErszDOJfeUrkl98222SkdvbK/6Cc+fizp2bzOc1amrw/fWvlFVVEYwbWXuzZkE0iu9vf8P3xBNy/cNhnLPPFm/H/HzMbdswd+5MXtekOXNODmbcGxDX3bs6lWiVI9Yp1s6dqIICWRjq7cUbORLn0kvlduKCJ3b99fTNmMHuykqOO/dcGQOIoyIROd+xY1GpqdhLl0IwiPOJT+DfsIFARQVq8mRUKEThjh1kvfwy26ZOpaayktTHH8cKBjELCvCbJoHKSqy338Y966w9FdK4vYiKxWRhI546402bhnPmmZIz3NSESkuj+ZRTSI1v8zoXXAD9/UkB7Fx4Ic5ll+0576wsqaAPDKCCQWIXXrhnczoSwf/zn2MvXy4ztJaFU1VF7N/+TR73tjYCP/oRRl2dbJhv3EjgRz8ifOedYnt0CJzMTGKlpeTU1uIpJfOLaWlJgX40fFAzgJqPFloAaj6SeJ6H4zhH3fLdl0QFsK2tjQ0bNpCTk8Pxxx+PHX8DNZ95BmPdOhnI9/sxdu/G+v3v8c48c88m4WFgmibd48bhnXSSeOwBhmlKCscJJ2D96lcYnZ2Qn4/z7/+O0duLcd99UqFbsAA1bhzmX/5C9MEHcTo7mXriiYS+9z18//d/Ei0XDpObksKICy6ARYsAxGQ4Gk3aZKiiIklIGBjYY52Rng7xzVviQ+6A/H9eHrS0QGsrKjcXs74e5ffjXXQR6qSTUPPno2bMkGWH3l563nmHnhdeIJSfT8bVV0vE2L334ovHpamsLPxXXEFw82asqircMWOI9vTgvPEGNZaFWrqUAGCMGkXQ8wisXCn3o61NWtWBALFwGP/AgCzO9PWJL2IsJudvGLJV29ODWVGxx9+vqEiWO+rrsd55B2IxvPjcnrl9O5HvfU+ygLdvx2hpwaypwf/LX+J88pOE774ba+lSfE8+Kdunv/417owZRL/9bYxwmMCPf4xZU0Oa65LS3o6Zk4N3/PFY77wjVc24v6BZV4e1di3uqafKtbVt8XIsKJBr3tMjrc6ODql2mSbuaadhbt0q2+CuiwoGZYkFiH3hC5i1tRJnF43iTZxI5L/+ay9vSLOqCmvpUoKdnfhyc5NVUQDr+ecJ/OQn0v4uKMA98USU34+1ahXOZZfJ8k80KssqAMXFpHZ1MTlefQ2kpxNJSWEwFqMvEiG9t5emrVth6lRKAgFsz0vOtBr9/XilpXuqcKZJ7HOfw50zR2ZICwtp6emhLPF6tm2ca64R0Weae7/Ourrw33EHRiSCO3s2RlsbvqeewjvhBNSECZjl5dirVsncY2oqdHRg/+Mf4s04frx8aKivl8hB20ZlZsp13Lo1ueF8MFylqLvqKgpfew2ruhqVmYnziU8kfR2PhoGBAS0ANUeNFoCajxRDvf2UUoc0dX4vGIbB4OAg69atY/LkyZSWlu51fKOrKxk3BdK+Mvr7pXp3BNt/pmnixpdF1Ny50NaGKilBnXaavOHNni2t3/x8mQ386U/F8kUpePFF3BNPJPKnPxH2PDJDIQKvv44XjYqlS0YGlJZi7N5NyeOPw+c/D0VFe1pV4bCIi85OERyhEEZ1tViPtLbKlu/ll2Pdfru0pJGtXO9jH8ObOxf7j3+Evj5iJSU0n3wypYWFmI89hjruONSpp+K0tBC9+moCO3dSXFCAlZsLGzdibtyI+eSTcv18PrzSUqxly+RNPy8PIzeXQG4uKYODHOfzQWoq4dRUBqJResJhMjo76XFdSlJSsHp7MSMRPNuWqLK5c1GvvooRn6vzQiEMx8E74QTxR6yokKpTWxv288/j5eTgXnQRzvnn43vwQczaWuyVK+Hll3FPOonYZz5D4OabxW8vJUWsXO68k+h//IdYyUSj0qaNxbDWrsVeulR8DXfuxJswgUhPDz7LItjYiFFdLT6EhgG5uSKiGhrE4LqqSpZa5s+XxY2yMoytW7Hfegva2sRCZcIE6O/HufhiMAzsv/wFo7YWVVCAWVmJe/zxeNOmEf7FLwj87GfS+o3F8N92G9F//3dUWZkYGP/gB5hNTRiex1ilsEtLcS6+WFqgv/qVPI9NE6O1Fev113GPP15GEAxDqmG2LctKoRBmS4u0m7OzpfU5dSqpa9aQkp0NPT3ERo3CmDWLltZWaktKmJmbS2ZFhbT7c3LEpmXI68rculUqvYBbUIA31F+vvR3/r38tCS1paTif+5wkvgBmS4u0dkeOFPuc0lIxza6vx50wQaqCjiMtZhAR2N0tW+AgW+K2LbZNiT99Pvn6u+B5Hk5BAdGbb94z65u4naPkg7KB0Xy00AJQ85Fh30WPYy3+wuEw27Ztw3EcFi1aRMYBBsnVhAnyRtHSIq3a1lbU7NkH3/pzHGnfJXwC+/sx3nmHQFzAEAxK7u6+pKcnTXrNp54SkRS3zVAbN9L7wAP4wmEyZs3CtixUfb3kBUejyblDLycHq65OzrGoCLVoEeqddzDWrpVzysnBu/Zasb+44w6pUI0ahTrrLIwdO2S7taREhvNHjsR84gmZnSsuxluwgNYxY0i57z6stWulvZadzcANN9D6l79QUlmJnZkpm70rVuBNniwzWpGIDP9HIpjbt+OVlKBGjpSN2oKC5PVSRUVYo0aRvmULqaWlGH19xAoKaJ8zh4aGBnJfe02qfobBYFkZXlkZ6he/IPDzn0uEGmL+q+ItdnfaNKy33xahuXUr9ptvYq1YQewzn8FsacEbO1b8/nbuxFq1SkyeYzERX36/tAe3bMHYuVOuZygk1ah4YorR2blfpJ+TmYmKp6CoYBDD78fLzZX7l5qKN2ECTjwb2F2yJPkciX3jG3D77WKpkpKC9dJLGK2txK67DnfUKKzMTBg7FpWZKRFmsRixb3xDbFTa23FnzgS/H3PrVpkf/OEPZemksRFvyhRi0Shq+3bsxx+XJI7Nm6VlPHaspLH09cnGcHu7iE6fD2/OHJyzz8Z++WVp0+blEbvuumTrO/qtb+H//vex1qyRyvh551Eybx4lfj/ujBnE2tvx7roLr6+PfqWora6G0aPJyckhd+dOedxaWwGwn3mG9Isuwpw0CZQicPPNWP/4B2RlYXR34//lL/Hy8vDmz5eKaloaRnv7nq32YFAeH2S2VBUUYFZXi7VLWxtq7Fip+AHezJm48+eLkXd8dME99dQ9UXJIW99as0aqsPF5SmBPCohpylLQMUIpRX9//wF//2g0R4IWgJqPBEfj7Xc4tLS0sHHjRkKhEOFw+KC/fL2zzsLYvh3zb3+Dnh7UjBk4P/zh/t5urov5wAPSjnUc1Mkn4151FfZ//AfGhg2kuy6zsrJg5kw42Hxfgv5+STiIVycHBwYIBAKkB4Ni6AxiXJubKwKquRmys7FaWhhIS8OfaPWlpuJ+/esyvxgOo8aMSaZ7uL/+tXgRbtqEdeedkmMbT84gI0PmAmtrUaNHQ0cH5ltvkdrYSGDnTqlgWhaxqio6b72V3J4e7FBItmVTU6GxMenhptLTxag54euXlYV76qkYf/sbZlWVfE9JCV5mJmrJEmzHEWHg82GVlTF682bUwoV406czuG0bPfX1BPv68L79bSgoIHzddYSCQTJeew2rshL/H/4gc2zz5sHgIFZFhWTCmqZsFN95J15BAda6dZg7dohQcxwRtaEQXkmJCLP+fhF7aWl448ZhxSutRiQim6ulpXizZuGNGoWxfTsBz8MXjeKceirR730PY/duAj/5CebOnbLdHAoRu/JK3Asu2PPhoLsb3+OPY8Sj67wpU0TUhMPYS5diP/FE0k/QOeccVH4+nm3Ldevuxmhqkg8nifnB7GzM2lo5djQq99kwpPKVaPHHHxMMQ+5HWZmI3HiqSTIz17KIfeELuCedJAtFpaV7zQ8au3ZhxGJ406ZJ63j1atSzz+Jcein2zp2kvfwyjBqFGjGCUF0dqa+8wvbp09nW3o7zhz9QuHs3zvjx+AMBAjU1FLz2Guall0JPjzwWOTkispTCqK7GWrtWBGBBAc7ll2M/+KDMGvp8OGefnTSKViUlRP/f/8N/++3im3jccSKw4wsmRlcXyrblcY9GcadPJ/K97yXbzObGjfh/8hPM5mZJ2HnsMSI/+xlq3Ljk76L3Az0DqDkWaAGo+ZdGKUU0GiUWi2Ga5jEXf57nsXXrVmpraznuuOPIyMhg1apVB/8B08T96ldxr7hCREFCIOz7bc89h/XHPyZbTOZjj2GsWIGxbRtq1Cg8wyCtqgrrf/9X7GIOgZozB2PTJvq2bmWwv5/M1FR8V16JeukljM2b5ZtCIdwbbsAoL8f629/kTToUYsd55zHznXegsRFGjMA7/XTU7NmYf/4z1p13gt+Pd9lleBdcgPnkk1i33CJVvlAITjlF0jVWrhRvt1GjRFykpkJlJb6WFjzTRNk2PT09RGIxsjMySM3JEXHhODAwgOF58oa8ZQs0NIj4GBzECAZls/jtt/EmThTx1Nsrm6/PPivXevJk3BtukPzcqipUXR1GOCzzYp/6FL4f/ID8UIhYKIS7cyfmc8+xZe5cJr79NuTmYufnkxrfwvXy8qQSlJkpyxOZmRg9PRgFBRjbtom4iG84Yxgonw+zqQnq6+U2jzsOolFin/oURk+PzNv19ooBcXMz9PcT+eEP8T30EO7rr8uIQmMjvj/8AeeznyVy223YDz2E/eyzkmt89924lZXiP2iaBH7606ThsNHQAH19uAUFYtGzYYMItZQUjL4+rITVSLxlid8vlSnXlS1Un08WZeLeed6cOagXX5RqFkB/P+7JJ8tyzZIluHPmiAl3PGs6et11uJdcsudJODAgNi8tLWKyPNSSKBzG/9vfStU0IwN3yhRUWhrWypU4l16K2dwsNi+TJ4vQHDmS4K5dTMjIYNyMGVgPP4yRlkbY8xjo6iIYjWL29dHS0oKVnU2KZckHHHnBym0OabU6F14oM50NDajsbFm6GSLMvLlzCc+evWfZasjvD98994gP5NSpGNEoZkMD9htvJE2k7QceEBPsCRMkuWXrVnyPP070W9/C87z3JQVELreeAdQcPVoAav5lSbR8d+7cSXt7O7Nnzz6m4m9gYID169fjeR4LFy4kPT2d8JYtZG/YgFFaKhYmB7u9uIfZwTDeeUcE0Nixcl8cR8RaMCjzd56HEwxKpu67MHjBBTRVVpK5ejXZJSWYF1yAd+WVeGecgfnKK1JhPP54sTjZsEFmzDIz6f/Up0h/9lmJYPM8aZmXl6NCIaz77kOlpGDEYli//jU0NmLddZe8wQYCItxefVVmEv1+SLTZ4jNU2DaxceOwKyroqawkYhjkKoW5YAFeSQnWHXfIsUwTb9o0vCuvxNi2DePuu2VJJBDAy8kRwdLUhGHbGEVFMn9WUSFzij5fcgvarKyUXNa4N5xRV4cvJwdfXx/erFlYpokVDJLf1ERWbi6W309fKMRAfz89kQjpPT0MTplCoeOImXNGhizBtLbinHoqvpYWMe3Ozpbt67o6EUYXXoi5ahXmxo0Y3d34/vxn3Pnzifzwh9hPPIH1979j+P3Yy5ZhVVQQ/fzncS68EHfNGmJ5edjp6dgrVohdyb/9m5g8BwLizzc4iPXmm1izZ6MKCqSqNWoUBIOYsZh421VVYTQ3Y7gu3pgx4pfY3y9ef2vWQF4ezhVXSArFuefKLN2bb4ppcW6u2Jl4Hu7ixUS//nX8v/89dk0NsYQQGhiA1FQi//mfBL/5TVmW8ftljm7rVtlojUTw/+Qn2G++GX9yG5gVFWJSbVn47rwT6623RDz29WGtXo03bhxuvEKocnKkTdvaKh8oWlrEmifeNjXmz8e3YQPZibk8n4/dkybR29tLQ0MDY044gbHPP4/d2oppWagJE3DOPHPPC8R1xei6uVmE3z62J0Z9Pb4//EHmM8eOlUSYwkIRdJs3y3lkZsoiVlubLNkkfrajQ57z8QqpCgRkNhPetwqg53l6BlBzTNACUPMvied5RKPR5KdsLy5gjhVNTU1s2rSJ4uJiJk2ahGVZmM88Q9ovfsGMpibsv/wF75OfxP3a1w4uAg9Fevqe+T/DkLZnTo6Ip4EBME3scBgvLhAPRkdHB+vXryfn8ssp+e53obERL/EmN26chNgDxltvYT77rFTuSkowqqtJefhhcrZvl8zfUAjV2yutXM8TD7zSUnnT27IF87XXYGBAqny7dknmaXc3RmMj3mc+g5eRIabVlZVSNTzhBAZyc4mNHElOUxN5+fkY48ahTBNj/XpJbUhPh/x81OAg1h/+AI6DO3MmzuLFYpj79NOyhQuoUEiiy9askRSHQECu344duDNmYG3cKPOEGRkQi2HW1GBv3izVxL4+qeZ1dUmrfNw4rLw8sjo7Zeavo4PwyJHsuvRS1K5dhDZuxPM8/LW1MHIk7sKFeAsXEvjOd0RIxFNFvKlT8TIzsQYHZTayqAhzzRp8t92GuWGDtMxzcpJtX/vxx7GXLhUT6v5+nAkTUOnp4k+5bRu0tSWTUjBNmZ9TSpZx4rOB+HwimseOxRoYAMAbORKjri45o6by8yUJ5Pzz8ebOxU0kzKSlEbvuOrkPpglZWdjPPCNG1OefL8+BUIjwtGmEHYe0l15CpaTgfOYz2KtWYTQ3406fLukl27fju+MOIr/+9Z5N2pKS5BKFtWwZ5sc/jjdpEvY//oHKyhIfyEhEqrvt7eK3B+LLd+ml2I8/LoIrMxMnHqcG4Fx2mSzSvPCC2LycdBINixYxZ/JkgsEgA4EA7ltvQX09jmHQOGYMvX19ZLe0kJ2VRdpvfiMWMa4rH0wuuojYN78pr9ueHgL/7/9hVVSI6XZ5OWZ1NeE77pBElxEj5ENTYv7UcZLCFGRG0KqqkhhFz0u2uYE9FcCeHrEfij8uR8vAwABKKT0DqDlqtADU/EuRiHNLbPmapolt2ziOc0yO77ouW7ZsoaGhgWnTplGYsD9pbsb65S9RAwMM5OWRapqYf/6zzBkNiXA7XLwLL8R4803xkwPIzsb58pexnn0WY+1aDM+jZ/RoMr7yFQJvvCHfl5qKd8YZspRx110MvvQSjusy/dpryT3+eHzf/S5GvD2tTjgB5+abkwsfRmurVGDiNh2qsBBzxw6sSCQ5E0ZqqnyPz4fhONJSU0qWErKyMPx+GBxEjRwJNTWQkoJ7zTWoCy8UwTFmDNTXw+AgAy+/jPH66wQti8zZs/HOPx9jxQrMFStQBQXSMs7PF7ua+++Xiovfj1ldjTlqlES/RSKyvWkYYuK8e7csohiGCD3HkYpMX19y1g7Pk3M2TRgYoGPCBPIaGuS8lMKbNQujpwfnkkuwn3tOPPt8PgL5+Ry3fDnO5z6Hu2kTqrycwYYGol1deN/6FrHp03G//W3ydu4k5cUXpXX70EP4nngCLyNDrFxWrBDBOjgoSx+miTt3LkZzM/ayZXLt0tIwt20jNRajb/p0SE8Xe5r4DJsqKsLctEkqYv39Eh1XWIg3aRJeWZnkI2dlSfv2hBMI//KXkJ4uImbVKql2OQ7OGWcQ+9KX9liiKIW1fDn2k09ibtwos3qZmRgNDdj/+Afmzp347r9fljumTyean49yXay1a3E+/WmpnimVXGZSeXkShzc4KDFnQzdpg0GpxMbjz1QwKBZGY8bIjGJLi/gjnnyyfL9hiD1K3KbFKyxMGmYDmOXlGE1NuNOmyQJJezsFb7+NefrpmLEYuX/+M6Zt4510EnZ3N6MqK9m1aRM1I0dSu3Ejxz/xBEYohJWbi7+vD/vvf8c991y8KVOw1q/H3LJFnmd+v0TjVVZibtqEN38+sU9+Ev8tt8iHDsCbPh037psJSLu/rU3a44aBc9FFOJdfLr9LHIfcf/yD4BtvyHN5zBhJbYkvmLxXBuLCX7eANUeLFoCafxkO5u13qHzeI6G/v5/y8nJM02TRokV7Oe0bDQ1S0cnPl/m5nBwZhq+re08CUE2ejHvLLRjLlsnQ/9y5qLlzcc49F2PjRpTjsK6xkVPeeQf7z3+WN1OlMF59FbeggOjjj+P6fBTaNtYf/yi5tq+8Il58hoHx2mtYv/sd7g9/KLeXnb3HpiMrS1IwiosZcF2yq6uTptKqpATvlFOw/vQnjK1bkxFm3tVXSyTaq6/KHcjJwf3sZzFSUjCeeAI1ZQpq2jS8kSPp/+IXCbzxBtklJXSWlWF4HuYjj2C9/PKeDdcTT5S82/jiAbm5ItByc2V2Tikx7+3vl//3+2VTubERI+EZZxiSbjFmjGyobtsmbetwWBYjqqtR48YRvfJKzP5+rLfewqitxa6vR+XnE/m3f8Patg07ntpibt6Mb9s2+Nzn8I0di+/Pf8bLzyfqunhr19KQkkJFZiaTa2rwiovxhUKk1NVhbd8uVbGNG0U05+bijRmDtWWLbM36fPLcycoSI2bHwdi+XfwNU1OlBTtvHkZnJ9EbbsD/v/+LuWOHLCWMGiXi3TRlfvD226VlHI2KefSTTxK79loiv/wl/jvuwH7iCRExW7bg/+//lvnBlBTsv/0N3+23Y7a1SURdwmja78csL8f6xz9EyPX1kbJ2LeEZM2QRIj7KoEaMkMept1fmDNvbZfs7JUXSVIqKZEkmO1tE3Nix0pIGnCuvxP+rX2HW1UkFrbSU2Be/uFfl3Ni+HXPTJrlW8bnEBNbbb8uGeCAgFdNQiNzKSnn9t7fLDF5xcXL+1NfdzWjTpGT+fLz+fgJAf0oK/T09KMcho7OTlq1bCZaUEFJK0lySJ7J3Nd+bPp3Iz38ut+/z4e670Z+ZSfRHP0o+Rio3N3mM4Pr15D3xBGRk4KWnY65fj/+3v5WEk6OYDezv78e2bQKHYUWj0RwKLQA1H3rezdvvWAjAhoYGKioqGDlyJBMnTtxvdkcVFkq1pr1dZt46OuQNaYhZ7rsSDie9+wgGUePHo4ZmsYIcc84c+f/nnsP34IPSxpw6Vd48N20i+vrreFlZpI8di2kYsHkz5ttvy3nFtxfp7cXYuHHP+c+fj3fmmZjLlkFDAxQU4Fx3Hds2baKovFwE4fjxqPPOw3jnHXkj6+9HnXACauFCzIS3XGEhauJEvMsvx/zrXzEfekiOn5VF+KtfpenFFyl+5RUCjoNXU4PZ0IBasABzxQro7ZVFhe5uzFdeEXuc7GwRc3GfNaO7G2/6dMkQbmwUH8VoVDaUFy9G5ebie/xxlGXJJvLo0bhjxqA+8xn8v/udJGX09aFyc3FHjyZrxw7MKVOkve66Ut2sr8esqpKNY6VQPh/GwABWvG1rdHTgHn88yu+H/Hz8gBGNUhYOUzpliswPpqTQ3dNDD5Dm8xHz+cgJhzH8ftl+zchAZWTgzpmD2dgoc30FBclZyWheHv1nnYV/0yZpWVdW4vvDH4h96lNEfvADAjffLJ6FGRnYTz+N0dJC7Etfwjv5ZNT27clFFPvZZ1EZGThXXinpMMGgtCAHB7Feew17xgycs8/G9+CDYFm4EyeKWXR9PdaaNVLJ6+yU8ysqkkprezsZW7bAokWSsmEYErO3YYNYznR3o0IhnFNOERFeVETkppsIfO970sJNSZFWcbwi6Fx8MWZ5Ob4nn0xm8zKkYm++9RaBn/5UXluA9+ijRH71K0nriMWwn35aTMWDQWmzBoNw/PGYponKzBTj7PZ2vIwMWbwyzaTNizVpEnZhIaGODjHz7uwkOmIE7ZmZtJaXYw8MMKewkIzqasyUFJmlnDEDL26plHhuJ0YOjFiMvScIkWtwgJlff10dZiQis8KA8jzMXbukpZ+Xd7i/NfYjEQP3fm0Ya4YPWgBqPtQMjXODA3v72bb9ngWg4zhUVVXR0tLCzJkzGXGw5Y2iItwbb8T61a9Ib2qC7Gy8q69GLViw//e2tWHdcQdGZaWkSlx/PTQ1Yf/sZ2IIGwrh/PCHqCVLDnlutuuKT1xKCgroD4dx+/tJ9fnwBYN7DbSruAdaIq+XwcE9cVdykfC+8AW5zb4+1MiRqJwceru7iX7mM1iDgyIabr4Zo6kJNXq0pDuYJsY//oFRUyNita9PBNSrr0qrcuJEaf9u3Ur3LbeQ19eHP76ZqjwPX2cnZlWVzBUWFmL09EiVp6sLLyVF/P+qqmTLFvCys/EKC+VNfMwY6OpCpaWhysqwXn1VxMjChXtMifv78d95JwQCxC64AKO7G2v5cvn6m2+SMzCArRTOBRdg1tVJdTEWk+rZI4/gnH02Zn29WIQoJcbNcU83Y3AQlbieiarv6NH40tIIRSKyLdzWRn9ZGTs+8QkGWlvJrajA6+oiEF9kcC67DG/8eIJf+hJmZaUYhTsOPTNmYIFEg8UrXtaqVfhvvhlVWopRWyvbqn4/qrsb+7HHsF5/XR6TYHBPgsfgoBhYf+xj8rjl5UmlNyNDKsYtLfLBI/48Ij0dNW4cxqZNKNvGOecc7J4eqc4FAuJ/Fw4zUFZG4JvfxJs5U24nGMQ580yZbYxnA/teegk1ejTe8cfLjFtmJu6sWRAMYq9YgSotxbnmGszKSqzyctxx4yS6rq4O/223EZ40CUIh/HfdhdHZKYsvrou5dSv2E08Q+/KXRay2tKDS0pJLQ0ZfH+HcXBFA8blG/+23S5vWtnFPPhn3xBPldVFSQuxjH8N/661Y8RQT49vfZsoppzDJ8+htbcWZNAl3+3a8tjYGioup/eQnSevvJ9vvJ9DdTeC735UKoOfhjRlD5D//c68W9cFwgkEMkOsfDIotVGam3JejoK+vT7d/NccELQA1H1oSVb9E9u7BPvG+1wpgb28v69evx+fzsXjxYoLv4tLvXXrp/2fvvcMkq8v078/3hIpdnXPPdPfknDNDzkEEMSMqIiqishhAVzFgYg0ouytg2BUEAVFQchgYYGAGZpjQk1OH6ZnOOVY+4f3jOVU9RAHxXfDXz3VxAd1d+VSdu+7nDrjz5rHnvvuYumoV4dWrX2kASafRv/tdtA0bhDHctw+1e7ewLJ4pgPZ2jGuuIf2nP0lMzGvdXjiMNWsWxvPPMzw4iDMyQk55OcbKlag1a6C+XljB8nLsL30J47rrUAcPCmNYXY1zySVojz0GAwNiUjjmGNzaWrQ770S76y58RUUEJ04ULeWf/oT+m99I7dWcOTBtmrBv9fWSCVheLiyI3y+u3M5OAWmmSTQaJW5ZRExT1uauCwUFuO3tuErJydKyBHzk5Igo3nUl/ubJJwXgzp+PvXgx7qZNoqPz+3F9Puzzz8f1+TAffDBrmlGpFOlLLhFTgJc9qEZGMF58kfR73oPxyCPSWVtaitPWhubFtGTAn5ubi0omUYmEMEp9fQL2QiF5fD4fWksL9ooVwmh55gHCYZRtk/7gBzEfegh15AjKtgnn5LBw925S3/8+zp13op5/nvTwMElNI/2DHxA/7TT0736XkrVrMdesQevoIKexEV99PWr6dAE1R44I8HQcAWqxmDS/VFSgb92KfvAgTl+fAGjLktezpESaLHJzBRRm9IN5eQI6lBLzQm4uzpw56OvXy2sTjeJUV5P+xjekKk4pfL/4hUgakklS+fm0XXghtQsXjh2Mg4OYt96K6umRNWhBAdr+/egbNuBMn475u9+h79uHU10tNW6Og755M9bHPoZqa5N6N48Jc6qq0Lq6JGA7L0+kBxnXsWFIHZzn5saysq0wKpHIxtgM19RQ5b337JNOIpEJC49EcBYvzmofVX09xrPPClA1DFQigb53L84JJ6BpGkVr1+LbsQN30SIcpQi1tVG0cSMHCgvZs2cPsx95hAlbtuBMmoTp96MfOoTvN78h+fOf/93Pl74FCyjbt4/cAwfkeQ+HSX3sY68IBH+zE4vFxh3A4/O2zDgAHJ933GSMHpZliUPy72T7ZQBgZj38Rq6/tbWV/fv3U1NTw9SpUwVcxuPZztXXvOy0aQwsW0ZqzhzCr3JbqrkZbceO7BoQ20bt2CE5ZTNmiPYnFILWVtSBAy8Jy335aLpOz0UX4fT2ktfcTN6UKfDxj2OfdhruwoWozZul5uzss1HPPivMQkGBGEquugrt3nvRnn12rMHgYx+T+/fQQ6DraKkU8/Ly0KNR9F/9Sk6ujoO2axeOYUizSDAourqeHlk7esybM20aWmOjZA8CRZaFtmwZbjAo4dbBIJgm0epqci65BP3uu1Fe3AlKibYtHheAOHGiOFN7e4VhMk1pQCkuFmbOtlGHDqFFowJ0CgvRtm4VN255ubg1w2HUvn0C8MJhAXfRKOmcHNxgUFbX+fmigVQKp6JC1s2VlbBo0VhIsgeQlGGQPussVDot+XaDg2g7d6Lt3o19yikkrrsO369+Je5b20Z/+mn8XV2krr4a86abMNatw1dRQXp4mODDD3PQNGlPp5nd2wuVlUQNg8JDh+S5rqnBeO45iMelmaKwEH3zZvT167EXLULbtw8nHMatqcH1AIy2ZUu2N9idMEHaPi67DPNnP5OYnNFRnIkTcTUNHIfU1Vfjcxz0Z56RVg8v0Jnly7E+8pFsNRzxOI5pUrhpE1xwgRhFenvFZPLcc5BIoHV1YZ1wghzLiQT+q69Gf+45VDSKPjAw1hgzcaK8ZwoKcH0+cTjn5UlXczicXWPb8+ZhPP54NnYIpKEj829n5kz07dslYiWZxJoyhcEZM8be664rJiDDEOnCUe9ffdcuYUH9ftE4AvrmzaQ/+UkIhwXgm6boTQEjGqW0u5u85ctJpVLof/sbjmEwmkxix+OENQ0OHGBkaIhIJPK6a1grEKD/yisJNDQIAJ46NRtA/Y9MNBolFAq97WH34/P/3owDwPF5R83L69zeSLBzJmz1jQSvWpbFnj176OvrY9GiRRQXF0N/P/r3vof2wgvg82F/6lM4n/70a8a7vB7j6GZMDZlAWtcVJ6dhCHjKzZV/+3yvXQ/njeM47OrooPbrX6dywgSczNoXcN73PvCCeNXatWiPP45bWYk7fTqqvh7td79D80wdhMPQ2Yl2113iOC0qEiYynSa8axd6hl2rqRFtXVeXuCCLinBOOw13/nz0m24SgOXz4S5dSjIcJqppBLu6KK6sRM2fL1qspiaJEzEMUrNnM+A45P3+99kIGXfhQtzSUvQ77oDNm1F1dbilpbizZqE9/zzajh1ZgbwWiWAddxz6vn3oDQ0CECwLt7UVli8XDV9XlwCJjOO0qkrYrn37sEtLSXvrQ2fKFKxzz8W47z5hzFIpae2orsZevhx9+3YBc7oujFNVFcaaNRKmbNvYixahRkfRdu/GuO02uPhiydLzVrFaayvGPfegRkZEu1haiioqwldURGDvXubl5JAKhTA1jdFgECuRYKCwkNy+PpL9/eTG46jCQtGSaRpuaSlOcTHu5MlynITD8toHg7JGLCkR4JKXh/7ssxKPcuGFpD/3OdT110v0TX4+5l13obwVuL18uYBJ7z6bd9+Nm5eHfc452dWyvWIF6ZERcrdtw7znHmFa//pXOR5qatDa2mBwEP2ZZ7BXrhSweuedoh/s6ZGVdEsLdkmJ6AeRkGnrzDMx//xniTkKhUh95jMSiwKkr7gC7cAB9G3bwHWxly0TgwpAMEjqC18gcMUV8lqHQiROOYV0JorFdTF//WvMP/1JZA+RCOkvfUkq6uQNL2tkL0NQOY5EK3nvI7ewEJVMjq36o1F5fwA+nw9z3jzMTZvw+f3YgOrupreqip07d+I4DgUFBRTk51MUCBAsLpZ4HW9s20bLzcXOPJa3acZXwOPzds04AByfd8wcne33Zho9MqDPsqzXBYBDQ0Ps2LGDYDDI6tWrsy46/dpr0R99VIDB8DD6L38J5eU43gns5aNpWnYt/YqprcVZsQJt7VphmxIJ3HnzpG/0qafkZ5qGc+65uHPnop54QhiRykrc446D/n7UXXfRt2cP5eEw/k99iimGgfGVr6AaG3EnT8a6+uqX1MOpnh4BnJ7w3S0tRR0+LCAn42T2cvCwrDEHYuYkaBii0QOorMSNRqG8HPuyy3BXrZL6rB/+UK4TiD/4IKP33YevpIRQcTHu3LkSb7JunawcJ0wA18VavJjcO+4QhqqqShinkRGUFySdcW2q1lYxgMRiwt74/ZIX6Dk8tY4OXI/Vcb3WB725GXvVKvR164TFQfSD6tAhnDlzZOXb04OWTuPm5WHedRdOeTnW6aej794tYEHXMe+8U3prL7gA85FHBLD39qIdOSKxM8mkrJ37+jAefVR0lpaFNjAgvb2pFMYzz6C1tOA6jgDMQAB3yhQBOJaVXf+ZBQX4QiEKXJc+pYgkEqSmTmXPRz5CsVJMXL8et70dQ9MwHQfrwx/G+uQnwXEEPLW3C5AJBHALCsRokTlmN26U1fWOHbLiXbFC3OBHjqCtXYvZ04Nx553CkFZWyu/q69F37cI+5xy0hgZZw4bD2K6L8vlQDQ1yfPX1CSgtK8PRdVRLCwqEOQyFhDmORHBCITnG+vqwzjsPe/Xq7HHmzJghUTfBoFTB7dqF3dSEO3kyqqUlyyq7gQBqeBjzz38m/ZnPQDqNefvt4hxfvRo1MkLgiSco8JpotLo6zLvuwvX7RWPa0YF5003Yy5fL40wmRZ+oafJFLLPy7++XxpL3vQ99505xkLsubmWlPC5vrJNOwvjLX9B37UI3Texly8j7znc4tqKC0dFRYi++SM6PfoTq7GSkoID+iy/Gv2IFhYWF/7QmkPEV8Pi8XTMOAMfnHTO2bb9p8AdjLOFrsnKuy5EjRzh48CCTJ09m8uTJY9efTqO98AJuJJItbFfNzbJefQ0A+LqaQ13H/u53cSdNkmaPigrsiy4SYPXww5JHN2ECzumno//0p9kWDgwD+73vxdm8mfSWLeRqGrmuizU6itHSIpEsoRDq0CGMw4ex7rorm/HnFhcLmBscFN1hT4+s3/r7Uc3NwnK0t+NOnowbCqFt2CChz/E4yYIC1Ic+hPHzn0N9PcowBFxceaWsXp95BnfuXKiowCktZeBHPyJ4//3kTp1KcM4ccUZu3y6rWi+exZ0/H7VvH+a+fdipFHhmFLeqSgT90ShuZaXoAL1aMoqLcfv65OeplBg1DEPMHpn1Xm6ugKlUKuvkdaZMwVm4EK2uDtXair53Lyoex5kxg+TFFxP9r/8iz7YhlUKvq8OZNYvEz36G/4c/zLpZtdZW1NAQ1pIlGE8/jdI0WTcqhb5zJ/a0aRhr14ouLRgUYDc6igoGpSP4yBFhjyIRiUEZGMBNJqWDd3hYVs+joziLF2Odcw7GmjXktLVhAGZBAUsHB0n84Aekf/5zzHXrUN3dREMh4vffTywQwP/Zz1KUl4d5zz2iI/X70XftwqmokOfE50PftEkaPmIx+dJRUiLsYTqN8dRTohkdGpLnVtdxFi3KrssBMQzt3y+ANZ0W96r3ujmTJwtgHBgQFjYnB+v44yXIeXAQt7paImDCYXnup03DOromznXFrazr8mUhPx9tzx70rVuxJk9G274d7dAhWecXFOCmUugbN0podW+vgOvKSmnjyM2FffvEiAWSTxiPZ6UUbkkJWkeHGGIqK+W4ycuTYHPvfYbrooaHRWNZU0Pyuuskx89xsBculLBzgJER6YrWNOxp0wRIlpfLa6wUkXSakj/8Aa2zU9jynh7Ct9zC7nCYfbqOUoq2tjZs26agoADjbQiBhnEGcHzevhkHgOPzjhml1Fvq8n29LMB0Os3u3bsZHBxkyZIlFB6V4g+MafJ6euT/HQfXY2xea/6u6SQSwfnCF17xY+e888bu85YtaGvXysovNxd6enBuv5304CD2pEnkFBQw3NpKeN06YbEyncLptGTE1dVJDRvgnnAC7p49qGeekU7fykqcK6+U+rbf/U7WWjNnYr///WIK8fultm3BAprnzGHe00+LMcKrE7MvvhjtySclFsVxcCdMIPmtb9Hzhz9QfN99BEdHRc/V3Y2zeDHa888LUFNKAN7gIG5xMU5BgTAvw8MQiUhES34+zJqFamgQZjAvD6XrOKecgjp4EPXkkwJYBwZEtzh1qjBGW7dKRZxtiz5w2rRsIDLptARLFxSgjYxIcPT+/ei1tfhHRnBmzsRobpZe4c2bcebOlay6GTOEeQoGxUCwciWsWSPgLydHjAdtbRLlsn8/ytOKOeXlso6srMSZPh19925cj+nJ3B/rAx+QVfrGjZCfj/HUU2j19aQ/9zmcKVNI3nADKhjETKdlfZlOY/3wh/i+8Q3RkFZUoPf1Yd52G7vTaRrz8ligFEZNDXpBAb4dOzDXrCH9nveg7dkjuXwzZuBqmqypn3kG27LEgDEyIiHMhYXQ1CS6uIEBWTN7btb0xz8uETDbtxMeGiJdWJjtt7Xe9z60+nqMe+5BGxiQFpSZM+W1yM8n+bOf4b/sMmkz8fmyNWrZ98u6dRhr1gjru2cPzqxZ8hzbNkSjmHfcIdKBI0dwTROntlac0ZomGkePFXRzc7Orfvto4BoKyXFXVCT/9mr8AJw5cwSAJxK4eXkSFzNpkgQ/e+OWlmIvWSJfXo5yzmsHDkhI9IwZ8rjicbSGBrSmJpw5c9CamtBaWwUgmyZaQQGRxkYW5+SQWLqU559/HqUUjY2NxONxIpEIhYWFFBQUkJeX95ZjXMZr4Mbn7ZpxADg+75h5tYiXNzqvBsoGBwfZvn07kUiE1atX4/P5XnlBTcP+7Gcl/qS5WdagEyZgv//9r34fd+5kwt13Ew6HUeefjzt3Ltqtt6KtX4+bl4fzyU/iLlny9+/w8LCsaCMRXGBUKfThYQKGgZafP+aIzJxIMytnLwrjJUGypon9xS+iTj9dtHY1NRIIPXcu1urVclu6jv7jH6NaW3FWrpS1cWEh5S++iBaLwcyZsvrt70d74QW0ujphkAwD58ABBr/1LQrb2ghUVAigHBxENTWhDQ+LLq+2VgBePI7auxfnggtwKipI5uaiHTggDtvcXNxJkyRSJSdHwrWDQdwZM1C7dwtbVlz8EmbK2LpVgqArK7P5ayoWw1i3TsBlbi62B+iMurosQMDvRx1zDHoyifnoo2IAcF2UpmHv3y8mleFhyM8XJjAQwDr++GzUijt5sjhufT6cRYuw0mnMW2/FjURQ0agEKc+dS/p978O44w4BfiDuW58Pp7QUvblZWNfqalkbb9iAcdddWcdrcuZMjJwcnIYGaeHo60PV10uIdF4eekkJgf37WRqJEE+nMZNJhouLSScSBKqqyG1rI9nTQyA3V5y/nqbUqa1F6+3FnjwZNWECWmenABi/H8rKhA32+3EiEYzHHhMguHgx6fPPx9fRQSoYxA6HCf/lLxICvmQJzty5uOvWiWkmGJQKuaoqrHPOyRponAULhGFuasJ3/fUkf/YzGB7G97OfyTGb+QKzbRvO0qU4c+ZgPPigZPyFw6h0GhWPozU2kv7Sl+QykQjWhRdKG0dzM2gaiWXLGFy8WB7rggWkzzoL3y23QEMD5OWR/NKXxgDgvHlYxx+PedddEhhdVkbyO9+RGkKQHuP/+A9parFt7PnzSV177RirrtTYezDz78xnVDAo0oR4XFjseFx0mYEApmniui6TJ08mFAqRSCQYGBigv7+f9vZ2LMsiPz8/CwhzcnLe8GdfNBodZwDH522ZcQA4Pu+Y+UdcbUcDQNd1aW5upr6+nmnTplFbW/u61+189KPS+blpk9SbnX8+vEoHr3rxRYyrrqK8rU0q6NauxZk7V/R+SqFZFtoLL2DdcousTV9n3MmTcYuKcBsbGTRNzN5efDNmoKdS0NSEG4ng7+khOWsWumGI69MwUICzeDHu7Nmo9eshlZLbKi3FralBW7NGmkRmzhRGy+dDe/ppYek2bsRZuVJMGnl5qJ07CXV1YU+ejB4MCijq6RFNlq6D3088HifuuuQODxPy+cSAUFiICgRwOzqEmYzHZXXn90NfH8q2cfPy8L34IulQCLewUDLtXFdiSnJzobgYJycH5+ST0R9+WHSQkQiEw1jLl4OmYd5yi5hnTBNtYAD7hBNkJbhli6xh02lURwdaT48wXYODwvakUjAyIv2xsRja8HB2Beg6DsbDD2OddRZ6XR10dgporq3FeOEFycV75BEBG4kEbkEB5l/+gr10KdYZZ6Bv3Cg6QKXQN21Ca20VhrChAa27W8CBbeP7+c8hP19YNNtGf+optN270Q8cwA2HSek6DsIYGuvXi2bx4EGIxbDnzRNAl0oJqxoOE4xE8OXkUKTrOAUF2PE4iepqdpx/Pr6GBubu24dqb0fLy8MXjWLPnUv6W99C279f1tft7QK6PQeu/d73yrFRX4/x9NOkZszAeOop3HCY6LRpoBThri70TZuEQf3b36TObPp0AdeNjRI+7ukHSaUktxFwbVvYwGgU1d0tjSaTJ4/1Rw8NYS1fjjNvHvq6daLNq60d68HWdYmnybxXfD6Ji8loVgHf8LC8J7u70RobJWTbMCRH8MABWWUbBvqaNehbtwqLp5QEfj//PM7y5QCYf/oTxgMPiJHI70d//nnM//xPUj/4gdTvzZ4tjGwwiIrHsZcvz/ZrOzNnYh9/vDTcdHaKLvLEEwUsuy5OOk1gzRp8+/ZhhkKEzjiDijlzcF2XaDTKwMAAAwMDHDp0CE3TxFBSUEBhYSHB14mKiUajYl4bn/H5B2ccAI7Pv8RkAGAqlWLnzp1Eo1GWL19OvmeMeN1RCvfUU7FPPfV1/0y7807o6yNRXY2uaRgdHej33SdgpLhYVsdHjqA98oj0lr7e1NYy8JnPYP3iF4QSCUJz5uB87WtYmob+n/+JamtjeNkyYp/6FNVPPom7dy/EYjgTJ2J9+cviWt62TUBNdTX2N74h4dObNglTEQxiX3EF6uBB9LvuEjAxPIzW34/z/veLri4UwopE0Pr6oKxMTr5KCZt35AijbW3E0mmKbBtt1SrcgwdldVtaKhq92lqciy8W9vTIETlJui7OvHny/9XVRINBnMJC0c+1tcntKiUAdt8+VGOj9Arn5aFcF7u8HK2xUcKGKyqygMqNRAR42LasGEH0XZomJ/5QSEwZhiHawmRS9IC2LcA0475OpUQ3lkyS/sAHUD096F48jb55M24wSPrSS9GOHEF/+OHset7461+xPvYx7DPOwLz+erlfgYCEMJumaOo2b0br7hYQ6vNJTqDropqaZE0cDEr8TWcn/v5+7H37MJqaZL1ZUpI17+j19TiWJeHIFRUSzbJ6NfaZZ6I/+ijGwYOY6TTGkiUsLStj9NRTiY2MEHroIdThw6SB0QkTGF27ltCJJ6J95zv4fvQj9CNHZM1pmlJhOHmyrFcPHybwiU8IIE6nCU2bRixz/A4PE7z4YvQXXoBEAtXZiXXccfL6eyAl26ji9Ujj9TwTCMiXnJwcWTlPmCCXCQZxPIDnTJ0qXzZiMZy8PLREAmfy5KxDGNvGWLNGJAXz5oFpotfVkX/gAJx7LtquXWgtLQK0vR5obccOcWJPnIi+cycqlcrGytDRIfpC15UvbXv3ymvp6WmJx0X6AJLb97WvCfhtb8etriZ9/vmSFSkfOqSuugpj/ny5vbIycS+bJo5tU7V+PcHNm2XVm0qhb90q7OPUqeTk5JCTk8PEiRNxHIeRkRH6+/vp7Ozk4MGD+P1+CgsLKSwsJD8//yXbi2g0yqRJk/7Oh9obm5tuuomf/exndHR0MGfOHG644QaOO+64V/3bZ555hpNOOukVP9+3bx8zvYzH8Xl3zTgAHJ9/idF1ncHBQfbs2UN+fj7HHHMMpmminn1W3LeGIc7bTLPBW5jMSlAphauUrLQyK9mj56iaq1cb13VpamqiKRhk9u9+R34wiF1cPFaddcst4Loc2bmTqqeeQtu0CXfZMgnIPXQI4xe/kJqw2lqpNmtoQP/2t+WkXl4uXa3t7ej//d+ybg2HJXC6o0N0ac89hzthAs5JJ9Gsacx/6inYt08A1dKlpEtKSCUSmO3tlJSWwuLF0qDQ1CQAqqMDamokTPeBB2SlGY2Kg/Skk4Qd2rAB/7ZtlOfmwhlnSI5fpsPW7xeXbEUF2oYN0gGr63IiLinBXrkSp6QEzTBwpkxBWRYcOiTdspqG3tODM2mSrFVbWgQkLViA2dEhdWCxGMrnw5k+nVhLC3l9fQI8LUs0f1OmiFt1ZEQAi8fUqb4+6aStr88CPGfyZFR/vzyfDz+MfeaZwoTNmiVAVtfR+vuxCwowhocl827SJNFUxuMSy9PUJNq2SZNkDQ5YrktqyhSC+/aJfjCdlrV8JCIsa3FxVmNn3nMPaniY1JVXYpomxv3344RCaIkE5q9/TfiLX8S55hrM/n70rVtJFRfjHx7G/dWv2DEwgFZRwcKyMsKpFFokgt7cjPHEE1jHH4+yLGE7BwflNW5tJbR3L1oyCdOnox06hLZjB05ZGaqrS1btjz+OO3266OYA67TT0J9+Gv3FF+UxB4PipDUMKCwkfcUV+L73PWHYNQ37mGOwvQYd+/TTSW/YgPmHP4jxJCdHMvoygMdrBtEOHBCmsKAAKzcXPSOJsG20Q4fQvdpDNxTC9ti+zP9n8i3RNFnRl5eP/b64WI4L79ggGn1Jy4dbXCxu5Ncanw/r3HNf8WM7laJ882b5YjJxogDTPXvQN27Eeln9o6Zp5OXlkZeXx6RJk7Asi6GhIfr7+2lubmZ0dJRIJMLw8HD2n6N7yt/q3H333Vx55ZXcdNNNrF69mt/85jecddZZ7N27l+qMEeZV5sCBA+RmKieBkgxYf4vzRvNbx+ftn3EAOD7vmHmrHwKu65JMJjl06BCzZs1i4sSJYih55BH0q6+W1ROg/fWvWL/+Na63/nmz46xejb51K0ampcC2xQTR0ICbTks3bW4uzimnyPpr9265f3PniqmktRVn82aaWlvpmj6dFatWkdfaKuYNvx/nzDMhU0XnGWLMlhYBKd4HrpufL3EsmpYFjG5+vrBaHvMHCADp7RWmJiMYLy8XpmXlSmk1WbmSkY0bGTzmGIoGBiAQIPnkk0Qfegg1YwahZBLy8kTn+NRTuIWFuCtXioHinHOkxSOVkkgav18ATl6exLp4wvuclha0devEpGGaKF2XWJU9e8SwUF//Eq2V1t6OfVQgt9bQIOAwYyIxTYmcOXxYAp3z86XhwjRxJk6UiJJUSjIJ9+0jPDqKXV2N7vXM4vejOjrQW1tR3d1SGWbb6GvWoDU3yyq2rU3y/ywLbd8+9E2bRJvmhVID8rz6fOIMjUSwPvc5zB07BHB7IBRNwzrlFNRJJ6F973vZY0b19ZHyuoqdiROF8dR1AdGAvWSJuNpPPlkAfl8f+gsvSOVaaytuRYWwd4Dau1eq72IxtEOHcGbMwMjLw3Bdgvv3szIcZsDvx9fTw2BREWnTJDxxIjktLVhDQ3DWWfgbGoRxy80VcN7YiJ2fT/qzn8W8+WY5/goK5BhPJFCWhR0KoT/3HM7ChbglJVITd+CAAJ5AAO3FF9GOP16CnMvLBdBrmrDE/f3CqF54ISSTaJ2dojXMyUElk5h/+hP2McfgVlWhb96MduiQyAx8PrQjRzDz84l5DJhWXy8recfJNohonpscwDrjDIz770ffuFFCx8vKSH/4w9n3dPr88zHuu0/YdF3Hqakh9bnPjb3ph4YEnO7eLY/zE5+QdfLfGduypGVG11/SHaxeKz7qqDEMg6KiIoq8PMJUKkV/fz/33nsvv/zlL+np6eHQoUMkk0lOPfVUlixZ8pYcxr/4xS/49Kc/zaWXXgrADTfcwOOPP87NN9/Mdddd95qXKy0tfWObldeZTNoDjH3ux2IxbNvG7/e/ul57fN72GQeA4/OunkQiwc6dO0mlUtTU1Lzkm6v2m98II+H9TB05gn777aIxewvjfPzjwhz9+c+i8fnwh8VActNNaM89h5Obi/3Zz+LW1GBccQVqzx4A3DlzsD/8YfjRj3CPHGGyrjNjyRKceBzju98VZhFwb72V9B/+AJ5DUdM0UkVFwl6lUgKUhoakOaO1VUwMPp+sCqdPl5Nha6vo+7q6pLvXiyNx8/JEpF5cjPOJT4gIvqVFQoLLy3HmzqXnwQcx1qzBX1tLZOZMWV9u24Z66CE5wU6fLmAgFpPYlaEhKbpXSurYOjuhv1/y3vLycDs7seNxjHBYHkNNjawJYzFhu5LJsZ5UyIID1dWFVlQkQcilpbgTJqBt3YrW1SVRIqWlWCtWoHp7JTw4nZa1YyRC+otfxLz9dskOdBzMWAwVCJC86ip8v/89qq1Nbs9x0OrrcZYuRbW0oO/di+vzSf5gZ6ewpIWFmGvXjlXBaZq4a1esEGBq26iREey5czGef57URRfh+/3vBdQODeEWFKBv2YJ1zjlYZ5+NsWaNvG5ePmPw2WdFKqDr4uz2TARaY6PcXgZojIygr1uHvnlzdi3sehpVNTSE73//F373OwmmrqkRds1jobVAgIKJEwnk5hLQdazCQtKGQTKRYPexxzIwcSLHaBr+3l5UOIweCmHl5TF0zjkUrFolGrqNG2X9G40KSJo6FeeYY9D27UPbuhX7jDMwXnhBQrgnTRKzze7daC++KC7pLVtEP7d0qazoW1ow1q7F+uhH0Q4fRjU2iq4uFMJ1HLTGRmlcqaoS4BUIQEGBrMoDAakI9L4oaS0twkAHAnIc2PZY9iLIcRAOy9/Ythz/GYbPdTEefliMHKWlsio+6rnFcfD95CcYTz+NGwqhdu1CP3iQxA03vG6DD4CjaVIFt2OHsLuJBG5REfaiRW/6c8fn81FeXs4XvvAFPv/5z3PssceybNky6urquP7665kzZw7PPffcm7rOVCrF1q1b+cY3vvGSn59++uk8//zzr3vZRYsWkUgkmD17Ntdcc82rroVfb1zXzYK/jRs3snPnThoaGhgcHEQpRVFREcuWLWP58uWUlZW9bfE54/PKGX9mx+ddO729vezcuZOioiJKSkowX1bhpkZGcH2+sXWPrkvu3Fsdnw/7q1/l8NlnE4vFmOetwOxrruFo/7H+4x+jtm/PiuLV9u24GzdiRaMwaRJ+00R5tWLK63zFtlGNjei33or97W8DAgAHTz6Z8p4eYRNdF3fKFOwrr0S/4w5Zqdo27uzZAk6vv170T52dOLNm4Xz2s6jbbxfGrb0dt7IS++tfl5aQXbtA05g6eTLONdfQ8x//Qf5DDxEeHITmZmkdMU3pNE4kRGvY3o5zxhmQTIpo3jDk+YxEJIMwEBCw5q2inQkTSA8MYB5/vNSItbdLSHQms7CsTEwY0ahcVzSKq+vYM2fK35WUSOxIKoVSSoT+ug5dXajRUXHrFheLwSMTKA3CQhUUQCBArKxM2ATTzMa7kJMjrOnwsDyu2lrcgwflPgC4LnpDA6kPfUiOn4z7U9ezTSrWBReg338/mmkKMLzvPuzFi0ledx3mrbei19XhVlaib9+Odvgwyauuwpk/H9+NN0potVL4Dh8Wc8txx0EqJVl41dUCCFta4JlncKZOxXjySUgmZQ07Oirg0zCEofQYVHfCBGnh8Nb0uC5OZaVEokyYgPXe92L+6U+YR47gSyRwJk1i7kknMVhTw8DFF1N0442Y27bhptNYpaUMFRQQsSzU5z+PvmsX2osvSgyPaeKUl2dZW5VOoz/1lPQvx2K4zc3YK1ZIv7FlwcAAxj33oO/ejdbQIFV3kYhoN0HAl2GMhZan0/J+9RigjGPaLS7GrahAdXZi6zpOhun23LpuUZG8Pu3twmZ6Lnnj4YflfXv66VkTkr5+Pdbkyajuboz16wW4FhVln09tyxZZ9be3o2/ZIsddfr6A04YG6Tj+OwDQtm3aTz+dafPmoW/ZghsOk37ve0XH+A9MJoT+3HPP5X3vex+2bdPV1fWmr6e3txfbtikrK3vJz8vKyuj0MhZfPhUVFfz2t79lyZIlJJNJbr/9dk455RSeeeYZjj/++Dd820op7rvvPu6//346Oztpb28nGAxmndAbNmzgxhtvJBAI8KEPfYirr76aiUfF9ozP2zfjAHB83nXjOA4NDQ0cPnyYWbNmUVVVxd69e18RA+OcdBL6Lbfg9vUJCFJKVn6vNh5rwdCQMGfl5TAwgNqyRU5AK1YI0EFYFSuReM37pw4dklVsIIDrOMQcB19PD77qavSj8ruyrtVM5IuXo5cZTdNI5+Vh//CHqJ07BezNmgXFxdg/+AHOwYPiviwuRr/uOgmTPvVU0ehVVaHuugutowPn2GOhtxfl88k6dtOmLOgs2riR3muuoXDrVvwFBQKkWlrQH35YHLipFO6ECSjPaautWYO7apX8bM8eVF2d6Nry8nAXLhRgl0xKOHRODrHSUkI9PbL+jcehuVky9srKUPX10hE7OiraQr8fNxTCXLtWtHqTJ0tsTCyW7cZFKQFgHtOkP/+8XN51RXt27rkCAAwDt6qKWEcH+cPD0hc8ZYqwPJMny/EwOIhbWIidn4++YYNcRzgsLRGFhbKuy8mBgQF5nZJJASxDQ1IVZ5oCdgIByYjbvRv7tNNQsRjO1KkSGuy6aLt2oXtxNiiFM2sWyZ4e0pEI/sFBORaGhgSITJ0qj3F0VDqMfT5h3SZPhtxcnEhEAqZjMfnSYNvZdhS3pkbaO1IpYWFDIcw77yQdCklFXGcn+qOPSlyMYeD/1a/I/8Y3cC+5BN/hw+j334/l82G5LiW//z3bLAt99mymLl1K2YED6D4fJBLCusbj8gXHcfB/73sC3NJptIYGVG8v9sqV2AsW4P/xj0UioevSFVxXh1tWRvKDH5THOWkS9vHHY9x7L+rAAamCW7pU2EKQCrl770Xbvl1Y6ECAgU99KitrSH/84xgPPCAZkogcIvW1r429GaNRaZRpbJT/9/ul3QWy2sBMhmNGy6synyNeb/UrYmDewDiOgwoGsS66COuii97w5f7eZBzEEe+zSNd1Kr1191uZl8tuXk+PN2PGDGYctf5etWoVLS0t/PznP39TABDg4YcfJhgMcumll3LCCSe8wtWcTqd59tlnueWWW1iwYAE33ngjH/3oR9/UbYzP359xADg+75h5IxrAeDzOjh07sCyLVatWZfOwXi0H0P7KV2Rd+dhjIj7/1KdwPvnJV16pZaFfey3aQw8JE1FSgvWFL2DcfLMYH5TCmTkT63//Fyor0XX9tavgQFpAtm3DGh1lcGiInGQSo6ZGgEoikY33cCdPFresp4tD06Qs3rKgqwtjdJS0x1q5y5dDS8vYesswZP166BCqrg7V0iLA1ecTMX9dHZoHCohERN914IBExOTmQiRCMpnEAnJbWggahmQHuq6wM0ND4uwsLpZ1rt8vDNuECTjTp6N27sSdPl2AaySCs2gRWl2dgKF586C3F+vYY0m+8ILUbBUXQ22tBCkfdxzGrbfKCtjLTXNranCnTUNbs0bAhKahb9mCresYu3dLfInHCmnNzWg7d6I6O6X1xDRlXT04iPnnP2MvXoze3Y1qaCC3rw+3qAitrg6nokKq0RoasjEh2o4dONXVONXVEqjssZ1YFvrzz2MddxzGww8LW+g5ivWtW6XVxQN0qqsLfd06iajp6RHjQTgsjNPOnehbtqDt348zaRJuOp3NdFS2jVtZSerrXxf9YaZRJNMMc+qppD/6UYxt26SvFuTYMQwoKsJauRLtllvkeRwZGWPNSkuF8QLRMK5fL3FFnZ24M2fiVFWNmRK2bsWqqJCsxmnT0MrKSPX1kXvkCMtsm/bycvwbNxL1+UhUVBAeHCTY2Yk7Okr6E59A99pOnFmzRKPZ05MNwnYWLkT//Ofl+PP5pAYxnRaw39mZXf/bK1agr1kjgMxbtavOTtFSGgZOcTFaOCyPPxBA6+sjY7tShw9LPFJ+vlS55eSI4zzzXjRNcWBngJxXMQjglpdjL1yIvm4d7uiobAwqKrDnz5ffV1TgzJ4tLmTDECA+fbqA/sztNzeLBtPri3a8y9q2/U+pgQPRyv2jOYDFxcXouv4Ktq+7u/sVrODrzcqVK/njH//4pm//q1/96kucw44XwO96INs0TU455RROOeUUGhsbqa+vf9O3MT5/f8YB4Pi8o0Yplf0QePl0d3eza9cuysrKmDVr1ks+YHVdJ/FyVi4cxr7uOuxrr5UT68tWxJnRHnsM7W9/kxNVcTG0tmJ+7WvCDnitBtqePeg33ID905+iadrrNoHYn/oU8Z07sXfuJNfvx1yxAuvzn8f4yU8k9kTXcc44A/vDH8a8+GI58WsazurVOMcfj/GZz6AaG6mxbbrPPBPy8jC+/nWpltN1nPPOw/7SlzCuugpt3TphfFxXgF1Vlaxlg0F5zF4LB7GYALuSEtThw4zm5BAdGSHiONiZDLaREWG8bBuqquTEu3WrgBYQo8eKFRLgPHGiGAOqq1H790vPr6cFRClhZPr7Cfb14SxbhgqFpEKruVlcp8GgsIj9/XLSD4dJdnaSys0FTcNn2/iTSejqElAVCMhjMgzcvj60lhZpM/EMMm46LWC/pQWnpgZn6lTs6dOJPfwwwUAAzVsbO/PmYc+ahfHYY6jhYdTQEMaGDTiTJ+NMnCg6u9FRCbROp9F6ekifcw7G9u3yuJVCAcaTT+JMnSrsXl1dVp+W0Vs6VVXojY1oe/bI62BZYpLIzUXt309kYADDtnFXrEDfvZv0RRfhu/56tH37stelRkZQlkX64x/H/O1vUfX1soIOh8UUEQxiH3cc+lNPyWMZHZU1t+PIa6jrYiI5eBD/ZZehr18vOrTMKh1Q7e0EvvAF9Oefl3zADEOtFKZpUlVVRaCkBK2vD39REcmcHBKJBO2TJ9PsOEzr62OCbcvtlZZm3dz2McfI487Jgb4+iZ/JyRF2tKZGKvb27cNZtAjjySelZ/iYY7JrWuPZZ0lPmyYr9KYmLC/TUg0MEK6rI3DmmTBnDsaTT6JiMXEke93Hxv33Y33gA/LeHhgQQO4BSxxH8hYBNI3UFVdgFhRIreCcOVgf/ajUKCLgUg0PC0sdjeLm5ZH+2MeyIdOqvh7/tdeK5EEpjPvuI/W1r2GvXv0Sk8PbPW9HELTP52PJkiU88cQTvO+o2r4nnniC845qLPp7U1dXR8VR7SlvdGbOnJn9Ep0pAHh5EUA8HicejzNlyhSmHNV9Pj5v34wDwPF5x4/jOBw4cIDW1lbmzJnzqiuP161n+3uOspYWOWlmnG3FxbB7t+jcPNDoGoas1/7Obdm2zd7eXvo+/nEWGwahvDzsefMk4Pi221D19eK0nDYN/ZproKBAhPPJJGp0FOMrX0G1tUlESl8fJffcg7Fpk1yupERMHXfeidq3T4wKnnNTtbejbdworKCm4Zx6KpSVof/hD7B/P66m4S5bhu3z4W7bhr+tjVB+PoOTJuHMmkVk924BmH4/blUV9rnnSmxHMimPOzdXsu4GB9E8XZV7zDG4s2dDb6+wZ4ODuDt24JxwgjBohw5RePAgRlOTnOAXLZITcU6OPN9e9h2NjQxGIsSiUUpNE7u2FmtwEKevj55gkEgoRDAWE8bOMFCaJo5fnw+9r0/YGcuSFX9ZmdR07d+PW1YmYGTWLFROjvTzHj4Mq1dL7d3s2fJ4vZ+nP/AB9O3bcQoLoahINGeHDuG85z24DQ0Sfl1VhVNWhuaZSZzqavQNGwSghkIiJRgYwP7AB9Duv18Y1VBIHq8HzKwTTsB56CGcSAQ9FsP83e9If+ITJK+9Ft8vfynBxuXlwiz19ZH81rckWPuGG8QEU1iI1tKC8cAD2Mcei5o+XdasgYA4ZZua4MkncWbMQPX1YWzZIuvsjGZweFhMQT4f5m23ibEJ0Lq60B5/nNxIRMwSXlyJdf75+H7+c3y7d+P3oloqzjsPc9o0hoGhBx8kvGePAFpdJ3nOOdgFBWhA6nOfw3/NNeLUBckAnD1bbjOVApBGmYYG6O7GqakZ0wSCHO89PcLa+XwS+WPb6JkvibY9tqoFAXlHxzDpusTqZIxgLS0vfcPm50vryKuM8cQTojk89VRx5R84gL51K7YX+2I8+qg063hGKNXQgHHPPdirV//TGEDbtonFYm9LFdxXvvIVPv7xj7N06VJWrVrFb3/7W44cOcJll10GwL//+7/T1tbGbbfdBohLuLa2ljlz5pBKpfjjH//Ivffey7333vumbzuzan75ynlkZISBgQHq6ur429/+xkMPPURvb+8//FjH59VnHACOzzt6YrEY27dvB+CYY455zQ8+wzBev5/39SaTCzY6Kifx/n7IyUGl09mVnbKsrHtQ1zRxRHorQABsm+jgINv370fXdVaecgoBn08cpBnmMRwWnZw8MFQGpGRytHbtktVXdTXk5mIZBnpDgwCzgoKsgUEND4MXo5LRJbqe6cH55CclfPfYY2W9OnWqVNzl5ZHcvZv4/fejZs+mIB5H+f1Ep0+neO1a3GnTREg/MoJz9tloGzaI43TRIlRLi4ClyZPRHn1UcgYHBlCPP45z+LAEHnsuZdXaiv63v+HMnIm+ezdOOi3g7PBhtMFB3DPOEH1bKoXauhUnGGTUsogXFFCal4fR3Ize1ITfslDBICVKYQcCAqT6+8Vso+tYzc2Ymibr36GhbMAxo6MY99wjwNh1cZVCO3wYo6FBVo45OfKaeB3F+u7dAi50HT7wATFTmGY2H04pJavA+fNR0aisT0Hq6goKsI8/HvOPfxSzQigkbtl4XLIA8/LktQ+F5DgZGMD19HypwkJYsoRgKCRB0U8/TfqSS2T1u3y5rN3TabSDB9H37BEg4/PhrlolAD8UkugfyxKndF+fZBOC9Bb39YkRR9cx6uvH3LkHDqB1dWF7DLHW2io5dYEAtLbKcxkO4wYCGPfdR3ryZKyzz0bbsgXznnvkuQkG8T/xBCUrVlC8ahXGV76C+e1v4w4PY5smsT17qP+f/0GtWkXx/PnU1tZiDg7K8w7oL7yAfeKJuLW16E8+Kd3EfX1y/NTXy5raM0vomzej2tvFUAJojY2kTjgha8Kwjz0W4/HHJcRa03B9PqyjZB7W2Wfj37hRHPmaJpE955wz9t53XfQNG2QFHolgnXlmNnIpu1bPGFZCITHCeKNiMVQmjBzG6gURoPbPYACjXlRQRgP4j8yHP/xh+vr6+P73v09HRwdz587lkUceoaamBoCOjg6OHDmS/ftUKsXXvvY12traCAaDzJkzh4cffpizzz77Td92BvQppUgmk+zevZsDBw6wfv167r//fkZGRjj55JO5/vrr/+HHOT6vPeMAcHzeUXP0Crijo4M9e/ZQWVnJzJkzX/cD9XUZwL8zzjnnoJ57TnLtvI7c9L//O8att8rKFukUtb/8ZdQLL1D84x+T09aGMXs29je/KUDmxhsxhoZYsHgxoeuvx/z1r9FuvRXSaZzTT8f+/vezYA2QNoFMiX0mjNYLH1YjIxLlkkrhOo5cLhqFwkI54bsuFBXJSd5jQFQyiTNvHs4HP/iSx+YuXYq7dCkdhw+jfvUrIpWV5GZaEXbvJmf/fhzDENBZXS1ByHv2iObOC9R1IxG0wUHYsEGAZnGxVL4dOpTtK3anT5e15MCAgIihIUilSIdC+F1XwEcqhTsyggqFYOpU0r29tFVUkDs4SLlto/x+ieHwOoP1J59Eb29H954rZ9o00pEI5saNaJ2dWLaNretEV64kODBAYO9etN7e7HPpPPMMRiKB/+mnpR3EcWS1eccdOEVFGI8/jorFss+V74c/xDrpJPT9+wXgDg5CKIS2fTvOtGlou3fL+jCVEkZtdFQ0nOXlAsaiUXmMPp/Eo1RWojU2Cmjw4kmc/HxpHJGDXY75nh4xTwwMyPOeYaKVQvX0YN50kzBi3skfECDr95P62tfw3X772FpTKQGeubmkvvtdfP/1X/Dss/I7z7nrhkJYH/6wOFoPHJD1pheNg8/H0OLFGNXV5DU1iSP21FPRWlqw58yR9ahto+3fLxrJ978fbeNGVFER7sqV6EDhwYPMa27m8Omnk3zkERJtbYzMmEFoeBjT09pZZ52FW1aG+a1viaxh4kRZY0ejOKEQ9urVYFkYf/2rrGBdV55D28bs78+usJ2JE8XR3dkpx2F1NfbRYe+m+RLg5paXY51wQvbXxh134PvNb0RH6boYa9aQ+MUvhPGePRuee05W/4aBGh3F8jR+mc8E96mn5PeeQ9zxwKXjOBiuKw0qQ0MSvD5nztgXxrc4Me94fbu6gC+//HIuv/zyV/3drbfe+pL/v/rqq7n66qvfltt1XZedO3eyfv16duzYQVNTE52dndTU1DA6OkpDQwOlmUzU8fmnzTgAHJ933Ni2zf79++no6GDevHlvSJT8jwBAfD7sn/4UZ/Nm1NCQrHRqa0mfey5q61ZhDpYtg74+jO98R072hiG5YJ/9LOmuLizbJhCJENm0Cfeii6QyTddB19E95sT+6U+PvsPYF1+MccMN4n7EO6GsXo3+P/+DamjAtCwGp0/Hd/rpGD/5CWzZIjEcCxZgX3IJ5te+JpfVdYl4+fSn0b/5TdTevbKqvPxy7GnT6L3uOoJr1lDY3Y1WXS1NBz09qLo6IrGYgNEpU4TBSKUEaEI27DjrfsWL1snEbvT1wezZskJPJrPGB9eypLdV1wVc+v3ZMG63pARqaxkqLCTW30+4spKCWEy6i3VdwEtvr7CdBQU4+fniHs7Nxa2qwggEUJWVGIEALuAOD5MqLiaRSJDv6QTNZBI9kUDfswefd8J0vWBqbBt9xw4JW7YsAQeWJdErPT1oLS1Yp5+O1tEhHbB5eei7d4NhYL3vfRIi/fTT4u7t6EA7fBh7xgy0ggLRgvX3QzCIsWEDbjiMtXAhWlcXemOjAJnhYfR16wgYBkZjowDcffskcqe9XdjmWAynrAx9zx5xsB4+LC7adBobUD4fDA7iLF6Misexjj8e/dFHBUQmEpBMYs2ZA7EY1imnYNx7r6yF02nU8LCsUQGnpkYCw4eGBLx6Idap3FzMTMyLZaFt2iTOY13H9tzFKCXHRzQq1Wk9PbJmr6gA0yRg29TW1mJMnIgZCpEsLiaRn090aAhjeJiDIyMEDh1i6sgImmlKuHVFhcgfioqyukkVj4tZJhIRkDU8jNnbS7C1FaZNw3j0UXAcrPPOy65pjYcfJrVoEaRSGHfeKcajRYvEpdzYiPHMM6IRHBrCvP12Oe6mTJF1886dGE8+iXXBBdinnUZ6YABj7VpZ3Z99NtZRX7CsM8+EwUGMhx6S37/3vaQ9x6+dSFD1pz/h27dPzEOhENYnP4n1nve8tc8ob6LRKD6f710flNze3s4HP/hBJk+ezLJly/jQhz7EqaeeysDAAFVVVePNIP8/zTgAHJ931IyOjrJt2zZ0XeeYY455w5VH/xAABDEXrFr1ktR+8vJwTz45+7/ac8+JTqm2ltTQEHY4jFNXh1IK/6xZ6JqGOzAgcTK6nm31cB0Hbe1aXn7v3NNPxyotRe3dK9qoE06AwkLcOXNQu3czbNs05+RQ/OijODU1Ek8Ri+FOmIB+zz2yPi4slHaPOXPQ774bVVcnjN2hQ9DURNukSZQ/8gi+QEBaHHbswBkdHQMEno5O3X+/MB7FxTgzZkhuW0ZjmJ8vRo4jR8Tw0dUl4bqVlaJjMwzUwYMS5OvzibvZyybzj4wI8PJWqdoLLxDbvp2higpK8/PxFxRIe0dLC4TDso70KtZUX58wN34/Tig0BjyCQTlhA/rBgxSWlKAA1dFBKi8Pq60NW9OIOg5WJIKjFITDaBkdns8nK9tMm0oyKeDMtlEgMTVz56La23G8TlytsRHV04OzciX61q3yJUHTUN3dqGSS9Hvfi+93v5NMwalTBdDV1+POnYtrGLgdHTgzZgjg6uqS+rhwGK25WRyq4bCwqem06E37+7PavIzT2h0aEoDnrbLV8DC+X/6S1Fe/Surb38Z37bUSYZObi1Zfj+/660l94xskfvITAl/9qoCrUAg1MIDx0EPYCxZgrV4tQLOtTdbVqRSFGzfKOrmoCNXRQeD73xfHdTwutXYVFbj5+TgVFQQuuUTWr/E4tLVJFV5BQTbw2J4/H7O0lEBTEwGlULEYqcWLyV+4kL5olMbaWqZs24a+fz8aoAwD+8QT5XEHAtiLF4vWzuv5xTSxIhH0jH7Qy3JUzc3C9nkgGxAjTyIx1oRjmgJqPSZVeYytk/m91/Gb+bKCYWBdeCHWBRcI+5g5/jKj61gf+5iAQtcd6wgGAjt3krd1q8T3RCKo1laMu+/GWrUKvIaPtzKjo6OEQqF3PUBKJBKMjo5SW1vLe97znqzJo6OjA7/fj/+o53J8/nkzDgDH5x01Bw4coKSkhGnTpr0pDY2u61iv0sGrDh5E/8UvUM3NOLNnY191FbwF1xpIUwW6LpEcrstwVxc5hoGp62MZYV60CbY9phFMp4XRerXrXLhwTBeY+Zm3tk10d+O7+24Jt12yRLRGo6MCwuJx3DlzBGh6NWAkEpLvFw6TSiaxDhyg9MgR/KHQ2GOur8/moLnV1aRdF3dkBDOREABaUIC2eTPOggVoTU24qZTUv3V2guPgzJwpOsWFC3EjEXGWTpwoa9fcXJwTTkBt2yZGA58Px7LQCgpEi9jUhNPRgd91qW5uxl26FPXYY6Jx9CI6jD17sI49FmPNGnlM3nOo+XykS0tRHpuoDh6U31mW6MdsG81xCHR3y1rXMFB+P8OJBLamSeC0x0zaeXmojg6c/Hy0/n4BEMmkOGj7+9GamnCmTxeA6LoC/hob0WKxLCBEKTHItLTIZSsqcKuqxKEbDI7F+ixeLMC3oUFYLBBgEQwKWMzLk3q8cFhWvK4rbGdJCW5Li4A9TZPcP68ez16wQNzWjoO+Zw/65s3SKFJQIPmIeXmSnbh1q7iQDQNCIQmcDgRkzd/ZibNwIfYpp6A3NUl8SU4OqrkZX2cnSdMkdfHF+K+9FhIJnBkzpK1kYEC+BJWVYf7xj+ibN+OUlgpgHRpC9fXhFBZKfFIshltTQ/pDH8L/4x9nNbaaz0el30/FpEm43/wm2rZtGDt34rouibw8Grq6SB84QGFhIcWf/CSRtWvl8SuF6/cTr6rCzmgxDUMigTwphBsOk8xo0nJzsadNEwavt1eYuHBYXluEjXaqqyXsORIRkBkMShB5ZtJpuf5MtuOECa98E78KG6eGh9Fs+yUaXdXbK67ifwAARqPRt8UA8n891dXV3H777dx5553827/9G1OnTuXcc88lGo0SDAb/JR7ju2HGAeD4vKNm8eLFrxkD83rzqgxgdzfGZZeJCSIQQDt4EHX4MNYdd2Trx97MuCtW4Kxahf3UU4TTaXzBIPoFF8DOnVKrBrh+P9Yll2DcdZe4Zx0H/H6sj39c6rHuvBMGB3GXLsW56CKJRbnzTgFMS5bgfOQjMDiIfuut5B85gjU4KKxkOi0MQyYHLuN21PWxf+s62DbxWIzo0BD5pokZCo21n3gMiltRke3VVakUjid0d88/H+3ee4Udq6mRvL89ewSYDA5Kp7FSuG1tqFRK9G+1tcJO1dbCwYPCugwNSW5hXx+JhgYCVVW4lkXC54PJkwk7jgRUd3fL2jQcFo2XaQq46+wUt6phCDNrGBIi3NCAPW+emFzy80Vr194utXK2LWaIwkKJS+ntxezsJCcWQ1VWigZrzx45AXd24nZ1kSwrg8WLCR44gDYyAqkU+sGDaO3tWF4Pr/Hgg9LKYVnQ1CS6y4oKtJ070Q4cEIZS0wh85SvYS5ZI1p73GPCyE51p03Dz8iT+RtdRvb1YEybg9ww/avduMRx4/cGux0o6XgyK67oo7/V3fL6xxhJNw1UK1diI0doqICejm/L7BRS3t4uDfGgIamrkMjU1OIZB+hOfkC8q6bSwW4aBO3ky6Xic0fe9j5ylS2U9HAwKONJ1MRrNnImzahVGJrvPy7F0w2GU40j+386dODt3Yq9cib5jh9THTZkigHr/fownniD9yU9ivPACRiol/dnBIL62NqatX8+B00+ncWAA9dvfYkYiaPn56LaNlkhgBwISdO046M88g/L5hEV1HGG1Mw5iEAbuscfE/a3rWGeeKSYbkC7v0lKRCwwM4Pp8pC+9FCfz+2QS349+hLF+vTCzJSUkv/51nKNyAF9r4qWlOOGw5HN68gCntlZY+39gMhEw73YG8OicvwMHDvDb3/6WH//4x/T29hIMBtm8eTMLFiwgEAi86x/rO3nGAeD4vKPm72Xsvda8GgDUNm6UoNgJE+QkFY+LwWHPHlyvxu3NTFIpdn/oQ0QKCtB6eph6yinY55+P3d6O/te/SpXZ0qU4ixbhbNqEFo9LRInPh9qwAf2uu4SJMk1Yvx61f79UrbW3y4fcQw9hHzokbR179xJyHKpsGzVpEhw4kD3xO2edhdvcLMHLhiEnsuOOg127YMsWTKUoikRQS5bglJSIBrGvT0KaCwtxTj9d8uaamqQ+T9NwVq1C7diB2rQJlUhI3ZfPByMjqI4OWfuWlEB5ubAt0agEQ4+OilnE04xlxzShooJkX5+ETnd1EfL78Wcqnfr65G90XVaymctHo6LXywChTH5jLCbrxSlTcPx+AamAa1lykge0PXuwjz8eTddFN5efz3A0SoFlCbgNhYTNKS7GCgbRurronDoVJz+f6nXrhE0yTTTHwXj+edJnnIHe0yMA3FvR6vv2kZ48GeWZAjCMbJuJXldH6rOfFcYpncYpKcF44gmcQ4dIf/GLGHffLU0YhoExOop/507c0lKcWbPQ9u4V13l+vgBF18WZMQNn8mQBw7YtgLe3F7Vxo6you7okhHrbNgGW0ShadzdOZgVvGPi//nVhjaNRVG8vTm2tgFgvzoZAQL4QtLTI9ff34/j9wiQahqxg167FzYRNKyXRPT6frLN1Xdi/ZFLuY34+bnGxAMdEQsw/3d0CoGMxYcJ1Xa4LYcqUZYnZyXEgNxff6CjTysqYWlWFD2HPogUFWIkEgb4+rESCwcFB8k2TUKYbORIRcNnWlg2CVkeOYGzahL16tUgZRkfRhoakA3rmTPQNG9D37ME66aRsjZzW2JjNWDSeeAJ93Tp5L4TDaE1N+P77v0ksXvyamaKZiU2axMAHP0ho7VrpaJ40ifTllwvQ/gcmGo2+YVnMu2VmzJjB9ddfj23b/OEPf+D3v/89Z5xxBkuXLuWKK67gvPPOe92GkvF56zMOAMfnX2IMw8imyWc/KDKg4qgqJ/fozLA3MQMDA2zfvp2CggKqr7mGZ555hppTThEAVVsrrSPeaI8+ihocxDn+eDnZDQ+jbdwoJ0hPO0ZPD9rf/iYnv4kTBQD19qL9/vdS61VYiKtpWP39mF1dWF/+slxXdTXOmWfCyAjuvffKOtbTJMY3bMBfVkYomUTl5WEvXIj27LNygvdCk+33vAftmWeErUkkUOk0o7NnE66tRf/pT2V9OjyM1t6OO2MGaudOYZ/icfTWVnEyeiwO8bisT3ftEv3ghAmyAh8aQm3eDMXFGPE4fZpGWX4+gfr6LLvr+v3iaPb55ITt8wmLZBgCJkIh0bPperY5BctC271bfhaJCKiwLFkVO478neOgNE3YwMxaNcNyGYasaidMQAfMkRGqioqwKypQ27ZhAwnTRI/H0WybRF8fuaYphpYM4EwmUQMDwuR4sSIohYvEglgnnihsU00NbmVl1jHrnnIK1nnnSbTOzJmM9PQQGB5Gtyysc86RmBQQ7Z1lSaC0aWKtWoUxMiJ61PJyGBqS1pCDByXUuK9PTAze49U6O8UYFA6jWlslvqiiQtjI3l60gwcFDAG+W24h9eUvk7z2WgmDbmqS6woGyXnoIVi4kNS3v43W3Iy+ebMEjhuGgCTDEA3hMcfg/8//lNcdcJH2Ebe8HGfSJPSnn0Z/8UVUXx96XR1OcTEUFWUzBrV9+9AOHhSTiWniFBXhrFolXzYA5s3DrK8nb2QE13FwlaKtpobh4WE2dXayKieHvEOHcFMpyQbUNIm8QTR+eO8lFYvJF4ru7iwjrgYH5bjJrGlLSoSBHhnBDQal/tBrFwFwiorkMsPDf1fHZ9s20ZNOIvHe98r1FRf/w+APRAP4djmA/y+nsbGRpqYmTjvttOzPdF3nkksu4ZJLLmHbtm1cddVVPPLII5x33nk4jvNPa1b5f3nGAeD4vKPmrX7Ly3w42LaNkWHKjjkGZ8oUWYGZJiqdxlm5UlaZLx/XRXvoIVnHRSLY73ufiODvu4+B/fs54vMx+aMfpbq2NnsR27YFAL7yQWSv8yX/fnlgreO8JA4kw+Zl/9t1hUF0XdyTTsI9KoKCoiKcz34WgJ6ODtzPfIZwaSmB44+X69y1C+3ZZwWkHHusAJS9eyUjrq0Nd9EiXKVI1NejUim09euFYZs0SU58HR1yorRt3MmTRe925IiwPcPDArZycoTliccFaPh8wh7OnInW0MCwZTFSUUFpLIYvL0+Ah+f4ZXhYGMRkMhuQ7NbU4A4NiesWBMwhYNF1nLGsN9PEOu44cVg/95ys/FxXnMoFBbiui1FXhxocpNTT/VmPPSYBysPD0NEh9390FNXfj15QgOb3o4+MYBoGJBKkCwqwenuJmSbBoSFspTBSKTGJJJMCMjwdIIYh8S/BoKx+j85+9EwHWlPT2OrWO1bdQADXMEifey7GE0+MHR9ePZ6zahX28uUY3msDSEadB2SdmTPR7r5bwF00KoCzqwtnyhScpUvx3XKLGFVSKdxIRAD1xInYp50mjtft2yX4urYWp7wcp7gYd8IEoocPk//88zjbtuEsWCD6Qa/bWGttFXZx1izSn/wk5kMPyeXy89EGB1H9/WidnSS+/W3cnBz83/mOPFafDxWPo7W3Y+fkoJJJtE2bMO+4Q94L6TQkEhLvU1ycfU+kP/pRjAceyHb5OlVVDC1axJQpUygoKCDV1ob6939H95poRqZM4fCCBRQODZHrBYGbf/1rNojbmT1bdLKAM2GCPHednWKcaWvDmTkz+1w7VVWiGz10SPSRAwOiH8zE9IAYlVpbpQvba8GRQ9cDLJ4p5u2atysE+v9qMl/QDx48yHXXXccDDzzAkiVLWLZsGdOmTcu6mxcvXszatWuzlxsHf/+cGQeA4/MvMa8GACksxPrtb9Fvugl1+DDOzJnYX/rSq4q2tV//Gv03vxlrJ3j0UZycHJwXXiDXcVji9+O6LvY3vykndaVesw/YWboUbcoUYWmCQRHRr14tmrFDh0SfFY/jHHss2gsvZCveQECr2rIF1dKCZhj40mnc2bMFvPzlL8JoLFkiP7Nt2u+7j749e5htGATCYWE4EwnRfGWquI6elzcnmKbErFhWVhfpFhWJJjEnRyI6dF0cviUlct+7ugTg+Hzyz+CgrPqSSdx580il0/TrOrpS6ENDMHGiMG9TpqAOHMBZtgx97VoJNR4dxe3tFR3hwoWoRx/FnjBBwMKRI3ISzslB27VLTDimiRoYQOvokNV6MilNG64rl9m5UxzTXlaco2nojoOxYQPWypXChrkumtcsoR0+DJ7pQ/O0g8q2MeNxCru6sBYtwq2rQx8YgFQK2zCw9+8nBahp0zAzK0PPQRz8xjewFy4UYBiNYmzYgBoaQtu7F3fCBFmbHj5MqKuLwKFDKMsifPLJwhBpGq6moXV2ynXGYrLeLCoSI1BJiUTFZLqg8/OzxxKBgIB2EBNIKCTxOx7AVsPDApILCuS19zSCJBKSP5gJudY0rGAwy4Sp4WF5jcrKstl4Wn099vHH406bJsdzIAClpWIGaW+X1pclS9C2bxc9qAf43JwcWZuXlKA//TSqtlaeJ+/4AoT93LFDsheXLRPwG4mQPukkWdG3t1O2bh3qzDMxlCLnqafQJkzALSjASSbxx2L41q9n55w5qNFRVjc1EU4m5VjRNFmbt7cLgF6+nPRHPoJx//2yOp82jdQXvzgG3oNB+WzwemjdiRNJfelL2feqtnkzvv/+b9GgBoOkzzsP6xOfkPaZf1ITyNtRA/d/OZkv+EuXLuWyyy7j0Ucf5be//S0PPvggCxYs4LjjjmPmzJkUFRW966Nu3g0zDgDH519iNE2TKrCX6wdrarB/8pPXv/DoKPoddwiYyThad+3CjcWwysoIFBSIw/HOO7E/8hGYMuX1Y2eKi7F+/GO5zq4u3BkzcC66CGfXLvRbbhFDxcqVOCedhGpsFGelZUFeHs6SJXDkCFpGV+XzYX3wgxhXXCGrPdeFggKS3/kO/X/+MxVPPkmN66JpmqwI29vRduyQ6/P5JFfPtoVtjEQEhO3ahXruOXH82jYjCxcS3rVLQFZhoQCEkhIBfLEYHD4MeXkSdLt0KXR3j3X4ei5dNycHOjuJh0K0uy7FPh+5BQUMdHXJ4zuqVi/D2OH3C0A1TWGAhoaE7SsrE1DT3S0MTSIhazq/X1i+WCwr+Hd9PrmOdFpYzkweoaaJHm14GEfX0Wwbt7ISNTJC+oILMP/0JwFdubnCYB45QuKHP8T/i18IU1xZiZuTg37kCOnvfhfj7rvR9uzBra4mlZOD3txMy5w5aJMmMfGJJ1CmCcXFqFgMfds20hdeiPHgg7Iu9oC1duiQOEwjEfIaG+Vxmabo8xIJnClT0A4dkkq9sjKMZ58FXSf17/+O70c/krV7KoVbXCzA1e/HXrgQ/YUXslVrbjgsr2Mkgj13LsbmzeKS9kwcWiaPsL9fdG3PP4/50EPyhWPPHuxp08jr7kYVFOAEAvi+9z20HTvE3DFpknzBSKWyjSjupEmwbp2sRdNp1NAQ9sqV8ruSEgGhIyNjK3pNw8nPH2OQMwHdmWNA1wWoZaJauroEYHorYTcWw9/djaVpIjXo6hItY0EBCjAbGqg1DCqPPZb4tm2YqRQjtbVYAKZJTm8vo1u3Ys6fj2maWB/5CPbJJwvI9bR+mc8E4667cKqrcRcskNWvl7GY+b3vpptQXn2dGhzE/MtfcGbPxlm27J/WBDI6OvquZgAzU1JSwoUXXsiFF15Ib28v9913H3/5y1+49dZbmT17Nqeeeipnn302U6dO/ad1Ko/POAAcn3fY/CNC39eKgvm74wnY8ftxgUQ6jZ5KYQJGQYGsqMJhWX8ODODyBnIHa2qELTxq3NWrsVavzv6/9utfC5P4/vfLD44cQb/3XjF1nHMOdjJJbO9eIn/+s5zEvZ5U59AhUl/7GkXDw5h5eajcXNyuLujtlVBjxxFw4ziiRfT7cefNw50wAW3TJgGBhw/D4CCpRYvQR0ZEyzYwIM0k1dXSp7trV7b2jURC3JE9PQKUXVdO+qaJW1UlJpH2dgLbtzNpwgT0mTOhqYnCXbvQbRs2bJAqvfJyMZps3YraskUaLaqq5D719gqbkjGHZIwFjiMhxRk9Zzotr4lti4bSA7gqlcIJBgUguu6YCcHT/5FOyz+eVjD7OJSS61IK8vKwc3MFGGZW98GgaNqGhlATJhAEVGEhE/LzGVmyBJ55hkReHjaghUIEBgeJlpSQGwgIyC0oEPZtcBCtp4fkRz+K/vzzooMMBmVF6/XoulOmCEtXWipVdRs2YJ96KumPfhTzN78R7VwkguZV2FnvfS+u359d5RIMSoZjczP2cceRLivDeOopWe8HAtL+UVeHW16O6/NJC0YoJE7Vjg6M7dsxc3Jwi4sJfvnLaB0dwgDHYgKAw2Hcqiq0gwexTzqJ1Cc+gfbssxibNommMxQSpjaVwq2qIv3Zz+L7wQ/Gmjhyc1HxOM78+aQ/+EGMe++Vtgwv5sWpqBAG0YtbcUMhtP370XbuzN7P6NKlBL33pFtQIKA2o/ME3NJSlFKEJ0zAF4ngSyRw8vKwk0lcTaM9kaBl/XoikQiFhYUU5uWRW1yMdpRGTw0Pi3avtFTY6cJC1L598l4AOVY9Awo+n9zmgQMSrwP/NM3av0oMDJDdoBQXF3PppZdy6aWX0t/fz5///Gf++Mc/cu211zJ//nwuv/xy3v/+949tdsbnbZvxZ3R8/mXmLfcBFxbizpuHeu45EiMjONEovsJCYaq6uyE3Nxv/4U6ejNq3j6qnn8Z35Aicc45UozU2SvZZSQnuggUCKoaHBRh567NXzMvXsRnDQyAg2i2/H9vvl5ORUrimSSKZJKUUwVhM2hry8uSyBQVSz5ZOC4uXOZklk7gLF2J///toN98sTNmxx+IeeyyqqQnV34/Z14e7ciXuihXSB5tMSm5deTnurFkCDNvacMvK0DZvFgf1wADq4EEBJKOjpPr6SEyYQCQaxRgcxBkaQtuxA0vXs8YOrakJJxwW9zIIwBoZEad2eTkUFYlWzXvO3Px8AYSZKrl0WkCTz5d1yroZYJcBgV1dGB0d8vwlEujptOgIlcK87z7R1hUUiIFi2za0lhZZU3r9v67fL7EvjiMr4XQa95ZbcKZOlexFr3c4szIMK4UWCBCwLAHRfX24rktHQwOubZNv2ziplDiTLQsnGEQlk9imiZFhQkFiVsJhORYyGrNwGNrapDc6lZLX1DuOXK+/Ov3Zz+KvrxfA7xkTnIoKMQZ997sEPv950adVVcltBYO4wSDpj39c9JN79uCUlAi4GhhAuS6dq1dTkpeH/y9/kceUkyPHZSqFM20azqxZGE8/jb16Nc6cObiFhdjV1fL+8PnQt25Ff/pp7DPOkNsuLBQmOh6X+KDRUYmgCYcl0icSyb6GKhrFPuYYCdMeGMD4299kDW3botkcHmbkve8lrGmSp3j66fh/9CPUkSOy8l+wAOuUU+Q5KivDXroU4667MA4dwjAMrJNPZupllzHBcejv78d56CH8d92FlUiQnjSJkSuvJHfuXIKem1k7cgRn0iQBfn6/PO+IM9nNyUHr6ZG4l8FBWcsXF3tvbRstlRL9sRe9w9sAYGKx2BtqRno3zNHMXsbAV1hYyGWXXcZll13G8PAwv/vd79i5cydnn33229J/PD4vnXEAOD7/MvOW20CUYujrXyfW10duYyOhmhrcL34RO51G/4//EOPCxIlYP/kJavdujO9/n0mtrfj8fvTHHsM54wz0m28W3V0ggPPhD+POn4/+ne9I3EUkgv2DH+C8rDTdXboUHnsMVV+fFck7xx2HtnWrrHI1DSORwF66VHpXd+7EVYocXUfNm4favh33yBEBComEBAgrNbYOzKxoS0uhtRX6+7Odp9mAai/sOAtEfT5hYzJAFARkdnYKC+mFYbvFxZBIYAeDpFpasHNziZSUyCq6oUHug+Ng5eRI24jXYKGGhuRknnHxgugaS0pg8mRZLR48iLN4McYzz+BMmCCxMz09EA5jz5iBuWaNgGqlUJ2d2DNn4ubnYzz2mICV4WHRWE6cyGgsRm5rq8SdeH28xqZN2PPno2/enG19UOk0xuOPYy1fjgKpN7MsCad+7jmc9nYJwW5tRWtrk3VqSwtqcBB7wQL0ujrR56VSuHl5zNi7l1RtLXZ3N9rQkABJIB2N4j78MLHSUvyHD4/1BCslbRYVFVIjGA5LnuHICIErrsj22aqeHokzOnIEt6gI/1VXibFnYEBYqJERtO5urHnzJEqmtBQ9nZbHnkiIFq+oSF73TNuCZ8LJRM3YHjOZ/V2mhUPT5Of5+dDRIfd9ZARtaAh30iT54gHCRHd3A9KgQigkXxRcN5uP6JaVZWNXnGnT5BhOpeQ59ICBXlcnYeSBQJatVbEY5Rs2oL70JUgmJYh62jTRQ6ZSkE6j19VhH3ss2oEDaA0Nctu6LvfXdSEaJVBQwIS+Pvx/+Quk09i5ubj79sFPf8qLn/scvnCYqpNPZuIDDxA8cgRCIaz3v19MMd57In3ppfhuuklW84HASzIG9d5eCu67j8ChQ7iahr1s2dsWA/Nu1gAePUfnvWbAoOu62X80TeOrX/3q/9Xd+39ixgHg+Lyj5h9dAb8VANje3s6epiaqf/xjiqqrsTP5c4BzxhkSsFtRAYEAxsc+BkNDxCZMQAUCGLt2SURGMAjV1RLTcdttY6xUfj7096N/4xsS8eFFVIAES1tf+QraffdljSLOBz6Ae+edaH/7G1gWbcccw8RZszCefx5zZISgUlBWhn3iidII0tkpwC4cxvrCF9D/8hfJGozFULouobVdXZjnnSfAzrJEX6dpqP37CSUSOKmUMFATJ0qx/cCAXO+uXTB5cjY/EKXEuesBNntoiM68PEodh1BvrwDFeFyYEF1H2Taa55LNxLBkG1IyoCJjpDn6v4+OfikoEG2f9zuVTuPm5GT7bJVliY5O0+RvS0qy63ylacTLy4l0d8vqeXgYN6Mvy9SuFRUJKPa0aloqJTrCTE2c3y/u1NZWrHPPxTntNMzbbpPXMhgU5qmggMS3voX/5ptljblwIUSj+Pr6sD7/edS6dbBzJ6myMhL5+egtLVglJQzOmkXevn3iLA6HRQt45IhoAVtbpWYuHof+ftE6GgYqnUbzwLXW0oK+Y4eszL01OYmE3K/DhzEefJD0xRcLkNq1K6urY3gYbds20VsWFIiT1TMCubpOoLsbPZHAqakRs01XV1a/50aj6Bs24EYiOGVlaIcPo9ra0Hp7s+tQFY/L6hQEdPb2ormutJ709+N4blk3GJTHFI8Ls+s4Yz+Hl0Y4Zdp1NA0tmURZljDjQ0M41dVZJlzbt+8lOYBqZESii5TCTSRQHR2ypi0okDX68DDO1KlonjGmZGCA46dPZyAnh/7+fraFwzgtLQRKS8mZPl3cxbm5kld64okkJk0SMJ6bizNvXha8Vj75JL6DBwXcWhbGM8/g1tZKB/E/MP9KK+BX+6xXnsHOtm1WrVrFz372M84888z/g3v3/8aMA8Dx+ZeZ1wSAtg0tLQIsJkx4SVTD/v376ejoYMGCBZRmTlpHT0YP5l2P6u+XNaWmZRsQVDwuYdMeCKGzU7L8Jk3KMi2qowPtwIFsRllm3JNOwj7ppJf8zLn0UpxPfhIch0MPPkjBb36Db/ZscquqpFrt8GH0v/5VYlPmzZM16sAA2pNPSkTJypVyEhwcFN3fPfcIM1ZUJABuYECCnEdHJSsvmRTNWEUF2sGDWT2Wsm2or8dZtEjWsb29Ahja27GGhuivrKQoFsPMzxc36K5dsjaurJSmEdfFzHQBh8O45eUi6rdtYek0Tf4xDPT77pPsv7IynKoqtOZmYXB27ZL1ZCgkociNjajWVvTu7mx8iF1QIDE1IyOyanRdObHn5uLzNFsZJktlwN7gYDaKJ3uM4OX8vZqOVCkBt7m5AvY9kOJGIvL6L1okj72oSMBKfr4YgGbNwjEMtO5u9GnTCANK00gNDxNfvZpQaytuOo0dDmOmUui2jZOTgyoqQu/tFYezrsvtOw7K55NswBdekJ/purhrPZevvXw5bk0NqqcH4557sFesIPWZz+D/3vfE+VpZidbYiH7gAKkLL8Q69VT8P/rRWLDzwAAFBw5gv+99JL78ZfxXXoleXy+PN5XC2LsXp6wMt7AQ469/xfzzn9G8bD29u1s0gNXVqOFhjAcewLzjDtHOdnUJCMvPx66tFWBXWEj6ggvw/dd/jcW8VFZiezpZe9kynJoaiQWKRuXykQj906dTEgqJZjISQd+4UYC6z4dTUJAFn25+vrDghw+jwuFsFV02lsVj49TwcJb5dk0TLSeHoqIiioqKYNo0EtEoA0ND9A8MsGvXLhzHoaCgQPSDJSUEq6tfAmZc1yXU3i7vmQzjZ5rSd/0Pzr8KA7hjxw5isRjBYBC/34/P58v+4/f7SSQSdHR0EHgLjU3j88ZnHACOz7/MvKoJpKcH46qrUF6GnHPKKdg//CExx2H79u0ArFq16o2l6+s6zrx5aE88gREOo0Wj2RMnfX3gBfVmzQUDA1kzg2uawqL190tuWFERZPpMYYwh804krmFw5MgRlOMQ8vsJFxXJ2tR14dAhYa089yMFBcL4dXXJfSkqkuiQhgbU4cMo286u59zS0mwzhFtaimMYpAIBTE9nSDot9z9TO+c4EiQ9MoI7fz7OwoUM7tmD3ddHXkEBPl3HXbAAe948tF27cJYtE7PAjBm4U6aQ3LoVIxRCX7kStWWLaLuGhgSQh8OQnz/WFJFKSWVWSYmAhsFB+fnoqIQ7V1RIpVomay/zXOXmin5P01CdnRJmnUqhdXURsG0xP4yOigYtHsdNp9F37BBh/9DQWAwOYOzciZOXN7YiT6flOXAcjAcfxPLYQ3X4MK5lYWzbhhsMYvz5zwLEOjoEANXXo7q70R96KNs9m4k8UZ2dEAqREwxihkKo0VEsL3/QSaXoHRxED4cpchw0183GjgACWktLx9b3GeCReS6mThWgVFQkNXBDQ/J85ObizJgBIHmNo6PYF1wg4CkUwp43T64jFiPd3Iz1sY8RCIdRqRT27Nko1xUAk0ziLFmCM2kS5n33SbtIaakwfMmkdOkuWYL+xBMYL7wgTmefT55fx8EtKsLYsQN7506cBQvkdcvLkxWuaYJhYDz2GOnPfU6q76ZMQW9oGDN45OTQvXgxZV4FotbWJixlpgt43jzsRYvkcc6ciRsKoW/fLr8PhUh9/vNZHZ89f75EAm3dKjrRSITUFVeMhTyPjmL+9rcEXniB/ECAiR/6EOlzzmE0GqW/v5+enh7q6+vx+/0CBgsLKSgoQNd14oWFIhXwZAekUv9wDRwIAHw3a+Ecx0HTNL75zW/S1tZGQUGBSF0MA9M0MU0Tv9+Ppmn09/dTmJEVjM8/ZcYB4Pi8o+btXgHrP/kJasMG+VC3bbQHHmCktJQXliyhoqKCmTNnvqmYAfurX0WNjmK8+KIYCj7+cdxJk9B/8hPR2QUCOJdcgtq+He2xx8ZOTDNnQn8/5oUXyso2GMT+9KdxjzkG/TvfER1gaSn2N7+JtWgRPd//PpFt25gViWBMnixtEvG4xFVMmCCNDAcPSuhzhtnIyRHwNTAg4Mq25XHX10N7u7BXo6Pys9FRYQ5zcrKrt1cEWGf+2zQhkcByHDo7OzF9PkoqK8U97PfL3+TnC8j0Gj0y7QrRqVPJcV30WEzuY1kZlJUJu2gYEI8LC+nl0qn+frBt9D17RPtlGMKe9PfLKjbD6AWDAvhiMbTeXtKnnSYMkBfJoTU04NbWMjAwQPHQENrChaI5270bt7paQGF3N/bChZLTt2WLPNxgUEKty8vFsNDfL0DYqzwzH3mE9Iknog0OYq5bJ0HBIyP4br0Va/lyAV6bN4uRxHXR7r5bWK9lyyTixestNpTCv3s3Tm0t+o4dmN3d2VibkliMhGGQKCgg0NaGisWkK9kwcC0Lrb5e1qnDw8LUptNZ/aY6dEjWpIcPC8Ddvh1t+3bRog4NQTotK8uSElm19vdnQ5iVUsLyvjw/8ui8S12X48E0s2t6lTlevNw2Ny8P7cgRaasxTWFU/f7sqp1kMqsR1Pfskfvi1fmpI0ckxghQLS3ohw5hLVkia23LQrW2Eu7sRNM09BdflGid6dPFJJVMovr60PbswVm8GP355yVG6cQTRULQ3y86Vk/zajzwgEQjzZkjQNWysuAQwPztb8U4lJ8Pw8OYN96Im5dH5PjjiUQi1NTUYNs2g4OD9Pf3c+jQIXbv3k0kEsE+8UQmrFtH4MABkWIsXIj1Nqwy/1Wq4Pbv38+CBQtYtWoV8XicaDRKPB4nFouRTCYZ8Vzj72aw+26YcQA4Pv8y86p9wHV1suqJRHABq7+fkeeeY9ZFF1FZWfnmb6S8HOtXv6Jh7VrChYXULFkiuq9Fi+TkW1yMO2sWxkUX4VZXy+16YcvGt74lztXKShgYQL/xRvjd76SZIjdXTuxf/jJDZWVUbN4srsVUCq28HPtDH0K1tcH06Tgf/KCArZ//HNXYCDk52Mcdh7ZhQ5YFQymc5ctlhWhZolXzsgKdFSvQ//pXVHc3Zk8PyucTt68nose2xzRfZWViMNi3D6uujtwZM6QeTddRBw+iDQ6KBquyUkBIayscOiRxMvPn4+vtzQJO1dUl9zsQkOs3TQEFGc1dxpSQTMr9cF25L7oua13blvU0CPAAuVwiMRZunJsrwMNbx9rpNG4qhTNxIloyKeDP6yN2o1HRMi5ZgtnUJNcVieCOjoqB5ZRTMJ58Uu6rt1qmv19MD/n58loWFsrlRkfRt28ndvvthC69VO5PKJSN4lGJBNYZZ2A8/jj2rFkMJJNUDAzgTp1K6sQTMW+7TRywM2agXJfQyAjWWWfh7tsnzKltEy8qgsFBMYOYJv5IBG1kRICL95zq27dne5RVZyfBK68Ug1EyKUHRHlB0w2FCp56K1tUlphLP2AKgSkowWltxjzsOe+VKjMcfly8LiUQWtGvNzdgLF2I895xoZD2Q6pSWojU341RXo9XWiqTAsuQ19RhGLCtb9ZbRBWa0f2pwcMxMYhiiVbUsMahkagQNQ74oplJyfASDElXjZUSqTJh7xgw1ebLoSLu7xc2bSoHfL1+gSkuzzSDawYMSjwTyJWTjRlkje6BQ278fbdcu7OOPf8lnTnZdDCSTSbq6umgYGWHje99L6PBhcvLz8S9dSkEgQPAf6LR1XfddzwBmHvvUqVOZO3cuV1111av+3cDAAEVFReMr4H/yjAPA8XnHjVLqJQ6xNzqvFgPjlpaitbRg2zajIyMEUimKZ89Gfy3wF48LoMjPf+3OYF3HrqggdZRZhEmTRPMH0owxOoo7ZQpkTmbbt0u7xowZAoAqKmD3bllJTpwIgQDJcBinqYnilhb0vDzIzSU5PEyorw/y87GvueYld8P+5S9l9RwOo915J6TTOB/8oJg4OjrEqdrainP22QIKOzpwioqkZWH6dFR5OU5rK2ldR9XWou3YIYL4I0dkZTV9ujhJt28nbdsEk0mCfX24s2ejPfywgDTLQtu/H8d1peFh3To5yff1ie7LO/mSTgt7VVcn6+9gMLsaUyMjsibPzRVmrqVFTuTxuIBnz7msDhyQB25ZY8+75141HnhAbkPThAHs7saJx8lra8OIx2HfPonl8UKWSSSkFWJoSAwXkA05VvH4S13SR5sRHCebQQi8pNpPpdMCdBKJsctlQFVXl4DS0lIJNW5vx8nPx0ilsC68EOOpp3BCIen8BYnYWbAA++yz8X/1q7gTJxIwTexEAu3AAYarquiZPZuKZ5/F8fvRvbxBo6UFa9UqnEmT8N11l9zP3FycdBqtpwd7zhzsRYswnn4araVFJAPBoKz48/OxFywg1ddH3u9/T2rePJJXXy1u6URC/tZx0PbvJ/XpT2N95COoL38Z49FHx56DgQFczyFrfehDBM8/XwBcJu6mp0e+ADmOGKY2bpQu54YGAa5FRdIrjTRv2IsXY9xzj4RMuy7WlCn0zZqFpmmyQi4qQt+1S147wJkzR8K28aJybFuYQIBkEuv008eYypIStOZm3IqK7JeeTIxL9gtJd7ccq4GA3OfMl5TMOE42dB3A7/dTXFxMU1MTK84+m9HRUfr7++nu7+fgpk2vWBe/apXk60wsFntXawAzAPBTn/oUvb29JJNJfD4fjuNkf6eUYnBwkIKCgnf1Y303zDgAHJ9/mXk1BtD+t3/D/tKXsBoaCGoaxvTpWF6H7kvGddF+/3v0228XhmLePKxrrkF7/HG0p5+WCJKLLsI99tjsbb1WFRy5ubjV1Wjbt8uKNBoda70YGJATyvBwdr3JwAApIJVOEzRNDMsSAJxMkoWgngbqJaNp2YaEbJRLBlwmEjAwkF3nuVOnSp5hd7fcn1mzcCsqSFVWkqqvJ3DggIjji4txJk9GNTTgzJiBvWED0cJCwl6AL/E4as8eYVEyeXWDg+Jg7e4WAJQBd+k0eiyGPWkS7qxZuLNmoTZtkpVbc7NoJk0Td88eAXtz58KBA7KWsyy0ffsk+NprYsm0WWQ1cV7MjYrHhbnRNJx4HGfqVPS9ezEOHiTXtlGaht3QICf3dFp6dzOO2FRKwpf9fnHR9vZKK0ckIhEiXhYcvb0CREHYr3nzZOXqrWFJJHD9fvy//rWI/9va5DnytG8MD2eNMQwN4e/txejuhupqNE9OoIaGsjmIjIwIWK2uHgOcpokej6NpGrl5eeQUF0vYsK5jOQ6JRIIcy2LYdTGHh/FZ1lhbiwdc3JIS0V1mVukeywaI5m7yZOKaRr4XWs3oqMgVTjxRQI5tS/DyokVQWCiu3pkzBWw5jkTYTJ2KO20a+oMPQiSCEwqJA9mTE7jFxRhPPQWPPYaxbdvY+8CL3dFfeAHr3HPluPWcypmaPCcYJLe1VcBC5tjwgrwxDHEiewYdZ8YMtK4uybtEOqXx+7Og3brwQjTPnIVSOHPnYp91ljwXjoNTWoq5fr2AU9PEmTs3mzEIoK9di3H33ahYDHvBAtKXXgoFBdkWEKUUkUjkddfFubm5WUCYcRe/3vwrmEBs2+YjH/kIlmVlw51fHpo9adIk+vr6/i/u3v9TMw4Ax+dfZnRdJ+Wtf0BWJo0lJXRdfjmz+/spKCvDOvlkWVe+bLTHH5eVrGnKyfjZZzG8E4TrrR/Vpk1Yv/kN7vLlEgPxWpEzmob9ta+hfvxjMQv4fNif/CREIug33TR2QrngAli/HrVlC6br4tc03GnT5PZ37AClCHrCeXfqVIzLL0c1N+NMmYL95S9DbS3a/fcLIBsdFUCyf7+c4Hp7Yfp0aG6WtWwwKLVZlZWozZtFF1leju44WJ7DU7W1yVozLw/Xtunv6yMvlSJX19GO/oDO1GHBmHYwlXqFsxfLwhweJp1Z5+bkiIGhpESAQqaXduFC3LY23EmTUE1NOBMnStzL4KCAkupq9O3bJTDY5xN3bVGR6Oc2bBATjOPIGnb3bhzPheqGw9ipFDqg19eTWr5c8v0yK2elJDOvuhp3wgScBQswnngCJ5nEnT9fNImdnVinnYa+bRt0d4v+srAQfd8+0iedJEaH/v5sW4y+bZsYGwoLxyrYNA1tYADzttuwTj4Z7fBh8g8eRI/HUe3tGJs340yfjhsMom3cKGBXKXw/+EE22kZlMgOjUYhExCRjGCjTxIzFMPx+/O3tuIaB2dHBsGURdBw0y8JOJDAy1Wrd3Wh1ddmO4CyDlXk5W1vJbW5GlZUJGLVtcdJ6NWjZTuGM9jOzos+wpEcdJ5nVLuGwfIHxVv6upkmzSIbRNQxZYScSWUZYDQ/jKoV2+DDOvHljzNyePYQzGYM7dqD192Ofeqo8/7EYWmurBI7PmoX+1FOSB7lggbCTg4OYjz5K+jOfEWA6fTrJa69F27sXDAN7wYJsnIy+eTNaayv2okWiwRwYwJkwISsf0LZtw7z5ZnnuQiGMNWtQtk3q619/zRaQV1sX9/f309/f/0p3cWEhwWDwJeti27ZJJBLv+hiYzHOj67p8tr7GpuX1fjc+b8+MA8DxecfNW10BH80AplIpdu3axejoKAsvuIA8b7X2mre5a5ewQdXVALi2LZ2q5eVQViYfRocPoz30EPby5X+/dm7KFKwbb5Qmh1BI2C6lsuyXW1TEqGHgPPEE/kmTCPl8EoCaqQYrKBBWzLKwiosxb75ZwGROjmSvtbfjLlyI/sc/yknI0xY6K1agPfiggIiDBwXMTZsmLQ5ePh3FxdDejqqvRy8sJFFbi9vXhzY8LNExgQBDZWX4YzF86TQcPCgn8VBI1tqHDwvg6+0VQKYU7tSpcpuZGrajXr/Ali0SPzNlCioWw21sFN1jfz/MmydrQduGAwcENJWWipbP036pzk5Zzefnj63ivNw75bo4fr/ovpQSvWNvr1zWCxfOGBHUwIBcfwawGIZE4PT24tbUYC9ahLZ3r/Qae0BAdXdjn302BIPyu5oaeVCJBJSUkPzhD/F/4xuy2vUAjurrI/ntb0tXbGuraCB1HdXTg3bkCPbq1bj19XKcBQKoVArt4EGss88WcGqaWRMJ7e2ovj5x4sZiuJMnY0+ejN7SAnl5pK64AvOWW+SLSjCIW1ZGOB4nUFRE+txz8T35JEZvLwDpQECAd04Odnk5enu7gLTMera/H33TJgJKQWkpxm23YTz9NPrevfI8emyhW1mJikalI9i77259vVxPICDdvCAB3YGAgFVPV+nm5qIcB3v+fHEneyBSRaOi8wuF5AtPQUFWq6g1NoqswjBw02lZlcsbfiyeB8ZW9h6LpjJ6Ua9hxU2nxdgTj8uXCWRNbB9l/Mh+HvT0oGwbe+5c+f+BAbm+oSEoKpLw7ZGR7LoaTZO6umgU27bfUA2c3++noqKCiooKXNfNrot7enpoaGjANE0KCwspKioiJycn++X27dAA3nTTTfzsZz+jo6ODOXPmcMMNN3Dccce95t+vW7eOr3zlK+zZs4fKykquvvpqLrvssjd9u4lEgu9///tceeWVrx67ddRk8gAzbOr4vP0zDgDH519mMqBsaGiIuro6cnNzOeaYY96QzsbNFNN7azMVi73kZJIdb+2r27aclDKr11ebQACmTHnp7SxciLtwIe3t7bTdey+LNA3/6tVyYrUs2LxZTrbHH4+rFAMdHeS1t8uJe9o0OQmmUhICvXu3BARXVIhGqqNDfj46KoyJUlJhl5OD9d//jdq6Ff2WW6SRpL8fOjuxBwfxDQ7iLl+OPXMm6QMHSA4NYZSWEk6ncU45BbVzp6wjp00TprGkRByX3krTnT1b4k/y8mRN7LlmCYUkuNirxHKHh3Hnz0f5fAIKolHwDANUVaFMEzU0hPnMMwIEwmEBxP39oq/r7cX1hP9qYEBiYmw7qxXUEglc28Z4+ml5nRIJlOPI7Wga+rPPku0SzrCWrivOXEB/6ilhn0ZHcSIRVFubhBhv3y6r72RSvpi4rhg7vMYRNE2Om0xYMRJNg98vINMwBPwYhjyPeXkYXiRM9jK2LSHcRUWyHofsyhXHkbiVadMkWBhwEgmwbdJXXom+ebOYGbz+XHXgAO706dhf/zruBz6Au28fzsSJ2I6DuWsXI4WFtC9fTlVdHXl79sh9zctDa2/HjURoW7CAiQUF+G68UR6L3y8smFLYS5fihkKYv/oV+pYt8twmkyjXFcNEaSnG2rXYZ5yBs2IF9rHHYv7pT2OaSV3H9hyx9qJFUvXW1ZVlSp3yctKf+tSYgSYaRa+ry67/U5MnE/W0tvaCBZID+Pzz8npqGtZpp+F4jmJ77lzMdBpt82Z5jXQd+6STRIPqjZYJctd1rOOPz+p43YICYSqHhyEnR76kVFVl3e0EAi/5vCCREIbb58NJJGSVm0zKezHDXL/O/L118eWXX579UlxXV8dxxx2H7+9c52vN3XffzZVXXslNN93E6tWr+c1vfsNZZ53F3r17qfa+AB89hw4d4uyzz+Yzn/kMf/zjH9mwYQOXX345JSUlvD/TY/4Gx7Is6uvrufzyy1m2bBmrV69m8uTJ5OXlYZom6XSaVCpFKpVi9+7d3HbbbZx00klcfPHFb+mxjs/rzzgAHJ9/mdE0jWg0yosvvsjUqVOpra19w98cnfPOQ3vsMXHVAoTDOGecgXrxRQl2Tqel/eDUU9H+9jeqb7wRa3QUfelS7H//d1RDg8S+uC7O6afjnnyy1Llt3iwnhWOPlbXTUeHTC084gcD69aimJglJ7ugQ4DY0JCeevDzM0VEcv1+Yrc5OAYDeB7+ybdH4xeNZbZNqaxNHZEbo7vPJYyooELABcuIqLhbGJZWSpolAgP5kkujEiVTk5wvzl5srPcknnyw1WRUVKC/jj9paXK8hQmUE85MmCUO4b5/EofT1gWVhlZZixmKy1hsdRdu0Kbs6I51G6+jAXr4c7cUX5bFk2L1EgvT73idr0L17Ud3d4ub1+XAmTADDkOaHeBxlmgIYQyE5GYdC2UBn5dWYaQMDAmYydXheG4nynLR6fb1UsA0NoT/1VLaWzHjoIZzaWjHV7N+Pam/P6iF1z3GsOjrEfBONCkB64AGciRMxmppklW3bAiA1DZVK4ZimgCeP5QRgZETaNTK6wYxzNhPxkkzK893XJ07bcFgYVw9gAgLQMyAcxLlbUIDygqY1wyA3FMKcMgVjyxYcwyDqsXIhTcNNJklHItKyEY+PGSS8pg43L09A3mOPZR+ryjCyto21bBlafT1aUxN2SQmqt1eYwJISCATQGhoE+AYCAjhzcuQ1Mwx5bK6bZeeMe+9Ff/ZZXC8fUKXTaAMD5HrvUa2rS74oeMA3u45OJCQ6aGREjrGBAXmeg0GspUuza2r9hRfw/eAHWT2kcf/9JK+7TrSvK1agnXgi+vr10NqKW1pK+qKLsu8r+9hj0Z98UmrglIJgUI5Vnw/btslraMB/xx2i6ywqIn3JJdJI8gbn5eviv/71r/zhD3/gF7/4BRdeeCHRaJSTTjqJa665hhUrVrzh6wX4xS9+wac//WkuvfRSAG644QYef/xxbr75Zq677rpX/P2vf/1rqqurueGGGwCYNWsWW7Zs4ec///mbBoA5OTncdNNN3HjjjTz66KM88cQT5Obmkp+fT25uLrZt09HRwc6dOxkZGeGb3/wmF1100Zu6jfF54zMOAMfnHTdvhe63LIvW1lYSiQTLli178wGilZVYN9+M9uij0sm7aBHu0qXoN96IeuopaaK4+GIIBNBvuAEtHpcsvhdeQH3hCwIKhocB0Nauxf7Up9Bvvz0bveHMnUv05pupa23FcZxs+LT9pS+h//rXAsLKyrA/9zm0devQHnkEurrQHIeRU0+l6MEHUU1NAvI0DWfVKqivF7bIMKQRoqQEt7AQralJgEEwCLaNU1uLdu+9qIYGOVHv3CkMhm1jz55NcnCQ4U2bcHJzmeC66Pn5UmLf2CgAoLxcANPgIHR1oQxD2JBMaHRPz1hocjAoLElhIbS14QSD6BmXpGXJ2jgeH9OFedottXevRNVkTAseg6K1t+OUlooxpaAAZ8YMOal6J33Hc9o68+dj3HefxI8cOYKbSuEqRX9REUV79gjDGI3iepo3Z8KEsZO3t8bW9uzBOuEEXJ8Pc9cuYTc9JzW6Lv2yDQ1iTlEKrasLrb+f9PHHw8yZGM89h5ubK7qxvj7ph129Gr2uTta3Xkai8cgjtM+bR9WWLWNgVNPEDevzSfD2wYNyXB7lnnVKS9E3bZI2Gr8ftXcvwTPPlOc6GkXbtEnW8KaJtmMH5q9/LVrEI0eEwevrkziY/n789fWSpWeahINB3KEhNMsinUziHxhgtK2NPE0TPRuMMZHNzWj19WM60KMZ8lRKjkfbzta5qXRawGMgkDUyZYF5b6/87aRJWUZWdXcLCIKtSQABAABJREFUa11TI1VtlpXNiXQTCfRYDJ+XEafa21GWhX3yyXL7Xhi66ukRZvDFF8XZvHSpfIFqa0Pfu5eMcMPwAJrjud21gwcx7ruP1Ne/DqZJ+rOfxT7hBIhGJT7oqFWxW1pK6rvfRX/6afm8mD4d+5hj5JednUy47z4018UpKUE7dAjz178mee21Y6kAb3Jqamp4z3vew+9//3va29vZvXs3a9asedOZgKlUiq1bt/KNb3zjJT8//fTTeT7jln7ZvPDCC5x++ukv+dkZZ5zB//7v/5JOp9+0k7mkpITvfe979PT08PDDD7Nx40YaGxsZGhoiLy+P+fPn8/nPf55TjjLcjM8/Z8YB4Pi862dkZITt27ejaRrBYPCtp8dXVuJ8+tMv+ZH9la/AV76S/X/t97+HWAx74kTSsZgwOtu2SRaZ18JAczP69dcLQ1dVJcBn+3a6vvc9wv/2b8yePTurEXKPPRZrwQKJcykulky/lStxjjsO1dfH4Xicsn37cCdOxK2qEpCZiRmJRKTxY3RUTqRTpgjw8LRtJBJQWorr96N/5ztZbZ47dy7OggXo992Hf+NGihIJ3Px8cmtrJd9v40YYGhLjy5EjuIOD8ti8QF/V0CBtJqWlom9LpYS9HBgQplHXs4DQF4/j5OTIKjcUEiCRTI6tTD2GSzU3i/s6w3i5rrRPNDXBxInCHLku2uiorLorKnBzc6XXNTdXDAXxeNbEow0MSENHNCoMUjg8ttY3DKlEa2oSsBqNCnAdGkJrbpa/s20BLT4fbiKB1tYm2q66OjkQMuu3VAr90CHiN9+M1teHU1IitXeui7Z/P+mvfhXn+ecxHnwQZ+5c0QK2tGDG48Q++lFCDz4oYdhlZah4HK29Heu44+Q1q68XOYAXkq0dOoRTViZguL8ffdcuuZ8+H67PJxrAiRNxJkzA2LABY+3a7JcDAFfXcaqqsmxb6oor8N1yC/rWrfJ66DqGaRLq7sY+5RRGfD5yMo7vDBA9ckSyLktKsmaNbGYjoO/aJSt9r0XGKSnB2LQJdu/O9is7ngnLmTQJQiEB4p7r3T3KaIFX5abicWGqvaDsRCbHMT9fQHVPT3ZNSygkdYAgLKDXRYyuC4t/1NpUDQ0JUM0wh6YpzHtmDON1WTu3rAzrIx95xc/11lb8/f04S5fKWjsUEuDc3o7zDzRbZHqANU1jwYIFLFiw4E1fR29vL7ZtU/ayVpKysjI6Oztf9TKdnZ2v+veWZdHb20uF18v9Rsd1XVzXpaSkhIsvvnh8vft/OOMAcHze1dPW1sbevXupra2lqKiInTt3vvKPkknJrevullDY0057bd3e35twWMBJJqrF683NghmQk83oqGiNbJtUKoVr25QmEkycO/eVDGckMqYt8i7vHnccLhDfsQO1ebNEy0ydKhlxTU2iFysowF28GDedFrPJ0JDUiZ18smj8+vuFDdq2LQsuGRpCNTYKO9HcTDQYRAsGyYlGsadPR7v7bqn8Mk1ZK+bkSGZgICAgdM4c1MGDqLY2cduOjuKedhpqxw5hrfx+qUQzDJxFi6CuDi2RELAaCMi6MNPL6jgCpDzjC66LchxZYTuOaLA6OjDuvVeYtWOOwa2oQGtoQH/6aQF7mibgrbsbFYuh19WJ2WdkBOW6+ONxuc3hYdEJtrfjahr6gQNy0vfiVfAq4ZTX5pJxx2YDh5WSVXomdPqoXEDV1yf6QqXG1qJtbZIx2Ngo98/vzwZaY1noliWRJUplY04y90elUsLatraO1f9lmjdcF2fKFHzPP4+rlKy+8/JED5mXh3XSSfLceF8S3GBQ7pPfL9EqhpFdYdsf+ABWX5+A/IoKMV90dKCAwHe/K40mF12Em0xiGwYqGsUCOhcsIOjzUTg0hNHRIc9DJpZl1ixZET/wAOrPf8Z84IHsa+2GQrgei2mdd57ErsyZg/nQQ/J7XRdA5ulM0xdcIE7b7u7sGj++YgVDS5fKUz9njoDWRx5BOQ5OcTHJ730vW+VmT5uG0deH7oV8u/n5WF/6UvZt5kyaJDEvTU1icMnNFaNUZoaH5br7+nCrqrDOOuuVOYCvMpbfL0BzZATy8mQV7ffLqvsfmEwEzNthiHj5dfw9x+2r/f2r/fyN3nbmco7jZAFh5udH/358/rkzDgDH5105tm2zb98+urq6WLhwISUlJQwPD78ymiWVwvjyl1HPPCMnUsPA+cQnsL/2tbcEAp1TT0V7+GHMnTsJJpOooiKc97wH7bnnBIQpJSezKVNQ9fXYnZ3ojoOuaZjTp+M89RTaU0/JWvj003GPP14qqrZtE+C3dOkYGHRdNKWIT50qdW6ZJod4HHf6dFnpetlpmbWqam2V6JecHNFSpdMCAHJyBKyGQjA4SHrnTmxNw5+fT9yrmFPr18vK2u8f6zP2gFS2pzgcxp03T9iVo7R07vLlAkhLS9H27ZNqL11nICeHcEsL5sqVaJs24c6cKaaRrVvlRF9ZCV1dxCMRtHCYwMAAStdl7ZdIyGutaWiDgwy2tWFHIpT292fZPOW6ODk50sTS24t+8GC2msyeM4eB4mJKDx5EtywBl34/Tk2N6Bu95wbHEa1cpl0kI+y3rLF/fD70hgYBVKOjY9o9z8Vq3ncf7oQJqIEBtMZGyUT0+TDuvhtnxgxxszY0iN5seBhfXh5GaytOYaFoDT3GVKXTAlbLy+VnqZQAyEwwdTAobGgyOVan5z1PrutKAHd7+1hgtRd3ozw9oertlZDsTHOLbQs4r6wUFtk00RMJ0Wb29gpomz0brb8f1dGBz3EoCIeJJZPY0SipoiI0w8CMRkW7mEiIDKG5GT3TTOPzyWtl29iVlbKm7e4WFnFoSHR5HkusNTcLQJw0SdzF+fk4eXmSDGBZqEQC03u8xv33o+/bJ9IHpeQLwJYt2BdcAIC2d698SfHc4dnKQxDA39srX1ZiMQm6rqrC9nI+SSTwXXeddCV7rLS2fz+pq69+pTHsZROrqcG3bBmR3bvFrW8Y2GefPRYU/xbn7aiBK/ayI1/O9nV3d7+C5ctMeXn5q/69YRhZjeJbnTdTwzk+b/+MA8DxecfN3/v2F4vFqKurQ9M0jjnmGIKe3ujVolnUs8+inn1WApNDIejrQ7v7buz3vx88t+CbmqIirF/+ktg999BZX8+Uc8/FXb0a9w9/QP/rXwGwzzuPZDxO4NprUZYl616/H7VvH8aaNdmoFO3ZZ7E+9zn0O+7I6vvcOXOw/uu/0P/2N7Tbb2d2NMrIySfjvPe9aM8/LwzQ+efjnHoq+n/8h6zP8NZpti3u3EydVW4uzooV0NyM2rdPWAi/n9GiIozhYUKDg7ipFOlAQGJYMjo9pV6S9ecsXSpBz/v3C7syNCTAYXhYbmtwENfr4M2wkWpkBHfWLPR0WmJaurvlZ9GonOzLylA+H87ICHY6jeH3Y5aV4Sol4M80ZdWrafL8JZMUtLcTdxxZweu6mECSSdF6TZwoK1PIgjd92zb0448nPXEi7oIFMDws3bNTp3oPTFgjt6gI/dFH5fjIzZXMN9PEDYWkIs3riM1Uobl5eWMGjsxtNTbiuC6pz3wG83/+R1jPWAx9cBDt0CFSn/mMZAa2tYGmEWlvR91xB/bixTj5+WJmSSaz+YGaz4d9yinozz4rgNPTW6rBwbGqNy9cWQ0MZF2w2tat2cBqXHcsty8YRF+3LuuIVnl56I8/Lvl7iBtWDQ9L0HRlpUSclJTIl4H+fgHr0ahkU0ajBINB9MJCjGRSXguv6SU6OIjT2IhWXk7EM16QyRxMpyVce/p0AeCZ8TSYKhYTUJt57/b3y5eiqVMF3EajqN5ezNFRuc/b/z/23jtMsrJM//+855yK3dU5TndP9+ScB4YZch5FUUQQA8aFVVf3u7pBv67uKqurX7Moq+JiQkFERILkNIkJzExPnukJPZ1zqu7Kdc55f388p6oHHEEFdpFfP9flhVNd4aSq9z7389z3vWdyhhBgcBBzx478TYkxOIieMQM3F+V26NDknG5nJ0ZfH87FFwugc13Jau7sFJZ5717MnTvRTU2yD2NjmJs3o66+WtTwL1KuUgy94x1UXnqpzGtWVuKceeZf3nXw6pUwgfb7/axatYrHH3+cq666Kv/4448/zlve8pbTvmbt2rU88MADz3vsscceY/Xq1X/2/N8La8rr73+3pgDgVP1VVX9/P/v376euro558+Y97w4yZyzqum7+cRWN5hWAgLRBh4Zk/ucv3YjycjLveAftzc3MPP98ANwPfSg/PzgwMMDEv/87jY2NBKZPx/UAjNq5U6K+vAVEHTuG9Y1vyOLa0JAXaFgf/7hEphkGpm1T9pvfoKZNE19BraWFCjj/7//h7t0rjyWTmLfdhvumN6FOnBCwZVky5L50qbCFExNkUynskhIKslkZmo/FCE9MTM4PerNY+czY2lrMRx8VAUg2i161SiLiWlqkbeu6qM5OAS+1tahIBF1cLPFqo6MEvDQHRkdFqLBrl7BNsRhZy0KPj+NPJgUQhMOTXn7DwzL7VVgoit5YDDMapTCdFibP75fz57roeJzYli2UOk5+Mc8xc8HBQax4XIyss1lpWefaV2Nj0n4NBoV1DQZl4F8plG2TveQSfA8+KN5xSokx8sAA9gUXgFL4HnoonwWsx8clIcPvx+jrk20IhSatTPbuxb74YvwnTgjz5G27uWsX6U99CiuTETsWLybNOHaM9Kc+hbt4Mb5bb0UXFcnsnxexZ69fj3nwYF7IoouKROCRTpO57DJ8zz47mTyS+y7E47jz5gkrNjJC8MYbhfH0AJoOhXCqqsAw8H/hC3mrGyN3XRiGgPNsFvsDH8BdvBj/176GOT6eVzIHTZOhxYvpWLSIZU89hX90VGyAcuzb+Li0uuNxKCvDnT4d369/nZ9B1OXlwtCCKK8BY8cOYXVtm/ScOdg5U+jiYjmnOXYqFhNLpJwwaPp0zO3bZQbUa+Nrz3tOB4PyeM5fMhYTMO8BYpWbU81mJyPgbFs8Ol/i58FxHEy/f5JNfIUqNwP4cuuTn/wk119/PatXr2bt2rXceuutdHR05H39/u///b90d3fz85//HIAPf/jDfO973+OTn/wkN9xwA1u3buW2227jzjvvfNnbcir4mwKD//M1BQCn6q+iXNfl6NGjdHV1sXjxYmpOY96aixXKmYcC6AULBFx0d0sE1tCQDJqfrh2jNeqJJwQslZbivulNk/Ft4+OyOHt3vKeLndNac/z4cdra2jhr7lxC+/YJwLAsUdV6dhb5Mk0Rf0Qik+kUPp+YUjsOVFfjpFIyY/bIIzif+tTzt7e4WFrIgNq0SR6rqpJ5rmhUPjMeR69YQaKpibGuLkpHRynxcn7dhQul/XryJIGGBszOTtyzz0Z5hsy6ulqO3dCQMKhjY6ijR2Vua8uWSRWv48gsXnExaudOaX96M3SZxkZUKIQ+80xJ+Hj2WXBdUqEQE8EgBUuX4t+6VcCYx2LlfNOUJ8jQOWCXm7nMefH5fDIvpDUlbW3CdAGuYYhPo9YUtLbK51dV5VlIY88eaW0nEqhIBDU0JG1yv19Yqr4+dDiMefiwACSP5VNjY/lZRUIhOZ+eH1+OHTS3bRPGLpeS4T3fbGnBXbBAQHZukfOYKuupp+QayLE7Xpa0GhzEnTNHQJHHWupcjJttiyK6pweCQclR9vsl37eqCvvii6UtrZQYNyeTEts2dy66vBzriSeeN6eqEgncxYtJzZ5N5tAh8e7LtYgdR9S0Z56Jcl2MeBx34UKcBQvw3XabXAeFheiCAqxgkJKrrqLozDPRra0Y3/72ZEvesojX18u/d+/GOnQI3733yowcoAsKcCsrMZubcdeulW0tLsbs7MxfG3ZhIYb3fvbZZ+P7wQ9kzhKxPMpeeGH+62GvX4913334vDaus2aNMHEghtrnnYf1+OP5uUf7vPNwFyyQv1dUoGIxGe3wZvqcdevy4JRsFuvBBzH27hVj7Te8IS8YcV33L/boe7F6pWLg3vGOdzA8PMxNN91Eb28vixcv5qGHHqLR27fe3l46Ojryz58xYwYPPfQQn/jEJ7jllluYNm0aN998859tAfPCOn78OGNjYyxfvhzLsqbA3/9CTQHAqXrN1Qt/CFKpFHv27MFxHNauXftH74JzylrHcfKtCb1wIc5nP4v59a8LGGpsxP7iFydzbE99/S23YPzsZ3m7CuPJJ3FXrMD8yU+E/Zo+HeerX0XPny9h9KdkAWcyGfbt20cikeCss84isnSpZNy2tAgwqahAX3wxxoMPipIyx6g0NUmCQC45QClRDo+MoNra8HmLsA4Gob0d48ABmctauzbPVgDoefPQ06ejjhwRpioaFdPl48eJHznCqN9PldYEKivFPmZgQGb26urIDA8T8EyNVSwmMWh9fTIf1dEx2T4PhaC9Xdps6bSAQ9OUVnBPjwCJ/v5Jk9xkkoKjR0nNmCFzbTNn4mYyDLsugdZWiufNwyorE9Zy1y70ihWoXbtEdGIYaNfFGBsTyxfPaJqCAjh+XGblPOGEzoExx5GWew78KyWt2GyWzO7dpN/4RiKZDOaJEzLraBioZBL7jDNEyey6oiTVGtdL73ALC6X9HY8LGC0owGxrE8FCJCKziJ53IZaFtWGD5AiPjEy2PgFiMYy9e/MK7VOvcKOjA/uCC6QNfPhw3kLGfPxxyeANh/PCDdXdLWyUYcDgIMq2cX0+uXEYHpY2cHf3ZMpGcbEo1B0HBRhHj8q+jo1N5ioHg8IGDw5i+XyUHDsm7FckIv9NJqV1atuSpuF5FBpjYxAOC6jKtZKPH8fo7cUFfBMTckPiOMKaZbMEBwcZKS+nc98+Ftx7Lzoel7nKQED2LxdJCALsfD6yb3zjZBZyaythT3hi7t0r83/Tp+evN+P48fxx9d1zj7Sym5oEuLa2Yt13H/a73w2GQfbGGwVEe9GCzgUXTN7gPf20iGIMAyMWEwB5zjl5kG7ddZeAZO98mvv3k/7sZ9Fz5vzJSSB/br1SDCDARz/6UT760Y+e9m8//elP/+Cx888/n927d78in53r0Dz55JPcdtttrFu3jjPOOIOlS5dSU1NDeXn51Gzg/1BNAcCpek3X0NAQ+/bto7Ky8nn2KacrpdRpM3rdK6+cVMZWV59eydfbi3H33QImGhslRWLjRqwnnxRGKhxGHT6M+S//gn3PPZimmVewTUxM0NzcTCQSYe3atQI+IxHs//f/MDymTC9Zgp41SwDfQw+JPcSb34zatAl9+HDeG00HgxIDd+wYpFJYnhedu2ABvg99CAYGBPSsWYP95S9j/vznGPfeK/t5wQW4a9bIgH04jFNeTm8ySfDAAWoBq7RUgNzgoAhKvDkot7xc2LCREWE6CwoE7IVC0kYcHhaD6uLiPODDm8UjEJD/hcOTgMfzjEMpjGQS3+AgxvbtZKdNI3XiBL7iYoricWhuhpUrZW4R4ORJieDK2cvU1qI9axjlOAIAi4pE0WzbOHPmSPbutGnPE2W406dLfJnndYhhEOjoYHTvXkL79mHGYnlGyTh8GDMSkRZqV1c+Psw8cQI9NoY7Zw7Zq6/G3LpVbFhWrJDXHTuGfdZZGH19sg0FBcK0eTN37vTpGO3t+QQLtMZqbsY54wxJrjh11m1wELO5Gfv887EeeURan46D9eSTWJs2Yb/hDZjbt0vcWzCIW1+PuW+fGBbPnSvRgP39cqNRVpZn8/SRI5DJYLS1CVNpmuKRGAzmVd653GG0RvX04BsaQnsiC7LZyRsT1xULHMcRFiydFvB1ypykisXk2szN93kilHwcXDaL4fdTPnMm4YsuIvirX+EEg6hUCjebxXIcnOFh0jU1cj34fPkM35x6WoOISpB4NgoKxHZGa2mPe6bOgCjCIxFhxAGjtRXjwIHJ77zPJznCLyytZVaxqQm9bh2O62IcPTo5n5jNYj3xhLz3tGny/EOHMJ97DnvOnOeNoLyS9UoCwP/Nyh2bdevW0dvby+bNm7nvvvuoqqpi+fLlnH322axbt45Zs2ZNsYKvck0BwKl6TZbWmhMnTnDy5EkWLFhAfc7t/yXqdK1ZQO7cX6R9omIxATClpfJAIDDJ7JySWak6O8Wg2Xuss7OTlpYWZs6cycyZM5//g1Vejnvllc/7HPe978V973vlH5kM1u9/LyIS05QFs7dXYr+WLEGNj5PNZHAzGQKbNskCOHu2gNOtW7H+6Z9QmzfLQqk1xp134vyf/4Nqb0c9+yxONkutzwcf+Qjqyitx4nHM//5vSTjp6JDW7vAwjtY4TU2osjLUsWPCdNXVCehqapJWbE8P5FIvPJYs344NBITFGR4WYJPN5m1xnEhEWM22NhLRKKqmhsgFF6CPHcPYuBE2bkSVlcl7VFSgWlowd+/GrauTxdzvn2SGJiZEMOF5wpnHjqEcBzcUQlmWJHEkk5Nt1kgEPTGBmc2itKbW2zc5kUpay1qj9+wBz1MwPzPnKWaVaWLMmyfb57GCaC2xfYZB9r3vxWhtldk4kNxhxyH1H/9B8LOfFdBWXS0s7ugoZLNkr7wS48EHMV1XkkeyWQFx4+PSJu7rE5sa7xj7HngAe9Uq3PJydG0tvscfl3nK48clmaO0VDwAp09HV1ZitLVhr1hB6tJLCX7gA6LMDYflxmJ8HOeCC4Qlv+++vLAj18rPLFhA1DCo2bp1MmPXizvUloWeMQMdieC7807xNdRa/BSRFqwuKcHYvRvngguw3/hGrAceEIDoHWtn+nSy73wnxsqVqKYmzL175eYnlUIrxURtLbvq6zG2baO8sJD5jkNwy5a8zYyeN49Mzkdw9mzUnXdKLrIHKjI5M2Ykzs04dEjOeU4tnft+52p4WBJFKiry84EohVtdjblnz6QaO5uVec/n/Wi8AJzkWt05BtDrJPAyhRK5isfj1NXVvSLv9b9dWmuWLFnCkiVLABgeHuaOO+7g7rvv5kc/+hEgkXXXXHPN1Gzgq1hTAHCqXnOVc6tPJBKsWbOGolMVgy9RfxQAvkTp+npRsh4+LPNi0agAxmRSgGEgIIPiXivUuu8+5jz8MOmSElb9zd9QNmuW+JUNDQkrcJoW8x+Uzydq2P37Yd48AXaGIarIkhL03LmkYzFJnojHIRgU8OW1WNXu3bIIVVbKAtjdjXnHHQK2/H7M0lICsRj8/Odkb7gBEgnxO0un0fPny3ueOIFubxez5pkz0cuXi9oXZH+XLRMQePKkzJ+lUqLKnDYN4+BBWbinT4doFHf2bIxDh+R9vfgwwzt+OpOh0LJQK1bA6Cjmhg3ik6a1WLOsWSOMX0cHat8+jK4u3NJS3DVrRKXrRbMZtp33wtPFxZjbtkkyRSQi9jgeowQiAHKCQUyPmVQjI3J8tRZgmQOSmQxxw6AQaRurU2PicrnDQ0MCSC1L1Mme8lal0yJU8Wxacq1Va8sWia0bGJgEUqaJymTIvu1t+B9+GG2aeXsWXBfjyBFRMx8+PNk69mx/jL4+dEWFzC+eAmJVLCb2KmvWCEDxYuDU2BjORReJOtw0JYEilRK/xuFhnEsuwd28WRje2lrxSOzsxEgmiS9bhpNMYu7cOZmU4jgow8Beu1ZmUp95Bv8PfiCgKpsVe6Xly9FlZcKEDQ8LC1lRId+fUAi3qCifToNhkL3mGoK7duUta1QoROFFF3Hmm9/M6Ogozv33YzU3CyOpFG5hIVnTJNzRAStWTN54eEBLBwLoU753bk0N5sSEMNta45aVYZ/C+JkbNuC/+WZRtRcUkL3hBuw3vQkA++qrMQYHxWbGMHCXL8f2BF/4fNgXXijilVRKroHKStwzzpDPzWQo+v3vCXgtU+fss7GvueYl84Bfql6pGcDXQiml6OzspLW1ld7eXvr7++nv76e+vp4lS5aQTCZPm0s8Va9sTQHAqXrNldaaYDDIsmXL/mybgdNZwfxJFQrh3HQT5k03CctXXo7zqU9h3H03as8eeU4ggPORj+D++MfYt9/OtGyWglAIY2gI9/zzMX/2M1mcy8qwP/c5Wcxvvx1GR9HLluG++93PF4Eohfs3f4P5jW9AS4ssouedJ15v990HsRj+iQkS5eWER0fFciXXvi4okBm9gQFpyXozWMl4HCuZJOjzYWSz0rr2YsB0fT16zRqMZ56Bnh5ZFNetY8KyKPXsSVSuvTsyIrNYExNiAF1cLAtYa6swg9OmSVpJd7eArrExyTpeuxZ17Bg6EBC/OdvG9vvxFxZipVK47e1iy5NjZWxbVMRbtqD8frGr8cQTZjQqrfOqKpzzzkPv3487YwbmoUPCPimFoxRGR4e0RY8dw1m4UObl+vowxscF/GktLJllyTxbPC6gxXHy0XoFXitUeUKSnHDBnZjAPXQItWgRqqRE0i9GRvLqZOJxYS4TCTF/zmZxamown3su384nlRJRh23DwAD+X/+aRGUlRX19efaWbBajs5Ps6tWTApJcioenttaFhZjd3c/3s8sZVvf3Q3c3xuCgpIZs3w6XXSb2Q7GYiIK86DU1OCjzho4jStzaWpkZNQyMwUECg4OSdVxQgNvYKPs8OIjygLuKxzH6+4UVLCyUa8ZxJP83l/HsMag6GMQ966y8r6TR2irfF5Dxg9paYUhNEzUxgbV5M9anP01lZSWh3/4W03Fwy8txtMaYmMDX1cVIby8Thw8z8+BBjFmzZGTDm980OjvluIyOyvasWCEzix6bmlMMq4EB/N/5jlgY1daKvcz3v48zbx56zhz0nDlkPv1pUXabpgg8TvHgs9/5TgiHRbBSUID9pjeJvQ1Qsm0bkaefllEFwHfvvRAOY59iu/KX1OsFAOYY0s9+9rPcddddRCIRzjjjDC655BIuu+wy1q5dS+CUMZ0p9u/VqykAOFWvuQoGgyxevPgveq1lWX8RAwgipLB//nOZFSwqgkAA97LLJEUkGkUvWsRodTXWe96DVVJCLBgkVFKCuWcP5nPPTUaz9fVhfeYzsuh0d8sP2P3343R04Hzuc8//zAULsL/8ZVEeBwJor62mp01D7d5N0jQZiEQo3rxZxAOe/5wOBgV4gYCpiQnsYJBERQXl6bTM+XleebqxEfPrXxdBSjCIc+GFsGCBAJ3RUZxQCLu+Hiublfm/HDMJwmoOD0smcE7F3NYmwDOn1h0aEnPfTEbU1YYhyR0dHTJ8Hw5jVFaiPfZSTUxMpmKEw7IwDw8LUwOTqRjpNObGjZKs0d6OEY2KEKa3F11XJ8ArnZb5u0hEtq2wUOYHYzFcy2KirIxIfz9q3jxUX59Yf5gmbnU1RleXMEhe0ob2Ujhys17aA2DmyZNkhoeJrVhBoLCQolhMzkN/v1inrFlD5r3vJfDd7woLe/Qo+Hy406eTffe7sR54QJI35syRGdATJ5iYPp3CTEbEIjkPxkxGZv6WLMHauzfvnQcIGJ8zR2YVPbFHjqXUPp8YTbe0yDU7fz5Gby/+L30J58wzse6/H/PEicmMXsvCXbwYW2usRx/FOHJEAF9uv30+nFWrRCgTiwmr6NmhqGhUvhuOI8fHsmRbslkYGsJMJnHnz5fjX10tLeEDB2RGM8cEnhLVBp7lSjYr1kW5Nqvrorw4P5XJYPl8KK0xLYvgvHkoy2Igm8Xp7SVdWEgwFCISjaK83w3lOPm4Qe0Zm6u+vjxbqDybIrehQZ5TV4dx9ChGVxeOZ9OkKytxKitP/2Ph92Nfc40wey+oguPHZRbSa1XrdBpj/354BQDg62kGsLKykrlz53LeeeexcuVKFi1aRH19PdlsFr/fPwX8/gdqCgBO1WuuXs4X/0VbwDk7kRd7f9OUlmquiopw3/lOtNa0tbXRtW0b6wIBAqWlxFMpmd3z/NfcuXOFFZk2TdSc3gydNk0YGcG45x6cj340H1WVr8pK9AsWGvf66+H66xnv6yNz550QDuO++c1iEZJKCWvmOLjnn49ubyc1Pg6WRYnW4unX2SkLYE4Y8OyzeZNh8777sJcuxfzOdzBaW2lKpzFLS3Fvugm3qgrfjTcKMPH787YYFBbKMP3ChcIudXcL2AoGcZcswdi6VWxWDh3CiURIDA/jj0Twj4ygolE5p9msiFhyi3MoJMfbm+/Knx+/P6/qJZMRcG2aOAsXSkRaXx/mzp24FRXCJlVVCfM1OirpD9XVAhZ9PnzxeN6vUFdXC9B2HMkCHh2VFmUsJq3UbBanrg4KC2W+0DQxPYFEaGyMbDpN4fbtaMfB9SxojIkJzD17cGfOFLFFbu4rkxFF6tAQ9nnnYW3dip41S85tOIyZTpO48UYKvvtdAaVeG1klEujly3GyWRGyeHFuurBQ9nn2bAzTFMYvV7aNceIEzqxZ6NWrhUn73e9EbBIMSou9vBzd2IhbX49x+LBErBUU5H0KCQRwGxrQhkGmooL0v/0bxrFjcuxzs5J+P7qhAfuii/DddRfGyZMCDnPft8JCnLVrxfZm40acCy+U+ca+PrEJCodxQyHMw4dxzzkH+5JL8P34x6hDh+RmxDBwV67Mz2G68+djtrdLS997LLpmDf4ZM2hqakL97d9itbZCczO21gxNn05rfT2BgwcpKylhus+Hf+dOabV7whzHs2rRpaXCuj73XN4gXRcWPn/Ob2wM0/PZdJcskRnQP6GygYCw77m4wFQqPyP6ciqRSBA5NTLyr7Ryv+9f/epX+cAHPsDTTz/NAw88wHe/+10qKytZsmQJ559/PuvXr39V7HSmarKmAOBUva7qtAAwHsf85jcxnnxSlH/vfjfu+973Jzvz27bNgQMHxLPqssvwb9uGevZZAkoJiMilY0xMCDsSjeYBjerpkRYeSNswlZKW8tiYsGU5X7E/UoZhkKyqkpi33l4Z5O/vh5oaGBggFYkw3NhIUSJBJNfiKimROb3CQvGu6+sTgBEOCwhsbcX8yU9ERFBXRyoepzAaxbj5ZoxIRNgmD9gaO3fiXHppHixQWYl7xRWo3bulZZgDopdcgmppwY7FiCUSmLW1WA0NpHfswNfZKfvuupKsUFoq84u5NA3DkGPk9wtLlDPhdV1h5Lq6BHxccAFUVGCvXYvv4YfFvsNLzMjbwHR0iG2HaWKffTaxWIzgzp3Cynkxbm5JiQDEdBqjpwe3ulpYNdcVM+Vcjm5OberNM4aLizE8k2EDhE3SmrjPR/rAAcq98ywnWxZ/65ln5MYgk4HxcYyeHlRnJwWRCEY6LTNrmYxsv2mKMEcpsR/yjKUJh6Wd2NcnfnyzZ2PlTJ59PtmveBxjfBxnfBzzwQfl2FoW2u+XFm0wiNPYiOruxty/fzIqzvM0tC+6SJjB1lYK2tuhqAj7iiswjh2T9n82K6bQHR3yHVqyRFrtXiSf9q53XVYmx7Czk9B11wkIzmZRpokzbRp69myxPcqBvKoqVEGBfHY4jDEykk8LcZYvx3r00bwSWYfDEj3nMUjmrl34jh5FxWL4tSagNeaZZzIIDDc3E4pGiVRWEshkBDSXl0+yjmNjaNPESCTkBkBr7Isvxl26VP7uMahGSwsgSTuZz3xGrt+XqIEVK2iKRjEPHhTwWFWFc/nlL/m6l6pYLPayo+BeK6W1xjAMFi1axPz587n++uvZv38/t956K9/97nf51re+RXt7Ow0NDf/bm/q6rikAOFWvyVJK5RMb/pw6HQA0b74Z41e/EhA0MYH57W9DSQnuW9/6ku8Xj8dpbm7G7/fnZ1Ocf/1XuPlm3A0bsBsb4cMfxnjkEbF3GRoSNuXqqzF/+tNJMOi1V80f/UiAqJeZ6vzzP8O0aRg//rG0WleuxPnQh2TRb28ncPQoqaIinA98APOuu2ThWrgQ593vJvHtb6Obm6ksKMAfDsssU1sbdHWJLxxAUxPqxAno7xdDZI/hUH19svANDGBalrQGh4dF0ZkDe57fG5EIev16sZuJx6XlHI/L+4+MoPbtg+nTSScSJJNJisbHMbNZdCBAetEiHCA0cybqwAEBgQ0NklLS1ib5rwMDAlqnTxf7m5y9TDot7JjfL6zWvfdiX301/nvukVk+TzxhPv44zhVXoE0Tc3AwL6Aw+vuxa2tJLl1KyGuzGm1twlLl4r/6+zHGx1HZrMwJeiwpIMxhjv0yTcwtWyZTNXw+AalAQTSKz5s90zDp8ZczUk4mcebNE8Xr4CC6rIyJ6moqd+zAXbYM48ABEZqMj4uZ88GDOKtW4VZWikG1ZYl/nzfvp73oNPx+aY8nEgK+IhExop6YyCt7836J8Tjmli0iIvJmHzFN2Yd4HHX8OCoWwzc2hi8UmkzOiEQk43hwUGZNYzFp6RYWyneoqUnOxegoKp0WRXRlJUZvrwD3SCQ/I2gePoyTSqHXrcuznfj9YnLtKcqVlxgDYLS3C6tZXi77MjpKuKWFlGGAbeO75RYxxF6wQFjQtjbKnn6ayIc+hJFMYpWVEVuyhOF0mmQiQUFHB/27dhE0TeqamwVMX365fA/i8XxyC6aJdc89sr1z5ojtT0sLvjvuIPOZz7zkb8b4tGkkPvlJmWcFnCVLXjI+7qVKa/26YQBBft+///3vc/DgQQYHB+nu7qatrQ3Lsli/fj0rV66k6hT3hal6dWoKAE7V66pOJwIxnn5aAFXuB+XECdT27fASADAXO9fQ0MCcOXMmvb2qqnC++EX2bdrE3HnzqKqqwjnrLNyLLpIFfsYMyal9/HEZvM9mZYbOsjB++1sxNq6vR7W3Y37lKyIO6OuTgf3t26GnRwQk//VflCeTrPT74eabsb/1LYjFcEpKOHjsGNGrrmL1eeeJf1pJCeYjj6DXrkUdOiTCA29WkIoKmdnzot/09OmymKfT0N9P0DAwQiGYPh28RA0CAWEzPaCgjh0TgFRVJcCrvV3awZs3w4kTZA8dIh0KEZ47V1iVw4dRe/cSCodFGNDfL0Bg/370nDmTFi+5uC2/X4x3k0mZOzNNjJ4eEbsUFQlYi0axHn5YwEJBgViuRKMiCikrw9q6ddLGxXEwt20jeOaZBHp6UDU1kyxjjvkyDJw5c3BnzMDatk3A3+ioWKbkWLgdOwTUFRQI05XJSKJMLDYZERYIEOjrk/3JRYeBfEZHB0ZPD8M33EBhOIzv+HGMwUGqm5vlWl27lux73oP/Rz/Cra/HnTULNTqKtWUL2Xe/G98dd2B0dQkrOG2azC2WlODOmCFxe2NjAuhMU24gysrQlZUyT6lUHkwRieRbkSr3WA4IIh55+Hy4wSDWxATWAw/gnHkmvl/+EqO5WVg825ablnXrcFetErDpRQSqZFKuN8PAftObJg2Zg0EZW/C+kyoWk/8/MiIK5YICzI0b5bnZLLquDre6Wg5fURHGxAQ6nZZtTaWwGxrk+ksmpV0eCsk+5qx7olF5bVUVqqKCyNAQhbW1qFiMzMyZRBsbGRgYINHeTuPYGHZtLaGaGkL9/flMYpAbJG2aEkfotYfzkXMvUjlvUGbOxM6NT7xC9XqZAczVnXfeiWVZLFiwgMsvv5w1a9awyGvRT9X/TE0BwKl6XdVpI9rC4cmZKS9GLJ8N/MLSGt3Xx8ljxziRSLBk+fLTxs4BmJY1mQZiWeiLLsrnhKp9+6CiQtSqnkmy2r1bwIHnRaYrK1FHj8qCmGstxeMYDz4oAM6ycEtK8HmikuzDD5MsKaG5uRnDMDjj0ksJBoO4IADykUdE6etZvOTMpN0zz5SFemhIFKw58YTPh+rqwkgmcYNBTNuWbfLAIum0WI9s2ADPPCPHbeZM7H/8R4z9+zF/+EOIxUgbBhNNTRTPmIFZXy8M5Pg4enQUu6KCbDqN/5JLcEtKxIbk2DGZTSsvR1dXY46OCnMZj4vquLBw0tg5mRTQkjOE9tg5HQjIMfdsX4zjxyfPqwcQsG2KDh2C4mKcRYtQPT1Y7e0YBw9Km7KnJ2+qrEZHcevrBaQfPCjslzebp0tL5XikUijTxH7722FkBOuhh0TU4tm86EAA98wzMbdtk+0PBMS2JpMhfP/9DM2YQfXhw5hey5FMRpJD5s7FnTFDotSeeSY/MuD/4Q9Jf+AD+H/9a9xZswSQj41h9PXhrF4tytuODhFWNDZCIoHR00P2jW8UlnR8XK4pLwtXBYPYb3yjpN3kji/I8SosxDnjDGKFhTi9vRTce6/ckCQSsj3hsIg6gkHMQ4ewP/hBstddR+CrXxUAr5TMKtbXY7/1rZjbtuH70Y9knMBjUQmFsK+4QtrV7e2yzcPDMjoRCOBWVKBLSjCPHMGZNg1n9Wp8t9+O4eUz4/ORKSqSG7HCQtyaGqyNG+VvnqDI8ZS4urKS7NveJtt34ACUlaH++Z+pX7WKepBrsbMT//HjpB2HhGkyvG4dqquLsrIyypBUEzo7hXENBslefPHkl390VOL0xsZw6+tlDMHvz/8evFpG0K8XBhDgoYce+gNVcz6ne0oA8j9SUwBwql6T9XJawC9kAN33vhfzP/8TcqxEVRXu6RR56TR85StkHniAWsdhxtq1qNWrURs2SARbJCLGzp7X2IsJTvS8ebjLl2Ns25ZvZ7oLF4pQYGhIWKSBAZnf6u8Hz3svZwitMhlhQGIxUqEQgbExJvbv5znXpaqykoWLFz9/kamqks/buFHac7GYtJ1GRoSVnDNHxCc5U+dYTLKEly4l3t+PVV6O2dsL9fUylzYyIq3MkhJZXKdNk4W8tRX11FOYW7eiJyawTRN/NktFXx/u0qUYv/rV5Dyd1hLLls2ijh9Hr1iBDoclUziVEka2qQknGMTYvl0UrqaJXrZMwOnjj8vcmW3LnGFRkYghclYsBQUCvkxTYsm0zitN8y3eVAqnrAzlWdQ4ExMy09fbi1tXJ4pozzzaOHlSWMpMBnfxYmHK0mmMwUF0cXEefBqbN8sxDwZlPs6288yfLi0V1tVx5HMsC1yXUCBAVXk5/ng8zxDmPQcfeQRn1iz8mzfnwR+AGhrC/9BD0pIPBMRmprNTgG9DA7qzEz0yIgbQkYjYndg2KpHAaWrCPHJEjKLr6qS9PzKCOnRImMRc1msgIO34sTHUxAT+gQGMjg6s0VE5hp6QyFmwAN3QIHYwnoWQnj9fQGEkIseioACzpQXV3o5z7rmSyDI2Ntmu9vtFwe3NFAY//OFJw+tUCuVZ3aixMdn/8XFJ+ciZbBsGoZ4eHO8mTodCAs5yxzMUmvTas22shx4SJbPjQH8/vl//mvSZZ0I4jDFzJupzn8PctAlfMkly1izMefMYHhmh57nnWHDwIKWRCP5MBtOLq7Nzc3yxGIGvf108GT0Rk93eTvZv/zYPAF/pKLhsNksmk3ld2MDk6nT7MgX8/mdrCgBO1euqLMsinU4/7zH3qqsETG3dKnfpV1whdisvqPRPf4q64w50aSmF5eUYW7eib7xRZui89zQeeAD7Rz+CkpLTxs7lKxDA+cxn0Pfcg2pvR9fX4159NfziFxi//S20taErKnCXL8f67/+W9pllCTNXUyOpFp5dSsi2scvL6fvtbznv6FGChoG+8EKcj30s3zZW0Sju+ecL03HiBLq8HPeNb5SYsVtukbaw3y8skjfDx8SEmDIHgxjRqLQNEwlhvcrLBaB0dclim81CXZ3Eux0+jE4kyAQCGH6/5LhmMqL2zdnPeMDP19tLtrZWPn9sDEZHIRKRFvDQkJyf8nIBToWF8vqxMVR9Pe7552Ps3CkAY3AQvWgRbmGhtHf7+vJeec706RAKCZjIZPLsH4aBkc1idnTA3XeTvegiVDSK0d8vYG5wEBWLYV96Kbq2FmfmTKyNG/Msop4xA3diQljBkyfFPmbVKnRVlbCEwaDs88SEnPNQCHP7dmnHai3Hz2tfqp4efJ6YhFQKVylZ7BwHRkc5WVbG3FMzgj0Aq3p7cc4/H3PHDmlPmya6thbj8GHss8/G390tRtEdHdKuLC5G19aKoKKrSxTp0ejkXJ0nnDnVHoVQSNJt9u3D7/OJiCaXBez3QyyGuW8fur8fEglR0o6PC/MWDss1NzYm59RLgCGTEeXtggUC7sbGUIkExokTZN/5Tmnd79sn6ljPSDqXmvI8RbxlyTHLZuW7YRhy4zMxgTExITnEpint964ujN5eHCTz2NqyBXfatHz722xuxty9WzJ9AT1jBvaMGQD4gHqgvqFBbhwsi/ELLiA7PIyTSlGQSDDW3k64pobS/fsx9u/HnTNHvn/Dw5ibNmFfeSVOaWk+kvKVrFgsBpweNE3VVP2lNQUAp+p1Vadl5ZRCX3LJ6XM/verq6oKnn6YuGMTX2CivicUwNm8WP6+mJlnU9u/HuP9+YRW9POA/WiUluB/60PMecv7+73Evv1zMob1cYHfWLGGykknccFiAQUGBgDHXRbkuCb+fudu2Yfl8ktpw553yhn19GI8/Lp55ZWXYN92Ee+WVmLfeinXTTejaWuyPflRm7SwL4667JPGkp0eA7fg42aIidGkp/kBAfAuHhiCTESAaDsuAf18fenwcAgHsAwfwJRL4fT4RloRCskAfPChsTM7exQPNsaYmwsPD0pIsK8M9/3zxYXvmGThwQOYPPcBFTw/GgQO46bSIQwxDBC3pNGpkBKO4GFVais5kxP6lowNdVSU2Iw0NAiJCIQFl5eXY6TRWPI4xMIC1YYMA1Rwr5bVQfffcgy4uxvLm9VAKurpEeBEO46xcmc+szWW/ar9frEEqKrDuv19AqnccCARwp03D3L1bxBnhsBzHwUHcuXMx9u/HyLVFAX8sxtynn8aprMTyMn3zc4RjY6TnziXY1ycs5syZkozy3HPS5nzTm/D97GciYikvx21qwnzuOTIf+xhmc7PsQyYz6bkIki38s5/lvfdy2c46HCaxeDGBgwdlptG2J216vO+U6/lBWg8/jHPppejKSslC9hjf3DlxZs7Era3F3LVLPieVAsfBWbCA7HvfK4+7rjCXIyNy/bsuztKlOGedJZ81Zw5qfBzV2iqMsG1jn3kmhs8nM6CBgBxjn0+6Bbm4PpB99pJZ1Pi4gN2cqOklSpWW4i8ro9x10fPno7u7SScSTBgGx/bupXzPHubHYuhMhqBlYQYCchwzGRzHEfCXY6MDgT/ZbeDFKu4B+NfTDOBU/e/XFACcqtdk/aWtgD83Cs51XQ4fPkxfXx/nLFiA//BhdC6aamJCAEjOesEbElcTExCLUbx3LwFvMeKPGca+sJSSGb1cFRWhCgtxV60SoHP0KHpkBGbNwgmHiQ8NoZNJIpaFEY9DdTXKsqT9ec89si0lJVBbC11dWF/8InrWLFEayw5ibN5M9je/kTiwhx+W9I6VK9GLFqGOHiU7OIgKh3FXrJAW48mTMls3Po5eskTavgMDkM2SKioiGQhQXFODOTQkLFpOQem1fonFZPg/k0GZJmW7dmEoJWrP6dOFYfSOmerrE/BUU4OePRsnHBbxjKfmdZctE8Aai2GcPIkbjWKMj8tcXiiESqcxjx4VH76RETlfhoFyXdxsFjcQwHVdOXYgc42Wlc8YxraFBTznHHwPPphX+aK1ALbaWpl7O3lSWK+yMrGa6ehAp1K4XpqGrqsTpm9gQOLeLr0UDZjHjglYMU2UN+eW+Zu/IfCjH0nLNrct8TjKa9k/rw3sOAS//W3GFizAV1WFpTVhL4LMaGnBnTFD5gcrKqTFH41i7txJ4JvfxFm6VGbwCgoEJBcVidlxfz/2RRdhPfBAXkCSSwyxS0qw580j4LF9+fL5cJYvlxnRvj5Uayu+W28Vpa/romtqRLzh82E99hjOhRdiX3edKI9TKTFGDoel5R0MSmxcUZEwq7mWbkEB2fe9b9KqZXAwbxWkTBNn/nxcwIxGobQ07+WHbQvjGgziegDQra8XD8nWVlFROw7uzJkyk+uV+fjjWL/5jbTM164l+/73i1VSY6PkGD/4oCh5w2F8117L3IsvZg4Qq6rC3boVffgww4EA4XiczPLlpINBDNumYGQE/5e/LN+z0lLsd75TkkReRsXjccLh8CveWp6q/3/XFACcqtdV/TkAMJVK0dzcjNaadevWEZg9G71/vzBjAN6iptrb5d8524qGBsx//mcatm/HUArroYdwPvc51P79qB07JELr6qsFPDmOtDpzOagvKPfii6WFe/CgLGIVFbjnnYe+7z6i4+NYXsatCoVkMY/F8iCH4mKxhUkmhWkoLIShIQEnwaD82zBQra0YTzyBe911uG95C8bttwtbpxTu8uVEx8ep3rYNhofRgQAqFBIRigdmdEUF9rRpJHt7CYyMUFJcjJo5U2xnurpE4Tw8jJ47F44fl7ZxKpWP/8rNaxkdHZIH29ODtW1bHmDogQH0xAQqHEYNDGAMDwtI8yLFCARwLr8c84kn5PhYlrS7fT5cz3DZ6OhAZTIiAjBNiEYxRkex/H7MTEaOQzSaT7zQXgtUeZFw5o4deQuQvFBIaxHVNDTgmCbG4cPyOV1dMvh/zjkSFaaUAL/xcYlUKynBevxxaUWHQnINDQxIO951yS5dSrqoiEAmI0DZi0FT6TTpG28k8P3vy7b4/RAIYCaTFACZeJzA1q2TAFEpjPZ2dHU1rjdLahw6JKzx8LC0z4uLJdXDtmW+USlUPC7AtqREEmUqK1GGgTp2jNDBg8SamkQolGNg/X7JTH72WXRDgwhRWlowPKY4F0Xn1NbKWIE3w4fPh25oEFDmiURUfz+qpwc9axZuXZ0wriDbEQ5jbdhAduFCSCbxf+c7AgJDIRG4tLZizJ8v5tyetYx90UV5P0Q1PIwxPCwg8cgRUUtrLftrGLgVFfkoRmP7dvzf/naepfPddRc4DtmPf1xm+q68UmIFR0ZEWT17thw7IDJ/PsZnP4vvjjso7O8nNm0aPZdeSv/x47jxOHPvu4/M0BBmfT2+Eyfw3XqreAh66ua/pHIAcGpGbqpeyZoCgFP1uqo/NQt4eHiYvXv3UlVVxYIFC+TOurER+5ZbMDZtEn8xL9zd+vSnUa2t0g684QZUdzdGczPZ+nq0aRJsbcX8P/9HWqfeIL6xeTP2P/4j5g9+gPKUms4//APutdc+f0PKygQ8PvccKpPBnTePLsMg0dPDjMOHCfr9tC5dSmE8LiKAnEGy1rilpZJBm80KUzI0JGAsGs179FFUBIDq7MT47/8GwH3Tm/KzVXrRIkb37yccDBJubRXlcVWVKJUtS6wvTpwg7fNJa6ygQLwNMxlpt0Ui4qM2PIw6cgTd1IRbXJz3fnPHx8mWlOCrrUV71hrmvn0CHIJBAQWxmLSwn3pK5hC1RlmWvO/27QLecvFnPp/MkrW14c6ZI8xTLCZq5Z4emD0bXJdMIoFx8qS0X02T7Pz50v7t7sYcGcl75wF5tjPvfejZyACYBw6IYrWmRgBFfT1GKgU+nySAlJXhTp+OLi/HevZZsZVZtgxAGLrKSozWVok5C4dxGxrwP/44saIigkND6HRaQKnWqJ4ejL4+AYW2LcfGa536YzHUtddi7tmTN17WWqNsm5QH+AIdHXJt5K4traXdnbMFSqdFQGIY2G9/O9b27aJOn5iQNr9tY0cixJcsoTSZxNRa7FSSSUmeicXQto1bUYF18KCwuOGwnLN4XAyeAwFpk3siHe33y99jMdmXigoB9q4rySvz5uVvFHJ5wwDGoUMY3d1y/XpMqTE8jOPzYZSWynt4n+3OmCFzht5nAvJ9ME0x4fZi65TneUh5ubSOx8fROauWvj7MjRvJfuQj8t1QSjKB/8jvh7toEekvfQlcF79hMAeYrTX9W7ZQODBAtLqaRCaDFQ5TduwYiT17CF18MZb1ly25rzcLmKl6bdQUAJyq12S9Wi3gXKTb8ePHmT9//h86zVdX47797c97yL7zTsnWLSyESATz3/9dFi2/H601OhLBOHhQFIvejJg6cgTrU58Sr7LycomV+s//RM+YgfaAZb6Ki2VG0XU5cuQIvb29LPvsZ/EFg9iOQ9t999H0yCO4F14ogMxx8l55euZMUWXmwEw4LOApnRZmZGAAyssxfve7SVuQqirsr38d/H6sv/s75h05gj1vHvbnPieL4ze+gY5G0atXk+7pIXXkCP7KSsINDbihEMbmzcLMDA/LnOOMGZiJhADPw4fz3ngqmcRMJPBpLYAyFkMdO5b3qNPeMcQw0IWFAn4MQwCQ3w/j42LG3NYGti0tyIULhWk7fFgMnHt6xNw6FJLnHz1KvL4ec2gIf2Eh5vTpqJMnMYqK8gIFDTizZ2MeO4ZbWSnMTk6ZDJPzd97z1fAwRjxO9tprMXfulFxdb87LBJymJvGv86LpzLvvFoYxEsF+xzvQe/cK+7lokexbayuxadMoqK7G2rVLzltJCbqiAnP/fpxFizD37BHxhtayDUNDWM88gy4pEbDmugJogEA0ytjcueiREUK5eb9Tr3nTFIVtVZUo0YeGMNrbyb7vfdKq9Iyjtd+PkUqRmjMH1+cTe5yODjku2Sw6HMY+5xzZBy/lIqcSBsRKZvVqMAzMfftwzjpL2rzenB6Ai9irOLW1uHPnYt17bx54KySHGJDtMU0B/BMTMi/o9zO0dCl1Xtvcfvvb8f3kJ6LGDQRwVq3CWbNGPqe0VDKqPX9DZds4a9c+j4UzRkbQu3YJU2lZMp5wqnhjdFRi7IqL87m+f1CnPF8pha+wEBUIUBWJ4JSWkhkdxTVN2vv7Gdy0iZKSEsrKyigvL6egoOBP/p2LxWJ/1vOnaqr+lJoCgFP1uirLsk4PAFMp9COP0LNvH+OlpZx5/fUUe3Yuf8KbyoydV3rGDHjsMbGH8MxndTCYby8B0haLRiW6bXxczISjUdTevQIAc21bbwHJZDLs2bOHTCbD2rVr85FPCsiUlOBUV2O2t6MXLBA2LJWCaBQ9axZ64UJhNvr7pSVcVibgIZuVNmltrZgEe2pZdfIkxi23YHjtWp9hEHz6acxYDPs735EZvKNHcZWC4mL8l1xCeNo01MmT6Nmzca+8EvXsszLjNzyMmpiQ+cETJ4QdDIXQFRXSAt+yBWt8XF4LApqLiuR1rivGyqkU6uTJSbFCTiChVL51iN8vyu1QCGf9eswHH5T3KynBueIKWeTHxnDb2zH7+ghmMujVq3HLylDHj2Ps349uaJCkCtPE8PKbVSqFW1cnQGZoSLKAXVfam14LWnmsoDtzpvjreSkb+dzfsjKZEzx2LC8yUKmUzC0+95xYGnmtXuPYMTh5kqKCAuwPflDa3cGgMKletJ59xRXiCbh5szCy1dXosjIRV6xahfX0089vA7supfv24dbVyXn2rpscDHTjcbKrVmFVVYngor8f3w9/KG3NggJRVpeVCbt59CgFBw+S+eQnsX77W4lC82YEUQrz2DHss88WIJpjvL1z5VZXS7LJwYOQTuP71a8wvTQMXVEhbFwqhXHsGM655+KsXDk5h+j3y82FZ0TuLlokdi0tLXlFtC4pYaK+flJhq5Qwk4OD6PJynAsuyM/rGsPD0tr2FMTaE6gQCMhrJyZktMK7KVKWReaaa/LfR2P3bvy33CLvHQ5jX321+D++BADLVFWRXrGC8sOHsfr6sADn/PNZ/I53kHAcRkZGGBkZoa2tDdM082CwrKwMXw78nqamGMCpejVqCgBO1euqTssAptO4//APOE8+SY1SNEYiIg648ca/6DPct78ddexYXlXqrloFxcUYDz8sQCKVEsYrnZa5PcsSTzjXlRZkLiYqEsG54Qaia9Zw6NFHqRwfp2nVKswXzgqGQqTe9z58d96Zz/V13v9+jOeeEwVwMIhOpUTk0dMj7cPiYlmcg0FZ9EdHRcVaVCTb09Ii6sqyMlzTxC0sxDp8GOvTn4aODrKBAGQyFIyO4joOzjXXYNx6qxhc5+LRyspQXpycLi6WBTcYFA/B3l60YZBauxZ27EAVFeEfH0eVl4tgY+dO2S7HEQamrk4AZXu7gGMvhk0lkxgnTkj7NpkU8PfkkwIUXBdtGKgjR3AXL2assBB/QQHBQEBY1YULBbgtWYJx7JhkB1sWTs4ux5sZU6mUtB49/0U1MSHntbBQ5vMyGZTr4v/Rj/KzjdrL38W25X1ymc8eWMlHsfn9wsBFIhg7d2KMjOAWFhKvrKRiyxZRwSYSYn3T04OybcwNG3AuuAB99KhYoiiFMTgovngLFmCPjWHt3CnK1khE1K6ZjLSoS0vzbVSUwvX7MWMxsvv2kfH78XuZwQDkzmVdHW4ggHHoEL6REYJe69VdulRunCoqZKyho0PmSefNI3vFFfjvvDOfJqINQwQXu3ahp03DOHgQ//e/L6ysbcvNgTdD63hMq9Iad9YsuVYzGfl+RKP5drUuKhIluuvKTYBlETlxAsMwxMT5C19ADQ3l4/sCX/oSyR//GMrLhXmvqZFzncnIMTFN2V7HwTh5UhTFExN5lXKe5YvF8H3/+6i+PtzGRtTICL477hDDbq+9/0d/G7Rm6IoraLjgArneiovFdiYQIAyEw2Hq6+txXZdoNMrw8DDt7e0cPHiQoqKiPCAsKip6HtsXj8dfFQuY0dFR/v7v/577778fgCuvvJLvfve7lLzIzfH73/9+fvaznz3vsTVr1rBt27ZXfPum6tWtKQA4Va/JerktYK11/j2iv/sdoSefhOpqAuXlMDCA+fOfyyzcH2vtvFgVFuJ84QsMbNzI2PAwC664Qh6vqkJt3ix/v/56zJtuktzUHCAIBlFPPCF+bZWVqJ4enC9+kd6VKznj2WcJeqyge/XVOP/yLxiPPYbau5cZvb04H/84zk03Sds1EhHweNZZktN67Bi6ulpYNMPIL7YqnZaZqFyb1XFEdRsMCnvlCQ8ChoFdUiKv3bABHYtBOIw5bRo6GoX+fmFwrrtOjHXHxlDNzeiFC3H37cPYv18eLyxENzVBQwNq717o6CAQjeIGAmRMEyeZxD10CLu+HnP2bAJe7rDR3y+sYWOjtM/7+6WVnUrhzpsnLcfublRbG2r3boz9+wV0eMpV8/HHGe/oINzdTXB8PJ9yoRxHhBqevxx+vwCBXBKLZ2miIxFRHC9ZItm7g4OidM1m5flK4RYVCVDLMZS2nW+zG52dEteWYy1zNiCui+HNCTqXX44ZCOBUVJBdsIB4NEpFPI67eLGIWA4cEE/DpUvRJSXyuoYGMaf2LEYIBLCeflqYrFAo7ymoPI84LAtnyRKJtfPap4aX0hEIhYRt9dq1Wilhrw1DZlrHxlCGgWuaBNrbMXbskM/fvh2jt1eSZZJJdHU1mfe9D/PwYfSjj8oxzHkAptNiTfPe9xL44hflOFVUQH+/gK7BQRmTGByUm7LaWmHFu7vz2cDO8uWyX4mEsJ8VFdLq9tJdDNfFMAyMI0fkxqOpKQ8QVW8vxokTuOXluA0NMn84MCDjCCMjYvqdE/mY5mRyiOtiHjz4PPWxMTgo4DweF0HM8eNyjb8EAHQcB8Pvx1m16kWfZxgGpaWllHrXYjqdZmRkhOHhYbGkAsrKyigpKcG27VeNAXzXu95FV1cXjzzyCAA33ngj119/PQ888MCLvm79+vX85Cc/yf/bnzPgnqq/qpoCgFP1uirTNGUuz1vojh49inPgAIstC8NTIxKJCEsVjf7x2Z6XKsvCmTuXWG9vvu3kfPKT8MlPTj7njjtwHUdm8gIBmYEbGpJUjuJixv1+1JEjLHj0UUyfTxbTeBzj17+GgQFhFDMZZqZSAhDuvPP5gLWgAPc975nc9//8T6isxJ03Tz6nq2sSKJSXC7tmmmI94/2XRAKVyeAbGJBWYyyG6Tj4EglZuE0TenrwebnJ7jnn4HzsY5IacvKktJjnz58EPuXlMvNomhjNzcJolZQQOOss1IEDWC0tWB0dOKZJ0rLIRiIU9fXJexmGgIhwWLY7FpOWthdBptLpfNtRV1QIu5czBTYMgt6sWE41qlpbMRMJdEEBzgUXoHp7MTs6UIcPo1wX4/hx3JqaSa+7wsJ8e1oXFuLMm4fZ0oLb0CAA2rZF9RyJyP6D2PHkZuECAfnvKSIkNTqKGYvhnjwpjF0ohH/DBmb29qIAZ9YsnKuugkRCwK5pCugbHibz0Y9KG/XAAdy6Otz582VWMRrFbWoSjz+vDa0jEcwTJ0SsEolMgkaPoVOJhCTFdHfD0aMokBa8t53xoiJ0ZSXJqiqC4+OYBw6Qff/7se6/X9hcn0+SWCwLc/9+3JUrZd8PHRIW13EkLeMNb8BdvlyOac4SyLsB0kVFZNevF+HS6KiIeEIhacP6fOjKSgH+ra0y2lBWhtncLKMV3gxi5lSfzGwWY+9e70ArSbDxWDJ39WrsgQF8d98N6TTOqlXYb3vb5Hf3kkuwfvUr1JEjkM3iNjTkQZv2+UStPDSU//7osjKxnfHKaGmR2UOlcFavRs+cKb8BjvMXWbUEAgFqa2upra1Fa834+DgjIyPs2LGDD37wgxQVFVFVVcUTTzzBueeeSyDXyn4ZdfjwYR555BG2bdvGGm928kc/+hFr166lpaWFefPmvej2/rGIzKn666kpADhVr6vK/fgmEgkOHz5MKpVi9RvegPnEE9DTI5Fe/f3Q1ISur//DNxgexvzpT6G1FaZPx3nf+6CmRtieTEYWGI9ZfNEkEMA991zMjg5JuMhmBVxojU4kGHUc3HSacr9f2lBKYUSjMgSvNeZ990nSQnExWb+fghMncH/3O9wbbvjjn3fBBQIePKGIXrBArGKam3HPPBOWLpVEjomJSf89jzF1lcJJJjGrq8WMOKeYLC6WeSlvHs546CE5HpkM1u2359ue7rp1Mhu4aRPqwAFheQxDntvfL/6G8+ejAwGMri5J6Cgrw549m3g2S+jECdzjxzG1xp49W7Zj0yYRedi2zOT5/Rjt7dJ2HR3FiUTQiQQmCIjMxcCZprCG2ayAv3XroLZWWMyWlkkQ1dAg5uDxOFZPj6hYvfd2GxuFHcuZJdfVSds8FsOtqcGZNUsYqIoKAQqpFEop3JkzMXOgxGPhcByMeFyya73WN1qLWKKtDb1lCxQUoE6exNq7Nw/qAl/7Gtm3vEXA29y5qN5eYaH8ftL/+q/4v/51zPZ2sXRpaJAWcjqNs24d1qOPCvgzDGn7Ow7mwYPC/uZsbpBZQZQi6PeTKCgg0NqKFY2S+PnPMe+9Fz0+jltXJ3Y4gQBqaAjj+HHs667DOfdcfL/8ZZ5F1WVl+O6+G+cNbyB71VUEn3lG2rmnMKMqmRRfwmAQ/3//N+bx48JGlpdjn3eepLR4s7X5GLtsVrwD/X4CY2MYhiGG1EoJ+2maMvZQViaPg6jKt2zBaG2VFq9t41x2Wb6Fa7/5zejiYowjR9DhMM7554vFDWDt3Svg1rs5IhbDnT0bd/Vq+d7v2YP/5pvlvGuN9eSTZD75Sdx583Bd92V79SmlKC4upri4mBkzZnDuuefyt3/7t3R0dPD+97+f0dFRLrroIu69996/WFUMsHXrVoqLi/PgD+Css86iuLiYZ5999kUB4DPPPENVVRUlJSWcf/75fOlLX6Kqquov3pap+t+pKQA4Va+ryv34Pvfcc5SUlLB27VoRhnzykxKJNjGBnjkT5/OfFybw1Eomsf71X1HPPScAYutW1OHDuKtWYd59d94axvm3fxO17Eskgbjvfjcg2bGu349+y1tIHT+O+6MfEdKaUDAIc+eK1YkX45W3I1FKWl9jY4RA2pcjIxh33imD6dOn43rih1zpdetw/X7U/v1i93HmmZLP+q1voY4elScVF8tiPDEhr/X7cbJZMn4/hV4bUJeUyP4nk7Jo55IU6uqkFbh5s7SdfT6oroZMBuPQIeyrr8bas+d55r6ut4irgQF5bTYr/oHJJMbQEJHeXtxVqzBiMRyfD3d4mGQ8TiyToXD+fIoPHRIAZlnC0IRCGBs25OfvLI/xywObREJAYM6Op7sb4957cUZGpCWotYh4DhyQfXIcEUx4Qg5jYEByb884Q1TWvb3yWfv3y7VTV4eeORNjzx5UOo2bzYqJcyIh79/bK9uS2wbXRaXTGMeOScqLZ4rsKoXh98ux6+3FvvRS/F46h1w0BqqvD3PTJlHS7tol83GOg66owPf447hnnCFt2fJyjMOHRRRUUUH2//5faWtu2SIMt2lKtGAiIZF7lZVyPkDAW0EBVnc3kViMjGVhuC7hffskXcUTeWTicUzDwEyl0MePC1NbXy/JJCUl+Va06uuTdvqiRaLOTiTyUW/EYhidnWQ//nHMrVvx3XGHMPVaY/T1iZ/mpZfK3J98meU9ckrjVArDS9owOjvRlZU41dUCkD31u9HTg1taivXgg1gbN0oUXDCI0dqK/9vfJvXjH8v1b5o4F14obeEXVn8/ur4eZ8UKUZyPj+M2NclxBKyHHxbBkWfurA4dwnziCdx58yaTQF7BqqysZObMmSxatIhvfetbHDx4kF27dr0s8AfQ19d3WtBWVVVFX1/fH33dG97wBq655hoaGxs5efIkn/vc57jooovYtWvXK8JMTtX/XE0BwKl6TdZfOgPY3d0NQG1tLfPmzcu/j3vNNbiXXipZtDU1pzVlVocPo/btE7VsOCzD49u2YT77rLRL/X6Mxx6TVISvf/0lGUACAdwPfhD3gx8EoL+/n32GweJPfIK6WExaatOnS/xZT4/MmFlWfrYNTyBhJJPSZtuyBePuu/MzTOrAAZwbb8T83vdQBw/Kgvx3f4f7gQ/Ic3LA6bOflVYXoHbswDh2TJiV/fvJZLNk/X4xKy4tFQCTychQfG4B94QO2lOeqpYWsZ7JeQnW1KC7uzEeeEDyZ0tKRGgyPo5x4gT29dcLozI6KmrNc85BjYxgbtiAam+fZPfOOQdz82aKo1HCpaU4ySTZUIhEURGFg4PYHR0wZw7ZuXMJHT6MKipCT0ygly0TEGjb4rmYa8NalgCgwUHMp56SNurChZi7dgmT1tUlDFBFhezHggXQ2YnR3Y0OBKQVHY/j1teLx1xVFXrlSmk35nwSPcEI4bAcU9uWWctMRq6fZFKuhdFRLK9lqL0xBTyPP6OjI6+czYGT/AxhXx/pD32IwLe/LSzYjBm4ixZhHD2Kc9FFmHv3Yu7fL5/rtZh9d92Fu2iRxK1NTEhCSjotYqH6epylSyW+LhiU68oDNm5tLfGKCop37pQbkHBY/PNGRggMDZEuLSVRVES2p4eJ++6jZPp0itNpUep6QNf1+eTYgjCPuZsaT/hhX3opzrnn4v/P/xQw29AgNzSpFGpiguzVV+etWtxp07AefVQsWk650VJKSas4mZSbCsCYmJDzk1PP9/cL8xeLQSw2mTOdSEj7+EVK19TkI/10ba34H06fPvmEWExAvvfbovz+vKm567oyD5dMyntEIq9YFFxFRQVKKRYvXszi02SZ5+rzn/88X/jCF170/Z577jnZ9tNs26nz06erd7zjHfn/v3jxYlavXk1jYyO///3veVuuzT5VfxU1BQCn6nVRruty6NAhBgYGsCyL2traP/wRKymR/71Y5dpVkJ+dwjQnWQnXxdi+Hce2sZJJ/Ll0jhdR6GmtOX78OG1tbSxZtoyayy8nt5ypo0ehoQFnxgxhpzIZYWe8hUuNj+P6/VBUhHn8uAgYAgE0YDzyCKq5WVI9QiHUoUMYLS1kv/tdrG99C7VpkwgYrr0W51Ofyqcl6H37yDQ10WtZRHp7MaqrUT09uOecg9qzR5IuMhmU44gRcA7MDA1J+66oSObd0mkxm7ZtVCKBuX27zN5lswKYfT5JcHjuOWEazzwTZRgCgmbOlHSNgwelFW1ZMHs2rlKYjz+Or70dn9bouXMJrVgBDzyAr6eHeDZL0EsssSsrCY6NQWenmPZGIqhQCLe0VGxApk8XhWkkIjY0BQUYXV1yDIqLxeDYi4hz/uZvMDZuFIsd1xUmyzSl9bd8OeaWLXJOHEcAcFubAI6ZMzEsS+bevNepbFZi9nbuFCFDZaW0isfGZHbvxAnMXGsUpBWcEyHk5vZyLdrRUawHH8RZulTEPD6fWMt0dWEGAmTe8x783/mOtEu9GxvV1ob9rndhbtkiCSfIrKIuL8dsaZH38tJH0FpmGAGVSBBbuFAAIMh5zdnNRCJYq1ahAgF8vb0Md3Xx7LJlrPP7idi2CJxqa6GwEHPTJuy3vQ1dU4O5dasotV1XAKo3H6lz6uWcubltS6KJlwMMoIuLRfCSzYqnYnExPm97tMdkq4kJmdnLZNBeugkg13p/vwBBj8l01q2bjHV0XczHH5fZ2oIC7Msum5zjO/98jBMnhOV1Xdz587Gvuiq/Xe6KFZiHDoni3nXRrpuPmHOyWUq2bCGwd68YoS9aRPY978kbsv+l9eeogD/2sY9x3XXXvehzmpqa2LdvH/39/X/wt8HBQar/jNSS2tpaGhsbOXbs2J/8mql6bdQUAJyqv/pKJpPs2bMHgLVr17Jjx44/Kw84V3r+fDEa3rNHWIJ4XNgIr/WGYcidfWkpassWSr79bRZ2d2P97nc4H/84evVqWfQTCWGT6uuxbZu9e/cSj8c566yziLyg7axnz8a96CKMRx6RBdeycM87D3P3bjETLioi3tJC0HGwenpkLs+LR8OyJHbNsgQ4lJZCezvWpz8tMWCRiMx+/fjHsrjecAPuBReQOnGC0Q0bKA6HKXrjG+mrriZ0xx3C/jU2TlrZDAzIwl1ZKZ8xPp6fhdRVVQJUEwlZhP1+USJ7qR5Eo/IaDzARCGANDeFcdpmAsKefFiayqAi9bp20mb33dcvKxBPPy2I2tcY57zzU739PMBrFNE1iK1cyUVBAWX8/wf5+3FQKa2ICXVgoIpuhIZkfjEQEuMbjGG1tAugRCxIdicjxdF04eVJmAHNze14L2Z0zB+rrcWfPxti3T8Ds8LAczwsvlH2zbWFEPWPqfJJHTrBTXy8pF2Nj6ECAkUsuoeSxxzC9FjmhkIDDWbNE2HGKiEQHAljPPkv24osxenvFw3FgQNqmTz6JeeSIKF6LiiRJZGAAJiYIfOtb2BdfjOroEGDo94st0cCApG8A1iOP5K8lt7oaNTxM0XPPYVdWYra3C6uVA4exmIAinw9fMsnMo0eZ9eSTmJ2d2H4/8dJSXMch2NdHtKUFlc3iO/NMjMOHJbUkGJTW7HPPYX/kI9iXXIL/a18TAO61TLXPJ9s7a5bMmP7+9xgnTgiTW1gooievxahGRiTvd84csaoJBFCeabcuLZ1k+nKA2jAkMcS7ubN+/Wt8P/lJHnyaW7aQ/uIX5fovKCD74Q+L6txxRAR0Cmtov/nNkEphbdwIhiGxcZdeCkDBnj2UPPywqJ8DAcwNGyAQIPuhD/3Zv0enViKR+JMBYEVFBRUVFS/5vLVr1xKNRtmxYwdnnnkmANu3bycajbJu3bo/eduGh4fp7Oyk9hSv1Kn666gpADhVr8n6U1vAw8PD7Nmzh5qaGhYsWIBhGH9WHvDzKhzG/tKXMH/0I9SJE+jp03HWr8f3hS9IGoWnPnTe/nbM73wHRkbIFBai+vsxv/51mcXyhAS6pobYpz7Fgf5+qvfsoaGuDlVejn5hKLxh4N5wgzBGg4NioLx2Ldx9N8avfoXq7cUpLiZdWop/YCCvclXDw2LGOzEhoMXLv8Xvhx07hD30vNRyrKV75ZX0HT3KoaYmFqxZQ6SmBj1tGuneXsbHxyk9flwW08ZGYUpOnpz05TMM8RlMpyXr1VNOMjKSj+lieFjMhHt6BEAaBjoUQs+bJyKHzk6M/ftx1qwRoYTWqEwG88EHcc8+W+xQtmwRW5BgUBby/n7cQ4dIDA8TKi7GmjcP49AhCmMxCmbMkHSQHTtwtEYbBiNz52IVFRGZNQv/8eMCIOJxESnMny/2NMmktGA95hLTFDCUycjxC4WkfZfNYh4+jJtIiOCjslLapsEg7kUXyTEPhaRVHotJi7GkBHftWnQ4LK3tWAx19GheMJBJpzGPH0eVlODatogwBgflXA0Okvrwhwn+8Icyf5db8MfHIRjEWbMGv5ccko9P6+mB6dPFFmVkRAC462Ju24a5fbucy3gc1dkp//WEGJmPfQzj0CFhQjMZOcdKEZ8zh/EPfYiGz35WxCqWJc8ZHpZrbuZMnIYGfA8+iPbmA32jo5TEYjiVlehsFnXsGHu2bKFpZITphYVYpomVyWB0dQngBWHspk1De8eZSETmIY8exZk1C+uBByRxxZulNIaH8R08yNib30wjyCxrQYEkqJSVobq75Zjl3n90VOb/crY3Pl++1U02i3XffdJSzxl/HzmCuXkzdmOjPMfn++NRcIEA9nveg/2Od8hvwimzeP7ubgzHkXEA77OMgwcnIwb/wno1bGAWLFjA+vXrueGGG/jhD38IiA3Mm970pucJQObPn8+Xv/xlrrrqKmKxGJ///Oe5+uqrqa2tpa2tjc985jNUVFRw1Sks6VT9ddQUAJyqv8rSWnPy5ElOnDjBggULqD9F0fsXA0CAmhqcz33ueQ9lb70V46GHxJdu9Wppn/3sZ+imJuyhIWG+duwQtmz2bFmsjx0j8y//wnIgNDYmb3T77djf+Ab67LOf/5mmiT733OctNu673oW7bh1qdJTWoSFm3X8/esUKVHu7DP6Xlgrw0FoYuNx/y8ry+bHYtgAPyxJz5yuvpDge54K5czG//GXxUGttpWDrVuKWhfPFL4rS9xe/QO3di3vJJTIXeeyYLKyRiIDcp58WG52JCQiFRCWazUqbeGJCbGC8LFY1NgZtbejGRmF4Tp7EOnFCAGJjozA3HnumZ8+W1qthyP4MDOCUl5Po6SHo82Gefz56wQJ0LufXdTG7u9F1dZizZmFu3kzpyAgTxcWk43FJlwgG8WcyOEuWYJSU4KxahbljByqdFjDr94u9SjQqYNezNCEel2Pb1obZ1oY7cybu1VfLzOKRI5i/+c1kO7O2FrexEQOkhWmaqBMnUPG4mF63tKD9fiYaGkhMm0bF4KCoijs7xT/Pm/UkHBYPv3BYti2ZzM8QWtu2kVmyRACNZU36EbouTEzgLlgg+bYTE7kvCIDM44XDArgKCnDmzsU8dAhn3Tp0TQ3GkSPCDNo2GAbBri6Gly0TS6JQSN7HM47WxcXY69fL9ZBKgWdSnTftLihAL19OuWlyTn09E1dcgfnQQxjRKFnLwtCaTDRK8tAhQpFI3p8Px5HPMM08mFLd3eJl6JmNa8vCDYXI5OYD587FvvRSrMcey5ujZ9/2NmGrQWYr29vz4iDDdSUxxvubGh+X2duuLmGNHUdGF06tsTH5rlVUPE9sla/TPGb7/ZIcY9tyHcRi+bjBl1OxWOwPugevRP3yl7/k7//+77nssssAMYL+3ve+97zntLS0EI1GAflt3b9/Pz//+c8ZGxujtraWCy+8kLvuuutV2b6penVrCgBO1Wu2lFJ5P79Ty7Zt9u/fTzQa5cwzz6TYu+vPlWma2Ke00fLlupKNGwy+9CzgqdXYiPuRj0xulzdzl0tU0KOjwuQYBoRCxBMJMpZFaV8fhmkKeHJdYQp/8APsFwLAP1ZNTeimJtw9e0jOnk2xN6dHOi0LmDc3pT0jXp1MihghlRIQmErl7TfSx4+jg0HCdXVYra3om27Cve46zC9+kcrhYUoMA/PoUZybbkLPnYtx770SW1dZKeB0xgyMp59Gl5eTXb8ec/NmAU3ZrMy8VVdLm3N8PJ+Dy7RpAiBjMfAyZXUwKEAxlRJbnoYGVDaLsW8fats2WThDIZTPh2vbuBMT2NddR0EiIW21UEjED48+KkCpuhrnssuEsenowNfeTlksBuPjZBcsIFVVhfXMM9iHDxOfNYvi48dlZq+mBrO3VxigkhIxzB4ZERDgtYm15//HwIAA29paUSAPDcn58YCb86Y3CRg/flyYJW+u0K2pgeJinNpaEskk6dpaKoeGRMFaVYV71lkYngWMO3MmyrIwW1txLrgA64knJrfDE2NYv/2tiBnGxp6X92u2tGDnPOpO/b5oLR54y5fn7XFUOi12Mb29ZP7hHwjeeKN8zyIR3HnzCAwMEG5uxn7DG/D/138JM+i9lxoeRnV1CdvrGTOrWEzOmWFMGpO3t2NYFkWNjZLFHI9jui7poiIyts3xJ55gfOVK1gSDFI+PC5sJMkfoqU91dbWongcH5bOyWWnF52bpDAN3xQrcAwdQExM4Z52Fc/HF8jePmXQbGqTFrDXaNKVlDPJYOo0xNIQOhcT0uaQEZ8GC/L5av/kN1v33y7jDzJlkPvaxSVbvRWpk8WLquroItLTkxUL2lVe+LACotSYej+fjIV/JKisr4xe/+MVLfn6uQqEQjz766Cu+HVP1v1NTAHCq/qoqFovR3NxMMBhk3bp1p3WgPy0DODCA+YUv5Oe83Le9Defv/m6yLfRnlF64EPeKK1C/+x2FQ0Ooykrcs89G7dxJrLubtGFQls2KzUc0KguOt4iplhbU1q2iJrZt3HPPRV966YsuEIZhMH7xxVSFQhi7dglrddVVIgj42c/EfLmoSFijnh6UaQqD4921J0MhAtEohutCVxdUVKBOnsT8zGcgFsOpqMBOpwn+7nfoZcswbrtNhuM9c2P7vPNw3vY29NAQ6sABeZ9gEHfuXPHlSySEtaupEYCXm5XMMWDHjomAIqeeLSzM+xEabW2y3WVlIhZwHAEtSJvQ57qU33efMEBz50JTEyQSOGefja6qwty6NX8OdVGRKIMDAVGGrlxJYSSC0d5OsL0d/5EjqFSK0RkzmGhspG5gQBS/kQhGaysqmZQ83YmJSeYnncYA8Ye8804RugQCAsQmJoRpamvDyVndjI/nQZgxNESyvJz00aP4HYfCY8eE8QuFZD4wFoOKCkm7mJgQRjCRwBgcxL7ySsyHHxahSWmpXEcDAyTf9z7C//Vfk1nAfj/a55NkjpzH5Qu/D52dk3Nx6TQqmcT//e/jLlggquCyMozxcVRfH/7RUQInTpD5xCew7rxTzkcgINYxIyOo9nbss8+WlnNPzylfCo25dSvu8uUCONNpQh/5iLQ/HQddWkrIcQi5LkubmhhasAC7qorx+nqJ2vP7sXw+nPZ2ye2tqxPro5zow1Nlh7yYO6OlhcA//ZNsg2HISEEkIvN5uWzilSvlewEyz+f9VqgTJyQ2b9kyiXsrLZ00MAfMbdvEoiYUEgue5mZ83/8+mf/4j5cEcqmiIsY/8hH8bW3y/Z49W2ZSX2YlEokphm2qXvGaAoBT9VdTfX197N+/n8bGRubMmfNH5wQty/oDAGh+7WsYmzahq6pkUf/Zz9ANDQKk/txSCudjH4OVKzn+2GMsuvhiMkuWEP3Hf6R8927K/X6YPRvt90uaR86c2BNHmP/+7wIeDANjyxacRALGxzHuv18Wrje/WTwETRMyGcxsFqeoSEQc110nAKuwMM9AqS1bhEUpLJT/396OisVwLAvbcTADAfFv8/vFZNeLelOeWbMvmZQoOBDwt3u3ZOkWFwvwue02Mh/8IPbf/A3G4cMY8XieDdR1dZhbt0p8WzAoQpqyMsxt29Dj46I+LSkRADI4KOkrfj/uggWiANZavAfLymROcM8eYQhdF0NraXVHIqj+fjEgPussjCNHsH7zG3leNiufXVCAGhzEOessaSvu24c6flxsPOJxEa2YJmp8nMiqVQSUIltbi7+jA/fIEVQ2S7qpCZYuxX/4sER/eYKKXKvY8LZNRyLCIntpG8b27cJwxuN5+yCUEiD72GMEAwGsefMkoq+2FnfpUjEhPnAAt7JSzI/7+uTc19VNtsXLyuRz29qEDQP8e/aQPeccfJs3SzwdiBAnkSD9trfhHxvDGBzMX6cEg3LMfb7JtuT4OGpsDKOjQ56WsypRCrQmtHevGIU3NYmNi5fIolIpqKoi+0//hBodxf/Tn6I9ZbJGmDX7jW/EvugiQu95jyilg0H5vOFhYYZrajB7eigvL8c3Zw6+5ma0UjiJBCoep6elhRNbtzLj+HEay8owKypkTjMcRiuFL9cSf/BBUa7PnStq4I4OrF/+UgCgaYp350MPoRxHmOfSUhH0wKT/5dy5cOaZMDaGMTY2GQXX3i43T8GgvLaqSm5UxsfzM4Z/rBzHQVVW4rwCoO/UerWi4Kbq/981BQCn6jVbuRaw67ocO3aMzs5Oli5d+pIWBX/AADoORnOzWETkWr/Hjkkr9y8dXDYM9Nln0xuLUTF7Nkeam5n2j/9IDeCkUujZszF+/3vUzp35DNmcKlSNjooYRClUayvGLbc8Px3iO9+RhbqnB+Puu1mQSDBx9tnwzW8+307CNHHf+lbwYtrUY49hHjyIM3MmqePHyXR3EyotJVBUJIbGvb0yF6g1bigkliweWxUYHESFw5LikUzK8+JxAYFjY1hf+hLKttHLl+O85S0CyPbuxa2rw1m7VhbM0lLZt1mzcNNp1O7d8prqapxLLsHcuFFm4zzWRhcWyuzavn0Y/f3YDQ2kqqoIDgyggkFpYRcWyuJfUyMt5mgU89FHBRyXlUn7vb0d561vxXAcEXPkZiB37BBWMhzGueIK1OAg5sMPY7S2EvJamrqpSa6znh7iNTWk+vspiscJWxYqGsVIp9Hl5XmbD/O55wQU2Ha+PaqVEuYtZyFkmvm/FfT1oRcuxFmyBNebS9SWhbF1q3z+7Nk4c+ZgOo6oVCsqBHiOjEhO8LPPCvjLMa7RqNzEnJpU4boiZNm0CXvpUvwbN4p/n+clmGPg3BkzsDZtkmPjXcNonWc7dUEBE6WlhKNROHYM+81vxv/lL0ur17LkPdva5LtUU5NPGCGZlNZ5cTH2JZegMhmMjg4B7omEKNYdR66DtWsxPDCrFy6U61xrLL8fSkupLy/H19TExMQEtgdUdSCANTgI5eVkcyAokYBkEnPfPrFisSxRwXvnwL7iComt27kTt7YW5/LLBSwC7vz5OEuXik+i5zHoXHhhPhnI6O6WNv3gYF5g5axYMWkhk8nItdzfjy4rwzn//PzfXokkkNNVPB6fYgCn6hWvKQA4Va/pymQy7Nmzh0wmw9q1a/+ku+A/mAE0DGmPtbXJPEtueP6PzQG2tordh1K4a9eCFxF1ulJKcfDgQRYuXJgXouQmZvSiReglS2Q2z5sxw3Vlscyxl4Yh5sXeIotSaKUwb71VfMZME+W6lDz6KMY3v/kHApVTS59xBs6OHUzs2EHacShZswbfihXwxBOSGjEyIjmr8bjMtJWUoIaGUI6D4boCagxDmFWl8jnB2u/H95vfyGL58MOowUHst70N4+mnsR57TEQv730v7urVmHfeiWpvl9blBRfgrlwpVhiAc955mNksqrVVtregACIR3GnT5DUtLQS1RpWV4c6bJ2Crv1+OXX8/anwc8xe/kJzjqiphbMrLUd3dGENDmM89J+c2FBIWLpOReLAVK6CqShjLw4fF/29oCF1bK/Yd8TjmPfdQ1tUlwoOhITJlZcRLSyk6cYJ0eTlKa4I9PQLkCwuF7bMs3FmzZBt6e6GvT2bVcu1ZxCRYtbfjjo7KfFx3t7CXHhvHggX5HFwCAdSBA8IG+nzSol26FNracGfMEEFIdzfKcci+//34fvhDATzBIO6cORI3F4kIG5rL4M21o7u65NrLiUSUmkzYUApn4ULU2BiB/n6sTAa9YwfZG27A+sUvZK7TNKUlnkgIE/uWt+D/wQ9kHtI05bj5/fjuuYfsu98tLGZ3twBU286ziyoaxVmyRLYhkZAbjOJimc8rLMRwXcoiEcrnzSPgmS/rbJZ0IEAiHEZ3dtLS0sJMrSnxgCSmiZHJYC9ZMvm9isUwt28XgGhZUF2Nu2RJfk43+9GPojdsEEufmhpJBDFNuXno6ckLmVQ2C6kU7qpV+Vg/3223YT31FNp1UYB98CDZv/97YRVfhSSQTCaDbdt/sg3MVE3Vn1pTAHCqXrM1NjbG7t27KSkpYeXKlX9y9JFpmmROWYRRCucjH8H6j/9AHT8OgJ4zB+c07J/avx/zc5/LpxkY9fU4//EfqIMHBUBWVuJefTVOOMxBr4W5aNGi56mQc6WXL8f5yEcw77xTrEfOPx930SKs739f2oFehimGIUrH8nJRKEajYgjtgQzLG2I3Nm7E6e2VfSgsFHBwCtuQKShg31lnES4pYW5jI9a8eRJhlclgPPusAKKGBnQymY/s0qEQemSElGkSsm1Z5IJBaXvmlKSZDFprAV3xuChgh4cxn35aFtxoFOvWW8ksWYJz8cX4vvIVUXFOn45zzTW4o6MYu3eLTUc6jbtihZgyHzmC6u8n2dSE1duLYVliPh2JiDCjthbV0SH7m7MNmT1bWsnDwwIgPS9CY+tWWbxNM2+VQyIhrc49e3BME2WauMuWYV9yCdZvfyvWIwUF4hcYCqFSKWE9q6uxLrqIIp8Ps7eXUH8/9sgIjI2RCYdJz51L+ORJjERCVKqDg8JqmiaZ0lKswUGZNysoyJ9bY9s2nMsvF0Np15XjrBTm1q04556Lu2YNxqOPYhw/nmeCjd27xROvqEjA1PCw2MUYBioex1m2TNr43jYwPIzV1UXmllsI3HijsJCWJfN0nqrYLS/H6O19XrIGriuG0ZEIhlI4paX4H3gA63e/kxuF3Bydl1Zj7NyJ/fa34yxciOFlV+OZPKujR2VudP16EZHkGFGlMHp6yL797diXX46xcyf+730Po7NTVLqeQbVz6aXC+g4Py0xndTVGMonfA19Bvx+lFANjY/iKivAnk5iIaESfEkPm/6//wnrmmfzIh++nP8WtrsZZv16eUFQk7eIXViKBchzsc8+VuUzbhtHRPHuo2tsxn30Wp7ZWbiDjccydO3FaWnAWL35VGMBYLAYwBQCn6hWvKQA4Va/Z6uzspLGxkSavTfen1ulEIPqSS7ArK1G7dgljcvHFkmP7gjJuv10MkefMEcaipQXr4x+HoSFhl5TC3bCB5977XgiFCAQCL6rO05dein3hhQJOPPbSCYdR998vbbELLxTblWhUPONAWArbFjbJY7PMWEzixD7yEQFvfj/uxRfjfOYzMDBAessWjre3E1i7lnkf+QimaeaZSPejH0VfeKEAgp4ejEcfRc+YgdqxQ4BVOEyquJhQIABdXbhlZaIyVgrt82HE42JynMmgy8tRPT1Y3/uegLWKCgFqnZ2Y99+PsXs3hqc4VkeP4v/4x0nffjt67lzo7hZAsmCBWGUMDuK0t+MODGCUlsIVV6A3bRJWqasLt7paFJqFhXJ8PFClGxullezZtujqavFRHB4WoOPzyX9TKejrwxgcRPX3Y191Fe6b3iQq49FRMcsuKxNT4bo67AsvFGBYWAiBAMb+/TI3GA7jj0bRpaVkVq0iZVnQ3k4ok4GDBzE9EUxi2jRs1yUSCMh7BINyI5HNYpw4gd66VRS8uZxgEFFGZyfZf/93gr/8ZR78oTXGiRO4jiMs6saNcu01NUkU3MGDIrDp74fjx4Vp0xpGRgRUrlsn+cDebKRKJHBdl8zFF+PfuFEYQUCHQpKUMjGBvXo1UaDixAlpgQYCqFwMYGmpqJU9sYvR0oI7bx7G4cMCkpJJAYdHjkAigTt/Pm5trVzPmYzMIAYCOJdfDqWl+G++GTUxgdvUJMz0+Dhks2Q9bz1dWys3Q319+Tg5w+8nYFk0zZ2LNWMGPsPACYfJui5uPM74yAg9R49SXlJCXXOzgNJMRq6HaFRAZg4A/rHysquNgwfF53JiQtr2nslxntEMBuX5nuk36XQ+F9xMp/PMtf4TDJlfqmKxGEqpV0UFPFX//64pADhVr9lasmRJ/kf1z6k/5gOoly2T3NgXKTU8LAt0ro2jFOrIEdzZs6G0lOzEBPamTdSefTYNH/wgzz7zDO6pbOPpyrKeFxXnvvGN8MY3ehulUc3NYjZs22jXFTPdXIJBMintWY/1US0tolhEouB0RQXOb36D0d7OIp8Pa+dO7DlzIBjEePxxyS1dvVrYQoD2dnjuOYjFxFKmt5dUTQ2ZgwdxVqwQprCvT8CEzyfHIh6f9E6LxSSBxGsvqpEROVbZLObvfieAxzSFXSsulrm7J57Auewy9Lp18j7t7bhNTQzPnQuGQWTWLGHeGhqECXvqKYlUU0qY2rVrsR58UNI9OjvRnv+gLi/H6OvL++K5c+eKenlsTABWOCyiFMcRUD9zJlgWgeuvF0DpRZG5jY24l18ujI4HXE2vZaobG3EuvhjzkUcgGiVYXk744EFUIoFTXo7OZHCyWcanTyddUUHx+Dg6GMRIpWQ7PLDgzpkjoMu2ZZbOdfNJG6qrC+uHP8wrpXPXRW4+j9JSaQeXlqJSKYyDB+W4NzTIDOWGDWIVU1srx2THDpwLL8Q4cEBAstfmVUrhO3kyn4+sg0G5zkZH5fhZFqniYpkTNE0BMK4rc53FxSLmCYUw2ttRPT3Yb3kLvnvvFbDtWetg25j79om9D8gxMAw53oWFwnRDPqIt54OofT5hwHNjGZmMfOdybdlIhKRtY3nfaxUIoBwHC0REBDjV1WitaTl2jMLeXoo7OkREY1myLafmf6dSmM88IxnPdXU4554r17Fpkn3Xu/D94heSshMMYl95Je7ChfLdra9HNzVhHD0qyujhYXR9PXrGDFzXJdzXR/gb35Dr0gO89hVXvCwbmJwA5JVuLU/VVE0BwKl6zdafw/qdWqdTAf+p5S5fjrl/f35eLxczRShEKpkklkpRalnMKC5G3XwzSx94gHBxMca11+Jee60stmNjk1m4L1VK4V5zDebgIHpkBIXEw9HbKyAKyExM4CaTBCcm8sa7ylus7FtvxejtJVBWhllUBPv3Y956K2rnTgFDSO6q8+Uv477hDeJp+K53oR59VNp7Z5xBasUKYl/5CpXt7Thz5mAEArLoZjIS4ZVbwLPZfDtPh0IyT+a6+Xa59jwHcV2ZsauuhmQS64c/xPrlL9HTppH9u7/DTacZ2rkTPT5O2RVXYK5YAb/5jbRiS0txFy9GT58u6RVlZVBSgrN8OeYTT0jrPJtFz5+Pu3Il6qGHxCsuEBBQEQhIGkl7+2RL0LZRY2NYN9+Mcl1Z9HOCnN5eabmHQlg/+xnGoUNyDpNJaWWee64AsGXLMLZvx9y1S6xDKivRF1wAhw/j7tsHkQilQ0NYXV04WhOvqCA8MiLXwbx5ArQSCQFxo6OT/noFBaKkfuqpyfb1KfOramQEY9s28Qzcs0cEItmsWAC1teEsWoRatEjet6NDWD/vpslduxbzkUdEnV1RIWxgLEb2Ax/AOHlSQKR3DepAAOPQIfy5ubucibdty/kcHBRLlPFxtG2jmpvR55wjGda56D+fD6OnR8DhW9+KW1Ym6lqQWc/SUsznnhP/vpkzxbg6N2+azUpySk5I4/NhdHXJ+Sgqwikrw7UsXI9F136/CHO86w3TJFBRwbx589DV1fjLylA9PTiOg5vJoC2LLtfFGh6mJBwm9PWvY27alL/RsVtayN5wgxyLujoyn/ykAN9g8PnCq8JCMh/+ML7bb5ebh4ULsd/9bnR5OU4sxvQnnsDIZkVcND6O+bvf4TY04L7EjeeLVc4D8C/9PZyqqfpjNQUAp+o1W3/pD97LSQJxP/ABEUZs3Srg7KqrUM3NZI8cIVNQQJltY9bU4Bw5gvHEExheIL15223oeFwEDz09smh9/OPSek2lhGUpL580vT2l9Jln4pSWorzECL16NerQIcybb0YND+OaJrH6eoKHDsliF4nA+DhONIrlOJhIViteYoLx8MOS1uD51TExgfnlLwvLZRjoxYvRixcLw2ia6PFxTr7hDRR1d1OUSkl27ciI5Ofu2zcZ6VZVhS4rE4WnN99GLCa5uh7404GA2IWk0xLp5rrS/isrkxzbW25h24c+xLynnqKypQX27UPPmIH9znfKNsfj6HnzJAWlpSU/M2d0d6NraqTteOhQPq/YbWrC3L1bPsu2xWJl0SJ0LCat5I4OATKOI75y7e3CWOWY5UwGlUzi++Y3ZZ/9/nwsGRMT0uqMRFCui/3Od2JEoxibN+OsWYOdSJAaHKTANCnt6EAlEuhwGHfFClQkgrNxI67WpHp7KRwYwPQUxbqxUVqskYjY04yNSRbwnDnSQp28kIVxO3EC553vxPX7hWX1zJFVby+quxvnggswn3hist1ZWIj56KM4556LMXOm2P/09cm8pGmislnsD3wA33e/KwKUUAi7sBB7fFxm9AIBfE8/PRlfZhj5c+pWVeEuWIDv97/HuPVWYYUdB6e2VlrBritK8je/GT1rFjqTETEFYESjcp4AZ/VqrAcekNeAsH+plNw4VFbiu/NOuRGLx2XGtLsb5/LLSc6fL8+vqYFwGHf6dAGLx49L7B1gxOOYwSDU1mLFYuhgkExBAa7Px5EjRyjcv58ljz0GNTX4S0qwJiawHnkEe/16tAeA8flkfvA0pRsbyXz2s5PH2/udckdHCY6NyfhIOCxxgIcOndab8c+pKQuYqXq1agoATtXrrl5WFFxhIc7nP59PIEgVFtJy//00/uQnlE9MoMrLsf/5nzH/+7/RRUVkAwF84TC0tWHdcoswCNXVqN5ezK98BbejA/P22yXqrKoK5/OfR69e/Qcfq+fMeZ5hrD7nHOy6OlRrKyOJBOMtLZRnsyI2GB0lm8nghMOimvU8/kilhJXzVMWALNzBIHp4GPNf/xXV0SHijL/9W2hqwnVdgsEg1cuXc6C+nng8Tn1vL429vQTmziVQVCRt54ICaTM2NIivW44hLSnBmTUL4+TJ/PyaDgaFPfFEHTnFcbasDPvgQZbccgvFBw5AZaUwiS0tmA8/TOa738X/iU8IM3PbbWLf8Za3SA6vZeFecAF64UKxGTl8WEQkfX24c+bgzp6NuWWLtJLTaVE4Dw/LduYMeefNw9VaWLLeXgEfHijDNPMgUZumGCA7DubTT6NaW3He/nac970Pt6cHq7eXbEcH6SNHCCeTmEuX4joO6vhxiYILhwkfOSIsrWEQ6OtD2zbp8nKGZ82iqKuLkN8voKi7W9hVjzl2lywRf0SlUJYl7JptYzQ3Y199NdaPfyyAIxCQFnZ/P3rmTEkSiUYxjh6Fvj557yNHcFavlpas9xp3+nTMjRulJV9fLy3pkRFUNEpQKep6enC++EV869cLA5wDoePjOLW1ZC+7DN+mTZKR7OXxqpERDM+2xpk7V8RLExM4CxdibtwoNwA5y5m2Nml1FxXlVcXYtrC0w8N54ZH58MPCvp2SP62yWbEHApzzz8doaxPPSsfBXbQI2xN1acua3KbyctT4OAGlqFu2jJpVq8iOjBAYG8MZGcF2XdKRCGY4zERPDwX19dJqzbW+fb7nM4Cn1gtu5pxgELegIJ/TTSyWdyB4ORWLxSgoKJhiAKfqFa8pADhVr7t6WQAQZIGtqmJsbIzmbdsoX7CAyIMP4uSEHEqhf/UrWbwDAXRunmtiAr1kicynlZSgDhzA/OpXhSnw+2Um69OfJnvXXcIGvlTNmIGeMYNsTw+xZBJmziRTUEB0eJig4xCeOxfd1iaq2NwsVSAgoAHys1l4gg7j3nuljXf4MKqtjfQ3v4nx298SevRRFgUCONdeS2z9eoZ6exno78fauxc/YK5ahf/ccyl55BFUOi2L7549ciwsS5TFoRBq3z6xDNFa2o719QJYs1l0VxduNkswnSbU0iIgwTShoQFdWIixYwf+G27A3LxZFk+/H9XVhblhA+kHHsD8r/8SJsWycNatE9AbCIiH22WXCcjt6pIYsuZm1MAA7sKFuHPnYj76qDw/kxE19inAShcViSej4wizFovJ37wYPV1aKkCyrU2sZAD7xAkCe/cS0ho9f75EkGUymKOjwsp5jJ6uqRGhxs6dEIngmzePmmPHIBrFDgYhkcDnsbZ2XR1GQ4O0rouK5JpJJqXdqxTGli2YuZGCXDSa40gCx4YNMif505/K47lKpzG6ukTMUFAgNwiZDOrgQZzLLsOdPx/j8cfRWmP4/WLS7KmVdW2tXFepVD520NfSgp4xA7O9XRTdgYBcY55VUfaSSzByUYuhEO4ZZ+Def7+A8mxWvByTSdTwMM6SJfLesZgIUbz9UV1deeZNDQxMzkLaNiqdnpyDC4Ww3/xmzNJStM+Hc8kleaBmjI6K8tnL4tUlJSJWKioSMUUsht9jgd1AANXbS3zGDA5OTJDauJEq02TmQw8RaW/H9Pux16/HvvbaybngP1KOz0ffBRdQt3evsNTetequWPGn/e78kZpiAKfq1aopADhVr9l6OS3g02UBq+PHMX75SxgaQi9ejHv99ZPmri+orq4uDh8+zJw5c2hsbJRtOVXI8fa3o771LcInT2JaFrquDuXzScsqFJLFO5OR9qPXKsV1JRt3715p2Q4NCXi66KIXjaQzDIN4fT39b30r8TvuoLysjNDZZ4ug5dvflvZsXZ0AvWRSWK9wWOYYMxkRbXiARjmOtM+OHcP613/FeuYZaWNZFsZ//ieFwSDhWbPwHToEbW2kpk2jdc0augMBSmbMoHHfPgqAwNlno6+5BvPee8UQesYMYaDa2kRZm8uxLSgQs+aJCQJKCfNTWir7n0jA8HA+W9bYsWPSdLiqSoQs+/fj+8IXBCQEAtIiVQr7+utxV63C+sEP8obR7oIFGIWFAkYDAdwLLxSwVFIixtUbN6LSadwZM3DOOgvzt7/Nt+9Ue3s+N5l0Wtr/s2eLkKWvD/PJJ3EeeojsD35AIKeuTSRQJ0/idnWJGGfuXKwNG+T4B4MSV7d0qaifEwkByCMjEAphLVkCo6Pojg6SdXW4ExP49+7Fl0qRaWwk4KmH8fnQXjqIuWOHHLuREflbzqZnzx6MadMEuOZm6ECAU3c3zpVXSisynZabFcDYsYOBs8+maNcufEVFWMmkMKLHjqE6OrCvuw7fl788yeqWlEirdfp0YSfb26Wt7LV9cV2MHTvQDQ1kL70U1zDwede5ymZxKyuFOfZsVSgvl3lTL0FFl5WJcfTAgGx6XZ0YVJumCDhcFyOZzANAo7mZwE03yfypZeFs307685+Xmy/LgrIybM+6hWwWY2JiMunDa7erwUGZzSwrI7hsGWsuuYR4PI766lexnn2WgeJi/K5L6Cc/IRUOE3zTm15UiOE4DrFFi8hcdpmMLIRCIh75U2aBX6SmAOBUvVo1BQCn6nVXp2UAe3ow/+mfhMkJBmHLFlRXF85NNz1Poee6LkeOHKG3t5eVK1dS/keYOn3hhThFRQw/+CC+cJiKq6/GvO8+jF//WhY4QM+di3r2WWnPFhYKCEilML/7XZlPk43FPXwY533vw3joIYhGZXbqkksmwYlSJJNJmi2LpV/7GgWVlcLAAM4//APGgw+KXUVFBWrXLvTJk7INVVWThs+xmMwD2raYCZsm1u9/L9YuoZC02hIJjHvuwdfcLPNihYUUdHWxKJFg1p13El22jNHWVlo7O4maJpF4nNpLLmFaJkOgr0/EEuXl6BkzMJ56CmyblM+H4fNhlZeTO8rKdYWNGRqSBdzzGMzn6yaTYjszMiJeeffcA4Yhc3cf+Yiwqc89h/XLX+bVyWpoSNrM//Zv4LrSjs/NAbquKGRBQFfOfLmkBKOvT+xwsll0cTHuuedi7N4t2xUMCvvX3y9s4L/8C6HeXlRJCSoSQUejqJERzIcfxlm7ViLxvLYf6TTWI4+QLSnBnT8f3dQkowDFxSJe8PtF5BIOUzA4KCIK18UuLycdCpGsriZsmtg1NQRHRyUuTmucdevEs8+Lm9NlZRAKYWzaJPORu3blgaFcIA7GiRPCDnsA3C0pwX36afz79+Orq8PX1ZVn2jAMzCeewH7/+zEbGwUg5bKsx8bQpon96U+LXU48LvvqzRGqQIDkjTfiNDUR/pd/wffww6jRUZRti0n1zJnoykqM3l6cWbOkhZrJiMVMJoMxNJSfl9PTpuFWVQk4dF3xhsxkMDxDaf83v4nq7ZX0lGQSc8MGrAcewL72WnRTE86KFZjbtuUNqJ1zzsnP9+nCQnRhIc7q1QIO29rEjkYpCkMhgidPovx+CpUiHQrhxOMMbttGW3ExpaWllJeXU15eTjBnBXPKb4dpmuiGBpwXMY//cysej095AE7Vq1JTAHCqXneVUwFrrfMsorFli8y/zZkjbNvICMamTTi9veApQjOZDM3Nzdi2zdq1a1/Sd0uvWsVIMIhlWVTMnInz938v8Vbt7VBWhjt7Nr5rrxUWMOerF4lIGseiRdKWGx7GePBB1NatEk2nNYRCOMeP477//eh77yXT3ExZSQmzP/5xIi+YR9KrVuGsWiX/6OjA7O0VINXXhxocxJ02TUQNg4NihZIznbYsAT1ay/EYHgbTxNywQVqh3tyWrqwUL8Tf/Y6yqipKGxrQb3kLyWSSwcFB+oeGOLJ2LUWuS93AADVbt2LV1+OuWYP91FNorfHNnIl7wQWwZw+GJ/QgFJKZwmnTpG1o25KEUlgI0ahsQw4Yzpwphru7duF0dGA+/LCYULuuMHWLFpH9938X/7ajR/PJI6q/X451ZSXO+vWo0VHMBx6QVJH+flQyKb52WsPQEO7SpQJm/H7JIm5pkTarYZCYPp1kQQHlnZ2S7BIOC1h1HBgawti2Lc/u4boCYhMJzC1bsD/xCZx3vlNasp4yW7W05D+foSE5J9OnY9TUEBkagmwWp7iYQFeXiF2Uwi4thZ4enDVr8O3cKcKaoSG5tgDnjDNkBtD7N4YhLf+TJ3HOO0+ui4EBjA0bMB2H8qEhmXn0WrYA7vTpGCdOiKBl5kyMrVsFOCqF0hpzyxacd70LZ9ky2Zd0WoC9bWOOjeFftAi2biXw+OO4uYzhWAwyGez581F+v1xzkQjurFmyvdms+Frmcn8Rf0KVSEyej2gUMx4XBi4eF6CYyWAeOCBjDrY9KbawLOx3vhM9a5YovEtLcc44I8+yO+efj7F/v5xfkNncnD/gxASqs1MYvKIiQp5p98zlyylbuZLh4WGizz1Havt2AoaBuXw5wYsvprik5FVJAYEpADhVr15NAcCpes3Wy2kBwwtyOXOqz1Mi2MhlpQLRaJTm5mZKSkpYtXIlvtbWfIuWnDLwNGUYxqRXoWmK0jZXySTu+vUYmzYJy+aBOzUxMdl6DoehtRV15AjKNGXRTiQwb78dd+NG9JYt1GlNrc9HwDRxPvWpP+4pNn067pVXYjzwgGzLwoW4552H+fvfy8B+SYl4m+WOQyQiQGt8fLLVlzsuuTzb4WFUJoP1jW+I31okgv3hDxO67jqmV1TQ1NWFEwgwWF/PUFkZqX37KPTsNfRZZ1F+9dXw5JPSel27Vlicjg45HvPn4551FuqRR6Sd2N2N9sCAbmjA6O6WdqzHqKreXnxf+IIsziUl0vZOpzEOHhQw0tyM/0tfyrdHdVmZZNNqLYKTsjLcxkZUOi22JrW1OBdfjEomMX/7WwFTQ0MyP1hTIy3nri6SlZUkKispnZiQubJ4PO+NSCCAXrBA2LxsdtIg2NsGo7MT8/e/x3nLW3CuvRbV1yc+h44j9iCXX46xfTtEItI6b2+X8xEIYMyaheHN2LmVlbiWhTEwQCKVIhAOCzh0HDkvJSUYhw9jX3kl1t13C2jKZPKRcGpoSG4+Nm+eTErx+6UNX14ups3xuDB28TjG9u2iet69Ox8p506bJrF7x46JxYwXvactS1q73d2oPXvyps6G68rNj8dWGr292EuXkpk5EzeTwZgxA5YuRXntfjU8LDcmCBDNRe6peBwdiZAtLMQcH5fvYzIp86UFBZPzkKd4hqrBQcwNG/LsntvUlM/61dOnk/3EJ2SOVWvxWJwxQ77CR47ItZVM5mcmdTCIu3IlkUiEov5+/E88AT09ZF2X1MGDtPb2sm/ZMkKhEK7rkkql/oAdfDk11QKeqlerpgDgVL3uKgf6HMeZBINr1mDU1kqsWDgM8bikgUybRk9PDwcPHmTWrFnMaGrCvO02zLvvFt+2khJh9s47D+VZdOj58/ML/R/Ezp1aoRDOP/yDLG6e7Ye7fr3k2R4/LqkaAwNis+F5xGFZqPFx3JMnMVpaMJTC8PnIZjIYv/oVzrXXCqPnOJJk8gIwqC++GGfePGE+ysrQNTXo4mKZfXRd+UwPAKmxMdyGhknmxO8X4DA2JuAvZ9SrlCgim5qkvXrrrbhz5+L72tcw9u8HrWmYM4fq73yHsU9+kra776ZkeJhEdTX7fT5mzJlD/Y4dhAYHUbNmkfVmL8077pDW7urVWL//vYAZ08QtKYHqavTEhLBqra0yw5jLzO3sFJBRUpJXa/q++tW8ubCurpb5t+HhvBhDHTggi/0FF+BccgnWz38ux7C0FF1YiDtrlhyXnBfh+efjaI35m9/gGx+nrK8vL3Bwa2ryEWbu4sUCQHK+frFYXpxBMIiurcXYtg3rzjuxb7gBd/58rF/9ShTGo6Mov19ao42NAgw9oOauWiVCCm//VDpNcGQEZdv4DIPEokW427ZJekZBAcrvx9/TIzOlTU2St+wl1+Tazb1z5jDNMCSmznEEaLoujI5igDCBPh/uokUCyBctwl28WCLg0mlh3lIpjE2bsK+9FutnP5P2u+vKteu6kqBx3nkClPv7J+fftEaZJvrd78aYPRujvR3fY49hNTejLQtnwQLcWbOwc2x2KCRt31z8o9aYsRiGaUrbuKICurpE3OPN5+rSUnnu+Dj+L34R89AhdFER1tGjqO5u0l/7Wt5bU9fWSpzbC8u2xdNvwQK5IUgmRZTjvbe5c6e0npcuxVKKopMnWdrTw/D730/ryZNEo1G2bt1KOBzOt4qLi4tfFjMYj8eJeNs9VVP1StYUAJyq113lfmxt28afs2poasL5ylcwbrtN2J9ly7BvuIGWo0fp6upi+fLlVFZWopqbMe+6SxbDXMTZt74Ft98+CQCXLMH+ylegqgrTNF88rWTmTJyvfEUW23BYAuOnTcO85RaIRnEXLUJHIli33y5sF+BmMri2jek4IppQCtObZzNvvllsWbRGn3EGzj/9ExQXT0afFRVBfb2kE2gtrfCzz0bNmSORW+k01p13CsPW3CzsWmmptFoLCoTdqa+XvNhsVlTFSgkw7eyUGLaBAfwf+IAwceXlYntz5AjZL36RlnXrWPPrXxPwPOcWXnwx7Z/8JCeqq0l1dmKVlRE64wwqAwEqDh6UVIvhYbF8eeMbZY6urw8di+HW1WF66maUEjuNggJ0QQEqGkV1dMh+GwZuVRWm5zFHJiMMZiKB9fjj6OpqnPPOw7niCvEInDYNJ5HAvOsuDK/t7l58MfbVVwuQTCTImiapZ5+lMBDAMox8womzciVMm4YeHxdgNjgoIDWVEnDqOPLvwkIxm45GUaOjWN/9Ltow8N18s7DPliXzedu24U6fTvaf/xnf8DDWb38rMXVdXbhz5+KsX49x9CjG5s0Czqqr0TNnEh4chPnzYXgYfyyGHh9HZzKkDxygf906pnV1YXiMpOvlPYdPnMB94xsx779/Ui2cEwYphbtypYDqTAbrnnuw7r1XjrvWkkdsmgKUczFy8+ahW1qE/VMKNTyMsXWreBauXIn5+OP53GNdVITSGrVgAb5MBv9nPoPR0iLzqWNjmMeOEX/f+8guXgyZDL7iYvy5WcZgUNrgponlnW9cFx0ITJp9G4ZcJ4j9jdnSIgBSa9yyMsyjR8XT8TQWTKeWO2sWVFfnja+VbeMuWzYJLrNZ+SzvxktbFiqbJRKJUFxcjAUs0Jrxvj4Gk0kO9vXhOA5lZWV5QBg4JbP4T6l4PE7t6cDqVE3Vy6wpADhVr7tSSp0+D3jJEpxvfxuQeb+9e/eSSqVYu3ZtvsWi+vulLZYbGK+pEZFAayt61ix5zs6dmD/4Ac6//RuGYby05YxhTEZcAfqss7BXr877oRkPPYT77LOowUHsVArH78esrBR2MJMRVs5xpH364IPSugsGJQXDs7gwf/5zyGZxly3D+dzn0JWVuK6L6zgYpomqqYGaGrTj4B47hrFlC+78+ZLbumiRxJRpjU6lhAULhaC6GnfGjDxIwrZlds0DWFopYeIMg6xhYDz1FOc+8ghGPC4qXp+PwMMPM2P1apwPfhDbthkeHmZwcJA9fX2YZ55Jw9y5VPX0EDlwAFVTI0zto48KWNUad948nPPPx3r4YQFT8Tjay4bNMW26uFgyXHPef0NDeXWq9manzKeewlm/Hl1Tg/W974llSiwm/nHve5/E4pWV4bz3vbg//CHpzZspjEYxFi3CPvdczAcfFBa0rk7MsdNpdDgs14tto6uqcJctk9nL3Gzg8LAwqFpDKiVJJOPjAiay2by9inHwIKqzE+vxxydZO9cVH793vYvs//2/+D71KUk7GR9HnTyJisVwFy7EGB7GGB8XtrG6mmBFBWWtrUzMnUugvV1yaaNRTNumtK0N+6qr0Nu3iyGzZ/CttJYbFL8fbBvrrrsE/BcVSQvWdXHWrEF7bXQ1NoYKh3HOOguruVnAbDYrx98zp3YXLcLYunUSHE5MSHs7FkP19mIcOybn0VPhqngcXzqNa5piIxQKkZ0/H8M7drqsjGQ0KqDWNIXV9FrZOgdmT01+6e+Xz/ZuBnUk8jylvRoamvQQXLYsnwyja2vJfOADWJ6AxVm1SqLcvPdxFy2Cp5+W7Q8EMGIxsm94gwDldJqaBx4g1NZGOJulurycue95D9HZsxkeHqanp4eWlhYKCgryYPD/Y++946Sq7+//5y1Tdmd7Z+lL701UsGFFjd0UjSUm1tiimFhj1Nh77L3GEo29BAsIEgGVskvvy7Kd7X1n5pb374/XnVlQQDD6+Zr85jwePhJgd+bOnbt7z5zX65yTlpb2nepgYgScwI+FBAFM4CeL/yT4dFd1cO3t7SxdupTU1FSmTJmCafb8GKj8fFHq6uogO1tGYZ4St+3enrZhA9rixeQ/8QTZtbUY06bh/O538VHRbhxgnBS6Bx6IWryY9nnzUNEoKcOGoRcU4H74IXpjI5pl4ZgmejAou2eBgLh+Ae2992QcadsQCqHPmgW6TvS3v8V3220EtmxBFRVhXXeduF8NA+fEE2Wc29wMGRmSU/bhhxgffigjxIwM3JEjZSRaVSU1aMuWCbHRNFFHNU1iRfx+3MZGDMvCFwtQhnjdmmbbmM89hzFnDr7Bg8k//3zyR49GKUVLSwsNDQ2s3LSJvA0byJw3j0BGBsmjRqEPGyZtGbYtkSETJ0ooc2WlkNbRo3HHjZOMv44O9G06b/FCnAkGZYfT63P23X8/6s035RwZBpgmxuLFqMGDcY87DrZuxXrmGbTFiwnpOnq/friHHQahEO7YsehLl4pDeOtWyfjbf3+0VavQV6/GHT8erbwcraoqbiLRGhuFZPXqJZmIGzaIgtTejmZZolQiETT+iy+W9zYYFNXMssB1MWbOxP71r3GnT8d44w3Zk0tOxh0yBFVQgJOSItV9SUnQ3IxRU0MS4D/8cOmjbWtDmSZWKEQUcF96ia4DDyT9X/+SHUEvD0/ziBbd3UJos7LiRB+PRKo+fdArKnD32ksI77RpuB99JPVwkQj4fGhlZWgVFTIGfuqpuCpHIACGgb50qZh6bBu9urrHfey6GLW1ccXe7d0b3e9HLy+X2j3XpSsrCy0rC7urS7INdT1+DSrXjecAat3d8uHEi0AiGpWYIG8HUKuowH/bbfHwctWnD9GrrsL1YmPUkCFY24Sybwt3wgSsc84RdTMcxjrmGCGIQGDFClJLSlAjR4qavmkTvrfeIu0vfyFt4EAGDhyIZVk0NjbS1NTEihUrUErF1cGsrKwdqoNdXV0JApjAj4IEAUzgJw0tNoLaQ+wsDLq2tpYVK1YwYMAABg8e/C2SqcaPxzn1VIzXXoNNmyT/7IAD0IqLe8ZmXV1St3X33QRqanANQ4wXHR2ocePQPv1UHuuoo3B3owi+yzQpnjqVnP79GdKvH9qwYTiA0diIWr8eNxqlAchvb0dvbhZ1LhiUpXtPDSI1VYKo/X60BQsIfPopen29qFR1dfgvu4zIq69K3IvPh7v33tsdg3P88UJSamtlJ26ffdCXLcN88km5yfbrJ7lmAwZgbN4sqtvGjdDRIcv+hiHEsKurRy2sqxPFZ+NGuRkvW4a2eTPRRx9F37qVvL//nbymJtxx4+i44gq6Pv+cttpaGlJSCE+cSP/KSgo/+QTfmjVojoNz0EG4o0djzJkjBDYrS4hKU5MQQ8sSx+8BB0hvcFeXEPiODiGvZWVoq1bJvuXgwULOursxXn8d1b8/9ssvE1y3Dt3nQ7dtieQpKoK8PPD7sS+4AG3TJowFC3D22UfCvG0b1dAgHwhqa8UUMno0TkqKNJqkpKB69ZJ/b2+X96OzMz5KVDk5kJkp6ljseo2ZGpCMP//55xN98knp+vX6c7VwWBpKJkxAAfqCBfFIFnfwYJzmZmpHjCAPMP1+fOEwZkcHbiRC2dSpBA2DQDgsBC8WibNuHdYNN2B+8kmPeSNG0JqaIDUVZ8IEnOOOk2NZtEh2M9vbZR+1u1tI4PLluEccgRo6VFppIhFR7Fpb0bZswT3gAKnAq6joUeVMs8egBPjffRdz8WJoasJYvZqOwkLqr7iCwYWFuKaJNXgwvro6WUno6pJRbSx6pbtbzCGuK0ptWpqYf1wXBZjvvYe+fr2YQvx+tPJyzNdfl3q374Km4UydijN16rf/qa0NHeJ5oW52tlx3HR3ycwf4fD4KCgooKChAKUV7ezuNjY1UVVVJTV1KCllZWeTk5JDmBVf/WC7gW2+9lQ8//JCSkhL8fj8tsd7mXUApxU033cSTTz5Jc3Mz++yzD4888gijRo36wY8vgR8fCQKYwP8kvkkAlVJs3LiRsrIyxo4dS35+/o6/UdNwf/c71AEHQGOjOE11HfOKK9DWrxfFYNgw3PHjMV57DWfQICIdHSifD+3jj9E/+qjHYewZD4hG0RYtEiXppJMkAsZDY2MjJSUlFPbty5DDDttuHOTccgtucTFONMrG9evJXbBA3MJeZZYyTRnb+XxCvuQBJXzXi9DQOjuFdJSVSW6epomCNH26vLYYdB138uTtToU7ZQpWSorEZbS1oX/1lewKdnRAbS2Wz4dmGBiFhTKm87pjNS/2I06YvXExffqgFxdj3norppd5iM+H8dFHpJWVkXTjjWS3tNDvlVfo/vhj6gsLKZ48mbQtWwhlZOA/6CDSJk8mmJSEPnu2EOC2NjFRFBZKhVpqqqhZ6emSJeh1BBMK4U6YIKaV1lZoaJBjbWmR47vnHoJelqAWCqG8ajJ9wwbcnByc447DnTYNrbJSCEd9veQ6trRgn3uuRMy8+aasCei6ZO/5fPI1K1cK+cjIwBk/Hn31aqkpKygQlbWiQkb9qalSCxcbAyclQXo6xtdfywj7V79CnzsXvazMe4PEwBG98078ZWUow4CsLCzHIbx2Lcbxx2O2tIjxKRhE8/vRc3MZ6AU9u6++Kvur0aiQ6PZ2WmpqyBk2TLIGvfgXvEgW54QTcPfaC33xYvznniu7jl1dMmovKEANHSorE+3tsoOalYW2fn2Pmug4sr+qaWIu2bixx8Th88l5AKitxfj73yXgfNgwurwx97hQCD01Fdd1cU45RWJpNmzATUrCOvxw7JEj0R0HvbVVrse0NOnjrakRt7JHwrQNG9Bra1FNTUJAg0F5P7dFR0fcSBWLyPkuRDIy5APY1q0Sv1NTgzts2E6r5DRNIy0tjbS0NAYOHEg0GqWpqYnGxkaWL1/OJ598wsqVK9myZcsOg+3/U0SjUX7xi18wZcoUnnnmmd36nrvuuov77ruP559/nqFDh3LLLbdw+OGHs27duoRR5b8QCQKYwP8ktiWAlmWxfPlyOjs72Xfffb/7F5WmiXqxDewnnkDzQnbVpEmylA9oSolCaVlCzDIzRTUCtE2b0B98UOIqOjrQlEKfORP7uedQw4ZRXl7OunXrGDFiBH288dR2yMlBHX44ynFoUQoH0C0L5dWVuUOHCsEpLY07OjXb7oly8TLstM5OCct95BFR6pKSUB9/jHXffaikJIzPPpMl+4kTJcdwG6gxY3DGjBEyZ1noS5cSHjKE7q4ujKIiUjIycNPThSwVF4si5pld1IABMp4OBOSm6EV3mK+9JucqNVVy8Lq7Md58E7dPH8xnnkGvriaoaWQYBgMuvpiGa66hvr6ehoYGuubNI2fSJPr7fGStW4evq0v299LShExt3Ahr10J7u4QEZ2WhrVkjhFDTUN57FguIRtfp6tuXiM9HZl2djA99Ptndi0bRSksxurtxDjlEXlNREfYJJ2D+4x9o3d04P/sZzvHHy9c2NEgFWG2txIcMH46bnS31dmlpuIMHo1dUxHMYdS/LDk2TsXu/fmiVleitrUJEw2EhJo6Deddd2JdeKmNTb3yNUuilpegVFThHH40+dy7GnDkYlkUQSH/9dazTT8f34otCTLzOXX3VKvRRo9BzcjAqKsRIYdvYSUnoL71Eyf77M27VKukTtiwZZ9fVoc+Zg7vXXph33SUfjnJzZS/T+0ASG4OrAQPE7HTIIWibNsWbRNw+fUQxVEqq5mIh5KYpKllzs3T+traKctbairN5M0FExbRaW+VnQNfRc3PhvPNwKiokIic5WWoBHQcjGMTxMgA1y8ItLJRWF8OQa7imRohrMBj/uVWHHNLzu+PLLzFffFH2NbOysM4+G3fcuO/8ndM+eDAdhx5KyvLl8ZBq65RTepzM3wG/37+dOhgMBunu7ubf//43559/Pk888QRHHXUUJ598MuN243i+CzfddBMAzz///G59vVKKv/3tb1x33XWcdNJJALzwwgvk5+fzyiuvcP755//Hx5TA/y0SBDCBnzT+0xFwR0cHxcXFJCUlMWXKFPwrV6ItXw7JyRID46kC34mMDNShh8b/6O67L9rgwfhWriTZsuTf+/aNB9nKF7noa9aIAmUYEoWxfj3ac8+x8YAD6C4uZuqoUYS2MYjsCLquo0yTyBlnYBQVSbVYfj7uvvuiP/643Njb2mS06bryv93dcizhcOyEyE01FBLFY9Mm9Oeew5w7V9y0fr/c7G66Cffgg2Wfbe1aCbSeOBF8Ppxf/YoWTaOppISM004j+Ze/xF20COOf/5SMvUGDJHalf39p3Bg9Gu3TT8UoYVmiGHkjR0xTctZqa4W4trTgu+MOIWapqVJX19KC7/HHyR4zhqxBgxg6dSpdXV3U19ezye+npLCQ4ZEIGRs24O/Th2CfPmhJST2Bv4cdBklJ4qCurRUDS2MjKj8flZ2NvmEDtmEQDQZJ94gY3d1CUlxXxrkDB6LV1+O74QaiY8aglZfjnzFDHsd7T50TT4SMDOxLLsG8/37ZWxswAHfffeW1bN0qe3Rbtsh7kJaGM3o0xvLl8ji9eomhoKpK9gD9fjGIeJV0JCejdXVJ7Z2miTmjo0NGnUrhu/deog8/jP7440LUPYKo1dRgrF2LO2kS2ooVqGBQlEgv/9GeNg3zjTfk+ggEMH0+ciorCQ4fjturF76yMlzPXavpOs4HH+Cedpq8Z7ouHz6iUSGVFRW4TU24e+2F42VhqiFDhAQXFkqtX2mpkHJNk73TnBwZLXsjW03TZHe0Tx/J4YvV5rmudAg3NfX8TCxYgPm3v4kxJzcX+49/xJ04URTN7GzcggJxbGsaRkUFzqBBOErJCkVGhlTBeSqwysmRrwW0qip8Tz0l6xR5eehVVfiefJLIzTd/5+8KVym6jjyS6LHHSoRUXt5Oqya/C5qmMXnyZPbaay/ee+89nnzySVpaWpg5cyYzZ878QQjgnmLz5s3U1tZyxBFHxP8uEAhw0EEHsWDBggQB/C9EggAm8D8JwzBoaWlh7dq19O3bl6FDh2J89BHG3XfLzpJS6O+/j33ffXIj2lPk5uLccAPht96ibs0aUo46Sp733ntFhVKqx5XoOLIzpxRafT3dH31E3oIFpCuFMXs27r//jXPTTULiSkvF0TpmzHZVcJqm4SYn4x5/fPwQlFJEL7oIo08f9MpKuWGtXo1eUiIxFj6fqE2BgBCulBQhf56BxPfKK6LMJSXFM/98DzyAXVqK7/775cYcDOIccwzRW29lc1MTW4YMYcxJJ5HunTPHe936okW4vXvjHnIIqndvfLfcIvteI0fKLqPPJ6aMQEDcm7ouZMsbDeLzSbxLjBC0tAhpbG3Ff9llkJ6OfdZZJJ97Lv3796d/377YvXrRmpNDx3vvYVVXY6WnEz31VLJTU8l74QXJ1EtPFyNIZqY8bno6zkEH4RgGWkUFvs5O0svLhfQlJ4vy5jWTuAMGoNm2uF4bGvCfeSZaVZWM1XNyIBLBmDUL4/nncS64QNTCjz8W1a6+Pr7f506ejEpOloDmUAg1Zgxq1Chcy4pn7Gl1dfFcQiczE33LFjTPiUsgAC0t6M3NQuy8cxML76a5GfuOOzC6uuQ913UhZq6LMXs21tVXY6xaJaPurCycffZBb2jA3XtvVEmJELlAQMamQFJxMe7pp6PddReGUijHwQ4E0DdtYvmLL9Kvd2/yly8Xkmya8evU2Wcf3BNPFHPNG2+I67mqCj05GWfsWNwxY7B//nO5dgsKhJCmpaGys0X9a26Gujqs/HzCmZmkNjTg8zqsVXp63ImrVVVJT3FTEyonB23zZsxbbiH6xBOiDO63H1p5uVQaWhZOURHRo4/GdRycYBBfWpr0K0+aJKHXra1xF7C2eTP6mjUS71JXJxFHdXXotbW430EAY00gKi9vz3+f7AKdnZ307duXY489ljPOOOMHfew9QW1tLcC31mfy8/PZsmXL/4tDSuA/RIIAJvA/B6VUXCkaO3asZGg5DvqTT8pS+JAhYlJYvRr9ww9xf/Ob7/dEvXsT/c1v2LRoEQMOPVRuyD6fmEA0DfeIIzBvuw1txQpRdmwbW9PwtbSQnJODNmgQKhKR/tYHH0SbNUvIQ3Iy7kkn4fzpT0IKamoIdHZut9Pouq78l5UFZ5+N63We8uyzMkZLSpIbWJ8+chOrrZVRtFIy/vL2roj1FHd2igpTUoJ//nxRLVNSUMnJGO+8Q3WfPtT37cte++5L6raE2efDOe44nOOO2+7UWBddhPnKK1KxNmIEzoQJ6JWV6MuWybgwMxM9HI4TQpWcLCRM00Qti0W5GIbcnDs6MJ9+GnfwYFR2Nv7rrye4ZQspwSDWjBlYf/kLLd3dNDQ2sqa+ni0jRzJgyRJCDQ34Jk9G++1v0SsrMe++G7uzk/CaNYRME3JzRWlzXdyBA1HDh6MvWCBRJbH9Qc8Vi2WJSSYzU8hIOCwq5V13oa9ahfHhh0KuPTOM+eGHWKedhnP66aixY6XDePlyyZprboZQCOfMMzFeeUUIYGYmblaWqHseWY4Fg6OUdNhmZclY3XO4quRkVEcHga++gsJCUXNjqi/IeP2f/xS129vNMz76SIjsli24gwdjbNkiBDwrS6JsmptRhx+OO3CgXDM+H6bjgG0ztrSUqjPPxJk9GyMcFiJqmijHQV+7VtpKvvgC31//KiPelBT0tja0aBTr8svjAeqqf395X8vLhVBnZEglW2sri5ctY1IggBEICPEDGTWXlwOyw6dVVqJ0XeJYkpJkdF5WhpubKx9azjgD7cADxRjUuze+UAillBhIfvEL/C+9JONqn4/IfvthjxuH5rqYq1fLe5OaCj6fkME+feJxQnR2iolkzRrZ6Tz6aIlT4hvNQz8QlFJ7ZAK58cYb46PdnWHRokXs9R15iLvCt4xz21RuJvDfhQQBTOB/CrZts2LFCrq7uyksLOwJUA2HobNTfpHHyA/E1bBvIRKBykohSH367NTJu10OoKbhHnkkxHpFAae+HuPWW3Hb2rB0HdW7N8FYa4GmyY3ecdBffFEUQC/iRX/xRdxevTDefBOtrIx9bVuCmC+5BAXx59R1veeXr6bhnHyyxG1s2oSblCRVY3Pnys5iLNA4GBQHpOvKjlY4LGPkrVt76vH8fjkHbW3Ytk3BE08wMCcHLRTCvuACnGOP3eX7oCZMwBo/XkKFn3xSiM+QIWh1dUIqUlNx09NxjzgC44MPpIvYM6hosXGsroti2dwsmXGrV+O75hrJmnMcMVG0tuK75RbUwIFkTZxI3t//jvHeezimSf3RR7Nq7FgabZtQWRm5OTnkHHoo6u23yQ6HMfr3xz70UMnJe/ddIe8bNsj4zgsBjkeIjBkjpNRxZOfNa8YAxMjy4YcyvvTIoWbbQr6WL8f1lDXnzDPRnn5aiIzPhzN9uoQmFxVhevmU2tatovzl5aFZlnytd15UaqqEZufmynXiuqjOTlH6DEOu7aSkHvONaYohZc0anJ//XPYvX3pJRvKmibZkCfrq1TijRwsZ69VLCG4ohLv33rj77iuNOF6sjsrIwL96Nb0vvRR9xAhYs0ZIlWGgd3fT/t57bD78cAbOmoW/q0vMI21tKNuWqj6P2AKito4fL+crLw/l86Fqa1lTUUHKPvuQPG4cVFfLa9E02Yfddpza3CznOClJjDOBgIzkPWhr1mB89JHUMU6eDNOnS9e1YcCUKTh9+6IqKnCDQeyhQ8WIYtuYzc24ffuix5RoTwlWffvKuP3llzFmzxaTx8aN6OXlRK+4AtW374/SBRwOh3Fdd7cJ4MUXX8wpp5yyy68ZMGDA9zqWgoICQJTAbYOp6+rqdm6qS+AnjQQBTOAnjT35ZNnV1cXSpUvx+/0UFhZu/8s4ORk1YgT6F1+Ie7a7Wwrohw379gNVVmLcfjv6xo0o00QddhjOxRfHA2+JtYtAvAlkZ5+CnZ//nPraWtxPPyU9M5Pg9Om4JSVoS5fK43R2yo2+pUVu8mlpMhptbMS89VYhGz4fSbaN/sgj2CNG4EybJgqm3//t58zIwDnrLJxYBpqu4/bti+kZBtwJE8QwsHGjBFAPHCgRJLGqtVBIFKdoVJoWWlowXRdfJILSNFQ0inn//WJYaGjAfPZZqZTbZx+sP/xBzBY9bx4EAtg//zmmZaFVVuLuvTeOtxsXC2N29t4bY9YsUdv8fukwHjECY+5cCRCuqkIrKxMlTtfROzuFZGma7PJt2oTv0ktFsdm4EeXz4XNdCjdsIOe++wgfcwwNDQ1UVFSwuaiIpN//nlGffkpaczO+UEjGdgMH9ih8qamo/fdHBYMYb70lHcqeAqWSkiTr0FsjUDk54nzdsEHek44Oee1eNZy2YQP+Cy8k8uKLqJEjsS6/HPOpp+Q1dXRAJIJ76KG469djvPCC7G/m5UlvcmenKLnd3TKKju0mxkheba1Ewvj9EiVTUYEzahSGV89HJBLPGjTeeAPrT3/CfO452Uvz+eQ9b28X4mvbsGmTjMh//nO5jk46SXqKW1ri+YRaYyP6l1/i/Oxn+FavFqOIZ+ZIC4dJr6qisaOD1NZWjMZGNF2X89XdjbZ5s4zFIR5wblRVoerqcHr1ojQ7G23iREaPHi27g5s3S9SOaco+YOx7k5NlZN3dLRFFuh6vUQTkg8JNN4mqapoY//43dkcHzi9+0XNp9umD1qcPOqB7P7+O40BKCk6/ftijRsl4uKEB64ADcJVCb2tDLymR8XVODkopWblYswbHI4A/tALY6X3I2F0CmJOTQ873WWnZDQwcOJCCggI+/fRTJkyYAIiT+PPPP+fOO+/8UZ4zgR8XCQKYwP8EGhoaWLZsGYWFhQwbNoxNmzYR8arVAFHHrrpKFtbXrEH5fDinnYY67LBvPZbx8MPyi75fP4hE0N9+G6Vp6IsXy87cgAE4V16JGjKkp2t4B+Mf13VZtX49DRMnMuH00/FnZOAGArBlC8bdd6Nv3ozy+XCPOAL9hRd6Cu01TchIXZ0oG0lJ4iJuakJ7/30Czz+P3taGO2IE9iWXbB/nEsM2JJW8POwZM3pu5MnJuA0NmI2N6KtXyx5VS4t0Bq9bh5uXJ07J7m7ZP/QMInR2gqdC+S6/XOq2lILcXIyyMmhtxbrnHvSFC0V9QXYE3SlTsC+5RFQ+L9oEx8HZuhVjzhyIRnGOPx7n8MPRP/8cY/lyUXx69Yp3EeM4Mi4OhYS8dHdLJIvnTtY6OkRZdBypwvP5ZFfs1lvRNmxA7bUXHcD48eMxDIPmtDS6//EPfPPn409OhmOOIenQQwk9+qgYM/r2lXWBoiKJcikrk2MYOhQ3Nxf9iy9EqUxNlSxGLwOPGEnTNIn/yM6WXcMbbsC67TbM++/HfO89cSMD+uzZRF96Cfvii0X5/fxzcdfaNlp3N+5xx6HPmSNrBF63sL3PPnSsXEmS6xIwDHnOcBgtGkVvapK+51imnteTq23ejD53brxGjZYW+V9AX7mS6N/+Fj/nqm9f9C+/FCNP797odXUovx9ME3fIEPTSUomE+cc/RBX1rjejpYX+ZWU4F18sSmM0Ks0zgKtpNLz7LmrgQDIDAZL+8Af0r78W0u84bE1LI3LppYwYO1b2XQ89FH3tWnlPAdW7t5h6QOKG/H6pBYxVwPl8QnoBY948eb9iKns0ivH++0Jsd/AhLfZB0TAMtEMPlRF7fb2QwhEjiO61F65tozkOfk8p9H7AYw8Q/3kPrl6NWVsrLuiJE3f8s7kH6OjoQNd1knYzimZPUF5eTlNTE+Xl5TiOQ0lJCQCDBw+OE87hw4dz++23c+KJJ6JpGpdddhm33XYbQ4YMYciQIdx2220kJyfz61//+gc/vgR+fCQIYAL/1VBKUVZWxsaNG7eLUzEM49vZWYWFOA8+iNPQIERoW7UqBtuW7LLsbNmNS0kRRfCZZ+KBudqiRRh//jP2U0+he2Opb376j0QiFBcX47ouU6ZMIRgbfQH0749z3304NTWiZkSjaMuXo5WUyIK/68oIsKFBbnC6jmuaGJ2dGG+9JTesYBBj0ybo7MS65hrMV19F27IFNXAg9plninKyLXR9exdjTg72tdeKAcAw0N99F2PxYtz+/VGbNsnSf3o6WkGBmA+UEndqY6OEP3tZf5rPh+ruRmVliQGishLDi8hRPh/GO+8Qvf9+2UHzRkjeGyTjzwMOkJFrr17SezxsGNp996GvXy/RNAMG4I4Zg1FcLIpWJCIqZUeHEB/blvelb185tvZ22aOMOXq3bEE9+STZr73GPk88QSg3F9rbye3qQu23H+GsLOrT0qj2+Witryd/2jQGffwxoWXLMP1+iXk55BDMxx+X7tohQ9BWrZL3LeaE9ZQjd+RIIYO1tTKuTE8XAhONoi9ahO/cczE2bZJ/S05GtbVhzJuH+fDD2FdcIe/p4sXxHEB3r72wb7sNfeJEfLffjsrKwh44kMaqKsxQCP3009FeeSXuHFbJyUKO0tNFgbQsIamWhWZZmHPn4g4fjr54cZwsoWloHR0Ys2ZhPfAA2Db+iy7CmDlTzq1p4hYU4I4cKddPNAqBAO6YMaiiInEEh0LxaBettFQUsmHDYO1aURYNA8NxCJWUsGj1ajK/+IIx8+ejpaWhK4XV3Eze2rXkZmX1dOwOGYI9Y4aMjpWS5/PqGQkGe5RY05TjTEqKr3WwZYuMudva5M+xSsBYUwxIg8uWLajUVAlF9wxbatQonAsukPda13FHjcIsLMRxHNzUVKL77ov/ww9lJzESwSkqwh4zBg1IX7aM0PLlmF6Qt/7111gXXPAfkcBYC8iPsWP3l7/8hRdeeCH+55iqN2fOHKZNmwbAunXraG1tjX/NlVdeSXd3NxdeeGE8CPqTTz5JZAD+lyJBABP4SWNXv/gcx2HlypU0NTUxefJkMraJU9lZEwiGIa0FO4NhoHJy5AaQlyc3vK4utM5OKZLXddnFKisTw0RxMRM++gj/rFlop5+OGj+etrY2li5dSkZGBmPGjNnxWMjvh/79e17LZZdhPPMMqrZWzAAHHigjwcpKaG/Hb9sow8ANh+nKysLUdcxwGP3LLwmcfLKMcX0+iQxZvRrrwQcl762kBBUKiVv3m3Ezfr+MPgH3xBPR2troCIeJ9utH8tixBAYNwpgzB7egAH3FCgn4NU3pX+3fH23VKrkRt7WJ8SQaxYhl2wWDMrJrb8d31104ZWXiQJ0+vScaQ9NEadsGqqgI68Yb0detQ581S5b8x47F8fkwPv9cFKdoFLdXLzE9xBzX4bBk3Skl5MdT4bry8wmnpZFZXY17zz04xxyD8Y9/SF6fUvizswk++CC9p0whGo3SWFNDjVJ0VVXhpKURnDyZrD59yJ0xg8C996KtXi3mmsJC7DFjMJYuRSsvxx07Vgio99o1y5K4Hi/GRfXpg75xY4/Zxsu8w3EwH30U6uvxvfiiXJ9JSUIaS0rQly3DPfRQnLVrYd482kpKCBgGKSecgPvb3+K0tIjaahjymmNj0f79JcDby4IkEJCmmpEjpcElRo48N7Yxcyb2BRegL1uG8cEHojonJ6M1NaFXVUkuZnMzKiUlHq/jnHSSEODMTOnaTU4WQubz4Y4bh7l6tTh9PZKe3tHBAYMHY5WWYkYiqPJyUdWUQuvqorm0lOQ+fXp+5g0Dt18/uUa2/bAWCOCOGiU1duGwEEIvexKkCi4exm4Ycs4zMuJKnf7RR5jPPCPXs2HgTp2K/cc/9pDAQYNwYr3fgOH9PgFwTz0VOy8P1q9HpadjHXggbmYmWjRK9tKlaD6f9AUrhb5iBUZJCfZ/QAA7Ojp+NAL4/PPPf2cG4DcjuDRN48Ybb+TGG2/8wY8ngf97JAhgAv+V6O7upri4GF3XmTp16rc6NHdKAL8LmoZ73nlod9zR01owbBh6aakoUElJ8r+mif7GG+irVuGzLPRly9Braqj77W+p/+gjxhsGmZMmyQ13N/aC1MEHYw8bJkaCrCxUbi4qGkV/+21Zcg+FwDAwKypISk3FVgq3owNVUYFhWVI9ZhhCwhYtgssuw/jkE1FHgkGMt98m+vjjO80ys3v1YuWhhxLp358RY8dijhiB09yMvnUr2vr1kt/m90ubRkmJtDuUlcUjSTRNi3fgEsuOq6uLt6BodXUow0D/7DOsu+8WklRaKiP1vn3FlBJDTg5uTo5k8D31FPratXFXtTtsmLSA5ORI0LRpStNGdbXsz3mdzVpjI67jYLS3kxkOo7W2on/9NfqSJWjNzfJ6fD606mp8M2ZgPfIIQdtm4B/+IAqe30/LxRezJRRi/fr1rIhEKDz5ZAZkZZG2dClq770hN1d2wxxHQp3r6uQcjR8vgcPLlknsS58+cnweMdVqanoUOL8flZSE+dprQmZCIXnPvBgX/x/+QPS552g//XQ2uy4Zrkvv8eNx99sPfD7s885DKysTd3VSEloggDNmDJph4HZ1ya6hUhLD09GBXlwsO5f//rc8h5dlSFcX5gMPSIgziHLomV6IRHCGD4dx40QhHjMGkKYYd8ECUdu88bd73HGi7h51lBDTtrZ4f7RWX4++ZQv+ceMwwmGU1+OrWxaubVP12WdUK0VOdjYDP/2UzPfekzFyXh729dfjTpokPysDB0rlYkmJKPJdXahx4+IfJlRODmr4cDGdWJbkAnrHTFubjKebm0XlRzIF9S+/xD3ooO/8OdUDATj6aDj6aJTrYrgumutSV1uLYVmolBRsx0H3optiO5jfF52dnYke4AR+NGjq+6TsJpDA/xEcx/nWKLepqYmSkhLy8vIYOXLkDp13tbW1bN68mSlTpny/Jy4ri+8KqrFjMW+4Ae3LL+XfNA33oIOkuio5mYrOTvLz8nBLSuh0XdJtG59HSN3jjsO55BK0BQtkp2vMGPBUt51BKSURL5EI+tKl6G1tEt/x+usYb7/dEzYdDuMmJaF1dBBNScFRCl9nJ7qmYViWkA2fT/a3AgHsiy6SCBzXxZ0wIU66otEoy5YtQynFuHHjtifTLS1Sn+Y4YpjJysK8806MhQvFpFBaGt8zw3VFLfViS+QEuPL8/frh9u6NXl2NffLJaHV1GJ9/LsaO1FTsq66SQOUYYkSysVHGwUrhDh0KOTkY770nXc1eCDFKodLTMUpKcEaMwMnIgPffJ9DaKgplJCJj9ClTJOC6okLMCElJQl4cB3fw4Li7WKWkyE6drhN57jmcgw+ms7OT+vp6WjZtIvuVV8ioqyMQDBJIT0c//HD0pUsxZ86UWrpRo0TB++wzUQLb24XcBQKoggJR5mxb/pyZGW9qwXGEkG1zvau0NJxevfj8xhvJHjqUYYaB/5ZbZNQ6bBjWX/6CtmIFvttukxFw//6ofv3QvQxG8+9/FyKXnCw7jP364Q4ahPHVV3L9xlQyz0hhn3suvnvukeOJ7QsC7n77EXnvPSF6LS34br8dfeFCiVwZOxZ698YdPRr34IPjvb7+k0+WPMqsLHmNfj/WNdfQuPfepBxzDCk1NfKBwWunsS6+mMbf/57OTz4h/9ZbcQAtGCSpsxOKirBffVV2QL3r0pg1S5zrhYU4hx4ar1zT//UvzBdf7OkDDoexzz4b97DD0MrK8P/iFxI9Y5qiWAYC2Nde2+Nst23ZIXRdGTtvu76xA2zdupVVq1ax9+bNZHz+OW5Ghpw/wyB89tm4Y8bE3fp76hJ+//33ufPOO1m2bNkefV8CCewOEgpgAj9pbDv6UEpRUVHBunXrGDZsGP1iO0E7wPdWAGMYMAB3m7gE+8470d96S5Ssvn1xDzoI8/LL4+pXc1MTKc3NZOk62oQJQnqamtA//RRt0aKemrScHOz770ftRG2IuRGVlynIlCl4q+Y4v/iFGEFWrJCKK4/M6V9+SbC7W25oloXt90tfqt+PFghgeAYB8+GH5WafnIw7ZAjWDTfQMWAAK+fOJdNxGHTAARjfUFLJyJA9vW1gX3EFatYsaGhAX79eMtl8PowvvxS1JxAQtSsYRHmPQVsbWmYm2tatmLHcO8MQF3JXF+bttwvxam3F9+yzaFVVuEOHYt1yizhit4FzzDGo3Fy5SYdCOPvtJ/uDt98O8+bRtXEjqZ5DF6XkvKekyOjeM2lozc1iSnFdUVyTk6VDNhQSAuMFLPvPPRfn8MPRbrqJlIEDYeBArFGj6Jwzh7r6euqSkujs1Yu8X/yCIschpbRUxvYdHVIRp5S4nZOS4nmGKhSSDlwv408phZacLOetvr4n4DkYhHAYY+NGJj/zDOY99xA87TTZazRN9A0b0NatI/L22zi/+AX60qXi0l2+HNW/P/avfoVWUYHxzjsQDAo5zc9Hc13s3/wG85FHRD1LThaCZlloGzfiDh2KXlIihNQLNNeWLUMrLkZNnoz/j39EnzVLRq7RKGZNDZG//x01fnzPddynD+7EieiLFsn7XFSESk2lo7WVpZs2cXCvXlInl50tJK29HX3jRjIyMsi2bXyWJQphUxOu6xJds4alH3xAyrhx5OTkkJmZCV6o9DfhHnEETiSC/u9/y4e1gw8WYgpC8iMReW3p6RIn092NG9uZ7eiQfc+lS+VDx/Dh2BdeKHmRO0CM/I0ZM4aUKVPkg0hxMW5ODvYhh8C4cfGKuhh0XY//911IKIAJ/JhIEMAE/ivgui6rV6+mrq6OvfbaS24Au8BOCaBtoxUXy4148GD4xg7aTpGWhnvWWT1/Vgr30EPR3niDZC8qJamoCL2hQYgYyA2yuloUtFg915YtmDNmYM2eLcdhWTIm7tMnTv5c190+3y/2lKNHY191lahuPh/u6NEYc+fKeNPbL1ODB6Pn5sr+X0cHjm2L+uQ4uJaFyshAj0TQNmzAfuABWqJRpixaJIplYSHWtdfiTp2663MRCgm5AdzNmzEffRStuloITksLqrAQrb0dd9w4Ob6mJpSmoW3eLMdRUIDR0ACahl5djUpNlSiXK66QrltNkz3MRYvw//73RN5+e/sdME/N4xvEsO7002lua6NvaSm6YWBPmwapqRhvvYXW0CDErLtbxvieSQRdxx02TPb3XFdUTc84AYiBYc4csCysJ54AXSf4ySckL1pEbloafc44g6a8POrr6ymZNo0sTSOjuxv/xIkETz0Vf34+pKdjfPihqFXRKGRl4fTpg7FkiYzIQyHZofOidzSPsBKr9tN1Uteswb3qKiF/GRnyOO3t6MuXi4nk0kvxrV+P+e678to2bCB40klE7r8/3musUlPRamtxDzoI++yzMT75BK24WLIwvTUFff58nNNOEzNLV5cYbBwHLRLBfPpprH790BcskBF+OCzrEB0dmG+/LbmP28CdPl0IZkYG2Dbh9nZWOw4jRo/GPPRQKC+Pq55q8GAh34AyjHhtoOb3Y3R2YobDDO7VixqlWLN6NRkLFjDwyy9JAvSDD0Y77zx5XwFME+fEE3FOOEH+vO3PkWXhDB6M3tAg4+lgELdPn/jo25g5E/3f/5Y/G4You2+8gf3733/rx6Curo6VK1cyduxYcj2C6Pz855LFqWlogB/iMVGxD3ZKqfhUI6YK7kwdjO0AJpDAj4EEAUzgJ49wOExxcTFKKaZOnbq9o3Yn2CEBjEQwbr0V3YseUfn5OFdfjfouwrMjaBrNJ51EZUMDSRUV5A0bhrvffui33462caMECTc3i4pn26J0xByI1dUYM2bIONJ1xVBw5ZU4I0bA1q0YSsE2QavbQvXps92+nPOzn8kYccMGUfb23x/944/R2trQyssxvcw811OYIsnJaB0d6N3d6J98QlFXlxDN5GQIh/HdcguRu+7CfPNNjK+/FgPJqafKzXQHi+hq4EDsiy6SHTTHwR0+HNW/P+Ydd6CvXIlbVITe3h43Irh5eeIGXrNGiGkkIjuOritkwrblay1L+mNXrCBw5JGoAQOwzz8f13MnfhM1NTWs3ryZETNm4E9Kwv3b39BLS0X569dPdsW6uyEQwDnkEFQohPHZZ3KeIhHZ4YtFiXjjc5KTJSKnvBzz/ffRWltRWVmYscxCwPjkE3Jee43s4cNRw4YRyc2lY/lyKkMhqlesILWsjLyDD6ZfSwuhN99EBYM4EybIjprjiEs4EJBrRSnIz5ce56YmIX+e6YbWVvT58+XYurvlnHkKnfnii3LO33mnRzmMRtHWrcN85x3sc87BePtt6OrCPfRQ7NNPh7Q07N//XlYb2trkdba3ixGivV32L1eulMdxXVRSEsYXX2B5Y2OtsVHOgRdZpM+cCTNmxIm6tmmT7Hd6xLYzOZk1gwbR56STyC8oQE2ciPv110J0k5Pla4cMiV9TKhbw7F2/Ki2NLMMgY8QItPp6jE8+we7qIgo4Tz9NXUUF4QsuICcnh/T0dLmmd3S99uoFvXrh5uZK/3JdHe7o0fGMQa2yUs5fzNWani5K87bo7qahvJyV5eWMHT8+Tv62/d2wLbaNmQEhhDEy6H6HOrgnLSAJJLCnSBDABH7S6OjoYOHChWRnZzNq1KjdDlrdEQHUZ81CnzULlZ8vTszSUowHH8Tea6/tc/N2A9XV1axatYrBp55KdXU1yYMGkVJQgHP99ehPPIG2dauMnSIRjBdeiBtHtGhU2hlWr0aNHYtrmmjr1qE99RSmUpgLFsjY6sADsf7yl/he006h67j77w/77x//K+fXvxaTyvz5QmQMA231aoyqKpI0Dcdzyuo+Hw5gh0L4vKgQffNmAqecIkqc1y6hr1uHCgZxvd7fb0INGIDzjXYB++KLMd94A62yEvuQQ7APOghj/XrMZ56RHcSsLHSvEQNNE3Uq1vpg26IA2XZ8r1Bftw7fDTcQve8+1Nix6LNnixklJYWyyZPZ2NXF+PHjyfZGefb55wsRbmwUF+0RR6CtXYvv4YfjJNPt318q8mprJZC5qAjS0yV6pLtbzuHGjaLSBgJC3D/7TIwmvXqJWlhWhv/CC7FmzEBftYrk++8nMxqlr9/PqAsvpOo3v6G+vp7PDziAQS0t5G/ciJmURHDjRtSQIbiHHYb5j3/I82Vm4u61F52RCOaiRQS9mB0tHJamCi/yRGtu7ska9PnQ2tvx3XmnXGMx12uMHP797ziHHy7GGy9oG9eF5mac6dMx3nsPbe5ccVHn54saGg5j/+53+G6+WWoDQyF5vM5OzDlzcCdNwnjvPXl+7zi0mhr0r77CPeIItOJi/JdcIuNsIJqezvJzz6X/CSfEyZJ7yCE4FRUYCxZIW8fee2OfeqpcPJmZEArh2rZc/5aF5jhingGMJUswt27F1DSCrosyDPyrVrGis5MSL/8wOzub3NxcsrOz8cXiYZB4GeeUU+R1d3Xhjh6Nc8YZ8Z9/lZcX/2CCYaC1teFOnNjz4zZvHtFXX0XV1LD/6NEERo1iT5fotyV426qD8XrHWD6jrtPe3p5QABP40ZAggAn8pJGUlMSQIUPo3bv3HkUhxAjgdg0dW7fKDcv7dK9ycqRhoLV1xzs+LS1yM83Li2eMKaXYsGED5eXljPc+/dfV1cV/aasJE3Aef7wnc6ysTEKDy8qE6Pj9qMGD465ZpRSkpUnESX19vM3AeOMN6WYdORLzjTckyPq443YaZrsdgkGcM8/EOfNMAAlmfuIJVHc3Tk2NNBgMGoSuaejl5XIshoFqa4uPn13TRDcMGUc2N+O76SbUk09CZqaMuY46atfHkZ+PfdFF2/2VM3KkxIrMmQMFBbhK4Y4di75mjRhHfD55/bEquBh5NQxx0hYX47/4Ysnf8zpqbcsiJy+PrJdeIpSdLYrVmjXyfKedth2xV3vvjX3eeRivvSZ7X9OmYZ9wAsbixZjPPy/7cZWVoj4phfLCmPHeM6JRefyYYtnZKWaPVavwXXklem2tjP/T06Gjg+Df/kbf3r0pPO00XE2jpaiI9pdfhtWrifp8dE+bRvCggyjMzSX40ku4ffvSZhi4mzej/+xnqLIyaeIAOQdJSXI9e3uNsWsFy5J4HMPoMZPEFLBIBP8VVxD2mmf0L77Af+mlkjGZlYV97rmi+KWkoPLy0CsqcEeNwjnpJIyXXpK4HNcVw0pREdrmzdjnnYf++eeiGHomCq2rC+Odd3APPxzz8cfFXJOait3Zib5lCxPnz0c/99yei8HvxznnHJxjjhHjTX5+z89YZiZu797SfuKZiFRaWryPV6uqkrDutDS5PhobCYRCjBk7FgW0NjcTfu89nJIStmga3dOmkertDoZCIdwDDsCdMEFcwllZ210jzlFHoa1f35M/OGSI/MwB2rp1WM88Q0tTExn9+xPatAn3+eexr7yy573YQ+xMHYwRwZkzZ2J+z8dOIIHvQuLKSuAnDdM04+HOe4LYL1THcXp+gfbuLTfJpiZpR6irkxv7N/PxlEJ//XX0119Hi0Zx+/fHueIK7L59Wb58OR0dHey7777x0cx2fcAxxMjRgAHYzz8vqmBdnURZ5OejP/88qqFBFJymJiEVXucpSsko+LXXMJuaRJHQdWlnsCxR+PYA7r77YkUi1L/1FkZnJzmHH46Rm4v5yCPQ3Y3p7aapYBAnJUXiQzo7sUwTX3s7uuvKmHDrVlR2NmZZGSo5WeraPOKq+vfHOfLIXd8IvdgSfvUrtMpKzKefhpYW2RX84gtR2lJSZO8sL08UH8OQMfGWLbJPppSocrZNd24uVizj76qrcCdPxpg7V8bhgDt+PNEnn+ypEAPc/ffH3WcfOadeL7QzapTs+r39thCXlBTsAw4QQ8WSJdKCYprimjXN7Zs0AgEhK1u2iCKYnt7TE+w4+P7yF/SSEqw77ySrqAiuvx4VjdLR3U20qYnqmhrW9erF0H32IaOkBBWJkDp5Mvrll2MB2hlniGHGi/NBKdzsbBlZxxQ/L2YF20YzDCGAsWvQttHKy/Fdfz32RRfhP/tsaX0JBNCqqjDvvx/ryivRV65Ea23FHTcO+5RTpBLurLPQHn0UlZcnppvGRlRuLu5ee0kgdkmJPL9XI6gvWQKNjUJGu7tRzc3oXkyOuWgR4UgknrWH40iGo2WhBg3qCXEGMfRMmiSvyTOJaErFI4xUTo40vXj1hBgGKj1dvs4wyP70U8xXX5Ue32iU7spK1vt8fBUI4Pf7ycnJITc3l8zc3G9PFLKysK+8Upzarou7ze+H1hUrcKurSd17b5JCIdxQSK6J5uadmkT2FDF10HVdrrrqKhoaGnjppZd+kMdOIIFvIkEAE/hJ4/sGoMZI37YE0D30ULRly9A/+khCbfv2xfnjH7e/+QDaV19hPPdcXHnQly/HuesuNvfqRf81a8ju2xctEEDtsw/w3Y5jNXIkzgMP9Pw5HEbV1aF9/jma6+JOmoTe1YVeWSmKoFd9ptfUiEs1J0d2v9raMJ9+Gq2iAn3lSlRuLvYZZ6C8BP+doaOzk2LDIP2ccxg1apRkxLmuNKJ89BFaTQ0qOxvnwAMx338f1diIUVqK4XXQKl0n6i3Ya11dGJaFefPN6HV1oiSlpkIohL50Kdb118vXVVeLiaF//+3H65oGGRmojAzss8/G/Oc/obUV+7TTUGPGoK1cib5oEWroUMlWXLUK1dGB1t0tKtXgwagtWyAaxV9fT5LX66wXF2N8/bWYewoKhNB9/TX+yy7DvuQS3HHjeuI8fL7t33NNwzn9dNwpUzCffBJt3TqJU8nPlw7g7m4oK5MPAwMHinll0ybZTRs4EK2+Xkb7IJEv21SEqWAQ8803JermT39CKy3F/+c/k1RaSnZREUW33EL3tGksS0+nYswYdMvC6dWLrI4OcnNzybn+egK33CIdx5qGKiiQQPKvvpIcRU3rcYzbthC1pia5XmIxLoaB8cYbYtzwOqe1trZ497G+ejXW9dfLe52TEz83zjHHxNUwvaEBt7AQ59RTITkZ+4wz8G3YICQsLU1aYhoapGt74ECYPVvqEzVN1NS2NvRFi2RdoaMD3/XXY3grCu6wYVh33y0mIgC/H/vUUzGff152AwMBnAMPjI9i1cCBch3Ewq9dFzVihLxe25bX2tiIZprofj+hykrGNDUx7NRTaW5upqGhgTVr1hCNRsnKyooTwvhucSi03dgXxPBRVVPD+PR0fJ5qp3kmkniw+Q8E13W5/vrreeedd/j8888Z4u1GJpDAD41EDmACP3ls1+m7B/j444854IADSN72F7RSaOvXxxfdv1WZBuivvILx5JNyUwGiW7dirVqF6fcTCIXkRpmZiXPnnaiJE1lWXExqSgpFu/GLOr7v4zgYNTXyWL17Y95zjyhiliU3zJiSFg73hDfX10NqqgTeZmZCWxsqLw/LM55oa9ZAbi7O4YfHVa/GxkaWL19O3759GTRo0LcJdVtb3JmKpmE8/TTmu++KstHQIDfVpCSUFyvjhsPonZ04fj++SER21AIBUezCYexjjsFYtEicyoEAatAgon/7W7xx5FvwctriztyWFsyHHkJfvlxUL8OQXLsvv4RgEGvIEPR33sHX2dmT8aeU1LBVVYmSGgxK8HBbG5imZN9NmED03nvlvO0KW7dKS0TMab3vvqj8fMznnkPftEkiZ/x+9HnzZGTvER98PnnOhob4XpzKzJQWjK4uVG4uzv77Y6xcKasIwaCoZPn5LLn9dtpTU5k4dizBd98lsmYNTVlZbJwwgajrMrikhH5vv42Zk4M2alScFOE4ErYciaCZpoxO+/WTYOjy8vj1jve17pAh6GVlPfmJ3phdZWcTfe453EMOket/yRKMf/5TOpr331/2HWOxQ545Sauuxn/88aKYej9fKjcX++STKe/Th/4XXYSvu1uOwedDmSb2H/6Afe21mI8/jvnIIygvp09racH52c+w7r9/+/eirk4+SCQliUEkRryqqzFvv12cypqGSkvDPvdcMQh1dRE88ECJ+PEMKESjWJddhnPppfK4nZ3o8+cTaWykMS2NitxcWtvaCIVCcTIYN5Ig5G/FihWMHTKEXm++KUqnUqjkZJxTTpGawx8ISiluvvlmnn/+eebMmcMI73dQAgn8GEgQwAR+8ohGo9+qJNodzJo1i3322WePeyr1Dz7AuPde1IABdNo2kXXryKypQRswAPr1ExK5Zg3uaaehhgyh9cUXMYCUn/0M99e/3mlw7LZL3t+KeWlpwXz0UYz581G6jnPssRJ4vHixKB1KoVmWjODGj5exlHccKjMTY+lSUYCCQdzJk4k+9BCV4TBb5s9nSFEReV6N3XdCKcl8a2pCa27GePddyTNcs0ZCng0DpetE+vXDt2ED0aQkzHAYOyuLoKcG6l6ER0y5dMePx54xA5KSJAj7G4rrtxAOo23aJORk0CBITpY8xb/9ja7aWlK81gXN55PoG78fNWIE2vr1Qvr8fhmDOg4qO1v6hcvKcA88ULLxOjslm6+tTcw2f/xjj+sTZM+vtlbaMwoKxORQWop5771xYuX27YsaMQLj1VfRN28WQ0k4LMpTa6uc69j51nXcPn3QGhslgLiwUEag9fWoSITOQYPQHn2U4DPPYLz/fly5s489lqb77qO+rg7jlVdI/fJL/Eph5ubCmWcSmDCBwDnnoK9YIbl7I0ag1dTIaH7ePLQNG9B0HQU9Adfe6Df2XsdGyO7UqUTeegt9xQr8Z50lrwFQwSDWzTfvcO3AvOkm6QzOyJD3OhKhesIE1k2YwLSbbsLYuFGuUy9SxznkEKxnn8V3xRUybvc6c3EcVJ8+sqe4LWI5hDtYK9BqaiSOJhoV5/n48XEziv/kk2V9ICVFnjscxrrhBpzf/lYaT+68E2PJEjFvJCXhnHkm4SOPpLGxkYaGBhoaGgAxkgQCASoqKhgzZgx5eXmiNi9ZItddnz4S+v0DQSnFnXfeyWOPPcZnn33GmFh7SQIJ/EhIEMAEfvL4vgRwzpw5jB8//jszA7+Fjg70G28k8sUXRCMRkvPy8Hd0CCHo3VtI0tq1uJMno9XU0O45fNMcB+fXv0YNGiRqXCiEe9hhsrPkKX8gY+0djraVkhGizwdJSegLF+K74QbZldI0Ka3v7BRFJzdX9ru+/lpUGL9fSExnJxgG9UcdhblwIRn19WjJyTjTpmHdeutOq+B2CNfFePNNjE8/FRNLNIo7Zky8d1gvLhb3qOdkVI5Dd04Oobo62ZnzAo21SETq3tLTcQ84AOuGG76zXeGbaGhooPyNNyjq6CDvq6+E7I4cif7FF+jr1uEWFEjIr9fAECMd7tChaIEA2oYNMkLOyZHsweRkOY+RCM706Vi33w5paehffinj9awsnKOP3v44a2pEmdQ03LFjoaAAraoK39VXo61ZI7t6fj8qO1vG914MkMrMFKWrtVWOKylJjj/W+JGZiUpPR6+pEWXPc/biOFgzZmBfdx0A1vLltFVVUWcYVPt8+P1++jU00O+11wi0tYkalpmJfeml0NWF/4wz4vVzymtqUXl5aFu3SvBzTB30MgKt665DX7EC8+23USkpcgzhMKpXL8KxLMttoK1bJxmQtbUANCYns+6ooxh5zDGk3XefOL49k4hbWIgaNAjr0UfxXXUV5jPPSHWgl8eo0tOJfPYZqqgIbBvzueckwFopnOnTsS+4oGd/cFfYuhX/1Vf37Ob5fJCSgvXXv+JOnYr+2Wf47r9fQt6DQYl9CQSIPvRQjzlMKVpbWykvL2fr1q0AZGRkxNXBH6ObVynF/fffz/3338/s2bMZ/41MxQQS+DGQ2AFM4H8W37cNxAoEWHH88QQLCxncqxf66NE48+djPPssbNkiN/GMjPiN3CosRAGqowP9tddkHyzWODFrFpFbbpGbXU0NWl7eDsfOgIzktol9cadMIfrss1JdFgqhRo4UldBT5bCseHMFSUlCAi0Lp7WV9HfeIeCpY0SjotTk5kqAc2srqqgoHn67U+g6zs9/LsHQXV3i1ExNlUq6115D9eolI8XkZLS0NJRpkhQIyKg6EunZhUP2HunVC/3TT/EBbv/+GPPnixGnTx+sP/wBNXbsDg+jurqaNWvWMPL448no1Qtr5UrMp55C27RJRqspKUKGOztxRo6E1FT01avjYcJUVAj56d0braNDSLZpCrnr6sL8xz+k9q+wEH3BAnn/NA3ntdeIvvBCDwns1Qv3G/mMqndvrOuvx3zoIYw5c3AHDEBNmIBbXS1Vd147S6yNBE2TGBcvAFnzCJjmhSJrfr8YTCxLYlyefBJ0Hfu66/CNH0/2+PFk19czfOtWGlNSqM/Jofioo0hbtYpQcjL+/fYjdfx4/H4/9vnnY8YiiFJS5Dnz8lC9ekmtoePEDUZad7fkCfbtK8cRG2V7WYXGiy+KggZikiouRisvx5k+HZSivLKSmvx8Rk+fTlJSEu6RR+KuWCEfSLxRvXPggXJe998f84UXJGg6pkI6DtrataiiIox//hPj6afl710X4+9/l73DbV3EO0NuLs7UqVIT16uXENjhw3FHjpQfMc9IFHtPVWqqEN3OzjgB1EtL0VeuJFpTw7hjjyUtO5uGhgbq6+spLS2NG0lycnLIysra7WiqnUEpxcMPP8y9997LJ598kiB/CfyfIaEAJvCTh2VZ8ZiVPcGCBQsYNGgQ+fn5u/09nZ2dLF26lOTkZMaOHduTIWZZ6C+/jD5vHiopCffnP0dbtw79rbdo7tMHx3XJqa+XjtZ+/aBfP5RlSePGgQdifvyx3FSTkrAuugjnGxEpu41oFOPDD0UVzMxEhcP4HnkErbMTNzkZt6UFlOq5KaWmSjRIbME/L08Un+xs7EsvjVdkxWNrdgeui+51yaqkJNzRo9ErKvDddZfsV61bJyTLu4Fbqam4mka4oICUqipURgZGZ6fcjHNyxCxRWEj0zjuhVy8JES4tRRUWsnHgQLZUVDBu3DiytlEvterq+J6hO2oUBIOYjz2G8a9/CdluapIxoK6LUSUzE3fyZCF43vuA4wjRCgRwhw+Xxha/X7LgLAutqQnnsMNwTj8d52c/2/X5iUQwH31UdhVByPOkSRjLl0vsjaahhg4lUlSE9q9/4e/qQktLE3UUGdHS3d3Toew9lwoG0QyD6F//inP22ZhPPIF5332yDpCdTfShh3CmTqWjo4P6+nrq6+tpb28nLS2N/GCQgTfdhH/JEqn0GzpU9ul690Zbvhz9669l3zQzUwhQVpZk/L3//reieNSAAYS//BKSkjD/9jchpl7dX8Uxx7DhxBOZOHFij5FCKVFnZ85EC4dx991XwsT9frTNmwkceaTsn6amyvtg21jXXYdz3nn4Lr1UPrA4jsTAuC7u3nsTfeON3bs+w2GMWbPQNm8Wc9Nhh8l1D2grV+K75RYZO6eno1dV4Y4bh3XzzaJqz5uH/eSTdFZWkpKVhe/QQ8W5HjPGOE7cSFJfX79zI8luQinFU089xY033sjMmTO/f3d5Agl8DyQIYAI/eXxfAvjVV1/Rt29fCmPuwhiam9HKy0WRKSqK32wbGhpYtmwZvXv3ZtiwYd855tE2bMC49VbCmzZhOw4p+flCNnJzZfdMKbQVK2QcGAvU9dooos8+K2HUDQ0SwDtp0u4TsG1RU4Pv9tvRPv4Yt7UVFQyiT56MsWyZRLekpclOXVcXKhTC3XdfSEtDKytDpabiHHEExgcfyD7asGHYF10kMSl7CqXQP/0U8+23ob5exrLZ2eh1dZK3puvYyckYW7fS2q8fKVVVMgpPSoJBgzBWr5Y4lXBY4kaCQWygesoUkh57jNRtq+B2hnBYXsuGDVK3tt9+0j388MPy+pKTJe6ks7MnbxAkANo00deuFdIaCIhJwrbl/OXkYF98cY8CFQ6LYpeaKs0SMXR1SeZjaysqLw93v/3AcTBvuQVj/nwiOTm019aSlJpKcno6+pdforW0yLHEKtfa2+WxdF3+PmbU6NsX+5hj8L36qihYfr84ejMzCc+eLZWG0SjmY4+hVqygIy2NTcceS/emTQx55x2SHAd/aip+nw/nzDNR+fkETjlFxqR+v6wpFBbi7rUXxoIFQmRj7mIvaiV60024Bxwg3+e6Mp5tbcU1DCLvvos5adLuXSuui/+kk9BXrZLHDgbjmYTOaafhP/10jI8/lgo500RraMDt35/I11/LeYlGMd54Q44xJQXnxBNxJ0/e3StVrtPXXpPRc79+2BdeKMpnRwfOZZfRVllJaNQoQkqhVVdjX3aZ/Nx8A0opOjs742SwtbV1p0aSHUEpxQsvvMDVV1/NBx98wIEHHrjbryGBBH4IJEbACfzPYkcjYG3FCozbbhN1yO/H/dnPsC+6iPKqKtavX8+IESN2O3dQDRmCff31tL33Hp1tbSQdcwz6m2+iz50rNV4dHbIv6O04kZwso7jaWswHHxTVx1Og7BNOwDnrLLmxdncLWdwdQtirF1svuYTKAQMoSE4m77DDUK2taDfcIGO6piZxLKanS56dR6RUZib6ihXoJSVoHR0o70br27qV6G23QXc3xsqVqNRUyX0bNmzXx6FpuEccQfSII0SBfPVVjPfeww0EhFgphakUZGeTOmYM+tatuErhRKPYpaUkdXdj2TaB2lqwbWzDwNV1+s2di3v55bgjRuAcc0zcmb1DBIPx0N74ezR6NFb//vjuvluqzfx+nDFjpA5v40aU40B2tsS6xM63Zcl/pokqKECrr5fKtCVLcI84QoKOy8vBNLF//Wvsq68WYpKcjHvEEdsfk2li/+lPdKSk0DVvHqFBg/CfeSbRKVMw77gD87XXULouBhJdl9275mYhoLHP5oYBdXUyznUcyMqSfUPLQqupIXDWWURfeAHftddi/OtfoBRZmkbm/Pl0/utfdBQV0T5rFuHWVpoGDULl5ZGbl0fv3/4W/xtvSM6fR9bV0KFYBxyA/7e/FTKqlKhlhoH54otY+fnyYSYSQXV3o3vvq/73v2NtSwC9Y1MpKd/eO9V1UQNtW34mdF0IsOeid0eMkJq+ri55D5OS5DE6OiAtDfP55zFeekmOzbZlXHvrrajdNE24hx9OdP/9RfXMzIzvNjZt2QLV1aQOGEByrH7NcUSp3AE0TSMlJYWUlBQGDBiAZVlxI0lJSQkgRpLYuHi7RhKlePnll7nqqqt47733EuQvgf8nSCiACfzkYdv299rlKy4uJjMzkwGxXTfLwjznHOnqHTBAxpQtLZSedRYbBwxgwoQJe24YASoqKti6dSuTJk1C1dVh3H+/NCgEgzj774//rrvEcZiZKepRUxNu795iJMjKgvp6tO5unF/+UhSs1lbcAQOwZ8z4zj29iooK1q9fz8iRI+m1jRqlL1iA/sYb6Js2oYqKcPfdF/PppyV6Iz0dbdUqGYWC7EN5na4YhjRClJUJEU1Kwu3bF+uOO3D35CZl2xKV4nXHqvx8tOZmzH/+E6Vpki9XXS0392gU1zRpKyoibfVqdC97UDMMNG9cTUaGjInvuCNORrVNm+INFd/pcI5G0Vatkt3BujpITZUcvbo6eaz6etkHC4eF4Ni2qHuaFt8ldAcORK+oAJB9yO5utI4O7NNPFxUpM1Mev6JCOpLPOQeSk6WnePVqRg0fTkFhYQ/RtG3M++/HfPFFiS3xxtRadbU4TV23Rx2M9Uh3dIgq55lcUErG8OPHYxQXx8fusR1U5+STiT79tJBZpWhvb4+PisN1dYz4+GOyt2whEAjAvvviXHghhEL4fvtbzPffF/UxM1OIUFIS9jnnYD70EDQ1oQwD3XPqqr59Cf/735CdjbZxI76rr0bfvBnlKY7273+//Qeazk6M116T1xkI4Bx1FO5hh0nG4kcf4bvtNvk6nw9lWagxY7AefBCUwn/iiRJ7FHsspSRi5ve/3/3r8xuor69n1dKlTP3wQ1JqalD9+4s6G41i/elPu00uew5JjCQxdbCzs5P09HQWLVrEXnvtRWlpKZdeeilvvvkm06dP/97HnUAC/wkSBDCBnzy+LwFcvnw5oVCIQYMGyV/U1WH+5jey/5WRgeu6dJeUUHnssRReey1JXthxHJGIZLalpu4yP666upqKigohgErFVT8tGARdx3f++Zgffhg3RbiFhZCeLgTQC6/VV6yQG6RSqIwMISSjRxO95hrM116TrLR998U97jjZJ1OK9evXU1NTw/jx48n4ZpvJN6EU5tNPi4EkHBai192NXlUlpMHnk5iX7m7J1+vslLYIx5EKst69JcQ3GsU98ECcY47ZvViZbxyDMXOmZMx1dMgILkY2OztFqfv0UwlD9vvRvUxEKzcXZ/RoAsuXo/LzUYWFPY5f05R4kVtu2S1nsVZaivHuuzJWHDIEd+hQjHnzMN59V0b3+fnoS5eiV1SgsrLQGhuFBOXno3w+UQp9PpS3v0dXl7yXo0ZJLZyndsbMDpvuuIMNZWWMHTuWnG0aSeJwHIxnn8X8xz/k+TMzpUd60CCMf/8bbfNmeX9MU2rzli0TYuKdz9iYONaMgd8v7693HapQCPtPf8L+05/ke1w3vgfZPWgQdWlptK5ZQ0trK6pXL3Lz88nJySG7tpbgr36F1twsRqLkZPkgcNhhtM6fT97s2WixvMPYnuKtt+KcdRb+U05BX75c/r67G3Sd6IMPflsdhfiHju2upXAY8777MBYulKaQ/HzsP/xBwpltm+DkyWI0ys6O90bbp52Gdc898v3NzfJBqrZWwt6PPVYU9Z2gvr6eFStWMGrUKAra2oTE19ZKRMxxx4kb/D90/YbDYerr67nwwguZN28ejuNw1FFHcdFFF3HwwQd/+3dPAgn8HyAxAk7gfxaGYWDHojZAxp8ZGWjV1USTk2mtriZZ1ynae2/ZRdsWmzZh3HuvxEQEg7i//CXuySfv8EagaRqWZWHbNqZpoum6jHo9WI88gjt6NMaKFbh5eTgnnIDvwQfF6ODFl+DzSTj1yJFyUw0E0NasIXD88bJDCJgvvYS1YgXhq65i5apVdHZ2svfee28fdL0zaBr2OedISHRrKyopCd/DD8u4uL5exnE+n5C99HQZvwUCQnBcV4wdXv+svngxdHbiTpki+5RdXaisLNTw4bu+UWoaztFH4xx6qJCUtDRR2Favhj//mcj69RihEHpbm5hYvFxDpWlYpaX429qIpKbiW7kSo7FRctgCAYkLaW3FPfhgMZh88QXYNs5hh32LdKiiIuzLL9/u7+wpU1DDh2P84x8SxTJyJNaJJ0r8TXMzKjNTiFlVVU8YcawP2DBQGRnoJSUyUkxLEyWxqQlj5kzyNm4k+5ZbSN4R+QMwDJzf/Q6ysiTr0HFwDzsM+4wzcOfNw3/NNUK6R4wQghiNSjPKpk1iBAkEhGRBz/rANp/ptXBYYk/23Rd36lR8l1yC+d57YNv4k5NJuuMOnF/+EsdxaGpqor6+npUrV+K6LmOnTSNv/nz0ggLIz4fmZjZZFs4vf0lecTGqvV32WG1b9itXrcJpbETfvBkiEfQYUbUszH/+U9YDtnszegjsdggGsf/4R3ERd3eLYz22x6tp8gGpoSFet6d8PlGJAbq78d15p7TJ+P1oMSPW1VfvMH9yW/KXn5+Pys/HuvFG+QAWCm1XI/ifIBgM0rdvX84//3wWLlzIVVddRUtLCxdddBFbt25l4cKFjBs37gd5rgQS2F0kFMAEfvL4vgrg2rVrcV2XkV4EBID2xRc4t9xCpKoKX3Iy/iOPxL3uuu3ryiwL4/LLpYasXz9obRVCcfHFaBUVYq4YPhz3yCNRuk57ezuLFy/GdV1yc3PJy8sjOzt7l/EQ+vz50vzR1iajvwkTJFqlXz8hXvX16GvWxBf9Y53Bbmoqm44/nvSNG8nMzkYdfbTsU+2pGgdo69djvPKKOHo1DWfvveU5N26UWjrDEJXHcVCBAO7hh8v3bdggRCMzU1pVvF055+c/F3K1h2pJQ0MD62fPZnhHB3l1deiffy7RIZWV6GVl8vq9sWz7+PEkLVsmsSKZmZCRQWDzZlRqak+Wnt8vqlJSkgQAn3iiqL7fdT4qK2W0mZ8vhMd1Me+5B+P998V17BlptI6OODEmI0OIRkuLKMZ+f3xvDqVwMzPRMjLEQHH88dLpvGABWlUVatAgMf/E4Lm1Yx3FAPpHH0n9n2ekcfbZB+f00/Gffz56LDhZ04QAtbeLwcVx5Pt9PjlGXUcVFWGdcw7+m2+W47VtIVDBIN3z54sZyoNSira2NprXryfpqacIlJZi+nw0FRXReMopjJ06leC552J+/DEqEEBlZAhJ3ndfrD//meA++8i5NM2401r16UN4/vx4g435t79J6HlyMs5vfiPxRLtz3SiFec01ErET6wE2TZw//AHnhBPQFy/G9+c/4/bvL4pwezt6QwPRu+6SDyjfuO6WL18eJ38/Nj766CPOOOMMnnvuOX75y196L0exZs0aBg8ejH/b30EJJPB/gAQBTOAnD8dxtlfydhMbNmwgHA7HE/WVUpSVlVG1YAGj/H6y+vVDTZr07aaB2lrMCy6Q0a9nmtCWLROS1dUVv7naZ56JdfbZuF1d6O3ttGoa9W1t1NXVEQ6Hyc7OJi8vj5ycnB3/cu/oQGtqEnMG4Lv22p6beqzjtqxMolI0DdXWhtvdTaR/f4KeIqJZFvYll+BMnYq+aJFUfo0bF6/s2i1sEwGjz5uH+cgj6EuXips1OTnuxoztQekLFgjZMQw5H6YZP0b3iCNQuo5eWgopKbhjx2KfffZOR3BVVVWsXbtWxm8FBTISfe01jM8+E0LU3Ixm22IoCARwp0zB+OQTtLo6rLw8aG/H6Oigq39//N3d+GtrhUAnJcn3+3xiIDnqKOzLLtue6O8OolGMd9/F+Mc/0EpLcffdVwwk8+fHsxH1ujohWrHsQ8eRPUefr6fyrXdv7F/8Ai0SwfjnP2W3MRjEvvRS7Isv3uUhaCtXom/Z0uPiDgahvBz/BReI8ug5dVV2ttTUbdwoCmssxiUQkPemqEh2GLdVCpXC2X9/om++2fMeua6sPvj9EArRsWoVq9euJdKrF1GlCAQC9Kuvp9+LL+JvaZF2mIwM7Msvx91vP3yXX4753HM9RNQwUKEQ0ccfxz3mGHx/+QvGO+/IB4xIBEIhovfcg3vQQbv1lmjLl2M+8ojsb+o67qhR0jSTkREPT3eHDOn5GaqqInrnnajRo+X7S0ro+uILKqqryT7mGLKnTt2za+J74LPPPuOUU07h8ccf57TTTvvBg6QTSOD7IEEAE/jJ4/sSwM2bN9Pa2sr48eNxXZeVK1fS2NjIxIkTSd9VrEhHB+Z554lJpF8/WfZfskTy88aPlxtLbS3KMIheeSW+f/5TlLrsbOzf/Q537Fg6Ozupq6uL57JlZGSQl5dHbm7uzvd92towPvoIrbkZt39/9JISfA88gDIMHNMU5TEYRBszBjV0KCBqnDtqFHpTE5q3f6b69sX661937ZjdBbTycmn76OxEDRggbRd33imkwTBkdN27t/S0em0a8YaNjAxRw7q7ZYQWCuEccYTcoA1D4jZ0HaUUpaWllJeXfyvjD6UkniQalcYTXUdfuhTz7rtl9NfWJs8dDMqINimJzkmTCC5ciNnZiev3oyHkmEBAeoIbG3EOOQTn+ONxx46VMXF7O+64cagJE777pNTVYT7wgOz4aRruoEFC5mbNQqurw+3VS+rgFizA8KJ+4nEySglB7uyUHcusLBmd1tRI28e552JfdZW4sG+/Ha28HHfsWKxrrtl5aDjSxOH/3e9ETfRMRXplJW56Oubs2fIeBINCEHVdavpqa4WoerunaBr4/ViXXYb9l79AfT3+P/xBzBm6TuTYY/n3kUeSVVDAiBEjcF2XxsZG6uvriXz9NRkrVxIKBvEdcACphx6Kz+dDX7wY/wknyPuXnBwflVt/+hPOOecQOOIIUdK9HmcsC/v007Huu2/3r9GKClGi/X75wBOr8mtqwn/ttWL08q5Fd8wY2RENhdC//BLnvvvoqqwkFArh69sX+49/lNWLHwnz5s3jF7/4BQ8++CBnnXVWgvwl8JNBggAm8JPH9yWA5eXl1NfXM3r0aIqLi1FKMWHChN0Ka9VnzkR/4gm09naUt9OnVVaihg2T1o+mJvSODty+fSVGJT9fVKpevbAvvlhMHV51WveIEXEy2NzcTEpKCnl5eeTl5e26VqqtDd+MGWgffYQbjUJ+PtqkSfI8Q4dK9t7atajkZFl4HzxYgo83bpTmg1AI/YsvZHR4xBHYV165SzPLTqEU+mefyWJ9NCrqUHe37AXGlKYYGRs0SIwLntLm5uSg19VJ9VZSEu6UKUSuuoq1FRU0NDQwceJEUrbZl9wVtLVrpX5O1+MEVP/gA2nxyM1FX7JEzCt+v5gDHIdIRgZ2YSHJXmOJGjBASKRlyXEnJ2P9+c84J5303SPIzk4ZeWuaRJYkJaF/9RXmvfdCQwNtroseDhNKScGoqBADCchuZTAoY9xotKeVIxoVg0l2Nu7EiegbNkitn6aJkjtiBJH33pPWmZ2dk5ISfA89JKYIvB3HK67AfPBBafYAIcHDhsk4PxoV1dAzcBAIyIi2oIDoY49J9d8HH4i7uqsLFYlQ95vfkH7PPd+6TmOj4pirOOZ0zc3JYdBFF+FbtUrIZygkFXW/+Q3OmWfKiHjLFolG0nW0xkbckSOJfP65EFOvq1lfulS+77TTdo+kx85JaSnGCy8IGR40COess+I7hNZVVxFeuJDA+PGEkpJkb/Hoo7EvvHC3H39PsHDhQk488UTuuusuzj///AT5S+AnhQQBTOAnD9d1sWKxF3uAqqoqysrKsCyLzMxMRo8evUe1TdrKldImkJIiFWjXXgsdHbIH1twscSQtLbJbpOuSfbZ6NQQCcaemSk8XB+Mhh0A4TNS2afDGxI2NjQQCgTgZ/GZwrFKKdatW0b50KSP79CE0ZYooYffe2/P42dkS7LxuHcpzO2tlZbKz1tkpRgoAnw/nhBOwL7tMCGRWlhTZf48bkrZyJebDD0uO4ObNQpBDIVG6Bg4UkhYICLnx+dBaW3H22kv2+qqqqC8qonXgQPomJ2OGQpCRgX3ssVBQsMfHQksLvnvvRV+0SMhZLFPP24Wzhg5Fq6tDb2+n06uyS9mwAdWnD+Tmom3YgOY4OAccgHPUUegrV6J//TUqJ0eMCPvt952HYK1aRf1jj5HU3U3WQQehjj8e4/XX8T34oLidY+c4EpFji2X8eXubKhgUNcxxxHkci6JxXdyxY4k+/fQuFSqttFT2VU1TnLL5+RCN4j/7bPTly6W+TtchGMT6059E4Vu3rkcF9HL4nH32Qa+shJYW+VBj29LEkZtLZM4cVP/+uzwP3d3d8dgT85NPGDRzJkHXxZeUhNG7N/aVV6JGjMB33nmYb70l5FAplN+PO2YM0ddfh+RkzFtvxXznHTlvkQiqTx+iDzwQzwn8vmhoaMC+5BLywmECsSihdetw998f+4or/qPH3hEWLVrE8ccfz80338zFF1+cIH8J/OSQIIAJ/OTxfQng2rVrKSsrY8iQIRQVFf1Hv4CVUqhZszCffVZGsePGYR91lIxoMzJEWWtsRF+1Spyc48cLGfEqzdzhwzHmzhUn7HHHiSNX02hsbIyrg7qux00kaWlprFq1iu7ubiZMmLDd2FhftAj9q6/ksaZOlVHxE0/gFhSAYcjNva1Nbu5paaL2dHbKTt6AAfG9K/vEE3HOPvv7kcCaGiFPDQ2iuAHmyy+jVVRIVEo4LETZi5Vxp03DtSzU/PkSKpydjVFRIdVkaWm4Q4dKAHVGhtR2Oc6OHaI7fnOgtRXjk08w3nhDnrO5Gd0bUWsNDahAgOg+++BWVhJct46unBwMwN/YiKbrqMGDJY7Gi73RlEIFg1jXXos7fTqqd+8dPnVXVxdLly4lIyODkSNHom9jxtGKi/HddJPsZhqG5BX6fPFdTUxT9icDASF9kUiPcSL2ugIBVO/eRJ59VvZVt27F/Mc/0NrbcfbaC3f69J2fo9paqQlcv17e79NPxz3kELQlSwicdJIETpumfIiIRETFtm350OMphJrjiIJ8/PFEX3xRcvpmzRJy29SEu/feWNde+y23rG1ZdP3rX0S//JKOaJT60aMJ7rUXOTk5FCxZQvCGG4Rcete1u88+MgJuaZFjq6zsIcqui3XNNTj/Qc5fzPAxefNmst9/Xz6weIqofeGFuIce+r0fe0coLi7mmGOO4c9//jMzZsxIkL8EfpJIEMAEfvLYUwKolGLTpk2Ulpbi8/k4ONZ32/MFUFaGFg6L63YXGWGxx3McB9d10TVNRmmmKS7Rp55C//jjnhu6p3LF9u+0mhqoqkIDIYqOA52dsjA/YoTslAUC2PvuS7PPR11dHXV1dUQiEfx+P4MHDyY/Px/zm0aVbdHZie/229EXLoyPFLVNmyTLLC0t/pyapyipQYOgsRGts5PoLbegV1Sgz5snLRnHHov7PZfiteJiIYHr18vrTkoS1cuysIYOpaOsjPSNG2H4cCFn4bDUkBUVoW3YIFl7WVnojY1CxDIzsf/4R+nh3R0oJfVqpaUybs7OxlixQrIP29pQQ4eibd6Mvno1bm4uqrUVvbubaEoKVno6KeXlQqaSkuLkQKWno4YMwbr55m+pge3t7SxdupSCggKGDh2645v81q347rtPVMXcXNnL03X06mq0rVslbsc0JWamvl7OSfyEavGWCnf4cKxLL8X32GNCVAF0Hevyy8XcsotzEqsfZBv12/j73/Fdc40QXdOUY8vJoWvYMJJfeAE9tnLhVdKp7GyiTz6JysggcPbZ4oxXStzYBx5I9OWXd+pE/+aouKu1lZGzZ5O/bBl+TUMfOBDrj3+UFYbWVoJTp8oOaHY2uC5afT32ySdjPfaYPGB9vZDgLVtQ/ftjn3KK7IruBI2NjSxbtoyRI0dSkJWF8dZbcr0bBu706ZLz9z1c9DvDihUrOProo/njH//I1VdfnSB/CfxkkSCACfzkoZQi6vW2fhccx2HFihW0tLQwZMgQNmzYwLRp03q+wLIwHnwQfdYs2X0aOBD7mmu2i8HY9nlj5A8k7+9bv8wdR2JUGhpQnivVd889otwEAnJT7+yUPSivYk4rLZWGD9dFa2uTuJAhQ7Cuu462pCSKv/qK9JwcQikpcsPs6iI7O5vc3Fxyc3OlteHbLxytrExGvtnZ+G68EePtt0Xt81zLKhQSEuOpLtratTj77y+OW8eR/9LTsa66SohjV5dkzxUVyTL/94C2Zg3a1VcT3bSJQDSKLxrFmTYNY+7cHvdxZibali2iTra0SBdwerq4XQ1DdsAGDcI94ID4OdyjYygvx7znHjG2+HwQCEjcTVWVnLpRo2DDBozmZlzDQOk6RjQqBKFfP8n8M02ck07C/vWv0VeuxF6wgJrubtRZZ1F48MG7vsl3d2O8/Tb6ypWo9HQJJjYMfNdcg/7115CXhzt2LNq6dZKh19XVE47sKWDK55MPF5EIKjdX2kk6OsRcccMN2JdeirZqFf6rrxa38rBhWHfdFTcLfQtK4bv0UvQvvog3rVjRKEunT2f055+T9sknMtoPBoUkZmfLnpzr4rvvPlErvbE1hkH4zTdRu+ni7e7upqGujvbly2mvq0P160dW//7Sn5uWRtKhh4qhKRiUIHJNwz7lFOy77oKuLjlvxcVxp7c7YQLW7bfv8BqNkb8RI0Zs15QTz0r8gcnZ6tWr4wHPN9xwQ4L8JfCTRoIAJvCTx+4SwHA4zNKlSzEMgwkTJhAOh1m0aBGHbjPe0T/4AOPuu8WVGQyilZXhTp6Mc//9290MlFK4rovrtXfskPztCK6L8frrEk5s27gTJ8qO1sqV8R09fd06lN8vitegQWJYWLuWliOOoLmkhIL6eoL5+Ti//S3uQQfR2dlJfX09dXV1tLW1kZ6eHncU7zQEuqFBOlNnzZJR8QEHiEmiowPVt68YIbz9QK21VZRQpeQ4U1KkOq2yUhS64cOxbrsNd6+9vvv1fwP19fVsmDuX4e3t5Pp8Enbc1IS+aRNaXZ0QPcdB6+rCmTQJI2ZQCARkJLlpk7hmMzOlieKaa+RY8/L2TLWxLLStW1HJydKlW1OD8f77GC+/jNbYKOaLWO+t66LZNq7fTyQlBX9Xl0SdDBok4+WWFgn91nX07Gysv/4V55BDesaKHR3iSv2u6yUSwbz7box//1vUxvx87PPOw3z8cSHlnuqtQiFxX8dG+cFgj1LoOKiMDKkRnDlTPnDoujxeTg7hTz+FndUJNjVhPv00+qpVhF2XNSNGkHHmmfQOBAgecoick2AQt3dv6TQ++2y0SATfDTeIgSVWH+i6ogJ++KGMjWtqMB99VD7oFBVJTd5OYols247359bX16OUYvS//kWvmTPRfT40v18U8vPPxzntNPSlS/FdeaV8EPAidrSqKqy77pL9x22wU/L3I2HdunUcddRR/O53v+PWW29NkL8EfvJIEMAEfvLYHQLY0tJCcXExubm58V2szs5O5s+fzxHbNBDojz2G8fLLPREp9fXSkvHqq/EqsZjqp2wbbcsWdMcR0rEndU2RiNwcQyH0+fPx/fWvotogPbLKy1hTnvEhsmQJ3ZEIaY6D0auXKIMpKUTvuEMiQzZsgLQ0ukePps6L4WhqaiIUCsVNJCkpKbu86ehz58qNubkZFQrhnHoqxltviYPYU9b0L74Q9SkalRGf4wgJGDAAZ/p0tK4u3FGjJFx5R0rkNqisrGT9+vXbBe1qq1djvPoq+ubN4hZ2HHHHKoU7cSLGp5/GR684jvQijxqF6t0bffFiCR0ePFjIhzfadE46CefUU/dczVEKfe5cjI8/Rv/sM9lZjETiO4xuv36S0xiJYIVC1A8bRuHXX2OFQqjCQgJbtwp5zs3F3X9/nGOOwXfXXRImXViIdf/92wc97wiWhb58uZiLBg+WXcOODnzXXYfx/vs9hA9Qffqgr1oVD3eOGzh0HZWSIucxJUXiizzV2h0xgug77+x0hxGlqN+8mZXr1zNi/HjJYsQLoL7vPhlRGwZq4ECJUlGKwIEHygeImILrVeNFX30Vd8wYMZ8sWyb/Ho3ijhtH9KWXtmvH2fGhSH9u87p1pDz2GIHSUnx+vzikr7iCpPx89CVL8F11lcQJeRFEWkUF1p13xs+1vmgRkXfeoa6igpQjjiD91FO3G3//GNi0aRNHHnkkp5xyCnffffd2u6AJJPBTRYIAJvBfgUgkstN/q66uZtWqVQwZMoT+/fvHSVA4HGbu3LlMnz49/nf6a69hPPSQjGADAckLGzIE+6mn4h27juPgdnXhf+wxjIULxdQxeDD2jBk9lVR7CK24GOOrr6T666CDMD74AOOTT3Dz8+loaMBpbiYN0Hv3FkOJUmjr1uEceiiG192qAgHcQw7BuuEGGf11dtLQ0UF9fT0NDQ34fL44GczIyNgxGaytlf287GxUv34Yzz2H+cQTsr9o29KkkZEh6lxqqowjk5PR2triHcY4Ds6JJ8rumVJCogOBeFxJbAezoqKC8ePHk7mj6JnYr52ODrTGRiHIpaVolZVxgqp1dIg7db/90Boa0NeuxS0oQGVmYqxciUpLi+84OkcfjTtlCu7kyaKOhcOiru4made/+ALzhRekJi8zE2wbY8kSif4JBnH32YcO1yV1zhys9HRcTSPQ0oIGOLm5GB0d8W5ilZ4uRqHkZOzLL8c+66xdRrnsEJYlUS6PPCLkeNQoVHZ23Hkdy/BTGRlo4TBuWhr61q1CdGImEi9/zx0zhsgbb0CvXuiLF2M8/zxaRwfOtGlUHX44q9auZcyYMeTl5W1/ThYvRlu5UrL2pk2LX/vmzTfLGFjXJWcQIDVV1NmiIvwXXCA7p+FwvP86+sADQtJ3F+Ew0bVraWppoTopiab2dpKTk8lLTqbo0UdJWrNGVNb2dtzx42zig4gAAIOcSURBVLFiH5SKi1E330xXdTXJ6en4fT6c3/1OYn5+JJSVlXHUUUdx3HHH8cADDyTIXwL/NUgQwAT+K7AjAqiUYv369VRUVDBu3Dhyv7EIblkWs2fP5rDDDusxUbS3Y8Scma6Lys/Hufpq1F57bWf28L37Lr4nnxTS4/ejl5biHHQQ7pQp6Js2oVJTcY44ArYNMN4TtLSgP/447V98ga3rpJx0EsnvvCPHVFAgI8uNG+VG77pCWDs60L2FeL20FDo6cEeMwD7vPJzsbJqamuKOYiDuKM7Kytp5/I1tY7z6KsacOaJKeoqUXlEhO4y2LY0NXV3SI5ySAvX1aK5L5K678D3yiGQemibOiScSPe881qxfT1NTExMmTNjtjD/q6oQge6NnbevWeAOG26uXKIbNzTh77SUmiIYGqWErLBSSkpQko+22tvh4Ug0aRPSRR1ADB+7eMbS3S6B3VpasB6xYgfnss+iLFxPWNKz2dlIsC727G8JhUUNNE9vvxwiHMWxbata8SCBcF5WVhTtqFNZtt6HGjdtjlVL/6CPM558XQpmUJIaFlBR8118vTRiBAColRVzmixYJYd92v81T6Nx99iF6zTUEzjtPdhodBwVsPvxwfA88QM6edN62t8uIuKpKquAyMyE9HfuCC1CFhfhPP11q81JSZM+1vR3nZz8j+ve/y/c3N2O++KKM9/v1wz7jDImu2QVio+L6+nra1q+nz+zZZLW0YAwejO/cczE9BTty7724r72GOX48ySkpaGVlqIICrEcf3aPzvruorKxk+vTpTJ8+nUcffTRB/hL4r0KCACbwX4FoNMq2l6pt2yxbtozOzs6dhgm7rssnn3zCtGnTtg9/7u5GW7xYVKLhw1F9+my386frOr6HH0afOTPeH6pVV4tyts141B0zRpSHPVV3kEX4kuJikl2XURMmYIZCGM8+i/nSSz3tEQMGSCRHTOkCyXsLhcRwkpqKVleHM3Uq9l/+grZihTQf9OtHc2Zm3FFsWdZ2tXQ+n2+nx6VVV8te2ocfihIXa7QwTdz995eRY1MTWiSCO2AAxvz5uHl5YjZpa6Nu6FDCyckU5OaiDx+OGjZM6su+z42xtRXfHXegf/21OJodB+fwwzHmzJEsQ686Ttu6Vd7DjAz05ctRaWmovDxRM9PScKdOxZk+HecXv9jj41DhMHWPPYazciX5I0diHnEE5nPPYbz7royn8/OFnIXD6OEwjmliWBZK18X5nZws52rQIJzf/AZ3772l0aS6GjVmDNYNN3ynqqyVlsrXp6dLnZmmYbz1Fuatt4r654WRu6NGiVq8ZYuQQMOQPc9AAM00cQcORN+yRZS7jg45d4ZB9JlncH7+8z06L/onn2D+7W+SNen34w4dinX99RAKEdhvP/kAETNxBIO4++9P9JVXIBLBd/nlsvfoOLInO2kS0Sef7Gnz+K73xBsVx13FXV1kZmaSnJyM/4knGFRSgm/CBNlH3LIFlZ//oxDAmpoajjzySA444ACeeuqpPcoYTSCBnwISBDCB/wpsSwBj2WuBQIBx48btskT9448/Zv/99ye0k6iXnZk9jFdfxXzuuXinqL5ypdyEBw6UhfZoFK2sDPvKK8XVuQdobW2lpKSEvLw8hg0b1qMaOA76rFnoGzeKwnjIIfj/8Ae08nLZQezokE7Y1FRx82qakLHubtzx4zFmz5bxZ2Ym1iWXSH6dUnR0dMTJYGdnJ5mZmXETyQ5bUbzGC/3rr2U0nJqK8dprYjAIhaC9XUbTCxcKwcjNxbUsWLAANykJX1qaBAr7fKjcXOxTT8W+4AJRxbxqt92GN2LWamsxH31U1L/6eqmdS0kRNUsp3L33RquqEsKcmSnh2BUVALhDhqCFwziHHIJ7yCE4++0nGY1tbfJe7uT6cV2XVatW0dbWxsSJE7ev8Kurw3/VVegLF4prOTtbVFvPXINh4Oo6rq6jaRpW374YgQBme7vsLvr9sj/YqxfRm2/G/dnP5P1saJDH242dU/3rrzGfflp2DkeMwLrwQjTLwn/yyZIFGcsRDIXiu4JaSwvK+4Chua580EhPJ/LSS6hDDhET09tvC5HOyMD+9a93rM4phV5cLG7dQEDOqbc/aDz4IL7775evS01FBQISQn7ddWglJQR+9zsJm/ZUUoDoQw997zFtV1cXW7ZsobKykoyNGxnx1lskWRa+5GRMXcf57W9xTj75ez32zrB161aOPvpoJk2axAsvvJAgfwn8VyJBABP4r0CMADY1NVFcXEyvXr0YPnz4d45cZs+ezeTJk0nzFLRtETd7eD8C2z1WSwu+u+6K12apnBy0igrJS0tPlxvo+vXYl1yC86tfbf/A4TDGxx+LSpWXhzN9ejxrcOvWraxatYpBgwbRr1+/73QK6osWYf71r+h1dTJuGzwYrbISd+hQ8PkkyqS9XUZumZkSqVJeDmlpRB57DGPuXMnFy83FPvlkuoLBuKO4tbWVtLS0+Kh4ZyQZvIy/V16R2q5x47B/8xv855yDVlGB3bs3nVVVpG/YAEOGoFdWopRCA9zsbPS2Ntz+/SEUko7bK6/cZcftTlFXh750aTwbTl+yBH31aqirk/OycaMQ5Px8GdG2tIgaOHSoNLT4/aihQ1Gaht7UFO9Njt5xx7d6kx3HYdmyZUSjUSZOnLjjDxkdHeizZ+N79lnZHfT7hYS2tYm6ZllSG2iatIwZQ3DDBvwdHViFhQQbGkQ9UwrVqxfOCSeg0tMxn3xSVLPcXKJPPPHdzmvPucy2OZEVFQROPx195Uoh4T4f7ogRYkLavBk9tk6hVLwn2Jk8megLL2C+8ALmk08KmXUc3H79iLz7rriudxddXZj33CMfEBwHd+RI6TXOz0dfuhT/SSfJufH2N7WmJuwzzsCKkcaaGsxXX5UPXIMGYZ966i5V9qamJkpKShgxYgQ5OTl0fPopzJxJuKWFlpEjcY4+mtyCArKzs3edp7mbaGho4Oijj2bUqFG8/PLLP8hjJpDA/wskCGAC/xWwLIstW7awdu1ahg0bRr9+/Xbr++bOncu4ceO+ZUTYLtzZU2m+ha6unk7fQYNkHLl4MSovT27ywaCQh7Fje77HtmWE+tln8V0sZ//9sa65hi01NZRu2sToHSzc7xL19VK5lpqKysvDd8stcnPXdel5HT4cfcGCnsy3ri60+nrcESMwFiyQWBOQvLRrronHu4RHj6a+s5O6ujqamppISkqKK4NpaWnfTU4//RT95puJ1NXhd1184bCMIYuLZfwXjYpJoboad9gwVK9eaLW1OD/7Gfb110NNjbhFfT7cvffe7RHgdmhvx7z//p79waoqIX/t7TJeHD9e/q6lBfLzcQcPxpg3T9zEBQXo5eWiUB1+OO6xx+IOHYpbUsKGhgbaxo1j3F577XJkDkj7yccfi6I4fDhuURG+v/xFxpxK4U6YIGrlmjXQ2IgVCuFraBAi6jioQABdKVFTk5NFqWtvh0AA65prsC++WIjanqCsDP8FF8jry88H06Q1M5NWw2DAv/4lpNHvR5mmkMQ+fbCuvx7/1VeLAtzZKYqt4+AccgjRN97YnmR+FxxHRtG2LRVyMcd4VxfBvfeOR/JoloUyTezTT8e+7TZoa8P/xz+irVgRd/m6++2HddttO1RqY+Rv+PDhFH5jlO66bnxU3NDQEB8Vx/I0k/bE1b/N8x1zzDEMHDiQ119//TuvjQQS+CkjQQAT+MlDKcXy5cupqqpi/PjxZO+BevTvf/+b4cOHb2cQ2Vb52+18P7z9uHvvRd+wQRyev/sd7jYRMyDBx/4rr8T1Onrp7ESrrqbioIPwz59PtqZhTJyIddFFu2wv2CUaGzHmzIHOTglpDgbxXX211Gp5CqAKhUTxSUkR9SQSidfSxXpo3fHjsf78Z0hLiy/Z19XV0dDQgGEYcTKYmZm5Q6W1rq6O8nffZWh7O5lZWehffSVduhs29ES5WJYYSKZNg/R0iZwJhbBuuEFCi6uqQNOkC/bqq9GSk2Us+x0RM9tBKairizdnGLNnoy9dKmHfriv7m5qGM2kSWjiMvnSpxIgYhqilXhA30ShaSwt2d7eoqwceiH3zzfK1e6ryKIX+ySf4Hn0UGhulZWXffTEWLkRfs0bMGpqGAqxQCKO7u8dEEgvlVgpSU3EOPhjrjjtkLAwSDRONyvu6i2tXq6rCePpptE2baEpKYv0BBzD8hBPIuOkmzOeeky8KBHC9WB17xgx8f/oTmtfEguvGiaJ19dXYV14pj7txI8Ynnwg5POig7T8A7QbMW2+V59c0uWbT07EvugjnlFPQ583Dd+21Qhr9/rhLPPrww9/qQ94V+dsRurq64nuDLS0thEIhcnJyJID6Gz3cO0JrayvHHnssBQUFvPnmmzsOZE8ggf8iJAhgAv8VKC0tjS967wkWLFhAUVFRPN8stu+n6usxqqvFSdq//+67M5WSG3BS0g6zxbSSEvzXXCMjT78fNxol+tVXuEAoKQktNRVaW0XVuOuuHyafTCmMZ57BfPNNIRbZ2dgnnoj58MMyak1OBtdF//JL3IIC3ClTIBpFLy3FPv983LFj5Ybe3Y07aRL2wQfT1NwcHxW7rhsfE2dnZ2MYBhUVFWzYsIHRo0f3qJm1tZj/+Af63Lnx8SPRqBhI9t5bCNfGjaiRI1GA8fXX4m62bbSVK8V927s3yueTTLyCApwTT9x9F+83zok+axbGhx+K47urC3fkSPTSUvT168Vg09QkncmBAM6BB6J/8gkuEO3Th2Bbm5hgCgtxJ03CuummeJD3nkArL5cRfGoq7rhx8iHir3/F+Ogjed0xMm6a6K2t2xmdYjVtmmniTJuGdeedGK+/LkYh18Xde2+i9977rR7e7U+DYs3q1TQ2NTFp0iT5+bFtfDNmSB2a14ziHnQQ1nXXETj+eOmZVmq7nD938GBx8VoW/gsuEEOUbUNqKtEHHtizLt3mZswHHhD1V9dxp0zBvugiSEpC//xzIYBFRUK6u7rQ6uqIPvSQGGCQtYjoP/5BU3k5SQcdROp55+10j3NnsCwr7ipuaGhA0zRyc3PJycnZ4ai4vb2d448/nvT0dN59990d787+QJg3bx533303S5YsoaamhrfffpsTTjhhl9/z+eefM2PGDFatWkVhYSFXXnklF1xwwY92jAn8byBBABP4r4Bt2/FKtj3BV199RZ8+fSgsLOxx+S5ahO+hh9Dr6yVa48QTcc4884ephWptFWVrwwbsjAy6KirQNY0Ux5E9M02TBfjubqIvvLDjhgTPZbynKphWWiou4D59ICUF/7nnims4MxNaW9EaGnDHjYsTKn3NGmkIKS4WU4XXg2tfckl8aX5bx2VdXR3hcJhAIEA0GmXs2LE7jQ/RamriVWvmAw+gbdok/5CdjXXNNfj++lch0nl50NgoDSQFBaicHAlG9vL0VH4+9jnnSF3ahAk7bZTYJRoaMB9+WPYFY8fmmS2wbdzRo7FycvDPmoWbnIyenR0nOKqgQEwbwSDOkUfinHWWNJSsWgVpaZI7+D12wIx//QvfjTeKSzUzE2fcOMx586RFxPuV7BoGrmmifD6cvDzUmDEE58/vIUbd3bLD+Pzz8RYMbeNGeZ8HD8bNymL16tW0trYyadKk7UlLNIrx0UcS5ZKXJ/EySUloq1cTPPxw6frVdVGSdR03Px/75pvR58zBeOMNMXBEInKOevcm/OWXezbCt205x7ou72lMYW5qwn/ZZaKyp6RI1NHEiVj33huP5uG66+iqriaYkUEQsE85Beecc/b4PYhh21FxfX093d3dZGVlEQ6HycnJoXfv3px00kn4fD4++OCDPf4QuqeYOXMm8+fPZ+LEiZx88snfSQA3b97M6NGjOffcczn//POZP38+F154Ia+++ion/8DmlwT+t5AggAn8V+D7EsAlS5aQm5tLYWGhqCsdHQQvvlhGkf37Cxnr7MS6+ebvbm3YTWibNuE89BDtq1dj9OlD+oQJ+F55BTematTXoylF5O9/3169sW2MF1/E+PhjGUtOm4b9u9/FmyD2+Dg2b8a84w5xFefmSqBzWRnuwIEQDouxZPBg9MWLcT1yqpWXo/LysO67D/O++4RA9u6Ndckl2GPGsHz5clpaWggEAnR1dZGRkREfFe90p2rrVowvvgDLwh0/HjV8OL4//EGyB/v0gaoq9MpK2dfbuFH2z4JB3L59Ra1LT0fl5cme2i23xKN59ghKyR5gIACOI8rg/PnoCxfiGAbdnZ2k1Nai+/2yv9jYKOQkLU0Cng0Dd+hQlGmit7RI24anbFrXXivq4J6quW1tsi+6ZInk8hUUoJKTpdKtpUU+LJgm0QEDsC2LKJBcW4uu6xhdXT0u3sJCrKuuQi8txXz+eXms1FTWXnEF1WPGMGnSpD0aV+rvvIP/oovQolFxEffqhcrIwLruOswXX0T/4ANRLr0uXjSN6D33yIcogPp6iRFqb8cdMwb3oIP26MOVVlaG+eyzYnYaPBj77LPjTuTIQw/Bc8+hjx1LKBQSo0gwKOrkD2TG6OzspKGhgQceeICnn34av99PTk4OL7zwAgcddND/adafpmnfSQCvuuoq3nvvPdasWRP/uwsuuIBly5axcOHC/4OjTOC/FQn7UgL/09B1Hcuy4mYPvakpPtrD7xcFau1atOpq+IEIYE0oxOrjjmPwJZfQb9AgnPp6jK+/Rlu/Ph7H4fzyl99ywhrvvov5yiuQkoLSdYw33pDKtl//Wr7XdVFDhuw2IVQDB2I98YQoip5j2Lz7bgmyNk2cY46RvbelS3tu0D4fdHXhu+oq9JISVGoqenU1vhkz2DpyJH3b25kwaRL8+teEU1LiwdPr168nJSUl3kQSCoV6dqry878Vw2FfcYU4eTdulH3BtDSpe1u71jsZBlpzs4wZ09JQgwahb9yI+cwzWHffjbZihYytXRf3gAMka3BX0DRpWPHgnHIKzq9+Rfs//0nHu++SkZuLM3gw2nPPiXKplCinloUyDAgGUYMHY3zwgYz2Bw5EKy/HePdd9CVLcA4/HOvKKzG++EJML0OH4k6fvmvik5aGfcMNOGvWoEWjQsyzsnDmzsV3zTXxEGMzLQ3TtgkUFqLX1UF3t3Q4exEq1NVh3nILelub7BBGImjt7Qy/8koG3HEHTJmyW9dLDO4JJ2BVVmK+/LIQ51AId++9cffZB3f1aum5joVdKyUq4dat8s319fgvvFBWADwCac2YsUcKnRowAOuvf/3W3zc1NdFYWcnQYBBfTIWLjal/QIRCIUKhELfddhtr1qyhsrKSiRMnctJJJ+H3+7n66qu5/PLLf9Dn/E+wcOHC7eouAaZPn84zzzyDZVkJo0oCO0WCACbwX4HvU6yulCIYDFJWVkZnZyf5+flkpaeLI7OuTvbPWlrEBbknTQi7eL6ysjI2b97MmDFjeownublYd90lN86WFtSwYZId+I3XpJWUSO9qbKE9EhGVqrhY4k+8SjDrppu+szlhO3j7UapPH6w77hAXcCAg3bLz5oniVFYm2XTt7bgHHYTx2WcymguFcKJRWLyY/MpKfAMGoL35Jm5ZGdx6K/369aNf795Eo1Eampupq6tj8+bNBAKBOBnc0YK96teP6FNPScdxNIr5z38K4fT7ZbSZnCzvja7Le2MY8r7V1KAvXYrv8sslcw/gtdewf/Yz1OjRuJMmyf7YbqCmtpbV2dmMvu8+kvLzsUFaVhYvxnzySWkf2bpVlL7hw4Xw2DYqKwutqUmUSk0TN++8eQTmz0evrY2TM2faNOxLL5Uol51dv6aJGjOGbccw7rRpRD76CPOBBzC++krI+i9+gbvXXgROOUVG/TGHeUoKOA52OIw/GhXjhhc/o9k2SX/+M/a6dVh33hlXP7VNm4S4DR68U9XSuegi1MSJ4uRNTxcTT1IS9tlnY/z975Iz6LqSf5ieHu8aNj78UHb7wmEZE7e24rv1Vhkxf88aRegxfIw++mh8ZWWSP+j3ixHl5JN/MPUvhkgkwhlnnEFXVxeLFy8mMzMTy7KYP3/+Ty7zr7a2Nt61HUN+fj62bdPQ0ECv77M2kcD/L5AggAn8TyK271dUVEROTg719fWsWbMG27YpOuww+r/zDv41a9C8ei13n31263G1sjL0zz9Hs23cCRPiu1eu67JmzRoaGxuZPHkyqd/Yh1K9emH//ve7fvCUFNmrim1ldHejl5fLTlefPqDrQk6eegr7z3/e43MCSGXakCHxP7oHHYR92WUYr70G3d04Rx+Nc8ghGHPnCrFwHLpraki1LHz9+8OgQajubumkXbFCauPefRe/UiRPn07heefhmGbcUVxcXIyu69vV0sVHaKEQavx4AKxRo8SssXUr5vvvixLoONJ6kpwsI9f2dtxDDsF4/XXpRi4qklaX5csxn3kGVVQkzSUZGTKynToV+/zzd7hLWV5ezsaNG7/tKu/VC/fYY4keeCDGxx9jfPCBkI1IREKmU1OFCHZ3C9nSdVEW29tFWS0sFOWrrq5HHTzsMOxLLhHCtbsfZNLTsf/yF+yuLlFlPRUn8uaborAtXSorA0qhUlIw09PROjpQliXudu8aUraN8e67qMGDsX/9a/lerwbRHTuW6LPP7jiTUdNwp06FqVO3//tAgOiLL+K77joJ2vb7cQ84AMcbUWrt7RKR5O0PEomgdXRgvP8+zvnny2PU1GB+8AG0taFGjMA58shdhoM3NzdTUlLCsGHDyOvdGyszU0bMnZ24EyfiHHfc7p3T3YRlWZx11llUVVUxe/bseISUz+dj2rRpP+hz/VD41gcs7/3/Ph+cE/j/DxIEMIH/KSil4jEvAIZhkJWVRVZWFkOHDqWtrY26Pn1YnJ6OWVlJqHdvUqZOJdd1Mb9jt0fbtEk6WCsqQNPQ33kHe8YMIvvvz7Jly7Btm7333vt7OwSdY4+VdgXPrKByc+XG39Eh5BAgJUViVnZ0fGVlMjZMT5dojt1RKjQN57jjetpMNE1Ulf32Q/v4YyzLItmy0EIhyZMDuVkrhT57Nsa778oumKZhvPSS/P9zziEvPZ38ri6c/HxaDIO6ujpWr16N4zjx6I2cnJwet2UohOvdXKO/+pW4mSMRfPfcg75woaif++6Lfd55+G66SRQfTUOrq4vXjan8fMlf1HVUVhbGwoUY778vVXBTpkgzCuIor6ioYNKkSaSnp+/4vKSn4/zylzgnnigK6YYNkh2Ym4vvzjuli9lxUIWFqMJC9CVL4jE0WlNTD9FraMB8+WX0xYtxzjwT+4wzhFQ2N+OOGIF74IG7JoXfMByoQYOIvPMO5s03Y772miiQ/ftDJEJXQQHJ1dU9JpJAAJQiAkTfeQfWrSP4xRdoAJ2dGHPmEDz4YCIzZ8YVvN2BGjKE6FNPyW5pICA7md776I4cKeqi40gEUDQaz4QEpEFlxgxZadA0NG81wT733B0+V3NzM8XFxQwbNoze3jGqsWOx9zB6Zndh2zZnn302mzZtYs6cOXsUOfX/CgUFBdTW1m73d3V1dZim+V9x/An8v0OCACbwP4NvNnt8M+NP0zTS09NJT09HDR4cr0grKy9n1Zo18b7c3NzcHTY/GB99JG0gw4fLzWvTJnjlFb72+wmFQkyYMOE/Gg+pkSOxbrkFfcECITyTJ/P/tXff4VFUXQCHf7MtCamEFBJK6DWUUKQKqEiHBFQUFcWCIjZQPhALxQJixQLSVKSoCAndAgIBaSJdeguEkt77lpnvj5tdCAkQIIFg7vs8POruzM6d3ZWc3HvPOfpVqzAcP45msYhrZmWhFvHDWrduHcavvoLkZEfGqvXVV4ufmHBpEKLXc/7ll8lQFKpmZmIKCsJ24gS6kydFIJqZiRYcLJaSdTrHkrUSHY1u61aUjh0xvvWW6MphMmEaMgTvRx6hgacnaSYTCSkpnDp1igMHDlCpUiXH7GCB97xCBahQAcu774plSJvNURtObdtW7LWLixPZqpqGVrmy2MepqqLriocHJCai27lTZBn/+SeWjAwOBgeTkJBAq1atiuwfXYjRWGiGydy6NbqNG9HPnYsuORndqVMiYcViEe9/fqs18bYqjs9A/8sv6JctE98bVQVVFZ/Tyy8XqnF3VS4uWCdNQu3eHcPPP6OmpnKmcmVSQkNp/ssvGH/5RWwfUBQ0V1cMlSphdnJC/ecfbHl56M1mEQSqKsqpUzj16kXesmUXy+0kJIjs4CpVrlyr0tOzyKQp9d57sbVvj37LFrEUnd+X2f7a+nXr0J04gVq7tggaY2PRL1mC9eGHHf2u7YoK/kqTzWZj2LBhHDp0iPXr1xeoHVqWtWvXjpUrVxZ4bM2aNbQqRhFzqXyTAaB0R7jWUsalPX2v2Nnjstdzd3fH3d2d2rVrk5XfEePcuXMcPny46H652dnih3n+TKHFaCQ5OhofHx/q1atXIsstWp062OrUcfy3rWJFdAcPimVITUOtXVuURblUejqGmTNFYej69SEtDf3q1ah33YXm7S2WC41GsY+rGHsHo6OjOREVRfCYMTj5+WEFsWw3bx66M2dQg4KwPfGEqDNoL1kDIpnD2VkEf4cPo/n6omRnY/joI/QLF4KrKz41auA1ejR12rcnKyuLhIQELly4wJEjR/D09HS8545SG3p9oT19tkceQUlLQx8ejuLujmYyoVWqJIo6q6pYMk5Lu9jtonZtlPPnyf7uO5Lffpu2Li64jholulE0a4bllVfA27v4n1FAgEgiufde0YHEZkNt1QpdZCTG994TM7aKIq6d/13UKldGd+yYKNMTGIgSF4eSlibqJv77L5a330Zr1gz9woViH2br1tjs/YGvQO3cmYy2bdm1cydu7u4EBwdj7dwZLThY/DKQm4vm5YXe2RmXJ58U+/OOH3dkD6NpIsHl3DmYMAFtxgwMv/9+8R5MJiyjR1/M7i0ORcEybRra+++LUi7Ozqhdu4p2iAB5eWK/Y35QrDk5idnB3FxHAKjs2YNl8WJyo6Npce+9eHXuXPzr3yCbzcbLL7/Mzp072bBhg6Nu6O2QmZnJiRMnHP8dFRXF3r178fb2pnr16owdO5bz588zb948QGT8fv3117z22msMHTqUbdu28e233/LTTz/drluQ7hCyDIx0R1BVFYvFUuRzxWrrdh1ycnJISEggLi7O0S/Xz8+Pqvv24frVV+DkRK6qYo6JwTxgAO7jxt3U9a4pLU0sMaoqavPmhQr/KqdPY3rhBZG1mj+rpRw9iq1HD/Tr14slSUCtVQvL1KlXXO7TNI0TJ044Oq54XaX/KoBu1y6xFywhQZxfsSKW4cMxffghmrOzqAuXno7u0CFRULlBA5Eh26wZli+/FDNQx4+DzUZuUBDx6ekkJCSQnJyMq6urI4nEzc2t6M/UaoXcXAxz5qCLjBTv08mTYmYpJ0f0R65eHVvjxuScOIHZ3R3T7Nm4Dh2KEhsr6t4lJaF5eaF26CD2P14j6Lqm5GT0S5Zg+O47sUysaagNGqD5+6M7fBglIwPN01PMVur14vlq1aBSJZT0dDGrmt+Bw3bPPSIwbNKkyEvl5OSwa9cuvLy8aNy4ccHZ7j17xNJ1bq5Y/u7RA+XgQZz79oWEBBEA6vWoJhOq0UhatWpEDR5Mk2++wZieLvoF52ePmz/9FNuTT17f+5CXJ7KpnZ1FMlH+2JQ9ezC9/rrYQ+nmBsnJoij61KmiBd6//6KMGUPuuXM4ublhcnLCOnQotkcfvdFP5JpUVWXkyJGsW7eOyMjIYreZLC2RkZHcc889hR5/8sknmTt3LkOGDOH06dNERkY6ntu4cSMjR450FIIeM2aMLAQtXZMMAKU7wpUCQPusX0kFf5fLy8tzFEFOTkyk9t9/4//XX9jMZkz33ovTa69d3J93NYmJGGbMQLd/P5qPD7annxbZoSUhMxPTc8+hxMRcrG2YnY1mNIps51q1wGZDd/Ik1qeewvrKK4VeQlVVDh48SFpaGiEhIbi6uhbr0sr+/egjI0Ug06EDav36OPXuLRISKldGOX8eJToatUULsQyYXwQ7b+pUjF98UTC7+YMPwN8fi8VCYmKio0uD0Wh0BINeXl6FP2N7jT9VRXfgAIZZs1CiolDi41ErVSLLakVvNmMYOhTFxwfj+++jVa8uMnlPnxaBdd26Iqu0YkWx/OnlhfWVV0T26g0s6yvnz6Nbvhz98uWijqCzM2q9emKPYmam6PWrKGgVKogOJWfOiF7Cbm6iBmH+d12rXBnrY49hHT5clCzKl52dza5du/Dx8aFBgwbFb2e4ezdOjz0mgjOTSSypV6uG5utLSr9+eL37Lkp2tnhPDQb0eXmodetiXrZMtMQDSE1Fd+SI2HcZHHzdGbi6P/7AMGeOmOls2hTLqFGOezN//DHKvHkowcFUcHUVWy4qVcK8cGGJl3sB8b0fM2YMq1atYsOGDdQqZga5JP0XyABQuiNomobZvpGcwske19PT90bl5eWxb98+MlNTwWbDOX/J0s/PD3d39ytf32bDOHYsus2bRYZqRgZUqoT5009vqL1YUXQ7dmD49FNRGsXZGWtYGIZlyyA725G8oZw4gdq3L5bx4wuca42PJ/abb9AlJ1O5bVt0Dzxw3a21LqX/6SeMn30mZnnykznUu+8GNzfxA93NDbVNGww//YSa3wVCd/48trAwMbbUVHT5JXEszZqRnJfnqDcIFMgovuKeS03Dtngx2d9+i1FVqdCvH+rQoeiXLsWY39/X3jkFoxFbx47otm0TJWh8fUUma16e6KjRqVOBIOV6KNHRotuHhwdacDCGb7/F8MknKPHxogVdw4boMjJEJ5e4uIutBjVNzAQaDCJI7NED84cfojt7FtvSpcRcuIDaowdVHnro+r/3UVEiG/jUKbFc7uUlEl7atMHpgQdEnUwXF7Hv1GYjx8uLqLffxql7d/wTE3F7803R3k7TUFu1wjx7dqFklWvSNBHkXvI9S01NJWXcOGpv24ahaVOx5/X8eTRPT8w//VTiAaCqqrz99tssWbKEDRs2UPeS7HhJKg/kHkDpjnOtZI/SYDab2b9/P5qm0aFzZ/R6PUlJScTFxbFz505MJtMV694pcXHo/v1XJEt4ekLlyijHjqHbuxdbCQWA6l13Yf76a7GE6OmJVrMmujNn0P/6q9hnZbGgKIro+HGJ3IQEcl94gcATJ3BxdYVdu7CdOYN1zJgb/oFrGzQIrVYt0S7NZBK1DA8eFE9WqIBt8GB0f/yBZjI5Zk+1ChVQjhxBiYrC9OqrKCdOgKJgaNAA/8cfx9/FBbVxY1Lyi08fOXIEi8XiSNzx8fEpsOE9OyeH3YGBVPzsMxo2bIiav29T7dwZbe5csV8wK0vU9QsMFIWyMzNFFrOzs1gmNZtRkpNFwensbLFsnZ8Bjf3Ya8x+adWro12ypGh97jnRp3n6dPQbNohyQnXrYuvSBdOkSeJ17Xv0dDpR1sbJCeXIEQzffINu8WKUpCRqWq3ofv8d65YtWN5++8rJGkWpWRPzokXo//hD7EmsXh21a1dRoLxnTww//oiSk4Oi16P5+ODk40OFKlU4FxOD+xtv4HLkCDqrFZ3Viv633zA995zoxHE935f8PZJ2qamp7N69m6bdu2M8eRJOnhQZ8Hl5os5fCf//rWka7733Hj///DORkZEy+JPKJTkDKN0R7DOAJb3frziysrLYs2cP7vkb7S+fdbLZbCQnJxMfH098fDx6vb7AkqUuMRGnp55CMxjE/j2rFeXkSayjR5d4DbMCEhIwvvee6K2r12Pr3Vss/+YHLZmZmUTPmUPD+fMx1a+P4uQEyckoubmYv/kG3c6d6LZvB1dXrAMGoIWE3Ng4MjLQb9wosofr1kVt0QLDpEkYFi8W3S90OnQnT2Lr1g2ys9GvXStaxJnN6I4eRXNzE23SKlfG+vbbYjlZ0xxZ3PHx8WRlZeHt7e1IIDlw4AABAQHUrVu30HdEOXYMw7ffouzdi+7sWbT8vY66o0fRPDxEwJXf2UKtVUsUfjabyVu8GMVqxfj226J3sYsL1kGDUENDxSzr9bQI0zTRCzcjQyyturhgmDYN4+TJkJ4uDnF2RgHxHhmN2DQN7fRp9Dod+qwskeSSn/Ft/vprlLg4DPPmQVYWaseO2Pr3v/7AyWbD+PLL6P/8UwSgXl7YHnwQ6+uvg9WKqX17UWoIsBqNGHNysHl6kjprFhW6dhU1HhMTRa1BEL2Sr1Fk3R781atXj6r24uRLl6Lk5GDr0AHbww/f1Iz05TRN48MPP2TGjBls2LCB4ODgEnttSbqTyABQumPk5ube8uAvOTmZffv2UbVqVerUqXPNa6qqSkp+R4z4+Hg0TcPXx4fay5bh+fvv4gey1YrWsCHmjz665g9HOyUmBlJSRALHlWrXFcVmg/h48QP0kppg9uK6jaOiqDZnjigOrdNBVhZKUhK2e+4RS8iqKsbr64v5iy/Enq8SoJw/j3HUKNFRAhHkWKZMwfTKK2Ivo7+/yJQ9fRrN1xe1bVuUkyfRGjTAPGcOpKai37QJcnNRQ0LIqlrVkVGcmZmJk5MT1apVc7SlK5K9luGGDWK5MSYGXWSk6PCRlSW6oLRoIf5brxdFmF99Fd327Y5EDiUvD7V2bdSuXbGMHi1mNDMyxGd0I9/P1FSMkyej/+knlKwsNB8ftMBArEBWejoe8fHoc3LEZ2W1isLe/v5YXn4Zo30LQH5mttqxI+YZM66rxp/jfdm8WXwOAQGoHTs67sWpe3d0O3ag2fe95uRgcXfnwLPPEtehA1Xy8qj75Zc4nT8vZpxr1MDy2WcXS8wUut1U9uzZQ926dalater1v1/XSdM0Pv/8cz7//HPWrVtH8/xC5JJUHskAULojbN++nZ07d9K7d298fX1vSUP2CxcucPjwYerXr39DP5w0TSM1NVXsX7twAZ+//sI3JQWXwECcBw1CV5zX1DT0CxdiWLBAlPXw9cU6ZsxNJZDExcVx8OBB6tWrRzVNw/jqq2LGy9MTUlJQmzQRbdCyskQGp6ahnDghEkiu1AP1RnqypqSIOn2qKjqq+PqK2ac1a9CqVBEBVmwsWp06qMHBoj6dXk/eN99gGjUK3eHDopSJtzeW994jrn59/v33X2rVqoXRaBSJO8nJuLi4OMrLeHh4XDmIt1pFm7NNm9Dv2CFKyjg7oxgMWJ94Ausjj+DcsyeawSCWSGNiwGpFrV4dnJxQmzdHv3ev6HARGIhlxAjUdu2KHeQXcPw4xmnT0J04gVmn42Dr1gSpKj7ffitmCPOXorXq1UGnQ23QQASyqipKquQvI2v+/lgmTMA2eHCJLKPq1q/H9PjjIrHFYBCzs9WqYf74Y1Lq18fw5pu4rl1Llr8/BpMJt9hYbH37ok2ZUui17MFfnTp1qGZPMClFmqbx9ddfM2XKFP744w9at25d6teUpLJMBoDSHeG3335j3Lhx7N27l/bt2xMWFka/fv2oXLlyic8EaprGyZMnOXv2LE2bNi2RavqapokuJPkzg7m5ufj4+BS5f+1Sul27MP7vf+KHrZcXyrlzaFWrYv72W1Fm5TqdOXOGkydPFuhVrOzZg+Gbb0TGcP36WIcPx/TMM6ItnZ/fxQBw8GCs//tfwfGtW4dh/nxIS0Nt00a0u7ueGcrLKGfOYHr5ZZSTJ0Umc26uKH3j4YEuOhrbXXeh1a+PYcYMkfFsMKCcPk12tWpseOUVmtSpQ8Du3ZCWhta4MeYWLRxt6RITEx3L876+vlSsWPGKv0go58+jX7pUvE6jRmKpPjcX565dRYBlb3mmqqJPcH6WNRUqoOn1YibOYEBt3BjryJFiOfZ6aRqJp0/z7/Hj1A8OJtDHB+PEiRjmzBH19Ly9wd1ddCOpVk30mra3EsxPjsJoRK1WDevkydh69UK/cCH6v/5Cc3XF9vjjRRZzvhbd4sUYP/9czJL6+GB76CHRck9RMD35JLojR7AEBGA2m1HOniU1MJDj777reN/doqMxr1vH2eho3Hr1wr+IkiclTdM0Zs2axcSJE/ntt99o165dqV9Tkso6GQBKdwxN0zhz5gzh4eFERETw999/06ZNG0JDQwkNDaVq1ao3HQzabDYOHjxIeno6zZs3L163iOukaRpZWVnExcUV2L/m7+9fqAuJPiICw8cfo9WrJx7IykJJTsY8a5boLXsd1zx27BgxMTGEhIQU3QLNZnOUPDFMmYLhp59EokNeHpqrK5aPPhIzWvl0u3djHDNGZPpWqICSloatZ08sEyaI2Sb7Xy3X+5mkpaHbt0+Uddm4Ef3mzWIZumZNLO+8g2HhQvSLFzsyqM3nz5NjtZK9ZAmVx49Ht2PHxTp3bdqgNm6M2qwZ1nvvJTklxVHWR1VVR0ZxpUqVitXFxTBzJoavvxYBXk4Omqcn6l13odu/X9QUrF5dtArM79yiVa0qsljnzBEdZMhfzk9LEwGsi8sVrxUXF8eBAwcIDg7G/5IC3srJkxg++0wUWg4IwPrqq6IW5IsviiSS/CLPGI3iFwc/P2w9eqDVqIHh889FmZe8PDAYsL74IpZ33rnuUi7KhQso0dFoFSuK72b+Z2yYPBnDzz+j5RdSVmJiyHvoIc49/TQJCQlY//6bRvPmYUxJwWQ0YqxSBev77zt6apcGTdOYO3cuY8eOZdWqVXTq1KnUriVJdxIZAEp3JE3TOH/+PBEREYSHh7NlyxZatGhBWFgYoaGh1KhR47qDQbPZzN69ewFo3rx5ke3gSkN2drZjZjA9PR0vLy9HMFhh+3aM77yD5uMD7u6O4rp58+YV2NN3NaqqcuDAAdLT02nRosXFLhtXk5ODYdYsdJs2gZsb1sceQ+3WrcAhhtmzMcyZg2oPABITUTSNvHnzMHz3nUgkcHLC+sgj2B577MaWIFVV1OrLyRH7yCpUQP/zzxinTEH19CRXVUVR5XvvxXDvvRgnTBDvlaaJ/YWqKpIoXF2xvvQStoEDAfH9SUtLcwSDubm5BTKKr/jZaxr6335Dt2EDuo0bUVRVJPfodOiio9Hc3R0JJABqy5Yo8fFYJk/G1qMHhk8/xfDjj6Jrirs71qefRu3Z82KNvXwxMTEcPny4wExtUWNxvKeahuGLL0QXj9xcsURsMolyLv7+qPfei37dOoiLE8u3mib2EHp6Yn73XWxPP339n01RkpJEJ5i9e8U+xObNsUya5PiuWkeORFuzhrygIGw2G67nzpHVrh25H3xApUqVLvaGLiGaprFw4UJef/11VqxYUWSBZUkqr2QAKN3xNE0jNjaWZcuWER4ezsaNGwkODiY0NJSwsLAiM0Evl5mZyd69e/Hw8KBx48Y31dP3ZuTm5jqCwdTUVDwrVKDRkiV4/f03elVFc3PD+uKL2MLCivV6loQEzv74I+TlUT00FEP9+iU2Vv0PP2CYNk3MAOl0IhBzdsbWsSOGH38UpV3y++JaJk7E1qdPyVzYYsEwZQqWZcuw5eVhbNoUpkxBv2IFhi+/RKtaFSU2VozHYMDWsSNKcjKatzfmJUsgJQXDokUoiYmitd6DD5JlsThqDWZkZODl5eVYsnS5wiydEhMjsqRVFbVxY4yjR6PfvVvs0VMUtIAAUWImIwPLV1+hJCdjfP11UaA7JUUsITs5obZujWX8eNS77oLkZGKjojiUnEyzFi2ue/uBcvYsxuHD0e/YgZZfxgU/PyxvvIFp5EjRAcVqFUlBubng7o6tQwfMixYBoPvnHwxffokSG4vaqNH1l5gBUT7n+HEAkVyUH0ynpqZifeopfGNiMNarJwLEU6fICApiz0svkZOT42jB6OPjc7EF4w3SNI3Fixfz0ksvER4eTnd7OzpJkgAZAEr/MZqmkZSUxPLly1myZAnr16+nXr169OvXj/79+9OwYcNCwWBSUhL79++nWrVq1K5d+5ZkFxeH2WwWweCFC7BtGx5WKy7BwXh26FCspem88+fJff55PKKjcXZyAl9fEWi0aVMi41POnsU4ciS6M2dET1mDAevTT2NYskQsh9qXAU+dwta7N5YPPyz4AvZSKDk5ouyLk1OxrquqKgf+/RdzVBRN6tbFKT/I0K1fj8le5iYrS+xpzG/zpiQmgtFI3vz5mF5+WSwxg6h9FxqK5d13HbNp9iA8ISGBlJQU3NzcHGV9XF1dr/z9SE3FsGCBaMF27JgojmwwiHufMAHD1KkYZswAZ+dCreC0evVEIL1gAba8PHTVqqG+9pqYdb3ePZWXZjfrdNjuuw+1c2eMo0ZhmDtXLE/r9SJIrVQJtW1bzPPnoxw7htPgwaKWZE6OSIIJCCBv2TLRY/ompKWlsXv3blru2YPv4sWOvr+kpWF97jlsTz/t6A2dkJBAWloa7u7ujiX6q77vV7B06VKef/55Fi1aRO/evW9q/JL0XyQDQOk/y56Fu2LFCiIiIlizZg3Vq1cnNDSU/v3706RJE7766iuysrIYMmQIgYGBt3vIV2RvjxYXF0dSUpIjs/VKXUgyMjJIfO89av72G6b69cFkQjl1Cq1+fcw//FBi41KiotCvWiXq2TVpgq1XL0wPPYTu9GmxrKlpKCdPYhs4sGAHEqsVwxdfoF+9Wuzvq1MHy4QJBYomF8Vms7Fv3z7MZjMtWrQouFSraRimTcPw/feQni5ajVWtKtq7paZiDQtDCwnB+MYbYmbOZBKt6fLyyPvxR7RatdCtWYNuzx5RAubBB8mrVInExETi4+NJSkrC2dnZEZRcXvD70nHotm0Te+T8/FA7dwa9Hv0PP2D84APxniQni2VagwFbkybo4uJQExOxAqacHBSLBVxcsHXpguWLL0Q29s3KzMQ0bBj6334TGcIeHuKXgrfewhYWhmH2bIzvvy/2dNr3cFos2O6/H/OPP4o9hSAyjFNSRBB3heSlS9mDvzp16lDNzw/DN9+gX7tWfJ5du4o2d5cF/2az2REMJiUl4eTkhK+vL76+vqK25jWqAKxatYqnnnqKhQsXElbM2fKbMX36dD7++GNiYmJo3LgxU6dO5e677y7y2Cv1+j18+DAN8veJStKtIANAqdxIT09n1apVRERE8Ntvv2EwGMjJyWHChAm88sort6S0TEmw2WyOoCQhIcHRK9ff3x9PT09SUlLYt28frX77DZ8NGxwJJEp8vJgFW7nyhvrbFpc+PBzjhx+KWSRNQ/PxwTx1aoFC0vrlyzFMmoTm6QnOzqIVXPv2WL76SgQeiYkiKcXf3zEzZ7FY2LNnDzqdjubNm195v1hsLEpqKrp//0W/ZAlkZ6O2a4f1pZfQr12Lcfx4tBo1RACWnY2SmkreDz+g+/tvjJ98IpYwzWY0nQ61aVNx7gsvYHN3d2QUJyQkoNPpCrSlu+b3JyMD09Ch6LdsEcvERiNqvXooFgvmrCx0SUkY9HqRpKEoYobO3x/bI49cDJ4zMtAdOCDObdr0hgok6zZtEoG3zSZmB3v0AEVB/913mN55RywNu7iImUKbDbV+fcyLFoml9UOHMI4bJ/aiurtjee01cf4VFAj+Lt3nmJMj/nmVJBi7SwutJyYmomkaPj4++Pr6Frlv8Pfff+eJJ57g+++/56GHHrru9+d6LVq0iMGDBzN9+nQ6dOjAzJkzmTNnDocOHaJ6Eb/Q2APAo0eP4mGfCUW0OLxdW0+k8kkGgFK5k5OTw6OPPsq2bdsICQlhy5YtVKxYkX79+hEaGkqbNm3umL+IL/3hmJCQgKZpWK1WqlevTsN9+zB++qkoF2IyiSCrUycsn31WuoPSNHRr1qDftg3NZMLWqxfaZQV3DZ99hv6nn8QeMRAJJIpCXn6JEd1vv6FoGrZWrbC89x65FSqwe/duKlSoQJMmTYr/+dh76uYfr5w6henpp8WeQHd3lLQ01MaNMc+cifP994ssWg8PlKgokf1cuTK4uWG77z4sU6Y4glFVVR01HuPj47HZbI6gxMfH58rBaWYm+l9/Rf/LLyhnzoCTExkVK5Lu5ETVbdtQzGYReGkaODmhBQaitmiB+bvvxNhfeEH0MM7NRQ0MxDp8OLZHHin28vnVKGfO4NSnj2iTlz9+zcMDrV498hYtAoMBp8ceQzlxQnRHSUtDc3MTGc6NGhV6PXvwV7t27SIDoRtxafJOQkIC2dnZeHt7c/DgQTp27EhUVBSPPPIIM2fO5NFHH70l2znatGlDixYt+OabbxyPNWzYkLCwMCZPnlzoeHsAmJKSgld+FxpJuh1kL2Cp3BkwYAAZGRkcOHAAHx8fcnJyWLNmDeHh4QwcOBBnZ2f69etHWFgY7du3L/HMxJKk1+sdQcfp06c5deoUPj4+xMbGEuvtTZMOHfDZuRNjdja2kBDR0quYlH37ROaozYbasWOBEjBXP1FB7d4d9Sqb7jVvbxRNQzObRR/e9HRRpuSXX0SJF3d3NIMB/YYNmKdM4Z8+ffD29qZhw4bXN1OrKAVmO7VatbBMmoTh009REhJQ27QRiQ6aJjJznZ1FT+D8kjiaqyuar68oWB0fDx4eGGbPRrdjB/7e3lR66inq33036enpJCQkcOrUKQ4cOEClSpUcs4MFlqnd3LANHIjtwQfhxAnOHD7MeWdnQqpVgyFDRA9cm02UbwkMBIsFNT9INr77rthbaLNBZia6w4cxjh8v6u69/75IxMkvTq1VrXp9rekALSiIvLlzMQ0dKl7H2Vl0IXnySfDyQjlwQNShrFxZdCDx8EA5cwbdwYPYLg0A4+LI2buXE9HR1O7atcSCPxB9v728vPDy8qJu3bqOckqzZs1i+PDhAISFhdG0adMSu+bVmM1mdu3axRtvvFHg8W7durF169arnhsSEkJubi6NGjXi7bfflhnK0i1Xdn+ySVIpmTJlCvXr18cpf9bExcXFUUvQbDbz559/Eh4ezuDBg1EUhT59+tC/f386dep0xYLNt5O9xl9sbCytWrXC09PTMVMSV7UqJzt2xJadjVvDhvgaDPjYbNecQbPX+FMSEsRS5OrVWN5+G7Vr1xIZs61fP/SbNomgIr+bh/XFF9EvWiSCNm9vcVx2NrmbNuH/zDMFs7nNZhGUZWSgNWx4zb2Dl1Lbt8fcrp2YabMHZ5qG2rgx+u3b0fLb9WE0gpeXCLgUBXQ6jB98gD4iQjxnNqPbuxfznDl41quHp6cnderUcSQzXLhwgSNHjuDp6enIKLaX4NEUhUMWCymVKtGyZUtcXFzIi4hAP3eu6IObmSkC6datsQ4dCogexuj1KBkZYsbPbAZFQbdpE8o//2D87jt0f/6JkpsrunOMGoX6wAPXFQhqLVuSt2mTCPzT0kTv5rZtxZPu7mJmMCfHUR8Sne5iWzhEFrHyzjsYz5yhtasr+jNnsIwbV6K9fC/l6upKrVq1mDJlCmFhYfTv35/MzEzatGlD5cqVWbBgAe3bty+VawMkJiZis9kK1GkE8Pf3JzY2tshzAgICmDVrFi1btiQvL4/58+dz3333ERkZKWsUSreUXAKWpCuwWCxs3LiRJUuWsGzZMiwWC7179yYsLIx77rnHEUDeTjabjQMHDpCZmUlISEiRNf40TSMjI4P4+Hji4uIcNe/8/f2v2IXE+Pbb6Fevdsw+KVFRqM2aYZkzp+QGn54uijzn5qIGB6PVq4dx/Hj0v/yCFhSERVWxnTyJtVkzjBERF8/LzRXj27RJzHb5+GAZN070rL0JyvnzGP/3P3T79qEkJDhm/9A0bA88gPW553Dq1Usc7O0tkjnOnMH6yitYhw2DuDgMP/wgzq1bF2uvXuR5ehKfmkpCQgLJycm4urri6+tLeno62dnZtGrVqnC5k6wsdIcOiRZvjRtD/vOmQYPQ//WXSNIwmcSMZZUqIlmkZUsMK1aIoNZe58/NDeuwYWL/YEkshWoahg8/FAXCVRUAtXVrzNOmiYxnqxXdgw9iPnoUpVYtXFQVXWIiljffvLFOKMX0zz//EBoayvvvv8+LL76Ioijk5OTw559/0qZNG/z8/Ert2hcuXKBKlSps3bq1QHeRDz74gPnz53PkyJFivU7fvn1RFIUVK1aU1lAlqRA5AyhJV2A0GunatStdu3Zl2rRp/PXXX4SHh/PKK6+QmZlJz549CQsLo2vXrlesFVeaLBYLe/fuRdM0WrdufcXixYqi4OHhgYeHB3Xq1CEzM5P4+HjOnDnDwYMH8fb2dmQUO14jK0sUOLYHDiaTSE4oSR4e2OwBVT7r44+j27YN9fRpbGYzeh8f9K+/jnrJMfrVq9FFRqL6+4sOJKdPY/jkE8xt2ojl5DNnRI2/oKDr6sOrVamCeeFCkRkcG4t+2TKU/N7ItoEDReszKBhM2btupKTg9OSTKEePin182dkYJk3C1KwZLqNHU61DBywWCwkJCZw4cYK8vDycnJw4c+YMfn5+eHl5XZzddHVFLaJPrWXsWJSoKFHgOjtbLJPr9aJv8pkzYqYyf0kdVQWLBf3y5Vj790dr1kwM/eRJdEeOiPIvd911fcvEioJ19Gi04GCxD9DHRwR2+b90pJ89i9PZs5j8/XGyzwrGx4vl5FKyZ88ewsLCGDdunCP4AzGr37dv31K7rp2Pjw96vb7QbF98fHyhWcGradu2LQsWLCjp4UnSVckAUJKKQa/X06VLF7p06cLUqVPZvn074eHhvPHGGyQmJtK9e3fCwsLo1q1bqbSPu1xOTg579uy5/qQIwM3NDTc3N2rVquXoQmJfrrQXQK7aujUVtmyBCxfE3rK8PGxXKGtRkrS6dTk7eTJpv/xCFX9/XHv0KJRgoMTHi2VjV1dxjrc3SmqqqMO3eDGG776D3Fw0b28sEyeiXs/eKkWBihXRKlbE2rBhwedMJtQuXdCvWCFm2cxmEQR16YJ+zRqxROvtDefOidnB9HSUU6cwvvsu5m+/RRcQQGxsLE5OTtx1112OWdl9+TUJL80oLurz1Jo2JW/pUrFPctky8VhgIJb//Q/jtGnwzz8i8NPpxD8rVBAZzampaIB+5UqMb74plvVtNtSaNbF88gnq9Sw76vXYigis0tLS2HPyJHdXroxzXJwoQJ2VJZaIS6KETRH+/fdf+vXrx5gxYxg5cuRtqd9pMplo2bIla9eupf8ls5xr164lNDS02K+zZ88eAkrpfZKkK5FLwJJ0E1RVZdeuXSxZsoSlS5dy7tw57r//fkJDQ+nVq1eBMg8lJSMjgz179uDr60v9+vVLrHxNgS4kSUnU37yZKlu3YjIYoFcvrM8/71iOvCpNQ/f772IGzWLB1rUrtocfLlbpmTNnznDy5EmaNWt2xS4Y+lWrME6ciOrlBa6uot5enTpYR4zA9MILYubSwwMlPxDJW74cKla8znfjCrKyMHzzDbodO9C8vbE98wxq69bo587FOHGiuO65c44gzNayJbqEBHI++ohdFSvivXkz9detQ5eZiXr33VhGjUJzdy+QUWyxWAq0pSty36mmQUaG2JenKCj//ovTwIGiPEt+H2TN21vMav78M5qbG8733AMxMSh5eSJAVFXUGjWwzJ59U8XB09PT2bVrF7Vq1aJmfDzGCRPEe28yod57b6nsATx06BA9e/bkpZdeYty4cbe1eLu9DMyMGTNo164ds2bNYvbs2Rw8eJCgoCDGjh3L+fPnmTdvHgBTp06lRo0aNG7cGLPZzIIFC/jwww8JDw9nwIABt+0+pPJHBoCSVEJUVWX//v2OYPDkyZPcd9999OvXjz59+hRc5rtB9q4lNWrUuKF+x8VlL8QbFxNDclISrh4ejlqD1+rKoMuvtafk5jq6XVheeQXbE09c8RxN0zh58iTnzp0jJCQEz6t1v7BaMUyZIjpuWCyolStjmTgR3cGDGN9//2JCSG4uSkoKeQsWoF2aFWo2i3Pj41GrV0e9//7rzpi9nHLoEE6DBqGkpIjATNPQ3N1RGzaEtDT2Dx+OXlUJ/uor8b6YTJCTg61fPywff1zgfbAv0cfHx5OVlYW3t7ejCPLV2qMpp05h+OQTkcBhMKD5+oq9kffei3L0KE79+okC1Koqlonz8tA8PLA9+yyWd94Rr3HihCjsbbGgtm+P2qHDVe/70uAvKChIPBgbi+74cTQ3N/G+l3BJpaNHj9KzZ0+eeeYZ3n///TLRuWf69Ol89NFHxMTEEBwczOeff+5I6BgyZAinT58mMjISgI8++ohZs2Zx/vx5XFxcaNy4MWPHjqXXZdshJKm0yQBQkkqBpmkcPnyYJUuWEBERwaFDh+jcuTNhYWH06dMHHx+f6/7BFRMTw6FDh2jYsOEt7Vpi70JiL8Tr7Ozs2DPo4eFR6D6Mo0ej/+MPtDp1ANEyTq1RA/MvvxT5+pqmceTIERISEmjRokXxltA1Tey3y8pCrVkTvL3RrV2LacQINPvMYHw8mEzkLl8O9uU1iwXjG2+INmmaBjod1oEDsY4efdOJErp16zC+/z6648fBYkHz9UVzcuJ8kyZEDx9O6/XrMX73HVpQkLhWcjKKTkduZCRUqIBu61b04eGicHXDhqj3309W1aok5Nd5TEtLw8PDo0B7tCJlZIg2eP7+YH8v09NxvvdelBMnRLCbP0OpVayI7cknsYwbh3LkCKbnnhP9ggFcXUUP5379irxMkcFfKTtx4gQ9e/Zk0KBBfPTRR3dM8XZJKotkAChJpUzTNE6cOOEIBvfu3UuHDh0ICwujX79++Pv7XzUY1DSN06dPExUVddWl0VvhSl1ILk1kML7xBvrffisYANasiXnRokKvp6oqBw4cICMjgxYtWtxcMo3VivHNN9H/+qso41KhApaRI7ENHuw4RLd5M6ZXXxV71FxdITkZzGbMP/wgilLHxqI7eFAkYrRsWaxWZwVoGuTkoF+/HtuZM5zIyiL73nsJbtECU34vYK16dbGvMiEBnJ3J3bgR3d9/Y3r+ebGXMTtbzCD6+4sZwvfeAxcXx6xsfHw8ycnJjnaAvr6+RQbil9P9/jumYcPELKCiiCSSoCAskyaJXsETJqBfsMARoCrnz6PVqkXe6tWFXut2BH+nT5+mR48ehIWFMXXqVBn8SdJNkgGgJN1C9mAuPDyciIgIduzYQdu2bR11CKtUqVLgB7mmaRw9epS4uDhCQkJKZU/hjVJVtUBrNEVR8PPzo9rRo1T6+GORNZw/22QZORLbo48WON9qtbJ///4r9vW9tINHsdlsoi5eUhJq7doF2s8B6H/9FePYsWi1aolZOLMZJTYW88yZoGkYX3sNJS4O9HrUjh0xf/FFsdqVXS43N5ddu3bh4eFB48aN0el0KEePYnr2WTHDpteL2cfnnnPsXdSvXCnuOztb3LuzM5q/P5YRI7A9/fTFF7dYsGoaSSkpjllZvV7vCAYrVqx4xeBIOXEC/YwZ6A4dQgsIwPbQQ45WbsZRo9CvWCECQEBJTERzdSXvr78cs6PKnj3w6adkHzuGEhyMy7vviqLTpezcuXN0796d7t27M336dBn8SVIJkAGgJN0mmqZx7tw5IiIiiIiIYMuWLbRs2ZKwsDBCQ0OpVKkSzz33HA888AC9e/e+LaVmiuvS1mhxcXFU2rmTGnv24GIwYOjZE+2hhwrss7taX1/9smUY5syBzEzU9u2x/O9/JZbEoZw4IYKwjAzRIi8xEQIDyfvhB5wGD0Y5eVJkrebloSQnixp2Q4Zc1zVycnLYtWsXFStWpFGjRgUCeuXAAQyLFkFaGmqbNqKNm16PacgQ9OvXi+zi/AQNnJzELGDv3lgmTYKkJFEncft2NBcXrM8/j+2xx1A1jeTkZMfsoKqqjmXiSpUqFTtDXP/TTxjfew9MJjSDASU9HduAAVg+/FCM/exZ9E8+iSU6Gp2nJ055eajNmmGeM+eGguTiiomJoUePHnTq1IlZs2bdMW0aJamskwGgJJUBmqYRGxvL0qVLCQ8PZ+PGjZhMJjw8PFi4cCFt27YtE5vdi8PehcQeDFosFnx8fPD396dSpUpYrdYr9vXV/fUXplGjLrZly8jA1qsXlo8+KrHx6daswfjZZ6KLiJ8f1rffRq1XD+cuXUQXkPwEFCU6GtvgwSKL1U5V0S9fju7AATR3d2wPPSSKMefLyspi9+7djgzt4n5m+vnzReJMaqpYvraXTzEYsA4divWVVzAOH45+zRrRwzi/C4f5889FEku+S3vlxsfHO4p+2zOKr1Qr0n5vhq++EoWebTZs7dphefdd0Q0FyPvpJ0zvvINWowYurq6QnS2SbObORQsOLvb7fz3i4uLo2bMnrVu3Zu7cuTL4k6QSJOsASlIZoCgKAQEBDB8+nJ49ezrqCfr4+NCrVy/q16/v6E/csGHDMh0MXt6v1V7v7uTJkxw4cAAADw8PGjZsWOgHuu7vv0UR6lq1ANB0OnTbtl1sP1YC1G7dyLv7bpSUFLEX0GQSCRG+viinTonWZnl5ohXbZcubhunTMcyeLYI0TUP/55+YZ89GCwggMzOTXbt2ERAQULBtXTHYHnsMJSMDw4wZKBcuiFZvBgNq06ZYBw2C7Gz0f/+N5uEBXl5oiABV//ffIgDUNPQrV6L7/Xf8UlOp1KYNdfv2JdPPj/j4eKKjozl06JCjzqOvr2/hGWWdDuurr4pyP1brxQQSxJ6/c9HRNDGZMNiDSKtVLGWXUnvExMRE+vbtS7Nmzfj+++9l8CdJJUwGgJJUhqSlpdGhQwcGDBjAF198gU6nIzU1lRUrVhAeHs6nn35KUFAQoaGh9O/fn+Dg4DK9H+rSLiR+fn7s3r0bV1dXbDYbf/31V+EuJM7OF/f/6XQoFosIyAwl/FeViwvapQGQTofl3XcxjholAjCDAbVLF2yDBl08Jj0d/c8/ozk7g58fWK0op0+j++MPUgYMYPfOndRPTKRKfuFlrV694o9Hp8M6fDjWF15AOXcO3d69oo5eu3bg4SFavBmNKJmZaOBoxWa/B/2CBZjGj4fUVNEBZNUq1O+/Rzd5Mm49e1KrVi1HnceEhASOHTuGm5ub470vUNrnslIzGRkZ7N69m1o9e6LfvRvlwAHxeagqtm7dHMk+JSk5OZl+/fpRt25dFixYUGCLgCRJJUMuAUtSGfP3339z1113FTmDlJ6ezqpVqwgPD+f333+ncuXKhIaGEhYWRosWLcpsMJiSksLevXupWbMmNWrUAMReubi4OOLj40lPT8fT05OqZjPVJ0xAf/682DNoMmF98UWszzxT/ItZrSIQ8vK6/sAxJuZiFnCrVgVnt+LjcQ4NRTMaxTKxpqGcPk3G00+zpWlT2v78M16bN4t2bB4eWMaPL9EeuIZZszBMnSpeX9NEkee5c9Fq1cKpc2fRIi5/5tKeBa02bEje0qWOZVxUFTIzMZtMJOaXl0lKSsLZ2dmxb9DT09Px3cvIyGDXrl2OupPExmJYuBAlNhatXj2sjz3maAVXUlJTU+nbty8BAQFERERcfdlakqQbJgNASbpDZWZm8ttvvxEeHs6vv/5KxYoVHcvEd911V5lZMouPj+fAgQPUr1+fKpfsl7tUbm6uY9+a+dAhauzciYei4NSxI4YHHih2jT7dpk0YJ02ClBTw8xOt4Fq0KJkb0TSMw4ah/+svNC8vlOxsrEYjO55+mhrOzgROnozm7i5qEMbFgbs7uWvXllwXEvsy786daK6u2B58EK12bQCc77oLoqNFkWmjUeyh9PAAf3/yfvwRrV49dDt2YHzrLdGlw9cXy/vvo7Zrh81mK5DNrdPp8PX1xd3dnRMnTlCjRg1q1qxZMvdwDenp6YSFheHp6cny5cuvWvhakqSbIwNASfoPyMnJ4Y8//iAiIoKVK1dSoUIF+vXrR2hoKO3bt79tS2gXLlzg8OHDBAcH4+/vX6xzLq13l5SUhKurq2Op0s3N7Yp765QzZzA9/jhKcjJaxYrin1WrkvfTT1BStRPj4jBOmoRuzx4sTk78e++9eD3xBEGrV2P4+GM0e4HunByUzEzyIiLQGjRwnK7buRP94sWi2HPHjtguy46+Ucbx4zHMnClKyIBIIqlYEa1mTTEDmJODU//+Ivhzd0fJyAA/P/KWLi3Qq9eezX3u3Dni4uLQ6XSOPYM+Pj6l+j3KzMxkwIABmEwmVq9eXaaz3iXpv0BurJCk/wAXFxfCwsIICwsjNzeXdevWERERweOPP45er6dPnz7079+fu+++u+jesqXA3tc3JCQEb2/vYp9nMpmoUqUKVapUKdCF5PTp01ftQqIcOiRq1wUFiQDIxQUlJgbdsWNiL11J8PfH8sUXJMTE8O+hQzRs1IiAgADUoCCREJGWJmYA8xNMtEs6tih79mB85RVRiFmnQx8ZiZKejnXo0JseluWNN8BiwTBvnkiicXNDq1YNy5tvgqcnun/+Ed1BKlcWfYJdXVFiY1H27SsQAOpjYnDbuBHjmTPU69EDr1q1SEhI4NSpUxw8eNDRls6xZ7OEZGdnM3DgQPR6PStWrJDBnyTdAnIGUJL+wywWCxs3bmTJkiUsW7YMi8VCnz59CAsLo0uXLjg5OZX4Na+rr+91sC9VxsXFkZiYiMFgKNCFRL95M6YXXxT1/SpUgPR0lOxs8n74Aa1JkxIZA4jSJAcOHCg4q6mqGN97D/0vv4g9el5emCdNKlCixfDBBxjmzUOrWVN02oiNRatYkbx168QSd1IS+u3bxb22bXtjs5aqinLwoAhAa9d2lKjRbd+O6cknRUJNhQpihjI9HfN336F27AiA8u+/6F96CWt0NAaDAX3Dhpi/+cbxGllZWY6ZWfueTfv7fzMBW25uLg8//DBZWVn8/vvvZarYuST9l8kAUJLKCavVyubNmx3BYGZmJr169SIsLIz77ruvRGZd7D2Qk5KSaNGixZX71d4kVVVJzk9iiI+PF11IvLyo/+WXVMgPotDpsPXti+X994u/zGqzocTEiExfH59CT1+4cIEjR47QpEkTfH19Cz6paSL4SkpCq1u3wOwfIFqt/fyzCAABJSEBrUIF8iIjUU6fxvTMM+iiosT91ayJ+bvvHMfeNIsF0wsvoLP3QFYU1E6dRAeU/Jk8ZfBgtM2b0apVw9nJSdRBfPRRLOPHF3q5vLw8x57B5OTkYi/TF/U6jz32GImJiaxZswYve7JKOaZpWpku8yT9d8gAUJLKIZvNxvbt2x3BYGJiIj169CA0NJTu3bvfUOBWon19r/O69i4kiWfP4rdpE95mM8716+Py2GPoiznLqZw/j3H0aHSHD4Nej/Whh7COGuUIHs+dO8exY8duuB+zbv16TP/7n8jUNRohLw/r449jffNNjMOHY1i9Gi1/RlGJj8fapw+Wr7++7utcUU4Ohh9/RImORqtWDeujjzoyeDMyMjB07YprdjbG/NqHytmz2Dp2xDJjxlVf1r5Mn5CQQGJiIiaTybFMbO8PfaXznnjiCaKjo1m3bt11bRO4GdOnT+fjjz8mJiaGxo0bM3XqVO6+++4rHr9x40Zee+01Dh48SGBgIKNHj2bYsGElPq5Tp05RK7/+JYjvdVnN6pf+G2QAKEnlnKqq7Ny5kyVLlrB06VIuXLjA/fffT2hoKD179izWkpzVamXfvn1YrVZCQkJuW+mOS7uQxMfHYzab8fHxcXTCuFoSg+mZZ9Bt3oxWqZLoEZyTg2XiRGwPPsiZM2c4deoUzZs3p+JNZPXqV6xAP28eSlYWtnvvxfrSS+DiglOvXijHj4N9VjEhAa1ePfJWr754clYWhhkz0O3Zg+bri3XoULRGjW54LHb2Ui9t5s+n4pYtIghVVZSEBKzDhmEdMaLYr2Wz2RwzswkJCQCOYNDb29uRmW61Wnn66ac5evQo69evLzybWkoWLVrE4MGDmT59Oh06dGDmzJnMmTOHQ4cOUb169ULHR0VFERwczNChQ3n++efZsmULw4cP56effuKBBx4osXFNnz6duXPnUrduXR588EG6detWarPnkmQnA0DpjvfBBx+wevVq9u7di8lkIjU19ZrnaJrGxIkTmTVrFikpKbRp04Zp06bRuHHj0h9wGaaqKvv27SM8PJyIiAhOnTpF165d6devH7179y5yRsdsNrN37170ej3NmjUrM0V7NU0jMzPTUWswJyfH0RbN19e3YDJMbi7OnTujaZqjbIty+jS2Rx/l2BNPcPr0aVq0aFFi+xkvZxw5EsPSpSL4BJSkJKwPPojlk0/sN4PxtdfQ//qrqG1osaAFBGCeN08kvdwge/BXvXp1aru4YHztNXSHDonl87ZtRQs+d/cbem1N0xwzs/Hx8WRnZzNz5ky6devGli1bOHz4MBs2bCh2dnhJaNOmDS1atOCbb75xPNawYUPCwsKYPHlyoePHjBnDihUrOHz4sOOxYcOGsW/fPrZt21Zi4zp16hQAb7/9NvHx8cTGxvLdd99x1113ldg1JOlycn5ZuuOZzWYeeughXnjhhWKf89FHH/HZZ5/x9ddf888//1C5cmXuv/9+MjIySnGkZZ9OpyMkJIT333+fgwcPsmvXLlq3bs20adOoWbMm/fv3Z+7cuSQmJqJpGqdOnWLq1Kk4OTnRvHnzMhP8gehC4u7uTp06dWjfvj1t27bF09OT6OhoNm7cyK5duzh37hx5eXlgMonyKFlZYo+c1QpAgtXKmTNnaNWqVakFfwCW0aNRmzQRWcRpadiaNsXy+usX7yUmBv3GjWheXmhVqqBVr44SGyv29NmPOXcO/erV6DZuFIko12BvXVe9enVq1aolAsq5c8lbsIC8hQuxfPXVDQd/IN7/ihUrUr9+fTp27EjTpk2pUaMGEyZMICIiAj8/P8eM861gNpvZtWsX3bp1K/B4t27d2Lp1a5HnbNu2rdDx3bt3Z+fOnVgslhIbW82aNalVqxbz5s3j008/pXnz5nTq1Ik5c+aQk5NTYteRpEuVnb+tJekGTZw4EYC5c+cW63hN05g6dSpvvfUWAwYMAOCHH37A39+fH3/8keeff760hnpHURSFxo0b07hxY8aNG8fx48dZsmQJ3333Ha+++iohISEcOXKEjh07MmrUqDK/X8nV1ZWaNWtSs2ZNcnJyiI+PJyYmhiNHjuDp6Umtxx4j4Kuv0EVHA5BZpQpHW7akdevWxV+OS0pCSU0VmbPXU8Q4IIC8RYvQ7d8PgNq0acEOG/mt3woVxM5/XPfXX5heeUUkoOj1qB06YJ4164pdOjIzM9m5c6cj+HNwcirRjGk7RVHw9/fHarXi6+vLr7/+yj///MOPP/7ISy+9xI4dO2hRUgW7ryAxMRGbzVZoxtHf35/Y2Ngiz4mNjS3yeKvVSmJiIgGXlNC5GYqioGkaBoOBZs2asWDBAmrVqsWwYcMwGAwMGTJE7gmUSpwMAKVyJyoqitjY2AK/2Ts5OdG5c2e2bt0qA8AiKIpCvXr1ePPNNxk7diyrVq1i0KBBuLu788cff9CzZ09CQ0Pp168fVapUKfNZjC4uLgQFBREUFOTIaD2t03Fq6FACoqOxOTlxoUULmnXtSoXitDrTNAyzZ4tizGazaNP28cfXF0xVqIDatm3RLx8YiK1NG/Tr1oliz7m5aH5+qJ06iRI0b7whgj8/PzCb0W3ejGHhwiJrDNqDv2rVqhUM/kqRqqqMHj2atWvXEhkZSc2aNenYsSMjR44kPj7+hpJqbtTl381rZd0WdXxRjxeXPZDLzc3FYDBgMBgcj106lnfffRcQS84tW7akSZMmMkNYKlHy1wmp3LH/tn89MwHSRZs3b+bxxx9n3LhxXLhwgaioKB544AFWrlxJo0aNuO+++/jiiy84ffo0d8IWYycnJ6pVq0bLli1p+vTTXOjfnxN3301WhQrs27ePkydPkpGRcdV70W3ciOHLL0Xw5+qKcuLExYzfkqDTYZk8Gdtjj6HVqIF6991YvvwSrU4dSEsTXU/c3ETGsrOzKEmTP5Nppxw5Ai+8gNavHy1XrqT2LUq8UFWVt99+mxUrVvDnn38Waivn5+d3S9oW+vj4oNfrC/0/Hh8ff8V9iJUrVy7yeIPBcMNBq06nY8eOHXTr1o233nqLQ4cOOWb27DOBNpsNEEFg//79GTFiBCkpKTL4k0qUDAClMmnChAkoinLVPzt37rypa1zvTIAkeHp68sUXXzB69GgURaF69eqMGDGCyMhIoqOjGTx4MH/++SfNmjWjU6dOfPLJJxw/frzMB4OqqnL06FGsVisdO3akS5cu1KxZk8zMTHbs2MGWLVs4fvw4aWlphe5Fd/iwSMzw9YUKFdAqVUK5cAElJqbkBujlhWX8ePJWrMD87bcXexx7eqL5+KBkZoLNJmYIFQWtRg3Hqcq5cxieeQbdypVUjI7Gd/lyTKNGXVxaLiWapvHee++xaNEi/vzzT+rWrVuq17sak8lEy5YtWbt2bYHH165dS/v27Ys8p127doWOX7NmDa1atbrhjjo2m42FCxcSHR2Ns7Mzbdu2ZcyYMcyfPx8Qfy/p9XpHEPjMM89gtVo5e/YsQJn//0i6c8gsYKlMSkxMJDEx8arH1KhRo0Cz+Llz5zJixIhrZgGfOnWK2rVrs3v3bkJCQhyPh4aG4uXlxQ8//HBTY5fED6nExESWLVtGeHg469evp0GDBoSGhhIWFkaDBg3KVLCtqir79+8nNzeXFi1aFCpjY+9CYi9votfrHYWPK1asiOHnnzGOHy8CQCcnlPh4cHYmd+1aR1ZxadJt347pxRdFKzyDAbVzZ8zTpzv2IVrnzMH07ruoAQE4VagAGRkoeXnkrVhRcsWmL6NpGh9++CEzZ85k/fr1BAcHl8p1roe9DMyMGTNo164ds2bNYvbs2Rw8eJCgoCDGjh3L+fPnmTdvHnCxDMzzzz/P0KFD2bZtG8OGDbvpMjBbtmyhX79+/P3331y4cIHly5ezfPly6tevT//+/RkwYECBuog9evQgMDCQ77777qbfA0mykwGg9J9R3ABQ0zQCAwMZOXIko0ePBkSGoJ+fH1OmTJF7AEuYpmmkpKSwYsUKwsPDWbt2LTVr1iQ0NJT+/fvTuHHj27q53WazsW/fPiwWCy1atLjmzM7lXUgAKru50WDyZJz//VccZDJhee01bE8/XfyBqCrKhQtoBgP4+xdO+LiWmBh0Bw6Auztqq1aiXAxiz1/c5Mk0+PFHdNWri2XizEyU3Fzyli1Dq137+q5TDJqm8fnnn/P555+zfv16mjVrVuLXuFHTp0/no48+IiYmhuDgYD7//HM6deoEwJAhQzh9+jSRkZGO4zdu3MjIkSMdhaDHjBlzXYWg7fv7srOzC+wnffXVV3F3d+f9998HICcnB1dXV4KCgsjOzubtt9+mWrVqhIWFsWnTJjZu3Mgbb7xxy3p5S/99MgCU7njR0dEkJyezYsUKPv74Y/766y8A6tSpg5ubGwANGjRg8uTJ9O/fH4ApU6YwefJkvv/+e+rWrcukSZOIjIzk6NGjuN9E6Qvp2tLS0li1ahURERH8/vvvBAQEOGYGQ0JCbmkwaLVa2bt3L5qmERISct1lbOzBbXx8PElnzuCzdSsVAadWrXDr1av4e9sSEzG9/jq6XbtAUbD17InlvffgJns120u91FQU6o0dC7Gx4jXNZtS778Y8Zw6U8P47TdP4+uuvmTJlimO5tLxLSkpi/PjxvPLKK9SrVw+A77//nvfee49Dhw7h7OzMgw8+yL///suSJUtYvnw5CxYsIDAwkHXr1pGSkkJCQgL169e/zXci/ZfIAFC64w0ZMqTIZdsNGzbQpUsXQOyr+f777xkyZAhwsRD0zJkzCxSCLgvLVOVJZmYmv/76KxEREfz66694e3vTr18/wsLCaN26dakmB1gsFvbs2YNer6d58+Y3fS1N00hPTyc+Pp64uDjy8vLw8fHB39//ml1IjK+9hn7ZMjRPTzETmJmJ9fXXsQ4ffsPjsQd/VatWpVatWuj278f45ZcocXGozZtjee01KOH2a5qmMWvWLCZOnMjvv/9O2ytkNZc3Bw4cICwsjPfee49BgwY5Hu/duzcNGzbk+PHj/Pvvv6xZs4Y6deoAcPToUapWrSo7gkilRgaAkiSVCdnZ2axZs4bw8HBWrVqFq6srffv2JSwsjHbt2pVokWmz2czu3btxcnKiadOmJR5o2ruQ2IPB7OzsAl1ILt9j6NSxI0pKysVOIBcuoHbpImboboA9+KtSpQq1a9e+JfstNU1j7ty5jB07ltWrV1+1v255NGfOHMaNG8e6deto2LAhIOqPvvTSS9StW5dFixZRt27dQsloMjlNKi0yAJQkqczJzc1l3bp1hIeHs2LFCgwGA3369KF///507NjxpvZB5eXlsWvXLtzc3AgODr4lS85ZWVmOPYMZGRlUrFjRkUTi5OSEU//+KPv3owUGihIu589je/hhLB9+eEPX2rlz5y0P/hYsWMCoUaNYuXKlY+ZduhjAZWRkMGLECOrXr89rr72GwWAgOzubtm3b0rp1a7799tvbPVSpnJEBoCRJZZrFYiEyMpIlS5awbNkybDYbffr0ISwsjC5duhSaTbua3Nxcdu3ahaenJ40aNbotySf2LiTx8fGkpaXh6elJjagoqkyahC6/FaEWEID5u+/Q8veLFYuqkn32LDuPHyewRo1bGvz98ssvvPzyy0RERBRqnVaeXGu2btq0acyZM4fIyEhHa8EFCxbwySefMHv2bFq3bn2rhipJMgCUpNKWkpLCK6+8wooVKwDo168fX331FV5eXlc8p6h9jW3atGH79u2lOdQyz2q1snnzZhYvXsyyZcvIysqid+/ehIaG0rVr1wJlgS6XnZ3Nrl27qFSpEg0bNiwTy2r2LiTx8fFY9+yhyrFjuFWsiNOAAbhcx4Z/5eBB9CNGYD15Ep2bG7zzDupDD5XiyC+KiIhg2LBhLFq0iN69e9+Sa5ZFNpsNvV6PxWIhKyurwP/flwaG3bt3x93dncWLF6MoCkePHqV9+/b873//44033rhNo5fKIxkASlIp69mzJ+fOnWPWrFkAPPfcc9SoUYOVK1de8ZwhQ4YQFxfH999/73jMZDIVqA1W3tlsNrZt20Z4eDhLly4lOTmZHj16EBoaSrdu3Qpsnk9JSeHff//F39+fevXqlYng73IWi4WEhATi4uJITk7GxcUFPz8//P39cXNzu/KYs7Mx9OqFduwYeHhgtFjAyQnzggUXi0WXklWrVvHUU0+xcOFCwsLCSvVaZdmlpV4GDBhAhw4deOGFF/Dx8XEcYw8Qt23bxpQpU3jllVe49957ATEzeO+99zr2BkrSrSADQEkqRYcPH6ZRo0Zs376dNm3aALB9+3batWvHkSNHrljWYciQIaSmprJs2bJbONo7l6qq/PPPP45g8MKFC3Tr1o3Q0FD8/f156qmn+Pbbb+nSpUuZDP4uZ7VaSUxMJD4+nsTEREwmk2PPoKenZ4F7yN21C5cBA1Dc3DB6eKBoGsTFYX3rLazPPltqY/z999954okn+P7773noFs02lmVWq5V+/foRGRlJlSpVeP7553niiSfw8/MrcFxGRgZDhgyhYsWKzLksycceSErSrSC/aZJUirZt24anp6cj+ANo27Ytnp6ebN269arnRkZG4ufnR7169Rg6dKij6LBUmE6no02bNnz00UccPXqUzZs306hRIyZOnEivXr2oUKECFy5cKLKNW1lkMBioXLkyTZs2pXPnztSrVw+z2cyePXv466+/OHLkCMnJyWRmZrIvKgqdyYRR01AALBYAtFKsZ7l+/XqeeOIJZs2axYMPPlhq1ynr7N8lTdP4448/yMrKYsOGDQwcOJAvv/yS7777rkAvYVVVcXd3Z8qUKaxYscLRccROBn/SrVRydRUkSSokNja20AwAgJ+fX6Em85fq2bMnDz30EEFBQURFRfHOO+9w7733smvXLpxusjjwf51OpyMkJIScnBymTZvGqFGjcHV15euvv+all16iS5cuhIWF0adPH7y9vcv8jOClbedUVSUlJYW4uDj279+PxWLBLTCQnAcewGPxYoiNRQFsTZpg69mzVMazadMmBg0axNdff82gQYPK/PtXmpKTk6lUqRKKotCkSRNeeOEFWrZsSZs2bdDr9UybNg2bzcZTTz1FYGAgOp0Oq9VKnTp1GDlyJOvXr6dHjx5F/h0hSaVNBoCSdAMmTJjAxIkTr3rMP//8A1DkD8hrZQs+/PDDjn8PDg6mVatWBAUFsXr1agYMGHCDoy4/srKyGDBgAJMnT+aFF14AYPz48Rw7dozw8HC+/fZbXnnlFe6++27CwsLo27cvfn5+ZT6Y0el0VKpUCWdnZ+Lj46lcuTJGo5G/e/bEt0IF/BITcalWDdMzz6D38Cjx62/dupWBAwfy6aef8uSTT5b596s0XbhwgSeeeIK5c+dStWpVqlevTtWqVR2zeO+++y4mk4kZM2ZgtVp59tlnqVKlCj///DNt2rShS5cu7N69m+zs7Nt8J1J5JQNASboBL730Eo888shVj6lRowb79+8nLi6u0HMJCQn4+/sX+3oBAQEEBQVx/Pjx6x5reeTq6srevXupXLmy4zFFUahfvz5vvvkmY8eOJSoqivDwcH766Sdef/112rVrR2hoKP369SMwMLDMBjdZWVmOIs916tRx3Fd68+YXu5Ds2YOPj4+j8HRJFNHesWMHDz74IJMmTWLo0KFl9v25VXJyckhNTSUnJwcQv9TZgz/7Xr63334bk8nEl19+iaZp5Obm8tlnnxEZGUn79u358MMPCQoKup23IZVjMglEkkqRPQnk77//5q677gLg77//pm3btldNArlcUlISVapUYdasWTzxxBOlOeRyR9M0zp49S0REBBEREWzdupXWrVs7WtJVr169zAQ79uAvICDAEfxd7tIuJPHx8WRlZV21C0lx7N69m759+zJu3DhGjBhRZt6P223IkCHEx8cTERFRqATRpQkdX3zxBa+//jqqqrJkyRIGDBggO3xIt53ccSpJpahhw4b06NGDoUOHsn37drZv387QoUPp06dPgeCvQYMGLF26FBBtvEaNGsW2bds4ffo0kZGR9O3bFx8fH/r373+7buU/S1EUqlevzogRI9i4cSPR0dE8/vjjrF27lqZNm9KpUyc+/fRTTpw4cVsTSOzBX+XKla8Y/IG4H3d3d2rXrk27du1o164dXl5enDt3jk2bNrFr1y7Onj1Lbm5usa67f/9+QkNDeeONN25r8JeSksLgwYPx9PTE09OTwYMHk5qaetVzhgwZgqIoBf6URH9iVVUBePLJJzGbzaxZs6bQd0On0zmO88hfjl+5cqUM/qQyQ84ASlIpS05OLlQI+uuvvy5QKFZRFL7//nuGDBlCTk4OYWFh7Nmzh9TUVAICArjnnnt47733qFat2m26i/JH0zQSExNZunQp4eHhbNiwgQYNGhAWFkZoaCgNGjS4ZT/Es7Oz2blzJ5UrV6Zu3bo3fN2cnBxHrcG0tDQ8PDwctQZdXFwKHX/o0CF69uzJyy+/zDvvvHNbg5ayWE/TbDYzcOBAYmJi+PHHH6ldu3ahYw4cOEDTpk2ZNWsWzz77rAz+pDJDBoCSJEnXoGkaKSkpLF++nIiICNauXUutWrUIDQ2lf//+pdpWrqSCv8vl5eWRkJBAfHw8ycnJuLm54efnh8VioX79+hw9epSePXvyzDPP8P7779/WoKUs1tO8tPhz8+bN8ff3Z/78+dSoUQMomOh19OhR6tevL4M/qUyRAaAkSdJ1SktLY+XKlURERPDHH38QGBjomBls3rx5iQWDpRX8Xc7ehSQqKoq+fftSqVIl0tLSGDBgAN9//z16vb5Urltc3333Ha+99lqhJV8vLy8+//xznnrqqSLPGzJkCMuWLcNkMuHl5UXnzp354IMPSqzsir27x9mzZ7nvvvtwcXHh3XffpXPnznh5eTmCRBn4SWWRDAAlSZJuQmZmJr/++ivh4eH8+uuv+Pj4OBJIWrdufcPB4K0K/i63f/9+evXqRaVKlYiNjcXX15cBAwYwfPhwatWqdUvGcLlJkyYxd+5cjh07VuDxevXq8dRTTzF27Ngiz1u0aBFubm4F6mlardbrrqdpD/TsLg3o7P9uNpt56KGHSElJwdfXlzfeeIOgoCBZ408qs2QSiCRJ0k1wc3Nj4MCBLFq0iLi4OD777DOSkpIYMGAADRs2ZNSoUWzevBmbzVbs17QHf/7+/rc0+Dt79iyDBg1i4MCBHD16lISEBL744guSkpKumXBxIyZMmFAoSePyPzt37gRuvJ5m7969CQ4Opm/fvvz2228cO3aM1atXX9c47cHfb7/9VmgsiqJgs9kwmUwsX76c119/napVq/LII48wYcIEtmzZcl3XkqRbRc4ASlI5NH36dD7++GNiYmJo3LgxU6dO5e67777i8Rs3buS1117j4MGDBAYGMnr0aIYNG3YLR3znyc3N5c8//yQiIoLly5djNBrp27cv/fv3p0OHDhiNxiLPuzT4q1ev3i0L/mJiYujevTudO3dm1qxZt2TZNzExkcTExKseU6NGDX788ccbWgIuSt26dXn22WcZM2bMdY31o48+YtmyZaxbt67IhJnL+/gePXoUg8FA9erVr/hZS9LtJANASSpnFi1axODBg5k+fTodOnRg5syZzJkzh0OHDlG9evVCx0dFRREcHMzQoUN5/vnn2bJlC8OHD+enn37igQceuA13cOexWCxs2LCB8PBwli1bhs1mo0+fPoSFhdGlSxdHbb4TJ05w9uxZAgMDb2nwFxcXR8+ePbnrrrvKxJ6/y5WFeprbt2+nS5cuzJs3j4EDB173PUhSWSMDQEkqZ9q0aUOLFi345ptvHI81bNiQsLAwJk+eXOj4MWPGsGLFCg4fPux4bNiwYezbt49t27bdkjH/l1itVv766y+WLFnCsmXLyM7Opnfv3rRo0YLJkyfz0ksvMWrUqFsW/CUmJtKrVy+Cg4NZsGBBiXQNKQ09e/bkwoULzJw5ExBlYIKCggqUgWnQoAGTJ0+mf//+ZGZmMmHCBB544AECAgI4ffo0b775JtHR0Rw+fBh3d/crXuvSPX/2Wn46nY4xY8awbds2fvrpJ6pUqVKKdytJpU/uAZSkcsRsNrNr1y66detW4PFu3bqxdevWIs/Ztm1boeO7d+/Ozp07sVgspTbW/yqDwcA999zDtGnTiI6OZsWKFRiNRkaPHk1aWhoHDx5k+fLlt6RHbHJyMn379qVevXrMnz+/zAZ/AAsXLqRJkyZ069aNbt260bRpU+bPn1/gmKNHj5KWlgaIfXv//vsvoaGh1KtXjyeffJJ69eqxbdu2qwZ/9nNB7InU6XSOpd27776buLg4jhw5AnBd+zolqayRAaAklSOJiYnYbLZCfYj9/f2JjY0t8pzY2Ngij7dardfcvyVdnV6vp0qVKqxbt44XX3yRTZs2ERQUxLhx46hRowaPPfYYixcvJiMjo8SvnZqaSmhoKNWrV+fnn38u8/vUvL29WbBgAenp6aSnp7NgwYICxdRBJIUMGTIEABcXF/744w/i4+Mxm82cOXOGuXPnFruY+tSpUx2fxbp16wDo06cPbdu25dVXX8VsNpe5pXJJuh4yAJSkcujy5cVrZVMWdXxRj0vXb9KkSQwYMICpU6fStm1bPv74Y44dO8amTZto2LAhH374ITVq1ODhhx/mxx9/JDU19aZb0qWnpzNgwAB8fX1ZvHjxDfUH/q979NFH+f7771m7di0jRowgLCyMvXv38tRTTxEUFMSSJUtu9xAl6abIPYCSVI6YzWYqVKjA4sWLC/QVfvXVV9m7dy8bN24sdE6nTp0ICQnhiy++cDy2dOlSBg4cSHZ2dpmfOSrrzGYzRqPxisG0pmkcPHiQJUuWEBERwdGjR7nnnnsICwujd+/eeHt7X1cgnpmZyYABA3BycmLVqlVFZrRKF509e5bDhw8zbtw4bDYbzs7OHD58mK5du/Lzzz/f7uFJ0g2TM4CSVI6YTCZatmzJ2rVrCzy+du1a2rdvX+Q57dq1K3T8mjVraNWqlQz+SoDJZLrm7GtwcDATJkxg37597N+/n06dOjF79mxq1apFv379mDNnDnFxcdecGczOzmbgwIHo9XqWL18ug79iqFatGt26dWP79u2MGTOGNm3akJycfF2FpCWpLJIzgJJUztjLwMyYMYN27doxa9YsZs+ezcGDBwkKCmLs2LGcP3+eefPmARfLwDz//PMMHTqUbdu2MWzYMFkG5jbTNI1Tp04RHh5OREQEu3btol27doSGhhIaGkpAQECBwDI3N5eHH36YrKwsfv/9dzw8PG7j6O8sl9f4O378OHXr1r2NI5KkmycDQEkqh6ZPn85HH31ETEwMwcHBfP7553Tq1AkQ/VNPnz5NZGSk4/iNGzcycuRIRyHoMWPGyELQZYimaZw9e5bw8HCWLl3Ktm3baN26taMlnb+/P4899hiJiYmsWbOmUPKEdGNkj1/pTiYDQEmSpP8QTdO4cOECS5cuJSIigk2bNuHu7o6fnx/btm3D29v7dg9RkqQyQAaAkiRJ/1GappGQkMCYMWN4/fXXCQ4Ovt1DkiSpjJABoCRJkiRJUjkjs4AlqYyx/05mb0FVXk2fPp2aNWvi7OxMy5Yt+euvv654bGRkJIqiFPpj79ggSZIkFSQDQEkqYxRFITs7u0DWIXDTxX/vJIsWLWLEiBG89dZb7Nmzh7vvvpuePXsSHR191fOOHj1KTEyM44/M1JQkSSqaDAAlqYw5fPgwtWrV4o8//ijweHGyDf8rQeJnn33GM888w7PPPkvDhg2ZOnUq1apV45tvvrnqeX5+flSuXNnxR7bqkiRJKpoMACWpjFm5ciUBAQFUrFjR8djx48f5+eefyc3NveJ5qqqiKAq7d+++FcMsNWazmV27dtGtW7cCj3fr1o2tW7de9dyQkBACAgK477772LBhQ2kOU5Ik6Y4mA0BJKmNWrlxJq1atCixfzp07l3feeYc9e/Zc8TxVVfnzzz/p2rUrmzZtKvCcpml3zOxgYmIiNpsNf3//Ao/7+/sTGxtb5DkBAQHMmjXLURS5fv363HfffYXeB0mSJEmQAaAklSFRUVFERUXRrl27AjOAO3bs4L777qNBgwaFzrEHdkuWLGHKlCm88847jqLONpsNwJEUcSe5fLxXK7pbv359hg4dSosWLWjXrh3Tp0+nd+/efPLJJ7diqNIlPvjgA9q3b0+FChWKXXBa0zQmTJhAYGAgLi4udOnShYMHD5buQCWpnJMBoCSVIStXrsTX17dAvbaDBw9y9uxZmjVrViAotFMUhdjYWP73v//RtWtXXnjhBcdzmzdv5rnnnuPll19m5cqVQNnfJ+jj44Nery802xcfH19oVvBq2rZty/Hjx0t6eNI1mM1mHnrooQLfw2v56KOP+Oyzz/j666/5559/qFy5Mvfffz8ZGRmlOFJJKt9kAChJZcixY8cIDAwkKCjI8djy5cupWLEizZo1AwoHcNnZ2UybNg0nJyfGjBmDs7Oz47lz587h5eXFgQMHCA0NJTw8/KozgWUhODSZTLRs2ZK1a9cWeHzt2rW0b9++2K+zZ88eAgICSnp40jVMnDiRkSNH0qRJk2Idr2kaU6dO5a233mLAgAEEBwfzww8/kJ2dzY8//ljKo5Wk8stwuwcgSdJFjRo1YtmyZY4gLT09nR9++IG77rrLsfxrf87eoH737t389ddfDBo0CBDLvvbs18cee4ywsDDmz5/P/v37uf/++696/bKyTPzaa68xePBgWrVqRbt27Zg1axbR0dGO/sNjx47l/PnzzJs3D4CpU6dSo0YNGjdujNlsZsGCBYSHhxMeHn47b0MqhqioKGJjYwsk/Tg5OdG5c2e2bt3K888/fxtHJ0n/XTIAlKQy5P7772fmzJl06dKFAQMG8Pvvv5OYmEiHDh0K9XC11wncsWMHubm59OvXDygcIFqtVjZv3kyTJk3w8PBwPH6p5ORknn32WWbPnk2lSpUKPFfU8aXt4YcfJikpiXfffZeYmBiCg4P59ddfHTOjMTExBWoCms1mRo0axfnz53FxcaFx48asXr2aXr163dJxS9fPvtRfVNLPmTNnbseQJKlckAGgJJUhdevWZfv27cyfP58KFSqQkZFBZmamIyP48kQIs9lMXFwcFSpUoFWrVsDFwND+z6ioKLZu3cro0aMdr3Hpa509e5apU6cSFRVVIPhTVZWsrCzc3d1L/8aLMHz4cIYPH17kc3Pnzi3w36NHj3bcn1TyJkyYwMSJE696zD///OP4Dt6I60n6kSTp5skAUJLKEE3TcHFx4bnnngNg0KBB7Nu3j9q1axd5vMlk4sKFC/j6+qIoSoHlX7v9+/eTlJTEQw89BOB43v4Ddtq0aURHR/PVV185zklOTmb+/PmMHDmS9957j7feeqvQOOUP5/LjpZde4pFHHrnqMTVq1Lih165cuTIgZgIv3bN5vUk/kiRdHxkASlIZYg+q7AGWXq+nRYsWhZ6Hi0uzx44dIywsrNDzAKmpqaxbt47g4GAqVapUYDlXp9Nx/PhxvvrqK5YvX07Hjh0d53344YfYbDZq167tyMS02WzodDoURWHx4sXMnTuXX3/9tVTeB6ls8fHxwcfHp1Reu2bNmlSuXJm1a9cSEhICiJntjRs3MmXKlFK5piRJMgtYksqk4syu6XQ6VFWlUaNGuLq6Oh671NmzZ9m6datj9kZVVVRVBeDIkSNMmTKF0NBQunbt6jhn+/btzJ49m/79+/Poo48CkJOTU2Bm0cvLC6PRSFJS0s3dqPSfEx0dzd69e4mOjsZms7F371727t1LZmam45gGDRqwdOlSQHzXR4wYwaRJk1i6dCkHDhxgyJAhVKhQwfH9kySp5MkAUJLuUJqmodPpaNSoUYGZuKysLD777DOWLFnCli1bSE5OdgSAer3eEVxOmTKFnJwcxowZ4zh3/fr1TJo0iQceeICOHTtSq1YtNmzYgIuLC3AxMG3SpAk7d+4s9wHgpk2b6Nu3L4GBgSiKwrJly655zsaNG2nZsiXOzs7UqlWLGTNmlP5Ab6Fx48YREhLC+PHjyczMJCQkhJCQEHbu3Ok45ujRo6SlpTn+e/To0YwYMYLhw4fTqlUrzp8/z5o1a27b/lNJKg/kErAk3aHswVhISIij44KqqlitVs6ePcvYsWOxWCwA/P3334SEhFClShVABC5Lly5l/fr1jvqC2dnZjBo1itDQUMaPHw/AiRMnCry2vaNISkoKubm5eHp63sI7LnuysrJo1qwZTz31FA888MA1j4+KiqJXr14MHTqUBQsWsGXLFoYPH46vr2+xzr8TzJ07t1CSzuUurzepKAoTJkxgwoQJpTcwSZIKkAGgJN3hunbtSl5enmNG0NPTk88//5zPP/+c7du38/3339OvXz/CwsKIiIhg9+7dzJgxgyeeeMKxvzA3N5cxY8awb98+srKyqFixIk899RTNmzfn+PHjJCQk4Ovr6wgCDxw4QIMGDTh58mS53qjfs2dPevbsWezjZ8yYQfXq1Zk6dSoADRs2ZOfOnXzyySf/mQBQkqQ7gwwAJek/wMnJqcB/27OB27ZtS9u2bZk5c6aj3tr48ePx9/fn1VdfdRz/xRdfsG7dOr7++mtSUlKYMWMG//vf/3BycqJSpUr4+voCF/cYRkdHoyhKoZqB0tVt27atQMFjgO7du/Ptt99isVgwGo23aWSSJJU3MgCUpP+gS0u9qKqKXq+ncuXKREZGsnPnTv755x+qVq0KwLRp0xg7dixfffWVo3/ryJEjSUhIYPTo0cTFxZGTk4OTkxM6nY709HROnDiBi4sL9evXv233eCeKjY0tsuCx1WolMTFRtq6TJOmWkUkgkvQfZi8lAyIYrF27Nj///DNVq1Z1ZAOHhoYye/ZsXnzxRcd5Li4uVK9enX79+mGxWDhz5kyBziOHDx+mc+fOt/6G/gOKKnhc1OOSJEmlSc4ASlI5oSgK1apVo1q1asDF5dyqVavyzDPPFHlOUFAQW7dupXr16o7Hvv32WypWrMiDDz5Y+oP+j6lcubJjKd4uPj4eg8Egl9MlSbql5AygJElX5OHhQadOnbhw4QIAmzdvZtWqVTz33HM0aNDgNo/uztOuXTvWrl1b4LE1a9bQqlUruf9PkqRbStEuz8eXJEkqwrJly5g+fTqNGjVyZLGWd5mZmZw4cQIQ5Xg+++wz7rnnHry9valevTpjx47l/PnzzJs3DxBlYIKDg3n++ecZOnQo27ZtY9iwYfz0008yC1iSpFtKBoCSJF2RvXVcbm4uQ4YM4Z577uGRRx7B09NT9gMGIiMjueeeewo9/uSTTzJ37lyGDBnC6dOniYyMdDy3ceNGRo4cycGDBwkMDGTMmDEMGzbsFo5akiRJBoCSJBWDqqrExMQ4CklLkiRJdzYZAEqSJEmSJJUzMglEkiRJkiSpnJEBoCRJkiRJUjkjA0BJkiRJkqRyRgaAkiRJkiRJ5YwMACVJkiRJksoZGQBKkiRJkiSVMzIAlCRJkiRJKmdkAChJkiRJklTOyABQkiRJkiSpnJEBoCRJkiRJUjkjA0BJkiRJkqRyRgaAkiRJkiRJ5YwMACVJkiRJksoZGQBKkiRJkiSVMzIAlCRJkiRJKmdkAChJkiRJklTOyABQkiRJkiSpnJEBoCRJkiRJUjkjA0BJkiRJkqRyRgaAkiRJkiRJ5YwMACVJkiRJksoZGQBKkiRJkiSVMzIAlCRJkiRJKmdkAChJkiRJklTOyABQkiRJkiSpnJEBoCRJkiRJUjkjA0BJkiRJkqRyRgaAkiRJkiRJ5YwMACVJkiRJksoZGQBKkiRJkiSVMzIAlCRJkiRJKmdkAChJkiRJklTOyABQkiRJkiSpnJEBoCRJkiRJUjkjA0BJkiRJkqRyRgaAkiRJkiRJ5YwMACVJkiRJksoZGQBKkiRJkiSVMzIAlCRJkiRJKmdkAChJkiRJklTOyABQkiRJkiSpnJEBoCRJkiRJUjkjA0BJkiRJkqRyRgaAkiRJkiRJ5YwMACVJkiRJksoZGQBKkiRJkiSVMzIAlCRJkiRJKmdkAChJkiRJklTO/B+g/htty1lcTAAAAABJRU5ErkJggg==", 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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", "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", "$$ F_{hkl}(\\theta) = \\sum_{j=1}^{\\inf} f_i(\\theta) \\mathrm{e}^{[-2 \\pi i (h x_j+k y_j + l z_j)]} \n", "$$\n", "\n", "The sum is over all the $i$ atoms in the unit cell (with\n", "atomic coordinates $x_i, y_i, z_i$ \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": 35, "metadata": { "vscode": { "languageId": "python" } }, "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", " f = ks.feq(atoms[b].symbol,np.linalg.norm(np.dot(g_hkl[j], reciprocal_lattice))) # 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", "F = structure_factors = 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": 34, "metadata": { "vscode": { "languageId": "python" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ " Of the evaluated 386 Miller indices 386 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 = F[allowed]\n", "g_hkl = g_hkl[allowed]\n", "hkl = hkl[allowed]\n", "distances = distances[allowed]\n" ] }, { "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": 36, "metadata": { "vscode": { "languageId": "python" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ " Of the 386 allowed Bragg reflections there are 20 families of reflections.\n" ] } ], "source": [ "sorted_allowed = np.argsort(distances)\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(distances, 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": 37, "metadata": { "vscode": { "languageId": "python" } }, "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 [0. 2. 2.] \t 0.52 \t 192 \t 43.49, \t 12 \t 22694.18\n", " 20\t [1. 3. 1.] \t 0.61 \t 164 \t 30.02, \t 24 \t 21627.29\n", " 44\t [0. 4. 0.] \t 0.74 \t 136 \t 40.83, \t 6 \t 10004.44\n", " 50\t [3. 1. 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 16 \t 23693.10\n", " 90\t [2. 2. 4.] \t 0.90 \t 111 \t 38.48, \t 8 \t 11846.55\n", " 98\t [1. 1. 5.] \t 0.96 \t 105 \t 26.63, \t 8 \t 5674.85\n", "106\t [3. 3. 3.] \t 0.96 \t 105 \t 26.63, \t 24 \t 17024.55\n", "130\t [4. 4. 0.] \t 1.04 \t 96 \t 36.38, \t 12 \t 15880.30\n", "142\t [3. 5. 1.] \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", "354\t [5. 5. 5.] \t 1.59 \t 63 \t 19.81, \t 8 \t 3138.30\n" ] } ], "source": [ "multiplicitity = np.roll(indices,-1)-indices\n", "intensity = np.absolute(F[indices]**2*multiplicitity)\n", "print('\\n index \\t hkl \\t 1/d [1/Ang] d [pm] \\t F \\t multip. intensity' )\n", "family = []\n", "for j in range(len(unique)-1):\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 {family[j]} \\t {distances[i]:.2f} \\t {1/distances[i]*100:.0f} \\t {np.absolute(F[i]):.2f}, \\t {indices[j+1]-indices[j]:3g} \\t {intensity[j]:.2f}') \n", " # print(f'{i:3g}\\t'+ '{'+f'{family[j][0]:.0f} '+f'{family[j][1]:.0f} '+f'{family[j][2]:.0f}' +'}'+f' \\t {distances[i]:.2f} \\t {1/distances[i]*100:.0f} \\t {np.absolute(F[i]):.2f}, \\t {indices[j+1]-indices[j]:3g} \\t {intensity[j]:.2f}') \n", " \n" ] }, { "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", "\t\t| 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": 38, "metadata": { "vscode": { "languageId": "python" } }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "<>:12: SyntaxWarning: invalid escape sequence '\\A'\n", "<>:12: SyntaxWarning: invalid escape sequence '\\A'\n", "C:\\Users\\gduscher\\AppData\\Local\\Temp\\ipykernel_6896\\2952740993.py:12: SyntaxWarning: invalid escape sequence '\\A'\n", " plt.xlabel('scattering angle (1/$\\AA$)');\n" ] }, { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": 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