{ "cells": [ { "cell_type": "code", "execution_count": 1, "metadata": { "hide_input": true, "internals": {}, "slideshow": { "slide_type": "skip" }, "tags": [ "remove-cell" ] }, "outputs": [], "source": [ "# for conversion to PDF use these settings\n", "# %matplotlib inline\n", "# qr_setting = 'url'\n", "# qrviz_setting = 'show'\n", "#\n", "# for lecture use notebook\n", "%matplotlib inline\n", "qr_setting = None\n", "qrviz_setting = 'save'\n", "#\n", "%config InlineBackend.figure_format='retina'\n", "# import libraries\n", "import numpy as np\n", "import matplotlib as mpf\n", "import pandas as pd\n", "import matplotlib.pyplot as plt\n", "import laUtilities as ut\n", "import slideUtilities as sl\n", "import demoUtilities as dm\n", "import pandas as pd\n", "from importlib import reload\n", "from datetime import datetime\n", "from IPython.display import Image\n", "from IPython.display import display_html\n", "from IPython.display import display\n", "from IPython.display import Math\n", "from IPython.display import Latex\n", "from IPython.display import HTML\n", "reload(sl)\n", "reload(ut);" ] }, { "cell_type": "markdown", "metadata": { "internals": { "slide_type": "subslide" }, "slideshow": { "slide_type": "slide" } }, "source": [ "# Dimension and Rank" ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "hide_input": true, "tags": [ "remove-cell" ] }, "outputs": [ { "data": { "image/jpeg": "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\n", "text/plain": [ "" ] }, "metadata": { "image/jpeg": { "width": 300 } }, "output_type": "display_data" } ], "source": [ "# Source: http://en.wikipedia.org/wiki/Ren%C3%A9_Descartes#/media/File:Frans_Hals_-_Portret_van_Ren%C3%A9_Descartes.jpg\n", "# More background is at http://mathforum.org/cgraph/history/middleages.html\n", "display(Image(\"images/descartes.jpg\", width=300))" ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "hide_input": true, "slideshow": { "slide_type": "slide" }, "tags": [ "remove-input" ] }, "outputs": [ { "data": { "image/jpeg": "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\n", "text/plain": [ "" ] }, "metadata": { "image/jpeg": { "width": 300 } }, "output_type": "display_data" } ], "source": [ "# Source: http://en.wikipedia.org/wiki/Ren%C3%A9_Descartes#/media/File:Frans_Hals_-_Portret_van_Ren%C3%A9_Descartes.jpg\n", "# More background is at http://mathforum.org/cgraph/history/middleages.html\n", "display(Image(\"images/descartes.jpg\", width=300))" ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "hide_input": true, "tags": [ "remove-input" ] }, "outputs": [ { "data": { "text/html": [ "\"Frans Hals - Portret van René Descartes\" by After Frans Hals (1582/1583–1666) - André Hatala [e.a.] (1997) De eeuw van Rembrandt, Bruxelles: Crédit communal de Belgique, ISBN 2-908388-32-4.. Licensed under Public Domain via Wikimedia Commons." ], "text/plain": [ "" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "HTML(u'\"Frans Hals - Portret van René Descartes\" by After Frans Hals (1582/1583–1666) - André Hatala [e.a.] (1997) De eeuw van Rembrandt, Bruxelles: Crédit communal de Belgique, ISBN 2-908388-32-4.. Licensed under Public Domain via Wikimedia Commons.')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Rene Descartes (1596-1650) was a French philosopher, mathematician, and writer. He is often credited with developing the idea of a coordinate system, although versions of coordinate systems had been seen in Greek mathematics since 300BC. \n", "\n", "As a young man, Descartes had health problems and generally stayed in bed late each day. The story goes that one day as he lay in bed, he observed a fly on the ceiling of his room. He thought about how to describe the movement of the fly, and realized that he could completely describe it by measuring its distance from the walls of the room. This gave birth to the so-called _Cartesian coordinate system_.\n", "\n", "What is certain is that Descartes championed the idea that geometric problems could be cast into algebraic form and solved in that fashion. This was an important shift in thinking; the mathematical tradition begun by the Greeks held that geometry, as practiced by Euclid with compass and straightedge, was a more fundamental approach. For example, the problem of copying a triangle was one that the Greeks had studied and solved using non-numeric methods. Descartes argued that a triangle could be copied exactly by simply knowing the coordinates of its vertices.\n", "\n", "The study of curves and shapes in algebraic form laid important groundwork for calculus, and Newton was strongly influenced by Descartes' ideas." ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "Why is a coordinate system so useful?\n", "\n", "The value of a coordinate system is that it gives a _unique name_ to each point in the plane (or in any vector space).\n" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "fragment" } }, "source": [ "Now, here is a key question: what if the walls of Descartes' room had __not been square__?\n", "\n", "... in other words, the corners were not perpendicular? \n", "\n", "Would his system still have worked? Would he still have been able to __precisely specify__ the path of the fly?\n", "\n", "We'll explore this question today and use it to further deepen our understanding of linear operators." ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "## Coordinate Systems" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "fragment" } }, "source": [ "In the last lecture we developed the idea of a _basis_ -- a minimal spanning set for a subspace $H$." ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "fragment" } }, "source": [ "Today we'll emphasize this aspect: a key value of a basis is that\n", "\n", "
a basis provides a coordinate system for $H$.
" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "fragment" } }, "source": [ "In other words: if we are given a basis for $H$, then __each vector in $H$ can be written in only one way__ as a linear combination of the basis vectors." ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "fragment" } }, "source": [ "Let's see this convincingly.\n", "\n", "Suppose $\\mathcal{B}\\ = \\{\\mathbf{b}_1,\\dots,\\mathbf{b}_p\\}$ is a basis for $H,$ and suppose a vector $\\mathbf{x}$ in $H$ can be generated in two ways, say\n", "\n", "$$\\mathbf{x} = c_1\\mathbf{b}_1+\\cdots+c_p\\mathbf{b}_p$$\n", "\n", "
and
\n", "\n", "$$\\mathbf{x} = d_1\\mathbf{b}_1+\\cdots+d_p\\mathbf{b}_p.$$" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "fragment" } }, "source": [ "Then, subtracting gives\n", "\n", "$${\\bf 0} = \\mathbf{x} - \\mathbf{x} = (c_1-d_1)\\mathbf{b}_1+\\cdots+(c_p-d_p)\\mathbf{b}_p.$$" ] }, { "cell_type": "markdown", "metadata": { "collapsed": true, "slideshow": { "slide_type": "fragment" } }, "source": [ "Now, since $\\mathcal{B}$ is a basis, we know that the vectors $\\{\\mathbf{b}_1\\dots\\mathbf{b}_p\\}$ are linearly independent." ] }, { "cell_type": "markdown", "metadata": { "collapsed": true, "slideshow": { "slide_type": "fragment" } }, "source": [ "So by the definition of linear independence, the weights in the above expression must all be zero. \n", "\n", "That is, $c_j = d_j$ for all $j$. \n", "\n", "... which shows that the two representations must be the same." ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "__Definition.__ Suppose the set $\\mathcal{B}\\ = \\{\\mathbf{b}_1,\\dots,\\mathbf{b}_p\\}$ is a basis for the subspace $H$. \n", "\n", "For each $\\mathbf{x}$ in $H$, the __coordinates of $\\mathbf{x}$ relative to the basis $\\mathcal{B}$__ are the weights $c_1,\\dots,c_p$ such that $\\mathbf{x} = c_1\\mathbf{b}_1+\\cdots+c_p\\mathbf{b}_p$. " ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "fragment" } }, "source": [ "The vector in $\\mathbb{R}^p$\n", "\n", "$$[\\mathbf{x}]_\\mathcal{B} = \\begin{bmatrix}c_1\\\\\\vdots\\\\c_p\\end{bmatrix}$$\n", "\n", "is called the __coordinate vector of $\\mathbf{x}$ (relative to $\\mathcal{B}$)__ or the __$\\mathcal{B}$-coordinate vector of $\\mathbf{x}$.__" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "fragment" } }, "source": [ "Here is an example in $\\mathbb{R}^2$:\n", "\n", "Let's look at the point $\\begin{bmatrix}1\\\\6\\end{bmatrix}$." ] }, { "cell_type": "code", "execution_count": 5, "metadata": { "hide_input": true, "scrolled": false, "slideshow": { "slide_type": "-" }, "tags": [ "remove-input" ] }, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "1127b950dd7447efb4aaaa3f1a4be279", "version_major": 2, "version_minor": 0 }, "text/plain": [ "Tab(children=(Image(value=b'\\x89PNG\\r\\n\\x1a\\n\\x00\\x00\\x00\\rIHDR\\x00\\x00\\x01\\xb0\\x00\\x00\\x01h\\x08\\x06\\x00\\x00\\x…" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import ipywidgets as widgets\n", "# idea: put a simple button here that switches between the two plots\n", "xmin = -6.0 \n", "xmax = 6.0 \n", "ymin = -2.0\n", "ymax = 8.0\n", "\n", "b0 = [1, 0]\n", "b1 = [1, 2]\n", "\n", "fig = ut.two_d_figure('Dummylabel', xmin = xmin, xmax = xmax, ymin = ymin, ymax = ymax, size=(6,5))\n", "for x in np.linspace(ymin, ymax, int(ymax-ymin+1)):\n", " fig.plotLinEqn(0., 1., x, alpha=0.3)\n", "for y in np.linspace(xmin, xmax, int(xmax-xmin+1)):\n", " fig.plotLinEqn(1., 0., y, alpha=0.3)\n", "fig.plotLinEqn(1., 0, 0, color = 'k')\n", "fig.plotLinEqn(0, 1, 0, color = 'k')\n", "fig.plotPoint(0, 0, 'k')\n", "fig.ax.text(0+.1, 0-.1, r'$\\bf 0$', size = 12, horizontalalignment='left', verticalalignment='top')\n", "fig.plotPoint(1, 0, 'r')\n", "fig.ax.text(1+.1, 0-.1, r'${\\bf e}_0$', size = 12, horizontalalignment='left', verticalalignment='top')\n", "fig.plotPoint(0, 1, 'r')\n", "fig.ax.text(0+.1, 1-.1, r'${\\bf e}_1$', size = 12, horizontalalignment='left', verticalalignment='top')\n", "fig.plotPoint(b1[0], b1[1], 'g')\n", "fig.ax.text(b1[0]+.1, b1[1]-.1, r'${\\bf b}_1$', size = 12, horizontalalignment='left', verticalalignment='top')\n", "fig.plotPoint(1, 6, 'b')\n", "fig.ax.text(1+.1, 6-.1, r'${\\bf x}$', size = 12, horizontalalignment='left', verticalalignment='top')\n", "fig.ax.axis('off')\n", "fig.ax.set_title(r'Standard Basis. $\\mathbf{x}$ = (1, 6)', size = 16)\n", "fig.fig.savefig('images/L15f1-standard.png')\n", "plt.close()\n", "\n", "fig = ut.two_d_figure('Dummylabel', xmin = xmin, xmax = xmax, ymin = ymin, ymax = ymax, size=(6,5))\n", "m = b1[1]/b1[0]\n", "upper_intercept = ymax - m * xmin\n", "upper_intercept = b1[1] * np.ceil(upper_intercept / b1[1])\n", "lower_intercept = ymin - m * xmax\n", "lower_intercept = b1[1] * np.floor(lower_intercept / b1[1])\n", "for yint in np.linspace(lower_intercept, upper_intercept, int((upper_intercept-lower_intercept)/b1[1])+1):\n", " fig.plotLinEqn(-b1[1], b1[0], yint, color = 'g', alpha=0.3)\n", "for y in np.linspace(ymin, ymax, int(((ymax-ymin)/b1[1])+1)):\n", " fig.plotLinEqn(0., 1., y, color = 'g', alpha=0.3)\n", "fig.plotLinEqn(b1[1], -b1[0], 0, color = 'k')\n", "fig.plotLinEqn(b0[1], -b0[0], 0, color = 'k')\n", "fig.plotPoint(0, 0, 'k')\n", "fig.ax.text(0+.1, 0-.1, r'$\\bf 0$', size = 12, horizontalalignment='left', verticalalignment='top')\n", "fig.plotPoint(1, 0, 'g')\n", "fig.ax.text(1+.1, 0-.1, r'${\\bf b}_0$', size = 12, horizontalalignment='left', verticalalignment='top')\n", "fig.plotPoint(b1[0], b1[1], 'g')\n", "fig.ax.text(b1[0]+.1, b1[1]-.1, r'${\\bf b}_1$', size = 12, horizontalalignment='left', verticalalignment='top')\n", "fig.plotPoint(1, 6, 'b')\n", "fig.ax.text(1+.1, 6-.1, r'${\\bf x}$', size = 12, horizontalalignment='left', verticalalignment='top')\n", "fig.ax.axis('off')\n", "fig.ax.set_title('B-Basis. $[\\mathbf{x}]_\\mathcal{B}$ = (-2, 3)', size = 16)\n", "fig.fig.savefig('images/L15f1-B-basis.png')\n", "plt.close()\n", "#\n", "# create widget to alternate views of images\n", "# labels on tab do not work, seems like a bug in ipywidgets < 8.0.0\n", "tab_nest = widgets.Tab()\n", "z = widgets.Image().from_file('images/L15f1-standard.png')\n", "w = widgets.Image().from_file('images/L15f1-B-basis.png')\n", "tab_nest.children = [z, w]\n", "tab_nest.titles = ['Standard', 'B-Basis']\n", "display(tab_nest)" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "fragment" } }, "source": [ "Now we'll use a new basis:\n", "\n", "$$ \\mathcal{B} = \\left\\{\\begin{bmatrix}1\\\\0\\end{bmatrix}, \\begin{bmatrix}1\\\\2\\end{bmatrix}\\right\\} $$" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "fragment" } }, "source": [ "Notice that the __location__ of $\\mathbf{x}$ relative to the origin does not change. \n", "\n", "However, using the $\\mathcal{B}$-basis, it has __different coordinates__.\n", "\n", "The new coordinates are $[\\mathbf{x}]_\\mathcal{B} = \\begin{bmatrix}-2\\\\3\\end{bmatrix}$." ] }, { "cell_type": "code", "execution_count": 6, "metadata": { "hide_input": true, "slideshow": { "slide_type": "skip" }, "tags": [ "remove-cell" ] }, "outputs": [], "source": [ "# Mar 2021: docs say this code should work, a much cleaner way to do the above\n", "# however cannot get ipywidgets 8.0.0 to cleanly install at present\n", "# when it is a clean install, convert to this approach\n", "#button = widgets.Button(description='Click here')\n", "#slider = widgets.IntSlider()\n", "#stacked = widgets.Stacked([button, slider])\n", "#display(stacked) # will show only the button\n", "#dropdown = widgets.Dropdown(options=['button', 'slider'])\n", "#widgets.jslink((dropdown, 'index'), (stacked, 'selected_index'))\n", "#widgets.VBox([dropdown, stacked])" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "### Finding the Coordinates of a Point in a Basis.\n", "\n", "OK. Now, let's say we are given a particular basis. How do we find the coordinates of a point in that basis?" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "fragment" } }, "source": [ "Let's consider a specific example.\n", "\n", "Let $\\mathbf{v}_1 = \\begin{bmatrix}3\\\\6\\\\2\\end{bmatrix}, \\mathbf{v}_2 = \\begin{bmatrix}-1\\\\0\\\\1\\end{bmatrix}, \\mathbf{x} = \\begin{bmatrix}3\\\\12\\\\7\\end{bmatrix},$ and $\\mathcal{B} = \\{\\mathbf{v}_1,\\mathbf{v}_2\\}.$\n", "\n", "Then $\\mathcal{B}$ is a basis for $H$ = Span$\\{\\mathbf{v}_1,\\mathbf{v}_2\\}$ because $\\mathbf{v}_1$ and $\\mathbf{v}_2$ are linearly independent." ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "fragment" } }, "source": [ "__Problem:__ Determine if $\\mathbf{x}$ is in $H$, and if it is, find the coordinate vector of $\\mathbf{x}$ relative to $\\mathcal{B}.$" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "fragment" } }, "source": [ "__Solution.__ If $\\mathbf{x}$ is in $H,$ then the following vector equation is consistent:\n", "\n", "$$c_1\\begin{bmatrix}3\\\\6\\\\2\\end{bmatrix} + c_2\\begin{bmatrix}-1\\\\0\\\\1\\end{bmatrix} = \\begin{bmatrix}3\\\\12\\\\7\\end{bmatrix}.$$" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "fragment" } }, "source": [ "The scalars $c_1$ and $c_2,$ if they exist, are the $\\mathcal{B}$-coordinates of $\\mathbf{x}.$ " ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "fragment" } }, "source": [ "Row operations show that\n", "\n", "$$\\begin{bmatrix}3&-1&3\\\\6&0&12\\\\2&1&7\\end{bmatrix} \\sim \\begin{bmatrix}1&0&2\\\\0&1&3\\\\0&0&0\\end{bmatrix}.$$" ] }, { "cell_type": "markdown", "metadata": { "hide_input": false, "slideshow": { "slide_type": "fragment" } }, "source": [ "The reduced row echelon form shows that the system is consistent, so $\\mathbf{x}$ is in $H$.\n", "\n", "Furthermore, it shows that $c_1 = 2$ and $c_2 = 3,$ \n", "\n", "so $[\\mathbf{x}]_\\mathcal{B} = \\begin{bmatrix}2\\\\3\\end{bmatrix}.$ " ] }, { "cell_type": "markdown", "metadata": { "hide_input": false, "slideshow": { "slide_type": "fragment" } }, "source": [ "In this example, the basis $\\mathcal{B}$ determines a coordinate system on $H$, which can be visualized like this:" ] }, { "cell_type": "code", "execution_count": 7, "metadata": { "hide_input": false, "tags": [ "remove-input" ] }, "outputs": [ { "data": { "image/png": "iVBORw0KGgoAAAANSUhEUgAAA7IAAAP1CAYAAABc3dMgAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjMuMiwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8vihELAAAACXBIWXMAABYlAAAWJQFJUiTwAAEAAElEQVR4nOzdeXgj+V0n/vdHki/Jhyy722e77+nL3Xb3dE9IwpKZQMKEsCEJS8gSWAayLOyPe2GX5QgMEFiOQDiyu5ADhhCOkAQmwCYhIUlPgJlck7Fsd7f79H0f8n3p+P7+KFV1SdZtHVXW+/U8ftptl6WvpFKp3vU9PqKUAhEREREREZFdOErdACIiIiIiIqJsMMgSERERERGRrTDIEhERERERka0wyBIREREREZGtMMgSERERERGRrTDIEhERERERka0wyBIREREREZGtMMgSERERERGRrTDIEhERERERka0wyBIREREREZGtMMgSERERERGRrTDIEhERERERka0wyBIREREREZGtMMgSEZUZEXlGRJSIPF3qthARERHlgkGWiMjmTME03ddPlLqtViUizSLyHSLymyLyORFZMT1v1Wn+9vEMn//mHNp1SER+UEQ+IiL3RWRbRDZE5JaIvEdETuX+qImIiOzLVeoGEBFR3gQBLKX4/Ub032kAtwEsFLxF9vHdAN69z9uIAJhP8/tsTSH2s3odQCWAs9Gvt4vI9yul/iqH2yYiIrItBlkiooPjeaXU4+k2Ukr9LICfLXxzbEUBmADwFQBfjf7/17O8jXGl1LE8t8sF4AsAPgDg00qpGRFxAvg6AO8B0AvggyJyQynVn+f7JiIisiwGWSIiIuA9Sqnf1/8jIo+XrikxXqWU+oL5B0qpMIB/E5HXAhgEcBjATwL4vhK0j4iIqCQ4R5aIqMykW+xJRBpF5N0iMiIiOyIyLiLvF5EjpvmgIwn+Tp8LeizJ7R7Tt0nwu+vR3z0lIt7oXNUhEdkUkeW4bStF5EdE5F9EZCnaxlER+RMROZfLcxINh5YTH2LjfjcP4BPR/z5anBYRERFZA3tkiYjIICKdAP4FwLHoj7YAeAG8HcAbAPxcgZtwCMCLAE4A2AGwG9e+NgCfBNAT/VEE2tzfLmg9kv9RRN6mlPrbArfTKhaj/zpL2goiIqIiY48sERGZfQhaiJ0F8K0AapVSdQBeAW0hqd8u8P3/IoAKAK8D4FZK1QO4CgAiUgHg49BC7BcAfAOAmug2rQB+B0A1gD8XkZMFbmcih0Tka9FVhTdE5I6IvFdELhbwPl8V/XewgPdBRERkOQyyREQHxytEZCbJ15+m+2MReQJaMFIAvl0p9f+UUhEAUEq9AOBJAFUFfQTa7X+LUupTpvu+F/3d9wK4Bm1Bptcqpf5FKbUb3WZWKfXTAP4vADe0OaPF5gZwGVpPsgvAaQA/AOAlEfnpfN+ZiHwboiEfQNrXl4iI6CBhkCUiOjgqALQk+WrM4O/fHP3335RS/xb/S6XUCIC/zktLk/ukUipZ7+L3Rv/930qpnSTb/GX039fkt1kpLUPrqb4KrYfYBy3UvgrA89CG/f62iHxXvu5QRDoAvDf6379XSn0qX7dNRERkB5wjS0R0cDyXSfmdFC5H//3XFNv8Cwq7Ou4LiX4oIi4Aj0X/+7si8ptJ/l6fK3ok3w1LRinVB6Av7mdhAF+I9nJ/DsArAfymiPy13tOcKxGpBfAstNWKR6HNXyYiIiorDLJERKRrjv47nWKbqQK3YT7Jz30AKk3fp1OTn+bsj1JqV0TeAS3MdkK7WPBirrcnItXQ5glfhfZcfbNSaiEfbSUiIrITDi0mIiKdlLoBAJKVwTF/XvUopSTdVzEam6Evmb4/keuNiEglgI8CeDW04cyvVUrd3l/TiIiI7IlBloiIdHpvaFuKbVL9Tg+h1Ul+35B1ix5aNN3++X3cTqntqaGbiejQ6r8C8HoA69AWxOrLY7uIiIhshUGWiIh0L0X//foU2/y7FL9bjv7bmeT317JtkE4pFQTw1eh/35xqWwt6men7kWz/WEQcAP4M2uPeAvCG6CrSREREZYtBloiIdH8X/feVIvLy+F+KSBeAt6b4+4Hov9+W4G+rAPzEPtv3TPTfb48uopSUiGSySnNeiEjSYczR2re/Ev3vNICv5XDb7wXwXQB2AbxZKfX5HJtKRER0YDDIEhGR7vPQViUWAB8TkdfpIU1Evg7Ap6CFqWT+JvrvD4jI90XDK0TkAoBPAGjfZ/s+AOCL0D67/lFEflxEjIWfROSwiPxHEbkO4MezuWERcYhIs/6F2GHQTXG/izcoIj8qIqdNz5dTRL4ewGfxsIf7ZxOtWCwiKvr1dILb/l1oqxKHALyFZXaIiIg0XLWYiIgAAEopJSLfDS3MdkELn1siEgZQC2AWwE8DeD+ARHVc3w+t1uvLAPwJgPeKyCaAegBL0Mr2PLuP9gVF5NsA/C20cja/B+DdIrIMrYZurWnzbHstuwAMJ/ndRNz/43tgzwP4g+j3OyKyBu0x66sshwH8vFLqz7JpULQH/Cei/1UA/lhE/jjZ9kqp1mxun4iIyM7YI0tERAal1BiAK9CC2Ri0uqzLAN4H4FFoiy4BD+fDmv82COA1AH4b2lzQCIANaEOCHwXgz0P75gC8CsDboAXtOWgBVgAMQeu1/RYAv77f+8rCDwL4IIAbAFYBeKEF/QEA7wFwSSmVrO5tKubP6AoALWm+iIiIyoYoldMCikREVIZE5FcB/AKAP1NKPVXi5hAREVGZYo8sERFlJDof9e3R/36mlG0hIiKi8sYgS0REBhF5mYj8oYhcFZHq6M9cIvJqaPNO26ANG/5YCZtJREREZY5Di4mIyCAi34TY3tYAAA8eLly0BOB1SqkvF7ttRERERDoGWSIiMkTLy/wgtEWbTgA4DK30ywi08ju/o5SaLlkDiYiIiMAgS0RERERERDbDObJERERERERkKwyyREREREREZCsMskRERERERGQrDLJERERERERkKwyyREREREREZCsMskRERERERGQrDLJERERERERkKwyyREREREREZCsMskRERERERGQrDLJERERERERkKwyyREREREREZCsMskRERERERGQrDLJERERERERkKwyyREREREREZCsMskRERERERGQrDLJERERERERkKwyyREREREREZCsMskRERERERGQrDLJERERERERkKwyyREREREREZCsMskRERERERGQrDLJERERERERkKwyyREREREREZCsMskRERERERGQrDLJERERERERkKwyyREREREREZCsMskRERERERGQrDLJERERERERkKwyyREREREREZCsMskRERERERGQrDLJERERERERkKwyyREREREREZCsMskRERERERGQrDLJERERERERkKwyyREREREREZCsMskRERERERGQrDLJERERERERkKwyyREREREREZCsMskRERERERGQrDLJERERERERkKwyyREREREREZCsMskRERERERGQrDLJERERERERkKwyyREREREREZCsMskRERERERGQrDLJERERERERkKwyyREREREREZCsMskRERERERGQrDLJERERERERkKwyyREREREREZCsMskRERERERGQrDLJERERERERkKwyyREREREREZCsMskRERERERGQrDLJERERERERkKwyytG8icl1EVPTrWKnbQ/aXyT5l+v1IcVtHRAeZiDxjOr48Xur2HCQi8rTpuX2q1O0hIntzlboBB1n0BPtoik2CAFYA3APwPIAPKqX8RWjagSYizwD43hSbRACsARgH8FUAfwPgU0opVfjWEWlEpBfAG6P/va6Uul6yxpSZaDh5PPrfZ5VSfaVqCxWeiDwd/XZZKfV7JWwKUdkREfO51XGl1EiGf/cUgD+N/vc5pdTj+W0ZHQQMsqVVAaA5+vV1AH5SRN4H4EeUUsGStuxgcwBoiH51A3gKwL+KyFuUUtOlbBiVlV4Av2T6//XSNKMsPY6Hz/0IgL5SNYSKQn+tRwH8XgnbQUREecQgWzx/BOB+3M+qARwB8FoAxwAIgP8CoApauKL9+wyAT8f9zAWgBcArAVyL/uzrAXxORC4rpbaL2D4iIiIiIsoSg2zxfDjZ0EERcQJ4GsAvRH/0vSLyB0qprxWpbfti8eEezyul3pXslyLybQA+DO3iwVkA/xXAu4vUNtoHpZSUug1EREREVBpc7MkClFJhpdQ7ALxo+vHrS9WecqKU+jiA95h+9K2lagsREREREWWGQdZarpu+70i2kWheLiK/LCKfEZFxEdkSkW0RmRKRfxKRnxCR2kzuVERqROQHReQTIjIRva1NERkVka+KyAdF5HtEpCXJ32e0arGInBaR3xSRL4nIkogEo//eFpEviMhviMirRaQyk3bn0XXT90mf91yISKOI/DcR+WTc6zQWfb7/u4gcSXMbVSLyX0Tk/0Vfn20RCYjIoIj8gYhczrJNl0Tk90RkIHo729Hb/aSI/FcRqU7z98dMr/f16M8qROT7RORT0ce2m2x/EJGrIvKnIjISve+Z6Ov/g9m89ulWLRaRx03bPBP9WWX0fr4gIrPR+x8Xkb8UkWuJbifB7faIyM9GX49hEdkQkZ3o47guIj8vIs0p/v7p6OIXf2r68S+Z2mr+eirF7TwiIv9LRL4iInPR53xORP412gZfJo8nUyJyWUTeIyIvichy9P27ICI3ReSzIvJLIvIK0UaY6H9zUkQi0ccyaf5dmvv6LdNz8MtJtvn3IvJXInJXRNajj39KRPwi8nER+TERORv3N89En3vz3OQ/TfLcP56ifY9G30P+6HOwIyLTIvLPIvLjIuJO8/ieMt3P09GfNYvIL4jI10RkUURWo8/1z0jcsVw0r4s+zuHofjwtIh+WLI8HmRARh4j8RxH5aPR9uxlt320Reb+IvCqD29izWq2ItET3m77oPrUhIkPR57Z9n202jlOmHx9N8lpfz+D2TojIu6L7+3r08ftF5FdFpDGLdomIfJuI/Fl0310V7XNhVEQ+IiL/QUTyNtpERJwi8jYR+Vt5eLzSj/lfE5G/EZEfEJGEC1NGX+/45zHZfe35bMiwjSdF5Heiz+2qiKxE9/2nM31uReRVIvIBEbkRvY2gaMf4QdE+234m2Xsjyb65rzZFn/dvFO2c53r0/bkTfe+MRd+7b5csz3ckD+cU0dvZ1zGMyDKUUvwq0Be0RURU9OvxDLZ/l2n7X0ux3b+Ytkv1NQvgG9Lc5wUAwxne3keT3MZ10zbHkmzzEwB2M7yfb93n8/6M6baezmD7bzVt/295fP3/P2irUqd7vOEUt/FYBq9PBMD/BeBK0x4XgD8EEE5ze6MAvi7F7RwzbXsdQBeAryS5rWNxf/vLae7/K9AuJmSyT+m/H0ny+8dN2zwDbQXxF9M8jz+W5jn88wz34TUA/yHJbTyd4W0oAE8leR3fDW3V81R/uwzgjXnYjwXAb0efn0za3B339/9s+t3rM7g/F4Bp02sSvw/VQ5v7nklbFlIcG9J9PZ6gbR4Af5HB304BeEWKx/iUadunoS32N5ni9gYBHDK14f+l2DYE4K15PI6dAuDP4DF/DEBtitt52rxfA3g1tM+oZLe3AuCV+2j3sSxe6+sp9pPHAbwV2ns62d9PADib4XP51Qza8wKAtjy8dh0AXsrwOfhqktsY0bfJ8jm/nmSb+P3gPwBYT9GumVT7AYBKAB/K4rXes4/mu03R2xzPsD33AFzI8PXMxzlFXo5hWe6H5ts9lsXfPZVuf+IXvzhH1lr+nen7oRTbHYr+OwngSwDuQju4VQA4CeBJAIejX58UkWtKqZvxNyLaVf5PQltwCgAWAHwK2qJUWwDqorf3MgDHc3tIgIi8AbHzTvughfGZ6P+boQXqVwDIqBc5z77B9H2q5z1jIvK7AH7S9KM5AP8E4AG0ANIGbaGpa0gyMkJEXgbgs9A+eADtROrjAG5Hf/ZqaEFXAPwQgFYRebNSSiVp1l9B+4DWvRi9/TUApwF8G7SVnLsAfFZEXqOUej7NQ60G8CyAy9HH+I/QgncttMW0jLaIyC8A+EXT396Nbr8ILWS+CcBVAB+FFnbzqQ7AJwCcj7bvE9A+qJuglcA5Ae15/D0R+ZpS6l+T3I7+3luAdrJ5G0AAgBPa8/aa6GOpBfBhEXmtUuqzcbfxaWgnSVcBfGf0Z4kWJQO0YG8QrUfz7wG8LvqjCLTQ/xVowbUJwDdCez0aAHxMRL5dKfVskseTiR8F8NOm//8btOPOArTQeQjARQAvhzbXPN77om0CgLdDC2GpvB5Aa/T7z6q9pRqeAfBN0e93oL2vbkA7BtYA6ARwBdqq0PH+GloofC201wrQ5sh/NcG2MYvzRY+Xz0VvG9AuzH0GWshbj7b5SQCPQHt/f05EvkEp9eUUjxXQjr//AO04qL8nV6K385boY7oA4C9F5JuhBcZvhvZ++3toQaMB2vvnFLR98U9F5CtKqfgFBrMiIsehlYbT9/ttaO/ZQWifN6+AFvQEwJsBdIjIq5RSO2lu+hK0KR0eaPvSc9HHfAzAdwDwQrtg8TEROaeUCuTQ/CUA/z36/W9H/w0A+PUE246nuJ3XAvgf0I7TnwPwRQCbAM5E21oNLTB+VLTFAhNWHBCRS9G/b4r+aBHa5+1daBcfTgB4Ax5WMfhXEXlUKbWc7oEmuT8HtGNzb/RHa9H7GwKwAe25PwbtOHQul/vIg0ehLXBZCeBr0N5P69D2/TdCO263QDuPeaVSaiDBbfwGgLdFvw9De45fgvb6V0F7X/ZC+6zMZERIPtoEPHzP3Id2fLkP7TWohrYex5PQ3rcnoX3e9iilZpM1Kk/nFIU6hhGVTqmT9EH+QoY9stAOOr9g2nYSQHWK7X8ZwGMpfl8J4DdNt/fZJNt9v2mbfwTgTnGblwD8xyS/u44UV9sAfMH0++9N0+5vB3Bxn8/7M6b7ezrNtt8M7aREQQsFPXl43f+T6f4jAH4l2esJoB0Jet+hnbzeN93OFwC0JNjubYjt6f7hJPfzg6ZtgoleB2gXPsyv5TAAT4LtjiH2CquKPud7tjX9TS9iexB/DYAzbhsvHvY0mXv/9uxT0e31348k+f3jCdr5DsT1XEf3u4+ZtvmnFI/jp6BdQHAk+b0D2ugDvdf5LgBJsu1Tme6npr/5NdPffBnAI0m2eyu0kKegnbz79rE/j0VvZxfAN6XYzhN9TB0Jnt95020cTnN/Hzc9xu+M+90J0+8eADia4nbaAPxokt89bbqdpzJ8Hsy9GJ9Egh4zaIHuJ037730AFWleexV9rb47wXbno6+fvp3e8/QXiOtZij7P5p7aP8r1NTc9ludNt3cTwKkE230jgFXTdr+dwXOuoJ3U//skr9tt03Y/u5/HEb3NlMeKBNs/E9fWGQAvT7DdWWiBQt8u2WekJ+4x/QYSfCZEt/tL03Yf3MdjfrXpdr4CoCnFticA/OckvxvRbyeD+zxmus/rGewHEWjHyh9Ish980bTti9j7meHBw8/vAFJ8fgNohHZRrqqQbTJt+zsAzqdoTx2AD5pu6wMptt33OUX0d3k7hmW5L5rfS8ey+Lun0u1P/OJXyRtwkL8QG2T/L7ReDfPXz0V/fs+03TRSDOvM8v7NJ4SJTkD+0PT7R/dxP9dTHaTwcEjWQJGe92dM7fl0guf9Z6AN4zafpO0m+uDK4b6rEDtEMKeTMMQGzwkA9Sm2/THTtlMAKuN+78LDMKIA/LcUt1UHbWixvu2eIIC9QfYLSBLWTH/zN6bt/yrFdjXQwl/aDz7T70eS/P7xuNt5T4r79eHhCVEYQN0+94PfN93vNybZ5inTNk9ncJvteBhOh1PtE9Htf9R0++/I8XE0mW7jH/bxfJinTfxUiu1a8PCCxwLiTjqhXehKezsZtOdp0+08lcH2V03bfxFpTuygncTq239PmtdeIcWQdsRe5NTvP9nJ81E8PAGd2+c+/M2m+1wD0JVi2zeYtt1CdBh0iudcIcnQ++i2T5q2+8p+Hkf09lIeKxJs/4zpb8IAXpZi2x8ybfuRJNv8d9M2v5Pmvp3QeqkVtJ7aYzk+5p8y3ee37+O5G9FvJ4Ntj5nu83qSbeL3g19KcXvN0eOAvu0b4n7/qOl3f7iPx5i3NmV5vw5ovb76+ybRsOd8nVPk9RiW5X2bn9tfw95zsmRff51uf+IXv0regIP8hdggm+5rF1ovamMe7/+tptv/vgS//z+m33/9Pu7nuul2jiX4vR4Q7hXpeX8mi+ddQRt+tSfo53jf32m63TtI0nOXwe2YQ/YPpdnWgdjw+a1xv3+t6XeTSHISbNr+P5u23zNvCnuDbNJeuuj2tYjtNT6ZZvvvibv9PftUdLuUJ6eIDbKZ9AT+Yz7eD9Hb+jrTbf1ykm2eMm3zdAa3+Uum7dNedIHWQ6dfRMopDEDrpdfv85/38XycMd3OjRTb/Q/Tdr+X4PdvMf3+F/bRnqdNt/NUBtv/qWn712Swfbtp+z3hJu61n0GKk0oAPXHvh5RrCECbuqFv25GurSlux9wz+BsZbP+vpu1/JM1z3pfmthx42Mu7jTTHrAzalvJYkWD7Z0x/82yabZtN2yb8jMPDdQ42keYCVHT77zLdZsJRNhnchvm9tKe3P4vbGdFvJ4Ntj5nu83qSbcz7wQqAmjS3+fOm7T8W97vHTL97/z4eY97alMN9/0/TbT2R4Pf5OqfI6zEsy/tWefhKuD/xi19ctdg6KqB98Py9iPRk+kci0iHa6pVvF22l4p/WvwC8yrTpmQR/7jd9/wcicjq3pqel389J0VYjtdpqeN8G4J9E5D+k3TK9bzR9/0GlVCTbGxCRKmhXmnUfTbV99D4+ZvrR18dt8krT93+nlEo3//Qj0D44AKBXRDwptt0C8Pk0t3cN2v4NAP0q/by9v4PWq5RPLyql5tJsc8f0/eF0NyjaKrPfJNpqzT8W9957g2nTRO+9XJj3rX9Kt7FSahfAreh/L0uGKwbH3cYctFEiAPCN0dUsK1L9TZLbuQ2t5x4AzovI1yXZ9PtN338gwe/7Td//lIh8U4JtCkF/7ncRu8p5QkqpKWjDqQGtJySVz6kk8yqjHpi+D0GbA5iK+f3VmnSr9MzHjZTHoKi/MX0ffwyK98lUv4we0+5F/1sFbS5hqaRr6wK0Ya1AguOGiJyAFvAA4ItKqdUM7rPP9H26/ScZ8+f7O0Xk0aRbls6nlFJbabb5W9P3r4j73S1oIzgA4HtE5K3RucGlbNMeInJcRN4g2urQPxn3WWFeSTnRZ8W+zynibqcQxzCikuFiT8XzhFLquvkH0RPLRmjzB/8ztCtvXw/gBRH5lvjt4/72O6ENV8r0w8mb4Gd/CW3YWie0g+ltEfkytMVGXgDwglJqMcPbT+W38PDA/98B/JCIfBraie2XAHwt1YmciDwJoDvF7Y8rpT6c5He/rJR6Ou72BFov4Rloix/9OLQ5Qh8Rkf+plPrN9A8pqfOm73NdIOEYtN40AJiIniil8zXT9/EXJB4xff9SuhtSSq2IyANoi1A4oT03yRa0uJtBMDbff18G978evf9T6bbNwmgG26yZvk+66Fg0PL0D2uJsmZTJ8GawTSbMF7hGJbsKHfqxJpN9Kd5v4eFibb8H4B0i8iloC7Z9CdrFiUxOrt6HhwurfT+04W0GEXklHp7IfVklWERFKTUkIh+HdvHJC+AzInIPWrD/N2hBYTjzh5ZetNSGviBeJYDdLJ/7Q2l+P5bm9+um7xeVUptZbJ/qIlRS0YtpXdH/RhB7ASGZVMegeLm8H5cy+JtCyLStjUh83DC/b5+QDMrYxEm3/yTzGWjH+8vQhpx/VUT6oz9/Htp7ZSrH286Xvgy2uQ1tSkUVtAUN6/WLAUqpNRH5P9A+wyuhLWj4rujx6V8BfEkpdSvJ7RakTbro+d1/gTb15+zem0jIm+Bn+z6nKMIxLBvH1d4F/BISrRTSn+bxvukAYo9sCSmlwkqpBaXUPyul3grgZ6O/qgHwVyJSF/83onk/tLkD2Vxh3VMbVCm1Bm31T/0ERKCtUPxz0FbRnBeRF0XkpxK1JVNKqb+DFtRXoj+qgzbX7fehncwGRORjIvK6JDfxVmirTib7+q9ZtkcppdaUUl9VSv1PaKuX6mHs16OrBeeqyfR9uh7AZMw16jINHubt4uuH5vv2zFZS/C7R/Wd6YSSXwJXKdgbbmE8wk636+EvQTgS/AZmFWCDBey9bIuKCtorrfuQUapRSvwctuOvPYRO0Rcb+CNqJ8qJotabT9Ux8FA97rt6aoKf/7abvE/XG6r4H2vFPdwrAD0O7MPdAtLqX75IkdTFz0JR+k5TSPe8p902llHm/zMt+nAHze3Y12rufTqbHDKB4jyMfsmlromNCofefhKIXl74FWvkr3SVoc2c/BmBSRG6JVhc1n0ElG2k/D6KPI2D6UXwN1/+Oh2XlAG0F6bdDC0A3Ravv/X9F5EKx2hS9EPQP0KZvZRpigcSfFfk4pyjJPkhUDOyRtZbfhnb1rg3akLDvhrYYlNnb8fCELwjgT6AdMG9BO8ht6T1kIvIE0gxDU0rdFpGr0ALtm6GdoJ+D9oEs0JZpvwLgp0XkO1TysiQpKaU+ICIfgxZKn4Q2bK05+mtP9L7fLCKfBPAWpdR64lvKP6XUv4rI30IrpeAA8N/wsCzKvm66RLeR6m/yfXv5HgKsy+pycTFEe2Kfjv5XQQtTH4VWimQG2nsvGN32OGKHhO6X+VgdhjavKluB9JskppR6Z/QC2ndBu/DzCjwM1l5o4fJ7ROQZaPN3QwluY1tE/hzaMa4O2vvtGcAoC/GW6KYb0HpWkrVlDcB/FJFfi7bncWhD3/Qhz0ehnaz/qIj8pFLq/+T0oB8yP/fz0Hqoy0m+jxnlxrz/fBGx00Aykao0UEpKqRkArxGRl0N7f70KWpjVpxmchTb3/r+JyPdGLzpbUdLPg+gx98dE5N3QLrC9GtoaBTXRTVqgLcj1gyLyv5RSP1/oNkG78KdfmF8H8MfQRo3cgXYM2dZHsYjI90E7j8tEru+rcj+G0QHGIGshSqlwdGjvt0V/9PXYG2R/zPT9dyilPp7iJjOaVxS94v+Z6BdEpAnasMlvgRY866AF638QkUeUUvPJbivN/SxD68X5o+jw3rPQTkK/HQ/nb7wO2kH/baa/ewra4iiF9Dy0E2sg/fyuVMxXc1tyvA3zELrmpFvFMm8XH1jyfXvZMv99pleG93sFuRDM772fVEr9fopt8zqnLxoCNwG4oZ2E/olSqqhDLaMnxb8L4Hej89B6oJ00vgXaoiuA9j6dgrYYSiLvw8Pn8fsRDbLQLhzpV/0/Eg2r6dozCG30CESkJtqG10K7ANgFbQjd/xaRe0qpRDV6M2V+T1cppd61j9uyC/O+1SAiFWnm8QL5PWYcJOb9Z74U+49S6gVo04UgIvXQLkQ9Ce1C0CFon/EfFq0O7o34P9e/ERGJGyEQL9v1L9Ie56PHGq/pRwn3reiUgndCmw9cAW3E2jdBe4z6xfmfE5ERpdT7CtWm6JBifZRYCNq0skR1qnXpPivycU5RjscwKhMcWmw95vlPMcN9RFsk6WL0vw/ShFgg9bzSpJRSi0qpZ5VS/wXaXCe9Z8kL7UNh36LDe28ppf6vUuqb8HA1UkAbdphuaFq+JX3es2Q+CXgs6VapjUJbkAEAjohIJuHTvGDEnbjf3U2yXUIi0gBtXiyg9f7tt2fR3J60C5lFe+dOpNuuBPQFirax9wJTvJzee2kMmb5/ZdKtikApFVFKvaSU+h2l1MugDe/T/VCyBVei4fOF6H//nTxcYM48rPj9ObRnSyn1XLS35RS0BcN0WU09SGABD4fN1ovIxVQbHwTRocT63F0HtF68dFIdg8qZ+X378jwsRrQvSqlVpdSnlFI/Ae04+6XoryqgTQGKZx4dlXTtgKiuNL+Pl8nClmegzUUFgJlMFstSSgWVUl9USr0TwAVoQ491/1+B23QGD4fWfyFNiAXSf1bk45yi7I5hVD4YZK3H/EEQf+XRPA8jk96Yb99vY5RSswDea/pRNvM9srmfj0BbQAHQ9stCraCcTKrnPRufNX3/n3I5aVFK7UArtK5L+TpG78O8zb/FbWL+/xsl/eq1346Hw6b6lFIbabZP5yt4uLJkT3QVz1TeCGsem/T333oGcwYzWQHb3MOVyYrCnzF9//1JtyqN34U2JBjQTuJSXQwy94Z8v4icBfDy6P+HlFLx+29Woj2H5gXbEh2zMn7uoz1Q5ve11Z77QjG/Dpnsz99h+n5fr2EB6EPds165Ow/0qQeA1mv970vQhoSiU3jebfpRovfKrOn7RxL83uybs2zCk9HRFKm8yfT981nevv7+/TXTj9Kdw+y3TRmfp0Xn0n5rmvvKxzlFuR7DqAxY8WSxbEVP8M0LDX0tbpMAHvZankt1sI2u9tabz/ZFpVuW3m73oy+kYz4Ji3/es/EstKGVgBbG/0eOt/Nnpu9/Ls1iW/8V2rxAQCuVEl+a5XN4OM+qE8CPJLuh6AI87zD96JlMGptK9GTpWdOPfjXF/VfH3b+V6MOzmkUkac+DiLwaseV3kjEvlJXJCIQ/wsMA9kYReWMGf6O3qdBzjh2InS+d6v37YWg1QgHge6Gt7KlLtchTrhK1Jdvn3tyj819FJOOekSI894ViPgb9sIh0JttQRF4PbToKoI1Y+Otk25aI/nrHLxRUcNEQ8R7Tj343mxFHRd5/Er1XzJ+Hb072h9HF1d6e7PdJNAD46RS36QPwk6YffTDL208k3bnFfttkHsbbmyZ4/izSDxd+Fvk5pyjHYxiVAQZZixCRY9AWgdDnLW8hbsGTaNkFfZiKB8AfR6/oxd/W90KbZ5pyYQAR+WsR+cXowjTJtjmP2LmBX0i2bZK/Pyoi/yoi35lglVJ9GxER8xL1C3hY/7Kgom16BrFXmnM+mY721P2s6Ue/Hl0VMuHKtaLVAX5ngl99EA/rQXZBqy+cqEbhW6H1hul+LX4uW3ThHfN9/LaIvA1xokOY/x4Pax6OIH9L3/8GHq4q+V0i8ivxH/DRIc0fgfZaWHGxGPO+/4FEFxdEW3n7b+N/nsRt0/evSnelPVqywPxa/7WI/HD0Qswe0ffVK0Tkg4h9D2dMRL5BRD4hIq8Xkcok27gA/C9o8+wAwJ9q+F/0OPYX0f+2AfjR6PdBpDlRFZGfEZH3isi1FNt4o+3RJTpmmZ/7J1LdZ7TN/wYtgAPakMJ/EpG3JDvBExGXiLxGRJ5FbO+NnXwaD3ub6gB8KtFoCtEWFfwL04/eozIrGVZM+uvtyeYEPo/+AA/r4p4A8AURuZJsYxGpE5HvFpGvIcf1AkTk90RbvTvpar0i0gGtBJ8u0XvFfDz7CUlQA1pEHgHwKTw8BmRKAfglEdnTQygirQD+EQ/nXvdF/2/e5m3R85jHkx0/oxf8zb3O6c5h9tUmaPua3ot9CsCvJfisc4rIzwD4RaT5rMvXOUWZHsOoDHCxp+L5TtFWBzbTFwy4DG2xowrT735aKZWovuBv4OGqh98D4BtE5BMAJqAdXF8LbU5IGMCvI/miK4C2gNN3AvhlEbkBLSSPQQvRzdDmijyBhxc8XoC2QnI2BNp8vlcC2BKRL0GrSToXvd02aMORzGH6HRksLJKpV4hWdDy+TR5oc1meROyiDX+jlProfu5QKfVB0YrP/1j0vn4J2hXQT0GbbxqC9rivQpvzIog9mYBSaisaNj8HbQGNxwHcFa2G5u1o+1+N2B78Z6Et95+oTe8VkddAGyJYAeBDIvIT0IYbrUH7wH0jHj4XWwDelodhxfr9f01EfhUPV/19B7T3xD9Cu4J9FNqH5SFoK3uGUeJ5oAn8NrQeCSe0RUQeRD/kR6Ct4PsqPHw9fgXaSUpSSqm7InIHWnC/AOBfRFu1e9m02T8rpcxz7H4e2n77RmgnI++B1mP/GQDD0OZWe6PbvAzaexzIrA5oIg5oC7C9DsBK9P17A9rFpipopS5eb7ofhegCTGm8Dw/nruqfQ/+glEpXXqIGwA8A+AERmYA2v+8utB63Bmi1j1+Ph4vOLEF73eL9q+lvXhd93r+A2Nqlf6eUmjT9//uh7adfB+05/jC0k0p9xEMEWo/feWjPvd7r9qE0j8mSlFJKRL4H2vvxELR99IaI/AO04bIV0IaEvxoPpyJ8CXHHMov4f9AWOAK0RQv/AtpaBPrFtclCrtirtHqnbwDweWg9cBcAvCja4o7PQ/s8rIT2PF+C9rmw5yJ1lrzQRjz8lIjch1aDdBjaPu6DduH4STw877iPBPPTlVJfjH52PQntffUv0eNeX/Rvr0A7PrigXTDN5vX/39BGZHxARP4/aNMn1qEdE9+IhyujrwN4Su2tWV4B7RzmO6GVC/witDnJAWifkV3QhnJ7o9vvQvs8Llibou+b3wLwO9Ef/U8AbxCRz0IbYt4G7Rh1HNp0jD+Ctsp6Uvk4p4gqq2MYlQmlFL8K9AXtBFdl+bUE4D+lud1fhHbASXYb69BW/X3c9LNnEtzOp7No1ycBNCZpz3XTdsfifncE2slCJvexBW012P0+78/k8LyHALwLgCuPr/9PRl+LdPcdTHEbj2WwH0WgfRimbDu0E433ZPB6jAF4eYrbOWba9nqWz8mvpbn/F6GFo6T7lOm29N+PJPl9yv0/wfZPm7Z/Ksk23w/tZChZ+3ehDUvL6DmCtjJ4qtvb0w5o4fId0E6CMtm31wD8hxz34VdmeB8K2snjW7O47a/G/f23ZPA3P5dFe24DuJTitv4LUh9HH0/wN1XQhugFM2zDAoBXJridp0zbPJ3B4065r8dt+0yqx5DDPnAK2oWQdI/17wDU7uf9Fbf9ddP2CY8BWTyGOmijfJK1/Xrc9lk9hzAdo9Ns14HsPnfvAKjL8TG/N4v7+TKArhS31ZJmHwhCC2PHkj2nyfYDaAs9pjqWzQL4d0lu67uyeIxTAF5d6DZFb0+gXaxL1Z45aKXMnjL9LOWxAPk5p8jLMSzLfdF8exm/l+Oem4T7E7/4xR7Z0lLQDpbz0D4kPgXgr5VWpib5Hyn1K9Grez8G7UTzMLST1QkAnwDwPqXUAxF5PM39vx5a3dhXQwtMp6B9YFVCO1iOQbvC/ldKqZT1aFO0dVxE2qBdzf130Hp5j0G7Gqig9T4NQesZ/FOlVM4187K0De3E+ya0npg/V9ry/XmjlHq3iHwI2kqQ3wytl6wJWpCbhdar8c9IMZ9MKfVlETkD7YD+bdCev2ZooX8S2hX+DyilXsqgPSEAPyIi74226dXQ5szWQOsV7Yc2tPhPlFLbOTzktJRSPx+9mv8j0Hr7W6DtA3egPQ/vV0rtJBntVHJKqT8Rka9AO6F4AkA7tNdiCtpr+X6lVL9oUwUyub1PRIc6/ii0HqMj0Ho9UtVNjAD4VRH5IwDfB200x3lo+5YTWk/jA2g9Jp8B8CmVY8+6UurfRJv7ptd+vgStl6Me2n68CO099CloFwsWk91WAu+DViID0I5d8XO7E7Xn16O9p6+B1ht4Dtpr4IH2np4B8BK0UPU3KsXIDqWNUrgN4AfxsPc6ZfkQpS3E9qMi8i5o78knoPXU6D0XAWhDSF+EFlj+WaVfGMzSlFL3RKQXWim2b4fW63MY2sW/aQD/Au34eb1UbUxHaT2iL4P2Pns9tGNxPYo8Kk1pPfyvjQ7PfSu0z98j0D4Pd6GdCwxBG/30SaXUl/dxdz8ELZB/I7QeuDPQjrduaKv0T0DbTz8C4O+VUipFu2ejx6kfhraexFlogWgK2mfQ/1ZKvZTpcS/utv9GRPqgrSb8zdA+kwDtGPYsgN9XSUqNKaX+UkRehHZ8egW042AntAsX+vM5AG34759nehzcT5uif6+gjRr5OLQLZi+D1tO5DG0kwMehnafNiraeSUbydE5RdscwOtgkxbGLiIioIETkHdCGYAPAO5VSVl3ki4gOMBF5Gg+HHH+fUuqZ0rWGiLLBxZ6IiKiooguMPBX9rwLwJ6VrDREREdkRgywRERXbk9BWbwWAT+d7WD8REREdfAyyRERUNKKVDPs1049+v1RtISIiIvviYk9ERFRQIvImaCu2NkFbEfR89Ff/ppT6ZMkaRkRERLbFIEtERIX249Dq7JotQ1t9k4iIiChrHFpMRETFEgYwDK0sSK9Saqi0zSEiIiK7YvkdIiIiIiIishX2yBIREREREZGtMMgSERERERGRrTDIEhERERERka3sZ9ViTq4lIiIiIiIqLSl1A0qBPbJERERERERkKwyyREREREREZCsMskRERERERGQrDLJERERERERkKwyyREREREREZCsMskRERERERGQrDLJERERERERkKwyyREREREREZCsMskRERERERGQrDLJERERERERkKwyyREREREREZCsMskRERERERGQrDLJERERERERkKwyyREREREREZCsMskRERERERGQrDLJERERERERkKwyyREREREREZCsMskRERERERGQrDLJERERERERkKwyyREREREREZCsMskRERERERGQrDLJERERERERkKwyyREREREREZCsMskRERERERGQrDLJERERERERkKwyyREREREREZCsMskRERERERGQrDLJERERERERkKwyyREREREREZCsMskRERERERGQrDLJERERERERkKwyyREREREREZCsMskRERERERGQrDLJERERERERkKwyyREREREREZCsMskRERERERGQrDLJERERERERkKwyyREREREREZCsMskRERERERGQrDLJERERERERkKwyyREREREREZCsMskRERERERGQrDLJERERERERkKwyyREREREREZCsMskRERERERGQrDLJERERERERkKwyyREREREREZCsMskRERERERGQrDLJERERERERkKwyyREREREREZCsMskRERERERGQrDLJERERERERkKwyyREREREREZCsMskRERERERGQrDLJERERERERkKwyyREREREREZCsMskRERERERGQrDLJERERERERkKwyyREREREREZCsMskRERERERGQrDLJERERERERkKwyyREREREREZCsMskRERERERGQrDLJERERERERkKwyyREREREREZCuuUjeAiIiSU0ohEokgFAoBAJxOJ5xOJ0SkxC0jIiIiKh0GWSIii1JKIRQKIRwOY3NzE4AWZB0OhxFoGWyJiIioHDHIEhFZUCQSQTAYRCQSQSQSgYhAKYVwOIxQKAQRgYjA4XAw2BIREVHZEaVUrn+b8x8SEVFi5rAaiUSMnweDQQCAw+GAUsoYcqx/z2BLRERUtsryQ549skREFqGUQjAYRDgcjgmn8RcczaFV/zs92LLHloiIiMoBgywRUYnpITQYDOL5559HS0sLTp48aYTNdCNnMg22DofD+FcPtC6Xy/g5ERERkV0wyBIRlZB5QadwOIy1tTU0NDTsK1imCrb6CsiJgq3L5TIWk2KwJSIiIitjkCUiKhE9VOpDic3B0ywYDGJ+fh61tbVwu91Zh8x0Pbb6NuZgq4daBlsiIiKyIgZZIqIiM9eG1YOkHhbj58QGAgH4/X5sb28DAKqqqtDY2IjGxkZ4vV7U1NRkff+Jgq2+cJTenmAwyGBLRERElsUgS0RUROahxHpZHf0LQMy82AcPHuDevXtwOp04ffo0dnZ2sLy8jNnZWczMzAAAqqurjWDb2NiIqqqqrNskInA6nTFtTBZsEy0exWBLRERExcbyO0RERWKuDasPJY4PgJ/5zGfQ1NSEcDiMxcVFeL1eXLx4ES6Xy/ibUCiElZUVBAIBBAIBrK2tGX/vdrvh9XqNYFtZWbnvdpuDrV4SSO+p1dtUWVnJYEtERFQaZfmhyyBLRFRgiWrDJgt7n/70pwFooffkyZM4efIkAK1H1DyP1iwUCmF5edkItuvr68bvPB5PTLCtqKjIy+PRg+0Xv/hFeDwedHd3J+yxdblcMT3ORERElHdl+SHLocVERAWk14bVVwyOH0qsi0QiuHPnDiKRCBwOB65du4ampibjd6m4XC40NzejubkZgBZ6zcF2cnISk5OTAIDa2loj2Hq93pyCrXkosnm+rf5YAcTMr41fFZnBloiIiPaLQZaIqEDMvbDJhhIDwObmJvx+P1ZWViAi8Pl8RojNRUVFBQ4dOoRDhw4BAHZ3d2OC7cTEBCYmJgAAdXV1Rqj1er1wuXL7WNCDrT7KR3/MyYJt/OJRRERERNlgkCUiyrP4BZ2A5EOJp6amcOPGDUQiEZw9exYPHjzIe29lZWUlDh8+jMOHDwMAdnZ2EAgEjHA7NjaGsbExiMieYGteBCqR+FWW9babg22icj/BYDCmhm384lFEREREqTDIEhHlUXxt2GRDiUOhEG7duoXJyUm43W709PSgoaEBw8PDe+rI5ltVVRVaW1vR2toKANje3jZ6a5eXlzE6OorR0VGICOrr6435tfX19WmDbTzzY3c6nQmDbXypHwZbIiIiSodBlogoD1LVho23uroKv9+PjY0NtLe34/z588aQ3vgezmKorq5GW1sb2traAABbW1sxwXZkZAQjIyNwOBx7gm227c0m2OrPH4MtERERxWOQJSLap3S1Yc3bjY2N4fbt2xARXLx4ER0dHTHbWGERpJqaGtTU1KC9vR1KqT3Bdnl5GcPDw0agVEphZWUFdXV1WYfMVMFW79VOFWz1VZGJiIiovDDIEhHtQya1YQFtwaXBwUHMzc2hvr4ePT098Hg8e7YrRY9sKiICt9sNt9uNjo4OKKWwublpBNv5+Xlsb2/jxRdfhNPpNObWNjY2oq6uLuuQmUmwDYVCMQtHJVoVmYiIiA42BlkiohzowUr/ApIPJV5aWkJ/fz+2t7dx9OhRnDlzJmnPZbIga5WAKyLweDzweDzo7OzECy+8AKfTiba2NqPHdnFxEYBWFsgcbGtra/MebPVQG1/qx/zFYEtERHTwMMgSEWUpm6HE9+/fx71791BRUYErV64YKwcnY5XAmik9PB45cgRHjhyBUgrr6+tGj20gEMDCwgIALdjqKyI3NjbC4/HkLdjq82sZbImIiMoDgywRURYyrQ27vb0Nv9+PQCCAxsZG9PT0oLq6Ou3t2y3IxtNL+NTV1aGrqwuRSARra2sxvbXz8/MAtHq3+sJRXq8Xbrc752Brnq/LYEtERHTwMcgSEWXAPJQ1XW3Yubk5DAwMIBgM4tSpUzh58mTGYcluQTbd43I4HGhoaEBDQwMAbU7x6uqqEWwXFhYwNzcHQKt3aw62NTU1DLZERESUEIMsEVEamdaGjUQiuH37NkZHR1FdXY3Lly/D5/NlfX92CrJAdu11OBzGvFlA6+E2B9u5uTnMzs4C0OrdxgfbbGUabFPVsWWwJSIish4GWSKiJLKpDbuxsQG/34/V1VUcPnwY3d3dqKyszPo+RcTo8bWD/YY8p9NphFVAC7YrKyvG/NrZ2VnMzMwA0Ord6ts2Njaiqqoqp/YmC7b6a50o2OorIid7/YmIiKi4GGSJiBLIdEEnAJicnMTNmzehlMK5c+fQ1dWVc9ixY0jKZw+y0+mEz+czerJDoVBMsJ2ensb09DQAwO12GwtHNTY25nzhgMGWiIjIfhhkiYjiJBpKnKhcTigUws2bNzE1NQWPx4Oenh7U19fv677tNke20FwuF5qamtDU1ARAe86Xl5eNYDs1NYWpqSkAgMfjiQm2FRUVWd9fomCrL+w1NjaGkZERPProo8aKyw6Hwwi1DLZERETFwyBLRBSVTW3YlZUV+P1+bG5uoqOjA+fOnYPLtf9Dqt2CbLGHQrtcLjQ3N6O5uRkAEAwGY4Lt5OQkJicnAQC1tbXG/Fqv15tzsHU6nQAelvvRXyN9HwkGg8Z+Ej+/lsGWiIioMBhkiYiQXW3Y0dFR3L59Gw6HA5cuXUJ7e3ve2pEqyNop4BZLRUUFDh06hEOHDgEAdnd3Y4Lt+Pg4xsfHAQB1dXUxwTbXCw/60GIgtsc2fvGoRKsiM9gSERHlB4MsEZW9SCSCYDCYtjbs7u4uBgYGMD8/j/r6evT29sLtdue1LXbskbVSeysrK3H48GEcPnwYALCzs2OE2uXlZYyNjWFsbMyod2sOtnrPazbMPbZAbLANBoPGNomCrcvlSjrvmoiIiFJjkCWispVNbdjFxUX09/djZ2cHx44dwyOPPJJw3ux+WS0Y2l1VVRVaW1vR2toKANje3o4JtqOjoxgdHYWIoL6+3phfW19fv+9gq7+O8cHWvHBU/OJRDLZERESZYZAlorKkB4tbt24hGAziwoULSWvD3r9/H/fv30dlZSUeffRRYxhrIdtmF3YLXdXV1Whra0NbWxsAYGtrKybYjoyMYGRkBA6HY0+wzZb+3GQbbOMXjyIiIqK9GGSJqKyYa8NGIhGsrKxgZ2cnYWDY2tqC3+/H8vIympqacPHiRVRXVxe0fXbskbVbe81qampQU1OD9vZ2KKX2BNvl5WUMDw/D4XAYdWvX1tZQXV2ddchMFGzN5X7Mi0eZS/3Ez7ElIiIiBlkiKiOJFnRyOBwJg9js7CwGBwcRCoVw+vRpnDhxoii9j3br4bRj8E5GROB2u+F2u9HR0QGlFDY3N41gu7i4CAC4ceMGnE6nMbe2sbERdXV1Wb925hEA+orI8cHWvCIygy0REdFDDLJEVBYS1YbVv8xBLBwO4/bt2xgbG0N1dTWuXLmCxsbGorUzUTC0W7g9KEQEHo8HHo8HnZ2dGB0dxf3793H06FFsbGxgeXnZCLculysm2NbW1jLYEhERFRCDLBEdaOahxIlqw5qD4/r6Ovr6+rC+vo6WlhZ0d3fnVHt0Pw5SD+dBo+8zbW1tcLvdUEphbW0tptzPwsICAC3Y6vNrvV4vPB5PQYNtojq2+qrIREREBxGDLBEdWJnUhhURhMNhTExM4ObNmwCACxcuoLOzsyQhwG5B1m7tzSd9peP6+np0dXUhEolgbW3NmF+7uLiI+fl5AFq9W3OwdbvdeQ22+kgDcx1bc7A1r4pMRER0EDDIEtGBlGltWD0EDA4Oora2Fj09PairqytBi2PbZBcMRg85HA40NDSgoaEBgLYPrq6uGsF2YWEBc3NzALR6t+ZgW1NTU/Bgm2hVZL5+RERkVwyyRHSgZFMbdnl5GUtLS1BKobOzE+fOncupdmg+JVt8ysqBw07Bu5gcDocxbxbQ5l/rwTYQCGBubg6zs7MAtHq38cE2W8mCrT4MWQ+1u7u7MTVszV9W3s+IiIjMGGSJ6MDQa3NGIpGkQ4n17YaHh3H37l0AWgDo7u4uRZOT0hekooPD6XQaYRXQgu3KyooRbGdnZzEzMwNAq3erb9vY2GiU/smGvu/rC0AlC7bmHlsGWyIisgsGWSI6EMy9sKmGEu/s7KC/vx+Li4vwer2oqqoyhntagd5muwTZcp4ju19OpxM+nw8+nw8AEAqFYoLt9PQ0pqenAQBut9tYEbmxsRGVlZVZ3x+DLRERHSQMskRka/ELOgHJhxIvLCygv78fu7u7OHHiBE6dOoWbN28aJ/RWOEm3QhuoNFwuF5qamtDU1ARAC7bmFZGnpqYwNTUFAPB4PDHBNpfVtdMF25WVFYyMjKCrqwuNjY0MtkREZCkMskRkW6lqw8Zvd/fuXQwPD6OqqgpXr15Fc3MzAOv1gJrbYwfskS0cl8uF5uZmY18NBoMxwXZychKTk5MAgNraWmN+rdfrzVuwDQQCaGlpiemxTVTH1uVyJb2AREREVAgMskRkO+lqw5ptbm7C7/djZWUFzc3NuHjxYsx8Q/NJuxXYLchS8VRUVODQoUM4dOgQAGB3dzcm2I6Pj2N8fBwAUFdXFxNsXa7cP+6dTicqKipiemz191+iYKuvisxgS0REhcQgS0S2kkltWN309DRu3LiBcDiMM2fO4NixY3u2s1pwtFp70mFQKZ3KykocPnwYhw8fBqDN/9ZD7fLyMsbGxjA2NgYRMYJtY2MjGhoaslqdW3+NE/XY6nPS9QtK8cHWXOqHwZaIiPKJQZaIbCPT2rDhcBi3bt3CxMQEampqcPXqVaMESjyrBkertScVO7X1IKuqqkJraytaW1sBANvb2zHBdnR0FKOjoxAR1NfXG8G2vr4+YbBN97qKSMzfJQq2wWDQeJ/Gz69lsCUiov1gkCUiy9NPjPUvIPlQ4rW1Nfj9fqyvr6OtrQ0XLlxIOaxSvw19oahSs2qwToZBxLqqq6vR1taGtrY2AMDW1pYRbAOBgLGYk8Ph2BNs9V5XIPPXOF2wNQ9FTrQqMoMtERFlg0GWiCwt06HESimMj49jaGjIqAvb0dGR9sTYasHRau3JhJ3aWs5qampQU1OD9vZ2KKX2BNvl5WUMDw/D4XCgoaHBmEue6+ubKtgGg0Fjm0TB1uVyJZ0yQEREBDDIEpGFZVobNhgMYnBwELOzs6irq0NPTw9qa2szug8u9kTlSETgdrvhdrvR0dEBpRQ2NzdjQm0gEAAA3Lx5E9PT00a5n7q6upwCpjnY6vt3fLA1z6+NXzyKwZaIiMwYZInIcsxDEdPVhg0EAvD7/dje3kZXVxfOnDmT00I2VgmOVmtPOiy/czCICDweDzweDzo7O40RDvfu3UNtbS1WVlawuLgIQCsLpK+G3NjYiNra2qwDpr79foKtefgzERGVHwZZIrKUTGvDKqXw4MED3Lt3Dy6XC5cvX0ZLS0vW92e14JgsELAniopJRFBTUwMAOH78OHw+H9bW1mLK/SwsLADQgq0+v9br9cLj8eQ12EYikT1z4+Pn1zLYEhGVHwZZIrKEbGrDbm9vo7+/H0tLS2hsbMSlS5eMk+5scbGn/WGP7MFlfl31lY7r6+vR1dWFSCSCtbU1Yxjy4uIi5ufnAWj1bs3B1u127yvYOp1Oo4atfpwIh8MxKyIz2BIRlR8GWSIquWxqw87Pz6O/vx/BYBAnT57EyZMn93XCarXgaLX2ECV6H+oLQjU0NADQLgStrq4awXZhYQFzc3MAtHq35mBbU1OTU7A1h1sGWyIiYpAlopJKNJQ40QlnJBLBnTt3MDIygqqqKly7dg1NTU37vn+rBsf49qyurmJ7exuNjY1ZzQEuNPPzx+HPB0s27wmHw2HMmwW0hdr0YBsIBDA3N4fZ2VkAWr1bPdg2Njaiuro667ZlE2wT1bHVV0UmIiL7YpAlopLIpjbsxsYG/H4/VldXcejQIVy8eBGVlZV5aYfVVy2ORCK4e/cuhoeHASCm5qfP50NdXR17mqigcgl8TqfTCKqAFmxXVlaMYDs7O4uZmRkAWr1bc7DVy/5k28ZkwVa/SGauY2sOtuZVkYmIyD4YZImo6LIZSjw1NYUbN24gEong7NmzOHr0aF5POK3WI2tuz9bWFvx+P5aXl9HU1ASfz2eEAb3mp9PpNFaPzXUF2Xy1l0HgYMnne8LpdMLn88Hn8wEAQqFQTLCdnp7G9PQ0AMDtdsfs07lctMo22OpfeqhlsCUisj4GWSIqqkgkgmAwmLY2bCgUws2bNzE1NQW3242enh5jPl4+WXWxp6WlJTx48AChUAinT5/GkSNHEAqFcOTIESilsLGxEVPz01waxdy7lctCO0SF5nK50NTUZEwPCIVCMSsiT01NYWpqCgDg8XiM+bWNjY2oqKjI+v6SBVt9GLIeajc2NrC5uYm6ujrU1NTEDEfm+4iIyFoYZImoKPQekN3dXSPAJguxq6ur6Ovrw+bmJtrb23H+/Hm4XIU5XFmtR1Z3+/ZtVFdX48qVK/B6vQiFQsbvRAS1tbWora01gq2+gmwgEIhZQTYf8xFTserzR/unv6bFCHAulwvNzc1obm4GAASDwZhgOzExgYmJCQBAbW2tEWy9Xu++gq15aoFSCoFAAIODgzh79iwOHTq0p4Ytgy0RkXUwyBJRwSmlEAwGMT09jb6+Ply+fBmHDx9OWBt2bGwMQ0NDcDgcuHjxIjo6OgraNisFsa2tLTx48AAA4PV6ceXKFVRWVqZtm7k0ytGjRxGJRJLOR6ypqYkJtvmaa0wHVykCW0VFBQ4dOoRDhw4BAHZ3d2OC7fj4OMbHxwEAdXV1McE2l4te8cG2oqICTqdzT48tgy0RkXUwyBJRwZhrw8YP3Y0/6dvd3cXg4CDm5uZQX1+Pnp4eeDyegrfRKos9zc7OYmBgwOh5PX36dM4h0+FwxCy0Ez8fMX7Yps/nM4JAtiGAJ+8HV6nfE2aVlZU4fPgwDh8+DADY2dmJGVo/NjaGsbExiIgRbBsbG9HQ0JDVKt/mXmg9sOo/TzQUOVW5H743iIgKi0GWiAoi0YJOekiKP0FeWlqC3+/Hzs4Ojh49ijNnzhRtJd5S98hGIhHcvn0bo6OjqK6uxrFjx3Dv3r283kf8fETzsM2lpaWY3i19ReRsQ4CVQg/llxUDWVVVFVpbW9Ha2goA2N7ejgm2o6OjGB0dNUYr6Pt0fX19yn062XDqZEORI5GIcbEuWbB1uVxJp1EQEVHuGGSJKO8S1YY1nwTqvbNKKdy7dw/3799HRUUFrly5YvS4FEspg+zm5ib8fj9WVlZw+PBhdHd3Y2lpKWF78nkSHD9s09y7FQgEYkJAQ0MDS/2UKTtdnKiurkZbWxva2toAaMP0zfv0ysoKRkZGYspX6cHWvE9nOi8412Crr4rMYEtEtH8MskSUN+ahxIlqw5pXCN7e3obf70cgEIDP58OlS5fyvhBRJkq1avHMzAwGBwcRDocTlhUyh4j4n+f7BDi+dys+BGRS6sdOoYcOvpqaGtTU1KC9vd0oZZVon3Y4HMbFmsbGRuM4kO17LFGw1Vdm14+F8cHWXOqHwZaIKHsMskSUF5nUhtVP8lZWVnD79m0Eg0GcPn0aJ06cKNlJXLGDWCQSwdDQEMbGxlBTU4Nr167FlBVK1p5iPj/xISBVqR99xdjNzU3U19fzZPwAsvtrKiJwu91wu93o6OiAUgqbm5sx+3QgEADw8Bg1NzcHp9OJurq6nB6/iMQMYU4UbIPBoBFg4+fXMtgSEaXHIEtE+5ZpbVg9nI2PjxulZfQFiUqlmEF2Y2MDfr8fq6uraGlpQXd3957SIVbr4UxX6kcPAC+++CIqKyuNni2fz1eSHnbKH6vsg/kmIvB4PPB4POjs7Iy5WDM9PY319XVMTk5icnISLpfLWA05fhRCtveZKtiahyInWhWZwZaIaC8GWSLKmfkkTB+Sl+yEa319HQMDAwC0OpCPPfaYJUq/FGvV4unpaQwODiISieDcuXPo6upK+DxZLcjGiy/1c+/ePYyNjeHIkSNYXV3F3NwcZmdnAbDUz0Fx0AOU+WKNw+HA7du3ce7cOQSDQeNizcLCAgBtfrkear1eLzweT96DbTAYNLZhsCUiSo5Blohyop9w6YubJBpKrG83OTmJW7duGWG3vb3dMqGm0MExHA5jaGgI4+PjcLvd6OnpiRlKnKw9dqFfCOjq6kJVVRXC4XBMvc/4Uj/mYJtLvU8qHqteTCkk/THX1tairq4OXV1diEQixigEfWj9/Pw8AC3Y6vuz1+uF2+3ed7DV2xAfbM3za+MXj0p07CUiOuh4FkFEWTP3wqYaShwKhXDjxg1MT0/D4/Hg7NmzePHFFy11glzIxZ42NjbQ19eHtbU1tLa24sKFC3uGEidrT6LnyA4nqk6nM2mpn0AggImJCUxMTADIvdQPFZcd9rt8i5/b39DQYFyAikQiWF1djemtnZubA4CY4fVerxc1NTU5LRwFgMGWiCgNBlkiylj8gk5A8qHEKysr8Pv92NzcRGdnJ86ePYtQKASg+CsEp1KoHtmpqSncuHEDSimcP38eR44cyejE0upDi+Ole0y5lPpJVBaFis8u+2A+ZVJ+x+FwGPNmjx8/jnA4HBNszcPrq6qqYkYh5DJvPFWwjUQie1aI14Nt/KrIREQHDYMsEWUkWW3YREOJR0ZGcOfOHTgcDvT09Bi1Hc31Y60i38ExHA7j1q1bmJiYgNvtRm9vL+rr60vWnmLJtL35KPVDxVVOz3umdWTNnE6nsZ8C2jFgZWXF2KdnZ2cxMzMDQKt3aw62VVVVWbfRHGydTqdRw1afZ2teFdlcwzZ+ji0Rkd0xyBJRSulqw5rt7OxgYGAACwsLaGhoQE9PD9xut/H7UtVsTSWfwXF9fR19fX1YX19HW1sbLly4kPM8ULsE2f0+f/GlfvSyKEtLS3tK/ZgDQK5zESlzdtkH8ymXIBvP6XTC5/PB5/MB0KZYmIPt9PQ0pqenAQBut9sYhpzrgmjmC4rJgq251A+DLREdFAyyRJRUJrVhdYuLi+jv78fOzg6OHz+O06dP7zk5KtYKwdnIV5smJydx8+ZNKKVw4cIFdHZ25rzoSz7aY0eJyqKYS/2YF9kxz0VsbGxETU1NiVt/cJXTBYN8BNl4LpcrZt54KBSKmTeul/oBHi6IpgfbdHPqE8km2KaqY0tEZHUMskSUUKa1YSORCO7du4cHDx6gsrISjz76qDEfMp4VQ9p+2xQKhXDr1i1MTk7C4/Ggt7cXdXV1JWvPQRJf6se8yM7S0hJL/RRYOe6DhQiy8VwuF5qbm9Hc3Awg9YJotbW1RrD1er15D7b6VJGZmRkEAgGcOnUKFRUVMaHW5XKV1cUMIrIPBlkiiqGf3OhfQPKhxFtbW/D7/VheXkZTUxMuXbqUcs6XlYcW59KmtbU1+P1+rK+vo729HefPn993SRm7BdlitjfRIjuZlPrJNQBQ+SlGkI0XvyDa7u6uMV88EAhgfHwc4+PjAIC6urqYlb5zOd4kCrYbGxuYmZnB0aNHAWgX6OLr2JoXj2KwJSIrYJAlIkM2Q4lnZmYwODiIcDiMRx55BMePH097cqPflhWDbDZBTK+Ne/PmTQBAd3c3Ojo68nJyZ9cgWwos9VNYpQh1pWaFx1xZWYmWlha0tLQAiF3pe3l5GWNjYxgbG4OI7Am2uezXImI87qqqKiPc6sOQ9VC7u7sbU+rH/FVO+wgRWQeDLBEByLw2bDgcxtDQEMbHx1FTU4OrV6/C6/VmfD8Oh8NSIS3b4BgKhXDz5k1MTU2htrYWPT09+xpKnKw9dmOF15SlfgrDrvtkLqywH8eLX+l7e3s76X5tvmBTX1+fcbA1B3j9y7x+QKJgG1/DlsGWiIqNQZaozOlDifUQCyQfSmweStva2ooLFy5kPWTTaj2y2Sz2tLa2hr6+PmxsbKCjowPnzp3b91DieHbrkbWybEr9NDQ0wOfzsdSPSTnug1bokU2nuroabW1taGtrg1JqT7BdWVnByMgIHA7HnmCb7IJNqsfNYEtEVsUgS1TGsqkNOzExgVu3bgHAvlbltWOPrPnxiwguXryIjo6OorfHiieDdgreyUr96F9LS0sAWOonXjk9djsEWTMR2bNfJ7tg43A4YkYi1NXVGeFUv7iYyeNmsCUiq2CQJSpD2dSGDQaDuHHjBmZmZlBbW4ve3l7U1tbmfN/m+VhWkC6IhUIh3LhxA9PT03l5/Jmy0nN0EOVS6qfcXpNye7yA/YJsPBGB2+2G2+1GR0fHngs2+hxyQJtjri+etru7a/x9LveZSbBNVMfW5XIl/ewhIkqHQZaozGSzoNPy8jL8fj+2trZw5MgRnD17dt+L5DgcDksNLQaSD3deXV1FX18fNjc30dnZiXPnzhV8kSA79XAC9mtvMqlK/QQCAczNzRmP8aWXXoLP5zOGIrPUz8Fh9yAbL9EFm42NjZhgu7i4aGzf399vrPSd6xD7VMFWv4CaKNjqqyIz2BJRphhkicpIoqHEieZMKaUwPDyMu3fvwul0ore315hnuF9WmyML7O0lVkphfHwcQ0NDEBFcunQJ7e3tRWuL3gYqnUSlfu7evYupqSm4XC5MT09jenoawMEv9VNOoeKgBdl4IoLa2lrU1tbiyJEjxkiEW7duGT23CwsLALTF07xer7FfezyegvTY6tuYg6251A+DLRElwyBLVAayqQ27s7OD/v5+LC4uwuv1oqenBzU1NXlri9XmyAKxQdY8lLqurg69vb3weDxFbYud2K29uXI6nXC73QCAixcvoqKiImmpH70kis/ns3WpH6u9T4tBv8BXLvSRCDU1NQgGg3jFK15hDLHXe2v1IfYVFRUxF2xynTueKNjqq+Xrn0/BYND4jIqfX8tgS0Q6BlmiAy6bocTz8/MYGBjA7u4uTpw4gVOnTuW9LIkVe2T1cL2ysgK/34/Nzc28DaXOlv66WO05SqfcQk+6Uj/mWp92L/VTTqGh3IKsTv9s0BeEamhoMH5uHmK/sLCAubk5AA/njutf1dXVOQdb83E2PtiahyInWjyKwZaofDHIEh1gkUgEwWAwbW3YSCSCu3fvYnh4GFVVVbh27RqampoK0iYrzpEFgI2NDXzxi1+Ew+FAT08P2traStIOu52Q2a29hZJtqR+9x9bKpX7K7eIEwCAbL9EQ+/i547OzswC090B8sM1FqmAbDAaNbRhsiYhBlugAyqY27ObmJvx+P1ZWVtDc3IyLFy+iqqqqYG2z2qrFwWAQ4XAY6+vrqK+vR09PT1GHEsez6xxZu7W30DIp9XP//n1blPqxWnsKqVyDrH6hMx2n02nsqwAQDoexsrJi7Nezs7OYmZkBoNW7Ne/buX6u7CfYulyupCOQiMj+GGSJDhj9w31oaAhra2u4cuVK0g/y6elp3LhxA+FwGGfOnMGxY8cK/oFvpR7ZlZUV9PX1IRKJoKqqCi972ctKPp/RrkGWkku0cuz6+jqWlpaSlvrRv/I5Pz1b5bgPlnOQzeVxO51OYwVvQCtXZg625kXR3G63Mb92P6t9m4Otvo/GB1vzwlHxqyIz2BIdHAyyRAeEuTZsJBLBxsYGlpeXE15lD4VCGBoawsTEBNxuN3p6eow5UYVmhTmySimMjo7i9u3bcDqdqKyshMfjKXmIBewXZO3WXisQEdTV1aGuri5pqR99uKa5V8vn85Wk1E+5nfSX2+MFtCCYj7nbLpcLTU1NxtSUYDAYE2wnJycxOTkJ4OFq33qwzWW1b/21yjbYxq+KTET2xCBLdAAkWtDJ6XQmDIxra2vo6+vDxsYG2tracOHCBbhcxTsUlHrV4t3dXQwODmJubg719fXo7e3Fiy++aLkglqg95XiCXQ4SzUNcWVkxemxLVerHau+JYijnHtlCBLqKigo0NzejubkZgBZsk632XVtba+zXue7biYJtonI/wWAwpoZt/BxbIrIHBlkim0tUG1b/gDYH2fjaqN3d3ejo6Cj6SVspe2SXl5fR19eH7e1tHD16FGfOnDGu1FvlpD1dD6fVTrTZI5t/8cM1U53866V+9ABQiFEFVtrfCi3ZokcHXaGCbLz41b53d3eNxdACgQDGx8cxPj4OIHbfbmhoyOmCq3kYsdPpTBhs+/r6UF9fj2PHjjHYEtkMgyyRTZmHEieqDWuu0afXRp2dnUVdXR16enpQW1tbknaXokdWKYWRkRHcuXMHTqcTly9fRktLi/F7KwbZRKzSRiquZCf/+qJRhSr1U677WzkG2VIF+MrKSrS0tBjHY3MZq+Xl5Zh9Oz7Y5nLRJlGwXVlZQUVFhRFs9Rq2qerYEpE1MMgS2VAmtWH1D9vFxUUMDg4avZCPPPJISeeCFjs07u7uYmBgAPPz82hoaEBPTw/cbndJ25SO1dqTCntkiy/+5D9ZqR99yLJ+8l9XV5dznc9yYbURD8WSrzmy+xVfxmp7eztm3x4dHcXo6ChEBPX19TEXbXINtpFIBE6nExUVFTE9tvoop1TBVl8VmYhKg0GWyGYyrQ2r/+yrX/0qKioqcOXKFRw+fLjYzd2jmKsWBwIB+P1+bG9v49ixY3jkkUcSnqyJiNGrbQWJgixPliiZTEr9AMi61E85Xpwo1yBr1cddXV2NtrY2tLW1QSm1J9iurKxgZGQEDodjT7DNJJiby9MBqYci68E2FAolLPdjXhWZiIqDQZbIJrKpDbu9vW3U8mtoaMDly5dzLk6fb3pIK+SJk1IKw8PDuHv3LlwuV9oQ73A4EAqFCtKWXLBHlnKVrNSPHmiXlpayKvVTbiflVg10hWaHxy0iey7apBqNYB5mX1dXlzDYxgfZRPeZKtjqoTY+2JpXRbb680pkZwyyRDagD2+KRCJJhxLr5ubmMDAwYJQd6OnpsUyIBWLn7hbiA353dxf9/f1YWFiA1+tFT09P2lqcVguOVmsP2Ze51E9XV1fGpX4aGxvLch+0Q6ArBKsMLc6GiMDtdsPtdqOjoyPhaIRAIABAC6H6asjmYfb6Pp7pY08WbPX5tXqw3d3djemtNX+V4/5FVCgMskQWZ+6FTTWUOBKJ4Pbt2xgdHUVVVRU6OzsxMTFhuZPRQvbgLS0twe/3Y2dnB8ePH8fp06czOkGxWnC0WntSYY+svSQr9aOf9JtL/bhcLiilMD8/X/BSP1ZRrkH2IDzuZKMR9BWRl5eXsbi4CEDbt71eL+rq6oy/zfU+9d5YAEmDrbnHlsGWKH8YZIksKn5BJyD5UOKNjQ34/X6srq7i0KFDuHjxIqampozbsRL9A19fYCMflFJ48OAB7t69i4qKCjz66KPGCq+ZsGJwTFZH1mrtJHtLVepHn54wMDAAoDilfkqtWGVorEQPXwftcZtHIxw5cgRKKaytrcWUslpYWAAAjI2NYWNjw9i3PR5PzgujMdgSFQ+DLJEFJasNm+gDbnJyEjdv3kQkEsG5c+fQ1dUV80FaqpqtyeS7B29nZwf9/f1YXFxEY2NjTkOpS1nbNhE7BVaedB0s5lI/wWAQc3NzOH/+vHHiby6HUl9fD5/Pl5dSP1ZxEHoms6Ufaw7649b32fr6emOY/fz8PG7cuIHq6mosLi4a88crKir2zB8vZLDVL1Iz2BJlh0GWyELS1YY1C4VCuHnzJqampuDxeNDT04P6+nrj91YPsvlo1+LiIvr7+7Gzs4MTJ07g1KlTOZ1Ml6K2bSp2PHGx0vNH+aH30qUq9TM8PJzXUj+lVo5BNt2CRweVw+EwSrF1dnaivb09Zv74wsIC5ubmAOxdGK26ujrvwVb/7E8UbPXFo5KdDxCVKwZZIovIpDasbmVlBX6/H5ubm+jo6MC5c+fgcsW+nfMZGPMpHwFbKYX79+/j3r17qKysxNWrV9Hc3Jzz7VmtB9Rq7SHSZVPqRw+2Pp8vbakfqyjHIFsuPbKJmEN8ovnjyRZGq6qq2hNsc5Gux1bfhsGWKDEGWSILyLQ2rFIKo6OjuH37NhwOBy5duoT29vaEt2nVHlnzB3YudnZ24Pf7sbS0BJ/Ph0uXLu17VWarBcdE7ZmamsLo6CjcbjeamprQ2NiIqqqqErXwIS72dLClOklOVeonfg5iJqV+rIBBtryk6o12Op3G/gpgz8Jos7Ozxjzy+BW/cz02Jwq2+nlBsmBrLvXDYEvlhkGWqIT0Dyf9C0g+lHh3dxcDAwOYn59HfX09enp64PF4kt62VYPsfoLPwsIC+vv7sbu7i5MnT+LUqVN5+dC2cpANh8O4desWJiYmUFFRgbW1NaNXwOPxxJw8xffKE+1Htu+J/ZT6scJFGaA8g2y5Di0Gsnvs8QujhUKhpCt+u91uY+GoxsZGVFZW5tQ+EYlZVC1RsA0Gg8Z5Q/z8WgZbOuh41kNUItkMJTbPBT127BgeeeSRtB+8++35LJRcAnYkEsH9+/dx//59VFZW4tq1a2hqaspbm6y22BOgvW4bGxvo6+vD2toaWltbcfr0aSilsLq6iqWlJQQCAUxMTGBiYsIIEfriOw0NDUU5MWWP7MG2n5PgbEr9mC/KlLLUTzkGWfbI5hbiXS4XmpqajM+iYDAYs39PTk5icnISwMP9Ww+2ue7f6YKteY5tolWRGWzpoGGQJSqBbGrD6gEu27IyB6VHdnt7G36/H4FAAE1NTbh06VLee2/MbbLCh7zD4cDOzg6ef/55RCIRnD9/Hh0dHQiFQlBKobm52ZgTvLOzEzM/cWRkBCMjIzGL7/h8PtTW1lrisZF95PviRKIereXl5T0XZYDSlfqxyjGgmNgjm5/HXlFREXNsDgaDRv3a+P27trY2Zv/OdTRNqmAbDAaNbRIFW5fLlfTiOZFdMMgSFZH5qmm62rBbW1vo7+9HIBDIaS6oVRd7yqZd8/Pz6O/vRzAYxKlTp3Dy5MmCfOiae69L/aEeiUSws7ODYDCImpoa9Pb2oqGhIenzVVVVhdbWVrS2tkIpha2tLSMY6OFWvxCinzj5fL68zVFkj+zBVsj3g8vlijnx393djZlfG1/qR99/CznawArHgGJjj2xhQnxFRQUOHz6Mw4cPA3i4f+vBdnx8HOPj4wBiL9w0NDTkJdjqr2t8sDXPr41fPIrBluyGQZaoSLKpDTs7O4vBwUGEQiGcPn0aJ06cyPrDxao9spm0KxKJ4O7duxgeHkZVVVXehxLHs0oY29raQl9fH4LBIFwuF17xildkNQRNROB2u+F2u43Fd9bW1oxgay4noc9R1Ici5zqHiw6uYr8fKisr95T6MffYrqys7BltkO9SP+UcZNkjW1jx+7d5NM3y8nLMhZv4YJvLiAR9P04VbGdnZ7G8vIwzZ86goqIi4eJRRFbGIEtUYNnUhg2Hw7h9+zbGxsZQXV2NK1euGCsmZsvqQTbZSXIxhhLHs0KQnZubw8DAAEKhEKqqqlBZWbnveYJ6T1Z9fT2OHTsWM0dxaWkpZo6iPtTN5/Nl1SNgheeOCqeUoU4v9dPW1pZxqZ/GxkZ4PJ59tbvcgqz+GVFujxso7bBq82gaQPvsM+/fo6OjGB0d3TMiob6+Pm/BdnNzE/Pz8zh9+rTRYxsMBmNK/cTPsSWyEgZZogLKZkGn9fV1+P1+rK2toaWlBd3d3fsKMlYNsqmCj3koca490ftpUymeq0gkgnv37uHBgweoqqrCY489hqGhoYRt2e/qyuY5iidPnkQwGIzp8dKHuuknTnpvbX19PU9gypCVLk4Uq9RPOfbIlnOQtVJvdHV1Ndra2owLN/HB1jwiIT7Y5tJ+8+eJfrE4vo6teUVkBluyIgZZogJJNJQ40UFfKYXJyUncunULSimcP38eR44c2fdJhZ1WLY4fSvzYY48ZC8IUQ6l6FeN7n3t6elBZWVm0ckAVFRU4dOiQsYCYfuKkB9vh4WEMDw/D6XTC6/Uawdbc48Ue2YPNquEmUakf8zD6XEr96CfxVn3MhWKlMFds5lFSViIixoiE9vZ2Y/0Dc7BdXl7G8PAwHA4HGhoaYobaZ/p4wuFwzAgxc6+t/n5gsCUrY5AlyrNsasOGQiHcuHED09PT8Hg86O3tRV1dXV7aYZce2a2tLfj9fiwvL6O5uRmXLl0q+nzNUoSxxcVF+P1+7O7u7lnIqlR1beN7BDY3N2MWjlpcXAQQ2+NVqjIpVHh2ujihn8w3NDSkLfXjdruNizKJSv2Ua5Att8cN2CfEm9c/6OjoSDjUPhAIAIBx4VHfv1PNIY9EIkkfu3n0WLpgm6iOrb4qMlEhMcgS5VE2Q4lXVlbQ19eHra0tdHZ24ty5c3ktMWGHVYvN80IfeeQRHD9+vCQffMXsvVZK4cGDB7h7927KmrilDhHmoZxHjhxJ2eMFADMzM3C5XAy3ZAnJSv3oIw4SlfppaGgAUH6BjuV37PfYkw211/fx5eVl48KjeQ651+uNKcUWDoczPu9IFWz1kWfmOrbmYGteFZkonxhkifIkEokgGAymrQ2rlMLIyAju3LkDp9OJnp4etLW15b09Vu2R1ds1OTmJxcXFfS9qlQ/F6pHd3d1Ff38/FhYW0NjYiJ6enoQllUrVI5tKoh6v5eVlzMzMGCtfLi8vA3gYDPSFo4pVA5Ty6yANs82k1I9ubm7OuChTyFI/VlHOPbIHZX6weaj9kSNHjBXr9WBrnkNeUVFhBFt9Yadc7zObYKt/mVdFtvvzTqXHIEu0T9nUht3Z2cHAwAAWFhbQ0NCAnp4euN3ugrTLqkF2d3cXgDa09tChQ7h48WLJS78Uo/c6EAjA7/dje3sbx48fx+nTp1MO6bJakI3ndDrR1NSEyspKzM7O4uTJk6ipqTF6bPVSEvrCJPpQzmzmb1HpHdQTzfhSKNvb21hYWMCdO3cQDocxMjJS8FI/VmHXXsl8OKiP3bxivXkOuXmayPz8vLHt4OBgzOJouezjyYKtPgxZD7W7u7sxNWzNXwftvUWFxyBLtA96LbZMasMuLCxgYGAAOzs7aYNMPlhxsafZ2Vn09/cDAFpaWtDb22uJD65C9sgqpTA6Oorbt2/D5XLhypUrOHz4cNr2WOl1y4TT6cThw4eNx6YvTKIHW723Vh/mpgdbt9ttiX2A9rLbPrgf1dXVaGlpwZ07d9DR0YG2traYRXUKVerHCsq9RzbZZ/ZBYh5Rc+zYMUQiEayurmJgYACRSCSmxnj8qt/V1dX7Crbmc5FEwdbcY8tgS9likCXKkX4gfuGFF1BbW4vu7u6EB13ziryVlZW4evWqMbytkPQPCCv0yEYiEQwNDWFsbAxVVVUIh8NobGy0zIdUoYJsMBjE4OAgZmdnUV9fj97e3ox64K3yvOxH/IqbGxsbMQtH6cPcqqqqjBMmn89X8JrB+1FOwU53EPbFTJkDXaalfioqKox9N9tSP1ZxUHslM5FqsaODTB9p4HK5UFVVhZ6eHqyurhr7t3kNBPMxWg+2uWCwpUJgkCXKUvyCTtvb26ioqEh4gN3c3ITf78fKygqamppw6dKlop6oOxyOkgfZzc1N9PX1YXV1FYcPH8aJEyfwxS9+0VKhoBBBdnV1FS+99BK2trbQ1dWFs2fPZnzCZKce2UyeOxFBbW0tamtrjWFuq6urRrCdnZ3FzMwMgNgVZRsbG+Fy8WOqVOyyD+ZLsp7JdKV+5ufnjd6sTEv9WEm598iWY5DV6Ys9OZ1OY5/Vf25e9dt8jM7XPp5psE1V7qcc91mKxTMEoiwkqw2bKCzOzMxgcHAQ4XAYZ86cwbFjx4p+0C11j6z5OTh79iyOHj2Kra0tANaau5vPYdhKKUxMTODWrVsQkZwW80oVZA9CuNB7A7xeL4DUK8rW19fHLBxVziedVFiZBrpsS/2YT/qtuKI3g2z5HlOSPf5Eq36n28f1Ife5rnmRKtjq517Jgq3L5Uq6NgkdbAyyRBnQD6Z6iAUeLujkdDqNnwHalcxbt25hYmICNTU1uHr1qnHCXmyl6pENh8O4ffs2xsbGUFNTg2vXrhmlLay4CFW+emRDoRBu3ryJqakp1NbWore3F7W1tTm1xy6BNR/PXaIVZfXerqWlJYyOjmJ0dDRm4R2fzxdTRoIKo5ye31wDXapSP4FAAJOTk5icnATwcEVvfUVkK4w44NDi8nvcukzL77hcLjQ1NRml4oLBYEywNe/jHo8nJtjmevEm12Crr4rMYFseSn8EJbK4dLVhHQ6HcQK0trYGv9+P9fV1tLa24sKFCyW9Al+KILuxsYG+vj6sra2hpaUF3d3dMc+BFRehyseqxevr63jppZewsbGBjo4OnD9/fl9lZ6z0/BRbZWUlWltb0draCqXUnoWjlpaWcP/+faNEinl+Ik9c8qfc9sF89UxmUupnbGzMWFnWHGxLEarYI1ueQVYPhrk8/oqKiph9PBgMGgujBQKBmFE1tbW1xj6uz8vNRaJgq5c71DsT4oOtudQPg+3BxCBLlEImtWEdDgd2d3cxNjaGoaEhAEB3dzc6OjpKftA0h+ximJ6exuDgICKRCM6dO4eurq6E880Aa50k77dNU1NTuHHjBpRS6O7uRmdn577bY6XnJ5VC7+MiArfbDbfbjY6ODqM+oh5ozWUkzHO3fD5fycs6HQSlPoYVU6ECXaJSP3qoXVpawsrKilHqp6Ghwdh/i1Xqhz2y5fe4ARjhLx91visqKmJWrdcv3ujBdnx8HOPj4wDyNypBHxGnSxRsg8FgzOg58xeD7cHAIEuUgH4g1L+A5LVhAe3E5ObNm/saTloIxeqRNQ+ndrvd6OnpMYYSJ2oTcDCGFsc/7suXL6Ouri4v7bFLkNUVq73m+ohHjx5FOByOWTjKPHfL4/EYvbX76QkoV/o6AOWiWD2T1dXVaGtrQ1tbmzHiwFymKhAI4MGDB0Ur9VPuPbJWnLdcDIW8gBF/8WZnZyfpqIT4YJtrsE4XbM1DkROtisxga0/8VCeKo9eG1edhpKoNGwgEsLq6ikgkgq6uLpw5cyYvVzfzpRhBdn19HX6/H2tra2htbUV3d3fKwGDFHtlchjubV2PO5HFnI1GQteoHbKlfz/jVNoPBYMzCUXpPgHkYp8/nQ319fdn2xGTDqvtdIZQi0JlHHGRa6kffh3Ot7xmPPbLl97iB4r7uVVVVxnQRIHZUQiAQMNZBiB9uX19fX5BgGwwGAWgBW68q4Xa7YxaPKof6wgcBgyyRiX7VLtVQYkA7ID548AD37t0DoJ1Mnz9/vtjNTUtEYhaiyjfzkNrz58/jyJEjaQ/8+ZiPmm/ZhrHZ2VkMDAwgHA4nHUKdr/bwgzQ7FRUVOHToEA4dOgRAO1Exz63Vh3E6nc6YhaMK1dtlZ1a62FQMVuiZTFbqR99/FxYW8l7qxwqPu1TKOcjmc2hxtuJHJcQHW/Nw+/hgm+vrZQ62+j6/tLSEO3fu4MKFCzG9suYeW32eLYOtNTHIEmHvgk5A8qHE29vbGBgYwOLiIrxeLyorK7G4uFjsJmfE4XAYVx7zKRwO4+bNm5icnITb7UZvby/q6+sz+lv9w8COQTYSieD27dsYHR1FdXV1zGrMhWiPnVg19FRVVcWcMG1ubhqhYHl52Xjv6r1d5oWjyJ77Yq6sGOjMpX6OHTu2p9TPzMzMvkv9WPFxF0uuix0dBFbpiRcR1NTUoKamBu3t7TEL/Olfy8vLGB4ejplH3tjYiLq6upzaH/+ZX1lZiYqKij09tvp54NzcHJ5++mm87W1vw+tf//r8PXjaNwZZKnuJasMmu/I2Pz+PgYEB7O7u4uTJkzh58iRu3LhhqVBmVoihxevr6+jr68P6+jra2tpw4cKFrIfUFnsRqnQy6SXe2tqC3+/H8vIyDh06hIsXLxZsMSE79chavX1mIgKPxwOPx4POzs49vV3z8/NGb1dNTU1MsC3HeXRWeo8Wgx0CXSFK/ejHPSs/7kJhj2xpemRTSbTA38bGRsx+HggEACBmZI3X6816gTT9OdCHEsf32OpTzKanp/FXf/VXeOyxx/L8aGm/GGSpbKWqDRsvEongzp07GBkZQVVVFa5du2bUU9NDmRU/EPMdGCcmJnDr1i1jdd5cV2a22mJG6Xpk5+fn0d/fj1AohEceeQTHjx8v6ElfqeedZsPOJ7/Jerv0ochTU1OYmpoCoIUC/SSnkMP1rcbOr2+27BBk4yUq9bO8vGzsw5mU+jFfwC03+joY5cgqPbLpiAhqa2tRW1sbM49cD7bmkTXmBdK8Xm/aWuPJwrz+N/qc2a2tLQCwzEKe9BCDLJWldLVhzcyL+iTqiTOvwmu1D4R89ciGQiHcvHkTU1NT8Hg86O3t3dfqvKWob5tKsuColMK9e/dw//594wKG3hNSDHZZ8AmwR+hOJ763S6+NqPfYrq2tAQC++tWvoqGhweitzXV4m9UdhNc0G3YMsvEqKytjyqDEzz0cGRnZU+pnZ2fH1o85V3odVav1SBaLVXtk0zHPIz9y5IhRks3cY2teIM288rfb7Y7Z1zN9DjY2NgBoK+GTtTDIUtmJrw1rLrAdT1/MKBKJ4OzZszh69GjCOrL67VpNPuairq2toa+vDxsbG2hvb8f58+f3vTqv1XpkE61avLOzA7/fj6WlJTQ1NeHSpUs5L6aSLTv1yB5k8bUR7927h7GxMfh8PqyurmJ5eRlA7MrJPp9vz8kS2cNBCLLxEpX6MQdbfYgmAPT39xe81I+VlPOQasA+PbLpmEuyxS+QFggEYmqNV1ZWxgTbbIMse2Sth0GWykY2tWFDoRBu3bplLGZkt7qouv30fCqlMDk5iZs3b0JE0N3djc7Ozry0y+qLPS0tLcHv92NnZwcnT57EqVOnil6Sw9weK7NTW/dLnyd7+vRp1NTUYGNjw+itNfcCVFZWGr21jY2NqK6uLmWzc2aHOdqFcFAfc6K5h+vr67hx44YRcBOV+tEXPztoz8tBCXK5OqiPP37KSCQSwerqakxvrb4Wgv7YZ2dnU5a0YpC1LgZZKgvZDCVeXV2F3+/PuAdSv5JnpWCm0+fIZntCGgqFcOPGDUxPT6O2tha9vb15PYBbdWhxOBzGgwcPcOfOHVRUVODRRx81yriUoj3lEA7tyjxv68iRIzEnS0tLS5idncXMzAyAh6vJ+nw+eL3eslw4yg4OYo9sKvoQzerqaoTDYbz85S+P6ckyn/BXVVXFXJwp1uiUQjqoQS5Tdh1anC2HwwGv1wuv14vjx48jHA4bx+rJyUmjGgGg7ef6cPu6ujqcOnUKQGmC7Ec/+lE899xz6Ovrg9/vx9raGt72trfhQx/6UEZ/LyIfAPD90f+eVkrdK1hjS4hBlg68bGrDjo2N4fbt2xARXLx4ER0dHWlv3+o9skB2PSurq6vo6+vD5uYmOjo6cP78+bx/0Fl11eKJiQlsbGzA6/Wit7e3ZD1pdgqydmprIcWfLKVaTTZ+0R2rnkiWW49suQVZnX5xtxilfqyk3INsuT5+81SQjY0NLC0t4eLFi8Z+Pjs7iz/5kz/Bxz/+cbS1teGxxx5DfX29seJ9sbzzne+E3+83FrkaGhrK+G9F5N9DC7HrAA50NzKDLB1Y+lBiPcQCyYcS7+7uYnBwEHNzc6ivr0dPT0/GByz9Q8CKK5may8qk+7BSSmF8fBxDQ0MQEVy6dAnt7e0Fa5eVgs/6+joA7arrsWPH8Mgjj5T0w73cTqQPokSryZqHIY+OjmJ0dNQID+aFo6z0+lupLYVWrkE2WS3VbEr91NbWGqMOUpX6sZJyDXK6cumRTSUcDsPlcu3Zz4PBIBoaGvClL30J//AP/2DsK294wxvwmte8Bk888QQef/xxY/2EQnj3u9+Nzs5OnDp1Cs899xyeeOKJjP5ORA4BeB+ADwNoBfCqgjXSAqx/pCHKQTa1YZeWltDf34/t7W0cPXoUZ86cyeqDzQ49sunaFgqFMDg4iJmZmYIMJY5nlTmyei+8fqWzra0NZ8+eLXGr7NXLaae2llJlZSVaWlrQ0tKyZ9EdPdwCWgA2LxxVyrmJ5faalnOQzeQxJyv1o+/H4+PjGB8f31Pqp76+3pJhqdyDbLk/fkALsvH7psvlwmtf+1q89rWvBQAsLCzg537u5/Cxj30Mbrcbf/zHf4w/+qM/AgB0d3fjiSeewBNPPIFXvepVea1qkGlwTeC90X9/GMDH8tMa62KQpQMlm9qwSincv38f9+7dQ0VFBa5cuZLT1TW7B1nzUOLOzk6cO3eu4CcdDocDoVCooPeRTnx4X19ft8zS+gyHB1uyRXf0QGteZfMgzk20qnJ9v+VaOi6XUj8+nw+1tbWWCE/lHuTYI5s4yMZrbm5GVVUVgsEgvvrVr2J9fR3PPfccPv/5z+Pzn/88/vAP/xB/+Id/CBHBF77wBXz91399kVq/l4g8BeCNAN6klFosh4tyDLJ0YGSzoNP29jb8fj8CgQAaGxvR09OT83xIuwZZc2+kw+FAT08P2traitKuUvfImsP7kSNHcPz4cXzhC1+wzImsnYJsOXxQFpq5LuLRo0cRiUSMuYlLS0uYnp425iZ6PB4j2Hq93oIO4SzXObLlFmySDS3OVialfh48eBAzR7GUpX7KPciW++MHtCCbycXBjY0N1NTUGMPt3/SmN+FNb3oTAGBubg7Xr1/H9evX0dvbW+AWJyciRwH8PoAPKaWeLVlDioxBlg6EREOJkx2c5+bmMDAwgGAwiFOnTuHkyZP7+hC1+qrFwN62BYNBDA4OYnZ2FnV1dejt7S1qb2QpVy2emJgwSgrp84B3d3cBWO81tEOQ1dmprVbncDiMk/wTJ04gFArFhIFEQzh9Ph/q6+vL+qR0v8p5aHG+95tEow70hXXMqyIDpSv1U+5BznzBv1xl0iMLaEE22QWXw4cP4y1veQve8pa3FKKJGYnuy38GbXGnHytZQ0qAQZZsLZvasPoS66Ojo6iursbly5fzMp/BDj2y5pCxsrKCvr4+bG1toaurC2fOnCn60KJSrFocDodx8+ZNTE5O7pkHbLUeUKu1h0rL5XLh0KFDRimonZ2dmLm1+hBOp9MJr9drBILa2tp9n6SW00luub7f9EBTSOZyVV1dXYhEIilL/ZjniRdqOH259sDrMg1xB1k+gqwVvPvd7wa0RZ1er5QKlLg5RcUgS7aVzVDijY0N+P1+rK6u4vDhw+ju7kZlZWVe2mGXVYuVUhgdHcXt27fhdDrR29uL1tbWkrWrmCeN6+vr6Ovrw/r6esLawIkCfynZKcjaqa0HRVVVFVpbW9Ha2gqlFDY3N2N6bBcXFwE87OnShyLX1NRkdT/l9pqWa49srnNk9yNRqZ/V1VXj4kyiOsz5LvXDHtniv+5WoneEZBNkreju3bv4+Z//eQD4U6XUJ0rdnmJjkCVbikQiCAaDaWvDAsDk5CRu3rwJpRTOnTuHrq6uvJ6o2KFHdnd3Fy+99JJRXqi3txdut7tk7SrmHNnp6WkMDg5CKYULFy6gs7Nzz+tvtTCWrD3ldoJN6YmIUd+ws7MTSimsra0ZgcDc01VdXR2zcFQmF/PKaZ8r1yBrhbnQ5nmzQGalfvY7T1z/DCr1Yy+Vcu+R1V//dM+BfrEwHyNcCuHGjRvY2dkBgO8Tke9LstndaNvfdNDmzzLIkq1kUxs2FArh5s2bmJqagsfjQU9PD+rr6/PeJjsE2YGBAezu7qKrqwtnz54t+VXYYgwtjkQiGBoawtjYGNxuN3p7e5O+/lYNsnZgteeu3OnzZuvr642erpWVFSPYTk1NYWpqCoAWCMwLR8Wf0JXba8ogax3FKPWTaZA5qMq9RzabVZs3NjZKNoItnWPHjuHtb387PvCBD3wgwa9fD62W7EcArAIYKWbbioFBlmxDKYVgMJhRbdiVlRX4/X5sbm6io6MD586dK9jqnlYNskopYzGNcDhc0qHE8QrdI7u5uYm+vj6srq6ipaUF3d3dKYejWS2MWa09ZF/6Kpv6egDBYDCmfu3Y2BjGxsYgIjElUurq6gCUV6gr1yBrh0CTS6mfxsZG1NXVJX1s7JEt7x7ZbIOsVYcW9/b24v3vfz/e//73/+f434nIdWhB9ueUUveK3rgiYJAlWzD3wqYaSmyeB+pwOIxVaQvJiqsW7+7uYmBgwKhFefbsWcuEWOBhj2whegLm5ubQ39+PcDiMs2fP4ujRoxndR6lLApnZKcjaqa2kzZuNDwTmlWSXl5cxPDwMp9OJcDiMzc1No8byQT/hL9cga8Ue2XQyKfUDIGWpH86RjeRtvrEdZRNkNzc3ix5kn332WTz77LMAYMwXf+GFF/DUU08B0Orbvutd7ypqm6yIQZYsTe+FnZ6eRlVVFRoaGpKGWHN4a2hoQE9PT1HmgVqtRzYQCMDv92N7exstLS2YnZ213IeVeXGlfJ1ARSIR3L17F8PDw6iursbVq1fh9XqzapNVwliqcGiVNtLBUF1djfb2drS3txslUvTe2sXFRaytreHLX/4yKisrYxaOyrXutpWVY5DVLyjaOcwlK/VjDrWJSv1E5xXa+rHvhx164gsp0yAbCoWwtbVlVDkolr6+PvzZn/1ZzM8ePHiABw8eAACOHj3KIAsGWbIwvTZsMBhEX18fOjs74fV6E55kLC4uor+/Hzs7Ozh27BgeeeSRoh2grbJqsVIKw8PDuHv3LlwuF65cuQKn04nZ2VnLhGxdvnvxtre34ff7EQgE0NzcjEuXLmW9KnWxV1LORHx7rNY+nRWfO8qeuUTKkSNH8LnPfQ4+nw8NDQ0IBAKYm5vD7OwsgIcryfp8Pni9XstdLMtFuQZZ4GA95vj9OFWpHwC4f/8+mpqaClrqx4o4tDizILuxsQEARe+Rffrpp/H000/v6zaUUo/npTEWxiBLlqOUMkJsOBw25sEm6r2LRCK4f/8+7t+/j8rKSjz66KNGrcVisUKP7O7uLvr7+7GwsICGhgb09vaipqbGGF5l1SAbiUT2/UG6sLCA/v5+7O7u4vTp0zhx4kROJ2VWCmMcrktWICKoqqrC8ePHcfz4cYTDYSwvLxtDkc0rydbV1Rm9tQ0NDbY8QT6IoS6dchhem6zUz/3797G6uoq5uTkj2Baq1I8VlXuPbKaLfZUqyFJmGGTJUpLVhnU4HHt6PLe2tuD3+7G8vIympiZcvHixJMPd4ufbFFsgEEBfXx92dnZw/PhxnD592vhwskLITiQfdVuVUrh//z7u3buHyspKXLt2DU1NTTnfntWD7O7uLm7duoXt7W2j98Aq5QCs9NxR/sS/pk6nE01NTcb7bHd3N2bhqNHRUYyOjsYsuKMvHGWF/TSdcgyy5fiY9Xmz9fX1WF1dxStf+cqYHttClPqxGr3DwI4XnPIlFAoBSH8RRw+yxR5aTJk5GO9IOhBS1YZ1Op0xYWxmZgaDg4MIh8P76oXLBz1oFzssKqXw4MED3Lt3zxhKrC/gorNqkN1v+N/Z2UF/fz8WFxfR2NiInp6efV/EsPJiTysrK+jr68PW1hZcLheWl5dx//59Y76X3hNWU1NTymZTmamsrERLSwtaWloAaBcXzQtHBQIBPHjwAC6XywgDPp8PNTU1lgxO5RjqyvEx6/TjfWVlZcalfswjD7Ip9WM15dATn47+HKS7OMEga20MslRyem1Y/QvYWxtW75ENh8MYGhrC+Pg4qqur8eijjxoF1EspPmgX2s7ODgYGBrCwsACv14ve3t6EQS4fPZ+FsJ92mXugT5w4gVOnTuXlw9hKvYrmfX98fBy3bt2CiODixYvwer3GSrNLS0sx871qamqMUiuNjY1F6z0ox5Pggy6XgFNTU4OOjg5jwZ319fWYhaP0VdSrqqpiLsBYbV5iOe3P5RxozKO+zApR6sdqslmx96Ayn2+msr6+DoBB1qoYZKmk9FWJI5FIzIdK/AeL0+lEMBjECy+8gPX1dbS2tuLChQuWmb9SzB7ZpaUl+P3+jIJcqYc9J5NLT7FSCiMjI7hz5w5cLlfe50NbcdXikZERLC0toba2Fr29vaiqqkIwGERdXR3q6upw9OhRY96iHhjMw+Lq6+uNYFtfX1/QkyyrPHeUX7mGOr33qq6uDl1dXYhEIlhZWTH209nZWaOkhMfjiVk4qlTDN8uxd7IcH7Mu0zmi2ZT68Xq9xgUaK5esKucLGDqrL/ZEmWGQpZLJpjZsKBTCxsYGHA4HLly4gM7OTkt9QBQjyJrnhFZUVGQU5Kw+tDjT8BMMBjEwMIC5ubmYxazy3SarhLHd3V0A2kWLtrY2XLhwwajrGS/RvEV9eOfS0pLRe2A+yfL5fHC73Xl7D1npvUj5ke/3gsPhMHquTpw4gVAoFLNw1MTEBCYmJvYM39RLrhVDOYa6cg40uSx2lEmpn8XFRQCxpX70qR9W2bfK+XXXZRtk2SNrTQyyVHT6UGI9xAJ7hxLrgsEgbty4gZ2dHTgcDrz85S9HXV1dsZucVqLFqPIp1zmhVg+ymbTLPD/06NGjOHPmTEE+fK0SZOfm5nDz5k0AQEdHB7q7u/e8N1LV362srERraytaW1uhlMLm5qYRas0nWebhnT6fL+tyRfGs8NxR/hXqxNvlcsXMS9zZ2YnZT83DN829XIVc4Kwc9+FyDO+6fNTPzabUj37M1b9KWYuZQ4sZZA8KBlkqKnNZHf1kPNFQYgBYXl6G3+/H1tYWqqqqjCv1VlTIHtnFxUX4/X7s7u7i5MmTOHnyZMYfvlYNspnMkVVKGfNDHQ4Hent70draWrA2lXqxJ6UU7t69iwcPHqCiogLhcBhNTU0x741sTzZFBB6PBx6PB52dnYhEIlhdXU04vFNfnVMf3lnOJzhU/FBXVVUVcwEmfuGopaUlALG9XPrCUfli/kwqF+XcMxcOh/P+uJOV+tH3Y/Mx11zqx+v17vtiYjbK+XXXZTpHlkHW2hhkqSjia8MCyXthlVIYHh7G3bt34XQ60dvbi8nJSayurha72RkrRI+sUgr37t0zauRevXrV6L3Ipl36bVlJuh7ZUCiEwcFBzMzMoK6uDr29vQWfn1LKHtnd3V34/X4sLi6iqakJXV1deOmllwoyvNPr9cLr9eL48eMIhUIxQcG8OmdDQ4PRW5uufIpVerPpYDAP3+zs7IRSCmtra0awNfdyVVdXxywctZ8wkGqkw0HFHtnCBjm91I++KKU+pL7UpX7YI6s9B06nM+2+zzmy1sYgSwWXrDZsooOHeQit1+vFpUuX4Ha7MT09XdChu/vlcDgQDAbzdnvb29vo7+/H0tISfD4fLl26lNMwJKsv9pQo/KytraGvrw8bGxvo7OzEuXPnivJhW6oe2eXlZfT19WF7exsnT57EqVOnsLy8DKDwFyBcLhcOHTpkzLXWV0PWg+3y8nJM+RQ92LLMT/mwQsAREdTX16O+vt7o5TIvHDU9PY3p6WkAsSMLGhoasgoD5Rhk9WNeuT1uILc5svsVP6Q+GAzGzK+NL/Wj78v5LvXDHtmHQTYdPchadURguWOQpYKKrw2r11xNZGFhAf39/djd3d2zGm+xy9tkK5/tMz8Pp06dwsmTJ/e1cmiph8wmkmzI8+TkJG7cuGGUmuno6Chqm/QC6cWglMLY2BiGhobgdDpj6gBnuxhWvlRXV6O9vR3t7e1G+RTz3Fq9fEpNTU1MLxh7ZA8eK7+eTqfTuKhy8uRJBIPBmIWjzGHAvHJ3uvIo5Rhk9de5HANNJBIpeY9kRUVFTKmf+Lnio6OjGB0dzXupH/bIZh9kObTYmhhkqSAyqQ2ri0QiuHv3LoaHh1FVVYVr164ZK7Dq9DmoVj3RyMcc2Ugkgnv37uHBgwdJn4dStS3f4oNaOBzGrVu3MDExAY/Hg97e3qJf/SxmGAuFQrhx4wamp6dRX1+P3t5euN3umLYAicNEsfZ/c/kUvczPysqKcYI1NTWFqakpY1t9UalirjJLhWfF4228ioqKPSMLzGFgeHgYw8PDacujWDm8F0o5Dy2ORCKWKeGnSzRXPFWpHz3YZrsIGntksw+y5s9osg4GWcq7bIYSb25uwu/3Y2VlBc3Nzbh48SKqqqr2bKcfbKxwBTWR/YbF7e1t+P1+BAIBNDU14dKlSwmfh1K0rRDMQ543NjbQ19eHtbU1o9RMKepIFqvnen19HX19fVhfX0dHRwfOnz+/Z5+24kmluRcM0Ob1mod2bm1t4aWXXoops+Lz+SxdS5GSs3Ooi6/7ubm5GbNwlL5yd2VlZcy+atULpYVUzoGmFEOLs1HIUj/l/LrrwuFwRhcyNjY24PF4LHnuSQyylGeZ1oYFgOnpady4cQPhcBhnzpzBsWPHkm6rH2wzvYJWbPtZ7Gl+fh79/f0IBoM4ffo0Tpw4kdeTKYfDYbmTUv31DAQC6O/vRyQSwfnz53HkyJGSnUgWo0d2ZmYGAwMDUEqhu7sbnZ2dSdsCWDtMVFZWoqWlBS0tLVhcXERNTQ1aWloShgW9B8zn8+XtAg0Vh92DnXnlbnN5FD3Yzs3NYXZ2FsDD49Lc3BwaGxst11tXCOXeI2unIJeo1I95+kc2pX44tFh7DjJZe0QPsmRNDLKUF9nUhjUPI62pqcG1a9fQ0NCQ8vbNPbJWpIfFbK7oxw+pfuyxx4zerny3zWrPm37yNDIygpqaGvT29qbdBwqtkEE2Eongzp07GT9eOwRZM4fDAYfDgc7OTqPMjx4W4sv8eDweI9g2NjaW9YmUldll38uWuTzK8ePHEQ6HjVVkJycnEQ6HMTg4CAAxi+00NDQcyH21nHvm7BZk4zkcjphF0CKRiLEIWnypn5qaGuO46/V6y/p112UztJgji6yLQZb2LZvasOYVabMZRmrukbUi8+JFmRwYt7a24Pf7sby8jObmZly6dKlgNeSsFmS3trYwNDQEAKivr8e1a9cs0fNRqJ5r87DxQ4cO4eLFixm/1nYNE/FhQS85kWgxHn0BE31lTp4sWMtBfz2cTieamprQ1NSEtbU1bG5u4tSpU8aw+bGxMYyNjcUstpNJSSq7YI/swQly5mkdgLYWg3l1b3OpH/0zd2VlBRUVFSWZzlNqmZyv6VMT2CNrXeW351LeZFsbdnx8HENDQxARdHd3o6OjI+MPT6v3yGYzh3dubg4DAwMIhUJ45JFHcPz48YKeRFhp1WL9seulijo7Oy0RYoHC9MguLS3B7/djZ2cnq2HjduuRBVK3Nb7kxM7OjtFbGwgEsLy8jOHh4ZgyP5nM86LCsdO+ly/6dBh9yDwAY7Ed8xxbvSSVeeEot9tty321XHvm9BFUB/lxu1wu4yINEFvqRx9Of/PmzZhSP42NjQd29IFZJBLJuONhY2MDXq/Xlu/vcsAgSznJZkGnYDCIwcFBzM7Ooq6uDj09PVkvY26nHtlkzMNLq6urceXKFePKaaHbVuogG78ic3d3tzF8zyryGWSVUhgZGcGdO3fgcrlw9epVI8Rl2hb9duwg2w/4qqqqmMV4NjY2jGBrLvNTXV1tLDBVLnMWraacTt4STQ2pqalBTU1NTEkqPQwsLS1hYWEBQOycRDvNBS/XHtlyDPDmUj9KKUxNTeHs2bPGavSFKvVjRfrrn2mQTbaeBZUegyxlLdFQ4mQHuUAgAL/fj+3tbXR1deHMmTM5Xemzeo9suiC7tbWFvr4+rKysZD28NB9t03tASyF+Reaenh7s7OwAsNbrma+e61AohIGBAczOzqKhoQG9vb2oqanJui12sp/2mhcw6erqMuZ56cHWXOanrq4uZp7XQTu5shK7XETJp3RrHJhLUun76urqqtFbGz8X3LzYjlWHbjLIlucxRO+AMNcNL1SpHysyjyJMZ2Njg6V3LMyaR1aypGxqwyql8ODBA9y7dw8ulwuXL182hmrlwi49sonaNzs7i4GBgYxWZy5U20p1Urq4uAi/34/d3V2cOnUKJ0+ehIgYwdpKJ8v56JE1zwE/cuQIzp07l9OJkrk8kV3k67U0z/M6efKkMRxOD7bmXgN9aCfL/FA+ZFt+R98HvV4vABhzwfX9dWJiAhMTE0YA1i/CWKnWcrkGOv14VW6PWxc/P7iQpX6sSD9XS3eBSZ8jm+0oQioeBlnKSDZDibe3t9Hf34+lpSU0Njbi0qVLWfdIxbNjj2wkEsHt27cxOjqK6upqXL161TjhKXbbiv286Rcy7t69i8rKSly7ds2YpwNYM6iZh/Pm8qE8NTWFGzduQCmFixcvoqOjY99todjhcIBWe9o8Z3FpacnYTg+1dhraaVXl2FO33zqyieaCm4chj4yMYGRkxAjA+jDkUvZwlePrDGTXI3cQpVuxN5+lfqwo09c/GAxiZ2eHQdbCGGQprUgkgmAwmFFtWPNiPidPnsTJkyfz8kFhlx5ZPZhtbm7C7/djZWUFhw8fRnd3d9GGEidqWzED4+7uLvr7+7GwsIDGxkb09PTs+WDTny8r9cia25TNSV0kEsHQ0BDGxsbgdrtx+fJl1NXV7astqebIWvGEsxg1eHXxvQbmMj/mmqBut9sItV6v17JDO8k68r34T1VVFVpbW9Ha2hozdNN8Eeb+/fsl7eFij2x5PW5dtis2Z1vqR79I4/V6S3buk0qmdXQ3NjYAgKsWWxg/2SmpbGrDmhcyKkRNVKv3yJrbNzMzg8HBQYTDYZw9exZHjx4tafgo5qrF5jnRx48fx+nTpxN+WFq9RzZT29vbeOmll7CysoKWlhZ0d3fnZUEiuy32VCoiEnNypdcE1YOteWhnfX29EWwP4uIl+VauPXWFeryJhm6ura3FLBql93BVV1fHrN5dyCBQrq9zuQZ4XaY1VJNJVeonEAjErG1QW1trbGuVi4oMsgdH6fcmsiSlFILBYEa1YTc2NuD3+7G6ulqwhYzs0iM7MjKCubk51NTU4Nq1a2hoaChxy4rTI6uUwujoKG7fvg2n04krV64YQ0GTtUn/O6vINjwuLi6ir68PwWAw73Of7RZki9kjm4q5JijwcGinHmyHh4cxPDwMp9NpBAWfz2fLOV7FUk7Py36HFmfDfBHm6NGjCIfDMQtHTU9PY3p6GkBhg0C5Bjr9cZfT/m2W7xq6qUr9xNcOt0Kpn2yDLIcWWxeDLO1h7oVNN5RYnxcYiUQK2vto9R7Z3d1dANrQ6nz2zOVDoYOsubxSfX09ent7067wZ+Ue2XRtSjf/N5+sEA7tLH5op754iXmel76ducyPFYfCFVs57nv6+g+loF9c0Xu4gsGgMbogPgjoowsaGxtRX1+/r0DCHtnyCvC6cDhc0HUE4tc2MM8XDwQCMYv2mffnYo2WYZA9OBhkyZBoQadkITYUCuHmzZuYmpqC2+1Gb28v6uvrC9Y2K/fITk9PY2hoCADQ0dGB7u5uS50U5Dr3MxOrq6t46aWXsLW1ha6uLpw9ezajDyG79sgGg0H09/djfn4eXq8Xvb29BVnYgj2y+Zdo8RJ9KNzS0tKeHjA92Jaqx4BKwyrH7oqKChw6dAiHDh0CoAUB89xa8+gC88JR2a7ezSBbnkE23z2y6cRfVNze3o65qLi8vAygeKV+OLT44GCQJQCJa8MmG0q8urqKvr4+bG5uor29HefPny/4nAcr9siGw2EMDQ1hfHwcVVVV2NnZgc/ns9wJgXkhqnydkCulMDExgVu3bkFE0NPTg7a2toz/3so9sskCmTm0Hz16FGfOnCnYiYDV9qGDyDzH68SJEzFD4ZaWljA2NoaxsTE4HA40NDTA5/MZ9Y/LQTkGnGIOLc5WVVUV2tra0NbWZpQE0UOAuTRKZWXlnoWjUinXIbYMssUNsmYigpqaGtTU1Bg1bM2lfpaXl2NK/Zgv1ORrGgh7ZA8OBtkypy/opL9ZKyoqUtaG1edBOhwOXLp0Ce3t7UVpp9V6ZDc2NtDX14e1tTW0trais7MTX/3qVy0VzHTm0JiPIGvuja+trUVvb2/WB3n9IomVevFS9RJPTEzg5s2bEBH09vaitbW1oG1hj2zxxQ+F29raiukBCwQCxrZ3797FoUOH4PP5bFFqgjJj5SBrJiLweDzweDzG6ALzwlHm1bvNK8g2NjbumfKSbvrQQVXuQXa/iz3lU7JSP/r+vLi4iPn5eQD5K/WTaZBdX18HwCBrZQyyZUwfSryzs4Pr16/j6NGjOHv2bMIPtN3dXQwMDGB+fh719fXo6ekp6lALK/XImuuFnj9/HkeOHDEOdlZoX7xENW5ztb6+jr6+Pqyvr6OjowPnz5/P+cOwmKspZyJReAyHw7h16xYmJibg8Xhw+fLlonyg2S3IAvZqayZqamrQ0dERs8LsgwcPjIWj9B4Dt9sdExSssCJnPpVTwLFLkI2njxpoaGiIWb070Qqy5oV2vF5vSecFl1I5B1mlVEl7ZNMxl/o5evRoRqV+9K9M1zdgj+zBcbA+cSlj5tqw5h67RB9oS0tL8Pv92NnZKfiQymT0HrxS9siaQ038vGArDpXV5SvImgN8d3c3Ojs7990uK4Wf+Ndwc3MTfX19WF1dRWtrK7q7u4saUg5CL+dBoS+w09jYiKWlJVy9ehW7u7tGj8Hk5CQmJydjtvP5fPteiKeUynHfs2uQjRe/erc+bF4fWaAPmxcRuFwuKKWwsrJSVmWpyjnI6o/dKj2y6RSi1A/nyB4cDLJlRh9KrH8B2hvZ4XDsCYmRSAT37983CranK6lSaE6ns2RB0dwT2dbWhgsXLsQcIK3UYxxvv0HWPBfY7Xbj8uXLqKur23e7rNwjOz8/j/7+foRCIZw7dw5dXV0lOcG1S5got9AdHxR2d3eNntpAIICRkRGMjIzErETr8/ngdrttF5Ts1t79OKj7cKJh83oImJubg1IKL774YkxZqsbGRlvur5likLXvY09U6ifZCt/JSv2Ew+GMhtSzR9b6GGTLiF4bNhKJGL2v+pfT6YwJsltbW+jv70cgEIDP58OlS5dKPhcsvo3FMjk5iZs3b0IphQsXLqCzs3PPwS+fw3fzbT8rBBeyV9KqPbKjo6OYmJhAVVUVHnvsMeMqcLEle34O6omlnVVWVsasyBm/EI+5zI+5fq2Vy/xY6b1ZLAelRzYd80I7u7u7WF9fx9GjR/fsr5WVlUao9fl8BS3XUmx2D3P7kWlvpF0kWuE7VamfxsZGbG9vZ/Ta60E2HxfvqTAYZMtEutqw5pA4NzeHgYEBhEIhnD59GidOnLDEh3uh66HGC4VCuHXrFiYnJ+HxeNDb25v0YGa1xajMcg3Zs7OzGBgYQDgcLkivpNV6ZPXXbmJiAj6fDz09PSU/cUsWJqx2wl1uPbKpJFqIZ3V11eixNc/v0sv86MPgrHhiaaX9rNCs9r4qBqUUnE4nurq60NXVZeyv+lBk8/7qdrtj9ler1ErPRTkH2YP+2M2lfoDYEQjmUj8A4Pf7U5b6KXaP7Ec/+lE899xz6Ovrg9/vx9raGt72trfhQx/60J5t7969i7/927/FP/3TP+Hu3buYmJjYBRAA8EUAv6eU+nxRGl1iDLIHnD6UWA+xABIOp3A4HMZqtGNjY6iursaVK1dK1huVSKLhz4WytrYGv9+P9fX1jEoMWblHNtv5u5FIBHfu3MHIyAiqq6tx9epVeL3evLfLSj2yKysrGB4eBgC0t7eju7u75B/yycKhVZ4zyozD4YDX64XX68WJEycQCoUSzlfUF+zRe7/q6upKGqrKcT8r1yBrPtaZ99fjx48jFArFLBw1MTGBiYkJANgzH9yKF2KSOehhLpVye+yJSv309/cjGAxiZWXFWLjP5XLhK1/5CpRSeM1rXoOLFy9ic3PTKBdUDO985zvh9/tRW1uLzs5ODA0NJd32He94Bz784Q/j/Pnz+JZv+Ra8973v/R0AZwC8AcAbROTHlVJ/UJSGlxCD7AGWTW1YEcHq6iqWl5fR0tKCCxcuWG7YWzHmyCqljKHEANDd3Y2Ojo60JzdWDrLZtG1rawt+vx/Ly8s4dOgQLl68WLD9wAo9skopjI+PG/VwAeDIkSOW+IC30wk1e2Qz53K5YobBbW9vx8yvDQQCePDgASoqKmLm1xbrRCqenfbD/SjHurnA3iAbz+Vyobm5Gc3NzQAezgdPNGxTr7fc2NhY8gsx6ZRbmDM7aEOLs6GX+nG5XKisrMSjjz5qlK4KBAL4yEc+gps3b+JXfuVX0NTUhGPHjsHn82FiYgLHjh0rePve/e53o7OzE6dOncJzzz2HJ554Ium2Tz75JH7mZ34Gly9fBgD88R//8c9GH+OrAHwGwG+LyEeUUtMFb3gJMcgeQPrS6nqIBRL3wurbTk5OGsMn9HIyVvwAcjgcCAaDBbv9+PqoPT09Gc+L0C8QlDqYJZJpkDUvcPTII4/g+PHjBd0PSt0jGw6HcePGDUxNTaGurg7t7e24ffu2ZV7DROHQiu9L2p/q6mq0t7cbvQXr6+tGsF1YWMDc3BwArVdBn1tbjGGd5XZholyDbLbld+Lng+vDNs3hFtACsHnhqJqaGks9t/rrXY5BtpxDvC4UCqG6utpYaV4v9fP5z38ezz33HD772c/i+eefR19fH8LhMI4fP45Tp07h1a9+NV796lfjiSeeKMjip6mCa7ynnnoq4c+VUs+JyHUArwHwCgAfy0PTLItB9oDRa8OGw+E9CzrFC4VCuHHjBqanp+F0OuFyudDV1VWCVmfG6XRiZ2enILe9traGvr4+bGxsoKOjA+fOnct6UaNSrqqcSrrFnpRSuHfvHu7fv4+qqipcu3YNPp+v4O0qZfDf2NhAX18f1tbW0N7ejgsXLhiBwSon8Hbq5bRTW61MX2Wzrq4OR48eRTgcxsrKihFs9TI/gDasUw8JDQ0NZX1Smg/lGmTT9cimIiJwu91wu91GvWX9QkwgEMDi4iLm5+cBaPMWzQtHlXrEl/7ZU26vN1DePbK6SCSS8ByvpqYGTz75JJ588kkAwOte9zrcv38f3/3d343Pf/7zeN/73of3vve9AICLFy8awfZ1r3ud1eaM670+oZK2oggYZA8Qc21YfShxsg+olZUV+P1+bG5uorOzEzs7O1hZWSlyi7NTiDmySilMTEwYQ0svXryIjo6OnNtn5SCbqG07Ozvw+/1YWlpCU1MTLl26VLQFjvR52cVmXsTKvAq1ufyOFTAcktPpNHphAcTUrl1aWoop8+P1eo2g4PF49n2CXm7Brtwery4SieTtBDz+QkwkEjEuxAQCAUxPT2N6Whvl6PF4YhaOKmaNbuBhT3Q5XgBij+zD8jup6PNpDx06hN/6rd+CiCAQCOD69ev43Oc+h89+9rP4/d//fXzgAx/A0tJSkVqenogcBfCNADYBfKHEzSk4BtkDIFFt2FRDiUdGRnDnzh04nU709PSgra0Nfr/fkivumuW7x9PcI11bW4ve3t59rUxXzMWospEsyC4tLcHv92NnZwcnT57EqVOninoSV+we2Ugkgrt372J4eBjV1dW4du0aGhoajN/vp0xRoVipLakwdBdHZWUlWlpa0NLSYgzrNM+v1Rct0cum6EGh1Ktv20G5BtlCLnDlcDiMed7Aw3qf+sUYc73P+IWjCh2yIpFI2Qa5cu+R1c+ZM3n8GxsbaG5uNt4jjY2NeNOb3oQ3velNAIDp6WncunXLMr2xIlIF4C8AVAH4H0qpQImbVHAMsjaXzVDinZ0dDAwMYGFhAQ0NDejp6YHb7QbwsPyOlVdtzGdQXF1dRV9fn9Ejfe7cuX0f1K3aIxu/arFSCsPDw7hz5w4qKirw6KOPGgvPFFMx58iae56bm5tx6dKlPUPb7NIjy9BIQOywzs7OTkQiEaytrSUs86P3funzazM51pVbsCu3x6srZqBLVO/TPLc2foSBHmzzMcIgXrZzgw+Scu+R1R9/pkE21SJPbW1taGtry1fT9kVEnAD+HMArAXwYwLtK26LiYJC1sXS1Yc0WFxfR39+PnZ0dHD9+HKdPn96z5D6gvcGtepXO6XRCKbWvsK2vUjs0NAQRwaVLl9De3p6X9lk1yJpf293dXQwMDGB+fh5erxe9vb2orq4uSbuK1SMbCATQ19eHnZ0dnDp1CidPnky6cjdg/SBrReV6Qmgl+qqxDQ0NMWVT9GBr7v3SV5fNpMxPuby25RpkS3nxuqqqyggCSilsbm4avbXLy8vGCAN9BW/zwlH7Vc49suUeZLPpkd7Y2DA6fKws+pg+BOA7APwNgO9WdjmB2CcGWRvKtDYsoB2w7t27hwcPHhhLjSfqfdPf0JkOtygF/aAbDodzmk8TDAZx48YNzMzMoK6uDr29vfB4PHltn5WD7MbGBp5//nlsb2/j2LFjeOSRR0r6QVboHlmlFEZHR3H79m24XK60Pc/Z1tstNDsFWcA6FwBIE182ZXt7O2Z+7fLyMh48eBCzuqy5zE+5vp4MsqUhIvB4PPB4PMYIA/PCUfPz8zEreOv7rNfrzWnhqHIOsuU+tDjTx69fXNnPlLNiCIVC+K7v+i4AeCuAvwTwn5RS1pvnViAMsjaTTW3Yzc1N9Pf3Y3l5Oe1CPvob2ion8Ynsp43mxa2OHDmCs2fP5v0g7nQ6sbu7m9fbzAd93xgZGYHL5cLly5fR0tJS4lYVtkc2FAphcHAQMzMzqK+vR29vb9qrquyRzZ0VToQpterq6pjer/X1dSPYmleXra6uhs/ns8ycr2Ip11VsrRroHA6HURbl2LFjMSt4BwIBTE1NYWpqCgBQW1sbs3BUJp/tVn3cxcAe2cyC7O7uLoLBoKWD7O7uLt7ylrfg4x//OAB8EMD3KaWseyJfAAyyNpFNbVgAmJmZweDgIMLhcEY1Qc09slZl7pHNlFIKY2NjGBoagsPhMBa3KlT7rHYhIBQK4fbt2wC0YVwve9nLLDNMplA9suvr63jppZewsbGR1fxnqy32ZLcTaqs8b5SeeXXZrq4uIyTowVYPCABw//59rK2twefzHegyPxxabG3xK3gHg0Fjbu3S0hLGxsYwNjZmDJ3Xe2zr6uoS7rPlHGTZI5vZ49/Y2ACAvI7cy6ednR28+c1vxic+8Qm8/e1vxwc+8IGyC7EAg6wtZLOgUzgcxtDQEMbHx1FTU4OrV6/C6/WmvQ87BNls2xgMBjE4OIjZ2VnU19ejp6enoAckqwXZtbU1vPTSS9jc3AQAdHR0WCbEAoXpkZ2ensbg4CCUUuju7kZnZ2dW7QGsE8js1CNL9mYOCSdPnkQwGMTo6CjGxsYQCoUwOjqK0dFROBwOo8xPoRbhKbWD9nhS0decsGOgq6iowOHDh3H48GEA2tB588JRy8vLGB4ehtPpNFZO9vl8cLvdxmdPuQY59shaN8g+++yzePbZZwHAWKzvhRdewFNPPQUAaG5uxrvepa3h9EM/9EP4xCc+gebmZr1s5C8mOH5dV0pdL0LTS4ZB1uISDSVOdvBZW1uD3+/H+vo6WltbceHChYyHh9khyKaqhxpvZWUFfX192NraQldXF86ePVvwg7aVguzExARu3rwJEcH58+dx8+bNUjdpD71HNh89ApFIBLdv38bo6Cjcbjd6e3tRX1+f1W1YMcjG7096XcaamhpLlVRh6D5YKioq4PV6MTY2hrNnz8Lj8cSEBL1m4v/P3p9HybLd5aHgFxk5j5WVNY+nqk6docasuudcIWkZDRYSD+hn0ZYbaDBgt7F52Ka1oNdTY4MsY9HGPFnG/cx6NrTdyEZe0AgENpJAkuFeCXSvBKrKrHk4Nc85z3NE9B95dpzIrKyqHCIjIyviW+usK9WQtSNj54797e/7fT+9Xl9SXyunOVkrlKjI3qdrNhqNGBgYwMDAAN//k8zVcDiMQCAA4NWczeVyooRGtSMYhlFsD12geiKbSCQAQFJrscfjwWc+85mSr+3v72N/fx8AMDo6yhPZg4MDAEAgEMAv/uIvAsA/u+Fl32jOaOUBlcjKFLX2hj09PcXm5iYAYHp6GkNDQzU9nNqByFZTIysM+KFpGm63G319fZKMTw59ZBmGwcbGBs7OzvjeuAaDARsbG7Ih2QRC4tjIRiqTycDj8SASiaC7uxtzc3N11ffJLewJKCXV2WwWHo8H4XCxLZzdbucJhBR9F1UoC0KSc1Obn3A4DJ/Ph6urKwBF5UIYwlNPKF+rcJ9IXbW4r8ocRVGwWq2wWq0YHh4Gy7KIxWI8sfX5fOA4Dvl8Hm+//XbJnFVCbbiSbdVA7YqslET2E5/4BD7xiU9U9bNvvPFG+ZeUs3gJ0D5PGQWhFiuxMImXEJd6PnT11J9KjbvGmMvlsLa2Bp/Pd61PrlTjI62QWrEZSiQS8Hg8SCQSGBgYwNTUFLRaLf9+yYmgAeLUpAaDQXi9XuRyuapqwW+DHBVZMpZIJILl5WVks1kMDQ2BYRiEQqGSvotCZUxqC7mqyN5flH+ebmrzQ0jC6ekpTk9PQVFUyWHLTbWKcoESiaxSrplY4js6Ovg5+xd/8RfQ6/XQaDQ4OzvD2dkZAMBms/HBUQ6H417aj5VsqwbkbS1WUTtUIiszsCyLfD5fVW/YSCQCr9eLdDrdcBJvuyuykUgEHo8HmUwGo6OjePz4seSbJjK+VhBZYW1ouSIvtxAjAqECWuu85TgOBwcH2NnZgV6vx/Pnz+FyuRoaj9zeJ2ItPjk5wcbGBmiaxsLCAjo6Ovg5lk6nEQwGr9nnjEYjXC6XolQGFeKi2s9BeZufbDbLt/gJh8M4ODjAwcEB3+aHHLiYTCZZESilkDohlHjNQHHOksCzmZkZ5HK5EhuysCa8PDjqPrxXDMPI+lCp2ZCzIquidqhEViaopTcs2cTv7u6KZp9th/Y7lRRZjuNweHiInZ0dfqPfqtYywhpeqR4SLMtia2sLx8fHN9aGEjVfbve2XuKYz+exuroKn8+Hjo4OuN1uGI3GhscjN0UWKLoM1tfXYbPZsLCwAKPRiHw+D6DU8knsc6Q9RSgU4lUGKZSx+7C5U1EZtd5bg8FQ0uYnmUzyBKG8zY/QRdDqwxY5fe6lwn21FlcD4XNar9ejt7eX3zuk0+mSmvBwOFzSc1muhzHVQrUWy7dGVkXtUImsDEBqNarpDZvNZrGysoJgMIiOjg7Mz8+LEljQjopsLpfD6uoq/H4/HA4H3G53S8MbagmjEgOpVAoejwexWAy9vb2YmZm5cTMoRyJbT02qMIlZ7BAvORHZdDqNWCwGhmHQ39+PmZkZ0DTNlxpUGqNGo+E3WRMTEyUqQygUuqaMEQIh1mdGDu+bCvEgxv0U1iqOjIyUHLaEw2FcXFzg4uICQNHSSeZlKyydSlQnlXjNwKt2hjddt8lkwuDgIAYHB2/tuWwwGHgbstPpbJuwM4ZhVGsxVEX2vkAlsi2GUIW9y0rs9/uxurqKXC6H8fFxPHz4ULRNfDsQWaEiGw6H4fV6kclk8ODBAzx69KjlJ4xSElmfz4eVlRUwDIMnT55gdHT01s2InBKVCWpVZM/OzrC+vg6KojA3N4eBgQFRxyMXIhsMBuHxeMAwDLRaLebm5uraaApVBo7jkEqleFIr3IyZTCae1DqdzroCepS2EVYSxLy3wsMW4FUvUEJsSS9QYZsfp9MJq9Xa9DmmRFKnVEWW3OtqyFx5z2VyGEPm7eXlJX8Y0y5hZyzLttwB0UqQeX/X/SetC9UaWXlDnp8yBaBSoNNNJJZlWezu7uLg4AAGg0GUesBytAORJWP0+XzY2NiAVqvF4uIi30eu1ZAiMEs4F4xGY9V9guVIZKtVZFmWxebmJk5OTmCxWOB2u2Gz2Vo2nmaB2OS3t7eh1+vhcDiQyWRE2VhTFAWLxQKLxVKTDdlut1f991t9AKBCXEhxP8t7gRJLJyG2pM2PTqfjSW1nZ6copQTlUCKRVeI1A6/W+HquW3gYMz4+zoedkTlbHnZGftbhcMjmwIBhmKZ8htoFhULhRtejEKq1uD2gEtkWoFJv2Js+VKlUCl6vF9FoFN3d3ZidnYVerxd9TO1AZAuFAoCiMi2mrVosNFuRzWQy8Hq9CIfD6OrqwtzcXNVzQY5EthpFNp1Ow+PxIBqNore3F7Ozs0075W5l2FOhUMDa2houLy/5ut+NjQ2k0+mm/L1KNmRCICrZkF0uF5xOp6w+byqkgZQkp9zSSdr8kJYppM2P2WwusXSKsSYokdQpVZEV87orhZ0JXQYkWb4VLoOboPQaWRIwedf7T6zFzTg4VyEeVCIrIUhdBiGxwM2BTsCrJFqWZauyjzYCubffCYVC8Hg8AICOjg68/vrrsluIm0lkA4EAVlZWkMvlMDk5ifHx8ZrmgkajkZ1idpcCGggE4PV6USgUmj7/heOR+n1KJpNYXl5GIpEoqfuVsqWNXq9HX18f+vr6SgJ6ym3IhECUW+fE6gmsQj5o9XpBFC273Y4HDx6AYRhe+WpGmx8lElklXjPQXAJvMBhK1tJUKlUSGiV0GZQHR0kFtf1OdanNao1se0AlshKhlt6whUIBm5ubODs7g9lsxvz8PBwOR1PHRzbOciOyHMdhf38fu7u7fE2H0+mUHYkFmpP8zHEc9vb28OLFi4bazLSTIiu8ZmKl7+zsbPp4WkFkr66usLq6CpZlMTMzg6GhoZLvt4JMlAf0MAxTYkMWEgiHw4HOzk4+SVnF/YNcSA5N03C5XPz6J1S+hC4CYU9lp9MJs9lc1TUokdQ1YrFtZ0ilRAtLOoaGhkpcBqRdms/nA1BM8Ra6DJrhvANedciQ4x5KKpD8ibuQSqVA03TbhHgpFSqRlQC19IaNx+PweDxIJpPo7+/H9PS0ZIEBJBVVLhAmNDudTszMzODrX/+6rMYohNiKbC6Xg9fr5a9/fn6+7rqWdkktzuVyWFlZQSAQgNPphNvtluwhIiWR5TgOL168wN7eHoxGIxYWFq4dVkmpyN4GmqZ5tQu4TiAikQj/s2tra3z/WiXXYN0HyGHu3YZKypewvpb0VBYmy3Z2dt5IEJRIZMk1K43UtMpSXcllIAyOOj8/x/n5OYCiCigMjhJLQVXqPReiFkXWarUq+r1qB6hEtokgKmw4HAZN0zCZTLf2hj05OcHW1hYoisLs7CwGBgYkfajSNC0bRTYYDGJlZQXZbJZPaCbvhVzGWA4xiWw4HIbH4ym5/kYWU41GI7v3rVyRjUaj8Hg8SKfTGBsbw+TkpKQPEKnCnoRk3eVyYX5+vuLmWi5EthzlBCKZTGJrawuxWAyBQKCiDdnpdCraytbOaAdiVynMLBaL8cRW2ObHarXy81LY5kclssqBXGqDhYeEExMTfIo3+XdycoKTkxPe/UKIbSO9wKttPXOfwTBMVanNyWRSTSxuA6hEtkkgvWELhQLeeustDA0NYXp6uuJDMpfLYX19HVdXV7DZbJifn2+JJ18ORLbcSvvs2TM+RAGQp0WWQIw6Y5Jcu7OzA61Wi9deew3d3d2ijE1u9k8hcTw5OcHm5iYoioLb7UZfX1/LxtRM8hiLxbC8vIx0Oo3x8XFMTk7euHGWK5EVgtiQ7XY7YrEY3v3ud5cE9AhtyCTopLOzs6VBJyqqg9zn3m0gwTodHR0YHx9HPp8vqa8Vtvkh9ngl2myVeM2AfIhsOcpTvDOZTElwVCQSKbHPk38Wi6XqeyjXa5cS1aY2JxKJqksTVLQOKpFtAoS9YYFXts5KHwZhP9TR0VE8evSoZSdlrSay2WwWXq8XoVAInZ2dmJubu7bYtHqMt6FRRTafz2N1dRU+nw8OhwNut1u0AAg5hj2R9+vg4ADBYBBWqxULCwstPQFt5vt0fn6OtbW1qsn6bQ9Pud1Lgkp1jMI05HA4jL29Pb6dCvmn1iDJF/dhE6fT6dDd3c0fCqbT6RKCEA6H+Z89PDxEOp1WREq3ElVooH3InNFoRH9/P/r7+3n3i1CxJfZ5vV5fUhd+G0lTFdnie3DX9ZNyBVWRlT9UIisiSBG9kMRqNBpotdpr5EuoPOp0Oln0Q22l/VSYyjsxMVFiJRaiHRTZesYntNWOjo7i8ePHoj5k5fi+5XI5AEUbudT14DehGSooy7LY2trC8fExLBYLFhYWqnJctIMiS3BTfbHBYCjZiCUSiYrtVCwWS0kaspI3WXJBu8y9emAymWAymTAwMMDPy8PDQ/j9fkQiEZ7YmkymEnt8q9cnsdEuhE5stON1C0P4iH1eGBxV3p5KqNgKbbTteO1ioxoiCxStxX19fYo76Gk33K9VuYW4rTcsTdN8D1SgaBdZWVlBKBRqOMRHTNA0zZMLqcCyLPb29rC3t1dVKq8caz0J6kktJrXRm5ub0Gg0TbPVyo3I+nw+bG1tAcCttnupITZ5FPb+rbUP7n1raUNRFGw2G2w2G0ZHR6+1UyH1YEK7p2pDVtFskHnZ2dkJv9+PhYUFMAzDK7ZnZ2c4OzsDgJI2P3a7ve3JgKrItu/9I+ukw+HA2NgYv55Wmrdkfgs7Pij1sJCErlZLZFVFVv5QiWyDqKY3rNAO6/P5sLq6inw+j4cPH2JiYkI2DxGpU4uFm3yXy4W5ubk7LYb3yVpcKBSwvr6Oi4sL2Gw2uN3ukkWzUCjg93//95HNZsGyLH7sx36s7rHJJbWY4zjs7u5if38fOp0ODMOgs7NTNp8BMd8nYWDXo0ePMDY2VtN1thORrSfxudyGnMlkSizIxIYstM2pNmTpoDSSQ66Xpml0dHTw8zKXy/FzMhQK4fDwEIeHh/zPkXnZjrV094HQ1YP7eN3l62kulyvpXXt0dISjoyN+joZCIVitVthstrabt42gFmu1ai1uD6hEtgFU2xuWKLKbm5s4OjqCwWDA66+/LklvzFogJUn0+/1YWVmpmdDLTVkUohYiK2yzNDQ0hKdPn15bWBmGwY/+6I8CKNZ4NUJk5fC+CdsJuVwujI6OYmlpSVYWRjEUWY7jcHx8jK2tLWi12muBZfW8nhJgNBoxMDDA2z2FoVFC29xNqbMqVIiB8ueQXq+/1uZHWF8bDAYBFG30wgOXZvUBFRNKO6wguI9Ethx6vR69vb3o7e0F8Kou/PLyEpFIBD6fDz6fD1qttsSG3I4HMrWgWiLLsizffkeFvKES2TpR3huWoqgbF0WKopBMJpFIJNDT04OZmRlZPuQIkW2mAsSyLHZ3d3FwcFAXoW+F/blaVJtafHZ2hvX1db7N0uDgYMWfE84RMtfqffCSEKNWqXuRSAQejweZTIavgY5GowCa3+6mFjRKZBmGwfr6Os7Pz2G32+F2u2E2m+seC1BKZOW6wRB7XOX9FguFwo2ps0JVrJb0ThXVQSnvZzWkTtjmZ2hoqKTNTzgcxtXVFS4vLwE0rw+omFBq+x0lXjepC9dqtYhEInj06BFYluUPY0jbNOGBjNPpvHcOmGqJbDabBcMwKpFtA6hEtkaQQCfyD7huJRbi7OyM37A/ffoUIyMjst0Y0DTdVLJTj5W4HHKukb1LkWUYBpubmzg9PYXFYoHb7YbNZrvx9SiKgl6v54l7Lperu5Za2LNVyvknVCdpmi4JNSvvIysHNJJanEql4PF4EIvFMDAwgOnp6YY2r/XYdVuNZo1Vq9Wiq6uLV7aFqbPkH1A8/BGmIcvxwLBd0E7zTgzUo04K2/wA4PvGk7lZ3geUzEu52DnV9jvKIbIE5NotFgucTidGRkbAsiyi0Sg/d4UHMuTnyL92Dzyrlsgmk0kAqPsgWoV0aO8ZKTGqtRIDxQfaxsYGzs/PeYI4OjraglFXD/LBZhhG9AWeWIkLhQImJycxPj5e18NT6jreWnAbkU0mk/B4PIjH4zUl9BoMBp7IZrPZuomssGerVA9vYQ1wJXVSOCa5oF5FNhAIwOv1olAoYGpqCsPDww1vDtuRyEqF8tTZeDyOYDCIUCh0TRUTpiErcePaKJRCcsSw2Wq12pI2P6TumxDbSCSC/f193s5J5mar2vwo3VqstOsGKhM5jUbDE1UAJQ6YcDhc0g9cGBzlcDjabk2tlciqiqz8oRLZKiFsq8Nx3K0qbDQahdfrRSqVwuDgIFiWxcXFhexDW4TWWGFceyOoZCUmi2W9Y2w3Rfby8hKrq6tgWbZmkmMwGBCPxwEUiazYY2sWkskklpeXkUgkbqwBlqMiW2vYE8dx2N/fx+7urijzu3ws7YJWkm6hDXlsbIxXxSrZkIXk4b7XgjUKOX0upUAzSF153bew/ZTQzmkymUrsnGI9f++CUpVJct1ytHs3G9Xc83IHTDabLXEakMAzYWmH0+lsi4T5aolsIpEAoBLZdoBKZO/ATb1hK31YOY7D0dERtre3odFoMDc3h4GBAWxsbAAoLiByXjiFiqwYSKfT8Hq9iEQi6OrqwtzcXMNWP7krskIixLIstre3cXR0BJPJBLfbDYfDUdNrCq3X7UJkCXHnOA4zMzMYGhqq+HPtrsgWCgWsrKzA5/PB6XTC7XaLWk+kKrL1oVwVS6fTJWnIwnAeYY9Q1YZcCqWpdc2+3krtp6LRKD8vz8/PcX5+DqDY5ocQ22aqXkq7xwSqIlsbiTcYDCWBZ2RNFZJboBhKSZTdVjoNbkO1hxiqIts+UInsLbitN2w5crkcVldX4ff7YbfbMT8/z8d2EwtptU2YW4V6+qDeBNJmqFAo1NV65CaQGkYpLbK1gKQDp9NpeDweRKNR9PT0YHZ2tq5TduHmupGQKymILMuy2NnZweHhYVXEXa6KbDXjSSQSWF5eRjKZxOjoKB4/fiz6fLyJyMpx8yVn0m0ymTA4OMi7Y4RpyJeXl7i4uADwqtdis8mDCnlCalJH0zQ/34BX7VIIQSDtUoS2T7EDzZSuyCrtuoHGr52iKJjNZpjNZgwNDfGlHWTuBgIB+Hw+AEVHgtBpIIfDwkKhAOBuIptKpQBAbb/TBlCJbAUIe8NWYyUOBoNYWVlBNpvFgwcP8OjRo5JFgnxgCoWCLD7IN0EMRVaoQhqNRiwuLopmtQRKybYcH0IajQbpdBrf+MY3UCgU8PjxYzx48KDujYdQ4ctkMg2NC2gekRUGeXV3d2Nubu5O4i5XRfau8QgVZ+K6aNZYAHmSw3aFRqOBw+GAw+HA2NgY8vk8XwsWDAZ58nAfeoSKBaVcd6vVSWG7FKHqVe4kIIFmhCA04gJp9TW3CiqRFe/ahaUdQqcBUWsvLi74w0JhkrfD4WhJcFS1iqxqLW4fqES2DJUCnW4isSzLYm9vD3t7e9Dr9Xjttdd4O5sQYlt2m4VGx5lKpeD1ehGNRtHd3Y3Z2VnRibuwjldu6Xksy4JlWUQiEdHqJcWyFjeTFIVCIXi9XmSz2ZqCvOSoyGo0Gv7EthzCem+TyYSFhQXY7famj0lO789NaFfSrdPpSmzIqVTqVhuynA5dmo12u5eNQk7XW656lTsJylNlCbF1Op01ub6U2IYGUK3FQPPqg8udBsLDwnA4XJLkbbfb+blrt9slmYfCbiO3QbUWtw/kxQRajEpW4psmezqdxsrKCsLhMDo7OzE3N3djoqwSiOzV1RVWV1fBMEzDKuRtENP+LCaIIkkI9rvf/W5RSLyca2Q5jsPh4SF2dnag1Wrx7NkzPhyiGshVka20oc3lcvB6vQgGg6LVe1czFkBeG+z7jnLyQHqEhkIhXlUAgNXVVXR3d6Ozs1OyDViroJTNvpzVyXInQXmqbHmbH6J62e32W69HqYSOOLqUdt2A9Pe8/LAwk8mU1NYeHBzg4OCgxAXjdDqb1hOc7G/vEkKIIqtai+UPlcii9t6wV1dXWFtbq7qVjLBGVs6oh8iyLIutrS0cHx/DaDTi2bNnfE+9ZkCoyMoFwWAQXq8XuVwOOp0OZrNZNJIjfB05EdlCoYDV1VVcXV3B4XDA7XbXHOwgR0W2krU4Go1ieXkZmUwGExMTePjwoSSbgHYisu001moh7BE6Pj6OfD6PnZ0dXF1dIZ/P88mdNE1fa6VyHzbI9+leVgM5E9lyVEqVFToJIpEIDg4OStr8OJ3Oa3OTlE0pDXItTZICJKulVfPcaDSiv78f/f394DiOd8EQciu00Atrw+ttPViOahVZUiOrKrLyh+KJbC29YRmGwfb2Nk/aqq3/bBdFtlaSmEql4PF4EIvFGgo0qgVyUmSFrVf0ej2eP3+O7e1tUTeAQkVWLmFP8XgcHo8HyWQSIyMjePLkSV2bgnZQZE9PT7GxsQGNRoPFxUX09PRIOhZAeYRCrtDpdLBarbi6usLCwgIoiiohD4FAAEBxoyZMQ5aqlUqz0A7ETgy0E5Eth8FgKCEHyWSyYpuf8rlJ9jxKg5KJrJyunaIoWCwWWCwWDA8P8xZ6otb6fD5cXV0BKIb2CS309a6rah/Z+wdFE1mWZZHP56sKdEokEvB6vYjH4+jt7cXMzEzVHyRh2JOcUQvhvry8xNraGhiGwZMnTzA6OirJA1Euimwul8PKygoCgQCcTifm5+dhNBpvrbGsB3KzFp+fn2N9fV2UoCNyYCQnokbGw7IsNjc3cXJyAqvVioWFBcktRu20wVQa6a5Uw0haqYRCoWutVDo7O+FyuWCz2WSzibwLSrmXBO1MZIWgKApWqxVWqxUjIyO3zk2tVguWZREKhdDR0dE2c7NRyInMSQ05d88QWugfPHgAhmEQiUR4tfbs7AxnZ2cAiinzwuCoaq+JYZiqbOXEWmyz2Rq7KBVNhyKJbK29Yc/OzrC5uQmO4zA1NYXh4eGaHnbtoshWo3YKVWmTyYTnz5/X3Bu1EchBkQ2Hw/B6vchkMhgbG8Pk5CT/UCTtd8SC2ES23s2p0EJuNpuxsLAgygJfTUqwlCD375vf/Cai0Sj6+vowMzPTkmAxpZHDdoawRcrExATy+TxPHEKhUIkNmShicu2zWI52J3bV4r4Q2XJUmptE8bq8vATHcfB4PLyVnszNZtUoygFKJrLtdO00TcPlcsHlcgEoCgjC2vDj42McHx9Do9GUBEfddmBYLZFXFdn2gSKJLICqrMT5fB7r6+u4vLyE1WrF/Px8XZv3diOyNymKyWQSHo+nLlVaLLTyveQ4DkdHR9je3gZN0xWtphqNRtSxiVUj24iNN5PJYHl5GdFoVPT7TvoCywX5fB6FQgHRaLSpoWXVoJ2I7H3d8NYLnU5X0kpFmIYstHoSuxzZgMkpib0d5p2YIAGP9x06nQ49PT3o6elBJpNBIpHA2NgYTw5CoRD/c8JDl0ba/MgNSq0NBtqLyJZDr9fzcxcohq4Key9HIhEARaeBMDhK2D6tWiKbSqWg0+lk3TJTRRHyeWpKCEJcb7MXRCIReL1epNNpDA0N4enTp3XbMdot7KkS2bm4uMDa2hpYlsXTp08xMjLSkod+s/uh3oR8Po+1tTVcXV3BbrfD7XbDbDZXHJ+cFdlaxxYMBuHxeETpiVsJclFkySEF2cQ9f/6cPwVuFdqJyBK001ilQqU6MKHVk9jlhO0oOjs728qGfB+gFCIrBMuyoGkag4ODGBwcBMdxJW1+hDWKZrOZn5sdHR2yOnSpFe1M5hoFwzBtX7dPYDKZYDKZMDAwUFIbTqzIJLfAYDDwroR8Pl+1InufXQn3Ce27EjWIm5QgYUsRmqbhdrvR19fX0N9q5xpZhmGwubmJ09NTmM1mzM/PS2olLkcramRjsRg8Hg9SqdSd4UbNJLJShj1VCrIifeHEhBwU2UKhgPX1dVxcXECn0yGfz7ecxArR6vdHhbgot3rmcrkSGzJpRyFMnG2FDfm+Wm1vghKJbPk1k8MUu91eUqNI5ubp6SlOT0/b/tCFEHgl4r6S+Eq14aR9WjgcLum9rNFosLOzw6/DlQ5lksmkpLbiz33uc3jzzTfh8Xj4PJ4f/uEfxm/91m/d+Dvf+MY38MlPfhJvv/02MpkM0un0CoD/BOB/5zhO3sqZiFAska2EbDaL1dVVBAIBOBwOzM/PV1TdakW7WIuJUk3GKQy4amWtoBBSvpccx+H09BSbm5ugKArz8/Po7++/9XfugyKbz+exsrICv99fEmTVDLRakU2lUlheXkY8HudDe0gQSqvRTopsO41VbtDr9ejr60NfX9+tibP3SRGTI5RKZG8jNeU1iqTNT6UeoO3Uguq+krlqIOewJzEhbJ8GgO+9vL6+DgD8oQxQDOT7q7/6KwwPD+N973sfzGYzUqlUiSW52fjkJz8Jr9cLq9WKoaEhbG1t3frzf/iHf4i/+Tf/JoxGI37gB34AnZ2d+NSnPqUH8G8AvBvA35Ji3HKA+iR8iUAggJWVFeRyuWsBPo1CLkm7d4HYrRmGKUmnrSfgqlmQylpcKBSwsbGB8/NzWK1WuN3uqk7naJoGx3GibYqkJrKxWAzLy8tIp9MYHR3F48ePm/rAb6Ui6/f74fV6wTAMpqenMTw8jLW1NQDy2NTeRA5bPS4VzUO5qsAwTIkNWaiIORyOEkWsWfNCKfNNDp95qVFr+51KbX6ENYpCK6ew9ltudYZKJrJKvXbSe5kkIz958oSft8FgEL/8y7+MUCgEvV6Pubk50DQNrVYLhmEkOTT8N//m32BoaAgPHz7Em2++ife97303/mwsFsNP/MRPgKZpvPHGG3j27BkA4FOf+pQbwJ8C+AhFUT/IcdxvN33gMoBiiaww/GZ3dxcHBwfQ6/V49uwZ32RczL9FPhByh0ajQSQSweXlJcxmM9xuN+x2e6uHxUOK1OJEIgGPx4NEIoHBwUFMTU1VfYIpJIxinHqKFfZUTWox6ZlKUZQolvpq0ApFluM47O3t4cWLFzAajXj27Bl/ait8n1q9qW0nlbOdxtpOEKYcA7hmQ45EItjf34dWqy0J5hHDQaHEe9nqz7zUaCT0SHjoIqz9JsT24uICFxcXAIrJr2Ru1tIqpVlQKpkjreVa/f63EkSRFjphWJbFF7/4RfzxH/8xvva1r+Ev//IvEY/HAQC9vb14//vfj7/+1/86PvCBD2BiYqIp68RtxLUcn/vc5+D3+/GjP/qjPIkFAI7jMhRF/TyA/wHgfwGgEtn7jlQqBa/Xi2g0iq6uLszOzjYtmY+madkT2UQigUKhgHw+j/7+fkxPT8vOvtZsdVuoRM/MzGBoaKim3xeOT4yHhViK7G2pxcI6aIvFgoWFBclqQ6RWZIW26c7OTszPz5e8x3IiZHIaiwp54DYbciAQgM/nAyCuDVkp5E4Oh1dSg2VZURPoSc3h+Pg43+aHEFthqxShm8BqtUr+viuZyCo5sfkmIq/RaDA1NYWpqSn8zM/8DAqFAl577TXodDo8ePAAX/jCF/C5z30OADA6OsqT2ve///3o7e2V/Dr+9E//FADw3d/93ZW+/TUAKQDvoijKwHFc/RvHNoG8WIqEuLy8hMfjAcMwkrTZoGla1mFPpBaU4ziYTCbMzc3J8qHeLEWWYRhsbW3h5OSkoT6pYlufmx32lEql4PF4EIvFWlIHLaUiG4/Hsby8jFQqhQcPHuDRo0fXHuhyIo9y/PzdBDm9b0rBbTbkYDDYsA1ZafeyVpvtfUAzybuwzQ9QbJUirK8Nh8PY29uDTqcrqa9tVh4DASEzSiRz5FmrxGsHXgkgd4kMNE3D7/fjQx/6ED73uc8hm83irbfewle/+lX8j//xP/Cbv/mb+E//6T9hYWEBS0tLUgy9BNvb2wCAR48eXfsex3EFiqIOAEwDGAewKengWgDFElmKoqDT6Upshc2EXBVZYS0oiRq/qa+uHNCMsCcxyVwziazYNbJ+vx8rKysoFAota6mk0WgkOeAh7aMA3Bra1Ui/XbFxGzlUGslQcTeENuSHDx/ywTzlNuRa+4PK9VnQDCjpWgFplUmTyVSxzU84HIbf7y9xExBi24zeymTtVCKZq5bI3VeQ5/pd18+ybElqscFgwHvf+168973vxSc/+UlEIhG8+eabLXsOR6NRALitg0j05X87JBhOy6FYItvX1wen0ynZYqbVahtS1JqBeDwOj8eDZDKJgYEBTE1NYWlpCZlMptVDuxFiE42rqyusrq6CYRhRyJzYRFbsGlmWZcFxHF68eIG9vT0YDAa8/vrrcDqdDY+1HjRbkWVZFjs7Ozg8PKxKaZeTsnjTWOQwtnIojQC0A8qDeRKJRMX+oBaLpcSGTDZ5cpxnzYQSrcWtuubb2vyEw+FrvZUJsbXb7Q3v2ZSsSir52oFXLTDvuv50Og2O42CxWCp+v6OjA3/jb/wN0ccnIsiHWhGLuGKJLCDth1lOiizHcTg7O+ODfYS1oHIaZyUIk5UbgZDglAf+NAKxrc9iK7KFQgHf/va3EQgEKtaISo1m1shms1l4vV6EQiF0d3djbm7uznqwakKxpIacxnIX2mmsSgJFUbDZbLDZbBgdHb3WH/Tk5AQnJyegKAodHR3o7OxEPp/nf1cJUCqRlQOpKW/zIww1C4fDODw8xOHhId/mhxDbetqjKJnMqYps8d7fpfKnUikAuJHIthpEiSXKbAWQhNYbf+A+QdFEVkrIhSAWCgWsr6/j4uKiYlsZMUhis0HTdENEMZ1Ow+v1IhKJoLu7G7Ozs6K1B5BrjSx52F9eXoJhGIyPj+Phw4ctf5g3S5GNRCLweDzIZDJ4+PBh1UmD7aDIyhHtNFYVN/cHFZIHgvX19aptyO0MJRJZudYFl4eapVIpfl6Wt/kR1tdW8xxXMpFV8rUDr4j8XdefSCQAQLLQy1rx+PFj/NVf/RV2dnbw2muvlXyPoigtgDEABQD7rRif1FAskZV68ZZD2FMsFoPH40EqlbqxrYxcCPdtaIRsC+tCHz16hLGxMVHngtipymIoshzH4eTkBEDxQbawsNCSpL1KaIYie3Jygo2NDdA0jddeew3d3d1V/66cCNlNY8nn88hkMrJ9yKpoP1SyIW9tbSEej1dlQ74PUCKRbYdrpigKFosFFouFb/MTi8X4Q5erqytcXl4CeNXmx+l03jg/lUzmlK7Ikuu/S5GVO5F9//vfj89+9rP44z/+Y/zQD/1Q+be/E4AZwNeUkFgMKJjISg2apluWlkeIzNbWFiiKwtzcHAYGBmQ3zmpRD9kurwt9/vw535tRTMgt7IlhGKyvr+P8/BwA4HK5ZENiAXEVWWEbIavVisXFRZjN5prHA8gr7EkI4UGMsMWK0+mUxeZEDgcAKhoDsSFbLBYkEgn8tb/21yrakEkbFZfLhc7OTj4ssF3RDqROTLRrKxaNRoOOjg50dHRgfHwchUKhJAm5vM0PUWxJWreSiaySrx2oXpFNJpMA5Gst/shHPoKPfexj+O3f/m3843/8j/leshRFGQF88uWP/R8tG6DEUImsRCAnQAzDSLqIFAoFrK2t4fLysqKVuBzCGk+5LnYajaYmoiGslXS5XJibm2uaRU5OYU/JZBIejwfxeBwDAwPw+Xyyu6diKbLpdBoejwfRaLShHshyVGRJQNf+/j52d3dhMBjQ29uLSCRS0mKlo6OjZaRCSQRASaAoClqtFl1dXejq6gIAZDKZijZkvV5fkoYsVrmGVGhHUtcIyBrX7p9drVaL7u5u3nkjnJ/EikzSup1OJ3+4qaR7TaAS2eoUaVIjK6Ui+wd/8Af4gz/4AwDgHQZvvfUWfvzHfxwA0NXVhU996lMAALvdjt/4jd/ARz7yEbz3ve/FD/7gDxJhxgPgMYDPAfgdyQbfYiiWyLbCWgwUP0hiNSC/C0Ir8dDQEJ4+fVpV/yygOE4p+4nWglpqZEOhELxeL7LZLCYmJvDw4cOm3nu51MgK05inp6cxNDSEN954QxYETQgxFNlgMAiPx4NCoYAnT55gdHS07nssp7Ancg0Mw8Dj8eDq6gpOpxMzMzM8wSC1jcFg8BqpIKS2s7Oz6WtOu2+GVVzHTZ8Bo9GIgYEBDAwMlLRRucnm2dnZCYfDIQvHwG1QmiJ7X0lN+fwUpnUHAgH+uvf395FIJHibvFT7slZCtRZXd/2tsBZ7PB585jOfKfna/v4+9veLZa6jo6M8kQWAD3/4w3jzzTfxS7/0S/i93/s90m0kD+BnAPy/OTlsYiSCPJmKRKAoSrINK/ngSFEny3Ecjo+PsbW1BY1Gc2vfzHI0o0+r2NBoNHyi5k3gOA4HBwfY3d2FVqutuVayXrQ6tZhlWezu7uLg4ABGoxHPnz/nE+5qVbKlAFFk69lEchyHw8NDbG9vQ6/Xi2IXl6Miu7+/j2w2i5GRETx58gQsyyKXy4HjuGu1jfF4nCe1FxcXuLi4AFA8we3s7ITL5YLNZmva5lUO75sK8XDXZ7K8jUqhUCixIQttniQNWa42ZKUR2fuiyN6GSmndp6en2NvbA03TfJsf4NUa6XQ64XA47h3BB+7v4UW1qJbIEmuxlET2E5/4BD7xiU/U9Dvvfve78cUvflH4pVkxx9QuUDSRlRJSEcR8Po+1tTVcXV3BZrPB7XbX5PMXO6yoGbhLkc3lclhdXYXf70dHRwfcbjeMRqMkYxNbkRWO+y4iK7RQd3V1YW5ursTe1+yerfVASBxr2VAJLfMOhwMLCwui3GM5EVmiruZyuZIWWTeNTUgqxsbGkM/n+dqxYDDIt7DQarVwOp28YivVZ0NFe6Gez0C5DTmdTpfYPEOhEAB52pCVSmSVRGpomubJyeTkJBwOBz8vQ6FQSZsfcvDidDplefBSD1RFVr5EVkX9UImsRBDWyDYL0WgUHo8H6XQaIyMjePz4cc0LVjsosreFPQnbrjx48ACPHj2S9EHdqtTicDgMj8eDbDZ7Y7sZuSqyQG2b5mQyieXlZSQSCQwPD+Pp06ei3WM5EFniJtjZ2QFQtBQRElsLdDodenp60NPTU9LCIhgMIhgMwu/3AwDMZjNPautNopXD+6ZCfjCZTBgcHMTg4CBYlr3Rhmyz2UpsyK0gV0ojsuRZoKRrBkqvW6/Xo7e3F729veA47trBSzAYBFB68OJ0Otu2DZWqyNZGZOUa9qSiFIomsq2wFjeDIHIch6OjI2xvb4OmabjdbvT19dX1Wu1AZCsRMqGdmqbplrWYEbvG8q6wJ+G9v8tCLUciKww0qoZA+Xw+rKysgGXZEpWyGeNpBYRKs91uRywWE01pFrawYBjmxiRaokS4XC6YzWbFbXRVFCE2sSMpsg6HA2NjYyVps6FQCEdHRzg6OipRwzo7OyWbg0ojskqwFlfCTWSOoiiYzWaYzWYMDQ3devDSrm2oVEW2NiJrs9maPiYVjUPRRFZKNIsg5vN5rK6uwufzwW63w+1219xyRIh2IbIMw/Abj/LNf6PvQaNjA5qjyJaHPZVf98LCAkwm061ju6u2WGpUS/yF7ZOMRiMWFhb42t9WjKcZSKVSWFpa4pXm4eFhfOMb32jKWGiahsvlgsvlAnA9iTYUCuHFixcwGAw8qXU6nTcGoqiKrIpaUZ42m0qlSogtUcPIHGx2cJnSiKxS1blqr7vSwUulwz+KouBwOPj5Sdr8yBFKvecEDMOAoqiq2++o1uL2gEpkJUIzwp6ENloSBNPoAiV2WFEzQMZIEgmXl5eRSqUwPDyMJ0+etPS0Uao+suS6k8lk1dctVqsbMVGNAprL5bCysoJAIACXy4X5+fmm1dS1ipAFAgF4vV4UCgVMT09jeHiYf5hWgtgbJWHSJ1EibgqNIjZku90u2w2bisYhNbEjapjQhlxpDjbLhqw0IqsqsrXNm0ptqIQHL5FIBPv7+3wGAZmjtx0uSw2VyDJV7Q9VItteUImsRBBT6SRprTs7Ow1bicvRLoosAJycnGB7exsURWFubg4DAwMtHpk0qcUXFxdYW1sDx3GYnZ3F4OBgVa8lR2vxXQpoLBbD8vIy0uk0xsbG8OjRo6ZuvKQmssLkZYPBgHe84x3o6OhoyVgIhErE+Pg48vl8iVJ7cHCAg4MDaLVafrMmp7ZFKtoflebgTTbkctJQ7/qgNCKrVFIj1nUbjcaSxPhEIlESrkcyCIxGY0l9bSvb/JB9ndLuOUEtRNZgMMi2BaWKUij6Lkn50BIr7EmYyOtwODA/Py+qjbYdiCy5b5ubm7BarXC73bI5OWu2IruxsYHj42OYzWa43W7Y7faqX0vOqcWVxnV+fo61tTVQFCXqYU0145GCkDEMg7W1NVxcXFRM15aLXVen05UEoiSTSX6zFggE4PP5+J+9uLiAVqtti76hKu6GXIhdeXBZeShPIBAA0BhpUBqRVRVZ8cicsM3PyMgIGIZBNBrlie35+TnOz88BtDbYjGVZaDQaxd1zglqI7H1JqlYCFE1kpYQYBDEcDsPr9SKTyWB0dBSPHz8WfRGUe/udRCLB933r6enB3NycrE7NxA4LommaT2nmOA77+/sYGBjA7OxszSe77aLIsiyL7e1tHB0dwWKxYGFhQbKDCqnIYyqVwvLyMuLxOIaGhjA1NVUxfESKsdQCiqJgtVphtVr5DVskEsHZ2RkCgQCfiKzRaEqUMjU0qv0gp3knRKVQnlgsxhNbIWkgvUGJFf6u56WS5qiqyDbvumma5ufdxMTEjY4CqfsrV0vk7itUIns/IR8GcM/RSI0sacexu7sLrVaLxcVF9PT0iD1EAPJWZImlljyIJicnZUViAfBBAmISRr1ej3Q6DaDYimVmZqauBVaORLac+GezWXg8HoTD4ZYcVEiRWhwMBuHxeFAoFDA1NYWRkZFbf16uhAJ4FRpFURQCgQAmJyeh0WiuBfYIlbLOzk7ZfW5VVEY7bOQIGejo6CixIZP6WmFv0PLDFSFURVYZaAWBv8lREA6Hr/VXFs5Rsdv8EEVWqWBZtqp8jVQqpbbeaSMoejch5QJeL0EUBt04HA643e6mhgfIkciyLIutrS3eUtvX14f9/X3ZkTICkqrcKMgBhvAEcWBgoO55K8ewJ6EiK+yFOzk5ifHxcck3Wc2s9SStkra2tmAwGPD666/D6XTe+PNyVGTvgk6nQ19fHx/YQ5SyYDDIK2UURfFKmcvlknXKp5LRTvNOiJv6J1eyIQv7JyuVyCqN2LRaib6tzU84HIbP58PV1RWAYpsfQmw7OjoaPgBUuiJbKBTu3D+T8hmVyLYPFE1kpQRFUbxFtFqEQiF4vV5ks1mMjY3xakczITcim0ql4PF4EIvF0Nvbi5mZGb4mT85EttGxCdsq3dVLtpZxcRwnqw0bGcfFxQWOjo6g1Wrx7NkzPhmyVeMRexMvrId1OBxYWFi4sz9sOxHZSvOpXCnL5XIVQ6N0Ol2JWiu2CqGiPshpnagX5f2TWZZFNBrl5+DZ2RnOzs7464zH44hGo7DZbPee4JFnVLvf41ohNwJ/W5ufcDiM09NTnJ6elhwAkjY/tV6DqshW168+mUyiq6tLcZ+NdoVKZCVEtUSW1EK+ePGi6VbicogdVtQIfD4fVlZWwDAMnjx5gtHR0ZIeYHIh2+VolMjG43G+pdDo6CisVitvPWqUyALVL+ZS4vDwEDabDQsLCy3rAQw0hzym02ksLy8jFovdWA8r1VhaCb1ej76+PvT19fGn3sT+KVQhrFYrv1nr6OhQ9MZLhbggtdtOpxMTExPI5XK8Dfny8hLxeBzf/va3Zd1CRSwo1VpM9g1yve7yNj/ZbLbEUSBMjSdzudrEbjk++6UCx3FgGKaq50kqlWrpPkRFbVA0kZV6IauGyGazWaysrCAYDFZMMm026lGOxQbLstjd3cXBwQGMRiOePXvGtyQB5N/rthEie3Z2hvX1dVAUhfn5efT395coVLlcru5xCes/5fAwS6VS2NvbAwC4XC4sLi62fFxik8fyetjh4eGq1512IrK1jlUYGjU6OgqGYUpaVxwfH+P4+Bg0TaOjo4O3gDbSXkVF7bjv77Ver0dvby+6urpweXmJvr4+2Gy2ay1UTCZTSRryfajxbrXFtlXgOK6tknsNBkNJmx+SGk8OYIRtfoSHL5XCIBmGaVoPdrmDuNGq+ewmk0nZdMJQcTfafzVuI9A0fWvYUzAYxMrKCrLZLMbHx/Hw4cOWPGRaSWQzmQy8Xi/C4TC6urowNzd3beGVuyJL03TNRJZlWWxubuLk5AQWiwVutxs2mw1A5V6y9UBOansgEIDX60U+nwdQDLFqNYkFxAt7IvWw29vb0Ol0eP78OTo7O+saixJA03SJCpFOp3m1lmzYgNK6xvtCKOSKdjhAEQvkWvV6PYaHh3kbMrF4ltuQ70ONt1IV2Xa215anxgut8uFwGBcXF7i4uABQbPNDiC1ph9bO194oqu2hyzCMWiPbZlB3ARLiJoLIcRz29vbw4sUL6HQ6vPbaa+ju7m7BCIsQK6yoVgQCAaysrCCXy90a9iO3Ot5y1KrIptNpeDweRKNR9Pb2YnZ2tmSDfp+ILAmw2tnZgcFgwKNHj7CzsyObTbMYKijDMFhfX8f5+XnV9bC1jkVum0+x1WOTyYShoSE+DOWmukaHw8ETCqvVKrv3pd2hlPezEqnTaDS8ugXgxhpvrVZbUuMtpYOqEShVkWVZ9t7Ma6FVHsC1Nj/E2ULyCvL5PFiWvRf177WC7BfvOjBPpVIAoBLZNoKiiazUH2StVnvNGiq0EjudTszPz7f8QajVaiUliUIir9fr8fz5c7hcrht/Xg6E7DZoNBpeabwLRJksFAoldcBCiBn2BLROaSkUClhdXcXV1RU/1+PxeEvHVI5G3yNhPezg4CCmpqbqVprbyVrcTFSqayTWz1AohEgkgv39fT40iii2SrXQiQUlzbtqrrVSjTchDIFAgA8hNJvNJTXecnUNqIrs/YMwsRsA3+aHKLakO8Cf//mf866Wdjp8aQS1ElnVWtw+kOcKe09RrsgGg0F4vV7kcjlMTExgYmJCFguslIpsLpeD1+uticjfhxpZIXm/qxXLfVBkE4kElpeXkUwmMTIygidPnkCj0SCZTLZsTJXQCHkMhULweDzI5/N4+vQpRkZGRNkktgOhkJJ0lxOKRCJxY2gUIbUOh0MWa2u7QSkkp1ZSV27xZBimxDUgTJolrgGSNCuX91Ru6b1S4T4T2XKYTCYMDg5icHAQDMPgzTffhN1uh0ajKVkryeELOTCU6+FLI6iWyCYSCQAqkW0n3L/ZKmMQIstxHF68eIG9vT3o9fqWthupBJqmGyJM1ULYN7SWmmC518jeRWSFvYGdTifcbvetLUfECntqFZG9vLzE6uoqOI7D3NwcBgYGro1JLmStHkLGcRyOj4+xtbVVdz2sWGNRGiiKgs1mg81mw4MHD1AoFEpCo46OjnB0dASapnn1weVy3csUWrGhpHnXqDpJ03SJDVmYNFvuGhAG8rRSCVNq+x0lEVkhyBx3OByYnJwEwzAlNeBitvmRI1Qie3+hElkJQYjst771LYTDYXR2dmJubk52to56wopqAcdxODw8xM7ODrRabc01we2syEajUXg8HqTT6ap7A4ulyIoVZFQtOI7Dzs4ODg4OYDKZsLCwALvd3tIx3YVax8MwDDY2NnB2dga73Y6FhQVRSRJFUW1BKORCurVaLbq7u/n1JJVKlVjrAoEAgFcptC6XS9b2z1ZDKSRHbJttedJsIpGoaEO2WCwlNmQpA+9Ua7GyUF4TTdM0XC4XX8aVzWZL6mtJDbjwENDpdMJsNrflnKmWyBKXmFoj2z5Q9NNb6g8jUdPC4TAePnyIiYkJWS4IzUwtzufzWF1dhc/ng8PhgNvtrnnjL/ewp5sOAk5OTrC5uQmKouB2u9HX11fV67WjtVhoGb8pfVo4plYTIIJaCFkmk8Hy8jKi0SgGBgYwPT0t+ka0XYisXGE2m2E2m0tCo4gNuTw0itiQ1dCoIpQ075pJ6oSuAdJqSqiEnZyc4OTkBBRFoaOjgye2zZ6HSg57qtSa5r7jLiJnMBhKSjZuOgQ0GAwl9bXtkkWg1sjeXyiayALSbBRZlsWLFy/4U9haSEwr0CwiK1QjR0dH8fjx47oeou0Q9iRMBhSqdlarFQsLCzWd9gkfFJlMpqFxAc1/36LRKJaXl5HJZDAxMYGHDx/euCGTmyJbLbEOh8NYXl5GPp+/MaRLDLQLkW0H4lee8FnJ/knKPYQptO2yUVNRP6RUJyspYcJ5GA6Hsbe3x4eXkX+3lZ/UA1WRVRZqObigKAoWiwUWi4VvRRWLxfg5KmzzY7Va+TlK2vzIEaq1+P5C8US22RD2RTWbzUilUtfslXJDORFrFBzH8WqkRqNpmMiTMclVkRWSIZJiG4/HMTAwgKmpqZptjGLXyDaTGJ2dnWF9fR0ajQYLCwvo7e299eflYkkluGs8wrms1Wrx7NmzWxO2xRpPu0Au97EalNs/4/E4X1t7dXWFy8tLAMV+jMSG3E7X1yiU1KKjlaTuJhtyMBgsCeQR24asZEVWadcMVE/kKoG07+no6MD4+Djy+XyJq0DY5kcYbiYnd0ut1mKVyLYPVCLbRPj9fqysrCCfz2NychI0TWNra0u2BIxAaN1ttHasUChgfX0dFxcXsNlscLvdDdceUBTVVPtzoyAPyaurK6yvr4NhGExNTWF4eLiuRb0drMUsy2JzcxMnJyewWq1wu91VPQjkpq7fRmRZlsXGxgZOT09hs9mwsLAAs9nc9PEoiTy1CiTgxG63l4RGERsyCY0Sfrb7+vrU0Kh7Armok5VsyMK6RWJDFoMwyOWapYZSiayYBxc6na4kiyCdTvPzNBwOl7gKhPW1rVwv1T6y9xeKJ7LN2CiyLIvd3V0cHBzwrVU6OztxenoKoEju5AyxiGw8HofH40EymcTQ0BCePn0qmu2kmhY3rQLZGHi9XhiNRjx79gwdHR11v57cw54ymQw8Hg8ikQh6e3sxOztb9byRa41s+XskrIft7+/HzMyMJBaqdiGyclPWG4UwNEpYL3Z2doZUKsUHoQh7hjqdTtna6uqFUkiOXEkdTdPo6uriuxpkMpmKNmShHd7pdFZlQ1bb7ygLjSiyd8FkMsFkMmFgYODWcDMSskfmqZQhe6q1+P5C8URWbKTTaXi9XkQikWshN+RDK1clkUCMMCViMQWA2dlZDA4OijI2gmYnK9eLXC7HWxKdTicWFhYarrET/r7cFFnSOzWXy+Hx48d48OBBTZtBudXIViJkwjZR9Vxjo+OpRA7ltuG+zxDWi7Esi729PTx9+hTJZBLBYJBvW0FUMhIaZbFY2vo+3ZdDiWogVyJbDqPRiIGBAZ4wEDt8KBQqscNXU7eo1PY7HMcpkshKZSW/KdyMKLYkZA9ASZsf0t+2WajVWmyz2Zo2FhXiQiWyIsLn82F1dRWFQgGPHj3C2NhYyUNC7mm7BI20t2EYBpubmzg9PYXFYoHb7W7KgqDRaGT3PkYiEXg8Hj6QaXp6WpSgGDlaizmOw9HREba3t6HVavH8+fO6akXlpsgCpeTx5OQEGxsbfD1sK/o931avK5dN6H1TZO+Cw+FAf38/Hj58iGw2y1uQiUoGFA+gCKnt7Oxsy6RUucyvZqNdiKwQlezwN9UtCtOQyQGLEgkdyf5Q2nUDr/adUl97ebhZLpfj18lQKITDw0McHh6CpumSeSp2m59qr19tv9N+UDyRFeODwrIsdnZ2cHh4CKPRiMXFRT4ZU4h2I7K1jjOZTMLj8SAej6O/vx/T09NNs47ISZHlOA7Hx8fY2toCTdMYGhrC6empaJt6uYU9MQyDtbU1XFxcNNw7VW6KLPDKtr6+vo6TkxPJ6mEr4SZFVimEsR1gMBiuqWSE2ArTPYn64HK5YLPZZL+ZVtIca0ciWw6tVltiQxbWLZJ/AHgbMqkFVBKUaqcGXj1jW13+oNfrr7X5EdbXBoNBAMV1ldTXipEezzAMaJq+8zOutt9pPyieyDaKVCoFr9eLaDSK7u5uzM7O3viBIwtIO9XIVovLy0usrq6CZdmGgo2qhVwUWWGYld1uh9vt5u2GYpEzOSmyqVSKT2EeHBzE1NRUQw9GOSqyABAMBpHP59HX14eZmRlJa3mEUGtk2wtClWxsbAz5fL4kNIqoD1qtFk6nk1dsjUZjq4deEe1M7GrBfSCy5SivWxS2T7m6uuKv+Vvf+lZJGvJ9JnlKTWoG5HntwrIN0uubzNNwOHzNLk+IbT2p3SzLVvU7iUQCJpOp5YRfRfVQiWwDuLq6wurqKhiGqap2rl0UWbLQVTNOlmWxvb2No6MjmEwmuN1uOByOZg8RNE0jn883/e/chmQyieXlZSQSiZIwK2ItFOs+y4XI+v1+eL1eMAyD6elpDA0NNbzxk5siG4lEwDBM1Z/pZqMSkb1Pm+37Dp1Oh56eHvT09PDqAyG1wWAQfr8fgPitVcSAkg4l7iORFYKiKDgcDjgcDoyNjaFQKGB5eRnJZBIMw5TYkIUqmNj2zlZDqXXBQHPDnsSCsM0PAD49nii2JLWbzGcyT2022533lGGYqkh8Mpls+3wDpUElsnVASN5qSaW9b2FP6XQaHo8H0WgUPT09mJ2dlawOrNXtd4gCzXEcZmZmMDQ0xH9P7FAlscKe6iWNHMdhb28PL168gMFgaDiFuXxMclEdT09P+YAysuFrNdrlYaoqsndDqD6MjIzwISiVWquQWjGXy9VSMtEu808sKOV6tVotdDoddDod3vnOdyKdTpfUeAvtncKUWTEyH1oJOaqSUqEdr12YHg+8Su0mxDYSiWB/f593uJC5WqnUqdouHKlU6t4d4Nx3KJ7I1jpZU6kUPB4PYrEYenp6MDMzU/Xi3i6KbDXjJD1yC4VCS5SrVrXfEdZDm0wmLCwswG63Xxsb+Vkx0EpFNp/PY2VlBX6/H06nE263u6rWDrWAoqiWKrIsy2JrawvHx8ewWq3I5XKyCeaRC8lXIT7KQ1DIJi0YDPIbNXJ4REit0+mUbG4qad7dd0W2EoRtaEwmEwYHBzE4OAiWZUvSkIV13jabrSQNuZ1IEdCeZE4stIMiexfKU7uFbX6EDheTyVTSv1an0/E1snchmUyq9bFtBsUT2VpweXmJtbU1MAyDJ0+eYHR0tKYH332okWVZFi9evMD+/j7fI7dSsFWz0Yoa2UwmA6/Xi3A4jO7ubszNzVXcVDaTyIoR9lTtuOLxOJaXl5FKpfDgwQM8evSoKRsAjUbTsk1zNpuFx+NBOBzme+D++Z//uWw28e1CZFVFtnEIN2mETNwUGkVqa+12u6LIV7OgRCJ7U+o5aSNFXCn5fB6RSISfi0dHRzg6Omp6ymwzoGQie9+uvVKbn2g0yiu25+fnOD8/B1BcMzOZDEwm0619hDmOU4lsG0IlslWAYRhsb2/j+PgYJpMJz58/r6sOVKPRgKKotlFkywlPJpPBysoKQqEQXC4X5ufnW2Y1IqnFUrUgCYVC8Hq9yGazmJycxPj4+I1/t5H2RZUgtiJbDdm4uLjA2toaAGB+fh79/f11/9270CqyFo1GsbS0hGw2W9Iuq5XEuhy39ZGVyxhViA8hmRgfH0c+ny9RHg4ODnBwcACtVssTCZfLJapbQk7tnZoNpRLZakiNTqfj7Z0cx91pQ5baOVAL7huZqwWtar8jFWia5tdCoHjoL0ztZhgGiUQCX/va1+B0OnnFtrweNplMore3VxZrwRe+8AX823/7b7GxsYFgMIj+/n689tpr+Jmf+Rm8853vbPXwZAPFE9m7JmsymYTX60UsFkNvby9mZmYaWqC1Wm3bEFnhOIPBILxeL3K5HB4+fIiJiYmWftCF6mIzrTIcx+Hw8BA7OztV9xKVa41sNeMSWqfNZjMWFhaa3hi8FTbx09NTbGxsQKPR4LXXXuNrcAD5kUQ5jeUmqIpsc6HT6dDb24ve3l5eNSCkNhAIwOfzASiGRhG11uFwNLw2ymEzJwWUSGRZlq35eimKgtlshtlsvpYye1O7KeIckAOBUjKRJUqkUua4Xq8vWTPfeOMNWK1WGAyGkgOYj3/84xgcHMR73/tefM/3fA9SqZQsesh+7GMfw6/8yq/A5XLhwx/+MLq6uvDixQv84R/+IX7v934P//k//2f8yI/8SKuHKQsonsjeBqJKsSyLp0+fYmRkpOFFoNUhRdVASGQ5jsP+/j52d3eh1+urInJSQKh6NovIFgoFrK6u4urqCg6HA263u6p+qbWkPlcDsRRZEqx0E2nMZrPwer0IhUK3WqfFhpQ1suX1sAsLC9ceWq2u2RVCTmNRIQ9QFAWr1Qqr1VoSGkWsn2Il0CrpUEJJ10pQrSJ7G4Qps8Q5QFSwYDDIt5uiafpaGE8rCJVKZJV33QQcx8Fms+HJkyd86cbZ2RkA4Mtf/jK+9KUv4WMf+xj6+vqwu7uLL37xi3jPe97TElJ7eXmJT33qU+jt7cXKygp6enr47/3Zn/0Z3v/+9+PjH/+4SmRfQiWyFcAwDLa2tnBycgKz2Yz5+XnRWsq0E5HN5XL49re/jUAgAKfTifn5edn0OxSSxWaQrXg8Do/Hg2QyiZGRETx58qTqh4Bca2SBm4lRJBKBx+NBJpORXHGXyspbqR62UoqhnBRZOY3lNijllF+OKA+NElo/CaEAijW4QutnNQmeSrmv5DOmpI0+y7KiPzvL202V25ADgQCAV3NRGMYjBZRMZKsNO7qPKA+6EpZu/Pmf/znC4TC+/OUv46tf/Sr+5E/+BJeXl/je7/1e6HQ6vOtd78J3fdd34QMf+ACePXsmyXt4dHQElmXxjne8o4TEAsD73vc+2Gw2PthKhUpkrz2ok8kkPB4P4vE4+vr6MD09LeoiS9O07MOeyCJ/cXEBhmEwNjaGyclJWS3+YtehCnF+fo719XVwHIe5uTkMDAzU9PtyTS0GKtt4T05OsLGxAZqmsbi4eG3hbDakUB2j0SiWl5eRyWTurHGWE3mU01iqQTuN9b6iPIGWWD+DwSAfgEJRVEloVKU+jEq6l0q0Fje7BrqSDZmE8YRCoWthPOSQxWazNW2voWQiq2RF9q7EZqfTiR/4gR/Ahz70IfzO7/wO/s7f+Tt4z3veg6985Sv46le/ijfffBM///M/j46ODrz//e/Hj/zIj+D7v//7mzbeyclJ6PV6fOtb30IgEChxQX7ta19DPB7Hhz/84ab9/XaD4omsEEICMzU1heHhYdEXepqmGyYjzQTHcTg6OgJQXPhaQWyqgdj2XaDUdtpIfWi7EFmWZbGxsYHT09MbbbZSoNmK7NnZGdbX16HRaKqazxqNRjaHTUraWKsQH+XWz1wuV6LW7u/vY39/HzqdjlfIOjs7RW+xJXcoibQTSE1siNXd6XRiYmLiWhiP0IYsnIvVlPNUCyUTWVWRvbv1UCqVAgD09fXhx37sx/BjP/Zj4DgOq6ur+MpXvoKvfOUr+NKXvoRHjx41lch2dnbiX/2rf4Wf+ZmfwdTUFD784Q/D5XJhb28P/+2//Td813d9F/7Df/gPTfv77QaVyKI4yTc3N3F6egqz2Qy3232tN6hY0Gq1/IdFbsjn81hbW8PV1RUoioLL5ZIliQXEV2QzmQyWl5cRjUYbDvUSe2xihT0Br0hjOp2Gx+NBNBpFf38/pqenq7IaNgPNUh1ZlsX29jaOjo5gsViwsLBQVay+nFRQOY3lNqhhT+0BvV6Pvr4+9PX1XevD6PP5cHV1BQCwWq0oFArI5/OKUHJURVZ6lIfxpFKpG3uCCm3IjTynlExkmx2MKWdUS2QTiQQAlOwTKIrC3Nwc5ubm8LM/+7PIZrNIp9PNG+xLfPSjH8WDBw/wd//u38Vv/MZv8F9/+PAhfvzHf1y2e/NWQPFENpVK4e2330YikZBkQy/XGtlYLAaPx4NUKoWRkRF+QyNXiKnIBoNBeDweFAoFPH78GA8ePGjoAS/nGlmNRoNsNou33noL+Xy+rn7IYqMZLalyuRw8Hg9CoRB6enowNzdX9edaTuSx0lhSqRSOjo5gNpvR1dWlOPVMhTgo78NYKBQQiUR4IsFxHKLRKL7+9a+jo6ODtyGbzeZWD110KJXIyoXQURQFi8UCi8WC4eHhazbks7MznJ2d8ZZ4YRpyPQFmcrluKcEwTMvaJbYa1RLZZDIJALceeBsMBkmeub/yK7+Cf/JP/gl++qd/Gv/oH/0j9PX1YWtrCz/3cz+HH/7hH4bH48Gv/MqvNH0c7QDFE1nywZ6ensbQ0FDTH2SkRrbVp6EEHMfh9PQUm5uboCiK7xkaDAZlSbgJKrUIqhXliczPnz/ne5A1ArmmFnMch0KhgFQqJer1NgqNRoN8Pi/a68ViMSwtLdUdXCWnpOByIhsIBPhDFwDY3t6G1WotabnSik2aqsi2P7RaLbq6uvh6rDfffBMmkwlGo7GkXYXRaOTnW6MKmVygRCJbT/sdqVDJhiy0xAv7KJenId8GpSuySrxuoHYi2+r2O2+88QY+9rGP4fu///vx6U9/mv/64uIiPv/5z+PRo0f41//6X+Mnf/InMT4+3sKRygPt/wRqEDqdDu9+97slW9ClaBtTLQqFAjY2NnB+fg6r1Qq3282fRMlVOSZoVPXM5/NYWVmB3+8XPZH5rjY3tUIMIlsoFLC2toZcLgeapvGud71LVgnUYhGg8/NzrK2tgaKouuu75aTIAsVNNqld39ragsFgwMzMDBiG4QnG0dERjo6OSurLXC6XbO6xivaE2WzGzMzMrQqZw+Hg55vVapUtOboNSiSycjlMrwbllnjSR7nchmw2m/n1r6Oj49ohC3kmt8t1iwmVyIqjyEqBP/qjPwJQTCguh9lsxuuvv47Pf/7zWF5eVoksVCILQLr2H0CpkthKIptIJODxeJBIJDA4OIipqamS8dA03bCNtZlopA41FotheXkZ6XQaDx48wKNHj0Rf4CulA9eLRolsMpnE8vIyEokE9Ho9dDqdrAiOGKSfZVns7Ozg8PCwpnrYSpByPbgL5L1ZW1vD2dkZHA4H5ufnQdM0OI5Dd3c3APD1ZcFgsGRjZ7FYeJLR0dHRtI2MqsjeT5D7epNCRnrXRiKRktAooti2i5VRaUSWHI61I7Gp1EdZeMhyenqK09PTkkMWksxNnjOtFhFagVbvOVuJRmpkWwGyz7upxQ75erusr82GSmQlBjkhbKXaKUxnnpmZwdDQ0LWf0Wg0baHI1jrG09NTbGxsgKIouN1u9PX1NWN4ohJZ4WJVKBRqOln1+XxYWVkBy7KYmZnB2dmZ7FKzG1VAc7kcvF4vgsEguru7MTc311DLLDkpsizLolAo4OzsDAMDA5iengZFUXx5AoGwzQXDMCW1jicnJzg5OQFN07wNz+VyiZoGquL+4bbPQKXQKEJqhaFRNpuNJxKtsr1XAyUSWeB+XK/QhQIUSYAwDZkcsmi1Wv5ZmsvlFEUC2vngQgy0m7X4r/21v4Z/9+/+HX79138d/+Af/AMMDg7y3/vSl76Ev/iLv4DRaMS73vWuFo5SPlCJLKTduIpR21kvGIbB1tYWTk5O7mwvI3drca2KrDCZutxG3azxiUVkKYqCwWDgCWg2m72ThHAchxcvXmBvbw9GoxELCwtwOBy4uLiQDUkjaEQBFarrExMTePjwYcObM7kQWaIyACgJIbtrXtE0DZfLBZfLhcnJSaTTaZ7UhsNhBAIBAK9seEStrfSQj2QiSOQTsOqssOltoDWVNwL3YUOs4jqqua/C0KgHDx6gUCjwRKLc9i7Xg5T7ROyqwX2uFTUYDBVtyGT9A4BvfetbJTZkp9N5r9XKaoncfUW1SjzpKNJqRfYjH/kIPvCBD+CrX/0qnj59iu///u9HX18fNjc38Ud/9EfgOA6//Mu/DJfL1dJxElAUpeE4jn35vykAFPn/UkAlshKDfJCk7lOZSqXg8XgQi8XQ19eHmZmZW0M6xCRizUAtimyt1y7W+MR8/2ohssL6X5fLhfn5ef70WexxiYF6rcUXFxdYXV0FRVFYWFhAb2+vaONpNZEltb7kFH1sbKzu1zKZTBgcHMTg4CBf60gsyMSGR/qNEgJsMplQYAtYulpCgSmA4RiAAsxaM6x6K+x6O6z6Irm16F6dXrf6fVMhHuq9l1qtFt3d3RVt78KDFJPJxFuQK9UzSgmlEVmlXG+5DXlzcxMXFxcYHh6+0YbczrXeN+E+H1xUg3arkdVoNPjiF7+IX/u1X8Nv//Zv4/Of/zxSqRQ6OzvxPd/zPfjpn/5pfPCDH2zpGIUQkFgrx3EJAFwZue0F4ASQAnAqNslViazEaIUie3V1hdXVVTAMg6dPn2JkZOTORZoosnINhKhWkfX7/VhZWUGhUKj62sWA2Nbsautk4/E4lpaWkE6nMTY2hsnJyZKHl5wSeQlqJdccx2FnZwcHBwcwm81YXFwU9cHTyveI4zhsb2/ztb4Wi4Xf+IsBYa3jw4cPkclkSkhGKBTC7u4ujEYjLulL5PV5dNg7Xg4OSOVTSOVT8CV9/GtSFAWLzoL91D4KiQJcKResOitMOvkobirqgxhrpdD2LjxIKScSHR0dvEImNZFQCrEjUGobGrKfmZycBFB8lgrTkMtrvcm/dm9xpnRFttYa2ZucilJCp9Phox/9KD760Y+2eii3gqKoDgD/K4APAshTFHUI4NMcx/0lRVGdAH4IwP8JwCCAAIAvUBT1WY7jLsQag0pkIe3DS8oaWWEAjtFoxLNnz9DR0VHV78opXbkS7joQEFprDQYDXn/9dTidTsnGJ3ZgkLCe5yYiK0zsvan+V46KLHmvqjk0Ebse9rbxSI18Pg+v14tAIMBf29bWVlPHYjQaMTAwgIGBAbAsi1gshmAwiI3zDexc7QAANJQGZosZdpsdVpsVRoOx5D5xHIdELoFAPgA2wYK5KH4mtRotbHobrHorr97a9XboaHHvl4rmoBnzTniQAlwnEuFwGHt7e9Dr9SVEotn1jEojskpN7y3PlzAYDOjv70d/fz9f603morDWm4TmEfeAHPdEt0FVZIvPpLuun1iLW10j2y54aSP+3wH8sODL7wAwR1HU/wTgJwD8UwAJACcAZgG8B8D7KIr6v3EcdynGOFQiKzGkUmQzmQw8Hg8ikQi6u7sxOztb02ZAaN2V46J9m7U4l8thZWUFgUAAnZ2dmJ+fl/xEVezeqMLxl6dJsyyL7e1tHB0d3alQypHIChNvb9tYCdXm8fFxTE5ONmUjVu14xEQikcDS0hJSqRTGxsbw6NEjvo2TVKSa2ItpM41dahdT3VOIJ+KIx+JIJ9I4T5wDF8WTYkJqbVYbvz6Uv1cFtoBwJoxwJlzydYPWwNfc2gy2O+tvVbQOzZ7/5UQiHo/zDoGrqytcXhb3OTabjbch2+32pqdv33cojbgT3BaUKKz1Hh0dLQnNC4VCfGheq90D9UAlsgwoirrz+uUS9iR3CGzDPwrg/wLgzwB8EoAPRfX1lwD8KoBFAL8J4D8DCAIYA/CPAPxPAH4AwL8VYzwqkZUYUtTIBgIBeL1eFAoFPHr0CGNjYzUvtHJIV74NN/WRjUajWF5eRiaTaSrZqWZ8YtfIEggV2Ww2C4/Hg3A4jJ6eHszOzt6qUNaifkqFalq3XF5eYnV1FQCamjZdPh4p3iO/3w+v1wuWZTE3N4eBgYFrPyPVWFiOhefKA47jivY6Zyc6nZ2gQCGRSiAeiyOeiCMYCiIYChZtxWYLrDYrOI4DW0XpS7aQRbaQRTAdfPXFW+pv5TJPlYRWOBIoioLdbofdbi8JjSI25MPDQxweHpak1HZ2dooSGqU0YqdUYlNL4r8wNA8AX4ZBnAPEPdAONmTVWlydIJNIJGCxWBT7PtUAslB+L4o88p9yHPf2y6+tUxT1PgAfRpHA/iTHcUR9WaUoag3AVwH8XymK+l2O484bHYxKZCHtw6uZimy5nfb58+d8JH2tqLe9jVTQaDSgKIofH8dxODk5webmJmiaxuLiInp6elo2PrHDsioR2XA4DI/Hg2w2i8nJSYyPj985l8l9lRORFY6pHBzHYXd3F/v7+3cmbYsFqXqichyHg4MD7OzslCRL3zQWKe7XZmATiVzi+ljBwW6xw2K2oA99yBfySMQTRcU2HkciWfydWDSG45NjXtnQ0lU+Ym6pv7XqrLxyazfY1fpbCdHKNUIYGsVxHB8aRRRb0kuxmvTtu6A0Iqu06yWohciWQ1iGIXQPlNuQrVZrScspOZAipR5cEFRLZJPJJMxmswQjujd4CmALwC4AUBRl4DguC2ANwHcB+CzHcTmKojQAOAA6juP2X5LZDwAwijEIlchKjGYR2Ww2i5WVFQSDQVHstK1sE1QtiOrJMAzW19dxfn4Om82GhYWFli9GzVRkM5kMjo+Psbm5Ca1Wi9dee41PCL0LZOPSyANdbAjHJISwZrSrqwvz8/Oi18PeNp5mElmGYbC2toaLiwt0dHRgYWGh4udVKlINAFfJKxzHjm/8PkVRxUcRAJ1Wx9c6chyHdDqNF3svoKE1vFoBFEmGzWaD3WaHyWSqeePMcRziuTjiuXjJ14X1t+S/av2teJBb+jRFUXz42fDwMBiG4dtTladvOxwO3oZssVSn6MvtepsNpRIbsZ57ldwDQhvy8fExjo+P+XINQmyrnY9iQ1VkqyOyqVSqZfeozUAWTAMAPwBiMSX1dOmX/z0ESlKN84KvGwGIQjBUIisxmmHZDYVC8Hq9yGazovXSrLVPaytA0zRyuRzefvttxONxDAwMYHp6WhaLtdhEVljfvL29jVgsVhdpv8mS3UpUGlM8Hsfy8vK1mlEpcBOxFguZTAZLS0uIxWIYGhrC1NTUrXVbwM1qtWhjKmSw4lu59WcKbKFoKCr7sxRFwWw2g0Kx1cXg4CASiZc25HgcV1dXuLq6glarhdVq5etrddr6SadafysN5LqhE9qLHz58iGw2y1uQifUTKB4ACm2fNx2EEceDXK9XbKiKrLjQarXo6upCV1cXgFIbMvkHQPIQMwKlHlwQVENkSc/hVrfeaROQXUASgAWviCwn+C+HYl3sq196tWkhBCglxmBUIisxxKyRJdbE3d3dmpW5u9AOiizHcfyGZXp6GkNDQ7J5MDdTkb24uMBrr71WF2mXM5Ela5yU9bDVjEdMhMNhLC8vI5/PV9UOSor5zHEcvD5vkajeAR2lQ56rHGJGFFstrUWHowMdjg5wHIdMNsOT2mg0ikgkAqDYR9Rus8Nmt8FsMotyrWr9rThoN4XSYDCU2D5jsRhPIC4uLnBxUez0YLfbeRuyzWaTZamFFFAqseE4TpKD7ko2ZHLQIgwxk8qGrCqyTFUOxWQyiY6ODkWtBfVAQEj3UGy7Uyj7+n8F4AUQveElJlBsxZMUYzwqkYW0p5Ji1Z7mcjmsrq7C7/ejo6MDbrcbRqModnMA8iayLMtid3cX+XweGo0G73jHO67VFrYaJFRJTCsTQW9vL2ZnZ+uat3IksuQ6GIbBzs4O9vf3YTKZsLi42JJ+bs2y856enmJ9fR1arRbPnj3jQ0RaMRYh9iJ7CKVDVf0swzHgwIFCdXOPoiiYjCaYjCb09PSAYZiiWhuPIxaP4cp3hSvfFWiahs1qg81ug81qE9dCrtbf1o123NBRFAWHwwGHw4GxsTHk8/mKoVFarRZOpxMulwuFQqEtr7VeKFWRZRhGMhWUQGhDHhsb40PMbrMhu1yuostFpPuj1IMLglpqZAcHByUY0b3BFoD/M4rpxG+RL3Ictwlgs9IvUBTlBPA+AEt4ZUFuCCqRlRgURYGm6YYIojCZ98GDB3j06JHoC5RciWw2m4XX60UoFAJN0zCZTLIjsUApYWzk3hDVncTCA4DD4aj7AddMtbFekGtZX19HOByGy+XC/Py85BuO8vGI9R4J2yNZrVYsLi7WXMPdrPsVzoSxG96t+udZjgVN0ZXTialiKNRtoGmaJxkcxyGbzfKkNhqLIhKNAABMRhNPas0WMzSU+Bswtf72ZshpfWgUOp0OPT096Onp4UOjCKkVhkYBwO7ubtv2Cq0F5P4qjdhwHNfyaxaGmAFAOp0uscSHQiG8ePGixBbvdDobeh6qRLa2GlkVVeNfAvj/AijpB/uyvyxFamPL8H0oWor/kBPpQaMS2RZAq9XWRRA5jsPx8TG2trZA0zQWFhbQ29vbhBHKk8gKU3ofPnwIv98vq/EJIYbyWSgUsLq6iqurqxLiI2y/UyuaXf9ZD0i/3XA4jLGxMUxOTrb0gSsmkc3lcvB6vQgGg+jp6cHc3BxfJ18NmnnwkGfy8Pq812pe7xwTpamqzc5doCgKRqMRRqMR3d3dYFgGyUSS713r8/ng8/lAa2i+Z63NboNe19wDjtvqbxPBBELpEIYTw+jWdKv1t20GYWjUyMgI3yt0Z2cH6XSa7xXaTHVMDiDr/326pmogp5BDApPJhMHBQQwODoJl2ZI05MvLS94Wb7PZSmzItVyHkq3FHMepNbINgqIoE8dx19RTjuOSKNqLy79OamTLX4dCUcX9OwD+UqzxqUQW0i/m9SiyhUIBa2truLy8hN1uh9vtbmoyr5za73Ach6OjI2xvb5fUAodCIeRyubtfoAVolMgmEgksLy8jmUxiZGSkpLdoI0RWbtbiq6srHB4eAgAmJycxMTHR2gFBPLIfj8extLSEdDrdcAibkMiKtV6tBdaQztfu7CmwhYpktuGAOQ3NW/AwUJznsXis2OYnVqyvxVmx/oy097FYLE1RayshW8ginA3jMneJ9cA6DHHDva2/VYr1lPQKtVgsKBQKeP78Oa/UVlLHXC4XnE6nJOnpzYRS7m85WJaV9TWT1G1iixfakIPBII6OjnB0dASapkvSLBUYSQABAABJREFUkO86aFGyIkuu/S4iWygUkM1mVSJbBoqiugD8vwD8/UZf6yXBFY3AEqhEtgWgabqmsCdhguvw8DCePHnS9JM1uSiy5QR+YWEBJlOxhk3sXq1iopHU56urK6ysrIDjOMzOzmJwcLCk/rkR8i4XIivseazT6cCybN09j8WGGIosuYdAY4FVzaqRPYmd4DJxefcP3gBhKx4hxBynwWBAt6Eb3V0v1dpkEol4ArF4DH6/H36/H7SGhsVq4YmtQV9/y7G6oNbf3guQsCdhSA9Rx4gNmYRGkZpHQiLsdrusyVElKJXYyFGRvQ3lNmRhL2VS9w3cnc6tZEW22msn5Vutbt0oQ7gA/D2KouIcx/0sRVFUrZZgiqI0N9iMRYFKZFsAmqZ5O+VdOD09xcbGBiiKwtzcXIky10zIof2OUJUcHh7G06dPSx5CGo2m5UT7JtRDGDmOw+7uLh92tLCwUFSnUJpa3O6KbKFQwMrKCnw+Hzo7O9HX14eNjQ3Z1OU1YuflOA77+/vY3d2F0WjE4uIifw/rQTOIbCKXwEZgo6HXYDm2ptCnRkFraNhtdthtdgxgANlclie1yUQSsVgMQPFzIlRrW2X7vS/1t+1G0OpFpdRioTo2Pj6OfD7Pk4hgMIiDgwMcHBxAq9XyBMLlcjXUv10qKFGR5ThOFjWyjcBsNsNsNmNoaAgsy96Yzk1syC6XC3a7XbEHF0DtRFZVZK+BLGj/6KXF+KeqIabCOtlmklhAJbIAWmMtzmQyt/4MwzDY2NjA2dkZrFYr3G63pB+wViuyFxcXWFtbK1Ely9FoaFYzUas1W1hL2dXVhbm5uZJwh/tCZIWHEySo7OrqqqVjKke95FHoHnA6nVhYWGg4sEr04CmOhdfnbbjGleM46DS6kpY9FCqrtM2AQW+AwWWAy+UCy7FIJVOIxWOIx+MIBAIIBALQUBperbXb7NDr9S3fuN/V/9ZueGVPtuqsLSXiSkI17Xd0Oh16e3vR29vL19MJA6N8vqIib7FY4HK5+NAoOZIHJRKb+3bNpI67o6ODP2gRpiELbcharRYURSGdTsNkMrV8HZQS1RLZRCIBQCWyFRAG8CaA9wD4+y8V2f/lNjJLURTNcRwDgKMo6gmAfo7j/qxZA1SJbAtwV9hTIpGAx+NBIpHAwMAApqamagqIEQOtIrLChFez2Qy3232jokVa3MixB2AthFGYQj0+Po7Jyclr1yMkRGIQ2VZsVH0+H1ZWVsCybIm7QIoWM7WgnvGk02ksLS0hHo9jZGQET548EbXtkljvzXZwG7FsTJTXksv90lAaWK3W4gakH8jlc4jHi31rE/Fiq59znEOv1/Ok1mJtnVpbCXLtfyu3dbVZqPUZQlEUP+dIaNRNLVWcTmfVtYxSQYmK7H0jsuUoT+cWpiEHg0FwHIe3334bRqOxJA253eu970K1NbJEkVVTi0vBcdwJRVE/COAzKPaM/YmXZPYny3+WEFiO4xiKosZQTCj+cQB+AH8mILiiQiWyL0FRlGQbs9tqZIVK5PT0NIaGhlrysKEoSnLrbiaTgcfjQSQSQU9PD2ZnZ29dZIX2Z7nVflRLZM/OzrC+vg6Kom5NoRZLkW1FajHHcdjb28OLFy9gNBqxsLBQ0jJJbi2Ban2PQqEQlpeXUSgUMD09jeHhYdHHUu3Xb4M/5cdh9LDBEb0CwzGloU9VtN+RAnqdHq5OF1ydL9XaVIontsFgEMFgkE+vtdvssNqsMBqM8tvUt7D+Vi6fRanQ6GEoTdPo6upCV1cXgNKWKoRIAOBJBAmNkvqAmkCJ7XfuO5EVgqKoEhuyx+NBLBbD4OAgQqEQzs/PcX5+DgDX6r3v2/tD9rB3XZdqLa6Ml8rrFUVRPwbgPwD4n1EksyzHcT/18meEBHYCwN8G8AEA3wFAA+AL5OWaMUaVyLYANE2D47iS4AGWZbG1tYXj4+M7lUgpxykVkQ0Gg/B6vcjlcnj06BHGxsbu3FgI7bvtRmSF99tisWBhYeHWBbRdrcXl9bBut/ua3VZuLYFqUUGPj4+xubkJnU6H58+fNy2wqlFikS1kseJbEWk0ryBWK55mQUNpYLVYYbVY0d/Xj3w+z7f3iSfiRTvZRVHNsNvssNlssFqtsltPhJCy/lZ25L5JENvVU95SJRaL8aFRhESQ0ChiQ7bZbJK930psv6MkIlsOlmWh0+kwMTGBiYmJknrvUCiEw8NDHB4egqbpaw6CdgfZw951aKQS2crgOI4VkNmfAJAD8BEA/+ClAPhTLwnsIwA/CeB9AGZRJLAAcAHgy+TlmjFGlci2AELbrkajQSqVgtfrRTQaRW9vL2ZmZmRh95BCkeU4DgcHB9jZ2YFer8fz58/hcrmq+l05BFLdhNvGJlSee3t7MTs7e+ci245ENplMYmlpCclkEqOjo3j8+HHFTUSr63bLUY1CzLIsNjc3cXJyApvNhsXFRT5NW0yIZS32+rzIMeK3qiqpkZXQ1VIvdDodOp2d6HR2guM4pNIpntQGQ0EEQy/VWrOl2LvWZoPJ2B41ZWLW38r9PoqNZpanCGsZJyYmkMvlSkjE/v4+9vf3i3NTkDzbzNAo1VqsLJSnNZfXewvTkEOhEAKBAICig4ActLTSQdAIqlVk1RrZm/GSzFIcx/kpivpJAAUAP4iiMtsJ4BJFG/EoAPJgWQfwJQB/BODPX75OUwhF+83KJkHKTRhZDEhdzcrKChiGwZMnTzA6Oiqbh0uzFdl8Po/V1VX4fD50dHTA7XaXtJmpZnxA61sEVcJN5CwUCsHr9SKbzVatPAPi18g2mzQK62FvCusqH5NcNs93kcdcLofl5WWEw2H09fVhZmamaQ94MYjsfmS/tPZSZGg12hJC2y4ghNVitqAPfcgX8sWa2sTL+tpkApeXl9BpdTyplcthSy1opP5WLs+iZkPKnAW9Xo++vj709fWB4zgkEgnefuzz+fjwO6vVytuQHQ6HqARMiaROiddMcJtrjZRZWCwWDA8Pg2VZRKNRntSenZ3h7OzsWtspm83WFu9ltWFPqVQKgFojexNIyx2O40IURf19FNXVHwLwYRQtw0R9+zaA3wHwpxzHLUkxNpXItgDkA/XixQucnp7CaDTi2bNn6OjoaO3AytDMPq3C3ri3qXW3QW5KnhDlqcUcx+H4+BhbW1vQarU1Kc9A+yiy5e1nyuthK6GdrMWxWAxLS0vIZDKYnJzE+Ph4UzfAjRLZaDaKndCOmEO6BmItljK1uBnQaXVwOp1wOp18WAqxIYfDYYTDr5TOQDAAZ4ezfRNA76i/1XN6XGQv4Mg40Jvvvff9b1vVloWiKL5d1OjoKAqFAiKRCE9sSWiU2JZPVZFVFoi1uBqQgDKn08k7CIRBZsK2U8I52QxHkhhQ2++IC4qiZgD8ExQVWA6vSOw+gE8D+ALHcUcvf1YDFBXdZo5JJbItAFlQT09PK7ZakQtuC6VqBMKAo/n5efT399f1OrW2uJESQsLIMAzW19dxfn4Ou92OhYWFmhd9IZHN5eq3iDYzIbhQKGB1dRVXV1dwOp1wu91V2ePkmlpcTqwvLy+xuroKAFhcXERPT49kY6nnvSmwBXiuPE1/X1mOBU3Jt6a0HgjDUnp7elFgCkgkEvD5fEin03yLH61WC6vVyodG6bStLwlpBKT+NpvL4iRzgnw4D9+xr+3639YDOZA6rVZ7LTSK1NaGw2HRLJ9KJHVKvGaCRnJE9Hr9jTZk0noKKNaFC9OQ5WJDVtvvNIaXZFQH4BmKBPavo8gdyQdJhyKhHQZgEZBYHcdxeSnGKI+ZJgNI9RALBALY398HAAwNDWF6eloWD9BKoGm6IfWvHMK6wmoCjqoZHyBvIpvJZPD2228jHo9jcHAQU1NTdT1Q5K7IJpNJLC8vI5FI1Nx+Rm7Kejl55DgOL168wN7eHsxmMxYWFmCz2VoyllqwEdhAKp8Se0gVQVFUMbVYJocRYkNLa9Hh6EAum0M6ncaD0QfIZrOIx+OIRqOIRCIAips5u80Om90Gs0kerVbqwsvbSL0MmWyX/rf1Qo4t3IDifBoaGsLQ0FCJ5TMYDJZYPh0OB29Dtlqtd16LEhVZJSY1E5TXyNaLchsywzB32pBdLpekQWblUBXZhvEeAL8I4N0v/z+LIon91suvHwH4dQDvBPDPKIoyA/hFjuPyt/WaFRMqkZUIwhYk5KSqt7dX1g8SMWtk0+k0PB4PotGoaHWFciNAQpCxHR4eguM4TE1NYXh4uO77LWci6/f74fV6wTAMZmZmMDQ0VNPvy1WR5TiuJHXZ5XJhfn5eUvdEve/NefwcZ/GzZgypIgpsgSc9SoDRaITD4UBPTw8YhkEiUexXG4vHcOW7wpXvCjRNw2a1wWa3wWa1ySLAr1bctV7dVn9r09v4f1a9VdL+t7WCZVnZjo2gkuWTkNpQKIRIJFISGkUU20rrlRJJnZIVWbGIbDlomuZVWADXgsyENmRhkFktWSiNotYaWZXIXsPHUSSxWQAGAN8A8M8BvM1xXBIAKIr62wB+C8V2O/+P4peofy5IPFatxe2OXC4Hr9eLYDAIp9OJ4eFhPuBJzhArtTgQCMDr9aJQKIgaaCXX1GKO43BycgKguBF8/fXXG65/lmPYkzBx2mAw1F3nLbcDiXI1PZFI1F3H3Sjq+Zyk8imsBdaaMJrb0W4qnFigaRoOhwMOhwMcx/FKbSweQzQWRSQaAQCYjCae1JotZmgo+W6oGzpUEtTfXiWv+C9L0f+2EcidyJajUmgUIbXC0CibzcYTCBIapeT2O0q6ZgB8q0cpWoqVz8lkMlmShOzzFevxzWYzPyc7OjqaakOupY8sKSlRURFfA/BLAP6iPH2Y47h9iqJ+BMBnUCS9/ysADUVR/0yQeNw0pUIlsi/RrMUtHA7D4/Egm81ifHwcDx8+RDQaBYCm1J+KCaLI1mu7EqrQBoMBr7/+OpxOp2jjk2ONrDCJGQAGBwdFCfESq0ZWLNJYKBSwtraGy8vLmuphbxuT3BTZvb09sCxbl8os9liqfW84joPX5wXDSv+ZkMv9ayUoioLRaITRaER3dzcYlkEykUQsHkM8HofP54PP5wOtofkkZJvNBr1OfhkJAERtXy9l/9t6xtbOBEcYGvXgwQMUCgU+oCcYDOLo6AhHR0d8aFQul2vr660HSlVkW3XdFEXBarXCarViZGTkmg359PQUp6enJdb4ZvRTJvXBd71mIpGA1WpV3PyoAt8C8C85jvvyTT/wkqjuUxT1dwD8fwB8J4D/58tv/TNVkW1TcByHw8ND7OzsQKvV4rXXXkN3dzcAedd2CkHGWc9DPpfLYWVlBYFAoGGic9f45KLkCZOYh4eHcXJyItqCLLa1uBHSkUqlsLS0hEQigeHhYTx9+rShxV9O1mKO43B5eQnglZou5uFLvaj2vdkN7yKSiTR3MDeAAwcd1X722WaC1tCw2+2w2+0Aip/dWDxWbPMTi/OHmkajkSciFoul5WotJ2H8tBzqb9udyJZDq9Wiu7sb3d3dfAK30IZMnplvvfVWSWiUFKpdq6BUIluttbbZKLchZ7PZEhuy0BovTENu1IZcbdBVMplU1dgK4DjuY1X8DPeSzL542Zrn/wDwPgD/FABHUdQvcRwnXuBOGVQi2wQIVTmHwwG3212SUttuRJZhmJoW/2g0Co/Hg3Q6jbGxMUxOTjatPoOMr9UgibYcx2Fubg59fX04OTkRjZyJRWQbbXUjtIlPT09jeHi47rGINSaxwLIs1tfXcXZWrC198OBBy0lsLSQ/mA5iL7LX7CHdChbyOFSSKwwGA7oN3ejueqnWJpNIxBOIxWPw+/3w+/2gNTQsVgtPbA16cQ8A2wVS1t/eNyIrhDCBm4RGLS8vIxaLgabpEmWso6ODJxDVhEa1E5RKZOV63QaDAf39/ejv7y/ppxwKheD3+3lXm8ViKbEh10rIqyWyqVQKFot86/hbhWptwS/JrIbjuB2Kov4hgF8F8EEAPw/g3wM4b9YYVSL7EmJNXiGJu6mujtQDyIGA3QYhUaw2qOT09BQbGxugKAoLCwvo7e1t2vjkUFvJsix2dnZweHhYkmhLPvdi3WMxiSxFUTW/Z8RhsL29DYPBgHe84x2i9T2Ww33MZrNYXl5GJBJBd3c3/H6/LNoH3ERky9erHJOD1+dteR9XliuG5shBXZc7aA0Nu80Ou82OAQwgm8vypDaZSCIWiwEofvaFaq0UtciyTbVtUv2tkuarRqOBVquFTqfD66+/fk0ZC4fD2Nvbg16vLwnokWOLwFogV0LXbMhFkb0N5f2UGYbh+ymHQiGcnJzwDrdaD1uqIbKkntdisYh5WfcCtdS2CsKdtiiK+iiA/w3A9wLINGt8gEpkRQMJ+Nnc3IRGo4Hb7UZfX1/FnyUfqnaokQWqI2MMw2BjYwNnZ2ewWq1YWFho+qLQ6hrZXC4Hj8eDUCiE7u5uzM3N8YSfoqiSUI1GIVbYE4Cax8UwDNbW1nBxcYGOjg643W5RUwdbXSMbjUaxvLyMTCaDx48fo6urC36/Xxab22oV2RXfCrKFpjl3qsPL9js0RaPAyXttkyMMegMMLgNcLhdYjkUymUQ8Hkc8Huf71mooDa/W2m126PV6+ZHNFqDR+tv7rMhWgvB6y5WxeDzOW5Cvrq74UgubzcbbkO12e9sRQqUS2Xa8bpqm4XK54HK5AFy3IZPDFpLQTf5VKl+rVohJJpPo6upS1DrQDJSR2f87ADOAZDP/pkpkRUChUMD6+jouLi5gs9ngdrtvJXFyssTehmrHmUqlsLy8jHg8joGBAUxNTUmiZrXyfRSSn4mJCTx8+PDaAkjTtGhEVqywJ6D4QKuWpAnv7dDQEKampkR/ILbSWnx+fo61tTVoNBq+jp3E8MuJyN6Gw+gh/Cm/BKOpDgzLgAOnqHY8YkNDaYqte6w2oB/I5XM8qU3Ei61+znEOvV7Pk1qLVXy1tt3vYbX1t4lCAk60vhZeKtzUjoX0/7Tb7RgbG0OhUCghEIeHhzg8PIRWqy2pYxSWTskV7UjoxMB9uO5KNuRKCd2VbMgMw1R18E6sxSoaBwl3ehkA9beaWR8LqES2YcTjcXg8HiSTSQwNDeHp06d32hiIWid3IluN4unz+fhWQo32Sq13fFIToNPTU6yvr4OmaSwuLqKnp6fiz4mpyIplLQaqH1cwGITH40GhUMDU1BRGRkYa+rs3oRVhTxzHYWdnBwcHB7BYLFhYWOD7x8kpfOoukh/LxrAV3JJySDeCoiiwHFsMfdLoUGBVVVYs6HV6uDpdcHUW1dpUKlUktrGiehYMBkFRFCwWC+w2e7G21mCofy1u/dRvKsrrb9fiazijzxA+DrdV/9t6Ua0CrdVq0dPTg56eHnAch1QqxZPaYDAIv794gEbaqbhcrrrqGKXAfSB09aAdrMW1oFJCdyUbskajgcPhQD6fB8dxd8551VrcHHAcF2r231CJ7EvU86A6OzvDxsYGOI7D7OwsBgcHq/5dclIkZ9ymeHIch93dXezv78NoNNbdQ7RZ42sGWJbFxsYGTk9Pq7JPtyuRLa+HlSK5txaVuFHk83msrKzA7/dfs4QD8gmfAm5flwpMAZ4rjywIdznkOKb7Ag2lgdVihdViRX9fP/L5POKJIqmNJ+JIJBLABaDT6XhSa7Va69vI3i/+diPIfL2p/lZoTyb/jFrxyiukBsdxNRM6clBisVgwPDzMt1MhyhgJjSIEgtiQ5RKgo1Qie9+vW6vVoqurC11dXQCK/d+FLgKWZREOh/EXf/EXN9Z8kxpZcpgtB3z961/Hr/7qr+Ib3/gGQqEQOjs7MTs7i49+9KP4nu/5nlYPT1ZQiWwdYBgGm5ubOD09hcVigdvths1mq+k1tFpt2xDZ8g19LpeD1+tFMBiEy+XC/Px8S4Ig6g0uqgeZTAbLy8uIRqPo6+vDzMzMnfbpZhLZRmq6bnvPhPWwDocDCwsLotbD1jMmMZFMJrG0tIRkMomxsTE8evTo2vsoR0W2fCwcx2ErtIVkvqmlJzWBwquQJ4ZjoKE0YJvbPk4FioS109mJTmdnUTVLp3hSGwwFEQy9VGvNFr53rclounX9kLL9TqtxV7AVx3GIZWOIZWMlX5dD/9t6wbJsw+SyvJ1KOYEIh4t2boPBUEIgqg2OFBv3ndDdhPumyN4Fo9GIgYEBDAwMgGEYvPnmm3xNN6n5ZlkW/+Jf/AvMzc3hgx/8IN797ncjn8/LRpH95Cc/iV/4hV9AV1cXvu/7vg/9/f0IBAJYXl7GG2+8oRLZMqhEtkYkk0l4PB7E43H09/djenq6rnpQmqbbMuwpEonA4/HcWhsqJcSsQ70JwWAQXq8X+XweT548wejoaFXXLKZ9nKbpEhU/n8/XfXhwE8FOp9N8W4Zm1cPeNqZmE0e/3w+v1wuWZTE3N4eBgYGKPycnIktQPpbLxCVOYiey3pyoRFZ6EMJqMVvQhz7kC/liTW3iZX1tMoHLy0votLqiUvuS2Grpys8wOShpzQZP2mu8VDn0v60X9Siyd0FIIDiOQywW4y3IFxcXuLi4AADY7Xbehmy32yWbY4S8K2FOC6FUAg+8em52dHTg4cOHvA15Z2cHfr8fn/nMZ/CZz3wGer0eIyMj2N7exvr6Oqamplo2T373d38Xv/ALv4APfOAD+P3f//1rIlk+n2/JuOQMlci+RDWTlvQKZVm24XrQdrMWcxyH4+NjbG1tQavV3lobKiWa+T4Si+3Ozg50Oh2ePXvGp+hVA7HroA0GAx9ElM1mRSWy5fWwUtY63zQmsVBulX7+/DkcDsetYyG/12pUItXpfBqr/tVWDelGlM8XtUa29dBpdXA6nXA6neA4Dul0GrF4DIl4AqFwCKFwsXyJqLV2mx0mk0kWc18qiN1qSMr+t/WCZdmmKqMURcHhcMDhcGBsbAz5fB7hcJi3IQtDo4RqbTPdPzcFXN13KE2RFYJcO7nvQhvyxsYGtra28KUvfQlf/epX8c1vfhPHx8eYmZnBwMAAPvjBD+JDH/oQPvCBD/C25WaDZVl87GMfg9lsxn/9r/+1otOzVY4GOUMlsgLc1P+QZVlsb2/j6OgIJpMJbrf71o1wNaBpuuH02WaDLHykpvDi4gJ2ux1utxtms7nFoyuiWQSoUChgbW0Nl5eXdVtsNRqNqKdn5US2Vju7cFzEDcBxHI6OjrC9vQ2dTofnz5/zVjEp0SxrMcMwWF9fx/n5OTo6OrCwsFAxor98LIA8iSzHcVi+WkY4FkY2k4XdYYdOK6MHW9lbptVoVUIrE1AUBbPZXFy7e4s11olEomhDjsdxdXWFq6sraLVaPoVWDnXiTQcvyDaRUN7S/7YV9bdStxvS6XTXQqMIqQ0EAvD5fAAqp86KhWao0O0AJSuyd5H4J0+e4MmTJ/jQhz6E7/iO78BP/dRPobe3F1/+8pfxX/7Lf8Fv/uZvgqIoLC4u4oMf/CB+6Id+CLOzs00b7ze+8Q0cHBzgIx/5CJxOJ77whS9gbW0NRqMRr7/+Ot75znc27W+3M1QiewfS6TQ8Hg+i0Sh6enowOzsryolIO9XIHhwcIJfLVZ3KLCWaocgmk0ksLy8jkUhgeHgYT58+reshILbtWazAJ0L+hSRPynrYSrjpEKkRCOuaBwcHMT09XdV9lDOR3Q3tYmN/AxeXRZsezgCTyQS7rdgyw2S6vfax2SivrVStxfKFltaiw9GBDkcHOI5DJpvhSW08XuzHenZ2hlAoVAyNsttgNpnvnTWzXmuxKH+7RfW3rVQnhaFRIyMjYBiGT50NBoMlqbMdHR18aJTZ3NjcU7oiq+Rrv2vPSgSCqakp/MN/+A/x8Y9/HNFoFH/2Z3+GL3/5y/jyl7+Mf/kv/yUePHjQVCL7l3/5lwCA3t5eLC4uYnW11Hn1nd/5nfjc5z6H7u7upo2hHaES2Vvg9/uxsrKCQqGAx48f48GDB6I9xNvBWhwMFq1R+XweMzMzGBoaavGIrkNsRVbYTqjRaxZ7bEIrcaNElmEYfPOb30QsFsPg4CCmpqZaekAhdo1sJBLB8vIycrlcTXXNgDxTizmOgy/uw5/81Z8gHAnDarWi09mJZCpZVNN8V7jyFdU0q9XKE4+bah+bM9jrX2I5FjRFg+HkvdYpHRRFwWQ0wWQ0oaenB7FYDAeHB7BarMjmsvz8omm62N/WXuxxex9sbmJbi8VALfW3Nr0NGqo2kiK1InsbaJqGy+WCy+XC5OQkHxoVDAYRDocRChXt7waDgSe1Tqez5rknRsBVO4I8x+QkQEiFaolsMlkMTRSmFjscDnz4wx/Ghz/8YQDA3t5e091qxJnw7//9v8fY2Bi++tWv4h3veAeOjo7wsz/7s/iTP/kT/K2/9bfwxhtvNHUc7QaVyFYAy7J48eIF9vf3m9Z+hBBZOT1QCFiWxc7ODg4PDwEAfX19siSxgHj2XY7j8OLFC+zt7cFoNN5ZR1nt2JqlyDZiS8/n88hms8jlcnj69ClGRkZaPgfFtBaTPr9arbbmumYyFkBeimwqm8J//9p/RzgRRndXN5/ISGofs9ks4vE4YvEYotEoIpEIgGJ/R5vNxtc+tuQ+U7j3fUnvGyhNcZ50ujrR4egonV+xKCLRCADAZDTxpNZsMddMqGQBKazFIkGs+ls522yFoVEsyyIej/M25PPzc5yfn4OiqJLQKJvNdufaxrKsIsmcai2+m8gmEgkAuLX9zsTEhHgDuwFkvBzH4XOf+xzm5+cBANPT0/j85z+PR48e4c0338Rbb72l2owFUImsABRFIZ1OY2VlBaFQqKmtZYRBSvWkHjcLmUwGXq8X4XAYXV1dCAQCsj51p2kamUymodcQ9hXt7OyE2+0W5Z43I+yJoB5FlgR2RaNRAGhZPWwliKHICmvZrVYrFhcX667llrKv7W0gm7M3Nt9AJBfByPAIuru7wbAMwLxSVoxGI4xGY/F7DFOsfXxJPEjto06r41Nqb0uqbWSsld4zhmVUMtumICmvJfOLZZBMJBGLxxCPx+Hz+eDz+UBr6JL5pddJ35KtIcifx1ZGHfW37aJOkp60DocD4+PjyOfzfHufYDCIg4MDHBwc8KFRRLGtlIPQLtcsNtSwp+qJbKvb7xDBbHx8nCexBCaTCR/60IfwH//jf8S3vvUtlcgKIB8GJQMEg0Hejvjw4UNMTEw0beGTI5ENhULwer3IZrOYnJzE+Pg4vvzlL8vaAt2o6hmPx7G8vIxUKoWxsTFMTk6KdnJJyJBYqruwfrVWIsswDDY2NnB2dgadTodCoSAbEgsUN12NzDNhb+Oenh7Mzc019LlqRs1uPfD5fPDn/AjlQnj48CHsNjuA29Ujmqb5zV957WMkEkE4HC4G/5jMRTWtir6ijUJH6ZDn1LYB7YLb5j6toWG3F2uygeJaRJKQ47E4f1BmNBp5UmuxWGSr1pI67vtGcm6rv92N72LINARr9BXJbYf+tzqdDr29vejt7QXHcUgmkzyp9fv9JaFRhNR2dHTw+wQlkjmlth0Caq+RvU2RlQKPHz8GUGwXVAmE6KbTaamG1BaQB4OSATiOw8bGBgDg2bNnTY/bJptsOZBEYZsZYsck1y/3Wt5GApXOz8+xtrYGiqLgdrvR19cn6tgIIRbrAVpvjaww9Ij0TiU9/eSCRiziwsMIsXobt5rIchyHnZ0dbLzYwFHmCF3dXTyJrQXltY/lSbWXl5clfUWJTbSe+UqBulF1ZTgGHLi2sG+qeIVq7pfBYEC3oRvdXS/V2mQSiXgCsXgMfr8ffr8ftIaGxWrhia1Bf3tyuKRoI2uxGMgzecQKMVxlrrAR2OC/Llb9rVSgKApWqxVWq5UPjSI1taFQCMfHxzg+PoZGo4HT6UQul4PRaJRlOVczwTCMIgk80FiNbCvwnd/5ndBqtdjd3UUul7vmDFxbWwMAPHjwoAWjky9UIvsSJGKb2KiaDaEi20oUCgWsrq7i6uoKDocDbrebb70AyJ/I1mPfFVpQzWYzFhYW6m5lcxvIPRaLyNZjLQ6Hw1heXkY+n+dDjzY2NkRVisVAvcTR5/PB6/UCgKiHEa0ksoVCASsrK7i8uoSP9oHlWNFswOVJtelMuphSG4vzfUUpioLFbOGJrdFgbHiesBwLrUZbtBmrkD/qnPq0hi4maNvsGMAAsrksT2qTiSRisaI6aDAYStRaWtP6jbZc1sJm46aU5nbof3sbaJrme4QCRdWKkNpQKASGYZDP5/HWW2/xNmSn0ykbR1yzoNS0ZkDcGlkp0NXVhR/4gR/AZz/7WfziL/4iPvnJT/Lf+8pXvoI/+ZM/gcPhwHd/93e3cJTyw/3+BNcIq9UqGWkjHyzSz7MViMfj8Hg8SCaTGBkZwZMnT64teHInsjRN10TKstksPB4PwuGwqO2UKkGoyIqBWsKeOI7DyckJNjc3r4UeCVN55XJSW2tNKsdx2N/fx+7uLoxGIxYXF3mroxhoVl/bu5BKpbC0tIREIgGmk0G3tRtX0aumkGpiLzabzOjt6UWBKfCtV+LxOBLJBC4uL6DT6YopyDYbrFbrzXOGut5+p/Tb8tr4qmg+DHoDDK5i2izLsUgmk/z8CgQCCAQC0FCaorJmK6Zt6/V6SUkS/9lSyPTk2OL1VqW0yqz/bS0wmUwYHBzE4OAgWJbF17/+dej1emi12muhUcSGXE1oVLuBYRiVyLaJIgsAn/70p/HNb34Tv/RLv4Svfe1reP3113F0dITPf/7zoGkav/Ebv3Gj9VipUIlsi9BqRfb8/Bzr6+vgOA5zc3O85bQcYgcWiQ2yQFdTa0xasghrgJv50Gomkb1NkWVZFhsbGzg9PYXNZsPCwkJJ6JHYlmcxUAtxLBQKWFtbw+XlJZxOJxYWFkQPZGtF2FM4HMbS0hIKhQL6JvpwhjNo8sV7VZEgijx1tbQWzg4nnB3FJOR0Os0H+gRDQQRDQb4HJCG2BoOh6s9QgS203LKtojo0oyWNhtIUW/dYbUA/kMvnXh2avFRtz3EOvV7PJ21brM1Xa8ln674RmJsgRt/cu/rflpPcVtffkmeezWbDzMwMcrlciVq7v7+P/f196HQ6dHZ28v8qhUa1G+T0nJcatdbINsOZVyt6enrwzW9+E5/85Cfx+c9/Hm+//TZsNhu+93u/Fz/3cz+H7/iO72j1EGUHlcgKIOWDrFU1sizLYmtrC8fHx1XZattBkQVuJ4vl6uRrr70mSUNpIckWA9XUyArrYfv7+zEzM3NtERebYIuBaoljOp3G0tIS4vE4hoeH8fTp06acNktNuIQtg2YXZrGeWAeY1rUCoigKZrMZZrMZfb19yBfyPNlIJBJFK9YFSkhHNeOkKRoFrnUuFBXygV6nh6vTBVdnUa1NpVK8zT0YDCIYbOzgpFrwpF0hkiy53mbUvja7/20jEFps9Xo9+vr60NfXB47jkEgk+NAon8+Hq6ui+my1WnkbssPhaEtlU7UWV6fI0jQtm4OLzs5OfPrTn8anP/3pVg+lLaAS2RahFYqskOT09vZidnb2ThWTpmlR+rQ2C3e9j8K03krqZDMhtSIbDofh8XiQzWbx+PFjPHjwoOKmj4xLTspYNYpsKBSCx+NBPp/H1NQURkZGmjoeKd4fjuOwvb2Nw8NDvmXQangVOealdVwme2udVgen08n3rU2lU4jHiu19COkAiu+bP+CH3WavuClgWDX0qR0ghmpXCzSUBlaLFVaLFf19/cjn84gniqQ2nojzBydV29xrgXyWQUnQCit1q+tvSflRJUJHURRfrz06OopCoYBIJML3riWhUTRNw+l08mqtVPuIRsEwjGwImtQgtuq75lMymYTValUs4W93qES2RZC6RjYYDMLj8aBQKNxKcsohd0X2NtUznU5jeXkZsVgMAwMDmJ6eltRiI2WN7MnJCTY2Nq6lTksxLjFwVxsl4fVJ0f9WCiKbz+fh9XoRCATQ3d2N+fl5HMWPEEgFSsYBQFabbRIGZTFb0NdXVGtJAnI+ny/Wn+EcBr2Bb+9DAn04cNBpdCiwqiqr4mbodDp0OjvR6ewsOTiJJ8ps7i9Dyaw2a90tpKQm7a1GM2zj9Q1Euvpb8myphqhotdqS0KhUKsVbkMPhMAKB4vpsMpl4Uivn0CglK7LV2qqTyWTbHEyouA55fvJaBCkXdqkUWWEojl6vr5kEtAuRLSdBgUAAXq8XhUIBT58+xcjIiOQP7mpsz7WgkiLLsiw2NzdxcnJSteIsRyJ7E3EUWuFtNhsWFxdLUrWbOZ5mvj+pVArf/va3kUwmMTY2hkePHiGajWInuFM6jpe769tClFoNnbZIOuKxOGKxGMbGx3iLaHmgj81ug9PuBK1TZs1Wu6HlZAdlByd4ZXOPJ16FkuESJS2krFZr1UnfsiF2EqGmsKcWoBn1t7UQ2XKQEouhoSGwLItoNMrbkM/OznB2dgaKouBwOHgbstVqlc18UnL7nUKhUDWRtVjkl8StojqoRLZFkKJGNp/PY2VlBX6/H06nE/Pz8zW3FpI7kS0/EOA4DgcHB9jZ2YHBYMDrr7/ON5GWGs22FmcyGXg8HkQiEfT19WFmZqaqU2FharFcILQ7k/HlcjksLy8jHA7XdH1ijadZiqzQHTE7O4vBwUEU2AKWL5fBcmX3hAiyMrKB3waKoq5ZRElgFKmxPTs7g8lggtVWJLYWi0W2m2qlQs7zrdzmTkLJEvEE30IKACxmC5+EbDLdotYqrI9suyrQjdTf8nXBDSqTpCet0+nExMQEcrkcb0EOhUKIRCLY39+HXq8vCY0SO4ywFqiK7O1EluM4nsiqaE+oRLZFaLYiG4vFsLy8jHQ6jQcPHuDRo0d1LWakvY1cF0MhWRT2xO3o6IDb7ZakJ3A1YxMDwodhNBrFW2+9dWc9rBTjEgPlLYFisRiWlpaQyWQkSZiuNJ5mvD/Hx8fY3NyETqcrOWRZ860hlU/d/Ivy5RWvQF0nQDqdrjTQJ5lCLB5DOpGGP+CHP+AHraFhsRYDfaw2Kwx6ZdZzyQptQu6EoWToBQpMAYlEomhDjsdxdXWFq6sraLVaWK1Wfo7ptK9UvHYldvVC7opsraim/lbP6ZFm0qL/bb1ej/7+fvT39/OhUYTYXl1d4fLyEkAxDZeQWilDo+S8d5MC1arRyWQSvb29qiLbplCJrAD3xVp8enqKjY0NUBQFt9uNvr6+ul9LWIMqx8WQvI+pVAobGxu39sSVGs1UZA8ODvCe97znznpYKcYlBoSK7OXlJVZXVwEACwsL6O3tlXw8YtfI3maRPo2d4ix+duM4AHlbi6sF3y/0Za++fK6o1sbiMSQTScRiRSuh0Wjkk5DNFvO92XCraD60tBYdjg50ODqKam0mXbQhx+OIRqOIRCIAinZRm7VoQybETimbWEUQ97L622w2i63EFkL+EC70F03pfysMjXrw4AEKhQLC4TBvQz46OsLR0REfGkV61zazVIY845VqLa6mLSNQ3D/KoYesivqgEtkWgSSpiRn2xDAMNjc3cXp6CqvVCrfb3fCHU0i4dbrW9oKrBEKANjc3AYC3asoBzWy/AwDvfOc76wookGtqMQC8ePECh4eHMJlMWFxcbFlfNzGJbD6fh8fjQTAYvJYWnswlse5fv3kcpEZWRvfqJlAUVRPhNhlN0Ol1cLmKam0ymeQDffx+P/z+olprtVl5YivHNeg+4j6QHYqiYDaZYTaZ0dPTA4ZhimptvJi2feW7wpXviu9Tm0wmYTFb7v0cu2+KbDUgJRscpOt/q9Vq0d3dje7ubt4CT0htKBQqCY0ipNbpdIpKOhupDb4PqEWRVa3F7QuVyLYQYtafplIpeDwexGIx9Pf3Y3p6WpR6QrEDi8QEx3E4Pz8HUBzn8+fPYbfbWzyqVxBT+cxms3xvOwBwuVx1p+zJUZElODw8hMvlwvz8fEvrisQisolEAktLS0ilUpiYmMDDhw9f2ag5FstXy3cm+FIU1R7W4hohrAfWUJqiQmYtHlxkc9liYNTL0KhoNAqgSH5J3aOq1qqoBTRNw+FwwOFwgOM4ZLPFORYOh5HOpPlgMpPRxKdtm833b47dh0OKWnEXea+m/lZIcmudE0ILPAmNikQifG3t6ekpTk9PQVEUOjo6+NCoRgOIqu2jel9RDZFlWZZvv6OiPaES2RZCq9WKQmT9fj9WVlaaktDbin631SCXy8Hr9fL9K8fHx2VFYgHxDgGi0SiWlpZK+vk20ttXbkQ2lUrh7KxorR0cHMT09HTLT5DFqJENBALweDxgWRbz8/Po7+8v+f5OcAfRTPTusdyw45SbFZJCbeSf5VhoKM31gCsABr0BBpcBXa4uMCyDZDLJh0Xxai1NF5OQVbW2aZDbHBMLFEXBaDTCaDRCp9fh6OgIvb29KBQKiMfj8Pl88Pl8JY4Am80Gva51h2tigQ8+umcE/TaQNYbS1Dafm9X/VqPR8DWzQPGgmqi14XAY4XAYe3t7fGgUUWxrXeOUrMhyHFcVkc3lcmAYRlVk2xgqkRWgFe1ZGiGIHMfhxYsX2Nvba1pCrxyJrDDIamhoiD/JlBvESAcm9c4ajQYPHz7kv07a77RqXGKBJPgSYj4xMSGLh24jqcUcx+H4+BhbW1t8yyuHw1HyM/6UH3vhvapeT4qetq3CTURWCFpDw26zw26zYwADRSUtUVRqy9Vam90Gu90Os8ksyzWhXXBf51slkGu1WCywWW3gOA65XI5PQhbOMVK/TXojtyMZVFpNMCByi6U7+t92GjvxtOtpTS9pMBhKQqPi8fiNoVGE1Nrt9juflUpWZKutD04mkwCgEtk2hkpkyyDlprERIpvL5bCysoJAIIDOzk7Mz8+XhAGJBbkR2bOzM6yvr4OiKCwsLMBqteL09FQWpKwcjSiywnAgq9WKhYUFvqYGaIzIykGRFZI9nU6HkZERHB8fy+Y+1rsOsCyLjY0NnJ6ewm63Y3Fx8Vpydo7JwXPlqWEw7RH2xAdTCVoo3YUCWyhaHGu4PIPBAIOhVK2Nx4s9bHkljab5MB+bzVaSUquiesg9tVgUlCU0UxQFg8GAbkM3uru6b3YEvEzbJsS2XdK2VWtxk/7Gy/63Y46xhl6HoijY7XbY7XaMjY0hn8+XhEYdHh7i8PAQWq0WTqeTV2wrdWhQsiJbLYlPJBIAoFqL2xgqkW0haJqui5BEo1EsLy8jk8lgfHwck5OTTTtdlQuRFRI7i8XCk9hMJiOL8VVCvYQxm83C4/EgHA6XhAMJDypyuZzk4xILlcgeqf+VixJUD5Et73s7Oztb8SHqufIgV6j+/t1nRRYAtJQWBa6+0LsStbZ/gFfS4vE4orEoItEIgGKgit1mh81uU9XaanB/p9s13EXsrjkCBPXbwrRtg8HAt/exWCx8iJTcoOSwp1qtxbWi29yNAduAqK+p0+nQ09ODnp4ecByHVCrF19YGg0H4/X4AxSRuQmo7OjpKhBKVyN4MQmRVRbZ9oRLZFkKr1SKVuqV3ZBk4jsPJyQk2NzdB0zQWFxfR09PTxBGKn7xbDzKZDDweDyKRyLXU11aTsttQz3snPKQo758qJLJiKLKtIEfZbBbLy8uIRCLo7+/HzMwMaJqWld0ZqJ08xuNxLC0tIZ1O39r3dj+yD3/SX/uA2oFYvLxcDlxNSt5d1uKq/3wlJS2R5IktSakV9hS12W3Q0upj8EYogO/XajsV1m/zadsviS3pjcy3mnoZTNYMt1S9UBXZ5kCr0WKme6Zprw8U56jFYoHFYsHw8DAYhkE0GuVtyCQ0SqPRwOFw8CqtSmRvBtmDq4ps+0J9gpdBrtZihmGwvr6O8/Nz2Gw2LCws1J1aWwtarciGw2F4PB5ks1k8evQIY2NjJRuOVo/vNtRKsoltWqPRVDykEKb4tqO1WEjSy++l3A4kalkHfD4fvF4vANzatzmWjWE7sF37WFBbW5t2A8uxoDU0GFbczzCtoXmLnjClNhaPXe8p+jIwymQyqWot2sPKLhrKrMW1oCRtux/I5XM8qSVW5HOcw6A38KTWYm2tWqsqss3B066novSjrQU0TZeERmUyGV6tDYVCCIeLKczb29sIBoNwuVxwOp2KCMarlsiSGlmVyLYvVCLbQhAie1dNWTKZhMfjQTwex+DgIKampiQr3m8VURTWUGq1Wjx79gxdXV3Xfk5uBEiIasfGsiy2t7dxdHQEi8WCxcXFijYX4ak+sVQ3c1xi4vz8HGtra9BoNHjttdfQ3d1d8n1hfaUcUE1qMcdxODw8xPb2NoxGIxYXF29MzmZYBkuXS/Wpj5R83pfb0AgBbHYtpjCltru7+3pP0asrXF0V1VpS82izqWqtEki9mAqlXqeHq9MFV2exN3IqleJbSAWDQQSDQV5Vs9vsxdpag0HS91mRiqyYYU8V4DK5MGQbaspr1wKj0YiBgQEMDAyA4zgcHBzg8PAQer0eFxcXuLi4AADY7Xbehmy32+/l51ytkVUOlP2UbjFomgbHcbcS2aurK6yuroJhGExPT2NoaEjSRacVfWSF6rPdbsfCwgJMJlPFn6UoChqNRpZElqKoOwlRLpeDx+NBKBRCT08P5ubmbuz/K1aNrJQ2Xo7jsLOzg4ODA5jNZiwuLlZ8YLTS7lwJd6UWsyyL9fV1nJ2dweFwYHFx8Vb74Lp/Hclcsq6xtFsfWY7jat4kF9iC5G4YYU/RTDZTTEGOxxGJRBAOh4u9H01mPjDKZKy8Bt1HyOVzKCXEfq5qKA2sFiusFiv6+/qRz+dfpW0n4sUN9EWxBpKQWqvV2vRDaiW232mmCk1raMx2z4r+uo2ClFoAwNOnT2EymRAOh3kbsjA0iqi6nZ2dFUOj2hG1KrJqjWz7QiWyLQT5gBUKhRLbKFDcKO/u7uLg4ABGo7FiCw8pxyiVIptKpbC8vFyT+txoG6NmgqbpGwljLBbD0tISMpkMHj58iImJiVs3U2LXyDabyObzeaysrMDv96Orqwvz8/M3WprkWCMLVE7gFdb5DgwMYHp6+tY5eh4/x0nspP6xKEQ6oSm67tCnRkBRFExGE0xGE3p6elBgCkW19iWxvby8xOXlJXRaHbS64iNTruuNitrBq3VN/pzpdDp0OjvR6ewshvakUzypDYaCCIZeqrXmYhKy1WaFySi+1V2J7XeaaS1+4noCk06eh1xCMlceGpVMJnkLciAQgM/nA1AkdITUktCodoRqLVYOVCJbBikXd6K8lW+KstksvF4vQqEQurq6MDc3d43oSgUpiazf78fKygoKhQKmpqYwPDxc1f2QqyIL3Dw2YrWlKKrq0K52IrLJZBJLS0tIJpMYGxvDo0ePbr2XclNkbyKy8Xgc3/72tyvW+VZCOp/Gmn+twcFUrllkWRYUKFAaShbqCvUq7akuMCxTc1BUM6CltehwdKDD0QGO45DOpHl7aDJV3PS82HvBEw6b3QajwXi/iEEDdaNtB3KtEt4/QlgtZgv60Id8Ic/X1CYSCSSSCeAS0Gl1/ByzWq2iWN0VaS1ukiLbaerEiH1E1NcUEze136EoqhhGZrViZGQEDMMgEonwScgnJyc4OTmBRqNBR0cH37vWbG6fxHeVyCoHKpFtISqRRGG4UTUqXbMhBZHlOA77+/vY3d2FwWDA66+/DqfTWfXvy1mR1Wg0JWNjWRY7Ozs4PDwsaSNUDcQOe2oWafT7/fB6vWBZFnNzcxgYuLsdgZwVWYKrqyusrKwAQFWHDxzHYflqGXkm3/BYhONgORYciiUJHDiAARgw0FAa2ZDaesCBg06jK/aWlQmIvdhsMqO3pxeXl5e48l3BZrMhlUohkUzg4vJCcnuoCvHAf7ZauD/XaXVwOp1wOp3Fw5N0ukhq4wmEwiGEwiF+LpLQqHqDyZQY9kTIu5iKrIbSyNJSLES1ZI6mabhcLrhcLkxOTiKTyfAWZNLDFigephNSK/fQKLKXUIns/YdKZFsIIUnkOA5HR0fY3t6GVqutGIjTCpAHZbOIYj6fx+rqKnw+H5xOJ9xud82tCsrJopwgVGRzuRy8Xi+CwSC6u7sxNzdX04NA7n1kheFHBoOhJju8XBVZlmWh0Wj4gxaTyYTFxUXYbLY7X2M3tItwOtz4WIqS7CvyynHgWK6kjpfjuKJ97iWpJfXZFCUhsRW036kXck/LJfN0oH8Aer2eJxzxeJk9tIVhPmKiXcddC+Q25yiKgtlsLnYl6MU1q/u1YDJr0Yas01b3LFGyIivmfH7segyzrvmdIxrBTYrsXTAajRgcHMTg4CBYlkUsFuNtyOfn5zg/PwdFUSWhUTabTVbrRaFQPBBViez9h0pky9CKICViJb68vLwz3EhqUBTVNMUzkUhgaWkJqVQKo6OjePz4cV39ztrBWhyLxbC8vIx0Oo2JiQk8fPiw5rkmlrW4GeqnMKDL4XBgYWGhptAIuSqyhUIBGxsbuLi4gNPpxMLCQlU2/2A6iBfhF6KNh5BXlmOLVkgK/MaV5ViwLAuO5UrJ7kuS205qLcMWxypWb9lmQkg4+nor2ENfhvno9Xq+vU+rW69UC7kcKEkBuYcfVbK6J+KJkmAy4GUbKWvRhmw23WwBVaIiy9fIirS/cxqdeOB4IMprNRP1ElkhiL24o6MD4+PjyOfzvAU5FArh4OAABwcH0OmKrgKi2La6d3Ktimw1h9Mq5AmVyLYQpEZ2Y2MDmUwGw8PDePr0qeyaVzeDyF5eXmJ1dRUcx1VtP70JNE03ROyaCY1Gg2w2i7fffhsURWFhYQG9vb11vZZYRJaMSyzSmMlksLy8jGg0isHBQUxPT9c8h+WmyJLxLC0tIR6PY2hoCFNTU1VdV57Jw3PlEe9aqJdk9SWJpTRUSe2ihtJAQ2sAGvzPMCxTQmalUGvFaqHUbinNBOX2UBLmE4vH+NYrGkoDi9XCE9tWb/ZugqJUOzLX2uBahVb3np6e622kfFe48l2Bpmme1NqsthLnj6Lu7UuISd41lAazPfK2FBMwDMN3dhALOp0Ovb296O3t5UOjCKn1+/18aJTVai0JjZJ6X1tLjaxOp2tZDo2KxqES2RYiGo0CKJKS2dlZDA4OtnhElXFb8m6tEKYx12LTvA1yVWQ5jkM2m0U2m7219Uy1kCORjUQiWF5eRjabxZMnTzA6OlrXqbfcFFny/sbj8Zqva8W3gky+/j6/QnAohk1lM1mcnp7C4XDAZrXdWOuloTQAJbCP36HWspS8AqMA+YQ+NYKSMJ++olpLAqPiiaJF9BznMOgNfHsfi6U91Nr7hHy+Omsxy7I42DzAzsoO9tb3cHl8icBFAKlkCvlcHkaTEXanHSOTI5h5xwze/d3vhtXefKtieRupbDbLk9poLIpINAIAMBlN/Dy7D4psJBjB3toe9tb3sL+5j7A/jHg0jkQ0gUK+AIPRAFuHDX0jfZiYmsDA4wF09HaI8rcnOydh0bVHqxZSGtMsCEOjRkdHwTAMX1MbCoVwfHyM4+NjaDQaOJ1O3oZcb313LSAk/q6/k0wm2yrESsV1qES2DFJMZpZlsb29jaOjIwDA+Pi4bEksIJ4iK6wRvasdS63jkwsBIiDXms1modFo8M53vrPhaxX+PsMwYBim7lCZu/qkVoOzszOsra1Bq9Xi2bNn6Orqqvu1pGoJVA0uLy9xdnYGADUfMB1Fj3CZuBRlHCzHguM4dHd3w+fzlah6VqsVdrsddocdBv3Nqt5dam2lwChQqEutbTS1WAi5hT41Cp32VesVlmORSqV4YhsIBBAIBPj7SgjHbfe12eBb0tzjzd32DoVf+zU9vvd7zejru/la//LP/hK//i9+HbFw7MbXSiVSSCVSuDy5xLf+9Fv47L/5LD7ykx/B9/3t75NMiaIoCkajEUajEd3d3WBYBslEkq/h9vl88Pl8/HWGwiHYbDbode2nRP383/55+C/8N36f3I+r0yt4v+EFAIw8HsHP/m8/i77hvrr/rsPgwJhjrO7flxqN7BHqAU3T6Orq4vcC6XSatyGTHra7u7swGo0loVHEnSgmGIaBRqO5cw1LpVJqfWybQyWyEiOTycDj8SASiaCzsxOhUEjWyW+AOEQ2Go1ieXkZmUym7hrRmyC3sKd4PI6lpSWk02mYzWYUCgVR7jFpcE7UQqL01oNGFFlh8rLVasXCwkLDzcTFsqU2Ao7jsLe3hxcvXkCn0yGfz6Ojo6Pq349n49gMbDY+jrJQp46ODjidThTyBcTiMcSiMcQTRdUFZ8VgDrvdDrvdDovFciMBrUat5Wtw8VKtlTow6iXaoUa2XmgoDawWK6wWK/r7+pHP53myQWpsgaIDw26zw2a33Xpfq8HBAYWLCwrvetf9fV+rRT4P/P9+V4v//t+14FgKv/M7Xfh7f+/sRgeA79x3K4mthGwmi8/+6mdxun+Kn/rnPyXGsGsGraH5dYHjOORyOcTiMfh9fuQLeZyengIorh822ytXQDsrtbfhePsYP/+jP49f/q+/jK7+2g9dKYrCbM9sWx3uNFuRvQsmk+laaBSxIZ+dneHs7AwURcHhcPA2ZLFCo6ol8clkEhaLpa3uq4pSqERWQgSDQXi9XuRyOTx69Ai9vb34+te/LisSVgkajQb5fP0tRE5PT7GxsQGNRlN1z9RaICdFltT+AoDb7cbFxQUfXS8GWk1k8/k8PB4Pn7w8Pz8vymlqq2tkGYbB6uoqLi8v+Qfqixcvqh4Py7FYvloGwzb2WeZwPdSJbCx1Oh1cnS64Ol1gORbJZBKxWAyxWIxXW2gNXay/fLmBve0ApVytJX+3RK2tEBhFfvcaRNwHsBwLWkM3/H62A8rvayqZ4omtP+CHP+Avkt+XbVesNmvVam2BAf7gD7T4vd/TQqsFHoxlMNBf/dja2d5dCYdHFH7t3+lwfPxqg1soUPD7TU2pGX3zv72Jqdem8N7/+b3iv3gNIIeg3Ybu4vyKxTD6YJQ/OPH7/fD7/aA1NCxWS83zjOB3//3v4nP/4XP8///4b3wc08+mxb6cuhGPxPFbv/pb+Oi/+v+z995xkpT11vip0DnNdE/OYXOc2USQrARRAUFABQQkCCwYrnrv6uvP63u9L3iNXGHJwiIGlKCAsgRBkiAIkzaHyXm6Z3o6p6p6fn/UVHWcnu6e7p6e2Tmfz35gqtNT1dVVz3nO93vO19N+7YriFTAoF5chUL4V2WSINI1qbm5GMBiUS5CnpqYwPT2Nnp4eKBQK+R5ssVgy7l1NZd8JIXC73fNeiF/GwmKZyMYgF6syhBD09vbi6NGjUCqV2L59OywWixyhUuhENlNFVhAEHDp0CIODg1lT7mYbHyFkQVcfCSE4evQoent7odVq0draCoPBgPHx8ax+v9l0Lk6XyEa6TDc1NWHlypVZ+70sZI+s3+9HW1sbnE6nbLg2MDAAIHVifdB6EK6Aa17jkEgsEbN24kydIkFTtGjmojeguqoagWBAJrVOpzPcG6fRwGg0wmQyiX1ASd4PDMCAkUm0RG6j1NqZUzmZWputOJOlRqJSgVRerNfrgUogGArKhlEet7hwAaSmog0NUdi9W4GeHnEyF+SBRx9V4nv/J4XorkVotpUMPA889zyLp59mwXPh82rDRh6fvWQAvOBM6VpWVl2G0y88HRtP3ojK+koolAqM9o/ipSdfwjsvvpPwevH8nucXnMhGgoCAoikYDUYYDUZUoQqBoNhb63K5os4zqSpAb9AXVA93VWMVNpy0Aas3r0ZNcw0MRQYYi4ygaApOuxOH2w5j75N70XuoN+61H77xIQReEBfxUoRRZURzUXM2dyEvWGhFNhmUSiUqKipQUVEhE0qpDHliYgLj4+MARNMoqQzZZDKlvD+pkniv14uqqqplRXYRY5nI5hiROalFRUVoaWmRY0kic2QLGZkQ2Ugn24qKCmzYsCEnfRBAdH/lQly0Q6EQOjs7YbPZ4np/JeWTEJKVC2Xk6uR8iGy6iuzExAQ6OztBCMHmzZtRWZmGrJPieID8K7KSWVUwGMS6detQV1eX9njG3GPod/TPaxwERD5P5iKxiaBSqlBaUorSklIIgiAaCjldcDgdUbmTRoOo1BqMBrBM4t+jXIKMsForjS2ZWiuRn2x9h5zAiSrZEiNV6UCpUMJiscBiCavwkmFUpIqmN+hll1qGUWLvXga//70CXCh8Dq1cxePLX04zf3oJzO1GRoDdu5U4fjw8qVUqCa66KoTzzucxMsxhcir5wklNcw0+v/Pz2Hrm1rh7zIoNK3D7f9+OxrWN+PVPfx332uHeYUxNTMFcZgYA/PPVf+IX//6LuOfNpV6+9uxreOiHD8Vtv+t3d6FpbdOsr4sFEUjcwodKqYLKokKJpSR8ns0Q26iqAL1ergxYSMft7+7+7qyPaXQalNeUY8fHd+Ar534FAV/0fTIUDMFpd6KopAjA3N8HRVHYWBpfUrxnzx589atfjXvdW2+9hZaWlvR3KgcQBKHgW9cAcSFbWpirr68Hx3GYnp6Wy5D7+/vR398PhmFk0yiz2Zy0Io3n+ZT2XSotXsbixTKRzSFcLhfa29tnzUmV/n+pEdmpqSl0dHQgFAph9erVaGhoyOlqV+RxzBVZng2R33FjYyNWrVoVta/SYkW2iGzk5EFS9DNBqn3FhBD09PTIBg1btmyB0WjM+HNnw0IosiMjI9i/fz8YhsG2bdtgsVjixjMXKfNzfuyb2DevcUSW82ZCYmNB0zRMRhNMRhOqUQ2/3y8rtfZpO6bsU7KrrlSCrNaok6q1knoRaRglqbbSdum743kevMBnpbdWQSkQIpm3NSwlRKrwAKJUNJfTBYfDgen9Kvz1xZXo7wvnkLMswRVXcvj0pzmkKkJlS1VfSAgEePklBr/7nQLBYAShX8njttuCkBLf5jK2OuXcU/DJz39yTgXvk1/4JJ579Dk4phxxj0US2W1nbYOhyADXdHQFxz/2/iMpkf3HS/+I21a/qj4tEgvMfLdJLi9R55lUFTBznkmlyJLjtkRqCzYfeZbTWKUJ30fn+j6ai5phVMXf855++um4bRs3biwYEguI1+J08twLBSzLRplGeb1euQTZbrfDZrMBECuOpBLkoqKiqPlfqvvu8XiWzZ4WOZaJbAyyRbikSTJFUbMqWBRFgWEYcFxhu3OmWrpLCEF/fz+OHDkChUIRRw5yOT4g/wsCsf2wFRXxbojZVouzVVpM0/Sc511k32hxcTFaWlpytgqfT9diQgiOHTuGnp4e6HQ6bNmyJW5FNhViTQhBx3gHgnxmCwqxpk6g5k9iY0GBgkatgUatQXlZOTieEyejM8R2ZHQEI6MjUCqVMBgMcrzPbOfqbIZRdrsdtkkbWJaN6lmP7K3NhNTypLAX+RYSkSoaz/N4ca+AP/5Bh2AwTCjKKzz44hfHsXKlEgJvBEOnp84s1nI7qw24/34lDuwPHwuGJfjc5zhcfBGHyIpDKeJqNkgEdC7QNI2y6rKERFatDU+oWQWL0y48DXt/tzfqOe+/9j6+vOvLYBXx07KpiSkc/Ohg3PazLz47pbFFIpEimwxKhTK6hzvCcTvSSV2r08Lj8aQ9nvlC4AV5MYILcXBMOdB9sBvP73keAX/8PbJ+VT00uoiFniTfxx3/3x1oLo4vKR4dHcU777wTt/3qq6+e7+5kFYVcWpwOtFottFotampqIAgCHA6HXIacyDTKYrGA47g5S4sFQVhWZJcAlolslhHZF6rT6dDa2pp0tYdl2UWhyALJL4ocx+HAgQMYHR2FyWRCS0sLNBpNwudmG/mObokkQnNl4WZ7bNkkssnG5PP50N7eDqfTiZqaGqxbty7neXRA7kuLOY5DV1cXJiYmYLFY0NLSkrD8KJXxdNu7MemdzGgcyUydcgmWYWXDDQICr9crk9qE8T7G5CWEFEXBarVibGwMKpUKjQ2NYFk2Oqt2preWRzjXL1W1ViACaIpe0i7G88XkJPDAAxp0dYUnbTRNcP75TnzstGH4fW4MDYnHLzJPVKvVzvodLKR7+HxACPDmWzT27FHC5w2T07o6HjtvD6GhPn6/CMleZvHURLyxH8MyKKuONjg8++Kz44iT2+FG57ud2Hrm1rj3eO+V9+T8VwkSAUsXhCRXZJMhkeO21Mbgcov/IuFxe3JuOPTVz3w1aRRPLK649Yq4bbN9H5P7J0E3x/9Gnnnmmbj7p1KpxBVXxL/3QqKQzJ6yBSmTtri4GM3NzQgEAglNowCxYk4ycExkGuX3+0EIKUgi+8QTT+BLX/oSAODhhx/GjTfeuMAjKlwsE9kEoCgqoxu5z+dDR0dHWn2h2cpozSUiFc9E++PxeNDe3g63242amhqsXbs279ll0vhyjVAohK6uLlitVlgsFmzevDmpq95iJLJ2ux3t7e0IhUJRfaO5RD56ZH0+H9ra2uByuRKW+kdiLiJr99txdOpoRuOIJbHZVmFTBQWxvFin1YmTUi4kk1qXKxzvo1KpZFKr1+tl8iMQAQMDA7Db7dDr9WhsbIzqu00U7xNFcCkBFKg51dplIpsYhABvvS2SNq8nfP5UV/PYuTOE5mYlgEYxT3Sm5zHK4Zph5L5ag8EABZtgQWcRNck6HMBDDynw4Yfhc5CiCS66iMPln+Mwa7scyY7y3PleJybH4xe2TjnvFChV0fcIqSS451BP1PZ39r6TkMi+szde/ZNKYtMFQXqKbDIoFOF8ZEIIOs2dUY+PjY/hwMED0Gl1Yg+k0QC1Sr0gSr9Ko8IN37kB287aFvfYbN/Hi39+EZdffHnc85966qm4bZ/61KfyUoGWKhbaADNfUKlUqKysRGVlJQghcLnESoHe3l74/X4cPChWMhgMBpjNZgwMDODUU0+FSqWSKwgKrbR4cHAQd9xxB/R6Pdxu90IPp+CxTGSzBJvNhs7OTnAchzVr1qC+vj6li/ViILLJenknJibQ1dUFnuexfv161NbW5nt4eVNkI117GxsbsXLlyjlvEtnug86W2dNsrsWDg4M4ePAgWJbF9u3bYTanVlY3X+S6RzaSnKdyniYj1pzAoX2sPSPSPV9Tp1xCwSaIgZkhtpHGQgaDATq9Dna7HV6vFxazBTW1NXGT49h4H6m3NsowCkRWa6Wy5Vi1lhO4jBcXlyocDuDhRxT41wcRt3CK4NOf5nDllRyUEaSNoZmwQ21llZwn6nKJZmBRDtczubWL7Vi//wGNhx9SwOUKnzflFQJ27gxi9ark+zJXz2gqcNqdePi/H47bzipYXHz9xQlfc9bFZ8URp4/e/Ah+nx9qTbgUeWxgDD0He2JfnlFZMQC5jSETSAtTs0HBRK8WlJaUQq/Xh52Qh8XrjN6gF2PCTMaECyjZBEVRaDmrBRffcDHWrl876/MSfR979+6NKz3t7u5Ge3t73OsLsawYwJJTZJOBoigYjUZoNBr09vaipqYGxcXFchlyW1sbbrjhBmg0Gmzbtg07duyAxWIpKCJLCMH1118Pi8WCSy+9FD/96U8XekgFj2UiO08QQtDd3Y3jx49DpVJhx44dKC4uTvn1DMPMK6M1H0ikeEbut1qtxrZt21BUVLSg48slkR0fH0dXV1farr25VGTna/YUOSZBEHD48GEMDAzAYDCgtbU144za+YwpFxPooaEhHDhwIC1ynkyR3TexD76QL+1xyKZOMxPBQiKxsYiMgamqqpo13kfBKsCyLLxerxgqnyzeZ6a3VjaIEhLE+8wc7th4H4ZiwJHC9hLIFxKRtrIyAbftDGHtmuTXmcg80dKSUlGtdXtkYjs+MY7xiXF5IWHaMS3mEeeYbGQKtwfYs0eBt9+Knsqcd34IV32RQyo+N/M14nNMOfDft/w3rCPx5a3Xffs61K1IXNHysU9+DE/84gmEAuH7f8AfwL/+/i+cfuHp8rZEJk+Wcgs2nbIpbvvk+CS63uvCsf3HcHzfcQx2D0Lgw+fErf/3VlSuqcxYkX3gBw/gzRfeTPn5d3/r7qSPf/qmT+OU804RqwL0Bmg0mqyrtYQQtP+9HbYhG275z1uwYv2KhM9L9H14vV785S9/wZVXXilvS2TyVF1djY9//ONR2wRBQHt7O9566y384x//wODgIMbHx+FyuWA0GrFu3Tp85jOfwbXXXpuTNizp/r7UFdlEkOaqCoUCpaWlKC0tBSEEo6Oj+O53v4u///3v+OCDD/D2228DAO69917YbDacf/75OOussxa01PiXv/wlXn/9dbzxxht4/fXXF2wciwnLRDYBUl39DwaD2LdvH6xWK8xmMzZv3py2GQ7DMPD7/ZkONS+IJbKR5bWZ7ncux5dNEEJw/PhxdHd3Q6PRoLW1NS3X3sVQWhwMBtHR0YGpqSmUl5dj48aNeXd/BjLLtk0GQgiOHDmCvr4+6PV6bNmyJWVyPhuRHXQOYsQ1kt44Epk6UYVLYhNBivdRq9XwuD2gQMGgNyAQCMjkh2VZUWWZKUNOGu8DRKm1Uqn1bPE+AiUAdPTrTzS43cBjjynwzjvRx/Xcc0O46moOmgzMSRmakb8vQggCgYAcuSKEBAwNDQEQzVYMBgOMBmNOyEYm6Oyi8cADCkxNhs8Hs1nALbeGsHlTeteRTH+Lw73D+NEdP8LE8ETcY5ffcjnOvfzcWV+rN+qx/aztePfld6O2v/vSu3MS2TM+c0ZCgvL6n17H0w/GE61IEIGklaGaS+i0OgSDQYyNjWEMY/I1xKA3QG/Qp7SAcu+L9wIQr9U+jw/jQ+Noe6sNL/7uRbgd4bLMwWOD+M/r/xPf/sW30fKxlrj3me37ePrpp+cksl/4whfivo+Ojg6cfXZi1XxychJvv/023n77bTz00EP485//nPUWnmUiG61GUxSFqqoq7Nq1C7t27YLP58Ojjz6KH//4x1Aqlbjnnntwzz33QKlU4vTTT8f555+P888/Hxs3xkcv5QqHDh3Crl278LWvfQ1nnHHGMpFNEctENkM4HA50dHTA5/OlXGaaCIvJ7Inn+ai4mYaGBqxatWrBL5S5Ki2ONAYym81oaWlJ2g+bCNlWi7NJZAkhcDqdaG9vh8/nw4oVK9Dc3Lxgk9RsKrIcx6GzsxNWqxWlpaXYvHlzWuQ8UamzJ+jBQWu8c2gyLAUSK2FychKDQ4NgGRbNTc3QaXUgEMmPrNROT8NutwMA9Dp9yvE+YAAGjKzKSuRWOn484cESFpzAxam1JwLaO2g8+KAC9qkY0nZLCJs3Z+faQlEU1Go11Go1gqEgbDYb6urqZMU2Mo9Yynw0GGbPI84V/H7gN79l8eor0STn9DM4XHddCPp0xZQZs7V0cfDDg/jpN38KjzPeqfcLd3wBl3z5kjnf4+xLzo4jTp3vdcI17YKhyIC+I30Y7h2OepyiKJx10VnpD3gG2SilzhbMZjPWrl0Ln98nx/tEXkO0Wq3cx63VaJPemyiKglavReOaRjSuacRpF56G71z1najvhwtxuPd79+Lev94b5SQt4YLLLoj7Pl5//XVMTk7CYrGgq6sLR44cifvcVMqKaVqscnE6nVHbjx8/jquuugpvvvlmVudSicjciYJUyqo1Gg3WrFkDu92Oe+65B+eccw5eeeUVvPTSS3j11Vfx2muv4d///d9RWVmJPXv24LzzzsvpmDmOwzXXXIO6ujrceeedOf2spYZlIpsBhoaGcPDgQdA0jdbWVpSXl2f8XouhR1a6GNhsNgwMDABAWuW1uUYuFFm324329nZ4PJ55EfZsk+xs9chK43r//fcBYN7ncTaQLUXW6/Wira0Nbrc7YbZvqmMBwoqsQAS0jbWBE1Ivby0UU6f5goBgdGQU4xPj0Kg1aGxqhEopLqhQoKBWqaEuVaOstExe7IqN91EoFDKpNegNs04w5BJkhNVaqQRZOnaxau184n0KHV4f8JvfsHjtb9Gk7YwzOFybCWlLEdLxNZlMKC4qBiEE/oBfdKd1uaLIhk6rkw2jNOrcqrVHjlLYvVuJ8bHwd20wCLjp5hBO2pHZtUMgQtpjfvvFt/HADx4AF4q+HjAsg5u+d1PK/asbdmxASUUJbGM2eRvP8fjnq//EuZefm9Dkae2WtaiojY96A8SooDM+fQZWbFiBFRtW4K+//Sv+sTda0U03fifXoCgKWo0WWo0W5WXl4HkebrdbNpyTKj5SMSeLRHlNOT5+6cfx/J7no7a7pl14/7X3ceZnzox7zVWfuQoP1z6MwcFBeVsoFMKf//xn3HDDDQlNnj72sY+hqWn2LN9zzz0XN954I84++2yo1WoMDQ3h61//Ol555RX5OZ2dnXjnnXdwxhlnJN2ndHAiK7JStOBcJF4yUtLr9aisrMS1116La6+9FjzPo62tDS+//DJefvll1NfX53zM//Vf/4X29na88847eUv8WCpYJrIJMNtNjed5HDx4EMPDw9Dr9WhtbZ13Lb2UuVjI7nLS8ejt7YVWq0Vra+uscTMLgWwbKk1MTKCzsxOEEGzatAlVVVXzHlshKbKEEDgcYtahUqlMGh+UT2RDkZ2cnERHRwc4jsPGjRtRXV2d0fvEEtkjk0fgDDiTvSQKhWzqlA4EQUB/f7/YK2kwoqGhIenkgGGYqHgfn9cXF+9DUVRUvI9aNXtNbKxhlIpRIcSHshbvU8g4eJDGffcrYJ0I74fRJOCmm0LYsT2/Ls4UFc4jLiubWbCQYldmIi7GxsagYBWyO22yBYt0EQoBf3yKxQsvsCBC+He0bRuHm24Oocg0v/dP57f5zMPP4I/3/TFuu0avwb/95N+w6eT43tXZQNM0zvzMmXjm4Weitr+z9x184nOfwHsvvxf3mrMuPmvW9/v4pR/Hxy8N92omqkKZjyJ723/dhtv+67ZZH3/qgaeiSpu///D3sX7b+rQ+g2EYmEwmmEymqHJ3p8sZZ04mVQXMFiVVXpN4cbbvSF8cka0z1qFUV4ovfOEL+PGPfxy9X089hS9/+ct49tln495rNjW2pKQEL774Ik47LToiqaamBo8++ijWrl0LlyscV9TV1ZVVIrusyM69716vFwDi5vEMw2D79u3Yvn07vve97+VmkBH44IMPcOedd+Kb3/wmTjnllJx/3lLDMpFNEV6vF+3t7XC5XKiqqsK6deuy0kcYqSYWIpENBAI4duwYANG+fMeOHQlzNxcS2SKLsQZWra2tMJnmN0PKNslWR7iXZGL2xHEc9u3bJxPZbdu2FUyG2nwVWclxWaFQpG26FotI12Kr14oee7xr6GyQSewiMHVKhlAohJ7eHni9XpSWlKKquiotckiBkoPsKyoqEOJCUWqty+XC8PAwVEoVjKb4eJ9Y0BQNBa2QJ+FzxfssVrU2EASefJLFiy+yAAmfNztO4nDTjSGk0aI/b8x23jIMgyJTEYpMRWJv4kxpqMvpwpR9ClP2KVAUlZXYlb5+CrvvVWBgIDwp1WgJrrsuiDPPEDBvATjF0mIuxOHh//cw3njujbjHLBUW7PrlLtStTL/P8ayLz8KzjzwbtYh3pOMI3n3p3SilFgA0Og1O/sTJaX9GJAgpLEU2GSLL3UtLS8HzYpSUZE4WGSWl1+tlYqtUiJVLE0PxvcsAogydAEDNqrHashqASEx/8pOfRH0f7733Hp5++ukopRYQ50SXXHJJws+oq6ubte/VaDRi5cqVaGtrS+k4ZIITWZFNlcQXQvyOVFK8atUq/PCHP1ywcSxmLBPZFBAZMbNu3TrU1tZmrXwqksgWGkGcnp5Ge3u7rPzV1NQU3BiB7JQWZ6MfNhEKSZGNLLk1mUxwOBwFtVqbqSIrCAKOHDmC/v5+GAwGbNmyZd6lOdLv28/5cXA8tb7YuH5YLF4S6/P50NPbg2AwiJrqGpSWls77PRVsOHNSIAK8Xi+cjvh4H70hrNZKE1IJHOFAKAKKUHPG+wCLT609dpzC7t0KjI6Ef5c6HcH1Xw7itI9lgbSlijR+hrGloRzPiaR25p/b48bo2KhYXm4wwmAwQK/Xz3nt4XnguedZPP00C54L7/iGjTxuuSWI0pJMdy4aqbgWe91e/PxbP8e+9/fFPda4thH/8b//geLSzBbOyqrLsG7bOhz414GoMf3qR7+Ke+6p558KlWZ+xorzid9ZaDAMg2cfeBanf+p0rFm3Ro6ScrvccDld8gKtWq1G0BPE3579W8L3if2uNpZuBEuL0+GGhgacfvrpeOutt+THCSH45je/Gfc+l112WUbu/jzPy0ZqEtaunT0aKBOcyIpsqvseWVq8UHC73Th6VMykV89is37TTTfhpptuwte+9jXcfffdeRzd4sAykU0CQgiOHTuGnp6enEXMSKpuIfXJEkLkPmCGYbBu3TocPHgw5zmtmWK+ZNHj8aCtrQ0ejwf19fVYvXp11lYxC6VHNrLkdsOGDQgEAnA4HAX1nWaiyIZCIXR0dGBycjKrjsvSxPbg5EHQhrnPhaVk6uRwOtDf1w8AaGpqgsk4z7rNBKApGnqdHnqdGO8TDAVlpdbtcssTUo1aI5NarU4LGjRYmgVP+Lj3k+J9gLnVWoESQIEqGLU2xAHPPM3iuedYCBGlsy0tPG7+ShCW/MQ5y5COUyYLtizDorioWO6t9fl8soI2OTWJySmxvFyn08nEVqVSRX3WyAhw331KHDsWnogqlQRXXRXCeefzoLP4syIgSX+ntjEbfnTHjzB4fDDusZZTW/C1H30NKo0KPDf7PZyiqaT3lLMvPjuKyAJIaCKVrKw4VRDML25oofHhGx9i7+/3on5VPU76xElYvXk1qhqqUFFeAZfLhb5jfXh/7/t49y/vwudOHJO2+dTN8v/XGGtQoo1eFbn66qujiCwgLuzHItPs2MceewwTE2G1uKGhYVaH40yxrMjOve+FoMiqVCrccMMNCR9ra2tDe3s7TjvtNKxevXq57HgWLBPZBKAoCsFgEJ2dnbJb3ebNm7Oi0MUil9ExmSCyD1jKE5VueoUyxljMxxlYUtsFQZhXT2UuxpYI6SqyhBAMDAzg8OHDUSW3vb298uOFgnQVWY/Hg48++gherxdNTU1YuXJl1iZoFEVhLDAG4icoM5QlfW6sqROoxRsRY7VaMTQ8BKVSiabGpryZTigVSpRYSlBiKYFABLjdbpHYOqLNXoxGI4qMRdAZdEnNXmLV2oTxPiCyWisR4YVQa/v7Key+T4H+vjBpU6sJvnRtCOeczedPhc0BKCqivLxcLC93u9yiiuZ2i4rIqLhAJyq1Rrz7bhF+/zslgsHwjq9cyeO224KYh13BrJjrmvP3P/89IYkFgI53O3D9GdfP+Rmf+8rncPktl8/6+EkfPwmP/uhReN3eWZ9T3ViNVZtWzflZySCd+4v1+hSJ/qP96D/an/brmjY2QWvWwulywmK0YI15TdxzLr74Ynz729+WF9QSYfXq1dixY0fan//qq69i165d8t8sy+K+++7LOuFMlcwtRaSqyEo9sgtJZDUaDR555JGEj/3gBz9Ae3s7rr32Wtx44415HtniwTKRTQC73Y6PPvoIfr8fzc3NWLFiRc5WMKUfmuSytpDw+Xxob2+H0+lEZWUlNmzYAIZh5F7MQiey6YyPEIKenh4cO3Ysa/2wiZDL0uK5emQFQcDBgwcxNDQEo9GI1tZWmZgkipdZaFAUlfJ3aLPZ0NHRAUEQ5m3IlQiuoAtD/iFUkeTvu1SciQUiYGR4BFabFVqtFk2NTQvWRkBTNIwGI4wGI1AN+AP+uHgfBgzUWrWs1mq0mnnF+8iLEEDe4n14Hnj+BRZPPRVdOrt2HY9bbw2iPPn6SU6RK9VOwSpQXFyM4mJRrfX6vHA5RSOf3h43/vKXMvT1ha9xDEvwuctCuPhiHjmrkMwwfiebUKqVOOX8U/DaM6/N+pyzL8meYkdlU9JeRKhsqMRlt18Gq80Kq80KpV6Jg66DMJvNsFgscpmwRqPBpZdeiscee2zW97rmmmvS/vw///nPuPHGG+V7N03TuO++++IMobKBVA2PliIWU2nxMuaPZSKbAHa7HTzPY+vWrVnpDUuGQlFkI0tP16xZg/r6enkik21VMdtIl5RJhkfj4+MoLi5GS0tLFEHMJhaqRzYQCKC9vR3T09NRixK5Glc2QNP0nAs6kQqzUqnMSbk/L/DosnVBgJC0V3CpmDrxPI++vj44XU4UmYpQX19fUKv4cfE+bhe8Li+mHFMYHRsV+y/ZiHgfQ3rxPgnV2hwbRo2MALt3K3H8eHicCiXBF74Qwic/md3S2UKFZAal1ehw+EgV9jymgM8XPsalZR5cdFE36mp5jI2LJj46nQ4Mnd2JOUFhKJRnX3z2rESWYRmc/qnT5/0Zcsn4IrxOSVCo019gUygVOOuzZ+Hqr14NtVbMSdbxOpQL5ZiamsLk5CSOHTsGjUYDi8UCs9mML37xi7MSWZZl8fnPfz6tMTz++OP42te+Jt9zWZbFAw88gCuuuCLt/UkFy6XFqZk9qVSqgvR+WUbqWCayCdDU1ITy8vKckZtILDSRJYSgr68PR44cgVKpxPbt22E2RzdkZdt5N9ugKCrlPF6Px4P29na43W7U1dVhzZo1Ob3QZ/vYpUJkHQ4H2tvb4ff7sWrVKjQ2NsapK4VIZOfqkRUEAYcOHcLg4CCMRiO2bNkyqznCfLDfuh8+TuytIgmY7FIydQoEA+jt6YXP70N5WTkqqyoLej8i3XKraqrE/ksp3iei/zIy3kelUqWl1vICDxBEq7UzJcjS+ZlpSb5AgJdeYvD73ymiSmebV/DYuTOE6qrCKfXPx3ngcAAPPaTAhx+GpyIUTfCZz4Rw4YVe+P16uJwu2Gw22Gw2sbdar5ezRKU84/mAkOQ9svnCyo0rUdNcg6HuobjHWk9rRZGlaN6fIV/PFn53M8ZP/vATHOk8gsPth9F3uA9jg2OwW+3weXwQBAEqtQpqrRpl1WWoaapB4/pGGCuNWLNuDdRa8X6hV+txRu0ZUDAKCIIAh8MhE9qhoSEMDQ2Bpmk0NjbKbTiROP/881FWlnrJxN13343vf//78t8ajQaPP/44LrjggvkfkFmwbPaUWmmxVqst2J7xH/zgB/jBD36w0MMoeCwT2QSgKCovJBZYWLOnSGXSZDKhtbU1ITFIhyguFGianpOUWa1WdHZ2gud5bNiwATU1NXkZF5A/s6fR0VHs27cPNE1jy5Yts95sC5HIJuuRDQaD6OjowNTUFCoqKrBx48ac3KCHXcMYcg7JE73Y8SwlUyeP14Penl5wPIe62jpYLJaFHlJaUNAKQCNOCsvLy6PifSTHXDnexxgR7zPLwtVchlGCIMDrE3uqBEFAiAulpdZOTAD3P6DEwQPh85ZhCT73OQ4XX8TlrnQ2A+Sjd/79D2g8/JACLlf42JWXC9h5exCrVxEAegB6VFZUIhQKyYZRUo8tIC7sGQ1GGIyiWpuRskqSm1pdfsvlSftbs4mfPf2z3H7AzNeaKwU6H8eKVbBYv219yvm0DocDff19UeXUG0o3QMGIKhxN03K5e3NzMwKBgExq77nnHrlKSK1WyyXI6US7/ed//id+8YtfyH8XFRXhj3/8I04+eX4xSnPhRFdkaZqek6B6PJ7lsuIlgGUiu8BYKEXW7Xajo6MjZWWSpumCJrLJiDYhBL29vTh69ChUKlVOylFnQ75KiyMdtrVaLbZs2ZL0Ah2Zk1oomE2RdbvdaGtrg9frxYoVK9Dc3JyTFVRvyIsD1gPyWADIiiuwtEydpqen0d/fD4qm0NzcDIPesNBDShuxzsWR8T4ERMybnFFrpZ44mqKj4n2SKXqRhlEhLoTBwUG43W4UmYrkUrRU4n0IAf7+dwa//rUCPl/4vK2rF1XYhvrC+Q1GIlcqhdsD7NmjwNtvRU8/zj0vhKuv4pCoyEKhUMBitsBitojRTR6vTGxjv1spSzRVtZZg8cbRpIuloMimC5nQzfwmK/QVKNeVz/p8lUqFyspKVFZWghAiVntMTmJychIjIyMYGRkBRVEwmUywWCywWCzQ6XRxvxdBEPCNb3wjqjy5srISf/rTn7Bu3boc7Gk0TnRFNpX99ng8Cb+7ZSwuLBPZBMjnSb0QZk/j4+Po6uoCISRlZXIxKLKJxsdxHPbv34+xsbGc98PONi4gt2ZPHMehs7MTVqsVJSUl2Lx585w9H4tFkZVUdEEQ0NLSgoqKipx8NiEE7WPtCPEhAOGySmnit1RMnQgIJsYnMDI6ApVShabmJqhV2S/PzgcEIoClWXBC/LWTAhWO96kU431czrBa63SKil5cvE+ChYlgKIie7h6x/Lq8XJ7gphLvMz1N46GHVehoD0+qKJrgkos5XHYZh4JtzcoRt+7sovHAAwpMTYaPs9ks4JZbQti8ObVrkVRerNfrgUqEv1uXEx63R/5u1Wo1DHrDnGptKjmyiwXvvvwu9vxkj/x3rAvyb372G9AsDZoW/z30t4fyPML8Q7qGUzQFBaPA+pLUlFwAMmE1mUxoampCMBiU1dqpqSlMT0+ju7sbSqVSJrXFxcVQKBR477334npsXS4XLrroooSfdemll+LHP/5x5jsagxNdkZ2LyBIiLnZmkgO8jMLCMpFdYORTkY3NxU3HqXcxENlYUub1etHW1ga3243a2lqsXbs27xd1qbwlV4psZAZuQ0MDVq9endKkrFBdiyN7EPv7+3H48OGcukpLODp1FNP+6fBYZsrQpJiWpWDqJBABQ4NDmJyahF6nR0NjQ9IIm4WEQISsqt1KRXiiGRXv44yO9zEYDDKxVbAK+Hw+dPd0g+Oiy68pioqK95F6ayPLzv/xHovH96jg8YT3o7KSx207Q1i1sjBV2Chk8RT3+4Hf/JbFq69En2+nn8HhuutC0Osyf+/Y79bj8cil5ZJay9AMdHqdXIasVERE6ZHFbX4UiWAgCMfk7JExPk/iXNWlDPm6DQrrLOugZDKPUVQqlaioqEBFRQUIIWI28gypHR0dxejoKCiKgtFoxMjISNzr5cipBJAWYLIFnherRJaJ7Ozwer2wWCxLZiHrRMUykV1g5KtHNhgMoqurCzabLaNcXIZhCor0xCKWaNtsNnR2doLjOKxfvx61tbULNrZU+ndTRSSRdbvdeO+99zLKwC1kRVYQBBw4cADDw8NJe7ezhUnfJLrt3VHb5NJisjRILMdz6O3thdvthrnYjNq62oIti+7p7cE999yDb3z9G6irq0v6XE7gQFFUWiXysfE+gUBAJrVOhxjxA4i/tWAwCAoUmhqbYDQaZ32/yN7a6WkBjzyiwPvvR99ez78ggCuuCECtpsDzVNadkLOJRCZnmeLIUQq7dysxPhbeV4NBwE03h3DSjuxef2iKFlVYvQGoFM3M5Nxal7h4geEZtdZggNFgFBciFt9PehkpQiDiOVauK0eVIXsxbRJhNRqNaGxsRCgUwtTUlKzYJiKy+YQgCCckiQXSLy1exuLGMpFNgIUoLc4lkXU6nWhvb4fP50NjYyNWrVqV9j5G5skWImiaRigUinJhVqlUOOmkk/LWD5tsbLkwe7LZbGAYJqOe30IkspIi+69//Qt2uz1hbFC2EeSDaB9rn5UIySR2EZs6BQIBdPd0IxAIyGpCoe7HR20f4Re/+AUC/gDuuusu/L87/x/Mxeakr2FpVi4JzwQqlQqlpaUoLS2FIAhwuV2YmJiQlRMCMfJJNowy6MEyiW+d//qQxgMPKOF0hI9vSamAW28JYM1aDoSEVX6pt1YiwrnOrc03QiHgqadZPP88CyKEj8e2bRxuujmEotwVWMhQKVVQWVSwWCzgBR5ebzi31mq1wmq1AgB8Xh8mpyZhNBgXdRTHWRedhbMuOmvWx71eL44dP4aa6ppFZ+6WKYhAwFIs1pemXlKcCRQKBcrLy1FeXg5CCDZv3oyLL74YU1NTcDgc8j3GaDTKplFGozFn880TncimItQsmz0tDSwT2QWGVPqRqx7ZkZER7N+/HxRFzavHsNBLi6XxdXZ2YmxsDEVFRWhpacmpkpcqsmmUFTnJIoTglFNOyWgfC5HISr8Bu90+a2xQttE10YUAF+3+LKlRNEXDZrPB4/aIJMZkFI0hCpQEJoLb7UZvXy8EXkB9ff2cpHAh8dLLL+HRRx+V1W+vz4uJiYk5x5yoRzZTUDQFj8cDt9sNtVqN6upq+LxixM+UfUqO99HpdDKxVavV8Hgo7NnD4s03ohddPv4JHtd+iYNGQ0MgLEDC2bVR8T4z6ygCJSQ0jMo35ts32tdPYfe9CgwMhI+HRktw3XVBnHmGgIWo5GNoRlZrq1CFQCAAl1t0tg5xIQwNibE3GrVGjvfRahP3TS9WnJBmT0RAnboOGoUmb59JUZRsOtbQ0ACO42C322XTqL6+PvT19UGhUMBsNsvENp0qubmQqiq5FJHKvvM8v6zILhEsE9lZkG652nyQC5IoCAIOHz6MgYEB6HQ6tLa2zmvlqdCJLCAqT2NjY6ipqcG6desKZjUyW4qs3+/HsWPH5L8VCkXGRL3QXIsnJiYwMTEBANi8eTMqKytz/pl9030Yd49HbZNMnQghaG5uxrRjOqqPkmVZsSzVKPbazabMFQKm7FMYGBgAwzBoXtEMva4wV54FIuCJXz+Bv/zlL/K2ktISfPe730VtzdwtAYQQKGgFQkLmqqw0jsGBQUzZp2AwGNDY0AiGYWA0GFFeXg6O52TDKKfLCbfbjZGREQwOWvDC8w2Yng5PnIqKBdxyC4etW8K/L7kEGeHeWkEQooyiIg2jJLW2kEuQY8HzwHPPs3j6aRY8FxF3spHHLbcEUVqygIOLgUqlgkqlwujIKIxGI4rNxbIRmHQ9YhhGNowyGAwF21OeKqRFosVyPmUDxYpiGJXGBZ0PsCwrV30QQuD1emVSOzExgfFx8T5kMBii1Nr5jPlEVmQFQZiTyPp8Yr/4MpFd/CjcWdgJhGyTRL/fj87OTtjtdpSXl2Pjxo1yL26mKOT4HemGAADr1q2bs68u38hGf/H09DTa29ujInfmU+pdKGZPkdFI0u+gtLQ055/rCrhwyHYoeiySqRMhAAF0ep24+FMN+AN+uY/SPm3HlH0qoTJXCGotAcHo6CjGx8ehVqvR1NiUV6fudBAIBPDLe36JD97/QN7WvKIZu/5jV1rl8gLmdx5H9hBbzBbU1NbETfZZhpXzJgkI7HYfnniCwTtvR/fOtrQ4cNXVHlRW6gGkEO+DaMMoEESrtXPE++QEGRggjYwA992nxLFj4QmkUknwxS+GcP4FPOiF/2nMCoqm5L7pqsoqBINBOd7H4XRg2jENQMwslgyjtBrtojOJOdEUWYZmsMKwAhOuiYIhddJ9Q6fToa6uDhzHYXp6Wp7H9Pf3o7+/HywrXm8kI7N0r+EnqiJLCElp3z0eDwAslxYvASwT2QIAy7JZI4l2ux0dHR0IBAJZLc+UyFghRRVE9sNKRkELaeo0G+aryA4PD+PAgQOgaRqtra3y9khSm8mYgIUlsjzP48CBAxgZGUFxcTEMBgMGBgZyPiZe4NE21iabgAAz5Z4zbrNAvKmTWqWGulSNstIycDwHt8sNh8MRpcyplCq5BFmv1y+I6iEIAvoH+jE9PS2XtRWqajw9PY3/+Z//wfHjx+VtO07aga/e8dX0J22CqF5GfqepIhAMoKenB36/H5UVlSivKJ+TxB05TOPe3aYoAyOdjsdnPzuKxsZR2O087HbRVEha6EgWARNrGCWrtbPE+xSSWisQ4JWXGfz2twoEg+HjtmIFj507g6jKnr9OTkBAor5viqLEvmlVKUpLSsELvBjrM0NsI6sz9Ho9jAaxb3oxqLXS+bPQ50y+sNayFt5RMYKoUIhsLFiWRUlJCUpKSkAIgc/nk52QJycn5T5unU4nk1qTyTTn/giCsKj7vTOFNH+Yi8hKHgjLRHbxozBnOAWAfJcWz7dHlhDRkOTw4cNgWRbbtm1DSUn26rgiTanmq+5mAzzPY//+/RgdHYXJZIJOp8PIyEhBEW0JmfZAE0Jw5MgR9PX1QafTYcuWLbLyDCxuIhsIBNDW1gaHw4Hq6mqsX78e3d2ic3Cuf3eHbIfgDoaNfCIjU1IxdWIZFkVFRSgqKgKBWCbmcDjgdDqj4j6iolzyMKEIcSH09vTC4/XAYrGgpiZeVSwUDA4N4q677oJ1wipv+/SnP41rrrkm4wknQzFpE1mv14uenh5wPIe6ujpYzMkNcIIh4A9PMnj+BQYg4XNk+3YeN9/MoaioFAKxwOPxyAp+bJlqKueErNbOEu8DIPdqbQqXUdskcP/9SuzfF540MizB5z7H4eKLOBS6ICQdz2T3DIZm5O+MECL21rpEwyiHwyG7XGu1WtkJWaPRFNx9CIiIoinAsWUbFo0FtcZaHBoWK28Wwz5TFAWtVgutVova2lrwPC+rtVNTYquI1C4iqbVmsxkaTXz/L8/zBVuJk0tIolCqiuxyafHix8IzkmXM2xE4UtkyGo1oaWnJesizdFFY6FJUQOxtaG9vh9PplPthjx49CkA8FoW28pqJIhsKhdDZ2QmbzYbS0lJs3rwZLMtGZdDN55xZSCLrdDrR1tYGv9+P1atXo6GhQZ6E53pMY+4x9Dv6AYT7YWWzHSp9pYICBZ1WB51WJ5YkhoLhKBenM6ok0WQywWg0QqvVZr0E2ef3oaenB8FgEFVVVSgrKyuIMudE2Ld/H37605/C6xGVEoqm8OUvfxkXnH/BvN6XEzgQioAiqe23w+lAf18/QAHNzc1iZEsSdPcA996rwNBg+BzR6giuv57DmWcK8tGOjICprqpGIBiQo30izwmtVisTpGTnRLpqrUAJoDC/eJ+54ncIAd58i8aePUr4vOFx19Xx2Hl7CA31hdF7nzJS/KlQFAW1Wg21Wo3S0lLwPA+32y0T2/HxcYyPi2qtZPZjMBROL/2JUlrM0Aw2lG4AEO4VXQxENhYMw8gqLIAotdZut8NmswEQryUSqS0qKpIr6E7E0mKJyM41D1wuLV46KIyr6wmO+fTIer1edHR0wOl0oqqqCuvXr8/JxSsfMUGpYHJyEh0dHeA4DuvWrUNtbS0oiooaX6GV06TbX+x2u9HW1gav14umpiasXLlSvglHrrD6/f55jQnIP5EdGxvDvn37QFEUtm7dGtUPm2sDKj/nR9dEl/gZMSQ2W/mwSoUSJZYSlFhKIAgC3G4xu9LhdGBsbAxjY2NQsAq5BNmgN8z79+p0OdHX1wciEDQ2NqLIVDTv/cgV/v73v+OBBx+AwIvnnUqtwje+8Q1s3bJ13u9NQKCgFODI3NUPVpsVQ0NDUCqVaGpqgkY9u6MpxwPPPsPgmWcYCBExMps28bj1Ng4lc6SYqJQqlJaIZapSvI+00CGdE+mYiM2l1mYj3ieZSulwAA8/rMC//hUeI0UTXHQRh8s/x6HALr9JIRG7TEkOwzAwmUwwmUwghMAf8MPldMHlcmF6ehp2ux0AoNPqZMMojXrh1NoTxexptXk1tApxMX8pmR5pNBrU1NSgpqYGgiBgenpaLkEeHBzE4OAgaJpGcXExOI4rCOEh30hXkV0msosfy0R2FuQ7SzYTgmiz2dDZ2RlH6nKBhSayhBD09/fjyJEjUCgU2L59O8zmcCzHQpfKJkM6iuzExAS6urogCEJC995IIpuN0uJ8lc8TQtDd3Y3jx49Do9Fg69atcTeQXCqyhBC0j7UjxIfiTJ2yRWJjQdO0rLhVoxp+v19W5SanJuUoF71eD5NRVGvTLQWzTdowNDQElmXR1NyU9UqMbIGA4A9P/gHPPPOMvK3YXIxdu3ahqbEpq58z1+OjI6MYnxiHRqNBc1Nz0oWvgUFRhe3tCU+ElSqCL32Jw3nnCWmfNTRNw2Q0wWQ0gYCI50QiEzGtTl7sSGYilopam814nw8+oPHQwwq4nOHXlpcL2Hl7EKtXLTIVFuHrXzZ+/xRFQaPWQKPWoKysDDzPw+V2ycQ2ciHLYJhxQs7CQlY6kIl7ITtvzRNmjRn1pnr576VEZCNB07Qc3bNixQr4/X5ZrZ2amgIhBFNTU3jvvfdktba4uHjJq7SpElmpum25tHjxY5nIFgAks6dU+zsJIejp6cGxY8egUqmwY8cOFBcX53SM0o1gIYhsZOm0yWRCa2trXOxMIZU+xyIVIhvp3qtWq9Ha2gqTyRT3vEiiEwwGM+4JzqdrMc/z2LdvH8bGxmA2m9HS0pIwLy+X5Lrb3o0p31TY1CnHJDYWFMKT3PLycoS4kBz14XSKJjIYTt0ciIBgZGQEExMT0Kg1aGpuglKRvQzCbCIUCuG+++7DO++8I2+rq6/Dd7/zXblkLlvgBR4MzYjuvzGINMIyGo1oqG+YdbIjCMALL9B48kkWXESMzJq1PHbexiHDOO4oRJ0TZeVRJmIulwsjoyMYGR2BUqmUzwmD3pB0Uh6r1kpVB3PF+0ivlRHjWuz2AHv2KPD2W9FThnPPC+HqqzgUQFx3ZpAuNTm4BDAMgyJTEYpMRaKJj98Hl0sktlP2qahFC4nYqlXqnC6iyz2yS7S2mKZouaRYwlIlsrGQcq+rq6vBcRzeeustebF4aGgIQ0ND4kKaySSXK2u1i895ey6kSmS9XrG1ZVmRXfxYJrIFgHSMlDiOQ1dXFyYmJlBcXIyWlpa8NPQvlCIb2Q9bXV2NdevWJbxALSTRngtzEdlI46qioiK0trbO+p3SNA2WZWXzqGAwmNH3L6kyuSayfr8fbW1tcDqdqK2txdq1a2edVOSKXE/5pnBk8ki0MzGVPxKbCApWAXOxGeZiMwQiwOvxyiXIUeZAkYZRM66ogiCgr78PDodjTkK20HC6nPjpT36KQ4fCUUctLS34xje+kTP1mKZo8Ii+DoS4EPp6++D2uOc0whodA3bvZnHkcPiYsgqCL3yBw6c/JSBXc+JEJmLSQofNZoPNZgNN0aJT7sw5key3T1MioWXAyKqsRG5j432AaLU2Ep1dNB54QIGpyfCOm80CbrklhM2bC2/hMB3MpeBnCxRFQavRQqvRyosWLpdL/uf2uDE6NgqFQiHG+xgM0Ov1Wf9dL/Ue2VXmVdApohW2E4XIRkJarJLU2kAgIJcgS/21x48fh1qtlnNri4uLC8LIc75YLi0+8bD4z9ocId+lxcDcRNbtdqO9vR0ejwf19fVYvXp13i7QC0Fkp6am0NHRgVAohLVr16Kurm7W76WQFVmGYWZ1x0xkXDXXd6pSqWQiGwgEMl7ImG8s0FxwOBxoa2tDMBic8/uTxgNkV5EN8SG0j7XLJZeSqdNczsT5hERO9Ho9qqqqRHOgmRLkSFdUnVYHnV4Hh8OBQCCA0tJSVFdXF8x+xGJ0bBR33XUXRkdG5W3nnnsubrjhhpwS7xAfEifqM6dRIBBAd083AoEAqiqrUFae2AhLIMArr9B44gkWwUD48aYmHjtv51CXx2SvSBOxyopKhEIhOF1h9d7pcgLD4rXAaDTKzu1zxvsgrNZK5fWJ1FqBCAiGaDzyKxavvhJden3a6Ryuvy6EpTD/k0uLZ65LgcEAfPt9EHwCaA0NzQYNVLXZXyhmGRbFRcUoLiqWI1ekeJ/ItgOdTicTW5VKNe95yVKO3ylSF6HB1BC3nRBywhFZ6b4u7bdKpUJlZSUqKyvFPn2XS86tHRkZwcjICCiKilJrdTrdolRr0y0tXiayix/LRLYAkApJlExyCCHYtGkTqvIczpdPIhsZJZSoH3ahx5cuIvt3Iy+udrsd7e3tKRH1SKhUKnk1cb59srnqkR0ZGcH+/ftB0zS2bt2aUhRULhTZrokueIPerJs65RIqpQqlpaWyK6pkDuRwOOCZEL93aXHE6XTOWW66EDh85DB+/OMfw+V0yduuvvpqXHTxRXk5/gpKgRAJweP1oKenBzzPo6G+YdYWDKsNuP9+Fvu6wr9PmhFjZD77WQHsAgveCoUCFrMFFrMFAhHg8XjgcrrgcDpgtVphtaYX+SSXICPaMApEnOAdP8bi+ReaMTUZfg+DQcCNNwZx8smLrxd2VszsCn+Ux9ADQ/AfijfQU69Vw3yZGdqNuakgiIxcqSivQIgLwe1yyxnVbrcbGAWUSqUc76PT68DQ6Z+USzV+h6IobCzdmHC/BEFYcvs7F5I590rlxSaTCU1NTQgGg1Fq7fT0NLq7u6FUKmVSW1xcXHAmmrNhubT4xMMykS0ASCpsIhImCAKOHTuG3t5eaDQatLa2wmg05nuIeVM8eZ7HwYMHMTw8DKPRiNbW1oQZabEodLMnQNw36TgODQ3hwIEDcuZvOr2C2TR8yvbxIoTg+PHj6O7uhlarxdatW1M2U8i2Itvv6Mewczjv/bDZhNRnR1EU7FN20BSNoqIi+AP+6HJTQ0S5qXJhswPfffdd3HPvPeBCYtWAQqnAHXfcgVNOPiVvY+AJj2nHNPr7+kHRFFY0r0g4YSEA3vg7jcf2sFExMjW1Am6/PYTm7PlQZQ2R8T6ygj9L5FNkv3UqhlFW6zSe+I2Af/5zLUiEQ/OWrSHccIMfJhNBiIPcW7vYlT0CAraDhX+vH5jlUug/5MfInSMou7kMxrNzf+9VsAoUFxejuFhUa70+L1xOUYWXVDTJJE4itkqlMjV/jSVaWryyeCX0ysSERBCERUPCsgXpvp5K5YtSqURFRQUqKipACJHV2qmpKYyOjmJ0dBQURcFoNMrEVq/XF+ziwHJp8YmHZSI7CxaitFgqF5UQDAbR2dmJyclJlJSUYNOmTQlNcvKBfCiefr8f7e3tcDgcaUcJLRZFVhAEHD58GAMDA9Dr9diyZUvavYKR58B8iGy2e2Q5jsO+ffswPj4Oi8WClpaWtCYQ2VRkXQEX9o/vDysQi5DEAuLE02q1Ynh4OC4qRi43dThl4ygA0Kg1suNtMgKTi7H++U9/xu9+9zt5m8FowK7/2IVVq1blZQwSxifGMTo8iqlpPZzORhw9ykKrATZsFOQSYbsdeOghFh9+GHGNoQguuojH56/kF02MTGy8jxT55HRG55oaDWK0j9FoTBjv094xjUce1mNiIrzwpNESXHddEKefFgKBmB8LQO6t5cHLfbWZOiEvJHz7fVC+qMScrbICMPHQBNgSNmfKbCJIZlA6rQ4VFRWySZzL6RIdkV0ujGAEKqVKjvfR6WZXa5di/I5JZUJT0ewrTidij2xsaXGqkAir0WhEY2MjQqFQlFrb09ODnp4eKJVK2THZbDYv2Lw0EZaJ7ImHZSJbAEhEwhwOB9rb2+H3+9Hc3IwVK1Ys6ApYroliZJntmjVrUF9fn9b+FrrZEyCSzq6uLkxNTaG8vBwbN27MyFwh1rl4PuPKFpH1+Xxoa2uDy+XKuH87G4osIQS8wOOjkY/A8eLC0GIlsQIRMDw8DJvNBp1Wh8bGxqiFgdhyU5nAOJwYnxjH+MR4Wvmk8wHHc3jk4Ufw2muvyduqqqvw3e98F+Xl5Tn5zEQgIBgeHsa/Pgjg3Xc2oW8gXp1eu47HunUCXnmZhcsVPi8qKgXs3MlhzerFWzobGfk0W7wPAOh1YQWfVajwu9/68OLeUgh8+De7YSOP227jUFoCADNGYwnifaJ6aykBFKhFo9Y6/+QERVK8NgjA1LNTeSWysYgzifN6ZWIbawgmxftE3i+WWvwORVHYULoh6VzhRCSyqZK5uaBQKFBeXo7y8nIQQuB2u2VSOz4+jrGxMQCA0WiUTaOMRuOCzlXT6ZFVq9UFa5S4jNSxTGQLALEkcWhoCAcPHgRN09iyZQvKysoWcngAckcUCSEYHBzEoUOHMiqzjR1fIZcWt7W1IRAIYMWKFWhubs74Yl9opcWRixDr169HbW1mrjjzVWSlCfVB60E4/I6CM3VKBxzPob+vH06XE0VFRaivq58zdsVoMMJoMALVgD8wSz6pTicTmGT5pOnA4/Xg5z//Obo6u+Rt69avw7e+9S0Y9IZ5v3+qEAQB/f39eONNBfbunSmNJRRARRJTgkMHGRw6GD15ueCTHK66iod6Yauys4rYeB+e56Min0ZGR7B//xReeKEZw8NhDwKlkuCqqzlccIGAWL6TUrwPiKzWSmXLeVNrCRGzk3gO4HhA4AF+5t/M39TM38ERDoEjBLIDXArwH/QjMBjIiQFUuqApGnqdHnqdPsoQzOVyyT22wIwhmMEIvUEvX1sX4zUxEZqLm2FUJS/3PhGJbKaKbDJQFCXGRBkMaGhoAMdxsNvtcrl7X18f+vr6oFAoZKXWYrHkXa1Np0d2sRpaLSMay0S2ACD94EKhEA4cOIDBwUHo9Xq0trYWTFhzLhRZQRBw8OBBDA0NwWAwoLW1NeNIjkIuLZZKWEKhEFpaWlAxzxDKbBLZ+fajDg8PY//+/fNahIgcD5CZIksIgSAIGHePo9feK/b8LQJFKBECwQB6enrg9/tRXl6OysrKtCeeapUa6lI1ykrLovJJJQOZkRGxHFEqQdbr9RkdL6vNirvuvAuDg4PytjPOOAO33HqLHBeUD4S4EHp7enHgAIO9e5vC/Z2EAajIlo3o42g0EXztqyFs2rR4VdhUIfZbG1Gk00EoKcXevwTx/J8UELgQSmAFAx5VZQ58+sIJ1FWw4I9owNB0mAjO/KN4kSjSEjnkORCOByXwEEIcwHEzz+UAXhD/f4ZAUoL0twCK4+XHwPMzf3MiEZVIKBf9NxVDTsW/Z4irNLYU4cYpAD6NdBtGfft9BUFkYxFboeH1eMXfu8sNq80Kq80qT9qn7FMF0U8/HxiUBjQXNc/5vBORyGZLkU0GlmVlU0JCCDwej1yGPDExgfHxcQCAwWCIUmtz/V3wvNjuMNfneDyeZSK7RLBMZGdBPk9uqby0u7sbPp8PFRUV2LBhQ0FlemWbKEb2w1ZWVmLDhg3zuugWoiJLCEF3dzeGhoYAABs2bJg3iQWy1yNL03RcX3aqIITg6NGj6O3tzbjXNxaZKrISifUFfegc71y0pcQA4Pa40dfbB47nUFdXB4s584UBCYnySR0OB5xOpzzBTcfxVkJ3Tzd+dNeP5HggALj8istx+eWX5/X4+wN+9HT3IBAM4IMPWqJMikDxSQW3ykohgsSSsHKXgIiJBC2GNEU9jxOJWuTzYohWrEpIRaqFEYQvoZoYNx7pPSLI3sx4qFnGHSlOXzrzLwoTAPZk6YspcPDIjMQJvsK5x8yGyEgvVALBUBAupwsT1gkEg0E5ckVSaw1GQ9L4poIDBWws2zjneKV7w4lGZHOhyCaDZD6m1+tRV1cHjuMwPT0tq7X9/f3o7+8Hy7IoLi6WTaMyjQ5MhkhTzWTweDzL/bFLBIXDlE5gSHlWPp8Pq1evRkNDQ8GtEmWTyNrtdnR0dCAQCGRtfwstRzbS+Ein08Hj8WTtor3QpcUcx6GzsxNWqxWlpaXYvHlzVhZdMlFkCSHgeR6CIKBjvAMhElq0JNZut2NgYAA0Q6O5uTknZbmR+aRVlVUIhoIJHW+1Wq1MarVabdwx/fCjD/GLX/wCwYDYo82wDG695VaceeaZWR9zMrg9bvT29kLgBSiVK3D8uBqRzPUm6kG08vsAhgMNHiw4MBDAgAMDHuxhHoovRqiFy1j0IDQNMDTAsADDgDA0wDDi3zQNwjIAw4D26ICp9N+f1iw+UqRUiFEqXq8XU8EpNDU1ib21LlfUYpZOr5OJrVJROAY+sWguaoZJZZrzeXJu7glGZPOhyCYDy7IoKSlBSUmJnJMskdrJyUlYrVYAgE6nk0mtyWTKyvcUG3OYCJKCXCgVj8uYH5aJ7AKCEIL+/n4cPnwYAFBVVYXGxsYFHlViSKUa8yWKg4ODOHjwoFyKmkq+aCoopNJir9eL9vZ2uFwu1NXVobi4GJ2dnVkj2dkye8rEtdjr9aKtrQ1utxsNDQ1YvXp11hZd0lFkpX48yQm6Z7oHU4GpRUliCQjGx8YxOjYKlUqFpqYmqFXqvHy2UqFEiaUEJZaSKMdbh9OBsbExjI2NQcEq5BJkg96Al195GXv27JEdUHU6Hb717W9hw/oNeRmzhOnpafT394vEf0Uz3npT6pULnwOlsKKe6kfSq0Iol6MsLAgAeLDgQYMDC1bJQKlloogfWEYkfBIRpGnwIAgJBBwhEGgKhKbBKBRgVWoo1GowKtXM65jwezAMCDPzNzPzGCu+H6FpEIoWH6dpeTsYFmAZUAwLKFhQDAOwbNRrY8cZ93eKquKRvSGY9vSn0SErQrNh7ji4QgUBiYpvQqXYyiDn1rrE3z+GAbVaLcf7aHXaglFr9Uo9VhSvSOm5+VYmCwWFtN+ROcm1tbXgeV5Wa6empjAwMICBgQEwDCOrtWazOaXYxUTgOC4lAu/1elFeXl5wotEy0scykZ0FuT65OY7DgQMHMDo6CoPBAJfLlZMyi2yCYZiMiaIgCDh06BAGBwfn3Q+bCIVSWjw1NYX29nZwHCcbH01MTGR1bAulyEbu24YNG1BTU5PxZ882HmBuRTaWxDoCDhy3H1+UJFYgAgYHBjFln4Jep0dDY0Nee0sjEel4W41q0fHWISq1k1OTsNqseO211/CvD/4lv6asrAzf+e53UFOd3XMhGQgIJiYm5D7f5uZmqFQqeH3xz+VBg6cBRgD4FOZ0ZFZCR4cJFSMSP5KQUM08L4K4gWZkFTBqu0T0Ip6HWZ4Hho1QFsPb4hTHBOP5V7sSjzyqwpSLBSAehNIyHl/9Ko81q0nKPF4BgImJ9wkExesPy7JyabrBYEjpHKYAECKIFd0CH+V+HPW8LMf7eLzAnj0KvPWmBjdCi0Z4U36tep26IPtjUwURSNzcRqVUQWVRwWKxgBd40Ql5JrfWarXCahXVWr0hnFu7YLmsFLChdEPK50EhEbp8QpqnFeJ+Mwwjq7AAZLV2amoKdrsdNpsNgFgVFKnWpqoup6LIAlhWZJcQlolsElAUNW8znESIVLVqamqwevVqvPbaawWhJiZDpkTW7/ejo6MD09PTOev/pWkaFEUt6DEcGBjAoUOHoFAosGPHDhQXF8tjA7JHZLPZI5vqmCQlPXbfsolUFNlIAksIAU94dFm75FiJxYQQF0Jfbx/cHjfMxWbU1tUWjOoR5XhbXg63241f3P2LKGfiquoqXH311aAoCi63Ky89dgQEw0PDsNqsYiRRU6NMmlQJKiEfxZfxe3wBPFGDAwEPJuIfCx4MrvoSwQUXQiShi3AxZDa4PcBjj7J4663oSd3HPxHAddchI4fm2HifQCAQLkufnobdbgcA6LRhd2yNVjPrIpPkaixfI3Mc77P/AI3771PAZhNf+zrKcT16kdI70YD5UvPczytgEJCk0TsMzchqbRWqEAgExLxap/jP4XAAELOqpdxarTZ/am2jqRHF6tTvPSdqabF0D10M0TIajQY1NTWoqamBIAiYnp6WTaMGBwcxODgImqaj1NpkIgjP8yk5JS/3yC4dLBPZPMNqtaKzsxM8z0dFlVAUlbHxTr5A03TaRHF6ehrt7e1Z7YfN5viygUi12Wg0orW1NaosJtv9u/l0LRYEAUeOHEF/f3/WTJ2SjQeYXZGNJbE0TWPfxD54Q6krKoWCSIOiqsoqlJWXFayibLfb8aMf/Qg9PT3ytq3btuLzn/88fD4fJiYmMDExAYaJMYzKsrIsCAJ6+3rhdDpRZCpCfX04kqi3F3j11fhJmxUzGbY0BcQtdohFpetaAkDhz/fSQmcnhfvuZzE1GZ7AG4xB7LyNw9at2dlZClSUOzbP83C5w/E+o2OjGB0bhUKhkM8Jg96QdHIdG+8Tq9bGxvukqtYGgsCTv2fx4ovR52TpSSy8phD0f1OIddezDgwou7lsQTNkswEikLSuMyqVCiqVCiWWEvACD4/HI+fWRv3u9QaZ2OaqokSr0GJl8cq0XlPIymQusViVaJqm5eieFStWwO/3y2qtRG4BkfxKpLa4uDjqmpKK2RPHcfD5fMuK7BLBMpHNEyQH2+PHj0OlUmHbtm0oKiqSH59P2W6+kO4Yh4aGcODAgaz3w86GbOWipoNAIICOjg7Y7XZUVFRg48aNcRfRbCuy2eqRnet4hUIhdHZ2wmazoaysDJs2bcqpk3YyRTbS1AkQxz7qHsWIayRn48kVXG4Xent7QQSChvqGnKjb2cLAwADuuusuudwLAC666CJcdfVVMnEIBANyCbLD4ZBdjHVaHUwmk5hZq5lfZm0oFEJPbw+8Xi/KyspQVVUFChR4HvjTn2k89RQLgU/y/hQBeAXARBbSUli3nkddZrHHBQl/APjNbxi8/FL077SlZRq336GAyZi7368Y71OEIpPoju33+WV3bMnkRXI3lYitSqXKuVrb3U3h3t0KjAyHr8s6PcGNNwaxYYMDvb1BmNaXIPByAP6D/rhxqNepYb7UvOhJLCAqspn+DBmaCWdVV4n3Pim31uF0yEZxGo1GNozSarRZW7jeWLoRDJ3eIsyJqsgutNlTtqBWq1FdXY3q6mqxjcjhkAnt0NAQhoaGQNM0ioqK5IgfjuPm/L69XnHxe5nILg0sE9k8IBQKoaurC1arFcXFxWhpaYnrh10sRDYUmrujKlKhzLWKFzu+fB5Dp9OJtrY2+P1+rFy5Ek1NTQlv2tJFNVtjy7YiS0h835TH40FbWxs8Hg+ampqwcuXKnPeNz6bISipsJIn1cT7ss+7L6XhygckpsVyKZVg0rmyETlu4N9LOzk787Oc/g2+m+ZSmadxw4w0479zzop6nUqrkPMEoVc7hxMjoCEZGR6BUKqNUuXQmlj6/Dz09PQgGg6ipqUFpSSkAYGgYuPdeFt3Hw5M1VkHAcQBIgnOVil4goWiCyy4r7GtuOjhylMK997IYGw0fW402hMs/N45PfcqS18k8BQoajQYajQYVFRUIcSG4XOJ5IbnlDg8Ph7OMjTNZxknGGKvWEoGI/51FrRUEGs89p8CfnlVCiIhkamnlcctXgiguBpwucZtyrRKlJ5ciMBiAb78Pgk8AraGh2aBZ1D2xsSACyVoZsEqlQqmqFKUlpaJa6/bIxHZ8YhzjE+NgWVZcuDAYoTfoM1Zr6031MGvSL+uW7hknmqHPUtxvqby4uLgYzc3NCAQCMqmVFNvjx48DEJNApPl2osV3j8cDAAteWjw5OYk//elP+Otf/4p9+/ZheHgYSqUSGzduxPXXX4/rr7/+hFuEyQTLRDYJstEj63K50N7eDq/Xi4aGBqxatSrhicmy7KIgsn5//Ip1JCIVyvLycmzcuDFvebj5VGRHR0exb98+UBSFLVu2oKysLOm4gPRiZZIhW0Q2UgGNXLmdnJxER0cHeJ7Hpk2bUFVVlflgMxwPEG/qJJUQAkDHeAd4obB/L5EgIBgdHcX4+DjUajWampqgUhbuBPm111/DQw89BIEXvwu1Wo1/+7d/Q2tra9LXRalytQQ+r092QbbZbLDZbGLGpUFU5UwmU9KYj0j1urGxEUWmIggE+Otfafz+9yxCwfBEbeUqHrfv5HDoMI0HH2Rn8mQjPGlpHhBogBZA0QRf+QqHTRsXX291LEIh4I9/ZPDc80xUhu7KVVO45hon1qypWPCydQWrgLnYDHOxGQRi9IVUgizFv0jnhaTiJzsvaEoktAwYuQRZIrcEBMPDFB64X4OenvB1TaUm+NI1QXz84wLk+f3M1y9dV1S1qiVFXGNBSOaKbDIwNBPunSZi77TLJRpGRVZpaLVa2TBKo9GkRLQ0Cg1Wm1dnNK7FWmI7X0jltUuJyMZCpVKhsrISlZWVEAQBLpcLNpsN/f398Pl88vzMZDLBYrFgamoKmzdvBk3TcuTlQiuyTz31FG699VZUVlbi7LPPRl1dHcbHx/Hss8/ixhtvxN69e/HUU08t6e8xG1gmsjnE6Ogo9u/fDwDYvHkzKisrZ33uYlFkkxHFyH7YVatWobGxMa8/wHwcQ0IIjh07hp6eHmi1WmzZsmXOVb1sK7LZNHsCoomsZFilVCqxdevWqPL3XCOS8Mf2w0rxTwBwePIwpv3TeRvXfCEIAvr7+zHtmIbRYER9Qz1YpjAvvQIR8OTvn8Sf/vQneZvZbMau7+xCY0N60WAUwrELFRUVCIVCcLpEpVZS54aGhqBRa2A0iZNgnU4nk64puxjNEKlej08Au3ezOHQwQoVlCa64ksPFFwmgaaCqSkBpaQjPPMPg4IGY0jrCYN36EC67jF8SJLa3D7j3XgUG+sMTdaWKx3nn9uGCCxQoK194EhsLChT0Oj30On1clrEc/wLRUEjOMk4S/yKXIIOGQAN7X6Tx299FL3KsWs3hK1/xo7xcAMeLr6HoiIXqwjpEOYMUv5NLUBQFtVoNtVotV2m43W6Z2I6Pj2N8fFx2upb+zXZNzKSkWMKJSmQFQTih9pmmaZhMJmi1WvT396O6uhomk0lWa48cOYKvfOUrsFgsOPXUU+XUjIVWZFetWoXnn38en/rUp6K+rzvvvBM7duzAM888g2effRaXXXbZAo6y8FGYs6lFDkEQcPToUfT19UGr1aK1tRUGgyHpaxiGmRcpyQeSEcWhoSEcPHgQNE1j69atKC0tzfPocm/2xHEcOjs7YbVaYbFY0NLSklIMQS57ZLNFZAVBwOHDhzEwMACj0YgtW7ZArc5PlqmESEU21tRJeszmtaF3ujev45oPIns7S0pKUF1dXTDOxLEIhoLYvXs33v3Hu/K2hoYG7PrOLljMlnm/v0KhgMVsgcVsgUAiYlwc8ZNbQgimp6dl9VqpVOHVv9F4/HEWAX+YdTQ0CLj99hDq66M/a9NGgk0bOQwMcti/j4bXB2g1wIaNQdTVkXjfp0UGngeee57GH//IgucijkejE5/+dDc2bqyAuXhxOOxGZRmT6HgfqUQ1FSMxq01c5DiwP36R48ILA6ApgEAkrwIRAB7geNFgUSpTLtTfZrZAhNwossnAMAxMJhNMJhMIIfAH/KILsssV53QtGUZp1KJaW2ushUWT+bXnRCWyPM+fcPsMhMUCpVKJiooKVFRUyP40O3fuxBtvvIG//vWveOGFF0BRFHbv3g23241PfvKTaGlpyfsxO+eccxJur6iowC233IL/83/+D954441lIjsHlolsEmSiJgYCAXR2dmJqagqlpaXYtGlTSmRnsSiyPM9H9VRGEiC9Xo/W1tYFK9dItYc3E3g8HrS3t8PtdictEZ9tXEBhmj1J7yGds/kuB080HsnUKZbEBvkgOic6cxKJlQtE9XZW16CktKTg1DEJTqcTP/7Jj3Hk8BF5W+uWVnzj69/IOJg+GWiKDhvHVIsuzpJZlDSxBcSSxb4+F/7wBw32dYWvozRN8NlLeVx2GQ9FklO1rhaoq43+3SkoBUIkN9eJfGBkVOwNPnY0TNgUSgHnnDOEbdvG0dTUIB7XRYjY8yIy3ifWSEwitWqNBm+9xeDRR1n4vOHfV32DgDvkRQ7x3Ik0jOIFHtN28f1oRlwE5cHLau1SJLUEBAy1cAZAFBWO9SorCztdS8R2bGwMY2NjULAKlBSVYLNuMziOy/h+dKIS2VSzVJcaEplcURSFFStW4K677gIgJofs3r0bjzzyCGw2G773ve/he9/7HsrLy3H++efjggsuwLnnnptzc9K5IPGGhZiLLTYsH6EsYnp6Gh0dHfD7/VixYgWam5tTJsOLgcjGlqIuZD9sIuTqGNpsNnR2doLjOGzcuBHV1dVpvb7QFdmPPvoIfr8fzc3NWLFixYL1Y0gLJFarFSzLoqysDCaTSX68a6ILAa6wqxYkOJ1O9PX1AQCamppgMpqSv2ABMTI6grvuugtjo2PytvPPPx/XX3993iZDapUaCrMCrhn3Hb1OD4VSiX+8w2LvS2UI+MMktrKSwx138FiZXhKHDJ4U9nV2NggEePllGr95gkUwomy2sSmI888/hPIyDk1NK/JirJcvqFSzGInNxPt099jw0ktNOHwo7PxN0QSXXMzj8st5xK4hS4ZRHDj09/bD6/WitLQ0qvpEUmvTifdZLCACAcUUzmJaVE89IfD5fXK8j8FrwOGDh3GEOiL3OVosFrH9IMV71IlMZE+0fQZSc2uWBCan04nnn38edXV12Lt3L1566SX87ne/w69//WtQFIUdO3bg4YcfxsaNG/M1fBkcx+HXv/41AOCCCy7I++cvNiwT2SxhcHAQBw8eBMMwGZXWSmZPiRxkCwXSxUHqeWlvb5/TsTefyLbZEyEE/f39OHz4MFQqFU466aSMekaTxcpkgmwRWcmCPhgMztnDnUtE9sQ2NTVhZGQE/f396O/vh1KpRElJCXwqH0b50UWxymy1WTE0NASFQoHmpuacKJrZwqHDh/DjH/8YbpdofgEK+NI1X8KnP/PpvKrHwVAQPT098Pl8KC8rh1ZbiUceUeD99yO+b4pgx45RnHXmEHw+Cr29EaWmKVS9SBCIAJZmwQmFndsdCdskcN99LPZ1hY8HwxJ86kIn1q0/DI1GiebmlQVtIDZfxMb7vPsuh0ce0cDtCh+TomI/Pn/lCDZsZMHxRrCK+NinYCiI7u5u+P1+1FTXyPfqTON9FhPmE7+Ta1AUBa1GC61Giy3NW7C2eK3sSjs5OYnp6Wl0d3dDpVLJpHY2V1oJJyqR5Xk+rWviUkGqsUOSa7HBYMDmzZuxefNm7Nq1C06nE6+99hr27t2LV155ZcHmRLt27cL+/ftx4YUX4vzzz1+QMSwmLBPZJEiFmPE8j0OHDmFoaGheUTMMw8wahVIokC4Ow8PDOHbsGGiantOxN5/IpiIrCAIOHDiA4eFhmEwmtLa2ZtwzKhkVFQqRlQj60NAQAGDDhg0LSmIj+2EbGhrQ2NgIr9cLq9UKq9WK44PHcdB9EIQiMOgNsjFQoU3aRbfUYVitVmg0GrG3M4nz6kLjnXfewe7du8FxIqFTKpX46te+ipN2nJTXcfh8PnT3dIPjONTW1qK7uwwPPsjC5QxfB8vKBOzcyWHFSgOczmo5n1TKrtRqtWFjIK22YEu40wUB8OabNB57jIXXE96n2loBn//8CBTKIei0OjQ2NWYcbbLY4PUCex5X4O+vR1+PzzzLg/POHUEg6MDICIeRkZG4eB+JxIZCIdTX10f1EcfG+4AAvMDPGu8jmUwtJrU2m/E7uYKKVWGtZS0UjALl5eUoLy8HIQQul0smtSMjIxgZGQFFUSgqKpKJrVYbnVt7ohLZZUU2NSIba/ZkNBrx2c9+Fp/97GcXbC7+y1/+Ej/72c+wZs0aPPHEE3n//MWIZSI7D/h8PnR0dMDhcKCyshLr16/PuLRW+uFxHBflSltIkC6MR44cgU6nw5YtWxbcvjwSElmc7wXI7/ejvb0dDocDVVVVWL9+/byVwGwaUc2nR1YQBBw8eFB0i9Vo4PP5FqwUUSKx0iQxsh9Wp9NBp9Ohtq4Wzj4naidr4XA4ZOdLALO63S4EeJ5HX38fnE4nTCYTGuobCnYiQUDw7LPP4snfPylvM5qM2LVrF1auyLBeN0M4XTMl2AQoL2/C735nxttvRf/Wzj2PwzXX8NCoASDCGEgQjYEcTpHURvbXGY1GGE1iZm2i3y4ncFmJV8slph3AQw+x+NcHEf1eNMFnPsPhlFN64XJNwWg0orGhsWDPtWzjwEExK9dmDe9vUbGA227l0NrKAqhLGu9DZly+amtrk5phyU7IUltIArVWIrvAjFq7CEqQC1mRlbC+ZD0UTPSiDEVR8oJEY2MjgsFgVIao3W7H8ePHoVaro9TaE5XISvE7JxrSJbLJ5q8LQWJ3796Nr33ta1i3bh1ee+01mM2Lw7BvobFMZDOElLXJcRzWrFmD+vr6eZ34kWW7hYhgMCgreGazGVu2bCm4JvREcTLpwuFwoK2tDYFAAKtXr0ZDQ0NWLmiFoMgGg0G0t7fDbrejsrISZrMZBw4cyFv2biQIIXIpfSyJjcRB20EEhICcQSkQAR6PR1TkYtxuTUYxf9JgSExecoVgKIie7h74/D6UlZWhqqqqYBVBjufw4IMP4o2/vyFvq66pxne/+12Ulea3smJyahKDg4NgGRZu7yr84D91mJoKTzjNZgG33MqhtSUx2aRpOpxdCQK/3w+nQyQvk1OTmJyaBEVR0Ov18rkR+dthKbZgTZ/e/4COU6XLKwTcdmsQSlU3XC4XLGYLamprCpo4ZQvBEPD73zH4y18ZgISPyakf43HjjRwMEcJKonifiYkJWK1W+TkDAwOYmJiQzx+dTpf0OMaqtZLLcZRaO7MoEmkYJb22UEBIYSuylfpKlOvK53xerCut0+mU1drh4WEMDw/LMUCAeJ9Mp7d2sWNZkU29tLhQcPfdd+Mb3/gGNmzYgNdee61gKh0XAwqLiRQYEl30CCHo6+vDkSNHoFQqsX379qysmkiksBCJrNPpRFtbG/x+PwBgxYoVBUdigejFgEyIzMjICPbv35+TCKGFJrIulwttbW3w+XxyT/PYmGjuk29VKrKUOBmJHXWPYtA5GLWNpmgY9AYY9AbZ7VYqM52yT8nkxaA3yKpcLkuQvV4venp6wPFiWWyJZWGdDpPB7XHjZz/7Gfbv2y9vW79hPb71rW9Br8tfnh4BkdVTitLi7bfX4PXXo6tQzjiDx/XXc0g15o9C2A21vLwcIS4kZ9U6nWJuLYYBtVotkxeDzlBw6pTbAzz2KIu3YlTp887ncOWVfoyMdMPl8smT+EJdMMkmunvErNyhwfDEXKcnuPFGDqd9bO5rqtfjhc1mg0KhQFNjE3iBl6s7JiYmMDExER3vY0jec01TIqFlwMiqrERuo9TamVt5Iam1CxG/kyqUjBLrStal/TqKouR4n6amJgSDQZnU2mw2AEBnZyfUajVKSkpgNptRXFy8pBXLZSKbWWnxQuF//ud/sGvXLrS0tODVV19dcMfkxYbCYyMFDI7jsH//foyNjc27bzIWharISuSOoig0Njait7d3QRS8VJCpOzAhBEePHkVvb2/OSqYZhsnacYssPU+FyE5MTKCzsxMA0NraivJyccU7227KcyHS1EkQBLl3OBGJ9YV82GfdN+d7qlVqqMvUKC8rB8dzckyHXII8PFOCPENqs1mCPO2YRn9fPyiaQlNTU0FHnlitVtx5150YGhySt5111lm4+Ss357W3UiACBgcGMWWfgtVajj//uR7WifCEy2Ak+MpXOJy0Y37npIJVRKn4Xo9XPDecjijyUmQsgs6gmzWbNJ/o7KRw3/0spiajVelbb+OwZo0P3d3dCAaDBb9gki3wPPCnP9N46ikWAh/+zba08Lj1Ng7m4iQvnoFkvKZSqdDc3Cwvahn0ohITGe/jdDjleJ9Ue67lEmSE1drIRbpkau1CkFqCwlVk15Wsg5KZf1uVUqlEZWUlKisrcfz4cQwMDKC2thZ2ux1DQ0MYGhoCTdMoLi6G2WyWe2uXCqTzbykT9dmQzdLifOGHP/whvv/972Pr1q145ZVXlsuJM8AykU0RkTmitbW1WLt2bVZXvCJ7ZAsBgiDg6NGj6Ovrg06nQ2trK7xeL3p7ewuObEvIJK81FAqhs7MTNpstrdzfdLEQimxk9YBarcaWLVtgNIbJVrbdlJMh1tRJIrGzPbdjvAMcn95vgWXYxCXITifGJ8YxPpGdEmQCgomJCdlMprGpERp14ToTH+8+jh/d9SM4HA5525WfvxKXXXZZXhU9jufQ19cH+5QH//znarz1dlFUmehJJ/G46WYOpiyvB9AUDb1eD71ej6qqKgSCAbkE2THtwKR9EoCYTWoymWaySePdbnMFfwD4zW8YvPxS9O349DN4fPl6DhTtwbFjPRB4AY2NjSgyFeVlXAuJ4RHg3ntYHD8e/n0qVQTXfonDuecJc34zBATjY+MYHRuFRqNBc3NzwoWKyHgfQRCi4n0ie64ltdZgNIBlZp82ySXIiDaMklRbeXsG8T4hDjh2jMa6tZldrwvZTLJcV45KffYNB6UFhMbGRqxcuRKBQEBWa+12OyYnJ3Hs2DFotVqZ1BYVFS1qEnii9gUDqRNZt9sNrVa74N/z448/ju9///tgGAann346fvnLX8Y9p6GhAdddd13+B7eIsExkk0C64E9MTKCrqwuCIGDDhg2oqanJ+mcVkiIbDAbR2dmJycnJKHInkaZCGGMiSBfuVMfndrvR1tYGr9eLxsZGrFq1Kmc3+VwR2dnMngRBwP79+zEyMoKioiK0trZGvU4ak/TcXCKWxM6mwko4bj8Ou98+r8/MVQmyQAQMDQ1hcnJyUbjFfvDBB/jf//1f+TxhWRa33XYbTj/99LyOQ+oj7ulh8OKLLRgfDysvOh3Bl2/gcPrpcxOUbECljM4m9bq9sDvtcDqcGBkdwcjoCJRKZbgEWW/I2aTwyFHRvGhsNFqVvvlmDiefJMDhdKCvuw80Q6N5RXNeS8AXArNl5a5azeP22zlUVsz9HgQEw0PDsNqsMBgMaGxoTGnCStM0TEYTTEZTuOd6Rqm1T9sxZZ8CRVHQ6XTyuaFWz77gkYphVKpq7cAghd33KjA0ROPOOwOor0+/HUQyupJ6dwsFCkaB9SXrc/Le0rGVvgOVSoWqqipUVVVBEAQ4HA7ZNCpWrZVMowo5Pi0RUiVzSxHSXGauffd6vQWhxvb29gIQv7O777474XPOPPPMZSI7B5aJbBIQQnDs2DF0d3dDrVajtbUVJpMpJ59VKETW6XSivb0dPp8Pzc3NWLFihUw6CmWMsyEdRdZqtaKzsxOCIGDTpk2oqqrK6dhomkYolB1jmbkU2UAggPb2dkxPT6OqqgobNmxIOBHPB5FN1dRJwpRvCsftx7M+jkQlyPK/FEuQJUXR5XKhuLgYdbV1BbvqTUDw17/+FY8//rjsrKo36PHtb30b69al34c2H3i9Xhw91oM33yjHu+9WQxCiy0RvuZWDZYGqqRiGQXFxMQwmA0gtgc/rk0uQbTYbbDabqOga9DAajTCZTFmJVAqFgKeeYvDn5xiQiOOxfTuPm2/mUFQE2CZtGBwchFKpRHNzM9Sq7LSxFCpmy8q98goOF18sIJWfmkAEDAwMwG63o8hUhPr6+ox+o1E91zPXDJfTJV8v3G43RkbSW/CYK95HGn+kWgtQ2PuiAk/+QQkuJJ4n996rwJ13BpFu4RARiLxvhYS1lrVQsbnxMZDmKonuORJhLS4uRnNzM/x+f5QT8uSkWKmh1WplUltUVFSw13wJJ7IiK1U0zrXvHo+nIMy/fvCDH+AHP/jBgo5hKWCZyCaB1WpFd3c3LBYLNm/enNNYnEIwexodHcW+fftAUVRUL6WExUJkk42PEILe3l4cPXo054sTkchXaXGkMddcrsvSxT5XZk+SCht5Y0124wjxIXSMd+TcfCpRCbLUWxtZgmw0iMTFYDCA4zj09PbA7/cXvNEOz/PY8/gevLT3JXlbeUU5vvud7+Z8wSYWTqcT738wjueeW4PxsfAKuEpNcO21HD7xifyosMnACzwIRUARClqtFlqtFhUVFQiFQnC6REVOMo4aGhqad+xTXz9wzz0KDPSHJ1saLcH113E462wBAMHoTFmrRq1BU3Nh5xHPFwTAW2/RePTR6KzcujoBt98RQmNDau8jCAJ6e3vhdDlhsVhQW1ubtd8oy7Ay6SEg8Hq98kJY1IKHXp9ShUcqaq3VSuHBB9Q4dCg8TVMoCc46m0eS6uZZISmyC/6Di0CpthTVhuqcvX8qi6cS1Gp1lFo7PT0tE9rBwUEMDg7KC18Ssc2WR0o2caIrsgzDJP2+CRHjuQrF6GkZ88cykU2CsrIytLa2orS0NOerWwvZIxtpdqTVarFly5aEP/JMelDziblKi3mex/79+zE6OjpruW0ux5Zrs6exsTHs2ycaJG3ZsmVO+/ZcKbKJTJ2kf8mwz7oPfs6f1bHMhcgS5OqqavgDfpnURpYTAuJ+VVdX5z2mJh34/D7c/Yu70dbWJm9bvXo1vv3v34bJmPsFm0hMWG146ikeb721DgIfvn6uXcdj520cyudO2cgLCAgUlAIcib72KhQKWMwWWMwWCETMrJVKTSNjn4wGY0r9kzwPPPc8jT/+kQXPhX8L6zfw2LmTQ2lJdOm6wWBAQ0ND0vdc7HA6gYceZvH+PyMm3RTBxRfzuPIKPmXVkeM59HT3wOP1oLy8HJWVlTlbaKJAQafVQafVobKiMnrBwx02mYt0yE4r3kcQ8MabNPY8poTPF96HhgYet97mQ3W1ACLQ4Cmk5YQsl9kWiNkTS7PYULohp58h3X/SBU3TMJvNMJvNWLFiBXw+X5RaK7kh63Q6mdSaTKaCUEFPZEWW5/mU9tvr9cJoNC64IruM7GDp3iGzAIqi4lTJXGGh1M7Z+mETodAV2WTEzO/3o62tDU6nEzU1NVi3bl1eL/TZdC2O7ZElhKCnpwfHjh2DRqPBli1bUspHywWRzZTEDjoHMeYey9o4MoVapYa6VI2y0jJwPIfR0VF50gIAw8PDmJycFA2jsuyCPF9M2adw1113oa+3T952yqmn4Pbbb8+rokdA0Nlpw57HTBgeDp+HrILgi1/k8KlPCSiwNr2wWjULaIoWCavBKPdcS4pcov5Jk8kElUolnxsjo8C997I4djRM2BRKgquv5nDBBeLxEAQBff19cDgcYul6XV3BkI5c4KOPKNx/vwIOR0RWbrmAnbdzWLsm9aqMYCiI7u5u+P1+1FTXZDU2LRXELnhIFR5OpzPskE1HxPsYZ4/3cTiBhx5S4oP3w+cJRRNccnEIn/1sEAxLQEi4NBlIPd5HrnQpkN/eGssaqNncKprZiqHRaDSorq5GdXU1eF6Mb5JMowYGBjAwMACGYWTDKIvFkrdF8lhI87MTlcimokR7PJ68VyctI3dYJrJzgKKovORsLgRJjMwWbWpqwsqVK5MSjkInsrONz263o729HaFQCGvXrkVdXV3eV+JyWVrc2dmJsbExFBcXo7W1NeUS+Gy7Fqdr6iTBHXTjgO1A3Pb3Xn0PP//Wz+O2/+CRH2D99tnNQf72zN/w4H89GLf9f578HzStbZpzPIBIbKxWK2w2G1QqFZqamkTlZY4S5IUq5+rr78Ndd92Fqckpedsll1yCL3zxC3klQzwv4PdPOvHXv1SC48LHonkFj9t3csiBT15WwAs8GJoRHWZTQOyCh9vlFs3EIvonVUoV9AYjPvqoHE8/pYsyL1qxgsftd3ConplLhbgQent64fF6UFZWhqqqqoJZIMk2fD7g8cdZvPZa9G/l3HM5XPMlHpo0uI0/4Ed3dzdCoRDq6+thLl7Y6IrYCo9AMBDVjz/tmAYgEqNItZYClZDYV1QKuON2DqtWEQAKOa9WIPERP0C0YZQ0HgmFpMhaNBbUGmtz/jm5yFOVCKvZbMbKlSvh9XpltXZychJWqxWAmFEqkVqj0Zg3Ypmq4dFSRDpEthDMnpaRHSwT2QJBvntkI8tQW1paUFExtx1kuq7A+UYihXFoaAgHDhwAy7LYtm0bLBbLgo0tMnpmPogksj6fD2NjYxmpzNlUZNM1dZIgEAHt4+0Jx7DtrG0wFBvgsruitr+99+2kRPadve/EbatfXZ8yiRUEAQODomGMXq9HY2MjWIaFWqWeswRZr9fLam0qLsjZQHtHO37x81/A5/MBEL/Xm266CZ/4xCfy8vkSRsd43P0LAT094SoWhiW4/HIOl1wsoNDnVTRo8Ej/2sYyLIqKilBUVAQCIityg4M+PLbHgr7ecJsGzRBcdlkQl10K+XgEggF0d3cjEAgUfOn6fHHwIIV7d7NR2cFFRQS33BrC1i3pLRh7vB709IRjifJdOp8KVEoVSktKUVoSjvdxOV1wOB1yeTrPK/HG35vw/vtFUa8973wO11zDQx1xGaEpsfyYARMX7yP11kqGUUC0WiubPS1wOSVDM9hYujEvn5ULIhsLqa++pqYGPM9jenpaJrX9/f3o7+8Hy7JRam0u/VZO9NLiuYis1CO7TGSXDpaJbIEgXyQxth+2tbU1pTJUIGzWU6hENlKRFQQBR44cQX9/P/R6PbZs2bKgoeeRxkrZJLLBYBBr1qxBfX192u+bLSIrkdhUTZ0icch2CK6AK+FjCoUCp194Ol787YtR29//2/u44Ts3JCzPm5qYwsGPDsZtP+fic1IaT4gLoa+3D26PGxazBTW1NQkVjFhFTpqcOp2iMZDUI5frEuRX//YqHnn4EfnYazQa/Ns3/w0tm1uy/lmzgQB45RUBv/61CsFAeBJRVyfg9ttDaGzM21DmhZAQEssu51GAQ4GCTqfHhx8a8dhj0eZFpWVeXPSZ4yiv8OJ4txZGoxEqlQrDw8PgeR4N9Q0oLi6e/44UIIIh4MknGbzwAhOVHXzKKTxuvImDMbVbkAynyymW0FNYNLFEkfE+1aiG3+9He3sAj+8pwtRU+JpuMIRwzTV2nHyyEiqVGrPVAqcb71MoGfWrzauhUeQn0iYfRDYSDMPIZBUQezElUmuz2TAxMQEAMBgMUWptNhcXTmSzJ57n51wk4DgOgUBg2expCWGZyM6BfJUWUxQFhmFyerMJhULo7OyEzWZDSUkJNm/ePGuvzmxgGKZgiax0wwqFQvjoo48wOTmJsrIybNq0SVa8F3ps2bixWq1W+bwUBEF058zQ0ALI3LU4th9Wes9UxzLuGUe/oz/pc8655Jw4Iut2uNH5j05sO2tb3PPfffldWXmQwCpYnP6puXNT/QE/erp7EAgGUFVVhbKyspTIZ6SjqUAEeD1eOJyOnJYgC0TAb3/7Wzz/3PPyNkuJBd/Z9R3U19fP673TwZQduO8+Cp0d4Ymp2NPH4/LLUzfrKRSwNAuOz/waPO0AHnqIxb8+iO5xvOgiHpd/jkIgUCkveIyNhXvCjQYjKJpKuTRuMaGnV3RpHhoMX/d0OoIbb+TwsdPSd62enp5GX38fWJZFc3MzNOrFlfMJABxH4dln9HjueVNU/NKmzS6cf143FEo/Dh8Rjf3k3lpD8vLUueJ93B63/NwQF4ryL8hXubFZY0a9KX/Xp3wT2VhIam1tbS14nofdbpeJbV9fH/r6+qBQKGS11mw2z1utXVZkk18/PR4PACwrsksIy0S2gJBLkuhyudDe3g6v14vGxkasWrUqI/KTTdOibEO6gPX39yMUCsXl4C4kIhX3TEk1IQTHjx9Hd3c3FAoFgsEgALFPNhO1eT6KbKamThL8nB9dE11zPq9+VT2a1jWh52BP1PZ39r6TkMgmKivefvZ2GIqSSz5OlxN9fX0gAkFjQyOKiormHFsiSBEcer0+tRLkGVUuHQSCAey+dzfee+89eVtjUyN27dqV1x7Bd/5B4+GHaXg94YlDZZWA23dKPX2LD/O5tr3/AY0HH2ThckaYF1WIx2PNGgKAhkol9kVOTokmMQzNQKlSiq63LicoioJBHzYFWijDmGxgNpfmTZt53HZbZtnBUrauSqVCc3Nz3sr3s4mBAeCX9yjQ3xcmGlodwQ03cDj9dCWANVHxPhLxSefciFVrx8bGMD4+LkdHAYhSawVKAAUKFJ07UktTdN5KiiUIgpD2Yn2uwDAMSkpKUFJSAkJIlFo7MTGB8fFxAIDRaJTVWoPBkPb85URXZFMlssuK7NLBMpEtIOSKyGbSDzsbClmRnZoSjW44jpv3fmYb840u4jgO+/btw/j4OCwWCzQazYIR2VhTJ4qi0lr9JYSgc7wTIT6U0vPPvvjsOCL74Rsfwu/1Q60NO8OMDoyi+0B3/OsvOTvp+9smbRgaGgLLsGhc2QidNnsrtdkuQXY4Hfjxj3+Mo0eOytu2btuKr33ta3lTppxO4JFfsXjv3egJwyc/yeGqq3gsYu4FgQiiKiukrsq6PcBjj7F4683o43He+RyuvjrevGh8YhwjIyNQq9VoamqCSqlCiAvJWbVOpzOjCJdCQiKXZqWS4JovcTj//PRVWAKC8bFxjI6NQqPRoLm5GQq2MAhKqhAE4IW/0Hjy9yy4CGK/YaMYv1Qi2zfExPtwIfm8cLnC8T4qlUo+N/R6fcJzg4BgdGQU4xPj0Ov0aGxqFK/VMWotIWI5MnjRMCoXau0q8ypoFflt71loRXY2SA7nOp0OdXV14DguSq3t7e1Fb2+v6Ig9Q2rNZnNKpPxEVWSlecmyInviYZnIFhBYls0qSSSE4NixY+jp6UkrliUZCpHIRsbPAEBFRUVBkVhgfuqnz+dDW1sbXC4X6urqsGbNmjjn4kyQiWtxps7EkeiZ7sGkbzLl55924Wn49c9/jVAgTHwD/gD+9fd/RZUM/2PvP+Jeaym3YPMpm6O2CYKAnoM92PfBPnS824GJkQl4nV4EfAFoDVrUNdfhpI+fhHMuPQcqdfZY2WwlyE6nM6US5OGRYdx1513yyj0AfPKTn8R1112Xt0nLhx/ReOB+Bg5H+PNKSnjs3Mljw4bFqcLOB11dFHbfx2JqMnw8zGYBt97GoWVz9PEgIBgeHobVaoVOq0NjU6NMxhSsAuZiM8zFZvnccDqdcDgd4QgXRoxwkc6NQiRyBMDLL9N44gkWwUD4urByFY/bb+dQVZnJexIMDw3DarNCr9ejqbFp0alNE1aR2B86GBO/dBWHCz6ZPI5KwUbH+0jnhtPphNVqhdVqBUMz0Bv0MrFVKpRRx81oMKKxsTF8nUijtzYbam2xuhgNpoaMXjsfFCqRjQXLsigtLUVpaalsRiSR2vHxcbkNwWQyycRWr9cnvPeeqIpsqvu9rMguPSwT2TmQz7LUbPbIhkIhdHV1wWq1wmKxYPPmzVlxyqNpuqCILMdx2L9/vxw/Y7fbF7wfNhEyJbLT09Noa2tDKBTCunXrUFdXBwBR32WmRFYaV6pjmo+pk4Rp/zSOTR1L6zV6ox47zt6Bf7wUTVTf2ftOFJF956X4suIzLzozbiLTe6gX37nqOwk/y2V34cCHB3DgwwPY++Re/H8P/H8orcp+LmVsCXIgEJBJbaIS5KHhIfzv//4vPG7xJgwKuP6663HhhRdmfWyJ4PECex5j8cYb0ZOEc84J4dprBSygj1rWwQncnN4I/gDwm98wePml6GvN6Wfw+PL1HGLnSAIR0N/fj+npaZhMJjTUN8w6wY48N6qqqsQIF4dTLlGfnp4GAOi0OphMYnm6WqNe8LieyUngvvtZdHWGzxGGJbjiCg4XX5SZa7VABAwMiA7iRaYi1NfXLwpiIoEAeOPvNB57jIXPF/5+mpp43HFH+nFUCc8NSa11uuBwOABArs7w+X3icWuon5WExvbWJoz3iVBrpbLlVNVaiqKwoXTDgrT4LBYiGwnpuq/X61FfXw+O46LifXp6etDT0wOlUhml1krznhNVkU2VyLrdYq/4MpFdOii8Gf8JDIZh4Pf75/0+brcbbW1tcj/sypUrs3ZRY1lWLmldaCRSKl999dWCItoSMiGyw8PDOHDgABiGiYsOyoYiK41rrjHN19RJAidwYtQOSV+VPvuSs+OIbOd7nXBNu2AoMqD3cC+Ge4ajHqcoCmdfHF9WHLtYRNEU1Fo1fG5f1PbR/lH85Bs/wY9+/6OcTwpUKhXKSssSliC/9+57+Mtf/wKBF4+bUqnE17/+dWzfvj2nY5LQ1UXhvvtZTNrCx8BgDGHnbQK2bs3LEPIOlmIRIolL348cpXDvvSzGRiOOh4Hg5ps5nHxy/LnN8Rx6e3vhdrthsVhQU5PYCXs2qJQqWa3heR4u90wJssOJkdERjIyOQKlUymqcQW/I6ySWAHjnbRq/+hULT4RLc22tgDvuyNy1WhAE9Pb2wulywmKxiKZ2iyhb1+EEHnww2viLpgkuvYzHZZfxYLMgmMXG+7jdbjicDkxNTsnXWbfHjYGBAfHcmEPJTxTvI5HbqHifmTWeyHif2c7plcUroVcuDGmQqoYWM1iWRVlZGcrKykTTLrdbJrWjo6MYHR0FRVGyWivNIRf7fqeLdBXZ5dLipYNlIltAyEbZ7vj4OLq6ukAIwebNm1FZmUEtVxIUiiI7NTWF9vZ2cByH9evXo7ZWDFdPR2HMJ9IhspERSTqdDlu2bIm76GaTyCZTnuZr6hSJfdZ98IV8cz8xATaetBEllSWwjdrkbTzH471X3sN5V5yX0ORp7da1qKiNLjH3+XzoHxCdktfvWI/PXP0ZbDx5I5QqJWxjNjz03w+h/e12+fm9h3tx8MOD2LBjQ0bjzgRSCXJRcRGeeuopPP982JlYp9fhiiuugFqjRn9/vzg5NRrAMtm/lM+mOm7d5sFttzEwGhYPqUgXHImvjAmFgKeeYvDn55gop9lt23h85SscEvmDBUNB9HT3wOf3obKiEuUV5fMiYwzDoMhUhCJTEUgtgc/rk0uQbTYbbDabqNrNlJmaTCYoFbnLrHS6gEceZvHeexGTR4rgos/wuPLzPJQZVj9zPIee7h54vB6Ul5ejsrJyUZHYDz+icf/9LJyO8JgrKwXccQeHlStzU4JP06JaO2GdgEAEmIvNUGvUcLlcmJ6eht1uB5C6ki8bRmEOtXbm/iGptZElyCaVCU1FqeV35wKLUZFNBoqiYDAYYDAY0NDQgFAoFKXWStUaAHD06FGUlJSguLi4IKvUso3l0uITF0v/7J4n8lkOM58e2UhHW41Gg9bWVhiNxiyPsDB6ZAcGBnDo0CEoFAps374dZnPY/rIQxpcIqeYEcxyHrq4uTExMJI1IyociO19Tp0gMu4Yx6hqd1zjP/MyZeOahZ6K2v7P3HZx7+bl49+V3415zziXR2bEOpwP9ff1Q69T49i+/jR1n7oh6vKSiBF//0ddxy3m3wOcJE+6+I315JbKAGI/x4IMP4s033pS31dTW4Jvf/CaUSuWsJcjZcro9fJjCvbtZjI+Fv2+NJoRrvuTBuZ9YfHEn6YIQEmX61NcvRsgM9EccDy3B9ddxOOvsxOZFPr8PPT09CIVCqKuti6qoyAYoUHK8R0VFBUKhkOh+7HDKxlFDQ0OyU61kGJUtQvhRG4UH7ldgejr8fmVlAnbezmHd2szJWjAURHd3N/x+P6qrq1FWWpaN4eYFPh+wZw+L11+Pnkyffz6Hq6/hkcWW+zhEkn/JJ4IChfKyclHJjzATk5R8hUIRpeQnIwGJ1Fpe4AGCaLV2pgSZoRiss6zLSnZ6Joj0cViqUCgUKC8vR3l5OQghcLlcOHToEDweT5xaW1JSAovFAq1WWxBJDtmGNI9ZJrInHpaJbAFBirZJ98If2Q9rNpvR0tKSlX7YbI4xGxAEAYcOHcLg4CAMBgO2bNkCjSZ6Ul2oimwqrsVerxdtbW1wu91oaGjA6tWrZz3GuSay2TB1kuAJerDfuj/jMUo4++Kz8ezDz0YpyIfbD+MfL/0jSqkFAI1Og5M/cbL8t9VqxdDwEJRKJbafsj3uvJGg1WtR1VAV5X6cjxzpSLjdbvz0pz/FgQMH5G0bN23EN7/5TdlRObIEWXK5jXNBNhqh1WnTKmMNhoA//IHB888zAAl/36tWT2PnbQRVVUuoGXYOEJBZI2TWbxCdZktLEr/W7XGjt7cXAi+gsbERJqMp5+NVKKJNgdxut1yCPD4+jvHxsJnYfJR8nx/49a8Z/O3V6Nd+/BM8rv0Sh1l+WinBH/Cju7sboVAI9fX1eY2Tmi8OHaZw7z0sJibCv7eiYgG33cahtSW315AQF0L38W74/L6E5J9hGBQVFaGoqAgEYSU/Nt5Hrw8bRqlV6lk+LT7eJ5FhVFNRE7SMVm7loGla/pcPSNftpUjaEoGiKBiNRjnR4KSTTpLV2qmpKUxPT+P48eNQqVQyqS0uLl4yplDSebZMZE88LBPZAoL0A0wna9TtdqO9vR0ejwcNDQ1YtWpVTm8UDMPI5UT5vEEEg0G0t7fDbrejoqICGzZsSHiMCjXndi6HYLvdjra2NnAchw0bNqBmDheQbJk9URQVN6ZsmDpJEIiAjokOceV+niivKce6betw4F9hgkcIwSN3PhL33FMvOBUqjQoCETAyPAKrzQqtVoumxqakEQY8z8M2Fk2K61bUzXvsqWJ8Yhx33XkXhofD/b7nnHMObrr5pjjSkcgFWSozjXVBToW4dPcA996rwNBg+PqhVHH41IXD+OylRXmL9ykUDA7z2H2PCkcjvMkUSoKrr+ZwwQWzO81OO6bR39cPmqGxYuWKrMY5pQqaosXv3WAEqiHnGccq+TqdTi5BVqlUc6q1hw5T2H0vi/Hx8DliMhHcemsIW7fOj6x5vB709PTklfxnA6EQ8GSCxZ9TP8bjxhs5GHI8Xw6Ggjh+/DgCgUBKyn+ckh8T/eRyuTA8PAyVcibexzR7vI+EWMMog8KAleaV0e7HER4LUnXPfKp85sKJanoklVMrlUpZmSeERC1aDA8PY3h4GBRFoaioSDaNWsxqbaqKrGT2tNwju3SwTGTnQL5diwFxZSkVIjsxMYHOzk4QQrBp0yZUVVXleohRZDtfNwin04m2tjb4/X6sXLkSTU1Ns34vhVpanEyRHRoawoEDB8CybFyp9GyIVGTnY74Vq8hKk41skFgAODJ5BA6/I+PXx+KcS86JIrIA4HF6Ej6P53n09fXB6XKm7Hj6t2f+BsdkeLzlNeXYePLG7Ax+Dhw7dgx3/eguuJwuedsXvvgFfPazn52TYMS5mQYCMqmNLUE2Go0wGU3yOcTxwLPP0njmGRYCH/6chsZpXHH5GFpaawoy6iVXEAjwyss0nvgNi6BXATCi6dOKFTxuv4NDdZLLrG3ShsHBQaiUKjQ1NyVVtfKJ2Dxjt8sNh8MBp8sJt9uNkZGRpMRlNrJ20sk8br6Jw3y7WJwuJ/p6+wAKaF7RDL1ucagliUrOdTqCG2/kcNppuV9QjVSwG+obUFxcnPZ7xEU/eb2yS7bVZoXVljjeZzawNIvWylb5+iIIgrwwGtlXK92nZbOoLKu1JyqR5Xk+jsxJ5cUmkwlNTU0IBoMyqZ2amoLdbsfx48ehVqtlUrvY1NpUFVmv1wsA846iXEbhYJnIFhAk8joXESOEoLu7W77wtLa2wmTKz+p1ZK9nKuHc88XY2Bj27dsHANiyZQvKypL3S9E0nbUIo2wikdkTIQRHjhxBX18f9Ho9tmzZAm2KOSbZLC3meT6rpk4SrF4reqd7M359Ipz0iZPwqx/9Cl6Xd9bnVDdVo35NPY4dOwaf34fysnJUVs1tFtP+j3bs+fEe+W+GZXDr/701LxOhf/7zn/jlPb9EKCiSJlbBYufOnTjtY6dl9H4qVdjpNlEJ8vDwMNRqNbweC558sgJ9feHfskLJ45yzB3D2OQE0NiyuuJP5wjYJ3Hcfi31dM5MhmgNFE1x5JYdLLp49QoaAYHR0FOPj49BoNGhuas7L9TETsAwbVWbq8XjCuaQRxMVgMMBoNMI+XYT771NjYCB8Hmh1BDfcwOH00xP3B6eD6elp9PX3gWVYNDc3z1r2X0gQBOD5F2j84UkWXETJ+aZNPG67jUOW26ETwufzobu7GzzPZ03Bpikaep0eep24IBYMBeVzQ1r8AMR4H4nUxrYvNBY1wqgKr2xEElSJzCYitrGLp/NVa09UIpuKwZVSqURlZSUqKyshCAJcLhdsNluUWkvTdJxaW8hY7pE9cbFMZAsIkWrnbIg0A8p1P2wipEq254tI8yqtVovW1taUVtAYhpkXscsVYolsKBRCZ2cnbDYbSktLsXnz5rScBbNJZDmOy5qpk4QgH0TneOe83iMRVGoVTj3vVPztmb/N+pzTLjwNx44eA8dzKZvsvPfqe/jld34JLiQuglA0hdv+721Yv2191saeCAQEL7zwAp544gk50sJgMODf//3fsWbNmozfd2AQ2L+PhtcHaDVKbNhYjPr6YpG4uD2YnnbipZeU+NtrFeC58I2/rs6NT336OFatMqC6umFROcXOBwTAm2+KeZ/eyAiZOh5f/ypQ1zC7uiYQAUODQ5icmoTBYEBjQ+OiUTIoUGHiUhkmLmJerRMv7tXirbfUEPjw9WDjDFkryQJZi1Swm1c0Q6XMoRtSljA+Aey+l8WhQ+HvOJWS82zC7XGjp6cHIEBTcxMM+tyoS0qFEiWWEpRYSuL7rmfaFxhGXPQwmUyoslRhpXnlrO8n3VciK5RiSW3kYu98SpBPZCKbzvWHpmlZrW1ubkYgEJDVWrvdjqmpKRw7dgwajUYmtUVFRQV3jZPmpHN93x6PBxRFFTwxX0bqWCayc2AhSotnI4kejwdtbW3weDyor6/H6tWr836RTtV9dz6IJOsWiwWbN29OmawXqtlT5HGL/B4bGxuxatWqtM+zbPfIZsPUKRKd450I8rnJGz7nknNmJbIMw6BydSUEIqC5uTmlCd5rz76GB3/4IIggMkmGZbDzhztx+oWnZ3XcseB5Hr969Fd49ZVX5W2VlZXY9Z1dqKrMrE2gax+Fp59mcOhg/CRj7Toen/scj9JSPR54sAhHDoefw7ACzjpzENt3jIKmAb9fAavVGlWCvFQx7QAeeig67xMUwUUX8fj8lTzUKgb8LJcUQRDQ29cLp9MJc7EZtXW1aZlrFRok4hIKleDRR1kcPRI+JizL45yPD+Ckk6bg9Rgxzc7tdDsbCAjGx8YxOjYqKtjNzQVfvk4AvP46jT2PsfD7w9fIpmYed9zBoaY6P+NwuV3o7ekFRVNoam7KWw92sr5rh8MBx7QDOpsOH9o+RElJCUpKSmAwGJLeT2LV2sh/sSXI0vNTVWtPVCLL8/y8xA2VSoWqqipUVVVBEAQ4HA7ZNGpoaAhDQ0OgaRrFxcUysS2EKgrpPJlLEPB4PNDpdCfcebGUsUxkCwiRPbKxmJiYQFdXFwRBwMaNG1Fdnae7ZgxSUY3ng0jn3kzIeqH2yEr74HaLK+kcx83re8yGIisRV7/fj3379qGsrAwlJSXzLonsne6F1Wud13skw8pNK1HbXIvB7sG4x5o3N6O4pDjl/sTnHnsOv7n7N/LfSrUS//aTf8PWM7Zmdcyx8Pl8+Pkvfo6O9g5525q1a/Dtb39bnChmgNdep/Hgg+xMxikBotRUgkMHGfzwhzRYBlHlkPUNIXzygiOwlHhQWloGLsTFlSBLfbXpuiAXOt7/QDxmLmf4eJRXCLh9J4c1a2byMQUeDM3EGZaFuBB6enrg9XpTLl8vdBAAr75C4/FfswgGwvuyciWPm27yQKtl4HSqMDk1ickp0enWoDfIZaapLHoQEAwPDcNqs0Kv16OpsWmB1R0C8IJYLyzwAM+L/y/9VxDgmubx5G8pHNgHlEEADR4KmsfHzwrh7DNDYBw8YJ95Dc+Dmnmd+Lf0vpGfIb1/+DPk1/GRYwg/nxIEBP0+wOlEEyEw6HSgTj8dwkknz72LOUBk3zXP87BQFhRxRbDZbOju7kZ3dzeUSqVMai0WS1KSkagEOZbUpqPWnqhENpvZuRJhLS4uRnNzM/x+f5QT8uTkJABAq9VGqbULcczTUWSXjZ6WFpaJbAEhEUkkhKCnpwfHjh3Lez9sIqQSI5MpJicn0dHRkbJzbyJIPZ+FBuniOjw8DKVSiZNOOglFRUUZv998zZ6kCUJdXR0IIbBarZiYmJBdDKX+ynTLb5wBJ45MHkl7POni58/+XP7/yNJOvU6PhsaGlNSd39z9Gzz32HPy3zqjDrt+uQtrWjMv6U0Fk5OTuOtHd6G/r1/e9rGPfQy37bwtqYlKMnTtoyJILIA4QjXzN6EgrZPRDMGnPuXG+vWHoFTSaGpaKas7cu+kQzSMmpiYwMTEBFiWFcsIjaaM41sKAW4P8NhjLN56M5pAnXc+h6uv5qGJWQOhQYNH+LoSCATQ3dONQCCAmuoalJaW5mPYWQCJIEd8FNmanhLwxOM0jhwksMyQNSXN4YJzQzjrDA5MiAfsPCoEATwAr8sNn8cDn/s4vBwHnyBAwTLQqlTQKJVQKRSgBBJB4niA4zE9NQml14cVSgVMegOof/4zTOyISN6oSJLHR5O9OKLJRxLBBIRxZl8pngcIiSOKVAr3MhWA22M3CgBen/mXJ2hm/kkINTYCJ+Xv82eDUWPEybUng6ZoEELgdrths9lgs9kwMjKCkZERUBQlq3jSvWU2tXa2EmSJzM6m1saS4cj3OlGQyOwpW1Cr1XFqrVSGPDg4iMHBQTAME6XWqtX5MbyTzoVUemR1Ot2idWdeRjwW5ywkj8jnyR7bf8pxHPbt24fx8XEUFxejpaVlwcv8cqHIEkLQ39+PI0eOQKlUYseOHRm5LwLiTWsh4oGSQRAEHD9+HIBYEnzKKafMuxQnU0U21tSpuLgYZrMZPM9jcnISVqsVNpsNdrsdR48ehU6nk0mtyWRKekx5gUf7eDsEkr/Sbo7n0NvbC7fbnXJppyAIePi/H44qTy4uLcb37v8e6lbmNmqnt7cXd/3oLtin7PK2Sy+7FFdeeeW8lM6nn2YiSOzcUKoIvv61MbCKfqhUKjQ3NUedU1G9kzEuyNPT07Db7XJ8i8lkmjN3cmFAYsiaSGwO7if49R4KDjtB+QxhM5s4fOGKIFav5EANC3Ekjxd40IL4fgGfF9bRURg4Dk1mM7R2e5gwxZItiWBFkK1YdY6KJZaJVLkIkicTtllIHhU1lmhCRwmzR+SUA/hW7EYBwMsz/2KQ6RVssVD+xQBqtpr3fI6BorCxdKN8/aIoCgaDQewXb2yUHXIlM6HInktJrZ3LIXc2w6hIlTY23icyv/ZEQjYV2WSIVGtXrFgBn88XpdbabGKMnU6nk0mtyWTK2dh4np+z5JwQsqzILkEsE9kCQiRJ9Hg8aG9vh9vtRl1dHdasWVMQF+RsE1lBEHDgwAEMDw/DZDKhtbV1Xit4mWTx5hKhUAgdHR1yCU55eXlW+kky6ZGNLdWKvOizLIvy8nKUl5eDEAKHwwGr1Qqr1Yq+vj709fXJZWKlpaWwWCxxE48DtgPwBOOjcHKFSFWssqIS5RXlKZV2Hm4/HNdj6/P48F9f+a+Ezz/1/FPx5f/48rzH+1HbR7j7F3fD7/cDAGiGxs0334yPn/Pxeb3vwCBmemLD5cQsgtDADwY8aPCgIYABP/O3ACbAQzh+GKUVFKrKy8H0dEcpWxCEcJmjwEPDC9AIPMp5HgLHIeD1wu/xwu/1QOAFOAQeHoqGWqWEWqGAgqYjyivDxIqKIJQiMYstvYxV1CLKLROQPCr2NRFK3mykrXXmXxQcAB5OfpwVPBBiAAWAZb/LpQVCUwDNADQNMAx4QsMbZMAJNHgwECA+ZiymodLS8vMIzQDMzOtmton/jfz/6P8Shon4LDrqc4n0Oir8Hi6PBw6XCwq1GqXlFaAVrPgahoFQm37VUrZRb6qHWTN7ZFykQ650b5HUWknFo2kaZrNZJrbJ7pGpGEYRQuRKJUEQwHFc1uN9ChHSMViIUn2NRoPq6mpUV1dDEARMT0/Lau3AwAAGBgbAMAzMZrNMbLMpzKSqRHu9XpjN5oIROpYxfyz8TH8RgKIoOdQ7l5B+hE6nE0ePHgXP8xmX2OYK2SSygUAA7e3tmJ6eRlVVFdavXz/vC3CimJuFgtvtRltbG7xeL5qamkSXySwhXUU2tiQrmamTVF5cVFSElStXwuPxyKRWKhOTJh6lpaUoKSmBnbNjyDmUtf2bC263G719vRB4Ie38RJKA4Pi9fvi9/oTP97pnj/pJFS+/8jJ+9atfyZ+t0WrwrW9+C5s2bZr3e+/fJ03Owt/nhdiLG/Gr5C98NvPPVAGYZ3ToogO/ROY9ZIZ0CRSNACeSNn5mmQM0A72RgkIjkS0qTNgkMsbMkDaaSUzY5P9nINAUAqEQPD4feIoCKAqEpkErFFBqNFBptFBpNADLRL0uiuTFkEMSRxoZ+XkyIWVSHe/MtpnfTigE/P5JBi+8EJ2X+7GP8bjxRg60Hgjl63sCwejIKMYnxqHX6dHY1AgwLBb+zhaGVqHFavPqlJ8feW9ZsWIF/H5/lForqXh6vV4mtXOpeInU2unpaXR3d4NhGGi12ji1NlMn5EJHoZRTS/MDs9mMlStXwufzyaRWqvwCxO9ZIrVGo3Fe406VyHo8HtTV5bbyahn5xTKRLSBIP+KhoSGoVCps27ZtXn2UuUC2iKzD4UB7ezv8fj9Wr16NhoaGrKyQ5bKHNx3YbDZ0dHRAEARs3rwZlZWV6O3tzZqSnU6PbGQZVibOxDqdDjqdDg0NDXKZmFSCbLPZEBAC6BV6oTOIZaZqjTqnpjeTU5NyL07zimbodYWrjwlEwBNPPIG/vPAXeVtJaQm+853voK42OzdTry9+G4+lNUHLFIQW9eiQwMwUEYvqGq2goTPQoNh4RY1EEiCGASgKQZ6HPxSCkmKhNBlAKxQyyQuTqFiFLUaFi/ycWLIVSc4iX5eIsMWOczYFUH6/aHLo81N44gkGr74Sffs/5xwe117LAdrskTV/wI/u7m6EQiHU1tRCo9HA4XTA6XTC6xUXiGiKht6gFw3FTKaM+8Tni94+4N57FFF5uTo9wU03cfjYqfm9nxAQDA0NwWazwWgworGxccHJSSJsLNsIhs588VmtVkepeHa7Xb6vSJVALMvCYrHIxDaZIy9N05ienkZXVxcAoLW1FXq9Pk6tle7DkQ7IhXh800WhENlYaDQa1NTUoKamBjzPR6m1/f396O/vB8uyUWptus7L6RDZ5dLipYVlIlsg4DgOhw4dAiCSlFNPPXXB+2ETIRvxOyMjI9i/fz9omsbWrVuzapSSa1fluSD1+x4+fBgqlQrbt2+XzbmyGQ2UqiIb6/o433id2CD1qakp/O3o3+C3+eEcc2J0bBRKpRImowlGkxF6vT5rLrcEBKOjoxgfH4darUZTU1NGuZPrt6/HU53/P3vvHd/IXaePPzMa9WrLvVvyVm+zvQlJCBAIBJJsEgIppJAKySa7m4M7OAjfO7i73x0BQjnYQkiHlCMFSO8BEtITt+3etSR3W5Zl9Trt94d2xpIt25Kt5o2e18uvZMfyaDT6zMzn+byf9/M8kZFjWgiRSAS7d+/G+++/L24zmU34/ve+v+Qe8GRQJVHhRSCHF1qRvM2Ii2eqbyWlBLQl80sgMa9sMrkEMlFuSYIHgTBNI0xHEY5EwSAm4aRkcijVaijUashVKpBUHBFMRtgk5In3WbwCGF/FGxgisXuPFEODM+NPqeRx/fUMzvosh7ne8HOR4LCr1mBVyypwBAqqKpYOjvYR2LOHgn1i5pzo9Dy2b2dwytbMfqpgMAiL1QKO5dDc3Ay9LnYfVKlUqK6qBk3TYnyLz+eD1+vFyMgIlAoldPqYC7Jarc66EzTHAU8/Q+KxxyiwcW7emzbH8nKN86tms3M8PIfhoWFMu6ZhMBjQ2NhYkE7hDfoGGJUZCBM+AZIkRRKzZs0aBINBkdQ6HA7Y7XYAgE6nE0mtTqdLeJ65XC50d3eDJEm0t7dDp5vRjcT31s4mtvEEMNV4n0JEqoZH+YREIhG/ZyB2nxBI7dTUFCYnJwHE8tTjq7WLzVtSIbI8zyMYDBaJ7EmGIpFNAdmWFsdHzgBAeXl5QZJYYHlEked5HDt2DDabDWq1WlwtzSTyKS3mOA6HDx/GyMhI0n7fXBLZ2aZO8XKqTIEkSUyT09BV6LC+Yj3CoTDcHje8Xi8cUw44phyQSCQxl9sThkBLdbnlOA6DQ4Nwu93QarVoamoqaMdct9uNn/70p6LJFwCccsopuO2fbsu4KVJLy9wx9RrOwWs4Z56/iPXS/uLfIlDWZ/RQ5kAOQYY844Ls8nowfqJPWCKRiNEtyxkf8WBZ4OmnSTz+eCIxaW1lsWMHg1TXzTiOw+DgINweNwz6GKEAkbtWk0yCpoHHH5fg6WcSTcFO/QSLm25ioM+wTlzIOgWBeVUTUqlUnKhyPAe/3x8jth4v7HY77HY7KIqKZZfqdFlxybbbgT17KRw9MjMBlsl4fP0aBl/8IpfzMCWO4zAwOACPxwNjqRH1DfUFGemkoBRYa8yuu7tKpUJDQwMaGhrAsiymp6dFJZDVaoXVak2I9yEIAgcOHABFUWhvb4dWm5ghHt9bKzyHZ5PadOJ9ChGFWpFdCCqVCiqVCvX19WBZFi6XSyS2QlVeKpWK1drS0tKk1VqWZRedN0ejUUSj0YzPO4vILwp3JvgxwdTUFHp7e8EwDFpbW3HkyJG8y2IXwlKluzRNY//+/XA4HCgvL8emTZuWnVe60PHluiIbjUbR3d0Nl8uFqqoqbNy4cc7qYPwDdLlYyOwpXj4lmDoJP5mEM+SExWUBEHO5VSqVUCqVqK6qRpSOxlxuPR54PV643e4El1u9Tp/yYg3N0LBZbQgEAzAajairqyvICoWAkZER/PiOH8MxOZOle/6283HN16/J+ATj4EECe/elexsnsL6VRUOWSWziO85yQY5GxGifTLogj40De/dSONY3c+1JZTyuvorBl87lQKZ4CTAsA5vVBn/Aj/KyctTW1YqEgiIo0HyuOiWXj4FBYPfuWZVpFY8bb2Dw6c9knqy53W4MDA6AklAwm80pmduRBBkjrFodUBuTJAv3D5fbhWnXtDg+BAmyXC5fMsnjAfz1dRIPPkghHJ7ZR0sLi527GNTWLGm3ywLLsrAN2ODz+VBeXo7a2tqCJLFATFJMkbmbPkokEtE9f3a8z/j4OMbGxgDEyGd1dbW42LRYvE/8wnf8z0LxPvF/V2hYCRXZhSCRSMSFCaF6KpDaycnJhKq8sAim1WpBEERKFVmhnaFYkT25UCSyeQLP8xgYGEBfXx/kcrmYK3rs2DHRNr4QsRSiGAgE0NXVhUAggObmZqxevTprjnGZkD6nC5/Ph66uLoRCIaxatQomkynp58tFRXa2M3Gmq7ACaJZGr7133sqUTCpDmbEMZcYysCwLn98nEhe/34/R0VEoFApRgjyfhDAUDsFqtSIajaK2thbl5eUFO7kDgIMHD+LnP/85AoGYezNBErjh+hvwpS99KaPvE4kAjz4qwQsvpH8LJ0geX/1qfrOW5TK5ODFlWRY+ny+26OHziuNDLpeLpFatVi+4eMHxwCsvk3joYQrRyPKISZSOwmKxIBwOo6a6BhWVFQljjuEL9/4cD44DnnmWxGN/pMDEV6Y3nKhMl2X+PaecMSdauUwOc4t5SdJ/AFDIFVCUK1BRXgGGZeD3+RPGx9jYGOQyuShBTqeFwe0G7vodhc6PZia9JMnjkksZfOViDvngAAzLwGqxIhAMoKqqClVVVQV7n6vT1aFclb8QpdnxPmNjYzh06JBINIWeS4VCIZKi0tLStON9ZpPalWAYtRIrsvNBWLhSq9VoaGgAwzAJ1VqbzQabzSYqO2iaXnSuI6gei0T25EKRyKaATBMBhmFw8OBBTExMwGAwYMuWLaIEVSKR5K2/MxUIlb1Uj9HhcKC3txccx2HTpk2oqcnuUneupcWTk5Po7e0FAGzZsgVVVVULHls2iKxg9rRcU6d0sH9yP8JMcpff2ZBIJDDoDTDoDeDjJKYerwf2STvskzEJoUBqddqYe6HX58XAwAB4jkdzczMMekNWPkum8Le//w133XUXuBPZjnKFHN/+1rfR0dGR0fc5dozAnr0UxscSTWlOP53Fa68JbqszUTwxxP5NkDxuvpnBpo2FI42VSCSik2n8+PB6vZicnMTk5OSCEuQpJ7BvH4UD++OIiYTHZZcx+PJF6RGTUDgEi8UChmHQ0NAAY+ncHkCe50GRFBiucAntxERMMtt3dHmV6VTBg4d9wo7xiXEolUqYzWZIqcwobigJNXd8nOitFdzUJWSshUEYH/Opfd7/gMTvfkfB5505AbW1HHbtYmA25+eaoGkaFosFoXAItbW1qCivyMtxpAI5Jcc647p8H4aIiYkJHD58GEqlEh0dHVAoFPB6vWJf7cjICEZGRrIS75OsWptvAinML1ZqRXYhUBSVUJUPBAIiqbXb7eB5HlNTU+js7BSrtRqNJmEOJCwwF4K0eGRkBD/84Q/x0ksvwel0orq6Gl/+8pfxox/9KKMeGh8HFIlsjhEMBtHd3Q2fz4e6ujqsX78+4eZHUVTBE9lUyPbsinO86VE2kStpcfznUygUc4wlkiGbFdl4EwvhvbJFYoc8Q7AH7Ev629kS03gJ4bRrGs5pJ0iChFwuRygcgpSSwrTKBJVKleFPkTnw4PH444/jySeeFLcZSgz4/ve/D7PJnLH3oWngiScleOqpxD7HtnYW27czKC0BPvEJBo8+ysBmnf2gjsmJv/pVtqBI7GzMJ0H2er1zJMg6rQ4HDpThoYeVCAZmzkd9PYedu2iYmtN7b7/fD6vNCvCAqdm04PXMozDPIQ/gtddI/P73FCJxkllzC4udOxnU1WbjPXmMjo7C4XBAo9HA1GzK2kQ6YXxU1yS2MHi9cHvcAGJ9dzqdDnqdHkqVEqEggQceoPD3vyce17nnMrjqahby/BglIxKNwGKJZWE31DeIBjiFig3lGyCVZL4laCkQKrFqtRrt7e1iMUCv10Ov18NsNiMSiYgS5Ph4H7VaLZJag8GQdrxPPLEVthdCtVaY9+SbUGcbBEFAo9FAo9GgsbERkUgEb7/9NlQqFUKhkNhDDQD3338/Pv/5z2Pbtm0FQ2QtFgvOOOMMTE5O4qKLLsLatWvxwQcf4Ne//jVeeuklvP322wV/LygkFIlsDuF0OtHT0wOGYbB+/fqkWVaFXpEFFj9GlmVx6NAhjI2NwWAwoK2tLWfmVbmoyHIch0OHDmF0dDStz0eSJGg6M711s4lsrkisL+rDYefhjO1vtoTQ4/HAbrcjFI5lytAMjeGRYeh1+pxE+6QLmqax77f78NY/3hK3NTQ04PYf3I4yY+a0m7YBYM8sB16Fgsd11zP43OdifY5ROgqF3IorrgiB4+owMV6JUDjmarxhI5fTnthMIZkE2ev1Ymw8gN8/qEZfX9wCB8HjwgsYfO1rHNJtv3e73RgcHIREIkGzuRlq1cLSM5ZjQRIkOL5w/AymXcBdd1Ho7kqsTF9ySfYksxzPYWhoCC6XSzTEyuUkOr6FgeNihlFCvM/ExAQmJiYwOlqCZ54xwTU9cwJKjRx23Mpg06b8LUjERxM1NzUXXNTebNRoa1Cprsz3YQCIVbOOHDkCjUaD9vb2eZ+/crk8Id7H7XaLxHZ27ItAbBd6lhd6tfZkkhanA+HzlpeXw2Qywe/3w+l04h//+Aeee+45PPPMM/jWt76FtWvXoqmpCS6Xa8Ee6mzj1ltvxeTkJH7zm99g165d4vZ//ud/xq9+9Sv8v//3/3DXXXfl5dhWIopENgeYXZ089dRT55UOSCSSjJGdbIEkyXmJbDgcRnd3NzweD2pra9Ha2prTm2q2c2QjkQi6u7vhdrtRU1OD1tbWlKsPmazIxps9hcNh0Zk4G6ZOAjieQ4+9J2vnliRIeDweRCIR6LQ6GMuMsd44rwfjE+NZjfZZCnx+H+68804cOXxE3LZ5y2b887f/OWMVZJYFnnqaxBNPzHXgvXUHg4oTrWqhUAgW6wlJrFjZKRySlQkIEuRjx0px992J8lBDSQgXXmBFY1MQI6PpuWQ7HA6MjI7E+jrN5pQX3SSEpGCI7DvvkLjnXgp+X5xkto7Drp3Zk8xyHAebzQavz1sQJmwkSYrSYh48fN4wHnmExF//pj0ht49hyxY3rro6gOoqLWKe2rlHKBSTsLMsu2j1vxAgk8jQWtaa78MAAAwNDaGvrw9arRbt7e0p540K8uLS0lKsXr0aoVBIlCDHx74sFO+TbJ+FVK1d6WZPS4XgKyORSBJ6qJuamvClL30Jzz33HF555RW8/fbbcLvd+Pd//3fcddddOPfcc3Huuefi85//fM6uQavVildeeQVNTU3YsWNHwu/+8z//E3fffTceeugh/OIXvyj28qaIIpFNAcshBizL4uDBgxgfH08ayTIbEomkoM2egPkrsm63G93d3YhGo1i7di0aGxtzvuKVTWmx1+tFV1cXwuEw1qxZg6amprQ+XzZdi3MhYzo8dRi+iC8r+47SUVitVoRCoQTHToPegFrUIhwKw+PxwOP1zET7kBJodcuP9lkKJiYm8OM7fozxsXFx2+e/8HnceOONGTuOkVFgzx4Klv7EaJCrrmbwpS/N9Dl6fV4M2AYALC6JXcnwB4AHHqDw5huJk7RzvsjgsstoRCN6eL0EPB5Pgku24HI72wWZB4/xsXHYJ+1QqVQwmUxp9XUyHAOe4EHw+VMI+PzAffdSePvtxHNy/jYGV1yRPclsvDlRZUUlqmuqC0opMWAjsHu3DsPDM/dElZrFVy62o9k0CpeLhcsFKBQKkfwuZiiWKfgD/pjskQfMZnPeZY6poLW8tSAkxTabDf39/eJcajnJB0qlEvX19WLsy/T0tFitFaSpUqlUJLVGo3HB90u3WhufV5upZ/fHtSK7UG9weXk5rr/+elx//fX44x//iFtvvRVXXHEF+vv7cd999+Hee+8FRVH41Kc+hfPOOw/nnnsu1q9fn7W561//+lcAwDnnnDPne9JqtfjkJz+JV155Be+99x7OPvvsrBzDyYYikc0iQqEQuru74fV6k/bDJsNKlRaPjIzg0KFDoCgKW7duzZu+P1vSYrvdjv379wMA2tvbUVGRviFHpiqyPM8nENloNJr1B9eEfwJDnqGs7DsYDMJqs4JhGNTV1aG8LNERMz7ap6qqKqPRPktB37E+/PSnP4XPO0Pqr7r6Klx00UUZmcxzPPDCCyQefZQCHZ3Z36rVLHbuYBDvl+Z0OjE8MgyKomA2pRZ1shKxf38sZmjaOTPOS0o53HILg7YtPGKVtbkSZMEle2xsDHK5XCS1KqUKIyMjmHZNQ6fVoampKe0qBg8eUkKaNxfjnl4C+/ZRcE3PnJOyMg47djDYsCF7ktl4V+dCMyfiuJiCYXaG8OYtLG69lUFpiREcX4JgICiOj3hDMSHzWqvVZsysKh7CohNBEjCZTYtK2AsB1ZpqVGuq83oMPM+L5FJo56GozE1fZ8f7BAIBkdROTExgfHwcBEFAr9ejrKwM5eXlMaf9NKq1yeJ94rNrhUrtchalP64V2VR7g0OhEBiGwU033YQzzzwTTqcTr7zyCl544QW89NJL+Nvf/obvfve7OHbsGFatWpWVY+3r6wMArF69OunvV61ahVdeeQXHjh0rEtkUUSSyWcLsftj6+vqUVngEs6d86vcXQ7z8meM49PX1YXBwUOxXyacxT6YrssID9Pjx41AqlUmD1lNFJoissKIbvzIsuBZnC2EmjAOOA1nZt9vjxuDAYGxil2I1cXZfnNfnXVK0z1LwzrvvYPfu3WDoGHmhpBR27dqFM04/IyP7t0/GHHgPH5qZiEgoHpdfxuDCC2f6HHnwGB8fh91uh1KhhMlsgkyaJ8eaLCISAR5+RIKXXkx8VJ35KRY33sAgWTErqQuyNzZGBJdbIWdSo9agoaFhyRO/+eKnsolwBHj4IQlefjnxnJx1FovrrmegzuLtN76vcz5X53xhYiKmYOiLyxCWyXlccw2Dc86ZycslCVI0ipltKCZU8wFArYrLNM5Ab77b48bAwIl83RYzlIrCX3SSSqRoLc+vpJjnefT392NgYAClpaXYsmVLVolavJFQU1MTaJrG9PQ0HA4HnE4n+vv70d/fn5V4n/hjWIoE+eNakU2VwM82ezIajbjiiitwxRVXgGVZdHZ24h//+AdaWlqydqwejwcA5jU/FbYL96EiFkeRyKaAdAglz/MYHBxEX18fpFIpTjnlFJSWlqb89/GylEJdVRMqstFoFL29vXA6naioqMCmTZsyukq6FGQyRzZeFl5SUoK2traU+3HmO7alEtnZWXazpcXZAs/z6LX3gmYz27fNg4fD4cDo6ChkMhlMJtOSJnYkSaYV7aPVaJd0XfHg8dRTT+HRRx4Vt2l1Wnzve9/DmtVr0t7f3P0Dr59wmw3Huc02NnHYuZNGU+PMazmew/DQMKZd02IfUC5l1bnCsWME9uyhMD4+MynTanl88yYGp5+W2nU02+U2EAzAZrOJC3H+gB+HDh+CWqWGTh+r1srl8pRJC8uzkJASsFxuVDR9J87JRPw50fHYfjODU0/Nbr9uMBiExWoBx3Jobm6GXpd9F/pUMJ9T86pVsQzhmkWKiXMMxfw+ceFjbHwMY+NjkMlkogRZq9GmTRSmXdMYGhqCTCpLqw8732gta4VMkr8FMp7n0dfXh+HhYZSVlWHTpk05nxdJpVJUVlaisrISPM+L8T5TU1MJ8T4lJSUisV1oMT+ZBDlZtXYphlEnc/zOQkiXyCbrPZVIJDj11FNx6qmnZv4A04CwOFqohaxCxMk3+8kj4t16U+mHTQbhQmQYpmBvRkIf73vvvYdgMAiz2YyWlpaCuPAyZfYUb1qVqix8MZAkKZLRdPY1m8QSBJEgIc0mkbW4LXCGnBndJ8dzGB0dxdTUFNQqNZqbm5fV6yRgTnRLJAKP1zMn2kej1YiVllSqmAzL4N5778Xrr70ubquprcHt3799wdzgVOGcBu76LYWenji3WZLHxRez+OolLKRxd2mGZWCz2eD3+2EsNaKuPr8GO9kAzQBPPC7BU08nxgxt3cri5psZLNXcNRKJYHBgEDRNo66uDqUlpTHScqIaNzY2FpMgy+QiqU2lb5IECRbZJbI0AzzxxNzopVNOYXHTzQwMWeaUPr8PNqsNIABzixkadWH0dbpOODV3zXJqvvRSBhd/OX2n5oTM63oeoWBIdEEWyEu69xDHVCzPVKFQwGw2rxjlRKW6EjXa7Oa+LwSe53HkyBGMjo6ioqICGzduzHulUZAXx8f7CLE+QqZpX18fVCqVSGpLSkqWFO8zW36cimHUxyV+ZzbSJbJLVdVlAkLFVajMzobX6014XRGLo0hkM4T4ftja2lqsX79+SUQ0Vzmoy0E0GgXLsohEItiyZUtGJvOZQiYqsh6PB11dXYhEIhk1rYp/WKX6oJktQRIeXvEr+tmSFrvCLhyfPp7RfTIsg8GBQXh9XhgMBjQ2ZC+uQy6Xo6K8Qoz2EaSDQv8kEDP80Ov1MOgNSeWDwWAQv/jlL7C/d7+4bd36dfjud78LrWZ5D0MewD/+QeL++ygE4nJQa2s57NjJYFVLomw1Eo3AarUiHA6juqoalVWVBWWwkwkMDMZihgYHZsaEUsnj+usZnPVZbsmfNhAMwGq1itVEg94AAHOr+bMkyPF9k/MZitEcDRBAtqJlh4aA3bulGJh9Tm5gcNZZSz8nqcLtdmNg8IQk1lw4fdjvvUfG3Kt9idfOrttomE3L3z8BAiqVCiqVCtVV1aBpOjY+vN7Ee4hCCZ1+xjAq/pq02+0YGx+DUqmE2WzOSt9tNkBJqLxKinmex6FDhzA+Po7Kykps2LChIMmZXC5HTU0NampqxHgfp9MJh8OBoaEhDA0NQSKRwGg05iTepygtLnwiu2ZNTMF17NixpL8/fjw255qvh7aIuSgS2RSwGImZnp5GT08PaJrGunXr0NDQsGTiU8hEVugXnZ6eBgCccsopBZd9J5glLLUiOzExgf3794MkSXR0dKC8vHzxP0oR6RpRzSax8fmws3NkMw2GY9Bj78loD2A8EausrER1de6cTikJhdKSUpSWlILjY3mTggRZyJucHe0zPT2NO358B4aGZkyuPvXpT+GW7bcsu4Ls8QL33EPh/ffiHrwEj/PPZ5O6zQaDQVitVjAsU3C9iZkAxwFPP03iscfnxgzt2MFgOZeh1+uFzWYDQRLzusTOliBHohGR1Mb3TWrUmqQSZIqkwLCZNX3iOODZ50j88f8oMBk+J6liyjmF4eHhWDRRixlyWf4lsYEgcP/9c92rzzuPwZVXZc+pWSqVwmg0wmg0ztxDTowRu90Ouz3WxqDTxkhtIBCAY8oBjVoDk8lUsAqrZFhvXA8FlZ6aLFPgOA4HDx6E3W5HTU1NVh1kM4n4eJ9Vq1aJ8T7CjxDvo9VqRVKr1+szGu9D07So/FoJ5yxTSIfIzi4E5Bqf/exnAQCvvPLKnKKGz+fD22+/DaVSidNOOy1fh7jiUCSyywDP8xgaGsLRo0eX1A+bDEKPaaERWYZhcPDgQUxMTEAulyMSiRRsbMBSnJ95nofFYkF/fz9UKhXa29sz/vnSkT3HP7AAJJBYIPtE9oDjAEJ0KGP78wf8GLANFAQRIwkyNtnU6uaN9rHb7Xj88ccTnIkvufQSXHbZZcsm3x98QOKu3yXmoFZUcLh1B4PW9XMXDjxeDwYHBmOyTrN52ZXgQsPYOLB3L4VjcSY9UhmPq69i8KVzZ2KGlgLntBPDw8OQSqVp9WHLZXKUl5WjvCyub3IBCbJOk9nII/sksHcPhSNHZs4JJeVx1VUMzjtveeckFfDgMWmfnKkmmswZkf8vFwcPEti7l8LU1Mzkr9QYc2retDF3xlvx9xDUxkywBMWHy+3CtCu22CuRSKDT6UAzNEgJuSIUFOWqctTp6vLy3hzHYf/+/XA4HKirq8PatWtXLCGbHe/jcrlEUmuz2WCz2cTFEYHYLifeh6ZpBAIBsfUrG/E+hYp0iKxGo8nr+TCbzTjnnHPwyiuvYO/evdi1a5f4ux/96EcIBAK4+eabixmyaaBIZJcIlmVx+PBhjI6OQqfToa2tLSOSq0KsyIZCIXR1dcHn86G+vh5SqTRWHWKYvJs7JUO6ea0sy+LAgQOYmJgQXRGXY+o0H1KtyMYbPwh/N/thPjt+J5MrsCPeEYz7xhd/YYpwuVwYGhoCKSHRYm4pqAWQ2dE+NE3jrbfewkN/eEiUbJMSEhdffDHOOussRCKROXmkqcIfAB64n8KbbyY+bL/wBQZf/zqLZLcPob9uOYZYhQqOB155mcRDD1OIRmbGbksLix07GdTVLn3fPHjYJ+wYnxhftqtzQt8keASDQTH6KV6CbNAZoNFplhXdwgP46+skHnww0fTLZIoZF9XngF/w4DE6OgqHwwGNRoPm5ua8m4lFaeDRRyV4/rnE4/jUp1nccAMDTZ7nfAq5AorymIvt4MAg3B43ZDIZOI4TDaOEhQ+dLqb4KMTedgkpwcaKjXl5b5ZlRfPIhoYGrF69esWS2NmQSCQiWeX52D3E4XBgamoKdrsdExMTAACDwSC+TqPRpFytjUajOHz4MILBIEymmK5+thvyUp2QVwLSIbKFQBD37duHM844A7fddhtef/11rFu3Du+//z7+9re/YfXq1fif//mffB/iikLhsZACxOybSbwRUE1NDVpbWzMmG4o3eyoExMum169fj4aGhliYOzKf1ZoppOMOHA6H0dXVBa/Xi/r6eqxbty5rN/nFiGwyUyfhJ9m+pFKp6L4ajUYzIpcJRAM4NHVo2fsBEsmEXC6HyWRaMgnMFV57/TU88MAD4LlYdUepUuLaa69FZUWlWIkTo310Oqg1qUX79PQS+O0+CtNxmZ8lpRxu2c6grW1uJYkHj/Gxcdgn7QVVEcsUppyxmKED+zNj0hMPHjxGRkYwNTWVcSJGgIBapYZapU4qQXa6YsZoggRZp9NBoUgtusXlAu76HYWuzkTTr69+lcVXvsqCyoEyNd4R26A3oLExez3sqcJqi/UIjwzPHIdGy+OmNNyrcwGO4zAwOACPxwOj0Yj6+noAmOm99sYtfJCx3mvBCblQru11xnV5kRSzLIuenh5MT0+jqampYMwjswEh81ytVqOpqQkMw4iGUVNTU2K8j1wuT4j3ma9oQNM0enp64PV6sXr1ajQ2Ni7aW3uyVWvTJbL5HltmsxkfffQRfvjDH+Kll17CCy+8gOrqatx222340Y9+tGxl58cNRSKbJlwuF7q7u0HTdEaNgAQUUkV2eHgYhw8fBkVRCbLpQjrGZEhVWux2u9Hd3Y1oNCqS9GxiISOq+UydFoJcLheJbCQSWTaR5XgO3fbujESJxE+IC6WqsxA4jsPv//B7vPD8C+K28opy/OD2H6Curm7BaB+dNiYv1WrnRvuEwsBDD0nw6itJKknXJ89B5TgOg0ODcLvd0Ol0aGpsWlH9dQuBB/DmGyTuf4BCMM7gqr6ew85dNEzNy9s/x3EYHIxVxAyGE0Qsi5Wv2RJkv98fq9YmkSAvVIl79z0S98wyLqqp5bBrF4MWc24ksxzHwTZgg9frLQhHbJYFnnqaxOOPU+DYmfOypY3FLbcwKC3J26HNAcuysA3Y4PP5UF5ejtraWnHxIr73OkpHRQmy1+uF2+MGAKhUKuh0Ouh1eihVyrxIkI1KIxr02X0GJgPDMOju7obb7YbZbEZzc3PeiUYuQVFUQryPz+cTSe3o6ChGR0dBEARKSkpQXl4Oo9EoVhVpmhYX4tesWSPOYWb31iaL94mv1gqV2pVarU3FrVmohC8UjZRL1NfX44EHHsj3YZwUKNyZZQFiaGgIR44cAUVR2Lp1K4zGzPf5FUKPLMdxOHr0KIaGhqDVatHe3p4gmy50IptKRXZsbAwHDx6ERCLJ2neZ7LiAuRXZhUydFoJcLoff7weQmT7Zo86j8Ea8y94PzdAYsA3AH/CjtKQU9Q31BSmjExCOhPGbX/8GH374obitpaUF3/ve90Qzs4WifYSeOIIgoNVoxb7J/n459u2lYLcnZn7edBOD0z6RfHzGnzuj0Yi6upMnXsfjBe6+m8IH7ycaXF14IYuvXc5iuUUphmVgs9rgD/jnkIlcQCKRwFhihF6vX1CCLLgga7VaRMJS3Hc/hbf+kVvjotlgWAZWixWBYACVFZWorsmdEVsyjE8Ae/Yk9k3L5DyuvYbBF87JvlNzOog/d1VVVaiqqpr33MmkMpQZy1BmLAPHcTOZtV6vaDonpaSxSu0ycq/TBUmSeZEUxxOxVatWoampKefHUEggCEKs0ptMJkSjUZHUOp1O0WhTpVKhtLQU09PTCAaDCSR2NpIZRs0mtfFzkpUoQWZZFhKJZNF5UyAQQEVFxcdqoeTjgCKRTQEsy+LgwYMYGRmBVqtFW1tb1lZ18k0So9Eouru74XK5UFVVhQ0bNsyRtGQi4iabkEgk80bS8DyP48ePw2q1Qq1Wo729PWc9E8mI7OzMuFRJLDC3T3Y5cAQdGHAPLGsfQIwUWi1WRKIR1FTXoKKyoqANTlwuF37y05/AarGK2z5x2iewa+euBSvcC0X7TLv8eOPvJN7/QAPwcZmfp7K46ab5Mz8jkQgsVgsikZVx7tJBMoOryioOO3cwWLt2+RXHeEfsmpqa2GQlD+eO5U9I9xaQIHs9Xrjdbthsejz3XAt83hmiYiyLGRdt3JA746IoHYXFYkE4HEZtbS0qyity9t6zwQN49VUSv/99Yt/0qtUsdu5kUFOdt0NLCpqmYbFYEAqHUFdbl5bLPUmS0Ov00OtiCx/hcFg0FHNOO+Gcds4sjp0gN9lyW11buhYqaW4rVdFoVPTeWIiIfZwhk8kS4n08Hg+mpqbgcMS8E4AY8ZyengZJkigrK4NCMb80fD7DKIHMLhbvU6gQiOxiEMyeiji5UCSyKYDjOLhcLlRXV2PDhg1ZXSHNZ4+sz+dDZ2cnwuEwVq1aBZPJlJRU5ZtsLwaSJJMeG8Mw2L9/PyYnJ1FWVobNmzfntDdptmtxKqZOCyFTzsURJoJee++S/16Az++DzWYDz/FobmouuGim2RgaHsIdP74DU1NT4rYLLrwAV199dVpV0Phon+P9wL33SDA+PnNrlckZnH/+MM48kwVJ6MHxc+WlQs4py7JoamxCSUkB6SaXgUAQeOABCm/8PfGeec4XGVx9NQtlBtrxQqEQLFYLGIZBY2MjSlEQwboAAQAASURBVEvy11/E83wsiodLvH/HS5CDQRYP/h74218TicPmLU5cfrkXlZWapGMkGwhHwrBYLKBpOu9u4tMu4K67KHR3JfZNX3YZgy9ftLy+6WwgEo3AYoktPDXUNyxL1UOAgFKhhFKhRGVlJWiGhs/nm8m99nmBUUChUIgSZJValZExUqIoQZOhadn7SQeRSASdnZ0IBAJYt24d6ury45K8kkCSJEpKSqDRaOB0xnrxKysrwXGcmF0LABqNBmVlZSgvL19yvE98lTZ+jlKo1dp0iGyhSIuLyByKRDYFSKVSnH766SlJF5aLfJHEiYkJHDhwAADQ1taGysrKeV+7EojsbPluvPNyY2Mj1qxZk/MbcXwlO57ELmTqtBAyRWT3T+5HlF1eRdfpdGJ4ZBiUhELzqmaoVfl3BlwI+/fvx89/8XOEgrGIIYIkcOONN+KL53xxSfujGeBPf5LgL3+WgONmvseNm2hceqkdJOmD0xmE0zk1Y/Sin8mbHBwYBEESBefqvBzsP0Bg3z4KzriolJJSDrfcwqBtS2YqjsLiCXjAZDLF4lDyDA7ztzUcP05g9x4FxsfijYtYXHbZFJqbJ+D3h+D320UJsmgGtEQX5IUQDAZhsVrAsRyam5uh180jFcgBkvUI19Vz2LmThtmUt8OaF/ELANlYtJNS0oTc62AgGFN9eD2YnJzE5OTkHJn6UsYISZLYVLEpo8e+GMLhMDo7OxEMBtHa2oqampqcvv9KBk3T6OzshM/nw9q1a0VDsdnxPgMDAxgYGEiI9zEajQumMSwW71PI1dpUiCzHcQgGgyfN87WIGRSJbIoQrPSzjVz3yPI8j/7+flgsFiiVSrS3t0OrXTinstCJ7Gyzp3iDrtbWVvHmn2vEE1lh1XM5K5vxD6WlElmb2wZH0LGkvwUS3XUVCgVMJhPksvyFjaeC1//6Ou6++25wbOx6VigU+PY/fxvtbe1L2t/gILBnrxQDtpnvUa7gce21DD7/eQ4EygGUg6Zpsa823ugFiI3Zpsamk+IhG4kADz8iwUsvJj5ezvwUixtvSG5wtRS4XC4MDg2CklAwmU0Fs9LOcRxIggTHzzwvaAb405MS/PkvEvBxCx0dW1lsv5k5QYQMiNJRsa9WkCADJ1yQT/RNpuqCvBB8fh9sVpuYTZyvcecPAPffT+EfsyKpzt/G4IorctcjnA5CoRAsFgtYloWp2QSdLruLJyRBQqPRQKM50Z8fjYgSZI/HM3eM6HRQKFMbI6tLVkMty92iYygUElVfGzduRFVVVc7ee6UjXoo9u4qdLN5HILXx8T56vV58nVarXVK1Vvh/YXshVGs5jls0CjIajYJhmJPiGVtEIopEtsAgVOZyQRIZhsGBAwdgt9thNBqxefPmlPJTZ0tkCw3xFdmRkREcOnRojvNyPiA8NEKhEDiOW3aFP74iu5QeWU/Egz5n35LfP94hVqfVobGpsbCdiXkOf/zjH/GXP/9F3FZaWorvf//7aG5O3y6X44CnnyHx+GMUGGbme1y3jsWOHQxmixqkUqlo9MKyLAYGB+D1esXr3WK1QC6XQ6+P9c2lGu1TSDh2jMCePRTGx+MMrrQ8vpnhqBSHw4GR0RHI5XKYzeaCWzyREBKRyA4NA3v2SGGzzpwTpZLHddcz+OxnE42LZFKZKEHmOA5en1ckLZnKI3W73RgYHAAloWA2mzOSf74UHDhIYO/exIp9PnqE04E/4I/Fz/H5WwCQy+QoLy9HeXnMKVs0jPLMjBGZTCaSWq1Gm5RYGBQGNBuWaROeBoLBIDo7OxGJRLBp0yZUVOSvF3ulYSESOxvx8T6NjY1gGAbT09MisbVYLLBYLJDJZKIEeaF4HyD9am2u431Yll20fzwQCABAQeTIFpFZFO6ss8CQK5czgiAgkUiy3iMbDAbR1dUFv9+fttR2JVRkeZ7HkSNHMDg4CI1Gg/b29rxWbHieFx8U/f39GBoaEicjpaWlS+q7Xo60mOVYdE90J1SN0gFN07DarAgGgygrK0NtbW1Bu+tG6Sj27t2Ld95+R9zW2NSI279/+5J628bGgb17E11VKSmPK69kcP75HMgFbhccx2FoaAherxd6vR6NDY0IhUPiZFSQDi4W7VNIoBngiccleOrpuRXHm29ikKmWXx48xsbGMDk5CbVKjWZTc1Zkt8sFwzHgeB7PPyfBo/9HgaFnzsn61thCR8UivkAkScKgN8CgNyS6IHvnuiCnKkGeck5heHgYcpkc5pb8LABEosCjj0rwwvOJ049Pf5rF9Tcw0BToPNPr82LANgCCJGA2mwtCASCRSGbGSD2PUDAEjzc2RgTiQhIkNFoN9PpY9rVMKgNJxCTFuZrX+P1+dHZ2gmEYbNmyBWVlZTl535MB0WgUnZ2d8Pv9S+onpigKFRUVqKioAM/z8Pv9cDgcmJqaEiPChHgfoVqrUqmWVa3NdbxPKtJiIeGhSGRPPhSJbAEi1RzUpcLpdKKnpwcMw2DDhg1p3xgLncgKGBwcRHl5OTZv3ryo7CSbEOQ3SqUSp512mug6KGTESSQSGI1GVFRUoKysLGUDquVIiw86DiJIB9P6GwGhUAhWmxXRaBR1tXUoKy8r6Mqh1+vFnT+/E0ePHBW3bWnbgn/+9j+nXY3ieODll0k8/BCFaHTmM5vMLHbtZLDYpUQzNGxWGwLBAMrLylFbV5sY7VMdi/YR+uHmi/aRSQtHczkwGKs4Dg4sXnFcDjg+tgDgcrmg0+nQ3NSc996s+WB38Ni3W4VDR2YWiigpjyuvYHD+toUXOpJhtguyKEH2piZB5sFj0j6JsfExKJVKmE3mnBrdCbBYgd27pRgdSazY33QTg9MyWLHPNNweNwYGBkBRJ6rYivxUsRcCAQIqlQoqlQrVVdWgaVqM9vH5YlVbAFAqlNhctxlMkAEv5bNOZgUTSZZl0dbWlldV1EpDPIldv349amtrl7U/giCg1Wqh1WrFeB+n05kQ73Ps2DEolUqR1JaUlCxIEuOrtfGV2VzG+7Asu+i+hIpsUVp88qFIZAsQ2SKyPM9jaGgIR48ehVQqxamnnrokd9RCjt8JBoNiP0hDQwPWrVuXt8yw+Ju4YOqk0Wig1WrR3NyMSCQiVlampqYwOTkJgiBgMBhQUVGB8vLyBYnWUqXFY74xjPpGl/SZvF4vBgYGAMTMdfJpEJMKxsbHcMcdd2BifELcds4Xz8EN19+QdoXT4QD27qNw6GCiq+qllzK4+MuLu6rGRxPV1taivLw86QKAXD4jHZwd7eP1eTEyMgKlUilKkJUqZV4WEjgOePppEo89ToGNk1a3nqg4ppFEsihYloVtwAafz1fQ+bo8gL/+lcTvH6QQChDAiUNsNsWMixoy1J6fVII8S14ql8nFSq3X64VjygGNRoPm5uactwCwLPCXp0g88QQFjp0ZK23tLG7ZnrmKfTYw7ZrG0NAQZFJZ3qrYS4Fg9GM0GsHxHPx+P7xeL9gAC3aSxYeOD2PtDicIi9FozPjihtfrRVdXFziOQ3t7+0njxp4LZJrEJoNMJkN1dTWqq6vB87wY7zM1FVNuDA8PgyRJlJaWiuNkoTnJ7KprvKnlYvE+wv+nC2GOtVixokhkT14UiWyKyCUZoigq4ySR4zgcPnwYIyMj0Ol0aG9vXzBvbCEUakU2vtIMAM3NzXklsfE372Srj3K5HHV1dairqwPLsnA6nZicnMTU1BRcLhf6+vqg0WhQXl6OioqKOeYMS5EWB+kgDk4dXNJnckzFsuukUinMpvz11qWKI0eP4M6f3QmfzxfbQABf//rXccEFF6RF/HgAf/sbiQcfoBAKzfxdfT2HnbtomFJoM/MH/LDZbDGH2DRcTuOjfTieQyAQEM2AJiYmMDExAalUKpJajTY3sS3JpNVSGY+rr2LwpXPTrzguBJqmYbFaEAqFUFVVhaqqqoJUALjdwO9+R+Gjj06cE5IFARJfuSSKSy5hQWVJGZ4gQa6PSZCFxQ/HlAOOqZiZm5SSoqSkRDRqyRXGxoE9eygcPzZzAhLN0AoXwj1PoVDAbDYXlBIiHZAECZ1WB4POgNNrTwfFUqIyaGJiAuPj4+IiqtA3uZi8dDG43W50d3cDADo6OqDXF/aiZyEhGo3io48+QiAQyJmzs/D9GwwGtLS0IBwOi6RW6LEFZuJ9ysrKoNfrFySfySTIs0ntcg2jhHlosSL78UWRyBYgJBLJksx75kMkEkF3dzfcbndGsnALsSI7PDyMw4cPQyqVor6+HkNDQ3k7vtk361TyYSUSidjHIgSfT05OwuFwwGazwWaziZW6iooKlJSUJEiLw+FwSsfVY+8Bw6bXf82Dx+joKBwOB5RKJUwmU8FP6N56+y3s3bNXXNSQyqS4bddtOO2009Laz7QrRk66OmeuF4LkcdGFLC67jEUqBQy3243BwUGQEhLmFjM06qU9SEmChFajhVajBV/LIxwOw+vxJqyiz472yXT/KI+YtPqhhyhEIzNjuqWFxY6dDOoyXDQQYk6i0Sjq6+tRZizM3rr33idx990UfN6Zc1Jdw+Fbu3iYWnJ3H4qXIFdWVMJitcDv90MqlYJlWLHKolapYz2TGXJBTgYewCuvkPjDHxLHypo1LHbuZFDohrV2ux1j42NQqVQwmUwF2YudLkwlJugVMUIpmAHRNI3p6WlRGeRyuXD8+HEolUqUl5eL8tJ0qmXT09Po6ekBSZJob2/PurPzyYT4jN18xhMpFApxoZ3juKTxPhRFifE+ZWVleYn3EV6/2Jy2aPZ08qJIZAsQmTR78ng86O7uRjgcxurVqzNSpRQMqQqByHIch6NHj2JoaAharRbt7e1iMHg+XJXjA8VTJbGzIQSfl5SUYPXq1QgEAnA4HJicnMTIyAhGRkZAURSCwZke11QWPo5NH4M77E7rWOLddfV6PZoamwq2LxGIke6//OUv+L9H/0/cptPr8P3vfR+rVq1Ka19vv0Pi3nsp+OOyLaurOezYyWDN6sWrWjx4TE5OYmwsJvM0m82LOiumCgIElAollAolKisrxX44wehFiPbRqDViX61CvjQFhgCnE9i3j8L+/UuTVqeLhCp2czMMekNm3yAD8AeAB+6n8Oas+Jhzz2Vw1VUs5HIABGKsLodgWAZWixWBYACVFZWorqkGz/ELS5D1S3NBToZpF/DbfRR6embOi4TicdllDL58EYcCvoUkRIpp1BqYTKaCNlpLFVq5Fi0lLXO2S6VSVFZWorKyco68dGhoCENDQ6KPg0BYFrqPCcooiqLQ0dFRrIClgXgSu2HDBlRXV+f7kADE5iSCTH3NmjUJ8T6Tk5Ow2+0AYvE+RqMR5eXlOYv3SZfIFsfjyYcikU0RuZSoZookjo2N4eDBgyBJEh0dHSjPYNOaRCLJe/wOTdPo6emB0+lEZWUlNm7cCIqi8lYxju8FAbAkEjsbQl+t0NsmyH0mJycTFjuOHz+OoaEhVFRUJJWMTwWnYHVb03rvKB2F1WJFKBxCRUUFampqClLSKYBhGdxz9z3461//Km6rra3F7T+4HZUVlQv8ZSK8XuDe+yi8+84C5GQRcDyH0dFRTE1N5cRdN6EfjuPg8/tECbLgTBkf7aNSq1ImLDyAN98gcf8DFIKBpUmr04XH68GAbWDZVexsYv8BAvv2JcbHlBo57LiVwaZNM8yVIqm0VRDLQfx1W1tbi4ryWMwJQRKLSpAzUdF/5x0S98xaAKqr53DbLhpLSLnKKXjwGBkZwdTUVMEbiqUDgiCwqWLTotf8fPLSeB8HANDpdKIEOZ6wOBwO9Pb2QiaToaOjo1j9SgOFSmKTQaVSoaGhAQ0NDXPifaxWK6xWqxjvU1ZWhtLS0gX7r5dTrU2VyAquxUUie/KhSGQLEMslsjzP49ixY7DZbFCpVGhvb8/4xZvvimwgEEBnZyeCwSDMZjNaWlrEh2n8Kl8ukMzUSfjJNOLlPvHZpz6fD319fejr64NWqxUlyBqNBjRHo3eyN63euGAwCKvVCoZlClrSKcAf8OMXv/gFDh6Y6f9tbW3Fd77znbTG/kedJO76LQWPZ+a7KyvjcGsa2ZYcx8E2YIPX64VBb0BjY2NOJ8MkSUKvixFWgbAIpDbdaB+PF7j7bgofvB/3e4LHhRey+NrlqUmr04UQESOTyWA2m5ddSc40IhHgkUckePHFxMfnpz7N4oYk8TG5XPATpNg0TaOhoQHG0uTRUvES5OqqakTpqEhq4yv66UiQ/X7gvvsovPVW4ljZto3FFVewkBW4MjfeFdtgOHHdFqCh2FJgMpigl6ffoxr/vGFZdkHCIpVKMTg4CIVCgY6OjoKIJ1opWEkkdjaSxfsIYyQ+3kfovy4rK4Narc5YtVZoqyIIAhzHzfusLUqLT14UiWwBgqIokRilOwGmaRr79++Hw+FAWVkZNm/enJWYhXwS2ampKfT09IDjOGzatGlOD0kuzahySWJnI77yWldXh46ODlGCLEwyFAoFJqWTYBQM1Gp1ShMzt8eNwYFBECQBk8kEnbaw+5scDgd+fMePMTI8Im779Gc+je3bt6dcUQoEgQcfpPD3vyUSus99jsW11zJIdU4Wn69bCFXs2bEtkWgk1lebQrTPBx+QuOt3iX2flZUxafW6tZnXyvLgRQMrpUIJszk/ETELod9CYPduCmOjifEx37yJwenzxMdwPAeKoMDw2c8Gt1gtohQ7HUdxmVSGMmMZyoxlcyv6JyTIMpkMep0+qQR5/34Ce/dSmJ6e2VZWFhsrG1pzrKteAjiOw8DgADweD4xGI+rr6wtafZIO1DI1VpWm11aRDBKJRHRTT0ZYBCgUCkxNTYl5pEUsjHA4LC7Kb9y4EVWF3jy+AOLjfZqbm0HTtBjvE99/rVAoUF5eDqPRiNLS0pTjfYDEai3HcaIJldCSF++cHD9/LkqLT14UiWwBQrhgGYZZsHl+NgKBALq6uhAIBNDc3IzVq1dnjVDFSzpyhfj4IJlMhq1btyZ1f81VRXYppk6ZRHyfEk3TKC0tRWlpKVavXg2/34/JyUkcGD6Ao/ZYfqpEIoFOp4NBb0hahZvd09lsai7IvMR4WCwW/OQnPxFzNAHgsssvwyWXXJLyRHT/AQK/3UdhKk4iajDw2L6dRkdH6pPwUDgEq/VEvm5dHcrLMpg/kyHIZYnRPj6vT+yrFaJ9CEKDV19twgfvJz7wv3AOg69/nYUyCwVSjucwMjICp9MZmwQ1NRdUXyLDAn/6kwR//pMEHDczrto7WGy/OYX4mCz3yfr8PtisNoAAzGbzsiZrsyv6oWAIHq8nqQRZodTj+efK8PLLiQsOnzmLxfXXM1CvAB4TH+1UCItPmUSqkuKl7FcgLDKZDG63G3J5rNfa5XLB7Xajr68ParValCAv5nD7cYRAYkOh0IonsckglUpFp/lMxPsAM9Vanudx/PhxjI+Pw2g0itFOs7NrhXmZQGS1Wm12P3QROUeRyKaIXPfIAulVFIXelPmqlJmGRCJJOfIlE+A4DkeOHMHw8PCi8UHxK3fZQiZMnZaL+eJ3hEkGL+OhgAKtla3weGITUbfbDZfLNacKR1GUSCRy0dOZCXz44Yf43//9X9HoiqIobL9lOz7z6c+k9PfhExLRl2ZJRM/4JIsbb2SgS+N55/P7YLPZwHN8wRoTzQYloURTMSHa58MPo3jkESO8npmxpdPTuPGGAE47TZ6ViWi8FLukpAQNDQ0FJekcGQF276Zgtc4Qa4WCx3XXM/jc51KLj2G4WKUgG9E3brcbA4MDoCQUzObMxmIRIKBSqaBSqeZIkI/2MXj6aQOcUzP3Ca2Ww003MzjtE4VfhQUSTbGqq6pRWVV50pBYAGjUN6JEkb3s1uHhYRw9ehQajQYdHR2QyWSi677QVzs4OIjBwUHR4VaoxKWzSH8yYjaJraxM3cdhJSJZ/7VQrRX+C0Bc/CgrK4PBYJj3mWOxWDA4OCgqD4G5xYV4Qjs0NAQg1t8rRCIWcXKgSGQLEOkQWZ7nMTAwgL6+Psjlcpxyyik5yWvLpbQ4Go2ip6cH09PTqKqqwsaNGxes1mRbWhzfrwFkxtRpKYifCMxeVGA5Fj32HnA8B5lUhvKycpSXzVTh3B43fD6fWIWTkBKwHAudVoempqaCqoYlw/PPP48Hf/+gWOVSa9T47ne/i9b1rSn9/dG+mBRyYjxRIvqNbzA444z0FkCmXdMYGhoCJaHQvKoZatXK68GhoyQef9wwh9Rv3uLG2Wf3Q6FgcPBg5qN9aIaGzWpDIBgouGoYxwMvvEDikUcoMPTMMa1bx2LHDgbpzjspkgLN0hk9RqGfWC6Tw9xihlyWGVfs+SCTylBiKMPf/laBJ5+kwLHxEUwunH++FVotgZGR5BLkQgJN07BYLAiFQ6irrcuoGWIhQCVVYU3pmqztf3BwEMeOHYNWq0VHR4fYBjDbdT8UCiWYRQkOt/E9kxqN5mNFLMLhMD766COEw+GPBYlNBoVCgdraWtTW1oLjOLjdbjgcDjidzjmLH2VlZTAajeLivcVigc1mg9FoxKZNmxLIbnwhQ/g5fPgwXnzxRQCxok9RXnxyoUhkCxCpEjGWZXHo0CGMjY1Br9ejra1t3iplppEr12K/34+uri4Eg0G0tLTAbDYv+sDLlmtxsgDvfJFYILEiOzt+5/DUYfij/jl/M7sK53K5MDo6Kp4rr8+Lvr4+sVKbal9trsBxHB588EHxoQQAlZWVuP0Ht6O2ZvEQU5oGHntcgmeekYCPk4h2bGVx800pSETjwIPHpH0SY+NjUCgUMJlMWScS2cCxYwT27KUwPpas71MJml67aLSPXC5Pm4BGohFYLBZEIpEEd91CgMMB7N1L4dChmQUdiuLxtSsYXLBtafExDJe5Htn4sadUKmE25aafeGwsVp3u7585L3IFj+uuZXD6GYDXa8y4C3I2EIlGYOm3IBKNoKG+AUZjclOslYxNFZsgIbOzIGmz2dDf3y/OOxYae0qlMqnDrcPhQH9/P/r7+6FQKBIcbgt9IXU5KJLYuRDkxaWlpQCQEO/jcDjExQ+dTgeJRAKXy4WSkhJs3rx53rEiSJCPHj2Kiy++GBKJBPfddx8aGxtz9rmKyA2KRDZF5JKsUFTsa1mIiIXDYXR3d8Pj8aC2thatra057T/JRUU2Xi69ZcuWlPtHsiEtzqep03yYT1o84Z/AsHd40b8PBoMYGxsDx3FoaGiAUqGM9cK5Y7Iwh8OR4G6r0+ny2uMUCofwv//7v+jq7BK3rVq9Ct/73vdEY5uhYeDgARLBEKBSAhs2cmioj73WYgX27JFiZHjmMyhVPK6/jsFZn01NIiogvqdTo9ag2dQMSrKybqc0AzzxhARPPbUwqc9GtE8oFILFYgHDMmhqbBL7m/INHsDf/0bigQcohEIz56SpicOuXTQaGpaxb56HhJCA5Zd33+TBY3R0VKwsNDdnf+zxAF5+icRDD1GIRmfOy5q1LHbuYBC7NaugTiJBTuqCrNNBoVzYBTlbiHd2bm5qTuqzsNLRqG9EqbI04/vleV6shpWUlGDLli3ifCUVzHa49fl8YrVWyEgXSE15eTnKyspytjifC4RCIXR2diIcDmPTpk2oqCicxbtCQny8T7xb9sTEhBg76Pf7ceTIEbFam2wx5fjx49i2bRt8Ph+effZZnH322bn+KEXkACtr5vUxQbzZUzK43W50d3cjEolg7dq1aGxszDmhEiqy2eg1iJdLKxQKtLe3Q6dL3Tk30xXZ2X0XswO584Vk0uIwE8Z+x/5F/1aQw0okErSYW0SpjdALl8zdliRIaLQakbDk0lF22jWNn/zkJzFDmxM4/fTTsWPnDshlcuw/QODJJyU4cnju6uzadSwqK3n84x+SBCnkho0sbr2VQXmayUIsy2JgYABeX2H2dKaCgcEYqR8ciCP1yljf52cXIPWZiPbx+rwYsA2IxkRaTWGYb7g9saihDz+YOV6C5HHxxSwuuYSFNBNPy2WaPnE8h+GhYUy7pqHX69HU2JT1e5FzGti3j8L+3pnzIqF4XH4Zg4suSl6dntcF2ZvEBVmng0abGwlyKBRCv6UfHMvB1GxK67myUqCUKrHWuDbj+xXMdQYHB2E0GheshqUCgiCg08Uq9WazGZFIRKzCxfdMajQakdTq9foVK0EuktilQXDLDoVCYBhGjBecnp7GxMQExsfHMT09jV//+tc4++yzcdFFF6G9vR2Dg4PYtm0bpqen8dRTTxVJ7EmMIpFNA9ky65iNhaTFo6OjOHToECQSCbZu3Yqysvzke8aTxXRWZBcDx3E4dOgQRkdHodfr0d7enlB5TOfYMlGRzbcz8UKYLS3meR499h4w7PwSxviIE7lcDrPJnPT8zna3FaorPq8PXq8XwxgWqyt6gz6rWZ+Dg4O44yd3wDnlFLdd9OWLcOWVV4IkSLz+VxK/+x11oqrIAwk0jMfRIxIcPTKzRSbn8fWrGZzzRQ5kml9llI7CarUiFAqhsqIS1TXVBdPTmQo4Dnj6aRKPPU6BZWaOu7U11veZTptgutE+Op0OgUBA7CfOtDHRcpAsaqi6msPOnQxWr87cPZ/lWJAECY5P/94Ub4plLDWirr5uFvnjAZYDeC72Rc/+EX7H8zP/TngNC/A8CI4X/32gF3jhWQII89gCDgQ4VJaxuHBbFJXlHPABl7gv8b15cb8kx6GEY1Fy4n2ZSAThUAiRYAhMNIooz8HF85DLZJBLpZBTVOyKOvH3RJLPxFx7LVCSXsXRH/DDarUCWL6zcyFjY/nGjEuKeZ5HX18fhoeHUVZWhk2bNmVc/iuXyxN6Jl0ulygttdlssNlskEqlogR5vipcISIUCuGjjz5CJBIpktglYHh4GH19feKckKJizw8h3ufll1/GwMAAfvnLX+KXv/wlKioqoNVqMTExgUcffRRf/OIX8/0RisgiikS2AJGMyHIch2PHjmFgYAAajQZtbW15DXaOP8ZMEdlIJIKenh64XC7U1NSgtbV1SQ/LTJk9FYqp03yYLS3ud/VjOjQ97+s5jsPQ8BBcLhe0Wi2amppSkiRSEgqlJaUoLSkFx3Pw+/xiHIdQXYmXlqo16oyRu57eHvzyF79EKBQCEPsOvvnNb+Lzn/88gFh0zgyJBTDnfRP/XVfP4bvfpVGzhLz5UCgEi9UChmFQX1+PMmN+FpGWirHxWN/nsb6Za0oq43HVlQzOPS99Uj8bC0b7eD0geB4Ez4MiCNRXVkHBsoDPO0N8FiNgHAeC5+cSsIS/40EIpIybS6pmv0c0zOOD9wCbBfgCWJDgQILDmhYGGzewoDo54MN5jmX2vpMcS+JxxLbJWB5Rnp21n8R9I8nnZGkaqzgOJM+DJIg5+yaysMbaceInAVMAHlz6PqUAlrt8wVxyaVpE1uvzwma1gZSQMJvMJ22+aZ2uDmWqzN6XeJ7HkSNHMDo6ioqKCmzcuDHrKgCSJMV2htWrV4s9kw6HQ6zCCS64QryPSqUqqOezgHgSu3nz5pPOVCzbGBkZwdGjR6HT6dDW1pYw3xTifa699lpcffXV+Mc//oEnn3wSr7/+OiwWCwDgmmuuwQMPPIDzzjsP559/Ppqbm/P1UYrIEopEtgAxu0eWpmn09PTA6XSivLwcmzdvzmgVdCnItDOwz+cTZTerV69Gc3Pzkh9Ky63IFpqp03yIJ7J+1o9+V/+8r6UZGgO2AfgD/nmqOamBJEhRDlZXVydKSz0eT4K0VK+LuZbqtEvvq33ttddwzz33iN+BUqnEt//522jb0ia+5sknE/s7F4NWy88lsbMJ1JzqEge/14eRoSFQHIemmhpowmFgZDjhtQTHzSEtYqVrNglLStriiM8ChI1IIE9JCFuSYxkf5TFmA77McSJZ06pZNDewkHdxwEfsiUpd4r4T9sPzSY45rmIWV+mTcRxUHIdKgagVKKQAPnviJwH9J36yAI4HJEu4laws8XqWkcaYcnvcGBgYEKs4hZ6NvVQoKAXWl63P6D4Fx9fx8XFUVVXl3IsDiCnh1Go11Go1GhsbQdM0pqenxd5al8uF48ePQ6lUihLkkpKSgmj/KZLY5WFsbAxHjhyBVqtFe3v7ghV4iUSCtWvX4u2338bo6CjuuusuyGQyvPDCC3jllVfw4osvYteuXVi7di3OP/98nH/++fjUpz6V97l0EctH8RtMA7mWFjMMk+DaazKZsGrVqoIgVJkkspOTk+jt7QUAtLW1LdvFT+hhXcqxFaKp03wQe2RJwClzzjs2w5EwrBYrItEIampqUFFRkZGK6RxpaSQimkU5p51wTjtBEiS0Oq1IbFNxLeV4Do8++iiefuppcVupsRS33347mhqbxG1DwzjREzsjJ/5v/ACVsItkjQQPMq7SRh7mIL2SAxFPClOAHMBK9jWtO/GTgACAI3NfW0R2wROAlAXoLBiz8iQBkCRAnPgvKTnxXxIgCfAkCRDkzDbJzP/zIDHtJuHxkeAgEa8gnZ5AZQ0BUhq/37n7xqx983H7jm2P/9sTr4n/d/y+CRI0xyIUiSAUiSDCMAAIQEJCqVaDIAloGXrR+4lz2onh4WHIpLKcxBPlExvKN4AiM9vmc/DgQdjtdtTU1GD9+vUF8RyUSqWorKxEZWUleJ6Hx+MRe2uHhoZE7wchtqWsrCzt9qRMIBgMorOzs0hil4jx8XEcOnQIGo1mURILxOaRF1xwAfr7+/Hggw/i6quvBkEQuP7660HTNN5++2288MILeP755/GLX/wCu3fvjpk1nqQtBh8nFIlsAUIgiV6vF1arFTzPY/PmzaiuXoIeMkvIhDMwz/Ow2Ww4duwYFAoFOjo6oNVmxvhlKfFAhWrqNB/Eh3MlEOWiSV/j9XkxMDAAnuOz7tApl8tRUV6BivIK0Awdk5R6vGJ/LYYTI1uS9dVGohHs3bsX777zrritqbkJt99+O0pnSQkPHhC+m5nJVRmcqIRj4QPNbJRnESmCT0ZkCBI8AXAAeIIADyJGeCQUSEoCkqJASCQiQeKTELBEcpXkJ+73voAEB49Q8AVmyBolBVo3EqipIxL2zae079kEbS65SyCPJ/bNklKwBCe+Ptm5CUciGBweAQse9Q2N0Or1c4ljwvsSmCutTw39FgK7d1MY88VFMOl4bL+ZgflUDhxi31EuIQGgOfEjuCB7vV44vT5wU1PA1BTUKjV0uhP3k1kuyI4pB0ZGRqBQKGA2myGTyuZ7qxWPWm0tKtSZ67vkOA779++Hw+FAXV0d1q5dWxAkdjYEebHBYEBLSwvC4bAoQRZya4FYbIsgQdZqtVn/LAKJjUaj2LJlS968TFYqJiYmcPDgQajVanR0dCQYWyaD0+nEhRdeiCNHjuDuu+8WSawAqVSKs846C2eddRZ+9rOfYWBgAL29vUUSe5KgSGQLEAJ5stvtS3LtzQWWW5GNz8AtKSlBW1vbojerdECSZFpEtpBNneaDXC4H9AC0Mfn5bEw5Y5EGlIRC86pmqFW566mWUlIYS40wls4f2aJQKMRKrVqthtfrxc9+9jMc6zsm7qe9ox3f+ta3ksoBg6G575teiM4M+NkERUKC4/nY5F0igUQqXZTE8MmIDEHM2naCzBBxFSxJ4n4Tq2bJSRKfpAIm7DsUIfDW21JYbBS4E/VoHgTatgKnnwFQ0pnX8nMqd8T8xxJ/3ItU46IsA9vgEEKRCKpqqlFZvbgp1uxxQjOxMS2XyZeda8ywwJ//TOJPT1Lg4qTobe0stm9nUFoCZDdMbNbxAAtG8fj8PtgcU4BBD1OzKWsTLoYF/vwnCf70J0nCeenYymL7zQwKJZlmIRfk8YlxjE+MQyaTxUitTo9AMICJiQmoVCqYTKaCya/NBuSUPKOSYpZl0dvbC6fTiYaGBqxevbrgn4UCFAoF6urqUFdXlxDbMjU1BavVCqvVCplMJkqQS0tLMy4tDQaD+Oijj0DTNDZv3lwksWnCbrfj4MGDUKlUKZFYt9uNiy66CAcOHMC+fftw4403Ljpem5qa0NTUlMGjLiKfKBLZNJCLm7lA8ICYdPT000/PiyxmMSyHyEYiEXR1dWU1AzednNtCN3WaDwzJACcW4eOJLA8eY2NjmJychFKhhMlsyms1YnZkSyAQEN1t7ZN22Cft8Hg8+L//+z9MO2fMqr507pdw/XXXpzU2foj/DyQ4cHHi4pjXqvD/Elz1dRZfOhdxZDNx/wzLYGBgAD6fD6UlpahvqAe3QuJ1Pvww5r7r9cyM38pKDjt2Mli3NiajznZlLRQOwTowDJplUN/UBKMxNVH2QtE+Qq6xRCIRyYpOp0vJDG5kFNizh4Klf+a1cgWP665lcPbnl7r0sXzM1/7gdrsxMDiQdWfn0TFg9+7E86JQxCKYPve5/J2XxZAwTsAjFAyJpmICaQFiXhOlpaXLijtaCWgta4VUkhmizjCMaLjY3NwMs9m8Ip6FySDEtpSXl4Pnefj9fnF8jI6OYnR0FARBoLS0VJQgL9cELBAIoLOzEzRNY8uWLSnf+4qIYXJyEgcOHBAVeovNfb1eL7785S+ju7sbv/71r7F9+/YVO16LWDqKRLaAEAqF0N3dDa/XK95gC5HEAjNV43SJrMfjQXd3N8LhcFYzcFPtkRWqsCuNxHI8B2vIKioJhcxhjuMwODgIt8cNnU6HpsamjMckLAcECGjUGmjUGtTU1CAcCaOzsxP333e/6EwMArjgggtw/nnnx+JKkhDZ994j8dyzc29fU1ioDynWS7u+LRJz+UmCKB2F1WJFKBxCVVUVqqqqVkS8TiAIPPAAhTf+nvhdf+EcBl//Ogtl9tKREiBEnPAcj+bmZuh1+iXtZ6FoH7fbDZfLBYIgoNFoxKr+7P5HjgdeepHEw49QoKMz3+GatSx27mBQVbWsj7ps0Cw9J1d2yjmF4eFhyGVymM3Jo7GWC44HXn6ZxMMPUYjGnZe162LnZZkWBTkFAQIqlQoqlQpVVVUYGhzCtGsaUkoKlmUxMjKCkZGRBSXIKxnV2mpUaTIzkAVTSbfbDbPZDJPJlJH9FgIIgoBWq4VWq0VzczOi0SicTiccDgecTiecTif6+vqgVqtFCbJer09rEbVIYpcHh8OB/fv3Q6FQYOvWrVAoFn5o+f1+fOUrX8GHH36IO++8E7t27VoRc7ciMo8ikS0QuFwudHd3g6ZprF+/Hv39/RlzBM4GllKRnZiYwP79+0GSJDo6OrJqfrBYj+xKMnVKhqPOo4gQEfHfNE2DpmlYbVYEg0GUl5WjprZmSTLMXOKDDz7Ab/f9ViTiUpkUV3ztCjQ0NGBoeAjESMyxUoj2oWk57ruPwltvLYWcE1jfyqKhPvlvg8EgrFYrGJZBQ0MDjKUrYyKy/wCBffsoOKdmvuuSUg63bGfQ1pa7cpTb48bgwGAs4mSVOaNS9mTRPl5vjNj6fD5gFFAqlKIEORhQY+8+CocOzowTiuJx+dcYXHgBh0JpfadICgzLgAePSfskxsbHoFQqYTaZs5KR6ZwG9u2lsH//zHmRUDy+VmDnJV1wPIehoVi0mMFgQGNjI8DHJNpCj34yCbJGoyloH4SFIJPI0FrWmpF90TSNrq4ueL1erFq16qSXXcpkMlRXV6O6uhocx8Hj8Yh9tYODgxgcHARFUTAajSgvL4fRaFxQ4hoIBPDRRx+BYZgiiV0CnE4n9u/fD7lcjo6OjkVJbDAYxKWXXop3330X//M//4N/+Zd/WTFztyIyjyKRTQPZulCGh4dx+PBhUBSFU045BaWlpbDZbCcNkeV5HhaLBf39/VCpVGhvb896kz1Jkkn7RoXjWUmmTrMxGZjEgHsgYaIbpaPoO9YHmqZRV1tX8A6JPHj86ck/4bHHHhO36fV6fP/276PF3AKO4+D1ecUqnN/vx5tvBPDCCyb4fDOTcK2Oh8+HmBXsIiBIHl/9avLx6vXGTLFAACaTCTptYfWkJ0MkAjz8iAQvvZh4Gz/zTBY33sgglz4WgrGOXCaHyWxKauSVKVASCiUlJSgpKQHHcwgEAqIE2T5hx2uvsXj5ZR2ikZlx0tjEYddOGo2NWTusJYHjOPDgMTo6CofDAY1Gg+bm5pTyndPFW2+RuPdeCoHAzLXS0MBh5y4azU0Zf7ucgeM42AZs8Hq9MBqNqK+vj1VcCYgS5Lq6OoRD4VhUmHfG5VZCSqDRakSpejYWD7KF1vJWyCTLbxmJRqPo7OyE3+/H2rVrUV8/z0rfSQqSJMX7SXxmrWAWZbfbAUDMrC0rK4NGoxHng0USuzxMT0+jp6cHUqkUHR0di7ZShEIhXH755XjzzTfxwx/+ELfffnuRxH7MUSSyeQTHcTh69CiGhoag1WrR1tYm9mik0+OZD6RKZFmWxYEDBzAxMYHS0lJs2bIlo6ZO82E+s6eVaOoUjwgTQe9kLKoo3qQiEomAYzmYTeaCMwabDZqh8bvf/Q5v/P0NcVtdfR1uv/12VJTHmn5JkoRBb4BBb0AwyOO++4E330gkR5u3OHHZpR4cO16GP/xBeyJPdiaKJ4bYvwmSx803M9i0cW6FUjTFoiiYTdnrScwkjh0jsGcvhfGxOJdZLY9v3sTg9NNy5y/Lg8f4+DjsdntWK4nzgSRIaDVaaDVauDU8fncXiY8+mrm/ECSP008fx/nneaHR6EDThUVWGI7B2PAYHNMO6PV6NDU2ZXxRzecH7r2Xwjtvx6kYCB4XXsDia19jUUCnI22wLAurzQq/34+KigrU1NQklQ0TIKBUKqFUKlFVVQWapmcq+t6YcRQAqFSqGPktcAlylaYK1ZrlpxhEIhF0dnYiEAhg3bp1qKubE9L1sYNKpUJDQwMaGhrAMIxoGOVwONDf34/+/n4oFAqR0FosFrAsi7a2tlhPdhEpQ1AiUhSFjo6ORXuUI5EIrrrqKvz1r3/F9773PfzHf/zHipq/FZEdFIlsnhCNRtHT04Pp6WlUVlZi48aNCcSEoihRblmISCV+JxwOi3Kl+vp6rFu3LmeVz2QLAYKpkyArXmkkFgB6J3tjvXVAwoScZVmsWrWq4EmYP+DHz+/8uWhoBgAbNm7Av/zLv0CjnltCPHSYwN69Ujgm42NBOHztcieamiYQCAZQWzuJq6404J13GmC1zn4QxuTEX/0qO4fE8uAxPjYO+6S9IEyxUgHNAE88IcFTT0lOEPcYOrayuPkmBiUluTsWjucwMjwC57QTOq0OTU3568f+8CMSd9012+SKxbXXulBWFottGRp2AwDUqphUXafXQaHIH1kRKokBXwDGUiPq6usy3grQ3UPgt7+l4Jqe2W95BYedOxisX7+yXZAYloHVYkUgGEB1VTUqqypT/i6lUimMRiOMxpirut/vj2VgrwAJMiWhMiIpDodj/gTBYBAbNmwoqHi/QgFFUaioqEBFRQV4nofP5xMlyCMjI+Lr9Ho9gsEgVCrVorLYImJwu90iid26dSvU6oVbUaLRKK655hq8/PLL+Pa3v40f//jHK27+VkR2UCSyaSBTF43P50NXVxdCoRBaWlqSOgNKJBKEw+GMvF82sFhFVrhJRaNRrFu3Dg0NDTm96cyuyK5UU6d4WF1WTAVjjpwcz4mSJyD2PRQ6ibVP2nHHHXdgdGRU3HbWZ8/CTTfdNCceIxIFHn1UgheeT7xFfeI0Ft/8JgO9TgdAB5qm4fF6oNN50NR0EPZJOQYG9ACvhMEgR8dWCmbT3JJTfE9dvklYqhgYBPbskWJwYGZCrVTGXGY/+9ncuszGyzkFZ+d89GMHg8CDv6fwt78mfnfnfJHB1VezUCq0ALRzIlvGxscwNj6WkWifpSCehFVWVKK2phZ8Bu11wxHg4YclePmlxOvns59jcd21DJZpzpp30DQNi8WCUDi07FYKkiSh0+mg0+nmlSCTBAmtTlsQEuTWslbIqeWZgIVCIXR2diIcDmPTpk2oXEkOX3kCQRDiOKmsrBTlxHq9Hj6fD0eOHAEAaDQaMd5Hr9evuHlGLuDxeNDV1SX6pSxGYmmaxg033IDnnnsOO3bswM9//vOCWVgqIv8oEtkcw263Y//+/QCAtra2eR8gK1laPDY2hoMHD4o3qXzkqAlmTyvd1EmAO+zGselYvirLshgYGIi5W5MEeI4Hz8WqzYVKxo4fP46f/PQn8Hq84rYrrrwCF1988ZwqyvHjMdns2OjMg0qt4fGNGxl88sxEwiaVSsV8SZZl0ejzYc1qD7y+KTAMA68XONqnFM2ilColWJaFzWqDP+CH0WhEXV3mK2GZBMcBTz9D4rHHKLDMzKdvbWWxYweDXLdD0wwNqzVmKlZZUYnqmsUzYrOBQ4cJ7NlDYcox890ZSjjcestck6vZkS3BYFA0AUoW7aPVabPSpwokOmPX1NSgsqISlIQSlRbLxfHjBHbvpjA+Hq9i4HHLdgannJI72Xm2EIlGYOm3IBKNZNyUrdAlyBXqCtRqa5e1D8FdNxqNYtOmTaioqMjQ0X084Pf78dFHH4HjOHR0dMR69TkOLpdLlCDbbDbYbLbY8+mEC3JpaWlBtTXkC16vN4HELuaXwjAMbr75ZvzlL3/BTTfdhN/85jdFEltEAopENkeINzxSKpVob2+HVqud9/WFTmSTxe/wPI/+/n5YLBYxzHqxlbZsQSKRgOd5UZ69Ek2dBDAcgx57DzieQyQagc1qQygcQmVlJaSUFNFoFECMYBQikX3v/ffwm9/8BnQ0NlGnKAo7duzAmWeemfC6+WSzW9pY3HILg9JFZLMSiQQGgwEGg2GOCdDExAQmJiYglUrBcRxYlk1bjpgPjE8Ae/dQ6Oub+V6lMh5XXcng3PM4kDk+9EgkAoslRiLyZSoWpYH/e1SC556XJJh8nfFJFt/4BgPtIiZX8dE+1VXVsWgfb8xYLNVon6UiHAnDYrGApukEEsZwy28jYVjgyScl+MufJeDirp9TTmFx080MDEtLQioohCNh9Pf3g2EYNDc1w2AwZPX95pMge73eORJknU4HrUabtWcMJaGwoXzDsvbh9/vR2dkpGhPlY5F5JSOexLa1taHkRC8HSZLiOBEMowQJ8sTEBMbHx0EQBAwGg1itValUK25Bfbnw+Xzo7OwEgEXnwEBsfrljxw489thjuO6667Bv374VOYcrIrsoEtk0sNSbDsMwOHDgAOx2e8qGR/EVxUK82QmkUCCy8Z/RaDRiy5YteV19jCfaJEmuSCmxgIOOgwjSQQSCAdistlg8TH0DjEYjpNI4IkvTWXWLTRc8eDz77LN46KGHxKxMjVaDf/3Xf8W6tesSXmsbiMlmhwZnHlIKBY/rrmPwubPTl83GmwDxtTzCoTAcUw5MT0+D52MHM+mYRDgSFuWChbQIwCOW9fnQQxSikZlPb25hsXMng7rlFWWWhPh4olyQiGSwWGPjZGR4VrX+GwzO/OTSqo1ymRzlZeUoLysHy7Lw+U5IkH3epNE+KpVqSYsfwvljWXZOxi7P87EoniUS2pERYPduClbrzBjOl+w8WwiFQui39INjOZiaTTk3tYuXIPPgRQmy1+vNiQR5nXEdFNTS7+8CiRBIWNGYKD3En7/29vZ5738EEYuMU6vVaGpqAk3TmJ6eFomty+XCsWPHoFQqRVJbUlJy0hM0YREFiJHYxa5fjuPwrW99Cw8//DCuvPJK3HPPPQX1jC6icFAksllGMBhEV1cX/H4/GhoasHbt2pRuWILxE8uyCSZQhQShahwKhdDV1QWfz4fGxkasWbMmrzdlwcgJiOWUCmYNOp1uxZHZMd8YxnxjcLvdGBwcBEESMJvN0GpiK5nxY2O+uKF8gGVZ3P/A/Xjl5VfEbVXVVbj99ttRU10T97qYbPbxx+fKZm/dwaAiAwU/AgQi0Qhc0y6QJIn6unowLDOnAqfVaEWykk/TJ6cT2LcvMeuTlPC49FIGF3+ZQz6e5V6fFwO2AYBAwvjLFVgW+MtTJJ54ggLHxlXrt7C45dbFq/WpYnZVPxgIxkyA3B7Y7XbY7XZIKak4TlKtwPn8PtisNvH8JZPTLaVHluOBl14k8fAjFOjozHlZtz624JGJ66cQ4A/4YbVaAcx//nKJhSTIfp9/jgRZp9NBqVIuWf1RpipDvW7psThCTyLP8wuSsCKSI1USmwxSqRSVlZWorKwEz/PweDyiBHloaAhDQ0OQSCQwGo1ivI9cnhkFSKFAILHC+dPrF5aHcByH7373u7j//vtxySWX4MEHHyzYeXAR+UdxZGQRTqcTPT09YBgGGzZsSMvaXlh5YhimYC9gwZDq3XffBU3TaG1tzXsGndALW1tbC5Zl4XA4MDAwgIGBAcjlcpSXl6OiomJFrIAG6SAOTMaq3IIxzeyMzvgV/0JxuQ6FQvjV//4K3V3d4rY1a9fgX7/7rwmrsKNjMdns8ePZlc0KGacymQwmkwlKRcwUS6jACRNQr9cLr8+LkZERKJVKGPSGnPbA8QDefIPE/Q9QCMZlfdbVc9i5k4bZlPVDSArntBPDw8OxeCKzWTx/ucLoGLBnN4X+/plxIpPzuPYaBl84J3vVRpIgodFooNFoUFNTg0gkIkrVnU4nnE5nShU4t8eNgYEBUJIT528eUzaWY0ESJDg+tcrylBPYu5fCwQMz54WieHztCgYXbONQ4Le3lOH1eWGz2kBKSJhN5kUjOvKBVCTIUqk05padpgRZQkqwsXzjko9NMF4EgI6OjkVJRBGJWA6JnQ1BXmwwGNDS0oJwOCySWiG3FgB0Op3YW6vValfcAnw8hJ5shmFSOn8cx+EHP/gB7rrrLlx00UV4+OGHi73FRSyIwmRIKxw8z2NoaAhHjx6FVCrFqaeeKvZSpIpUc1rzCY7j4PV6IZVKsXXr1rwGgc82dZLJZFi1ahVWr16NQCCAyclJOBwxQiNkhpaVlaGiogJGo7HgFgs4nkPneCdsgzY4p53QqDVoam6a4+4bf4MvhIqsc9qJn9zxEwwMDIjbzvjkGdixY4dY5eR44MUXSDzyaGIVadUqFjt2Mqitmb3XpYEHj7GxMUxOTs6bcSqRSFBSUhIz7OBjE1CvJ0ZshQloLpxtPV7gnrspvP/+3KzPy7/GQpaH5zgPHpP2SYyNj0GhUMBsNue0Us3xMXn1ww9RiMaNk9VrYtXG6qqcHQoIEFDIFVBUKFBZUQmaocW+WkGKDMyN9nE6Y4sAcpkcZrN50UqLhJAsSmR5AP/4B4n77ktc8Ghs4rBrJ43GxmV/3IKBuAiQp0WUpSAdCbJgLrbQRH2tcS2U0qV97unpafT09IjGOov1JBaRCMGYKFuVbIVCgbq6OtTV1YFlWTGzdmpqClarFVarFTKZTJQgl5aWFtxcZSEEg0GRxMb3FM8HjuPwH//xH9i9ezfOO+88/PGPfzzpqtNFZB4r54ooAKSyKsZxHA4fPoyRkRHodDq0tbUtKRalkIksz/M4duwYotEoSJLE6aefntdVcoHEChmxs52J1Wo1mpub0dzcjHA4LLqU2u12TExMgCAIGI1GlJeXo7y8vCBunIcnD6PrcEySvlC8SSFJi20DNvzkjp9genpa3HbxVy7G1772NfHYJx3Avr0UDh2aIWwSisdllzG46MLMyWY5jsPg4CDcHjd0Oh2am5oXrYCQBAmdVgedVoda1CIcCsPtcc9xthXcSrVabUZ6dj78kMRdv5udgcphx04G69bmJ+uTB4/RkVE4phzQqDVoNjVnzcU3GaZOyKsP7E8cJ5dfxuCii/JfbZRSUhhLjTCWzs0hFaJ9hNYLmUwGc4s5JcOoxXpkvT7g3nsovPtu4oLHRRexuPwyFidT4UJQAsikqZ+/QsN8EmSvd2YBZBjDUKlUIqmNlyCXKkvRqF/aysTU1BR6e3tBUVRK7rBFJMLr9Sb0dGa7ki2RSMQ5CM/z8Pv9IqkdHR3F6OgoCIJAaWmpWK0t5Mg9IeKJpmls2bJl0Z5snudxxx134Be/+AW+8IUv4Mknnyxm8haREopENk0QBCGaxcxGJBJBT08PXC4XqqursWHDhiVPdON7ZAsJDMOgt7cXDocDFEVBJpPlncQKVVihN3ahBQeFQoH6+nrU19eDpukEWc/U1BSOHDkiOgtWVFTk5bMNTQ3hpQ9eQiQSWdRZt1CkxV3dXfjVL38lZh+TEhI33XQTzv7c2QBiVaS/vk7iwQcphMOJVaQdO2g0N2XuWGiGhs1qQyAYQFlZGWpra9OuosZPQEVn2xOVWpfbhWnXdEx6qtWI0T7pyp8CQeCBByi88ffEe8QXzmHw9a+zUObpGR6/CGDQG9DY2JgzGf581caGBg47d2V2nGQKs3NIg8EgRkZGEAwGAQDRaBR9fX0pRfvwmN/0qbubwL7fUnC7Zr6LigoOO3flb8EjWxDaARQKBVrMLSeNtDCZBFlobYh3VtfpdCg1lOLMujMX32kSOBwO9Pb2QiaT5TU9YKUi1yR2NgiCgFarhVarRXNzM6LRKJxOJxwOh9jW0NfXB7VaLZJavV5fMO1SoVAIH330ESKRCLZs2bKoWo/nedx555348Y9/jLPOOgt/+ctfCpqkF1FYKBLZDEGQoITDYaxevRrNzc3L6muI75EtFMQbVzU1NcHr9YqTtXwgvgqbComdDalUiurqalRXV4PjOExPT4sS5OPHj+P48eNiuHlFRUVOelXsU3b86e0/gWZoNDU2LSrFKQRp8SuvvIL77rsPHBeTRCpVSnznX76DTZs2AQCmXcBvf0uhp3uGsBEkj4svZnHJJSykGbwLRSIRWKwWRCIR1NTUoKKiIiP9rXKZXFwtZ1hGzCD1eX3wer0YxvAcWelC73vgIIG9eyk4p2YmHiWlHG7ZPjcDNZdgWEbM2C0vK0dtXW3O4om8XuCeeym8t4KrjTzPY8oxhWAwCL1ej5qaGvh8vrSifWYvlIYjwEMPSfDKy4kXytlns7j2WgYn03wvXs6uUqlgMpnmtFOcLIhfABEUIMJ9xel0Qh1Q48PpD1FaWpqWWshut+PAgQOQy+XYunVrkRCkCcEYC8gPiU0GmUyWMFcRVEJTU1MYHBzE4OAgKIoSlWVGo3HRZIxsIRwOo7OzE5FIBJs3b1404onnefzmN7/Bf/7nf+KTn/wknnnmmeLCSxFpoUhkM4Dx8XEcOHAAJEmivb09IwHjhSYtnp6eRnd3d4JxVVdXV96OTyCxAnlabrwOSZKiY6DgLDg5OYnJyUkx3FyhUIik1mAwZHz1c2xsDE99+BSifBTmFjM06sWlYPmUFnM8h4cffhjPPvOsuK2srAy33347GhoawAN46x8k7rufQsA/893U1HLYuYPBqlWZJWz+gB82mw0cy6W0CLBUUBIKpSWlKC0pjfXV+ubKSuUyOfSGWKVWrVGLZDASAR55RIIXX0y89Z55Josbb2SQT/VflI7CYrEgHA6jproGFZWZWQRIBZ2dBH77Wyk8BSSvThccx8E2YIPX64Wx1Ii6+jqQBAmFXJFWtA/Ls5AQErA8i2PHCOzZQ2F8fOZeo9PzuOUWBls7lhY3VKjgwWN8bBz2STs0Gg1MzaaPTdxGvAKksrISaokaZqlZrL4JaiGtViuS2mQLq+Pj4zh48KCY416UZqaHeBLb0dGR84inVECSpOjrIGTWCoqyyclJ2O12AIDBYBCrtWq1OieGUZFIBJ2dnQiHw9i0adOiOeM8z+Ouu+7CD37wA3ziE5/A888/X+zjLiJtFIlsmoiXFvM8j+PHj8NqtUKlUqG9vT1jfSiFRGSHh4dx+PDhOcZVQg9YLjHb1AlYPomdjXhnwVWrViWYRQ0PD4sOrsKEoqysbFkTLp7nYbFY8N7R9xCShLDatDrlfrB8VWQj0Qh2796N9997X9xmMpnwve9/D6UlpTHzonsovP9e4nk573wGV17JQp7hxWIhnoiUkCkvAmQCJDFXVio42woLIRRFQa/TY8ppxIMPGBJIiVbL45s3MTj9tPySklA4BIvFAoZh0NDQAGNpbozbQiHg97+n8Prrs+TVX2Dw9WvyJ69OF/GV7MqKSlTXVM9ZBJg32sczN9rHoDXiuRe1eOopCjw3s59TP8HippsY6Atvfr0s8OAxPDwMp9OZck/7yQqSINFR2wGNTIO6ujpRLSS0wQgmQHK5XCQqpaWlmJiYwOHDh6FWq9HR0VEQXg8rCSuBxCaDSqVCQ0MDGhoawDBMwljp7+9Hf38/FAqFOFZKSkqyskAkkNhgMIhNmzYtWtDheR733XcfvvOd76CjowMvvvhiQVS/i1h5KBLZJSK+V7SsrAybN2/OaB9PIfTIchyHvr4+DA4OQqvVor29PUGmJJFIxN7UXKz2zSaxs02dsgFBBqjRaGAymRAOh0VSOzExgfHxcZAkmWAWlY6kh2VZHDp0CLYxG9xSN1Y1rUrLVCcfPbJujxs/++nPcPz4cXHb1q1b8U/f+ico5Iqk5kXlFRxuvZXBhtbMVtd48HA4HBgdHU0aT5RLECCgVqmhVqlRU30irsXrwbTTiz/9WYV33y1JICVt7Qxu2c4iS4XjlOH3+2G1WQEeMDWbcjaBO3yYwJ69FByTM4TFYOCx/RYaHe0rowoLxCrZVosVoXAINTU1qKyoXPRv4qN9amtqEY6ExQWQvr4gnn6qBvYJGUDEzoNCweOGGxmcdVb24obyBY7nMDQ0BJfLBYPhRE92FpzBVwpWla6CRjazEBevFlqzZo1oAiTc9wQTIJ7nIZfLsXHjxiKJTRMCiSUIAu3t7SuGxM4GRVGoqKhARUUFeJ6Hz+cTJchCYgNJkqJcvaysLCNV+2g0iq6uLgQCAWzYsAGVlQvfA3mex0MPPYRvfetb2LRpE1566aWsKaiKOPlRJLJLQCAQEC/apqYmrFmzJuNkKt8VWZqm0dvbi6mpKVRUVGDTpk1zbN+FY+Q4LusSsNmmTgRB5GXFXqFQiKufglnU5OSkOLEAgJKSElGCvFB/UjQaRU9PD6bd0/CoPGiqbkp7AkdJcystHhkZwR133CHm3QHAeeedh2uvvRbBEInd91B4843EsXD251lce03me/ninXXVKjWaTc0F1U8nl8sRDFbg3vtqMTgw873KZAy+cM4gNm9ywOFQI0rHXJDzQcCFSrZEIkGzuRlqVfZ7k6I08Mc/SvDssxKAn7lvnn46i298k4FuBSnLwpEwLBYLaJpeViVbIVdAVq7Ahx9W45FHKDA0AfASgGDQ0ODFtgssqK2hMGlPrQd7pSBBjm00or6+/qT4XEuFXqGHyTB/YHQyE6CjR4+KctJIJIL33ntvUQlyETNwu93o6uo66SKKCIIQ1UJmsxmRSESUIAtydQDQarXiQoler097rNA0LXqntLa2orq6esHX8zyPP/7xj7j11luxfv16vPLKK4v20RZRxEIoEtk04XA40N3dDY7jsHHjRtTW1mblffJp9hRP1E0mE1atWpX05hZPtrNJZNN1Js4V4s2ihAw4oVrrcrlw7NgxaDQacYVUo9GIx+33+9Hd3Y1wOAyikoBRbVzSBC6euGWbyB48eBA///nPEQgEAAAESeC6667Deeeeh97emKPqtDOuulbC4ZZbGLRnwbyI4zgMDA7A4/Hk3Fk3FXAc8PQzJB57jALLzHyvra0stm+noVRp4fFw8Hq8GBsbw9jYGORyOQx6A3R6XaynKcsTeofDgZHRkZQzTjMBqw3YvVuKkeGZ70qt5vGNbzD45Jkrq9oYDAZhtVrBsiyamppg0BuWvC/HFLB3L4VDB+PjhjhccVUUn/lMBD6fdk4PdrazjbMNlmVhtVnh9/tRUVGBmpqajzWJJQkSmyo2pfVsGxkZgd1uh16vx+bNm+H3+8WosPkkyB+XvuNUcLKS2GSQy+Wora1FbW0tOI6Dy+USF+AFHxCpVJowVhZTGdI0jc7OTvh8Pqxfvx41NQuHwPM8jz//+c+4+eabsWbNGrz66quLVm+LKGIxFIlsGhB6YiUSCbZu3ZrxcOx45Ksi63Q60dPTA5ZlsWnTpgVvTLk4xkybOmULszPg3G632CMpTCgUCgUqKiogl8thtVrB8zyqV1VjiBla8gQuV9Liv7/xd9x1111gmdh3LZPL8O1vfxutrVtxz71zHVXP/BSLG25goM1CqyrN0LBarQgGgygvL0dtbe6cdVPB+ASwdw+Fvr6ZCaNUxuOqKxmcex53gnTEjKD4eh6BQECM9rFP2mGfnOmV1Ov10Gq0GSXp8aY6uXKGZdkYsX/88URiv2kzi1tvZWBcOGKw4ODz+2Cz2gACMJvNS/ZG4AG8+SaJ++9PjBtqbOJw264ITI0UGF4Hgz7Wgx0KhsS+2vhsY61WG3PM1ulymve7VDAsA4vFgmAwuGjE2McF5hIztLLUiJTgq2Cz2VBSUoItW7aAoijI5XIYjcZ5JcjZkJWuVHycSOxsCO1QRqNRNIwSJMhCy5TgFSKMldlOwgzDoLu7Gz6fD2vXrl20qMPzPJ599lnccMMNaG5uxquvvrpo9baIIlJB4T/xCggEQaCjowMsy2b9AZAPIjs0NIQjR46I2XOLEXVhcp2NY8yFqVO2QBBEgqug3+8XK7VDQ0Pi63SlOhxxHYFSrVwyUcm2tJgHjycefwJPPPGEuM1gMOD7t38f0WgLvvtdCvaJOPMiHY+bvsngtCyZF4UjYVgtVkSiEdTV1i3qiphL8ABefpnEQw9RiEZmxqm5hcXOnQzqkjznCRDQqDXQqDWoqalJ6JUUHEtFQyl9TCa2HNLJ8RyGh4Yx7ZqGTqtDU1NT1is0Y+PAnj0Ujh+beR+ZjMfXr2HwxS+urCosEOsRHxyIybHNZvOS4028vpghWnzcEEHy+PJFLC697EQsFYHYwEJsrKhUKqhUKlRXVSNKR8Wx4vF44Ha7E6N9dLqC7JWkaRoWiwWhcKjgruF8QSvXoqWkJaXX8jyPY8eOYWhoCEajEZs3b55zDSeTIAukdras9OMoQXa5XOju7v5YktjZIAgCarUaarUaTU1NoGlaHCNTU1OiukypVIqkVqvVoqenBx6PB2vWrEF9ff2C78HzPF588UVcc801qK+vx2uvvYa6urocfcL08OSTT+KNN95AT08Pent74fP5cNVVV+Hhhx+e89rjx4/jz3/+M15++WUcP34cdrsdJSUlOO200/Ctb30Ln/3sZ/PwCT5+KBLZNKFQKHJCLkmSBEmSOXkvjuNw5MgRDA8PQ6fTob29PSWini2ynQ9Tp2xBmFBoNBowDAOfzwe5XA65XI73h96Hj/UlEBW9Xp+e2VMWpcU0TeOuu+7Cm2++KW6rr6/Hd757O159tQrPPZfY43jKqTFHVUOWjAcFUyKe49Hc3LwsKWem4XQC+35LYX/vzISSlPC49FIGF3+ZQ6pcUSFXQFGhQGVFJWiGFiu1Xq8Xbo8bAKBRa8Ron3SICsuyGBgYgNeXGA+TLcxH7FetjhH7mhW4GD/lnMLw8PCy5dhd3QR+u08KtzsxbmjnTgZr4+KGGI5JcMqPh0wqQ3lZeUrRPjpdbuTqiyESjcDSb0EkGsmpO3YhgyAIbK7YnNLzjed5HD16FCMjIygvL8emTZtSWgSVyWSoqalBTU2NKCv9uEqQ40ns1q1bM5Y0cbJAKpWiqqoKVVVVYhShsAgyNDSUsBhfWVmZkjT4tddew9VXX42qqiq89tpraGxszOZHWBb++7//G729vdBoYq7hR48enfe1//7v/47HHnsM69evx3nnnYfS0lL09fXhmWeewTPPPINf//rXuO2223J49B9PFIlsmsglmcpFvI1oODQ9jaqqKmzcuDHlB1g2iGyhmDplEgzD4ODBg3A4HCgvL8eGDRtg9VrRqG+E1xurpghEJb6iojfoIZMu7ICcLWmxz+/Dz3/+cxw+dFjctmnTJlz8le/gZz/TYXRk5jtRqXnccD2DT38me9U1l8uFwaETVbBV5pyYEqWC+aShdfUcdu6kYZ7ft2VRSCmpKP/iOA5en1cktv5RP0ZHR6FQKKDX68UM0vmICk3TsFgtCIVCqKysRHX13HiYTMI5Dezbl0jsJRSPyy5jcNGFqRP7QgEPHpP2SYyNj0GpUMJsNi/JpT4UBh76gwSvvpr46D378yyuvZZJGjdEkRRoduFFqvhoHx48Av5A8mgfobKv1eX8vhqOhNHf3w+GYdDc1JzV1pyVBJPBBJ18cZdcnudx+PBhjI2NobKyEhs2bFjSdxgvK12zZg0CgYBIak92CbJAYiUSCTo6OookdhHERxG2tLQgEAigp6cHwWAQBEGI9xadToeysjK43W5s2bIlYQ7597//HV/72tdgNBrx6quvwmRaxkMxB/jVr36Furo6tLS04I033liwqvqlL30J3/ve99DW1paw/Y033sAXvvAFfPe738Wll15alFBnGUUiW8CQSCRZ7Xv0+/3o6upCMBhES0sLzGZzWkQ900S2UE2dloNwOIyenh74fD40NDRg9erVcIVdsLgsMaJSaoSxdIaoeNweeLwe+Hw+jIyOQKlUwqA3QG/QJ3UqzYa0eGJiAnf85A6MjY6J2z73ubNhKNmO/++/ZOC4WT2OtzAwZqmwEk8g5HI5zKbcmBKlAo8XuOduCu+/H8fKCB4XXsDi8q+xkGWw7ZQkSRj0Bhj0J4hKIACPZ54MUr0BGq1GrLYmyLHr6lBelj0pJw/g7bdI3HsvhUAcsa+v57BrF43m5qy9ddbAg8fo6CgcDgc0ag2aTc1L6kPtO0Zg9+5EKb5ez+OWW2h0dMxviMZw6T0DCBDzRvs4p51wTsfk6hqtJrYIotNnNDouGYLBICxWCziWg8lkgk67MuNNMg2NTINVpasWfR3HcTh06BAmJiZQXV2N9evXZ2QhIj5eLhUJcllZGXQ63Yp8Lk9PT6O7uxsURRVJ7BLAsiz6+voQDAZhNpvR2NgoZtZOTU2hp6cH1157LUpKSvCpT30K5513HioqKnD11VdDr9fjlVdewZo1a/L9MRZFOnLg6667Lun2z3zmMzjrrLPw6quv4p133sFXv/rVDB1dEclQJLIFjGxWZB0OB3p7e8FxHLZs2YKqqqq09xEfv7NcrBRTp3Tg9XrR09ODaDSKtWvXor6+HjRLo8feM0cqGE9UOJ6LEZUTpHZ8YhzjE+OQy+QxSekJp1ICRKK0OLp8Itt3rA8//elP4fP6xG3nnX8VDh+6BAMDM4RNruBxzdcZfOGc7FVhOZ7DyMgInE4nNGoNmpqbCiZeJ1lWbmUlh1t3MFi/LrsZqPF9tSJRccdIrdBXKyFjBkAKpQIOhyMncmyvD7j3XgrvvpN9Yp8rxPcU6/V6NDU2pU0gaAZ48kkJ/vIXSUKO8Cc+weKbNzHQL8LpeJ4HRVJpE1oBc+Tq3lhl3+fzwev1YhjDUKlUMRWIXg+FMrPRPv6AH1arFQBgbjFDoy4SCCBGIjdVbFpU3s9xHA4cOIDJyUnU1tZi3bp1WXs2piJBlslkIqk1Go0rQoJcJLHLA8dx2L9/P5xOJ5qbm8WqarzB5dDQEG677Ta8/vrrePbZZ/H0009DIpGAJElcd911UKlUef4UuYWwODg7trKIzKN4htNELskVRVFZ6T8dHBzE0aNHIZfLccopp0CvX1pTY6YqskIV9mQisZOTkzhw4ABIkkRbWxuMJ0qWBxwHEGbCC/4tSZDQarTQarSoRS1CwRDcHje8Hq/ohCxU3xh2ZnK73IrsO+++gz179oiEmJJSOO0T/4RXXv40mDin2bXrWOy4lcES1j5SBsuyGBgcgNfrhcFgQGNDYcTrBILAAw9QeOPviZO3L3yBwdevYZNKQ7MNhVwBRaUClZWVoGlalJR6vB6xr1apVIKO0ohEI5DLMl/R7uwicNdvE3s+Kyo47NiZfWKfLSRknC6xp3hoOBY3NGCb+TuliscNNzD4TBpSfB6ZOYcJKhCeg9/nF8eLsGAmk8liZlF6HTQazbL6qL0+L2xWG0gJCbPJ/LGbzC6EJn0TDArDgq9hWRb79+/H1NQU6uvrs5JZPx9OFglyPIndunXrHPfdIhaGQGKnpqbQ1NQEs9k85zUEQaCxsRE//vGPAQCvvvoq/v3f/x3j4+MIh8P46U9/ip/+9KdYv349zj//fGzbtg1nnHHGSUvyBgcH8frrr0OlUuHTn/50vg/npMfJOYpOEkgkkowa+HAch8OHD2NkZAR6vR5tbW3LevAsl8ieTKZOAoSVyWPHjkGhUKCtrU1c/R3yDGHCP5HW/uKdSmuqaxCJRERS63Q64XF7xNcGAgEwLJO27JEHj6effhqPPPyIuE2t1sJo/AHeeqtV3EZJeVxxBYNt53PIJqdM6OesqER1TXb7OVPFgYME9u6l4Jya+fAlpRxu2c6gLQtZuUuBVCpFmbEMBAh4vV5QFAW1Wo1AIICR0ZEEAyCD3gClSrmscxsKA3/4gwSvJev5vIbBEg198w6GZWCz2uAPLC3jlOOB558j8ej/UWDoxBzhHTsYpGvUy3IsSIIEx2fODVw0mdMlifaZcsAxtbxoH7fbjYHBAVAUhZaWFijkhUdy8gW1TI01xoVllizLore3F06nE42NjfPmuecCK1WCLMQJFkns0iCoARwOBxoaGtDS0rLod9rb2ytKbl9++WW0tbXhnXfewXPPPYfnn38ed955J+68804YDAZ86Utfwr/927+htbV1wX2uJEQiEVx11VWIRCL42c9+hpKSknwf0kmPIpEtYGRSWhyNRtHd3Q2Xy4Xq6mps2LBh2ZKg5cTvnIymThzHoa+vT1wo2Lx5s9jP6Y/6cdh5eJE9LA65XI7KisqYTJCmMTQ44yDodrtx8OBBaDVa0QF5MbMolmVx73334rVXXxO36fTVCIV+hKGhmQxhkznmNFufZcf8UDgEq9WKaDSa9X7OVBGJAI88IsGLL87Kyj2TxQ03Zicrd6ngwcM+Ycf4xDiUCiVMZhNkUhk4nkMwEBQXQcS+WqlUNItKt/p25CiBvXso2O3p9XwWOqJ0FFaLFaFwCDU1NaisWNyVMx4OB7B3L4VDh2bur5SUx5VXMjj/fA7kEuf2EkKSUSIbj1SjfdRqtdhXu1CvunPaiaGhoZi7c4s5KyqAlQqCILCxfOOC1xrDMOjp6YHL5UJzc3Pa/hXZxnwS5KmpqYKRIAskViqVoqOjo0hi0wTHcTh48CAmJydRX1+P1atXLzoGDx06hAsuuAAsy+Kll17CqaeeCiDWM/qZz3wGd955JywWC55//nk8//zz+POf/4x/+7d/y8XHyQlYlsXXv/51vP3227j88svxne98J9+H9LFAkcimiVy7FmfC7Mnn86GrqwuhUAirVq2CyWTKyOdYakX2ZDR1omkaBw4cgNPpRGVlJVpbW2d6iHkO3fbujPQSx0MqlcJQYhD/LVfIYTAYYj1wPi9GRkagVp2YeBr0cyoiwWAQv/zVL9Hb0ytuU6nXwev5fwBijXukhMellzD48sUcqCzPQ3x+H2w2G3iOh8lkgl6XpRyfNHD8OIHdeyiMj8Vl5Wp5fPMmBqdnKSt3qeDBY2RkBFNTU2LlRKigkQQpVlT4Wh7hcFjswRbMOoTqm0FvgFannbf6RtPAHx+T4JlnEuOXPnEai5u+yUC3gn18IpEI+i39oGkaDfUNYktAKuABvPFGzME6FJw5L01NHHbdRqNh4ajFRbHUHtmlYKFoH78/zjH7hAQ5PtrH4XDEjOqW4e58MqNR34hSZem8v6dpGt3d3fB4PGhpaUFzgTukxUuQeZ4XJchTU1NzJMhCvE+2JchFErs8CA7ZdrsddXV1KUnajx49im3btiEcDuOFF17AGWeckfR1ZrMZt912G2677Tb4/f6T5rthWRZXX301nnjiCVx22WV4+OGHV/y8dqWgSGQLGEJFVqhYLgWTk5Po7Y0Rlba2tpQyv9I5PiA9IiuYOgmy4pOBxIZCIXR3dyMQCCRdPT8ydQS+iG+BPSwd8ZNEkiDR1NgU633z+0VX27HxMYyNj4kTT71Bj2AwiJ/c8ZOETDhS8mkEA/8EILbP+noOO3fRMOVgHuWcdmJ4eBiUhIJplSnvvXTzGfS0d7DYfjODQlMLcRyHgcEBeDyeWE9xY+O8FR8CBJQKJZRVSlRVVc1bfdNoNGK1Vqjs2waAPbulGBpKjF+68UYGn/pU9oy/coFgMAir1QqWZdHU1JSWMZbXC9w9y8GaIHl8+cssLr2UhTQDT1oeyzN9WirmRPsEAmIMlH3SDvvkTLQPx8eqcyqVCmazeUnuziczlFIl1pTOLymmaRpdXV3wer1YvXp1QedtJsN8EuT4n6NHj0Kr1YqkNtMS5KmpKfT29kIqlWLr1q15f5asNAgkdnx8HDU1NVi7du2i38/x48exbds2+Hw+PPvssyn3hZ4splsMw+DKK6/EE088gSuvvBJ/+MMfVoQJ2smC4lOmgCE0wnMcl/ZFwfM8bDab2KvZ3t4OXYZLJekS2ZPR1MntdqOnpwcMw2D9+vWora1N+L09YMegZzBr7x9PZIV+apIgodPGsiLr6uoQDAbF6pt90o79+/fj8ccfh88XT64vB8deCYAAQfK48EIWl1/GItvFlHgprEKhgMlkyrsMcXAQ2LNHioGBOIMeJY9rr2Pwuc8VHlmL7+csLy9HbW1tWv2cyapvbo8bXm/M2XZkZARyuRIffdSAF14wgI0z/tq4icWttzIoy1L8Uq7g8/tgs9oAIlYxSGeC1dlF4Lf7pPDEO1hXcdi5k8HaNZmVWGdLWpwq4h2za2pq5kT7CKAkFNxud06ifVYSNlVsgoRM/iyPRqPo7OyE3+8XXe5XOhaSINtsNthsNshkMpHULleCXCSxywPP8zhy5AjGxsbEmKfF5mg2mw3btm3D9PQ0nnrqKZx99tk5OtrCQDQaxWWXXYann34a11xzDR544IEV3ya30lAksmki19JiIEYU07m5syyLQ4cOYWxsDAaDAW1tbVnJ3kw1fudkNHUCYnmrhw4dEsPV/+d//gfHjh3DhRdeiPPPPx8l5SXYP7k/q8cQ7/pHM3ONwQgQUKvUUKvUqKmpwbvvvYuHHnoI0Wj0xCtIALsAxB4+lVUsdu5kMz4BTwaO5zAyPALntHOOFDYf4Djg6WdIPP4YleDS3NrK4tYdDCry3647B5FoBFarFeFwGDU1NaioqFiWeVN89U2IgervD+Lee0oxPDxD7igph8svD+KCbRJIJCv7oe32uDE4MAiJRAKz2Qxlig5VoTDw+99TeP213DlYczwHCSEBy2cnli1dKOQKyCvkiEQi8Af8UCqUkMvlsWgfX/ajfVYS6nX1MCqTr/hEIhF0dnYiEAgkXRA9GbCQBHlsbAxjY2PLkiALkYJyuRwdHR1FEpsmeJ7H0aNHMTo6iqqqKrS2ti46RxsaGsJ5552HyclJPPnkk/jiF7+Yo6MtDEQiEXzlK1/BCy+8gBtvvBF33313kcTmAUUiW8AQiCLDMJDJFjbtERCJRNDd3Q23243a2lq0trZm7cISDJoWqsiejKZOQrXbYrFApVJhy5YtUCqV+Mtf/oKJiQm8/vrr+Kd/+iesO2cd2s9sx6mnnIqamprFd7wExFc7GHphyeFLL72E+x+4HzwnkFQVgNsBbAYAdGydwNmfG4ZUqsaUU5/VagrLsrAN2ODz+VBaUor6hvplxXwsF+MTwN49FPr6ZkiJVMbjqisZnHve0g16solQKASL1QKGYdDY2IjSkvn77pYCgiDx7jt6/P4PRkQjMyegrj6AbecfR6kxjEOHJdDpYg7IWq12xcmpnE4nhoZPmBKZzSkv+B09SmDPLKMrg4HH9ltodLRndxFosXtuLsHxHIaGhuByuRIk7UJ7gyBBzka0z0qCglJgXdm6pL8Lh8P46KOPEA6HsWHDBlRXV+f46HKPTEuQiyR2eeB5HseOHcPIyIjo8bEYiR0dHcX555+PsbExPPbYY9i2bduKL04AwFNPPYWnnnoKQKxYAQDvvvuu6MRcVlaGn//85wCA7du344UXXkBZWRlqa2vxX//1X3P2d9ZZZ+Gss87KxaF/bFEksksAQRDg+exXrNKV7nq9XnR1dSEcDmPNmjVoamrK+o1lIWflk9HUSYgwGh8fR0lJCTZv3gypVIr9+/eLNz0AQClwZOAIjgwcwSMPP4K6+jqceuqpOPWUU2EymzJWlUgmLU52zH946A94/rnn47ZWAPghgAYYyzhs3x5BYwPg9mjh8/rg9caqKRq1RoxqyVRVP94VtrKyEtXV+YvX4QG8/DKJhx6iEsiauSXm0lxXoIURwRgLPGAymaDTZrZtYNoF/HYfhZ6eGWJKSnhcdhmDL19EgeXMYg+22+2Gy+UCQRBpOWbnEzx4TNonMTY+lpYpEc0ATzwuwVNPJ/ZO59LoimZpgAAyFC27ZCTk7BqNqK+vF6/j+PaGWtQiHAqLcvVMRPusNGys2AiKnPv5QqEQPvroI0QiEWzcuDGjHhYrCckkyEK8z2IS5HgSu3Xr1pQVFUXEwPM8jh8/jqGhIZSXl2PDhg2LFhsmJiawbds2DA4O4pFHHsHFF1+84ud2Anp6evD73/8+YZvgxA0AjY2NIpG12WwAYpL2ZCRWQJHIZhfEMgjZys1XWCai0WhOiOzIyAgOHjyI0047DQaDYcHXTkxM4MCBAwCAzZs3o6KiIuvHBwB/+9vfoNVqsXXr1oTtJ6OpUzQaRW9vL9xuN2pqarBu3bqEG/7w8DCee+45/PmFP+O9sffmlVyXGktjpPbUU7F+3fplVbEsVgu+/73vAwAamxrx8zt/nvD7cCSM3/zmN/jwgw/jtq4C8O8ADDjrsyyuu46BOm4Bm+M5+H1+MapFkCxnIn80vopYX1eflitspuF0Avt+S2F/byJZu/QSBhdfzKFQi4sulwuDQ4MxYyzTEoyxhodAHjgIhIKAUgVu4wagvkH89dvvkLjnHgoBf3wVlsPOnTTMprm7Y1gGPm+sr9bn84kLW6Kk1KCHQlE4klIePMbGxjA5OQmNWoNmU5ykfYFzMzQE7N6d2DutUvO44QYGn/50bnun82H6FA+WZWG1WeH3p5+zG6Wj8HpjxmJ+nx8cz6UV7bPSUKerw6aKTXO2BwIBdHZ2IhqNYvPmzShPN1z4YwBBgiyQWrfbDSCmSigpKYFSqcTIyAgUCkWRxC4BPM/DYrHAZrOhrKwMmzdvXpTE2u12nH/++ejr68ODDz6Iq6++esXP7U4ifCy/iCKRXQJyRWTHx8fR29uLU045Zd4JP8/zsFqtOH78OJRKJdrb26HVarN+bALefPNNyOVyfOITnxC3xVdhTxYSGwgE0N3djVAohJaWlnmr3QzH4B/D/4B92o7Ozk58+MGH6OntAR1NXi3VaDXo6OjAqaecmpA7myqGhofwL//8LwCAyiot/r//ugQq1QbI5Q1wuVz4yU9/AqvFGvcXpwH4FxgMMmzfvnjep+BS6vF44HF7EIlGAECUCOoNeqjV6pQkgl6fFwO2AQBAU1NTxs3HErAAIeEBvPlmLCYlGEiNrBUKJh2TGB0dhVx+QgqbhjEWcWA/JE8+CcnhI3N+x65fB//5l+C377TjnbfjGDzBY9s2FldcwUKWgsp8tmO2oBKQy+TiIohKrcqbpJTjOQwPDWPaNQ29Xo+mxqbY/Wmhc7NuHd6quwy//lt7Yu/0hljVPh9GV4J8Nx+gGRpWqxXBYBDVVdWorKpc8iIFy7Lw+X2iBFmIm5sv2melQU7J8en6T0MqSbx4/H4/Ojs7wTAMtmzZktcFvZWEaDQKp9MJh8MBh8MhLhar1WpUVFRkxQX5ZIbFYoHVaoXRaMSWLVsWJbFOpxPnnXceDh06hHvuuQc33HBD8VwXFj6WX0aRyC4BNE1nPBM0GSYnJ9HV1YX29vakFVaWZXHgwAFMTEygpKQEbW1tKffSZgpvv/02CILAGWeccdKaOk1PT6O3txccx2HDhg0Lyr+67d0Y940nbAtHwujt7cUH738gGnokg0wmw+Ytm3Hqqaeio6MDWs3CCxKB4H4c63sUP/6xBQBQUgp8J8Zp4fGYcO99Tkw7PXF/8WUA1+KMTwI33shAl+Z6B4/E/NFgMAggJi8XzFx0Ol3Sh6HT6cTwyDAoioLZlLqhTrpYjKz5zr0Ee99qT4hJAcHjwgtYXP611MhaPhBfRVSr1Gg2NUNKpX6w5F9fB/W734HgePBIfNoJ/2ZBYA924nV8AQBQVh5z3m1dv7RbPQ8eoWBIrOyHwiEAMYMynVYHvUEPnTb5eMkGEqSwpUbU1deBJMi0z02h9E7nw/SJpmlYLBaEwiHU1dZltIo4O9onHA4DiI0XgdTmcrxkAh3VHahUJz4vfD4fOjs7wXEctmzZgtLSzPa2fxwgxAoKcmOXy4VQKHZ/yaQL8skMm82G/v5+lJaWYsuWLYueJ7fbjW3btqG7uxv79u3D9u3bV/zc7iTEx/ILKRLZJSBXRNbpdOLDDz/Epk2b5pgFhcNhMW+urq4O69evz8sD/r333gPDMPjkJz950pk6ATFDgyNHjkAqlWLLli3Q6/Xzv9Y3il5774L7Y1gGhw8fxgcffIAPP/gQ09PTSV9HkiTWt64X+2pnr9h7vK/DPvE7eDw8fvaz2DatDvj+94B+C/DIwySiUWGMEgBuhkZ7Lr7xDQafPCMzY1fIH/V4PPD7/bHqO0FCq9OKE0+KojA+Pg673Q6lQgmT2ZS13smlkLXKSg637mCwfl3h3s7iDXV0Oh2am5rTuraIA/sh/e//BsEt/hlZEPgR/gtln9uAa69lkEnPlEg0Aq/HC7fHjUAgII4XjVYjSkqzZS4WH1EUL4VN99zcVf0f+OK/rkd9XVYOMy1IJdJYv2yOEIlGYOm3IBKNoKGhAcbS7FYRw5GwKEFONl50Ol1B92FXa6vRVtmWsM3j8aCrqwtALNd9sZahIubCbrfjwIEDopxYoVAsKkEuLy9HWVlZUXp8AgMDAzh+/LhYAFmMxHq9Xlx44YX48MMP8etf/xq7du0qktjCxMfySykS2SUgV0TW7XbjvffeQ2tra0KmnPAwjEQiWLduHRoaGvJ2U/nwww8RDAZx5plnnlSmTjzPo7+/HwMDA9BoNKIz8XwIRAN4a+QtsFzqFRKO52C1WvHB+x/ggw8+wOjo6LyvNZlN+MQnPoFTTzkVJaXTGB35bwA8/AHgjh/HXqNUAeecQ+Lpp3lAvK7lAP4V7R3t2H4zg5KSlA8vLTAsE5t0uj3wer2i7FFKSUEzNNQqNUxmU9YMXZZC1iq/0Jq1mJRMId7d2Wg0oq6uLm1ZLvWjHyatUM8Hd/16KH/5n+kealqIHy8+n0+8btSqE32SBj0U8sx8MfFVxJqaGlRWzFTI0j037Lr1YP7r/2fvvcPjqs+0/3uapNE0aTTSqHc3ySqjZqoB09ywBISEFn6bbPqmENhkYfPukn03kCyBLOTNJlnS2RCWYMkNjI3BhgTsWLK6LNlW75qm6X3OOb8/hnM8klVG0oym6HyuK9cu0szoO+Mz55z7+zzPfa/ks6EAkgIo8ur/pZb5GUUt/Ji0NGDe94cDDqh1uBQ7XU4MDAzA6/UiPy9/3QUYc7yYTLCYrx4vkRrtE8eLwy25t8xpKTYYDGhvbweHw0FVVdWSm6IsC7OQiF0I/xZkvV7PtKyLxWKkpqZu6Bbk0dFRXLlyhYlm9I/wWwir1YqGhgacO3cOP/7xj/Hkk09uyM8tStiQ/zCskF0FXq93XeIPrFYrPvroI2zduhX5+fkAfHOz3d3d4HK5qKyshEKhCPk6lqK1tRVGoxE7d+6MGRFLEAR6enqg0WiQkpKC8vLyJU/2JEXi3OQ5mJymRR8TCBOTE2hpbkFzczMGBgYWfVxqWhy2bXWjpARIUQDP/sD3cy7Xl4V6FTkEcd/Bfff14v77D6zbGY4kSRhNRkxNTs3JthUmCCFLkiFJlhT0m86VChJzbgniXwytWLvK6sSMx+3G+OgonA4HUhUKpMpTFn8tigJngdfkzKgh+PnPr6lQL7FScAB4HnnY16u+kLCiKN+Bttj68cnvKcq3sbDM+6UoEl6XCy6nEx6XCyRBggMKPC4XcXw+4vh88Hk8v9cO8DMkKVAkAYfdDookES+I873OJ7/juFzgTk6u+LOhRCKAy1n23y+QTZWV4Pr5z4F5rbzrYfpkt9sxODQIkiBRUFgQdIfslTI/2ofOxI6kaB9VugoZ4qsxOrOzs2hvb2cyx9fTxyJWCFTEzockSRiNRmaudqEWZLlcvqygiwXGx8dx6dIlyGQyVFVVLfuebTYb7r//fvz1r3/Fs88+i6effjrq7+9inA35j8MK2VWwXkLW4XDgww8/xKZNm1BYWIiBgQEmu7SqqgpisTjka1gKkiTR3d2N6elpxmxBqVRCLBZH7cnO5XKho6ODadnesmXLsm2cfbo+DBuHg7oO/ayvrby5uRkXL14ESSzcASCRABbLtT+PQwZq027F7tuPQywyIT3tqxDwFQGJn0UFwjViZuHnEV4PZvV6EB4PJCIRBAIBXA4HXA4nSMILUBT4HC7i4wSIj4sDn8//5Kb/6mtyyCXWM1/M2Gzg9VxcsSAhc7IBPj+wahjlvzb6ZwhIUHE27JmSJZi4fvYzYN58fqij4KxWK4aGfWZxhYWFEIvCe82ZDwUKTofTN+LgP7fP5flGHMIQ7ZMhzoAq/WpLsU6nQ2dnJ/h8Pqqrq8N+3Y5GZmZm0NPTA6FQiOrq6oBF7HwoioLdbmdE7UZqQZ6YmEBfXx+kUimqqqqWHeNwOBz49Kc/jdOnT+OZZ57BM888E7X3dRuIDfkPxArZVbBeQtbtduP06dPIy8uD0+mEWq1m3OVCNUsWCP6mTjabDZOTk3N2OoVCIVJTU6FUKiGTyaLm5GexWNDR0cHk8Obk5Cy7dq1di5apliUfs1asVita23wOyO3tF+B2L33sFQB4BgBrIcLCEn4oLgfgcAAO11fJnfP/+//M99/XPt73fz3/8q/XVGSB0FVlzWYzhoeHweVxUVRYtPKYpzAQ7mgfAU+AnTk7Ec/3/Q2NRoOuri7Ex8ejuro6Kj7DSCNYInYhNkoL8uTkJHp7eyGRSFBdXb3s/aPL5cJDDz2EkydP4qmnnsJzzz0X9Z/BBmFD/iOxQnYVrJeQJQgCp06dgkAggMfjQW5uLrZu3RpWE6XFnIkBn+DSaDTQaDSwWq0AfO07qampSEtLg1wuj1gDKJ1Oh66uLgBAWVlZQG6cbsKNv4z9BW7CHerlMUzPvIHm8wfR2wv09gKfGHtegwBAJYDrAdQBCG8zIAvFwVzRwuUuKGZIAARJAhwueAI+OFzeAoLnk/8fnDm/oxYQPxyDAdwZ9YrXSxQWAtlZ1wiqa0QWvYZF3s+c53C5fmteTMz5/WzeZ0ZQFBxOJ+xOJ+wOp68gzgEShEIkisRIFIsgiIuHzWGHWqMBh8dDZlYW4hOEC74+9+zH4B89tuLPxvPQgyDvvHP59dOfT4jhcXkrms0PBKPRiJHREfD5fBQXFwdtXnk9IUkSZot5XaN9KpWVyJT4jBn9W2Grq6tjssoXaqanp9HT04PExMSgi9j5xGoLMv0ZisW+qL/lki3cbjc++9nP4q233sK3v/1tvPDCCxF738ZyDayQXSEbVsgSBMFcFEOJwWDA+fPnAQAlJSXIzc0N+d9cCn8Bu9w8rN1uZ0StyeSbHeXz+VAoFEhLS4NCoYgYW3x6biQ+Ph4qlSrg+aWWqRZo7doQr24uBsNxaLW/w8go8Mc/+mJSl4MDYJtQgOuTUrBDJkNqfHzA1aGFHrOQmHG4XLDYrL4oHrkcfL5gCZF17euTFOB0ueBwOeFwuUB9InjiExIgTEyEUCQGX8BfcK2ctnbwT59e8WfpvWc/iJtuCkyQLCEglxdlgQkanV6H8fFxxMXFoaioKDjiYXwM8U88ueK2a9dPXmRydyMRkiRhsVpgMplgNpmZWWzaXEwgECwvwGLoswlmrqx+Vo+xsTHEx8WjqHhlWcWRSiDRPhKxZE3XJKVIieqMagDA1NQULl68uC4CLFahBZhIJEJ1dXVIK+nzWawFmcPhQC6XR00L8szMDLq7uyESiVBTU7OsiPV4PPjc5z6HQ4cO4R/+4R/w05/+lBWx0QUrZFcIK2RDyOTkJHp6ekBRFJKTk7Fjx46Q/r3loCgKBEEwFdmVmDq5XC5G1BoMBub5KSkpTIh5OFqlKYrClStXMDY2BolEApVKFfDFctg4jD5d4OZCwcLlGsOxY0/iYCNALHAI3nAjMDgAqJcowuUX5GNH3Q7U1tYiNy93TRUJChSmp6ah1qghFApRVFi05n9LupJC59XS3Q9CoRBJsiSfo22Cn1lUlAsSChRmZmYwMzMTtM/QnxU785aWwPv9fwva3w81FCjYrDZMT0/DarMyPxfwBZDKpJDJZJCIJQvekMXKZyPgCuAh1x7Fo9VqMTE5AWGCEEVFwT0OIwmXywWT2RS0aB8+j4+dOTuRwE9gZhHDIcBihXCK2IXweDxMtM9CLcgKhSLixqjojgChUIiampplP0Ov14svfvGL+POf/4wvfelL+MUvfsGK2Ogjcg7AdYQVsqsglEKWFlfDw8MQiUTweDyQyWSorq4Oyd8LdE0EQTCRQ2txJvZ4PMwup06nY9qTk5OTGVG7HrvXXq8X3d3d0Ol0SE1NRVlZWcC78SaXCecmzgWtAhIoFCgcOnQIr//pdeZnIpHvi2i3+f77u98FZDJAPwtcvAj09QJj41j026pMVzJZtZu3bF6R0ydJkhgdG4XRaIRUKkV+Xn7Qq+wk5ZvDpkUt7VAaHxcPWZIvdkMkEkHwzDNRKUhIisTExAT0ej0kEgkK8guC/hmuJJqI4nLg+T//B1RZeVDXEEooUJiamoJGo4FYJEZmViasVitMRhNsn3wxeFweJBIJI2xp859Y+WzWGsNDgYJ6Ro3pmWkkJiaiqKhoXQ2SwsmcaB+LZc7GmUwWmMt6eVo5sqXZGBsbw+XLlyGRSFBVVbVsBYzlWuhqdqSI2Pks14KsUCiQkpIS1hZkejY7UIdngiDwta99DX/84x/xd3/3d/j1r38dMR1zLCuCFbIrZMMKWZIk4fEEP4je6/Wis7MTWq0WCoUCFRUVOHfuHOLj48NSkZ0/DwusTcTOhyAI6PV6aDQaaLVaZnNAJpMhLS0NaWlpITHHcDqdaG9vh9VqRX5+PoqLiwN+TwRJ4KOJj2Bz24K+rqXwEl786pVf4bRfC60iFfj/HgN++zvAMOv72RNPAilzXJ44EIsfx8VeG5rPN6O7pxuEd+F5OplMhtq6WtTW1qJse9mS1RiP14OR4RFYbdZV55uuFAoUHHYHjCYjzCYzHE7fDYSAL4BSrUbWK/8dVYKEJEkMjwzDbDYjOTkZubm5IfsMuaffB/+/fZ/P/Mo1EyvD5cD75S+D3HV7SNYQCkiKxPjYOGYNs5BKpSjIL5hTRfB4PDCbzTCajAub/8hkEH70UUx8Nqs1fZqzESAWo7CgcMPexK4m2ic1MRW1mbUYGRlBf39/wK6wLNcS6SJ2IWw2GyNqTSYTKIpiWpDp2dr1bEHWarXo7OwMWMSSJIlvfvOb+N3vfoeHH34Yr7766ob9/scArJBdIayQDSJ2ux1tbW2MuNqyZQs4HA7Onj0LALjhhhuC+veWYzFTp1C1zpAkCYPBwLQg0zcQYrGYEbXBiPUxmUzo6OiAx+PB1q1bkZ2dvaLnd2m6MGGeWNMaVorNbsOLL76I7q5u5mdbtmTggQemIRQC//kSoPtkVPeb3/RP6OBAmf5lyKS3z3mt9vZ2NDc3o72tnZkVm49QKISqSoW6ujqoKlVzNhRcLhcGhwbhcrmQmZGJNGVaUA1TAsXlcjGi1mqzIrWjA4XHj4NDIeIFicfrwfDQMGx2G9LS0pCZmRnyz5DT3QVeYyN4F3uv+R1RWgLi/vvDLu5Xgv9GQIo8Bdk5S2+mLGb+I0wQQqmeQcp770Fw6fI1z4uWz2Y1pk8UKIyPj0Ov1y+4EbCRCSTaJ1mWjNvyb8PMxAwGBweRlJQElUoVdYZAkQAtYgM1JYpEwt2CrNfr0dHRgbi4ONTU1CwroEmSxD/+4z/iv//7v/HAAw/gT3/6E3vsRjeskF0hrJANEnRYutfrRWlp6Rxxdf78ebjdbtx8881B+3vLMd/UicPhrOvNDUVRMJlMjKj1j/WhRe1qLgYajQbd3d3gcrkoLy9HSkrKip4/bZ1G+0z7ip6zVrRaLZ774XOYGL8qnnfu3ImvfPUrcLv7MDvbiB8/34vpad/vvvYPQFYmIEwsgVx+P0SJi998uz1udHd3o6W5Bc0tzbCYFwikhc8QZXvZduyo24GS0hLo9XoQBIG83DwkJycH9f2uFo/H4xMnra1IfvddSEfHrnlMpAgSl9uFwUHfRkBWVhbSUtPWdwHjY+B29/icwoSJIMu2R8Ss8ErwEl4MDw3DarOuaiOAnqs1mU0wGU1wuV0AAKnBiNTpaQgpCvFJSSDLy6Lqs+FxeCCowMQsSZEYHfWNBoS6IyAWoM8x/tE++cJ85Ehy4HK5mBEgtpq1cuh4mGgWsfPxb0HW6XTMRohAIGBEbTBbkGkRKxAIUFNTs2w3G0mSePrpp/Gzn/0M9fX1eOONN6KiAs6yJKyQXSEbVshSFMVUDNfKxMQELl68CD6fj6qqqmuEwYULF2C1WnHrrbcG5e8tx0qciddrPUvF+iiVSiQnJy8ptCmKwujoKPr7+yEUClFZWbniUHq7x46PJj6CdyGHpRAxODSIH/3wR4xjIgA88OkH8MADD8y5aX/q6ScxOOATbv/01F6Ubb8d8fEru/kmSRKXr1xG8/lmNDc3Q6PRLPxADpCTnYMbbrgBN998M5RXy78RA0EQsF++BKKtDR6TGd44AUz5+eDm5fvaSZNkYYsTsdvtGBoagpfwRtRGQDTh8XgwODgIh9OBzMxMKNPWdgxSoOB0On2VWtO8udpPKm9SqTQqZkYFPAE8xPKbrHOq2SkpvszsjXkPtCpIkgTPzYPMLIPNdnXMRCQSMSIlKSkposx/IpVYFLELQbcg63Q6GI3GoLYg08UQPp+PmpoaiESiJR9PkiS+//3v48UXX8TevXvR2NjIOmvHBhvyhMMK2VUQDCFLURQuXbqE0dFRiMViVFVVLbiD1t7eDr1ejzvuuGNNfy/QNQXL1ClULBbrQ4eXz4/1IUkSly5dwuTkJJKSklBRUbHiCyVFUfjb5N9gcBqC+l6WouVCC1566SW4Xb7jjMfn4atf+SpuueWWax77r8/8K/o+MTp65vvPYHvp9jX9bQo+4d/c7BO1oyOjiz42NzcXdTt8ZlH5BfkRdzNMz7yZTL5KCt1JER8fzzggJyYmrsu6zRYzRoZHAA5QUFAAiTiwmCeWq7hcn1Sz3S7k5uSuuKsiEBaqvHE4HIjFYmZOMqIjaThY8upMEASGhodgtVqhTFMiIzMj4r63kQ6Xw4XSoYRuWgeFQoH8/HympZQWtgKBgBEo4Tb/iVRoh+dYF7HzoVuQ6f/5tyDTx0ygXWdGoxFtbW3g8XgBiViKovDcc8/hueeew5133okjR45EfIwQS8BsyBM5K2RXwVqFrMfjQWdnJ3Q6HdLS0lBeXr7oRa6rqwvT09O4++67V/33liPUpk6hwul0QqvVLhrrk5SUhL6+PszOziI9PR0lJSWravu6rL+MQcNgCN7Bwhw/fhy/+/3vmG+YSCTCP37nHxcVqP/+7/+Orq4uAMA/f++foapUBW0tFCh0d3Xj3N/Oob+/H6Ojo4t+81PTUlFbW4sddTuwdevWiJu1o+DLBqQdkOn5YAFfwDggzzdyCRazhlmMjY2Bz+OjqKiIvXFYBQ6HA4ODg7629vw8JMmSQv43CYKAxWJh5iTnO9rKpDIIE4URJQSXMn3yeD0YGhqC3W4P63x7NEOBgsAgAMfIgVKpxPbt2+ec6+bnj/pX3ugNV7b6dVXEbnSHZ7oFmd4I8W9BXm4jxGQyobW1FVwuFzU1Nct2mlEUhR//+Mf4t3/7N9x666146623lhW+LFHFhjyZs0J2lbhcrlU9z2azoa2tDTabDQUFBdi8efOSgrG3txdjY2O46667QiIM1tvUKVTQsT4ajQZ6vZ4R5ACgUCiwbdu2Vd086B16NE81Yw3fk4AhSRK///3v8c477zA/S0tLw9P//DSysxY3pfrhj36IttY2AMB3/+m7qK2pDdp6RkdHYTQZIZPJkJ+XD7PFjNbWVjSfb0ZXdxe8noVvmCVSCWpqarCjbgfKystWlMm4XjhdTp+o9W8n5fEglUp9lTepdM3zbhQoaDQaTE1NISEhAYWFhZFdzYtQLFYLhoeHAQCFBYUrHg0IBkwUlMkEs8nMzNUu5WgbDrgc7oLRYB6PBwODA3A6ncjOykZqamoYVhfdkBQJ47QRSpcSGRkZKCkpWfK6vJj5j0QiYUStRCKJuuvtWhkfH8elS5cgkUhQXV3NOjz7sVgLcnJyMnPMCIVCmEwmtLW1gcPhoLq6GhLJ0h0+FEXh5Zdfxve+9z3cdNNNeOedd8JyHg2EgwcP4sMPP0RHRwc6OzthsVjwyCOP4I9//OOizzl79ix+8IMf4G9/+xucTieKi4vx+c9/Ht/4xjc20tz6xjqRfAIrZFfJaoQsPYxPEAS2b9+OzMzMZZ9z+fJlDA8P4/bbbw/6yT7cpk6hQq/Xo7OzEwRBgMvlMqJ2pbE+HsKDv4z/BS7v6jYtVoLT5cRLL72E1gutzM82bd6E7373u8tWnl548QWc/9t5AMC3n/g2brh+7Q7X/q66qYpUZGVnXVO5cTgcaO9oR0tzC1rbWuGwOxZ8rfiEeKhUKtTV1kFVpYJYFHkXT7fHzQgUi9XCfB8kEglTeVvp948ChcnJSWi1WogSRSgsKoyKOctIw2gyYnRkFDweL2Kq2Ys62gZ5I2S1zHcwdrldGBz4pCU7Nxcp8uC3ZMc6JEVifHQc2d5sFOUWYdu2bSsSoLQzP12tpTtCEhISmMqbXC6PiWvwUrAiNnAWa0EWCoVwOp3gcrmorq6GTCZb8nUoisIvfvELfOc738GOHTtw8uTJZZ8TTiorK9HZ2QmxWIzs7GxcunRpSSF75MgR3H///UhISMBnPvMZyOVyHDt2DJcvX8anPvUpvPnmm+v8DsIGK2RXyIYWsm63e0VVurGxMfT19UEgEKCqqgpJSUkBPW9gYAADAwO49dZbg9qOFGmmTsFienqaMc+qrKyEVCpddaxP63Qr1DZ1yNc8a5jFj370IwwPDTM/u+766/D1r389oOrdyy+/jI8++ggA8PVvfB237Lx2jnYlOF1ODA0OweX2ueqmpqYu237o8XrQ09ODluYWtLS0zDGo8ofH56G0tBQ76nagprYG8mT5go8LJ17CC4vZAqPJCIvZwggCsUgMqUyKJFnSsu6O/o6wdDU71m9QQ4Fer8fY+Bji4+JRVFQUsa6ai26EiCWQyqSQyWTr2pXgb/rkcPpasr1eL/Lz89elJTvWoM2xZG4Z6orrmHi81UKbGNKi1mw2A/BthKSkpDB+D7HWbsuK2NVDtyBPTU1hmo4pwPItyBRF4Te/+Q2+9a1vobq6GqdOnYp4k8EzZ84gOzsbxcXF+PDDD3HbbbctKmTNZjOKi4thMpnw8ccfo6amBoBv9GzXrl04d+4cXn/9dTz44IPr/TbCQfTfxK8CVsiukkCFLG02NDY2BqlUCpVKtaKKwvDwMC5fvoybbropaG0g0WDqtFIoisLQ0BCGhoYgEolQWVl5TdV1JbE+Y6Yx9Gh7Qr7u0dFR/PBHP4Rep2d+dqD+AB555JGAWxT/6+f/hQ/OfAAA+MpXv4Lb15CRarVZMTw8DJIgkZeXF/CGiz8kRaK/vx/Nzc1oaW6Zc9Gdz6bNm1BX5zOLCqRDYb0hKRJWi5XJq/V4feIgISEBMpkMSbKka2YkvYQXw8PDsFqtUCgUyM7OZucQV4Fao8bU1BSECUIUFRVFzU0vvRFiMptgNpuZudrExETIpL5Z7ARhQuhzg8GBzW7D4NAgSIJEQWEBpBJpSP9mLEKSJIaGh0DZKewp3YNNmzYF/XrpcrkYUTs7O8tcm5OSkph20mifZRwbG8Ply5chlUpRVVUVNd/nSMJqteLChQsgSRIlJSXMcUO3IP/5z3/GlStXcNddd+H+++/Hli1b8D//8z/46le/ioqKCrz33ntQKBThfhsr4oMPPlhSyP72t7/F3//93+Oxxx7DH/7whzm/O336NG6//Xbs3LkTH3744XotOZxsyBsNts8thHg8HnR0dECv10OpVKKsrGzFzoV0axp9M7RW6CpsLIlYgiDQ29uLmZkZyOVylJeXL3iR5HA4SEpKQlJSEjZt2jQn1md0dBSjo6OIi4uDSC7CMDEMoUgY0nm3js4O/OQnP2FacrlcLv7+C3+Pu+68a0Wv4/9e15JvbDQaMTo6Ci6Pi6LiolW3AHM5XGzZvAVbNm/Bo48+ivHxcbS0tKD5fDOGhobmPLb/Sj/6r/TjtT++huycbEbUFhYVRoT443K4kEqlkEqloHIoZkbSZDRBrVZDrVYzM5KyJF/VbXh4GA6nAxnpGVCmKyPifUQTFChMTU1Bo9FALBKjoLAgqlqy+Tw+kpOTkZyczLhmm01mmMwmTM9MY3pmGvFx8UylViQSheQ847Q7MTA4AABr+j5vZAiC8Jlj2ezYX7Y/JCIW8LmoZ2dnIzs7GwRBQK/XM3OS/f396O/vR2JiIiNqoy3ahxWxa8dms6G1tRUkSUKlUjFV1by8PHg8Huj1ehw5cgR9fX24cOECnnvuOeTk5MBoNKKgoADHjx+POhEbCKdPnwYA7N69+5rf7dy5E4mJiTh79ixcLlfEdvSwrI3ouTuIMDgczpIVWavVira2NtjtdhQVFaG4uHhVFx5a+K5VyMaKqdN83G43Ojs7YTQakZWVFbBbLj3/KJFIUFRUxMT6zKhn8Jf+v8BBOsDj8RiBIpVIg9oa+v777+OVV15hNhQSEhLwxBNPQKVaueOwgL82IetvSBTsFk4OOMjNyUVuTi7uv+9+aHVaRtT29fXNMeWaGJ/AxPgEmhqbIE+R+0RtXR1Ktq3ObTrYcMCBWCSGWCRGZmYmnE4n44Cs1Wmh1WmZxyoUCqSlsY6wK4WkSIyPjWPWMAupVIqC/IKobsnmcriQSqSQSqTIQhYcdgcT7UNX4Ph8PqQSn6iVSCRBOdbNZjNGRkbA4XBQXFwcEXPF0YaX8GJocAg2uw03br4RZVvK1uXv8ng8pkOI7iKiDaPoDddoivYZHR3FlStXIJPJoFKpWBG7Cux2O1pbW+H1eueIWBqBQID09HT87Gc/w4svvoj33nsPr776Ks6fPw+LxQKLxYKKigrs3bsX+/fvx9133w2pNDa6My5fvgwA2Lx58zW/4/P5KCgowMWLFzE0NIRt27at9/JY1oHIPftFMTqdDh0dHSBJEhUVFcjIyFj1awWjIhurpk42mw3t7e1wOBzYtGkT8vLyVi3MExMTkZ+fD6vIikJpIZM7ajAaMGuYvVqZ+6SKspYK0YmTJ/CbX/+G+W+5XI6nnn4KBfkFq3o9vuDqWhZzEV4MkiIxOTkJnU4HUaIIBYUFc4RxsElVpGLvnr3Yu2cv44Dc0tyCjs4OeNxXRfisfhYn3jmBE++cgFjiyxisq61DRUVFROyqcsCBMEEIYboQ6enpTDWbdovV6XSY1c9CIpUwjrah/FxjAXoO0Ww2Q54sR05uTtgdgIMJBxwkJiYiMTERGekZcLldTKXW/zwjlohXbTAG+DorRkZHwOfzsXXTVvDj2Mv8SvF4PRgcHITD4cDW/K24pWxtvgOrxb+LqLi4GHa7nRG1MzMzmJ6ejuhoH1bErh2Hw4HW1lZ4PB5UVlZCLl/aVyIuLg4EQeDEiRPIz8/HwYMHceHCBRw7dgyvvfYaXn31VQgEAtxyyy245557sH//fhQWFq7Tuwk+JpMJABY1r6J/vphvB0v0w17hgghFURgdHcWlS5cQHx+P2traNTvD0UKWdqtbzZpi0dRJr9ejq6uL2SxIS0tb82vOWGcwZhpDnCAOqYpUpCpS4SW8jKg1m80wmozgcDgQi8XMjORKL851dXU4dOgQZvWzyC/Ix1NPPbUmF9E5rcXewCuy/sIhSZaEvLy8dd3gkEqkuO3W23DbrbfB6XKis7MTzeeb0draCpvNxjzOarHiww8+xIcffIi4uDhUVFagrq7OFzkgXjpyYD0wmq62ZBcXFiM+Ph5msxkmo++YMZlMwLjPLIrOq2UjeObiJbwYHhqG1WZFWloaMjMzY76aHR8Xz4gPL+FljhWL2QKz2YxxjEOUKIJM5tsISUhYfq5WP6vH2Ngn5ljFRYhPiJ/jXsyyPB6vB4MDg3A4HcjNycWdZXdGzDUzMTERubm5yM3NvSbaR6/XM0ZKkRDtMzIygv7+fshkMlRVVUV01ThScTgcuHDhAlwuFyorK5GSsvR9AkVReOedd/DYY48hJycH7733HvLy8rBz50488cQTMBgMOHnyJI4dO4Z33nkH7733Hn75y1+it7d3nd7R+kN3TkbKd5gl+LBnllUy/0tBkiR6e3sxMTHB7D4GY2d0LRVZ2tSJbiuOFRE7MTGBS5cuMQ7QwbCRd3qd6NZ2X/NzPo+PFHkKUuQpIEmSudk0mU2wWCyYmJjw3WwmyQJyswUAebIcTz31FA4fPoyvfOUrECasre3PX8gGWpH1eDwYGh6C3W6PCOGQEJ+AHXU7sKNuB7yEF729vYxZ1OzsLPM4t9vtc0ZubgGXy0VJaQkzV7vcRT4UaHVaTExMID4uHoVFhUiI933n5clyyJPlIEkSFquFaUG2TloxOTkJYYKQOWbWw/gnkvF4Pql+OR3IzMyEMk0Z7iWtO3we/+ox84nBGN2CPDU9halpX9u/LMlXqRWJRdccM1qtFhOTE3PMsQiSWDRXluVa3B43BgcH4XQ6kZubix3FOyCNj8wWTIFAgIyMDGRkZDCOtnS7Om18GB9/dbNkPaN9WBG7dpxOJ1pbW+FyuVBRURHQfOupU6fw6KOPIj09nRGx/iQnJ+PBBx/Egw8+CK/Xi7Nnz8JisYTqLawL9P0fXZmdD+0IHslxQyxrgz27BAG324329nYYDAakp6ejrKwsaDN9q52RjUVTJ4qi0N/fj9HRUYjF4qBtFlAUhQ51BxNXsRhcLpdp86JNXIxGn5vt1NQU47AaiEApyC/Atx//9prXDmDOTUIgM7IOpwNDQ0Nwu93IzspGampqUNYRLPg8PsrLylFeVo7Pf/7zGBoaQvP5ZjQ3N2NycpJ5HEmS6OnuQU93D377m9+isKgQO3bsQF1tHbKzs0O6RgoUpqenoVarIRQKUVS4sKsul8v1zVlLZaBAwWa1wWgywmQyYWZmBjMzMz6zKJkspMY/kYrL5cLg4Cf5pjm5YdmMiDT8Dcays7Nht9uZaB/anI7P5zMt6xKxBFqtFtMz0wvmFfM4PFbIBgCdtev2uJGXl4e89DwUJxeHe1kBweVyIZfLIZfLsXnzZthsNkbUTkxMYGJiYt2ifWgRm5SUBJVKxYrYVeByudDa2gqn04ny8vKArtFnzpzBQw89hJSUFLz33nvLtgvz+Xzs3LkzWEsOG1u2bMGFCxdw5coVVFdXz/md1+tLEODz+VHdPs2yNOwZZo1YLBa0tbUxc5qFhYVBFYwrrcjGqqkTQRDo6emBRqOBQqFYlQP0YpAUiTxZHpISkmB0GmFymZZtx/M3cZnvZksLFKaC8olACVXVbSWtxRarBcPDw6BICgUFBRGfKcnlcFFcVIziomI8/PDDmJicQEtzC5qbmzEwMDDnsUODQxgaHMLrf3odmVmZqK2txY66HSgqLgqqOCQpEhPjE9DP6iGVSJGfnx/QxhUHvpZ0sViMrKwsOB1ORtT6G//QAiXYBmORhsPhyzclCCIqjsVwwAEHokQRRIkiZGZkwuVyMZVa/awe+lk9YzyYkJCAvLy8a+b3vdTqxlI2Ei6XCwODA/B4PMjPy0dycjLK08qjclOJHn0Ri8UoKCiAy+ViWpB1Oh00Gg2A0ET7DA8PY2BggBWxa4AWsQ6HA2VlZQGNTX300Uf49Kc/DZlMhlOnTi1ofBSr7Nq1C6+99hpOnDiBhx56aM7v/vKXv8But2Pnzp0R4a3BEhrYHNlVQhAEpqam0NnZCQAoLy+HUhn8ljiXy4UzZ86gqKgImzZtWvKxsWrq5HQ60dHRAYvFgtzcXGzevDmkwpyiKFg9VhidRt//XEZY3daAcoMpUFcFitEEh9MXrSPgCxhRKxaLg3qDdOq9U3jlv18BANx+++34yle+suDjZg2zGBsbA5/HR0FhAUSJ0Z1LqJ/V+xyQm5tx8eJFkMTCVadkeTJqa2tRV1uHktKSNZkuhcqQiDb+MZqMsFqtABBUg7FIg95QAYCCgoKImHWONjweD0ZGR5jjhUYsEjPHDN3qzufy4SVZQbsQTpcTAwMDILwE8gvyIZPKUJhciK0pW8O9tKBDEARmZ2eZjTO32w0Ac6J9ZDLZqu4bWBG7dtxuNy5cuACbzYbt27cHZBR67tw53HvvvYiPj8f777+P8vLydVjp+rFcjqzZbEZRURHMZjM+/vhj1NTUAPDdN+7atQvnzp3D66+/jgcffHC9lx4OortitUpYIbtK+vv70dvbi4SEBFRVVYXMytzr9TKzDktZh9Milv6/sdBKDPgq3u3t7XC5XNi6dStycnLCsg6CJGBymWBymRhx6/A4ln2ey+ViRK3N7jMwCnasz5kPzuDn//VzAL7ctG984xtzfk+Bgkat8c3ZxX8SrxNjZkNWqxWtbT4H5PaOdrhd7gUflyhKRFVVFXbU7UBFZcWK5pM9Xo8vU9JuhzJNiYzMjJBU2T1ezxzjH5IirxqM+eXVRitGkxGjI6Pg8XgoKipio2FWAUmRGB0dhdFoRHJyMrKzs5muELPJzHRmJCQkQCaVITkpGQmJG3sWeyEcTgcGBz7pCigsgFQihShOhJtzbo7KauxKoCgKZrOZEbX0hshqon2GhoYwODiI5ORkqFSqiIhLizY8Hg8uXLgAq9WK0tJSZGZmLvuc1tZW7N+/H3w+H6dOnUJVVdU6rDT0HD58GIcPHwYAzMzM4OTJkygsLMTNN98MwBdv98ILL8x5/Kc+9SkkJCTgwQcfhFwux9GjR3H58mV86lOfwp///OeYuB8OgA3xJufDCtlVMj4+jqGhIahUqpC2LFAUhZMnTyI7Oxvbt29f9DGxaOqk1WrR3e0zYCovL4+4MG834YbBafAJXKcJBpcBXmLxqofb42YckK1WX4U3GFW3jz7+CC+/9DIA4PobrscT336C+R1JkZiYmIBer4dYJEZBYUFMVfYWwuV2oauri3FAXszMQhAnQHl5Oerq6lBTXbPkZpT/LOd6zhWTJAmzxcyYRdEjBkKhEEmyJMiSZAG52UYKer0eY+NjQc8r3kj4dwUoFApkZ2fP+fen4Bt1oKN9nE4nACCeHw+xzOe2LhFLYqJbZy3Y7XYMDg2CIikUFhZCLBaDw+HguqzrkJyQvPwLxBgOh4MRtQaDgenqWi7ahxWxa8fj8TDXqpKSEmRlZS37nM7OTuzduxcAcPLkSdTV1YV6mevG97//ffzbv/3bor/Py8vDyMjInJ99/PHHePbZZ3Hu3Dk4nU4UFxfj85//PL75zW9upGMyOm4EggwrZFcJSZJwu93rIhhPnTqFtLQ0VFRULLgOuhIbKyKWoiiMj4/j8uXLSEhIQGVlJSSS6Gg9tLltMLlMjMA1u8wLGq34x/pcU3VbYayPVqvF5cuXwRfwkapIRVFREQBfG9nIyAjMFjOSk5ORm5sb81WG+RAEgb5LfWg+34yWlhbodLoFH8fhcrBt2zbU1dahrq5ujlC12+0YGhoCQRDIy8tDUlLSOq1+LiRF+qpun4haui1wvWax14pao2YM0WhXXZaVQRAEhoaHYLVaA+4KcLqcMJlMsJltMFl9zp7+G2hS6cbLOLbZbRgcHAQAn4gViQEA+Un5KFGUhHNpEYHH44Fer2fmaun4v/nRPrQ7slwuR2Vl5UYSDEHD4/Ggra0NZrMZ27ZtC8iosKenB3v37oXb7caJEydwww03rMNKWaKAyLz4hxhWyK4SkiQDcogNBqdPn0ZSUtKctpFYNXUiSRJXrlzB+Pg4pFIpKisro7pqQ1IkzC7znJZkm9s29zGfxPoYTUaYzWam6rbSWB9/3B43hoaG4HA4QtoGG01QoDA0NOSbqz3fjPHx8UUfm1+Qjx11O1BSUgKPxwMOl4PCAl/VJhKgQMFhd/iOGZN5ziw2Xd2PlKobBQpTU1PQaDQbpisgFPi3tmdmZK7Kk8Hr9V6ND/tkAw3wyziWyqL6fBsIVqsVQ0ND4HA5KCosQmJiIgAgUZCIm3NuBo/LijF/5kf7OBy+cw2PxwNBEBCLxaiurg6ZC3Is4/V60dbWBpPJhC1btiA3N3fZ51y6dAl79uyBzWbD8ePHY8J5mCVobMibPFbIrpL1FLIffvghhEIh0zpCi1i6nThWRKzX60VXVxf0ej3S0tKwffv2mNzh9ZJeRtSanCYYXUa4vC4AYDIkaYFCz7qtJHfU4XBgcGgQXq8X2dnZUKREVkt2pDA9M81Uai9fubzoGS1Znozrr7se119/PTZv2RyRVW16FttsMsNq88268bg8SKQSyGQySKXSsIhHkiIxPjaOWcMspFIpCvILIkJcRxsejwcDgwNwOp3Izs5GqmJ1re3+pk902zrdgkxX3RISEpg4qMTExJjaADNbzBgeGl5wPntH1g6kCNn4p6WgKApWqxWXL1+GwWBgfr5e0T6xBEEQaGtrg9FoxObNm6/JfF2I/v5+7NmzB0ajEW+99RZ27dq1DitliSJi52S9Alghu0rWU8h+9NFH4PF4uP76669xJo6FVmLAJ746OjpgtVqRn5+P4uLimHhfgeL0Opl2ZDoCyEt6YbPZmKxal9sndpdqJTVbzL7ZEQrIz88PmQlZrGEwGHCh9QKazzeju6cbhHfh+CWZTIbaulrU1taibHtZRLbHejweJqLFarEybesSsYSp1q6HWVSoHJ43Gv75pjk5OUiRr15scblcJlvcH3qulh53cLl85xqBQOATtVIZxJLguq2vNyazCSPDI+DxeSguLmYcnQEgV5aL7akLe1CwXIWiKAwODmJ4eBhyuRwlJSWMC7Jer2eOLf9on8TExA11LQ8EgiDQ3t4Og8GA4uJiFBQULPuc4eFh7N69GzqdDocPH8bdd9+9DitliTI25BeNFbKrhKIoZkYt1Jw7dw4EQeDGG2+MSVMnk8mEjo4OeDwebNu2LSCjg1hnfgSQwWmA1qyF0bh4rI/H7cH4xDj4PF/4N90yxxI4FCgM9A+gubkZg0OD6L/Sz5jlzEcoFEJVpUJdXR1UlaqI/LwJgoDFYlm4bV3mc0D2v6EPFl7Ci+GhYVhtVqSlpSEzMzOmKnvrhcPpy9r1er3Iz88PStYuj8tbNifb6XL6ZrFNfm7rXB4kEonPbT1MFf7VYjQZMTIyAoFAgOKi4jnt00KBEDfn3Aw+N3reTzjwF7EpKSmoqKiY0zEVymifWIIgCHR0dGB2dhZFRUUoLCxc9jljY2O4++67MTMzg4MHD2L//v0xce/HEnQ25EHBCtlVsp5CtqWlBXa7HTfeeCOz4xkrIlatVqOnpwdcLhcVFRWQy+XhXlLE4h8BNG2YxphmDDP6GeZGE/C1eGVkZCBFnrLhbxhWCkl+EmliMiJJloS8vDx4CS+6u7vR0tyC5pZmWMwLOyDz+XxsL9uOHXU7UFNTEzZDqKUgKRJWq5WputEdJfHx8YwDcjBaST0eDwYHB+FwOpCZmQllWvDztTcCtKsuSZBMNEwwEPAE8BCBdxMtVuGn46CkMmlEx3kZDAaMjo0iThCHouJro8fqMuugSGTHL5aCoigMDAxgZGRkQRG70OODFe0TS5AkiY6ODuj1ehQWFjLGjEsxOTmJu+++G+Pj43jjjTdw7733xsS9H0tI2JAHBitkV8l6CVmKotDW1gaDwYDa2loIhcKYELEURWFkZAQDAwO+ypZKBZFIFO5lRR1OjxPn2s9hVD0KJ5wwuU3wUl7GlTQaqyfhwL+CmKpIRVZ21jWCjiRJXL5yGc3nm9Hc3AyNRrPwi3GArVu3ora2FjvqdqzKlCfUUKBgt9sZB2S66uxf4ReLV95K6h9TlJuTi5QUduZwNVitVgwNDwGY66obLDjggFrFJZyu8JtMJpgtZmaulp7hl0llECYKI6b6rp/VY2xsDPHx8SguLr6mpT5bmo3ytPIwrS46WKmIXYjlon0UCkXM50mTJInOzk7odLqAx6dmZmawe/duDA0N4U9/+hMeeOCBqL/3YwkpG/LgYIXsGqDniEIF3UJ8+fJljI6OAvDZ3yuVSqSlpUWt8CNJEn19fZiamkJSUhIqKipYc4hV4PF40NXVhdnZWWRkZKCkpAQEQWB0ehTDU8OY0E3A7DHDQTogEosglUlXFOuzUXB73BgcHITT6URmRibSlGnL3ohToDA6OormZp+oHR0ZXfSxubm5qNtRh7raOuQX5EfMTb4/C7aS8ni+zRCpbzNkuZtXh8PXBksQBPLy84LSBrsRMZvNGB4eBpfHRXFRcUhu8AVcATzk2jwemDgok2nODH9cXBxTqV3NZkiw0Ol1GB8fXzTuKZ4fj1tyb2FbipeAoij09/djdHQUCoUCFRUVa+70WS7aR6FQQCqVxpRgI0kS3d3d0Gg0yMvLw6ZNm5Z9f2q1Gvv27cPly5fxhz/8AY888khMfSYsIWFDHiCskF0DoRSy/qZOdDyLVquFRqNhqicikQhpaWlQKpVMmHuk4/F40NnZCYPBwIgvtgV25TgcDrS3t8Nms6GwsBCFhYXX/PsTBAGdTocZ9QzG1eO+6B/CBiQAcZK4VcX6xBr+M4hrMdJRa9Robm5GS3ML+i71LXp2TE1LZSq1W7dujchjn2klNZpgsVqY6olEImGMf+aLAovVguHhYQBAQUEBJOLoyH2ONIxGI0ZGR8Dn868xJAomXA53wXzr1UKBgtPpZCr8drsdgG8zRCKRIEmWBIlUsm6dIVqtFhOTExAKPxGxC+Tk1mTUIE2Uti7riUZCIWLns1i0T3x8PNOCLJfLozq9gCRJ9PT0QK1WIycnB1u2bFn2Xk2v12Pv3r24ePEifvWrX+Hzn/98VNzfsYSdDXmQsEJ2Dbjdbqzh81uUpZyJ6dkTjUYDtVrNnPiFQiFTqY3U3UybzYaOjg7Y7XYUFRWhoKAgItcZ6ZjNZrS3t6/IHIskSczOzkKj0fhuGFwO2AgbyHgScZI48EQ8cOI4EVktDBVM+2aQHZ6NJiNaW1vRfL4ZXd1d8Hq8Cz5OIpWgpqYGO+p2oKy8bF2chFeKl/DCYvaZRVnMFsYkSCwSMxV+h9OB0ZFR8Hg81mRsDej1eoyN+9pgi4quneUMNv5RPMHG7XEzlVr/zRCxWMxE+4TqeFer1ZianoIoUYTCosIFxXOmJBOVysqQ/P1YgKIoXLlyBWNjYyETsQv9TZvNxohak8kEILqjfSiKQk9PD2ZmZpCdnY2tW7cue89jMBiwf/9+dHR04Be/+AW+/OUvs/dJLIGyIQ8UVsiugVAIWTofNhBTJzrTTaPRQKPRMIYK8fHxTKU2KSkpIk6CBoMBnZ2dIAgCpaWlSE9PD/eSohKdToeuri5wOByUl5evagaRoigYjUbmuKEr/Lx4HuKT4hEniYNX4IXZbV7W3TRaMRqNGB0NvfhyOBxo72hH8/lmtLW3wWF3LPi4+IR4qFQq1NXWQVWlCvpMZDBYLOMY8N1s5ubmQiaTbajNkGDBVBAXaYMNBTwODwQV+u/3Ys7ZQqEQMllg2diBQIHCzMwMZmZmIBaJUVhYuGAlL54fj505OyHgsSMWC+EvYlNTU1FeXh6WzhG3282IWv9oH5lMxrggi0SiiLi/WQiKotDb24upqSlkZWVh27Zty67VbDbjwIEDaGlpwU9/+lN8/etfj9j3xxKRbMiDhRWyayCYQpaeh6UrscDKnYltNhtTqbVYfO6qcXFxSE1NhVKpRHJyclguSFNTU+jt7QWfz0dlZWVEOrpGAxMTE7h06RLi4uKgUqkgkay9fZPeDFGr1XPcJenjRiQXAQmA2W2G0WWE1W0NSRfCekKLhvi4Typf69Re7fF60NPTg5bmFrS0tMBoNC74OB6fh9LSUp8Dcm0N5MmR5+RNgcLExAR0Oh04HA5zTAgEAiTJksI+Hxkt+IuvpSqIoSLYLcbLwczVftKCTBsm0nO1siRfNvZKjxsKFKanpqHWqCGRSFBYULjota4qvQrpYnYjdSFoT47x8fGwitj5LBbtIxQKGVGblJQUEWsFfJ9jX18fJicnkZGRgdLS0mXv5axWKxoaGnDu3Dm88MILeOKJJ1gRy7JSNuQBwwrZNeDxeBYMl18p80Ush8Nh/rdaHA4HU3Gjb5j5fD5SU1ORlpaGlJSUkM+d+OfOiUQiqFSqmHcmDAX+rpFisRgqlQoJCaGZnaNbuzQaDdPa5X/cJCUnweq1wuQy+TJuXUY4PAtXGSMN/5vdxMREFBYWLjg7tx6QFIn+/n6fA3JLM2amZxZ97KbNm1BX5zOLyszMXMdVLgwFClNTU9BoNBCLxMgvyIfX64XZZIbRZJwzHymT+tpIpVJpxNxkRgoUKExOTkKr1UIikaAgv2DdZwGDYfq0WihQcDqcMJqMMJlMzJiM/3EjkUiW/Uz8P0epVIqC/IJFj7UMSQZUSlXQ30ss4C9i09LSUFZWFpHf2cWiffh8PjNXq1AowhbtQ1EULl26hImJCaSnp2P79u3L3svZbDbcf//9+Otf/4rnnnsOTz31FCtiWVbDhjxoWCG7BoIhZOfPw3I4nKBfPFwuFyNqaet7Ho8HhUKBtLS0kJz0CYLAxYsXoVarIZfLUV5ezrrlrgKSJHHx4kXMzMwgJSUF5eXl63aBdjqdjKiljxsulzvnuBEIBHATbhicBl/GrdMEg8sALxGa2bvVQlIkxsfGMWuYhVQiRX5+fsQYiFCgMD4+zphFDQ0NLfrY7JxsRtQWFhWuexvvnM9xEdFAz0eaTCZYrb4KPpfDhUQqYdxsw7WBECnQ/+Z6vR4ymQz5eflhEQ3+1fRw43K7YDaZYTJfPW44HA4kYgkT7TP/GuL/OSbJkpCXn7doNVfAE+CW3FsQx4ueGcv1IlpE7EIsFu2TnJzMVGvXawPd/3NUKpXYvn37sp+jw+HApz/9aZw+fRrPPPMMnnnmGVbEsqyWDXngsEJ2DaxVyC5l6hQq6LkTjUYDvV7P/N2UlBSkpaUhNTV1zYLT5XKhs7MTJpMJWVlZEevOGul4PB50dHTAaDSG/XP0eDxzjhu6c0AulzPHjX+Lrs1t81VtXUYYnUaYXeZ1bWH0hyAIjIyMwGwxI0Weguyc7IhuedXqtGhpaUHz+Wb09fUteo5JUaSgrrYOtXW1KNlWEnJhTpIkhkeGYTabIU+WIyc3Z9nP0Ut4YTabYTKaYDZfPQbEIjGTVxtqU6NIg6RIjI6Owmg0Ijk5Gbm5uWE9HkNp+rRamOPGZILFYmHmahMTE5nW9fj4eEyMT0A/q0dSUhLy8hYXsQCgSlchQ5yxXm8havCvIEabiJ3PYtE+YrGYEbWhMsP0d3kO9HN0uVx46KGHcPLkSTz99NN49tlnWRHLshY25MHDCtk14PV6mQvsSlmJqVOo8Hg80Ol00Gg00Ol014iTtLS0FTsEWq1WtLe3w+l0YvPmzcjNzWVPzKvAP16nuLgY+fn5EfM50rE+9HFD3ywkJSUxLcjzzZNIioTFbfG1I3/Skmxz20K+Vo/Hg8GhQTgcDiiVSmRkZESVGZHZYkZraytamlvQ0dkBj3vhNlCxRIzq6mrU1dahoqIi6HO/XsKL4aFhWG1WpKWlITMzc8WfI0mSsFgtzHwkfdwIE4SQJQXP9CeS8d8MUCgUyM7ODvv75XF5EW3qRlIkrFYrU+X3eHzfAXrdUokUBQWLtxMDQLo4HVXpVeu15KjBX8QGWkGMFhaL9qH9H4IZ7eM//hOoy7Pb7cZnP/tZvPXWW3jiiSfw4x//OGY+e5awEbsXzyVghewaWK2Q9c+HBcIjYuezmDhJTk5mRO1yc5l6vR5dXV0gSRJlZWVIS2Mz+laDyWRCR0cHPB4PSktLkZERuVWE+bE+tAmHWCxmjpvFMo69pJcRtSanr3rr8i6dzXzu1Dn85B9/cs3Pv//r76O0tnTOz5wuJ4YGh+ByuzDSOYI//eRP1zzvP/73P1C4rXAlbzlsOF1OdHZ2ovl8M1pbW2GzLbwREBcXh4rKCtTV1aG6unrNma4ejweDg4NwOB3IzMxEWlpaUBxmbVYb44DscruYtdPxLKsx/YlkCILA0PAQrFYrlGlKZGRGzqYKl8sNit9DqKHgi2gZGxubk+PO5/MhlUghS5JBKpk7j83n8XFLzi2I52+syv9y+BsSxZqInc9i0T50NxotbFcb7TM4OIihoSGkpKSgsrJy2c/R4/Hg7/7u73D48GF8/etfx8svvxyznz3LuhIZF5R1hhWya2ClQjYUpk6hgCRJ6PV6RpzQO+AymYwRJ/MrbuPj47h8+TLi4uJQWVkZtEzOjYZGo0F3dze4XC4qKiogl0eeY+1iLBbrIxQKmeNGJpMtebw7vU5m3tboNMLkMs2pFnk8Hnz5zi/DYrDMed7t99+Or/zrV5j/ttltGBoaAkmQyMvPw0tPvoSLLRfnPCdvSx5e+PMLwXjr646X8KK3t5eZq52dnV3wcVwuFyWlJcxc7UrjmlwuFwYHB+Fyu5Cbk7uquKflWMz0h8/nMzO188VJtOHxejA0NAS73Y7MjEwolcpwL2kO4TR9Wgn+Fe3U1FSkKlJhNvtMxmw2GzOPLZZ8klcrlaEmuwZZkuWztjcS/iI2PT0dpaWlUf39Wilutxs6nY5pQV5LtM/Q0BAGBwchl8tRWVm5bIXX6/Xii1/8Iv785z/jy1/+Mn7+859vqM+eJaRElphYJ1ghuwYIgmAql8uxHqZOoYBuz1Gr1dBoNEzFTSKRMLORU1NTGBsbg0QiQWVlZcgcdWOd8fFxXLp0CQkJCVCpVBCLIy9LNFCWivWhRW0gcVAURcHqsTItySaXCT/995/i7dfenvM4sUyMV95/BQKBACazCSPDI+BwOSgsLITb5sZX7v4KKHLuKetz3/0c9j6yN7hvPAyQFImhoSGfA3JzMyYnJxd9bGFRIXbs2IG62jpkZ2cv+boOhwODg4MgCAJ5+XlIkiUFeeULQ5v+GE1G5rjhcriQSqWQyqSQyWTrGlGzVtweNwYHB+F0OpGdnY1URWq4lxSVkCSJoeEhWCyWBSva/vPYFosFBEkgiZ+E2sxaZuRBJBKF8R1EBv75phtRxM7HP9pHp9Mxlf5Aon1GRkbQ39+P5ORkqFSqZUUsQRD46le/itdeew2f+9zn8Ktf/SpiTAdXwttvv42XX34Zvb290Ov1yMjIQHV1NZ544glcf/314V7eRoYVsiuEFbIBCtlwmDqFAoqiYDKZGFFLV9wAnwlHSUkJkpKSovK9hRN/kwiJRAKVSrVu2abrxXKxPiuJg+rs6sQN199wzc//6eV/QkFZAcYnxiEQCFBYWAhhghBv/c9b+MMLf5jzWL6Aj1feewWSpLVn8UYaE5MTaGluQXNzMwYGBhZ9XGZWJmpra7GjbgeKiovmtPFarVYMDQ8BFFBQWLDm9uTV4vF6rpr+mC0gKV8ni1gsZnJH4wSR60LrcrswODAIt8eN3NzciMwEpolE0ycagiAwNDQEq82K9PR0pKenL9mWTZIknHYninhFMM+amQ3YxMREZgN2ue6QWMRfxAaab7qR8I/20el0sFh8nT/+0T4pKSkQCAQYHR3FlStXkJSUhKqqqmWvXyRJ4hvf+AZ+//vf45FHHsEf/vCHqBSx//RP/4Tnn38eKSkpaGhogEKhwMDAAI4ePQqv14tXX30Vjz76aLiXuVHZkF9mVsiugUCEbCSYOoUCh8OBtrY22O128Pn8q8YtK2gjZfEdQz09PdBoNFAoFCgrKwtb/t16EWisz1LcdNNNaG9vn/OzXXftwv2fvx9kPIn0vHTgk3uEpx5+CoMXB+c89vq7rscTP34iqO8rEtHP6n0OyM3NuHjxIkhi4TnIZHkyamtrUVdbh6zsLExOTILH46GwsPCaMYJwQZIkzBYzYxZFj3UIhUIkyZIgS5IhISFyzKIcTl9F2+v1Ij8/f90q2qslUudkvYQXQ4NDsNltyMzMhDItsLbssrQy5Ehz5ogTjUbDzJbHxcUx55xgmf5EMqyIXTkOh4NpQZ6dnWW66YRCIex2OyQSCWpqapa9ZpMkiSeffBKvvPIKHnjgAfzpT3+Kyuv8zMwMsrKykJqaiq6urjk+KGfOnMGuXbtQUFCwZIQcS0jZkF9oVsiuAZIkmfnRxX4faaZOwcBsNqOjowNutxtbt25FVlYWbDYbU6ml2wHj4+MZUbtYa85Gxu12o6OjAyaTCdnZ2diyZcuG+4zoWaVAY31o/vu//xtPPDFXiMbHx+PIkSO47rrrIBAIYHPb0HWpC3dcf8c1z//nn/8zVDeqQva+IhGr1YrWNp8DcntHO9wu94KPi0+Ix5bNW3DrrbeiprYGwoT1yWBcCSRFwmazMaKWrrjFx8UzsT4ikShsotZut2NwaBAkQaKgsABSSXR4BkSag7HH+4nRmMOB7KxspKYG1patSFSgLrNuwd/Z7XbG/8FoNAK4avpDb6St1vQnUqEoChcvXsT09DQrYleJ1+uFXq/3RbmZzczPl4v2IUkSTz/9NH72s5+hoaEB//u//xu1HVfnz5/HddddhwMHDuDIkSPX/F4qlYKiKKaSzbLubMgvNStk18BiQjZaTJ1Wg78ZUXl5+YLmL/SNglqtZk74AoGAEbVyuXzDCbb52O12tLW1weFwYNOmTcjLy4uJ42Mt0DcKC8X60McOHWxvMBhQXFw8p70dAH7961/joYceYv77Rz/6Ef793/99zmPSM9Jx8K8HYfaY50QA6dV6dJ7tRH93P/p7+jE+MD6ngvm1//s13FZ/W9DfdzhwuV3o6upiHJAXu/EQxAlQXl6Ouro61FTXRKSJGwUKDruDcUB2OH1mUQK+gJmplYgl63bOsVqtvooEBygsLIRYFD2z7gKeAB4iMkyf/N2yc3JyoEhRBPQ8HpeHnTk7IRQsvwGz0EYasHSUWLThL2IzMzNRUlKy4a81q2VychK9vb0Qi8UoLi6GwWCARqNhDOpefPFFpKSk4J577sH+/fuRmJiIZ555Bj/5yU+wd+9eNDY2RrWHyOzsLDIyMiCXy9Hd3Q2F4up38i9/+QtuueUWNDQ04NChQ2Fc5YZmQ36xWSG7BhYSstFq6rQcFEVhbGwMV65cWZEZkdPpZEQtvfu92tnIWMFoNKKjowMEQaC0tBTp6enhXlLEEUisz9e+9jU0NTXNed7u3bvR2NjI/Hd1dTUuXbo05zHf/e538cwzzwCYGwH0n//xn/j9//v9omuKJSHrj5fw4uOPPsb58+fR39/PfE/nw+FysG3bNtTV1qGuri7g6th643K5GFFrtfm6Q3hcHiRSCWQyGaRSacjMosxmM4aHh8Hj8VBUVMRsvEQTHHBAhfny7va4MTAwAJfLhdzcXKTIA3fLLk0tRZ4sb8V/kzb9oTfS6HOOSCRirlcLVdwiGYqi0NPTg5mZGVbErpGpqSlcvHgRYrEvs5uu2lMUBbvdjunpaTz22GPo6uoCRVGIi4tDaWkpOjs7cdNNN+HEiRNReT6Yz0svvYQnnngCCoUCDQ0NSElJweDgII4ePYqdO3fij3/8Ixu9GD425JebFbJrYL6QjRVTp/mQJIlLly5hcnISMpkMlZWVq2q9crlczJwSPW9Cz0YqlUooFIqonBtZCWq1Gj09PeDxeKisrERSUlK4lxTxLBbr09nZyQhSGoFAgMHBQaSkpKCzsxM33DDXFIrD4aCrqwuFhddmxz777LN47rnnFl1HLApZkiIxMT4B/aweUqkU+Xn5GBkd8c3Vnm/G+Pj4os/NL8jHjrodqK2tRW5ebsTMpvrj8XquOiBbrIxZlEQsYaq1wTKLMhqNGBkdgUAgQFFRERLio7PyEu4oHn+DrLzcPCQnJwf8XLlQjuuyrlvzGmhjQ/p6ZbfbAfjmauk20kifqyVJEhcvXmRFbBCYnp5GT08PRCIRampqlrz/mZqaQmNjI9588010d3fD7XaDw+Fgx44dOHDgAA4cOBD1/xaHDx/G5z//eRgMBuZnxcXF+Ld/+zc8/PDDYVzZhid6D6o1wArZNUBRFLNrS5s60W3FsSJiPR4Purq6MDs7C6VSidLS0qBcvD0eD7RaLdRqNWZnZ0GSJLhcLuRyOZRKJVJTU5c1/Ikm/CvaQqEQKpWKjYJYBRRFQa1Wo7e315cp++UvQ6vVznnMSy+9hC9+8Yv43ve+h5deemnO726++WacOHFiwdf+3e9+h7Nnz6Kmpga1tbX4f//v/+HPf/4z8/vnXnoOu+p3weQyweK2YA3nzoiAJEmMjI7AZDJBnixHTm7OHOdiAJiemUbz+Wa0tLTg8pXLi571lelKJqt285bN17xOJEAQBCwWi69aazYzZlGiRJEvczRJtmrxqdfrMTY+hvj4eBQVFSE+Ljpn4ABf1BFJhcf0yeVyYWBwAB6PZ8UGWVwuFzdn3wxRXPDPqwu5rvN4PKSkpDDCNpKuVyRJoqenB2q1GllZWdi2bVtM3I+EA7Vaje7ubiQmJqK6unrZ+VaKovDyyy/je9/7Hm688UY88cQTOHXqFI4ePYqpqSkAvpEDWtTedNNNEXXsLMfzzz+Pf/7nf8Y3v/lNfP3rX0d6ejouXbqEp59+Gu+++y6+853v4Pnnnw/3MjcqG/JLzgrZNUALWf8qbCyJWIfDgfb2dthsNhQUFKCoqCgk78vr9TJzSjqdDgRBgMPhIDk5mRG10WqOAPiOk8uXL2N8fHxNFW0W34xOZ2cnKIpCRUUFXnrpJfzkJz+Z85jS0lL85je/wX333cfcONC88soreOSRRwL6W1/60pfw2muvMf/9y1/+Ep/97GcBAARJwOQyweQyMa3JDo9jje9u/fASXgwPDcNqsyI1NRVZWVnLVlQNBgMutF5A8/lmdPd0g/AubAokk8lQW1eL2tpalG0vi8ibNJIiYbVaYTKZYDKZmM6a+Ph4xgE5MTExoCqzRqvB5OQkhAlCFBUVReT7XSnhiOJxupwY6B8AQRDIL8iHTCpb0fO3KbahIKkgRKu7isvlYq5X9CYsh8OZM1cbzhZSVsQGD41Gg66uLgiFQtTU1AQkYn/xi1/gO9/5Dq677jqcPHmS8RWgKAptbW04duwYjh49yrju33fffXPGYSKZDz74ALfddhvuvffea8Z67HY7Nm/ejOnpafT39y/Y9cQScjbkF50VsmuAJEm4XK6YNHWi5zi9Xi9KSkqQmZm5Ln+XIAjG8Eer1c4x/FEqlUhLS4sqswSCINDd3Q2tVou0tDRs3749otvRIpmZmRn09PRAIBCgqqoKEokEIyMj2L59+5zqKIfDwRNPPIEXX3xxzvMlEgmGhoYCNm9ZSsguhJtwM6LW5DTB6DJGjHGOP/4mOpkZmUhTpq24Ldhmt6G9vR3Nzc1ob2u/xnSLRigUQlWlQl1dHVSVqog0zqHgm3GjHZDp9yLgCxgHZLFYfE2VmQKFmZkZzMzMQJQoQmFRYchmb9eb9XYvdjh8UUUEQazK5Tk5IRnXZV237tde+nql1Wqh1WqZDZHlnGxDhb+Izc7OxtatW2PifiQcaLVadHZ2IiEhATU1Ncved1AUhd/85jf41re+herqapw6dWrJtvixsTG89dZbyMvLw759+4K9/JDwj//4j3jxxRfx05/+FN/4xjeu+f19992HQ4cO4eDBg7j//vvDsMINz4b8ssfGVTdM/PCHP8TU1BQOHDjARH7EAjMzM7h48SJ4PB6qq6tXNKO0Vng8HmPm42/4o9FocPnyZVy+fBlSqRRpaWlQKpUReWNM43K50NHRAbPZjNzcXGzevJm9qVgldPh8YmIiqqqqmIpHfn4+br75ZvzlL39hHkvfUMzn+uuvx6VLl5aM9VkLcbw4pInSkCa6anRhc9t8VVuXEUanEWaXOWxtm4DvmBwcHITL7UJuTu6CruOBIEoU4aYbb8JNN94Et8eN7u5utDS3oLmlGRbzVQdkh8OBsx+fxdmPz4LP52N72XbsqNuBmpqaiJkP54ADUaIIokQRMjMz4XQ5fZVaowk6nQ46nQ48Hg9SqRQyqc8sisvjYnJyElqtFhKJBAX5BTG1QUWQvq6Y9Wifp6OKKJJCUVFRQCaC/nA5XJSllYXl3Op/vaJn+ekW5OHhYQwPDyM+Pp6p1CYnJ4fM/JEkSXR3d0Oj0bAido3odDp0dnYiPj4e1dXVAYnYV199Fd/61rdQUVGBEydOLHvflJubi6997WvBXHbIcblcAHDNOA8N/XO244xlPWErsmvgwIEDOHbsGAAgPT0d99xzD+rr66Nu5oGGoigMDw9jcHAQiYmJUKkip4JCkuQcwx/6hEq72CqVSl9uZIRcuG02X8XK4XBgy5YtyM3NDfeSohKKotDf34/R0dFF27Jff/11fOELX1j2tX79618jPT19yVgff1ZakQ0EkiJhcVt8ldtPqrf+EUChxL/qlZeft6L5w0AhSRKXr1xG8/lmNDc3Q6PRLPxADrB161bU1tZiR90OKJXKoK8lGHg8HpjMPlFrsVoYJ3o+nw+PxwOpRIqCgoKYcKafz3q0F1ttn0QVASgqKoIoceXzrVtStqAouSjYS1sTFEUxc7VarZaZq+Xz+cxcrUKhCNp9gr+IzcnJwZYtWyLmWhht6PV6dHR0QCAQoKamZtl7IIqi8Prrr+NLX/oSSkpKcPr06Zh17f3zn/+Mz3zmM1AqlWhtbUVWVhbzu3feeQf79u1DfHw8JiYmVr1JyrImNuSXnhWya4CiKAwMDKCxsRGHDh1Cc3MzAEChUGDfvn1oaGjArbfeGhW7UyRJore3F9PT00hOTkZFRUXEinHaUZIWtXSGW2JiIiNMwhmTYDAY0NHRAZIkUVZWFrMXtVDj77qpUChQXl6+YNXL4XCgqKiIuVlciK1bt6K1tXXRWB+JRILU1NQ5GyKhELIL4R8BRLcku7yuoP4Nq9WKoeEhgAIKCgsgEUuC+voLQYHC6Ogompt9onZ0ZHTRx+bm5qJuh88sKr8gPyIdkL2EFyaTCdPT03Pc6kWJIsiSZEiSJUX1LP98Ql2RpfN2OVwOigqLVrVpKkuQ4YasGyJetC3k2E/7QNAtyKudq2VFbPCYnZ1Fe3s7+Hw+amtrAxKxjY2N+NznPofNmzfj9OnTyMjIWKfVrj8kSeLuu+/Ge++9B4lEgnvvvRfp6eno6+vDW2+9BYqi8NJLL+Fb3/pWuJe6UdmQX3xWyAYJivLdtDU1NaGpqQlnz54FRVFISkrCvn37UF9fj9tvvx3x8fERd5Fxu93o7OyE0WhEZmYmtm3bFjUVBoqiYLVaoVarodFoYLP5qlsJCQlMpVYmk63bZ07PcfL5fKhUKshkKzMsYfHh9XrR2dmJ2dlZZGVlYevWrUsek9/4xjfw29/+dtHfP/vss3j88cfn/GyxWB+hUAilUolnn30Wb775JvP4UAnZhXB6nTA4DYyZlMllWvXMotFkxOjIKHg8HgoLC8PWZaHWqNHc3IyW5hb0Xepb9AqSmpbKVGqX+3dfT0iSxPDwMMwWM1JSUiCTyWAymWA2meHx+oRtQkICZDKfqBUmCiNSkK+EUFVlzRYzhoc+ydstLoIwYeUijsvh4sacGyGJC/2mTDDxer1z5mrpDhF6My0tLQ1isTigaxZJkujq6oJWq2XHV9aIwWBAe3s7eDweampqlk0VoCgKR48exWc/+1kUFBTgzJkzyM7OXqfVhg+Px4P/+q//wv/+7/+it7cXdrsdcrkcdXV1+OY3v4m77ror3EvcyGzILz8rZEMARVGYmppCU1MTGhsb8de//hUkSUIqlWL37t1oaGjAnXfeCaFQGPaLjn8LbHFxMfLz88O+prVgtVoZYWKx+Gb14uLimEptqGaUKIrCyMgIBgYGIq4tO9pwuVxob2+HxWJBYWEhCgsLlz0mW1pacOutty74Oz6fjytXrizZvkpRFCwWC3Ps2Gw2vPzyyzhz5gzzmF/84hd47LHHVvWe1gpFUbB6rExLcqARQPpZPcbHxyMu29RoMqK1tRXN55vR1d0Fr2dhsSSRSlBTU4MddTtQVl4WtMzXlUIQBIaGhmC1WaFMUyIjM4MRqRR8baR0Xi099iAQCJAkS4JUJl3QLCoaCEUUj8lswsjwCHh8HoqLi1d9TG6Sb8Im+aagrm29oUdm6GotvZmWkJDAVGoXu2axIjZ4GI1GtLW1gcvloqamZtk5bYqicPz4cTzyyCPIzs7GmTNnkJeXt06rZWFZlA15AmCFbIihcy8PHz6MxsZGfPDBB/B6vRCJRLjrrrvQ0NCAu+++O+Ad2GBCR5mQJInt27dH7JzaarHb7YwwodtOBQIBs+udkpISFFFLkiQuXbqEyclJJCUloaKiIiraySMRm82GtrY2OJ1ObNu2bUU73DU1Nejr67vm5/v378cbb7yx4nV88YtfxJEjR5ifPf7443jooYeYYyfc5j7LRQCpNWpMTU1BmCBEYVFh2ETgcjgcDrR3tKP5fDPa2tvgsC8cYxSfEA+VSoW62jqoqlQQi1ZmCrRaPF4PhoaGYLfbkZmRufSGCCg4nU5G1NrtdgA+UyCZ1OeALJVKI6bKHAhcLhckGRwxazQZMTIyAoFAgOKi4lW3YkviJbgp+6aYEm50dxEtaumNWD6fD4VCwczV8vl8kCSJzs5O6HQ6VsSuEZPJhLa2NnA4HFRXV0MiWbrCT1EUTp06hQcffBBpaWn44IMP2KgZlkhhQ54EWCG7jlAUBb1ejyNHjqCxsRHvv/8+3G43EhIScMcdd6ChoQF79uxZl1bYyclJ9PX1QSAQoLKyMuZbYJ1OJyNqDQYDgKs3CGlpaVAoFKsSJl6vF93d3dDpdFAqlSgtLQ27wIlW6MgngiBQXl6O1NTUsK5n/ozs008/jeuuu47JivY/diJlntxNuGFwGNB5uRP94/2AEMjJz4maWBiP14Oenh60NLegpaUFRqNxwcfx+DyUlpb6HJBrayBPlodkPW6PG4ODg3A6ncjOzkaqYmXHpNvjZrJqrVar79jhcCGWiJlqrYAfGcfOYgi4AnjItcdIzRpmMTY2hjhBHIqKixAftzoRy+FwcEP2DZDFx/41i24/nj9X63K5YLPZkJeXh02bNrEidpWYzWa0trYCAKqrq5nM16U4c+YMPvWpT0Eul+PMmTPYvHlzqJfJwhIoG/JEwArZMEHP5x07dgxNTU04efIknE4n4uLicNttt6GhoQF79+5FSkpKUC9StEHVyMgIxGIxKisrwxreHg7cbjcjaukbhNUIE/8W2Pz8fBQXF7M3FKtEq9Wiq6sLPB4PlZWVERHNspDZ02c+8xnodDpoNBro9XomP1oul4cs1mclkCSJvr4+TE1NMQZZTsIZURFAgUJSJPr7+30OyC3NmJmeWfSxmzZvQl2dzywqWJnXdFSR2+NGbm7umsWyl/DCbDbDZDTBbL76byAWiZm82tWKu1ASDNMn/aweY2NjSEhIQFFR0Zq6A4qSi7AlZcua1hNteDweJl9do9Ew/x5SqZRpQQ5HV1c0Y7FY0NraCoqiUFVVFdBm/l//+lfcd999kEgkOHPmDLZt27YOK2VhCZgNeQJghWwEQFEUzGYzjh8/jqamJrzzzjuw2Wzg8/nYuXMnGhoasH//fqSlpa3pQkUQBHp6eqDRaJCSkoLy8nLw+dFRqQkVHo8HOp0OarV6jjBJSUlhhMlCbcJWqxXt7e1wOp3YunUrcnJywrD62GBiYgJ9fX1ISEhAVVXVsiYboeLgwYP4zne+w/y32WxmZtYA302jf55gf38/c3Op0+kCjvUJFQRBoLu7G1qtFhkZGSgpKVl4ti6MEUCrhQKF8fFxxiyKjmxZiOycbEbUFhYVrspwyeH0RRV5vV7k5+cHPaqIJElYrBaYjCaYzCbm2BEmCBkH5ARhQsSYRa3F9Emr02JiYgLCBCGKiovWVIEWx4lxU85NUTlvvFYIgkBnZyf0ej2USiUEAgF0Ot0ckzpa1CYlJUVV+/p6Y7VaceHCBZAkiaqqqoA2Ts+dO4eGhgYkJCTg9OnTKCsrC/1CWVhWRmRcMNYZVshGGBRFwW6348SJE2hsbMTbb78Ns9kMLpeLG2+8EQ0NDThw4AAyMjJWJGpdLhc6OjpgNpuRk5ODzZs3sxe6edBukmq1GjqdDgRBMK1ctDCJj4+fM1scCS2w0QpFURgaGsLQ0BAkEglUKlVYq5n/8z//g6985SsBP552yAYwJ9ZHo9Ew8SwSiYQ5dkKZc+zxeNDR0QGj0biqmbn1iAAKJlqdFi3NLWhubkZfX9+iM5wpihTU1dahtq4WJdtKAmr7t9ltGBoaAkVSyC/Ih1SyfLvhWqBAwWa1wWgywmwyw+X2fe5xcXGQyXyVWpFIFFbxtto5WY1Wg8nJSQiFQhQVrU3EcjgcXJ91PZISklb9GtGKv4j17/6hTeroFmR6rlYgEDBztSkpKRt+w9ofm82GCxcugCAIqFQqJCcnL/ucCxcu4J577gGfz8d7770HlUq1DitlYVkxrJBdIayQDTEU5TMOOXXqFBobG3Hs2DEYDAZwOBxcd911qK+vR319PXJycpa8ab18+TLUajVcLhe2bNmC3NzcdXwX0QlBEJidnYVarZ4TkZCYmAi73Q6BQICqqqqAZmpYrsXfIEsul6OioiLsN1trEbL+LBbrE6qcY5fLhba2Nlit1qA6jwczAiiUmC1mtF5oRUtLCzo6O+BxLzzPKZaIUV1djbraOlRUVCy4aUJnm4IDFBYWrpuhFA0FCk6HE0aTESaTicnI5vP5kEllkMqkkErCYxbF4/JW9O+vVqsxNT0FUaIIhUWFa57TLkgqwDbFxmvl9BexBQUFKCoqWvT77XA4GFFrMBiYsRm5XM5Ua2Mp63il2O12XLhwAR6PByqVCnL58uMCHR0d2LdvHwDg3XffRW1tbaiXycKyWlghu0JYIbvOuFwunD59Go2NjThy5Ah0Oh0An1trQ0MD6uvrUVBQMOci9+abb+KrX/0qHn74YfzLv/wLWz1cBXS1bXBwEGazmfm5RCKBUqlkqm0sgUEQBLq6uqDT6ZCeno7S0tKY7Q5YKNYHAOLj45nW9bVEQtntdrS1tcHhcKzY5XmlrDYCaD1xupzo7OxE8/lmtLa2LrrZEBcXh0pVJWpra31OpWLJ1VgYHg9FRUUR4R3gcrsYB2Sr1QrAF4kjlUohlUkhk8nWzcgrUNMnChRmZmYwMzMDsUiMwsLCNRvgJQoSsTN354ZrKSYIAh0dHZidnV1WxM6HHpvRarVMhxEAyGQyRtSGsksk0vAXsZWVlUhJSVn2OT09Pdi7dy88Hg9OnDiB66+/fh1WysKyajbGl3kerJCNUjweDz788EMcPHgQR44cwcyMzwiloqICBw4cwL333oumpiY899xzkMvleOONN3DdddeFedXRib+BTlJSEvLz85k2UrraJhKJGFHLmm4sjtvtRkdHB0wm04Z03LTZbIyopTdF6DbAlcb6WCwWtLW1wev1oqysDGlpaaFc+oLMiQD6xEzKPwIonHgJL3p7e5m52tnZ2QUfx+VysXnLZuTl5qGktARVVVURk7frj8fr8ZlFmUywmC0gKd88v1gs9kX7JMlCHrHEAQfUEpd+Cr4MdY1GA4lEgsKCwjVvUnE4HOzI3AG5MDTO1JHKWkTsfOjNWLpaS2cdJyYmzpmrjdVzscPhwIULF+ByuVBZWQmFQrHsc/r6+rBnzx7Y7XYcP34cO3fuXIeVsrCsidj8Ai8DK2RjAK/Xi48//hiNjY04dOiQz1hDKITD4UBBQQF++tOf4tZbb43Zqlco8Xq96OzsxOzs7DXVQ9qkS6PRQK1WM22AQqGQEbXBbCGNdhwOB9ra2mC327F58+YNHyDvHwllNBpBURR4PB5jNLaUe7bBYEBHRwcoikJlZWVALXLrhZtwXzNv6yHWHt+yFkiKxNDQkM8BubkZk5OTiz62sKgQO3bsQF1tXUgr3GuBJEmYLZ84IFvMV82ihEIkyZIgS5IhISH4ZlFLVWUpUJicmIRWp4VUKkVBfkFQrjl5sjyUppau+XWiCX8RW1hYiKKioqC9Nn3dokUtXemnM9bpudpYiZFzOp24cOECnE4nKioqAupK6+/vx+7du2EymfDWW29h165d67BSFpY1syFvNlkhG2OYTCbs3bsXZ8+eRWpqKkwmE9xuNzZt2oT6+nrce++9KC8vZ0VtADidTrS3t8NqtS67I06H2dOidn4LqVKpjOkd7+Uwm81ob2+Hx+PB9u3bkZ6eHu4lRRRut5txz56dnV0y1sc/qiha5rRtbltERQBNTE6gpbkFH5/9GKMjo4s+LjMrE7W1tdhRtwNFxUUR2dpKUiRsNhvjgOx2uwEA8XHxTKyPSCQKiqjlcrgL/rvRrtJ6vR5JsiTk5ecF5bMSCoTYmbMTPG5siKpAIAgC7e3tMBgMQRexC2G32+fM1QK+LoWUlBRG2C7k3B8NOJ1OtLa2wuFwoLy8PKCulaGhIezZswc6nQ6HDx/G3XffvQ4rZWEJChvyBpMVsjHE+Pg49u/fj66uLnz3u9/Fs88+i46ODhw8eBCHDh3ClStXAAD5+fmor69HQ0MDampqWFG7ABaLBe3t7XC73di2bRuysrJW9Hy6hVStVjNOknFxcUhNTYVSqVzTXGS0odfr0dnZCQ6Hg4qKioiqHkYitHu2RqOBVqtlZtuSkpIQHx8PtVod9qiitRLuCCD/OU6v1wutVosLFy7g4sWLIImFBXayPBm1tbWoq61DSWnJmhx4QwUFCg67g3FAdjh9XSICvoCZqZWIJWs698yP4iEpEuNj45g1zCI5ORm5ublBE/x1mXVQJC7fBhor+IvYoqIiFBYWruvfpzfUtFot9Hr9nHOP/1xtNOByudDa2gq73Y6ysjIolcplnzM6Oordu3djZmYGBw8exP79+zfs5jNLVLIhD1ZWyMYItD28TqfDL37xC3zhC1+Y83uSJNHd3c2I2osXLwIAcnJycODAAdTX1+O6666LmXaitUALLwAoLy8PaJ5mKRwOx5wWUsDnQkqLWrlcHrOf+/T0NC5evIi4uDioVCpIJJJwLymq8I/1mZmZYW4sRSIR0tPTQx7rs56sVwQQBQqTk5PQarWQSCQoyC9gvn9WqxWtba1oaW5Be0c73C73gq+RKEpEVVUVdtTtQEVlBYQJ4TeGWgiXy8WIWqvN10LK4/IgkUogk8kglUpXbBbl715MUiRGR0dhNBqRIk9BTm5O0NqZc6Q5KEvbOFmd4RaxC63Hf66WrvSLRCJG1Mpksog897jdbly4cAE2mw3bt29HRkbGss+ZmJjA7t27MT4+jjfeeAP33ntvRL43FpYl2JAHLCtkY4CmpiY8+uijiIuLQ2NjI26//fYlH09RFHp7e5mZ2o6ODgBARkYG7rnnHtTX1+Omm24KexxKOJicnERfX1/IhJfL5WJELR2PwOPxoFAooFQqYybzj6IojI6Oor+/HyKRCCqVKiJcYKMRiqLQ39+P0dFRiMViJCUlQafThTzWJxIIdgQQBQrjY+PQz+ohk8mQn5e/aHXS5Xahq6uLcUCmOyvmI4gToLy8HHV1daipronYVm+P13PVAdliZcyiJGIJU60N1CyKw+GAIAmMjIzAZDJBoVAgOzs7aCI2gZ+Anbk7wedG/7kwELxeL9rb22E0GlFcXIyCgoJwL2kOFEXBZDIxopYenaG7jFJTUyNmQ9btdqO1tRVWqxWlpaXIzMxc9jnT09PYs2cPhoaG8Kc//QkPPPBATJ1HWTYMG/KgZYVsDPDtb38bR48exVtvvYVt21aWs0ffJNOitqWlBQCQmpqKffv2oaGhAbfcckvUzsgECkVRGBwcxPDwMMRiMVQqFRISQutc6na7odVqodFooNfrmcw/2uwnNTV1UbOfSIaiKFy5cgVjY2OQyWRQqVRR+T4iAX/HbIVCgfLycvB4vJDH+kQqa4kA8q8eypPlyMnNCbgFliAI9F3qQ/P5ZrS0tDDRZ/PhcDnYtm0b6mrrUFdXF7FxZwRBwGKx+Kq1ZjNT6U9MTLxqFrWEczMXXPQP9sNsMSM1NRVZWVlBNZaqzaxFamJkfnbBJtJF7ELYbDZG1NJdRrRRXWpqKhQKRVjuGTweD7PpVFJSEtBIkFqtxr59+3D58mW8+uqrePjhh1kRyxKtbMgDlxWyMQBBEDCZTGuePaQoCiMjI2hqakJTUxPOnTsHiqKQnJyMffv2ob6+Hrt27UJ8fHxMnehJkkRvby+mp6chl8tRXl6+7sKLzvzTaDTQ6XTXmP2kpaVFxWYCSZLo6emBWq1GamoqysrKImKXPhohCALd3d3QarXIyMhASUnJosI0mLE+0UYgEUAkSWJ4eBhmi3nN1UMKFIaGhtDS0oLm880YHx9f9LH5BfnYUbcDtbW1yM3LDbqLcDAgKRJWqxUmkwkmkwkej8+VOD4+nhG1iYmJzNrpz9JitiAtPQ0ZGRlBfV9ZkixUKCuC9nqRjL+I3bRpE/Lz88O9pBVDb8jSc7X0tct/rjYxMTHk6/B4PGhra4PZbA44U1uv12Pv3r24ePEifv3rX+Nzn/tcTN3bsGw4NuTBywpZlgWhKN8cWVNTExobG/HRRx+BJElIpVLs2bMHDQ0NuOOOOyAUCqP6xO/xeNDZ2QmDwYDMzExs27Yt7FUsgiAYUetv9pOcnMyI2lBXi1eD/2eZnZ2NrVu3RvWxEU48Hg86OjpgNBqRm5uLzZs3B/xZriXWJ1bwjwCatc2itbcVRosRyjQlMjKDK7ymZ6aZSu3lK5cXvTIq05Woq6tDXW0dNm/ZHJEOyBQo2O12xgGZbl8X8AWQJfmMojQaDWx2G7IzspGqDG7VNJ4fj505OyHgxfbxCfhEbFtbG0wmU9SK2PkQBAG9Xs8IW3pTRCwWM6I2FOMP/p/l1q1bkZOTs+xzDAYD9u/fj46ODvziF7/Al7/8ZfZ6xRLtbMgDmBWyLMtCURTUajUOHTqEpqYmfPDBB/B6vRCJRLj77rtRX1+P3bt3R53pjMPhQHt7O2w2G4qKilBQUBBx6ydJco6DLX1jIJPJGFG7Hrvdy+EfVRSpn2W04HK50NbWBqvViuLiYuTn56/6s/RvX18u1icWcbvdaGtrg8ViQWZ+JpLTk0MaAWQwGHCh9QKazzeju6cbhHfheV6ZTIbaulrU1taibHtZxG4sOF1OX6XWaILNftVVWpggRGZGJkRiUVAr/dUZ1VCKlneXjXZiUcTOh6IoGI1GRtTa7XYAvkq//1ztWjeOCYJAW1sbjEZjwPnkJpMJBw4cwIULF/DTn/4UX//619nrFUsssCEPYlbIsqwIiqKg0+lw5MgRNDU14f3334fb7YZQKMQdd9yB+vp67NmzJ2LdDGn8c01LSkoCMoQINyRJwmAwMNU22kVSIpEwolYsFq/7uqxWK9rb2+FyuVYVVcRyFbvdjra2NjgcjoDb4wKFjvVRq9XQ6XRzojXo4yeWDLmcTifa2tpgs9kWrNKEOgLIZrehvb0dzc3NaG9rZ6qb8xEKhVBVqVBXVwdVpSoiNqbm4/F6MDAwAKfTiYSEBLhcLl+ln8ODSCKCTCaDTCpbkyDPkGRApVQFcdWRicfjQXt7O0wmU8DCK9qhKGrOXK3JZAIAxuiQnqtd6fHj7/Qc6IaAxWLBvffei3PnzuGFF17AE088EdH3KiwsK2BDHsiskGVZNRRFwWAw4NixY2hqasK7774Lp9OJuLg47Nq1C/X19di3bx/kcnlEXSi0Wi26urrA5XKjNteUdpFUq9XQaDTMTbJIJGJEiUQiCfnnbjAY0NHRAZIkUV5eHrHmNtGAxWJBW1sbPB5PwLmHq4Wu9NPVWrrS778pEm0dFv7QGwJOpxOlpaUBxW8AoYsAcnvc6O7uRktzC5pbmmExL+yAzOfzsb1sO3bU7UBNTQ2SkpLW/LfXisfjwcCgT8Tm5ORAkaKAl/DCYrbAarbCYDIwTtKiRBFkSTIkyZJWVOmP48XhltxbYr6l2H+Oc6OI2IVwuVyMqPXvFElOTmaqtcttqhEEgY6ODszOzgYcV2Sz2XDffffho48+wnPPPYennnoqas9xLCwLsCEPZlbIsgQFiqJgNpvx9ttvo6mpCSdOnIDNZgOfz8ctt9yChoYG7N+/H6mpqWG9cIyPj+PSpUtISEiASqUKSwUz2NAOtrSopVu4hEIhI0pCUSHXaDTo7u4Gj8eDSqWCTCYL6utvJOgNAYqiUFlZua6bK3QLIF3pj/ZYH6vVitbWVni9XpSVlSEtLW1NrxfsCCCSJHH5ymU0n29Gc3MzNBrNwg/kAFu3bkVtbS121O0I6cbGYrg9bgwMDMDlciEvLw/y5LnHJYfDAUmSVx2QTWZ4vL5NkYSEBMhkPlErTBQuOZesSlchQxzYZkO04i9it2zZgtzc3HAvKSKgO0W0Wi10Ot2cuVp6/GH+pixJkujo6IBer0dhYSGKioqW/TsOhwMPPPAAzpw5g+9///v413/916g5py3GX//6V7z00ks4e/YsZmdnIZfLUVZWhscffxx79+4N9/JY1p/oPqBXCStkWYIORfkMQ9555x00Njbi7bffhsViAY/Hw4033oiGhgYcOHAA6enp63YhoSgKAwMDGBkZgUQiQWVlZUQaJq0VuoWLFrVWqxXA1ViWtLQ0JCUlrXkuid4QEAqFqKqqish2yGiB7hDg8XioqqoKaw7pcrE+wTp+QoXJZEJ7eztIkkRFRQVSUlKC/jfWEgF0zWvBl7fc3OwTtaMjo4s+Njc3F3U7fGZR+QX5IXdAdrldGBwYhNvjRn5e/qLVYT6XDy/pBeB7Pzabjcmrdbl81WyBQIAkWRKkMinEYvEco6t0cTqq0qtC+l7CDStiA4MkyTlztQ6Hz308ISGBqdTKZDJ0d3dDp9MhPz8fxcXFy95HOJ1OPPTQQ3j33Xfx9NNP49lnn416EfuDH/wA//Iv/wKFQoH9+/cjIyMDOp0O7e3tuO222/D888+He4ks6090H9SrhBWyLCGFoig4nU68++67aGxsxFtvvQWDwQAOh4PrrrsODQ0NqK+v98VhhOjCQhAELl68CLVaDYVCgbKyMvD5/JD8rUjDbrczotY/loUWJSs12/DP25VIJFCpVDFtFhRqpqam0Nvbi/j4eFRVVUEkEoV7SXNYLNaHvqmMpFif2dlZdHR0gMPhQKVSrWtbbiARQIGg1qjR3NyMluYW9F3qW/Qqm5qWylRqt27dGvSNBafLicHBQXg8HuTn5yNJlrToY7lcLkjyWtMsCr5zPy1q6U4RHo8HmVQGmUyGlOQU3Jp3K+L5sXsO8c82DdRRl+XqpixtdEiffzgcDiiKgkKhwPbt25edq3W73Xj00Ufx9ttv48knn8Tzzz8fsRtxgfLmm2/i05/+NO644w40NTVBIpHM+b3H44lYAzmWkMIK2RXCClmWFeNyufD++++jsbERR48ehU6nAwDU1taivr4e9fX1QXW8dbvd6OzshNFoRFZWVkhu+qIFOpZFrVYzIfZ8Ph+pqakBZY2SJIm+vj5MTU0hJSUF5eXlG2ZDIBSMjIygv78fYrEYKpUq4jsE/GN9DAYDAERMrA9d1ebz+aiqqrrmxi4c+EcA0fO2HsIT8PONJiNaW1vRfL4ZXd1d8Hq8Cz5OIpWgpqYGO+p2oKy8DHGCteVNO5wODA4MgiAIFBQUBNQhwOPwQFBLt1u7PW4mq9ZqtYKiKGwSbcKm9E1MC2k0ZGWvBFbEBg+73Y6uri5YLFfny2kH9tTUVIjFYiQnJ895jsfjwd/93d/h8OHD+PrXv46XX3456q//JEmiuLgYarUaIyMjrC8Fiz+skF0hrJBlWRNutxsffvghGhsbcfjwYajVagBAZWUlDhw4gHvvvRebNm1atai12+1ob2+H3W5fc4xJrEGbbajVahgMBlAUBS6XC4VCAaVSCYVCMUekEgSBzs5O6PV6ZGRkoKSkJOpvCMKFf5u7TCaDSqWKut3z5WJ90tLS1k2UzMzMoKenJ2Kr2v7Y3LY5VdtAI4AcDgfaO9rRfL4Zbe1tcNgXrvbGJ8RDpVKhrrYOqioVxKKVeQA4HA4MDA6AJEgUFhVCIg5sQ0DAFcBDBi7SvYQX8e54pJPp0Ov1MemgzYrY4EFRFHp6ejAzM4Ps7GwUFxfPmav1er14/PHHIRAIcOedd+L+++9HVVUVvvSlL+HNN9/El7/8Zfz85z+PiWvWRx99hJtvvhmf+tSn8Prrr+PkyZPo6elBQkIC6urqcP3114d7iSzhY0Pe4LJCliUi8Hq9+Pjjj3Hw4EEcOnQIk5OTAIDS0lLU19fj3nvvxbZt2wIWovSsnNfrxfbt25Genh7K5Uc1Ho+HEbW0KOFyuZDL5VAqlZDJZOjp6YHZbA54JollYfyr2gqFAuXl5RHTmrtavF4vdDodNBrNusf6TExMoK+vD4mJiaiqqoo68bOaCCCP14Oenh60NLegpaWF6a6YD4/PQ2lpqc8BubbmGqOm+djsNgwODgIUUFhUuGIRzAEHVIC3BXweHztzdiKBnwCCIDA7O3tNVjZt9kPHikXTOcc/vzjYMVobDYqicPHiRUxPTyMrK+ua+wCSJKHVavH000/jzJkzjHlaamoq9Ho97rzzThw+fDjiO14C5T//8z/xxBNP4B/+4R/wl7/8Bd3d3XN+v3PnThw8eJCt1G5MouckGURYIcsScXi9Xpw/fx6NjY04dOgQRkZGAACbN29mRG1ZWdmiu6uvvfYa3G438vPzUVlZeU27EcviLCZKAECpVGLLli3sTOwqIQgC3d3d0Gq1MVvVpmN95ouSUMT6jI6O4sqVKxCLxaiqqoqZ43IlEUAkRaK/v9/ngNzSjJnpmUVfd9PmTair85lFzc/NttqsGBoaAgAUFRVBlLjyqvZKqrLlaeXIll4r7vwdtOeb/dDtx5FsNgb4RGxrayusVisrYtcIRVHo7e3F1NQUMjMzUVJSsuS5gyRJnDt3Dv/xH/+Brq4uaLVaAEBycjL27duH+vp63H333RExerBann76afzoRz8Cj8dDQUEBfvnLX2LHjh0YHR3Fk08+iZMnT+KWW27BBx98EO6lsqw/rJBdIayQZQk5JEmitbWVqdT29/cDAAoKClBfX4+GhgZUV1czNzbPPvssfvjDH6KsrAzvvfdeRLcZRjp0JIzX651j6JKUlASlUom0tLSY2eUONR6PBx0dHTAajcjNzcXmzZujqsK0GkIV60NRFIaGhjA0NBS1rdkrxT8CiBa38yOAKFAYHx9nzKJoYboQ2TnZjKhNTUvFyPAIOFwOiouKV13V5nK4AbVJpyamojazdtnHURQFq9XKiFp6NjJSzcaAuSK2pKQEWVlZ4V5S1EJRFC5duoSJiQmkp6dj+/bty54rSJLEk08+iVdeeQWf/vSn8cMf/hDHjx/HkSNH8MEHH8Dr9SIuLg6333476uvrceDAgYAzpiOF7373u/jxj38MLpeLtrY2VFRUML9zOBzYvHkzJiYmcPbsWbbNeOMR2zcVi8AKWZaogSRJdHV1MaK2t7cXgC+W4p577sHExASOHDmCLVu24MiRI+xM0hrQ6XTo6uoCh8NBZWUlZDIZ0/6n0WiYSptUKkVaWhqUSiUbwbMILpcL7e3tsFgsG3ZWO1ixPhRF4cqVKxgbG4NcLkdFRcWGNByjI4BMThMjcOdHAGl1WrQ0t6C5uRl9fX0LOgsDPrOobdu2Yddtu1BZWbkmYegfxbMQPC4PO3N2QihYuVh2OBzMXDZtNkbP9dPCNpwbGqyIDR4UReHy5csYHx+HUqnE9u3blz03kCSJp59+Gj/72c/Q0NCAN954Y86cvtFoxDvvvIMjR47gnXfegdlsxnXXXYdz586F+u0ElR/+8If453/+ZxQXFzMb+/584QtfwG9+8xu89NJL+Na3vhWGFbKEkY11Y/EJrJBliUrolqPGxkYcPHiQmRPZsmULbr75Ztx333248cYbN+RN7lqhI2Hi4uJQVVUFsXjurByd9UeLEjorkp5pUyqVQWsfjXbsdjva2trgcDjYNkM/lor1oWOh5gsq/zbD1NRUlJWVRVQ1LtwsFQFktpjReqEVLS0t6OjsgMe9cAuwWCJGdXU16mrrUFFRseJ2bR6Xd02l2J/tqduRK1t7hqrb7WZGIPR6PWM2lpyczIja9ZyX9hexpaWl17RuswSO/2ZVWlrakmNENCRJ4plnnsFPfvIT7Nu3DwcPHlyyW8jtdjOtt3fddVcwlx9ympqacP/996OmpgYtLS3X/P473/kOXnjhBfzwhz/EU089FYYVsoSRDXnTxQpZlqhGq9XiwIED+Nvf/obrr78eHo8HFy5cAOAze9i/fz8aGhpwyy23xHz74VqhKAojIyMYGBiASCRCVVXVsq3DFEXBZDIxooSeaVtr+2gsYLFY0NbWBo/Hg7KyMiiVynAvKSJZLNbHv9LG5XLR3d0NjUYTs/PFoWChCCCL3YKPP/4YH330EQb6B5iW7/nExcWhUlWJ2tpaVFdXB+xgTOd8zidFmIIdWTvW9H4WgiAIZi5bp9OFdC57IVwuF1pbW2Gz2VgRu0b8Hd0VCgUqKioC6tKgR4ruuusuHD58OOpM31aCTqdDRkYGRCIRNBrNNe7we/bswYkTJ/D666/jwQcfDNMqWcLExrvRAitkWaKY/v5+7NmzB0NDQ3jxxRfx+OOPAwCGh4fR1NSEpqYmpm1ILpdj7969aGhowK5duxAXF7chxdVi+LdyJSUlobKycsXCf7H2UdqohXZA3gifOz1fTFEUKisrIZcv7RjL4sM/1kev14OiKHA4HPD5fHg8noAMX1iWZnB8EBe6L8Ar8EKZp0TrxVacbz6PluYWzM7OLvgcLpeLktISZq42JSVl0ddfyPSJy+ViZ85OJApCO37g3y2i1WoZkS4UChlRG8xzECtig8vg4CCGhoaQkpKCysrKgETs888/j//7f/8vbrvtNhw7dmxD+GI8+uijeO211/C9730PP/jBD5ifnzp1CnfffTekUilGRkaQlJQUvkWyhIMNeWFkhSxLVHL27FkcOHAANpsNf/zjH3H//fdf8xiKojAxMcGI2o8++ggkSUIqlTKi9o477kBCQsKGvjEmCAI9PT3QaDRIS0vD9u3bg9KySRu1aDQaxqglLi6OuaFMTk6OyaqaVqtFV1cXeDweqqqqIJVKw72kqMTr9UKtVqO/v5+psgGxlTW63kxOTqK3txcikQjV1dWIj49nIoBm7bM433keJ/9yEh83f8xEoC1EUXERI2rnt8svVJEtUZQgPyk/FG9pUfw31rRaLaxWKwDfOYiu9C/Uwh4o/iJ2+/btUWcaFGkMDQ1hcHAQcrk8oFltiqLw0ksv4f/8n/+Dm2++GcePH79mDCZW0Wg0uPHGGzEwMICbb74ZdXV1GB0dxaFDh8DhcPCnP/0JDzzwQLiXybL+bMgbWVbIskQdx48fx3333QeJRIKjR48G5MxHURRmZmZw6NAhNDU14YMPPgBBEBCLxbj77rsZW/6NNtvp76abk5ODLVu2hOT92+12RtSaTCYAc2ciU1JSYkLU0vPF8fHxqKqq2hDVgVDhn8VZVFQEiUSyLrE+scr4+DguXboEsdg3Bzu/JdEfL+nFhZ4LOHLyCE799RT6hvuARewGMrMyUVtbix11O1BUXAQuhws+jw8v4TN9Sk5IxvXZ4XdPtdvtTLWfzt71b2FXKBQBd6GwIja4DA8PY2BgAMnJyVCpVAGJ2J///Of47ne/i+uvvx4nTpzYcBuGs7Oz+MEPfoBDhw5hcnISEokEN910E55++mlcd9114V4eS3jYkBdAVsiyRB3Dw8N47LHH8Lvf/Q7FxcUrfj5FUdBqtThy5Aiamprw/vvvw+PxQCgU4s4770R9fT12794d822wTqcTbW1tsNls6+qmu9BMJJ/Ph0KhQFpaGhQKRVSa+IyMjKC/vz/g+WKWxfE/Nrdu3TrHgZxuH6VFSbBifWIZOnNXKpWiqqpqxWMDU1NTOHTsEA6fPIzzHedBCAggAcC8vadkeTJqa2txXd112FqyFfFx8bg5+2aI4iJrQ8e/hX12dpYxi5LL5Uy1drHvr9PpRGtrK+x2OytigwB9bCYlJaGqqiogEfvrX/8ajz/+OGpqanDq1Cm2hZaFxceGvOixQpYlKqFn54LxOgaDAceOHUNjYyNOnToFp9OJ+Ph43HbbbWhoaMDevXshl8tj6sbYarWira0NbrcbJSUlYZvtcrvdjKidnZ0FRVFMpAYtaiPdpMvfoGSj5JqGEtrp2el0orS0dEmhEKxYn1iGbtkM1rFpMBhw4sQJHD12FKc+PAUH6QCE8AlbP5PjxIRE3FZ+Gx7e8zDuuOOOiG379Hq9c8yivF5fJZmOFqOr/cBVEetwOLB9+3akp6eHc+lRz9jYGC5fvgyZTIaqqqplUwYoisKrr76Kr33ta6ioqMB7770HhUKxTqtlYYl4YucmdQWwQpaF5RMoioLZbMbbb7+NxsZGnDhxAna7HQKBALfccgsaGhqwb98+pKamRrWonZ2dRWdnJyiKQnl5ecTcCHg8njlGP3SVJCUlBWlpaUhNTV2yHTIckCSJvr4+TE1NQaFQoLy8PCqryZGC1WpFa2srvF4vysvLkZqauqLnrybWJ1ahKAqDg4MYHh5GcnIyKisrgx5H5nA4cPr0aRw9ehTvvPMO9LN6n6BNAMADoPM9LiEhAbt27cI999yDvXv3Rsw5Zz4kScJgMDAt7HS0WGJiIuRyOfOzsrIyVsSuEbrVPdAuAYqi8Kc//Qlf/vKXUVJSgtOnTyMtLW2dVsvCEhVE743pGmCFLAvLAlAUBZvNhnfeeQeNjY04fvw4LBYLeDwebrrpJjQ0NODAgQNQKpVRJWrVajW6u7shEAigUqkidq6IrpKo1WrodDoQBMHkRNJVkpVmXAYbgiDQ3d0NrVbLRsIEAZPJhPb2dpAkGRSnZ4fDwWyMzI/1oav9sZozTVEU+vv7MTo6ipSUFFRUVIRcwHu9Xpw9exZHjx7FW2+9hfHx8QUfx+VyceONN+Kee+7BPffcg9zctefKhgJ6Y1Or1WJmZoaJFuPz+UhPT2fMotjv/MqhTcckEgmqq6sDErEHDx7E5z//eWzZsgXvv/8+29LNwnIt0XMzGkRYIcvCsgwURcHhcODdd99FY2Mj3nrrLRiNRnA4HFx//fVoaGhAfX09srKyIlrU0m1cQqEQVVVVSEwMbRRGsCAIArOzs1Cr1dBqtUzrXzjdaz0eDzo7O2EwGJCbm4vNmzdH9L99pDM7O4uOjg5wOBxUVVVBJpMF9fUXi/VJSUlhqrWRVu1fLf5RWoFmcYZiDR0dHXjrrbdw9OhR9Pb2LvrYiooKHDhwAPv370dpaWnEfY+cTicuXLgAh8OB9PR0OBwOxrCOnu2nzaJidWMkmExNTeHixYsQi8WoqakJSMQeOXIEjz32GAoLC3H69OlrnLJZWFgAsEJ2xbBClmVD4nQ68f7776OpqQlHjhyBXq8HANTV1aG+vh719fXrZpwUCP4znFKpFCqVKmpv2unWP1rUut1uAD73WqVSOWeeLVS4XC60t7fDYrGsq0lWrELHFfH5fFRVVUEikYT073m9Xuh0OmYmkiAIALER60NRFPr6+jA5OYm0tDSUlZVFRMVwcHCQqdSeP3/+mngemsLCQqZSu2PHjrCv3eFwoLW1FU6nE2VlZVAqlQB85wB/s6j5GyOpqalh7xiJRKanp9HT0wORSISampplr0MUReHtt9/Go48+iuzsbHzwwQcRW8FnYYkANuSNCCtkWVjWgNvtxgcffICmpiYcPnwYarUaAKBSqXDgwAE0NDRg06ZNYRM6JEmit7cX09PTMTfDSVEUjEYjMxNJu9eKRCJG1IrF4qB+9rQRkcPhwLZt29jKwBqZmZlBT09P2OKK6Gp/LMT6+H/XI7nVfWZmBsePH8fRo0fxwQcfzMkI9ictLQ379+/H/v37ceutt667MPQXseXl5YvOY3o8njlmUfTGiEwmY46haOl+CSVqtRpdXV1zMoyXgqIonDp1Cp/5zGeQnp6OM2fOoLCwcJ1Wy8ISlUT+hSoEsEKWhSVIeDwefPzxxzh48CAOHz6MyclJAEBpaSkaGhrQ0NCAbdu2rdtNsdfrRVdXF/R6PTIzM7Ft27aIvLENBvQ8m0ajgVqtZubZhEIhI2rXGslisVjQ1tYGj8czpzrDsjomJibQ19eHxMREVFdXhz2uiI71oUVtNMX6kCSJnp4eqNVqZGVlret5Zi2YTCa8++67OHbsGE6ePAmr1brg4yQSCf72t78hPz9/XdblcDhw4cIFuFyuJUXsfEiSnLMxQneMiEQixrAuUo+hUKLRaNDV1QWhUIiampqANiVOnz6NBx54ACkpKTh9+jQ2b968DitlYYlqNtaJ5RNYIcvCEgK8Xi/Onz/PiNqRkREAwJYtW1BfX497770X27dvD5mw9G9/LSgoQFFR0Ya5eaIoClarlRG1dCRLQkLCnEiWlXweBoMBHR0doCgqKEZEGx06c1cikaCqqiriWt39jX4iPdaHJEl0dXVBq9UiJycHW7ZsicrvutPpxAcffIBjx47hrbfegk6nY36XlZWFy5cvr8v7Wq2InQ9FUTCZTMwxZLfbAVw9hlJTU5GcnBwRx1Ao0Wq16OzsREJCAmpqagLasPrrX/+K++67D1KpFKdPn8a2bdvWYaUsLFFP9J34gwArZKOI/v5+NDU14eTJk+jv74darUZycjKuu+46PP7447jtttvCvUSWBSBJEhcuXMDBgwdx6NAhDAwMAPDNg9XX16OhoQFVVVVBu6Gx2Wxob2+Hw+HA1q1bkZOTE5TXjVboSBa1Wg2LxQIAiIuLQ2pqKpRK5bI3k/QMJ4/HQ1VVVcQ6PUcD/pEw0ZS5a7VaGUESSbE+BEGgs7MTer0eeXl5YR1jCCYEQeD8+fM4evQojh07ht27d+PFF18M+d/1F7EVFRUrjn9aDNoFf/4xxOfzmZlahUIRM2MfNDqdDh0dHYiPj0dNTU1As+dnz57FvffeC6FQiPfffx9lZWXrsFIWlpgg+k/+q4AVslHEgw8+iDfeeAMlJSW46aabIJfLcfnyZRw9ehQEQeDll1/GN7/5zXAvk2UJSJJEZ2cnI2r7+voAALm5ucxMbV1d3apvaOgIE4IgUFZWxubszcPhcDAztUajEcDVm0mlUnmNIJmamkJvb2/YZjhjCX83XblcjsrKyqi8cY+UWB+v14uOjg4YDIaY7rqgKApOpzPkBlx2ux2tra1BF7EL4XQ65xxDFEWBy+VCLpdHbGb2StHr9ejo6EBcXFzAIvbChQu45557wOfz8d5770GlUq3DSllYYobYuwAEACtko4jf//73qKiouObk/uGHH+LOO+8Eh8PByMgIm68WJVAUhYsXL6KxsRFNTU3o6uoCAGRmZuKee+5BQ0MDbrjhhoBviunKIZfLhUqlQlJSUghXH/24XC5G1NI3k7QgUSqVsNlsGBwchEgkQlVVVdhnOKMZkiTR19eHqampiHLTXSvhivXxeDxob2+HyWRCUVERa4KzRtZTxM7H4/EwLtp6vT4mXLRnZ2fR3t4OgUCAmpqagMyuOjo6sG/fPgDAu+++i9ra2lAvk4Ul1mCF7AphhWwEcdddd+HUqVM4ePAg7r///nAvh2WFUBSFK1euMKK2tbUVwFXnzoaGBuzcuXPRNsyf/vSn4HA4qKyshEqlglgsXs/lRz0LCRLAV60tLi5Genp6VLTARiIkSaK7uxsajSai3XTXylKxPkqlEqmpqUERJB6PB21tbTCbzdi8eTPy8vLW/JobGbvdjgsXLsDj8aCiogIKhSJsa1nMRVssFjOiNthO7MHGYDCgra0NfD4fNTU1AXWx9PT0YM+ePfB6vThx4gSuv/76dVgpC0vMEbknhhDCCtkYYd++fTh+/DgOHz6M+vr6cC+HZQ1QFIWhoSE0NTWhqakJf/vb3wAAcrkc+/btQ319PXbt2oX4+HiQJImnnnoK//Vf/4WKigq8//77Ubd7H0mQJImLFy9iZmYGcXFx8Hq9IEkSHA6HafsLVZUtFvGf4YxmI6KVEkisz2o2m9xuN1pbW2G1Wtn59yBgs9nQ2toaESJ2Pv7xYlqtlnFip03rUlNTI8ZwjMZoNKKtrQ1cLhc1NTUBHeN9fX3Ys2cPHA4H3n77bezcuXMdVsrCEpPE/sV1AVghGwOMjo5iy5Yt4PF4mJiYQHJycriXxBIkKIrC+Pg4mpqacOjQIXz00UcgSRJSqRR79uyBwWDAu+++i8rKShw5ciSibsSiDYIg0N3dDa1Wi/T0dJSWloKiKKbKptVqmSpbcnIyI0jYluOF8Xg86OjogNFojOkZzuXwj/XRaDRwuVwAVh7r43K50NraCpvNhpKSEmRlZa3H8mMWfxFbWVmJlJSUcC9pUfyd2LVaLWNaRxuOpaamIiUlJawz5yaTCW1tbeBwOKiuroZEIln2OVeuXMGePXtgNptx7Ngx7Nq1ax1WysISs2y8CyxYIRv1uFwu3H777fj444/x/PPP4zvf+U64l8QSIiiKwvT0NA4dOoQ333wTH374IQBg69atTFbt3XffjcTExA0pGNaCx+NBZ2cnDAYDcnNzsXnz5ms+Q5Ikodfrr6myyWQypKWlQalUstXwT3C73Whra4PFYsGmTZvWLf8z0vHPO9ZqtXOioeiZ2oWqbE6nE62trXA4HCgtLWV9ENaIzWbDhQsX4PV6I17ELsRChmNcLhcKhYIRtus5CmE2m5lxmJqamoBE7NDQEHbv3g29Xo/Dhw/j7rvvDvUyWVhinQ1548cK2XUmPz8fo6OjAT/+kUcewR//+McFf0cQBB566CG8+eab+MxnPoPXX3+dFTAbAL1ejwMHDuDs2bO4/fbbwePxcObMGXg8HiQmJuLOO+9EfX09du/eHVClZ6Pjn7lbXFyM/Pz8ZT8zkiRhMBiYKpvb7Qaw9tbRWMDpdKKtrQ02mw3btm1DdnZ2uJcUsdCxPv7RUPNjfdxuNxMJU1ZWBqVSGeZVRzfRLmLn43a755hF0aMQycnJjKgN5QabxWJBa2srKIpCdXV1QPFko6Oj2L17N2ZmZtDY2Ih9+/ax1ykWlrWzIb9ErJBdZ26//XZMTk4G/PgDBw7g+eefv+bnBEHg0Ucfxf/+7//i05/+NF577bV1iXxgCS/0DcClS5fwwgsv4MknnwRFUZidncWxY8fQ2NiIU6dOweVyIT4+Hrt27UJDQwP27t2L5ORk9mZhHg6Hg6l0rVZ0URQFk8kEtVoNjUYDp9MJABCJRIyolUgkG+Kz93d/ZSuHK2OxKhvg2zgpKytDenp6OJcY9fiLWJVKBblcHu4lBRWCIJiuEZ1Ot+BstkgkCtq5yGq14sKFCyBJEtXV1ZDJZMs+Z2JiArt378bExATeeOMNNDQ0bIhzIwvLOrAhv0iskI1CvF4vHn74Ybz55pt4+OGH8eqrr0ZlHiPLyujs7MSePXug0+nw+9//Hg8//PA1j6FF1dtvv43GxkacPHkSdrsdAoEAt956KxoaGrBv3z4oFIoNf/NgsVjQ1tYGj8cTtEqXf+uoRqOB3W4HAAiFQuZGUiaTxeRnb7Va0draCq/Xi/Ly8nWNMIk13G43xsfHMTw8zDho07E+sZIzut74H5+xKGLn4z+brdVqmQ22YJ2L6E0BgiBQVVUVUNzb9PQ09uzZg6GhIbz++uv41Kc+FZPnQhaWMLEhv0yskI0y3G43Pv3pT+PIkSN47LHH8Lvf/S6iXAtZQsO5c+ewe/duUBSFQ4cO4fbbb1/2ORRFwWaz4fjx42hsbMQ777wDi8UCHo+Hm2++GfX19Thw4ACUSuWGu5kwGAzo6OgARVGorKwMyU0t/fnTlVqr1QoAiI+PZ24kY6VKbjKZ0N7eDpIkQ/Z5biTodk26EksQxDWxPrThWKhbR2OBjSZi50NRFCwWC1Pxp89FcXFxTPuxXC4PeEN8NZVttVqNvXv34sqVK3j11Vfx8MMPx8S5j4UlgtiQXyhWyEYRLpcL9913H44fP46///u/xyuvvMKK2A2CVqvFpz71Kbz88suorKxc8fMpioLD4cDJkyfR1NSEt956C0ajERwOBzfccAPq6+tRX1+PrKysmL+50Gq16OrqAo/HQ1VVVUAzXcHAZrMxlVqz2QzANw9Ji1q5XB6V3+fZ2Vl0dHSAw+GgqqoqoPZClsWh3V8BQKVSzal0LRXrQ2fVbtTZ7MXwb39VqVSsqz98IwC0qDUajQAAHo/HmEUpFIpFzaL8c3cDnTHW6XTYu3cvent78dvf/hb/3//3/8XMdeZ//ud/8NhjjwEAfvWrX+ELX/hCmFfEsoGJjS/VCmGFbBTxuc99Dr///e+hUCjwta99bcELwa233opbb711/RfHEnIoigraxd/pdOK9995DU1MTjhw5gtnZWQDAjh07GFGbl5cXMzcbNFNTU+jt7UV8fDyqqqogEonCsg56HlKtVjM3knw+nzH5CXeURqDQmwJ8Ph9VVVUBuZWyLA6dwxnIpsBisT4ikYg5jja62RsrYpfH7XYzonZ2dnZObjZdraUjxhwOB2M8VllZGVDcm8FgwL59+9DZ2Ylf/vKX+NKXvhQzx+T4+DjTMWG1WlkhyxJuYuOLtUJYIRtF3HrrrUzkymI888wz+P73v///t3ff8U3W6//HX2lL955UoEAplE0XyEaQIatJOSgcRUURwa8HBw/XOSoujut4Dug5eDx6fipHRM6hSSl7WIYCInaxZwdQoE33oivJ/fvDkxw2LbRN017Px8M/THK3V0ia3O/7M67mKUi0CrW1tezcuROtVsuaNWvQ6/UAREVFERsbi0ajISwszOZPPs6cOcPJkydxc3MjKiqqxfR/rampsYTa4uJiFEWxjI4EBgbi7+/fIjdyy83N5fDhwzg5OREdHY2rq6u1S7Jp5pFtOzu7evfhNLvR2uxbtfVpzS6fni0htn4MBsMVm0UZDAYAPD098fX15eLFi9TW1jJgwIB6rYEvLS0lNjaW5ORk/vrXv/L000/b/PeImaIojBs3jqysLKZNm8ZHH30kQVZYW+v442ogCbJCCIu6ujp2795NfHw8a9as4cKFCwD07dsXjUaDWq2mV69eNnUyoijcebtfAABSwElEQVQKp0+fJjs7Gy8vLyIjI5u1x2JD1NXVWUKteXTEzs4OX19fy9TRllB7Tk4Ox44dw9XVlejo6BZzUcBWFRQUcODAARwcHIiOjr7j6cEVFRWWUHujtj62MOJ/uy4PsfXdiEhcydxizPx5ZG4x5uTkRHBw8C1H/MvLy9FoNOzbt48///nPPP/88zb1vXErH3/8Mc8//zw7d+5k+/btvPXWWxJkhbW1nj+wBpAgK4S4LoPBwL59+yyh1tz/uGfPnqjVajQaDX379m3Rozwmk4ljx45x4cIF/Pz8GDBggM2cwBsMBgoKCsjLy6OgoOCK/pDmUOvk5NTsdWVnZ3Pq1Ck8PDyIioqS3XPvkF6v5+DBg0023f16bX1sYcT/dkmIbVw1NTX88ssvVFVVERgYSGVlJZWVlcCvm0VduHABR0dHJk+ebLmgVVlZybRp09i9ezfvvfceL7/8cqsKsceOHSMqKor58+ezZMkS3nzzTQmyoiVoPX9kDSBBVghxSyaTiV9++YX4+HgSEhLIyMgAoFu3bsTGxhIXF0dkZGSLCrVGo5FDhw6Rn59P+/bt6dOnT4uqryEu7w+Zn59vmfLn7e1NUFAQgYGBTT4qqigKGRkZZGVltfiRbVuRl5fHoUOHcHZ2Jjo6usl3H758PWRhYaFl3X1raetjDrGKolyzUZZouNraWpKTk6msrLyij3FlZaXlffTiiy+SnJyMq6srw4YNY+LEiaxfv57t27fz5ptvsmjRolYVYg0GA4MHD6a8vJz09HRcXFwkyIqWovX8oTWABFkhRIOYTCbS09PRarUkJCRw7NgxAEJCQiyhduDAgVYd+TQYDKSnp1NcXExISAg9evRoNSdTJpPJsnOtXq+37Fzr6elJYGAgQUFBjb5eVVEUTpw4wblz5/D19SUiIsJmRrZbqosXL3L48GGrTc82j/i3lrY+ZWVlpKSkAMju2Y2gtraWlJQUKioq6Nu3L8HBwdd93JkzZ4iPj2fjxo2WljwqlYrQ0FBefPFF1Gq1JQC3BosWLeKPf/wju3fvZsiQIQASZEVL0TpOchpIgqwQ4rYpisLhw4fRarXodDoOHToEQIcOHZg6dSoajYYhQ4Y069TFmpoa0tLSKC8vp1u3bnTt2rXVhNir3WjnWnd3d0uodXNzu6Pnf/n07MDAQPr162ezI9sthXmNsZubG9HR0VaZIn65G7X1MV8caeltfSTENq66ujpSUlIoLy+nd+/edOjQ4ZbH1NbWMmvWLE6dOoVKpeLChQuUl5ejUqkYMmQIGo2GuLg4wsLCmuEZNI39+/czdOhQFi5cyIcffmi53RaCbGN2PRAtVpt8gSXICiEahXnUzhxqzb0wAwMDLaF2xIgRTTodtaqqipSUFKqqqujVqxcdO3Zsst/V0iiKQmlpKXq9nry8PKqrqwFwdXW1hFoPD48GncyYTCYOHTqEXq8nODiY3r17S4i9Q+fOneP48eMtdo2xrbX1ubzvroTYO1dXV0dqaiplZWX1/gytq6vj0UcfJTExkQULFrB06VLq6urYuXMnCQkJJCYmkpubC0CfPn3QaDQsXLgQX1/fpn46jcZgMNCnTx/s7e1JS0u74uKTLQTZq0mwbZXa5AsqQVZYXU5ODosWLWLz5s0UFhYSHByMRqPhjTfekJYJNsq8nlKn06HT6fj5558B8PPzY/LkyajVakaPHt2oI1Hl5eWkpqZSV1dHv379CAoKarSfbWsURaG8vNwSRsybszg7O1tCrZeX101PZIxGIwcOHKCwsJBOnToRHh4uJz53yLxRlqenJ1FRUS1+jXF92vr4+PhY7X0hIbZxGQwGUlNTKS0tpWfPnnTq1KlexzzxxBOsXr2aefPm8emnn15zsctkMrF//37WrFlDQkICZ8+epaCgwGp9vG9HSUlJvc9Hnn32WZYuXdq0Bd2E+bxepVJx5MgR0tLS2LBhA6GhoXTu3Jknn3zSarWJJtUmv6AlyAqrysjIYOjQoej1etRqNT179mT//v3s2LGD8PBw9uzZg5+fn7XLFHdAURTOnTtnWVO7e/duFEXBy8vLEmrvvfdenJ2db/uEuLi4mPT0dBRFISIiwqau9DeH67VjcXR0JDAw0BJGLj/5rKurIz09nZKSErp27Uq3bt0kxN6hzMxMMjIy8Pb2JjIy0iZ3Cm5JbX0uD7HR0dF4eno2y+9trQwGA2lpaZSUlNCjRw86d+58y2OMRiNPPfUU3377LY8//jiff/75LV9/RVE4f/68zc2WqaqqYsGCBde9LzU1lbS0NIYPH054eDjjxo1jxowZzVLX9UZWzbdt2bKFp59+muzsbEwmk+X+2bNn89lnn+Ho6Cgjs61Lm3whJcgKq5owYQJbt27lk08+ueJLYuHChSxZsoR58+bx2WefWbFC0ZgUReHChQskJCSg0+n44YcfMBqNeHh4MGHCBDQaDePHj8fV1bXeX675+fkcPHgQe3t7IiMjZVTmFi5dumQJI6WlpcCVYcTDw4P09HTKy8vp3r07Xbp0sW7BNu7y3Z59fHyIiIiwyRB7NXNbn7y8PEpKSoDma+sjIbZxGY1G0tLSKC4urvffvNFoZMGCBSxfvpxZs2bx9ddft9kN4KwxtXjz5s2MGzcOOzu7K74rzcE0KSmJSZMm4eHhwdy5c+ncuTOFhYW88cYbmEwm5s6dyz/+8Y9mqVU0GwmyDSRBVtyRzMxMunXrRpcuXcjIyLhiRKi8vJzg4GAURUGv19vUFCRRP+bXNjExEa1Wy44dO6irq8PV1ZVx48ah0Wi47777brqu81//+hdeXl74+vo2SQ/O1q66utoSas09Rs06dOhAeHh4mz05bQyKonDy5EnOnj1rc32MG6K2ttayUZS5rY+dnR2+vr6N3tanpKSE1NRU7OzsiIqKkhB7h4xGI+np6RQVFREWFkbXrl1veYzJZGLhwoV88cUXPPDAA3z77bet4uLM7WruIPvkk09y6NAhfvrpp+vef+LECeLi4qipqeFPf/oT06ZNs9y3bds2Jk+ejL29Pdu3b7fsvCxahTYZZGXXDmE127dvB2D8+PHXrKnx8PBg2LBhXLp0iX379lmjPNHEVCoVQUFBPPnkk2zevJmLFy/y5ZdfMnr0aDZv3sxjjz1G165dLSdKxcXFXH7h7e2337ZMaxs4cKCE2Nvg7OxMSEgIMTExDBw40HIyqlKpOH/+PDt37uTAgQNcvHjR0rtW1I+iKBw/fpyzZ88SEBDQqlsWOTo60rFjRyIjI7nnnnvo168fAQEBFBcXc/ToUXbt2kVycjJnz561bEJ2Oy4PsTISe+fM6+CLiooIDQ2td4h95ZVX+OKLL9BoNHzzzTdtOsQ2tz/96U/885//tPybX/25XFtby4oVKzh+/Djz5s2zhFij0YjJZOLee+/lt7/9LTU1NZw8ebLZ6xeiscmnj7CaEydOANCjR4/r3t+9e3e2bt3KyZMnuffee5uzNNHMVCoVfn5+PPbYY8yePZvS0lLWr1+PVqtly5YtbNy4kXbt2jF69GjUajX79u3jm2++oU+fPvztb39r9h6crU1FRQUHDhzAZDIRERGBt7c3+fn5lh6jer3e8ho19ghba6QoCkePHuXChQsEBQXRt2/fNrPbs4ODA+3bt6d9+/bXtPUpLi7mxIkTlrY+gYGB9b4AdXWI9fDwaOJn0rqZTCYOHjxIYWEhXbt2JTQ0tF7HLFq0iGXLljF58mRWrVolnwP8OiL75ptvNsvvysjIAH79zDYajdfMViorK0On09GzZ09eeukl4NfX7fKLaFFRUXzzzTekp6fz6KOPYjKZ2sznk2h9JMgKqzGvz7vRmkbz7eb1V6JtUKlUeHt7M2vWLB566CHKy8vZtGkTWq2WjRs3kpSUhNFopFevXjz66KMoiiIbVtyB0tJS0tLSMJlMREZGWjbKuuuuu7jrrrswGAwUFhaSl5dHQUEBBQUFqFQqfHx8LGHE2n1QWxKTycSRI0fIzc1t8y2L7O3tCQgIICAg4Jq2PqdPn+b06dO4ublZLo7cqK1PcXExaWlpEmIbiTnEFhQU0Llz53pt5qYoCn/84x9ZsmQJ48ePZ/Xq1fJ334yMRiP29vaW86Krw6lZXV0dQ4cOxd/fH6PRiJ2dneXzx/w9OWDAAAAKCwsB5LtT2DQJsqLFunwLedE2qVQqPD09mTFjBrGxscycOZO1a9cSGhpKbm4uL730Eq+88gpDhw5FrVajVqu566675D1TT0VFRaSnp6NSqYiOjr7uRSUHBweCgoIICgqyjLDl5eWRn59PUVERx48fx9vb2xJqXVxcrPBMWobL++526NCBXr16yXvxv8xrZn19fQkPD7+irU9WVhZZWVnXbetzeYiNiYnB3d3d2k/FpplMJg4fPkx+fj4hISF07969XiH2gw8+4P3332f06NEkJCS06b9zazCH1g4dOgC/fnaXl5fj5uZ2xYWy4OBgXnjhBQIDA68JuubXOSQkBMDSTkulUsnFYGGzJMgKqzGfNJtHZq9WVlZ2xeNE21VWVoZGo2HHjh0888wz/OUvf6Guro5t27ah0+lYu3Ytu3fv5sUXX+Tuu+9GrVaj0WgICQmRL+cbMO/27ODgQHR0dL0CwtUjbMXFxZZQe/LkSU6ePImHhwdBQUENmjbaGhiNRssol/TdvTmVSoWXlxdeXl6EhYVRWVlpCbXnzp3j3LlztGvXDi8vL4qKiiTENhJFUThy5Ah5eXl07NiRHj161CvELl26lHfeeYeRI0eydu1aXF1dm6licTXzZ2phYSFlZWXX/YwNDw8Hbtyaxyw/Px+Ampoay+j6vn37LB0AZO2zsAXyLhVWY/6wvdGGA6dOnQJuvIZWtA16vZ6JEyeSmprKO++8w6uvvopKpcLe3p6pU6cydepUamtr2bFjB1qtlsTERP7whz/whz/8gaioKEuolV6o/5Obm8vhw4dxcnIiOjr6tk5M7ezs8PPzw8/PD0VRKCkpIS8v75ppo+ZQ6+7u3mr//S/f+bVz5871GuUSv1KpVLi7u+Pu7k5oaChVVVXo9XouXLhAQUGB5TGZmZlN3tanNTOH2NzcXDp06EDPnj3rFWI//fRTXnvtNYYMGcK6devkYoIVmJfP2NnZERQUBICLiwv29vY3XbZwo9fXy8sLV1dXLl26hMFgsKxz3rlzJ/PmzUNRFHbv3k1gYGDjPxkhGpm03xFWk5GRQVhY2E3b75hMJvLz89vUyI74n+zsbMaNG0dGRgaffvop8+fPv+UxdXV1/Pjjj8THx5OYmMiFCxcA6NevnyXU1uckrrXKycnh2LFjuLm5ERUV1egbZSmKYpk2mpeXR1VVFfDriZc51N5oLaQtMhgMpKenU1xcTGhoKKGhoa3muVlLUVERaWlp2Nvb06lTJ0pLSykqKmrStj6t2eWbj91111307t27XiH2n//8J8899xwDBw5k69ateHt7N0/BgjNnzuDk5ET79u2vuH3fvn0MHz4cJycn0tPT6d69e4N/ttFopHPnzgQEBJCWlgbAjz/+yMsvv8y+ffv45z//yeOPP94oz0M0qzb5xSNBVljVhAkT2Lp1K5988gkLFiyw3L5w4UKWLFnCvHnz+Oyzz6xYobCm77//Ho1Gw1dffcX999/f4OMNBgM//fQT8fHxrFmzhrNnzwLQq1cvS6jt06dPm9mMJzs7m1OnTuHh4UFUVFSThwBFUaioqLCE2srKSuDXtj/mNbXe3t42G/zq6upIS0ujtLS03j04xc2ZQ6yDgwMxMTGWi5h1dXUUFBSQn59PQUEBRqMR4IpNx2T38mspisKxY8c4f/48wcHB9OnTp14hdvny5Tz99NNERESQlJRk2QRONL2//e1vvPTSS3Tu3JmZM2fSu3dvNBoN9vb2ZGRkWGaz7dy5k5EjRzboZxuNRmpqaujWrRsuLi5kZmbyww8/8Oqrr7Jnzx6+/PJLZs+eDVx/arJo0drkiyVBVlhVRkYGQ4cORa/Xo1ar6dWrFz///DM7duygR48e7N27Fz8/P2uXKayooKAAf3//O/45JpOJ/fv3W0KtuY1BWFgYsbGxxMXFERER0SpDraIoZGRkkJWVhbe3NxEREbRr167Z6zCvhczLy6O8vBz4tQdpQEAAQUFB+Pj42My/f21tLampqZSXl9OjRw86d+5s7ZJsXmFhIenp6deE2Ktd3danrq4O4Lba+rRmiqJw4sQJzp07V+82UIqisHLlSubNm0efPn1ISkqSKabNaPXq1cyYMeOK2+zs7OjTpw/9+/dn4MCB/PGPfyQ/P58tW7Ywbtw4S/uc+rTRMRgMGI1GevfuDcDSpUv505/+xO7du/nss8948sknAQmxNqpNvmASZIXVnTt3jkWLFrF582YKCwsJDg5Go9HwxhtvyFVg0SRMJhNpaWlotVoSEhI4fvw4AJ07d7aE2oEDB9pMqLqZy09m/fz8GDBgwHXbNjQ381pIvV5vabHl4OBgCbW+vr4tos7rqa2tJSUlhYqKCnr27EmnTp2sXZLNq2+IvdrVbX1qamoALG19AgMD8fDwaHMn5YqicPLkSc6ePUtgYCD9+vWrV4iNj4/n8ccfJzw8nO3bt18ztVU0rb1793L69GnWrVtHdnY2KSkpODo6Ultbe81j586dy9y5cwkJCbniYoM50N4sjN59990cO3aMyMhIfvzxR/7617/y9NNPAxJibVibfNEkyAoh2jRFUTh06BBarRadTsfhw4eBX9scxMbGotFoGDJkSIsNVTdjMpk4evQoFy9erPfJrDXU1NRYgkhxcTGKomBvb4+/vz9BQUH4+fm1mA1+qqurSU1NpbKykt69e1vaYYjbZw6x7dq1Izo6+rZHUy9fn63X6y3tRcxT2QMCAixtfVozRVE4ffo02dnZBAQE0L9//3qF2MTERB555BFCQ0PZsWOHvLetrKKigm3btnH06FH+/e9/U1xczPnz5695XP/+/Rk0aBCjRo1i2LBhdOjQ4YoZN+YetPC/kDp+/Hi+//57AD766CMWLlwIUK9RXdFite4PthuQICuEEP+lKArHjx+3jNSmpqYCEBQUxNSpU9FoNAwfPtwq03Ib6vKepsHBwfTu3dsmTlBqa2vJz89Hr9dTWFho2eDHz8/PEkas9e9fVVVFSkoK1dXV9OnTh+DgYKvU0ZoUFBRw4MCBOw6xV1MU5Yq2Puap7O3atbP0qvXz87OJv4mGOn36NFlZWfj7+zNgwIB6hdgNGzYwa9YsOnXqxI4dOyy9RkXzu16YrKys5Ny5c2i1Wl5//XXg16n0ZWVllmnFLi4uODs7M2zYMEaMGMHgwYPp37//FS0MzT/71Vdf5b333uPDDz/khRdeuOHvFTZFgmwDSZAVQrRa5nWl5lD7888/A+Dn58eUKVNQq9WMHj26Re6aajQaOXDgAIWFhTbd09S8wY9er6egoACTyYRKpbLsWhsYGNhs//6XLl0iJSWFmpoa+vXrZ2mDIW7f5SE2JiamSfuTXm8qu3nUvzW19cnMzCQjI6PeywgURWHr1q3MnDmT9u3bs3PnTtm0rIW5PGBeunSJ/v37k5mZyfz583F3d2f//v389NNPKIpiaadjnor81Vdf8eijj17zMzMyMsjJyWHUqFHX/A5hs2zvS74RSJAVQohbUBSFs2fPWkLtnj17UBQFb29vJk+eTGxsLGPHjsXJycnqgbGuro709HRKSkro2rVrq+mfazQaLaE2Pz+/WXetraysJCUlhbq6Ovr3709AQECT/J62JD8/nwMHDtxRL+PbVVNTYxn1b01tfbKysjh9+jS+vr5ERETUaznE9u3buf/++/Hz82P79u3St72Fq66uJjw8nHPnzrFkyRKeffZZiouLycrKIikpiR07dnDgwAEuXrzIa6+9xttvv33LnykhttWw/S/62yBBVgghGkBRFC5cuIBOp0On0/Hjjz9iNBrx9PRkwoQJaDQaxo8fj4uLS7MHyMt30u3evTtdunRp1t/fXEwmE4WFhdfsWuvl5UVgYCBBQUG4uLg0yu+qqKggJSUFg8FARESE7KLeCKwZYq92+ah/YWGhzbb1MbfW8vb2Jioqql4h9scff2TatGl4enqyfft2evXq1QyVittlbp3Ts2dPcnJyePHFF/nggw+uCaKHDx+mtLSUYcOGARJU2xAJsg0kQVYI0aYpioJer2fNmjVotVp27NiBwWDAzc2NcePGodFomDBhQrPsmlpdXU1KSgqXLl2iV69edOzYsUl/X0thMpkoLi62TBs1T6nz8PCwBBF3d/fb+tllZWWkpqZiMpmIjIzEx8enMUtvky4PsTExMY12waEx2Gpbn7Nnz3LixAm8vLyIioqq1xTpvXv3EhcXh4uLC0lJSfTr168ZKhV3wrxR09ChQ9m3bx+/+93v+OSTTyybOV2+qZPZ9W4TrZYE2QaSICvEbSgsLCQhIYENGzZw6NAhzp8/j6OjI/369eOxxx7jsccek6unNkhRFAoLC1m7di1arZakpCRqampwdnbm3nvvRaPRMHHiRLy9vRs91F6+frMtb0KkKMoVrViqq6uB22vFUlpaatnsKzIyEm9v76YsvU1oySH2arbS1ufcuXMcP34cT09PoqOj6xVik5OTmTp1Kg4ODiQlJREREdH0hYpGM2HCBLZt20ZcXBxarRaDwdAq1neLOyZBtoEkyApxGz777DOeeuopgoODGT16NCEhIeTl5aHT6SgtLeU3v/kNq1evtvoJkrh95kC1fv16dDodW7ZsoaqqCkdHR0aPHo1Go2HSpEn4+fnd8etcXl5OamoqBoNB1m9e5katWFxcXCxBxMvL67r//sXFxaSlpWFnZ0dUVBSenp7NXX6ro9frOXjwoE2E2Kvdqq1PYGBgk1ygupWcnByOHTuGh4cH0dHR9drNOz09nUmTJmFnZ8fWrVuJiYlphkpFYzAH1okTJ7JlyxYmTpzIhg0brF2WaDna5EmjBFkhmtn27duprKxk8uTJV4y85ubmMmjQIM6dO0d8fDy/+c1vrFilaCyKolBeXs7GjRvR6XRs2rSJiooKHBwcGDlyJGq1mqlTpxIYGNjgE2HzqKGiKERERODr69tEz8K2mVux5OXlodfrqaioAMDJyckSRMz9RYuKikhLS8Pe3p7o6Gg8PDysXL3tM4dYZ2dnoqOjbSrEXu1mbX3MG0U1R1ufCxcucOTIEdzd3YmJialXiD18+DATJ07EYDCwZcsWBg8e3KQ1isZlnib82GOPsXz5ckaMGMGuXbusXZZoOSTINpAEWSEa2bvvvsurr77K7373O/76179auxzRyBRFoaqqis2bN6PVatmwYQOlpaXY2dkxbNgw1Go1sbGx3HXXXbcMtbm5uRw9ehQ7OzsiIyOv6BUobu7yIFJWVgb8GkQ8PT0pKirCwcGBmJiY215bK/6nNYXY67lZW5+goCD8/PwafdrnxYsXOXz4MO7u7kRHR9drh+Vjx44xceJEqqqq2LhxIyNGjGjUmkTzeeGFF/jLX/5C165dOXLkCA4ODjK1WEAbDbLyzheiBTFfVZcvpdZJpVLh6urKtGnTiIuLo7q6mm3btqHT6Vi3bh0//vgjL774InfffTdqtRq1Wk1ISMg1ofa7777jD3/4A++++y5Tp06VwNVAbm5udO3ala5du1JVVUV+fj45OTkUFhYCv66PzM7OJjAwED8/P9ks5Tbl5eVx6NAhnJ2diYmJsYndfxvKxcWFzp0707lz5yva+uj1evLy8hq9rU9ubi6HDx/Gzc2t3iH25MmTTJkyhcrKStatWych1kaZdx82zxIxb0Ym5wuiLZMRWSFaCIPBQGRkJIcPH2bz5s1MmDDB2iWJZlRTU8OOHTvQarUkJiaSn58PQHR0NGq1Go1GQ2hoKJ9//jkvvPAC/v7+rFu3jr59+1q5cttnDgdOTk506NCB4uJiiouLURTFMroWGBiIv7+/nDTWU1sIsTfTFG19zKPbLi4uxMTE4OTkdMtjMjMzue+++ygsLCQxMZHx48ff1vMR1mfetfiLL75g3rx5zJgxg++++87aZYmWo02OyEqQFaKFeOGFF/jzn//MpEmTZAOHNq6uro4ffviB+Ph4EhMTuXjxIgADBgzg4MGDdOjQgY0bN9KtWzcrV2r7zGsNXV1diY6OtoSLuro68vPzycvLo7CwEEVRLKNrQUFBBAQE1GtdYltkvjDg4uJyxb9pW2U0GiksLCQ/P/+22/qYd3xuyIWBM2fOcN9995Gbm4tWq2Xy5Mk2uYmg7PR/pQ8//JDNmzezfft2QPrECgvb++NuBBJkhWgBPvnkE5599ll69uzJnj17ZNMeYWEwGNi7dy9/+MMfLO+N2tpaQkJCLCO1vXv3lhOZ22De9dXd3Z2oqKgbjnAZDAYKCgrIy8ujoKAAk8mESqW6YspofUbH2gIJsTd3O219CgoKSE9Pb9COzzk5OUyYMIHz58/z73//G41GY5MhFmSn/6sVFBTg7+8PIK13xOXaxh/AVSTICmFly5Yt43e/+x29e/cmKSmJ9u3bW7sk0YIoisKrr77Ke++9x/Dhw1m0aBFbtmwhISGBzMxMALp3705sbCxxcXEMGDBAQm09nD17lhMnTuDh4UFUVFS91y6aR9f0ej35+fkYDAYAvL29CQoKuq0po62FeROiq0e3xfXVp62P0WjkwIEDODo61jvEXrx4kfvuu4+srCy+++47pk+fbtMhT3b6vz7zVGMh/qtNvhkkyAphRUuXLuX555+nb9++JCUlERgYaO2SRAtiMpl45plnWLZsGRMmTECn0+Hq6mq5Ly0tjfj4eBISEjhx4gQAXbp0sYTamJgYCbXXkZ2dzalTp/Dy8iIyMvK2pwibTCaKioosQeTyKaPmUGt+vVq7y0Nsfddviv+5UVsfADs7O8LDw7nrrrtu+fecl5fHpEmTOHnyJN988w2//e1vW3XYkZ3+hbBovX/oNyFBVggr+eCDD3jllVeIiIhg27ZtlqlCQsCvU8Yef/xxvvnmG37zm9/w7bff3jAcKIrCoUOHiI+PR6fTceTIEQA6duxIbGwsGo2GwYMHt/nddxVFITMzk8zMTLy9vYmMjGy0aXk3mjLq7u5OYGAgQUFBuLm5tcpQYQ6x5p10JcTeOfMUbfj1fQtXtvVxcXHB09PzimPy8/OZPHkyR48e5csvv+TRRx9tle+3y/3pT3/ipZde4rnnnmPJkiXWLkcIa2rdf+w3IEFWCCt45513WLRoEdHR0WzdulXWxIprPP3003z66afMnj2bL774ot6BS1EUjh07hlarJSEhgbS0NADat2/P1KlTUavVDB8+vM1tVKQoCqdPnyY7OxtfX18iIiKaLNgrikJpaamlBUt1dTUArq6ullB79TpIW2XeLEtCbOMpKSkhNTUVOzs7YmJiaNeunaWtT1FREefPn+e5555j4MCBTJkyhQceeAAnJycmT57MgQMH+Oyzz3jyySdbxfvrZmSnfyGu0Lr/4G9AgqwQzWz58uXMnj0be3t7FixYgJeX1zWP6dKlC7Nnz27+4kSLYZ4a+NZbb9329GBzeDOH2v379wPg7+/PlClTUKvV3HPPPXfc27KlUxSFkydPcvbsWfz9/enfv3+zjU4rikJ5ebllpLayshL43zrIoKAgvLy8bDJ0SIhtfKWlpaSmpqJSqYiJibmmR3RdXR0//fQTH3zwAT/99BM1NTXY2dkREhJCdnY2b7/9Nq+99ppNvp8aSnb6F+IKrf+P/jokyArRzN58803eeuutmz5m1KhR7Ny5s3kKEm2CoihkZ2eTkJCATqdj7969KIqCt7c3U6ZMITY2lnvvvRcnJ6dWdRKsKArHjx8nJyeHgIAA+vfvb9V1wxUVFdesg3R0dLSEWm9vb5tY13x5iI2JiWn1F0OaQ1lZGSkpKQDExMTg4eFx08dXVFTwn//8hy+//JLDhw9b1mgPGjSIuLg4pk2bRo8ePZq8bmuQnf6FuEbr+eJuAAmyQgjRxiiKwoULF9DpdGi1Wn788UdMJhOenp7cd999aDQaxo0bh4uLi02HWkVROHr0KBcuXCAoKIi+ffu2qJB46dIlS6gtLS0FoF27dgQEBBAYGIifn1+Lqtfs/PnzHD16FHd3d6KjoyXENoLy8nKSk5MBiI6Ovmb96/VUVlYybdo0du/ezeLFi7n77rtZs2YNCQkJXLhwAYDevXszbdo04uLiiIyMtOm/ZzPZ6V+I67L9P+7bIEFWCCHaMEVRyMvLY82aNWi1Wnbu3InBYMDNzY3x48ej0WiYMGEC7u7uNnUSbDKZOHLkCLm5uQQHB9OnT58WXX91dbUl1BYXFwPg4OCAv78/gYGB+Pv7t4jNuiTENr6KigqSk5MxmUxER0dfd7nJ1aqqqpg+fTo7d+7krbfe4vXXX7e8v00mE7/88gs6nQ6dTsfp06cBmD17Nl999VWTPpemJjv9C3FDLfcLrglJkBVCCAH8GmoLCwtJTExEp9Px/fffU1tbi7OzM2PHjkWj0TBx4sQWv6bTZDJx6NAh9Ho9HTp0oFevXi263qvV1tZaQm1RURGKomBnZ2cJtQEBAY2223JD5OTkcOzYMQmxjaiiooKUlBSMRiNRUVF4e3vf8pjq6mpmzpzJtm3b+MMf/sDixYtv+P5WFIUjR46QkJDAgAEDiI2NbeRn0Hxkp38hbsp2vuQakQRZIYQQ11AUhZKSEtatW4dOp2PLli1UV1fj6OjI6NGj0Wg0TJo0CT8/vxYVEo1GIwcPHqSgoICQkBB69OjRouprqLq6OsuOtYWFhZhMJlQqFX5+fpZQ2xyB0hxiPTw8iIqKkhDbCCorK0lOTsZgMBAVFYWPj88tj6mtrWXWrFls2LCBF154gQ8++KBFTj9vbLLTvxC3ZLtfdHdAgqwQQoibUhSFsrIyNm7ciE6nY9OmTVRWVuLg4MCoUaNQq9VMmTKFwMBAq4ZGo9FIeno6RUVFdOnShbCwMJsOsVczGAwUFBSg1+spKCjAaDSiUqnw8fEhMDCQwMDAJtk5+Ny5cxw/flxCbCO6dOkSycnJ1NXVERkZWa9gVldXx6OPPkpiYiILFixg6dKlbSLEyk7/QtRL6/myawAJskIIIepNURQuXbrE5s2b0Wq1bNiwgbKyMuzs7Bg+fDhqtZrY2FiCg4ObNUQaDAbS0tIoKSkhNDSU0NDQVhVir2Y0GiksLESv15Ofn4/BYADA29vbEmpdXFzu+PdcHmKjo6PbXP/hplBVVUVycjK1tbVERETg5+d3y2MMBgNz5swhPj6eefPm8emnn7aJEAuy078Q9dR6v/BuQoKsEEKI26IoCtXV1Wzbtg2tVsv69espKipCpVIxePBg1Go1arWaTp06NWmorKurIy0tjdLSUsLCwujatWuT/a6WyGQyUVxcTF5eHvn5+dTW1gLg4eFBUFAQgYGBuLm5NfjnSohtfNXV1SQnJ1NdXc2AAQMICAi45TFGo5H58+ezcuVKHn/8cT7//PMWsfGXEKJFkSDbQBJkhRB35JtvvuGRRx4B4IsvvuCJJ56wckXiTtTU1LB9+3a0Wi2JiYkUFBQAv/bE1Gg0qNVqunbt2qihtra2ltTUVMrLywkPDyckJKTRfrYtMq9tzsvLQ6/XU1NTA4C7u7tlpLY+O1CfPXuWEydO4OnpSVRUlITYRnB5iO3fv3+9dtw1Go0sWLCA5cuX8/DDD/PVV19JiBVCXI8E2QaSICuEuG3nzp2jX79+GI1GKioqJMi2MnV1dezatQutVsuaNWvIzc0FsOycGhcXd8cbMdXU1JCamkpFRQW9evWiY8eOjVV+q2Be26zX68nLy6OqqgoAFxcXy0itp6fnNa+BhNjGV1NTQ3JyMlVVVfTr14+goKBbHmMymVi4cCFffPEFM2bMYMWKFVbZrVoIYRMkyDaQBFkhxG1RFIVx48aRlZXFtGnT+OijjyTItmIGg4E9e/ag1WpJSEggJycHgN69e6NWq4mLi6NXr14NWvNXXV1NamoqlZWV9OnTh7vuuqupym8VFEWhoqLCEmorKysBcHZ2tozUent7c/bsWU6ePCkhthHV1taSnJxMZWUl/fr1o3379rc8xmQy8corr7Bs2TLi4uJYtWqVbLIlhLgZCbINJEFWCHFbPv74Y55//nl27tzJ9u3beeuttyTIthEmk4l9+/ZZQm1WVhYAPXr0sIzU9u/f/6ah9tSpU5w+fZp27drRt2/fegUDcaXKykpLqC0vLwfA3t4eo9GIq6srMTExTbIDcltTW1tLSkoKFRUV9O3bl+Dg4FseYzKZeP3111m6dClTpkwhPj5eXgshxK1IkG0gCbJCiAY7duwYUVFRzJ8/nyVLllh2pJQg2/aYTCZSU1OJj48nISGBkydPAtC1a1dLqI2Ojr4i1B45coQpU6bg7+/P+vXr6zVFU9xcVVUVx48ft6xpBnBwcCAgIICgoCB8fX1lXeZtqKurIyUlhfLy8nrPGlAUhXfeeYcPPviACRMmkJCQ0Ci7TwshWj0Jsg0kQVYI0SAGg4HBgwdTXl5Oeno6Li4uEmQF8GuoPXTokCXUHjlyBIBOnToRGxuLRqPBycmJuLg4ysrK+Pzzz3nggQesXHXrkJ2dzalTp/Dy8qJPnz4UFRWh1+spLi5GURTs7e3x9/cnKCgIPz8/WadZD5eH2Pqu31YUhffff5/FixczZswY1q1bh6urazNUK4RoBdpkkJVvIyFEs3n77bdJS0tj9+7dMsogrmBnZ8eAAQMYMGAAb7/9NkePHrVMP162bBnLli3Dzc2Nuro6Fi1axLRp06xdcqtgDrHe3t5ERkbi4OCAm5sbnTp1ora2lvz8fPR6vWUasp2dHX5+fgQFBeHv7y9raK/D3NO4vLycnj171jvELlmyhMWLFzNy5EgSExMlxAohxC3IiKwQolns37+foUOHsnDhQj788EPL7TIiK25GURTWrFnDQw89RG1tLcHBweTk5BAQEMDkyZPRaDSMGjVKNsK5DVlZWZw+ffqKEHsjdXV1FBQUoNfrKSgowGQyoVKp8PX1tWwWJa/B/0JsSUlJvdtBKYrCsmXLePnllxkyZAibN2/G09OzGaoVQrQiMiIrhBBNwWAw8PDDD9OjRw/eeecda5cjbMjPP//MY489hqOjI0lJSbRv3x6dTodOp2P58uV8/fXX+Pj4MHnyZNRqNWPGjMHJyalRe9W2Rg0JsQDt2rUjODiY4OBgjEajJdTm5+dTWFjIsWPH8PHxsYRaZ2fnZnomLYfRaLSE2O7du9c7xH7++ee8/PLLDBw4kI0bN0qIFUKIepIRWSFEkyspKcHHx6dej3322WdZunRp0xYkbMIPP/zA5MmTcXR0ZNu2bURFRVnuUxSF8+fPo9Pp0Gq17N69G5PJhKenJxMnTkSj0TB27FhcXFwk1F4lMzOTjIyMeofYmzEajZY1tfn5+dTV1QHg5eVFYGAgQUFBbWIZgdFoJD09naKiIsLCwujatestj1EUheXLl/P0008TERFBUlISvr6+zVCtEKIVapNfdBJkhRBNrqqqigULFlz3vtTUVNLS0hg+fDjh4eGMGzeOGTNmNHOFoqX5/vvviY2NxcPDg++//55+/frd8LGKopCXl0dCQgI6nY6dO3diMBhwd3dn/PjxaDQaJkyYgJubW5sPteYQ6+PjQ2RkZKPuRmwymSguLrasqa2trQXAw8PDMlLr7u7eaL+vpTAajRw4cIDCwkJCQ0Pp1q3bLY9RFIWVK1cyb948+vTpw/bt2wkICGiGaoUQrVSb/HKTICuEsCpZIyuuVlpaSpcuXXB1dSUpKYmePXvW+1hFUSgoKCAxMRGdTkdSUhK1tbW4uLgwduxY1Go1EydOxMvLq82F2oyMDDIzM5skxF5NURRKSkosoba6uhoANzc3y0itu7u7zb8GJpOJAwcOUFBQQNeuXenWrdstn5OiKKxevZo5c+YQHh7O9u3bpReyEOJO2faH6W2SNbJCCCFaFC8vL1avXm0JBg2hUqkICAjgiSeeYM6cORQXF7N+/Xq0Wi1bt25l3bp1ODo6MmbMGNRqNZMnT8bX19fmA9WtmEOsr68vERERTd4XVqVS4ePjg4+PDz169KCsrMwSarOyssjKysLFxcUyUmuLFxZMJhMHDx6koKCAzp071zvEJiYm8sQTT9CtWze2bdsmIVYIIW6TBFkhhBAtztixY+/4Z5h31X3kkUd4+OGHKSsrY+PGjWi1WjZv3szmzZtxcHBg1KhRaDQapkyZQkBAgM0FqptRFIXMzMxmDbFXU6lUeHl54eXlRVhYGJWVleTl5aHX6zlz5gxnzpzBycnJEmp9fHxa/Gtg7nucn59PSEgI3bt3r1eI3bBhA7Nnz6Zz5858//33dOjQoZkqFkKI1kemFgshhGhTFEXh0qVLbNq0Ca1Wy4YNGygvL8fe3p5hw4ah0WiIjY2lffv2LT5Q3YyiKGRkZJCVlWW1EHsrlZWVlpHasrIy4Ncdks2h1tfXFzs7OytXeSWTycThw4fJy8ujU6dOhIeH1yvEbt26lZkzZxIcHMyOHTvqtSGUEELUk+1+Wd0BCbJCCCHaLEVRqK6uZuvWrWi1WtavX09xcTEqlYrBgwej0WhQq9V07NjRpkLt5SHWz8+PAQMGtLgQe7WqqipLqC0pKQHAwcGBgIAAAgMD8fPzs/pzUBSFI0eOcPHiRTp06ECvXr3q9b5ISkrigQcewM/Pjx07dtC9e/dmqFYI0YbYzhdUI5IgK4QQQvxXTU0NSUlJaLVa1q5dS0FBAQADBw60hNouXbq06FCrKAqnT58mOzvbZkLs1Wpqaiyhtri4GEVRsLe3x9/fn8DAQPz9/e+obdDtUBSFo0ePcuHCBe666y569+5dr/fBjz/+yLRp0/D09GT79u306tWrGaoVQrQxLfdLqQlJkBVCCCGuo7a2ll27dqHValmzZg15eXkAREREEBsbS1xcXL3WRjan1hBir1ZXV0d+fj55eXkUFhaiKAp2dnb4+voSFBREQEAA7dq1a9IaFEXh2LFjnD9/nuDgYPr06VOv133v3r3ExcXh4uLC9u3b6du3b5PWKYRos1rOF1EzkiArhBBC3ILBYGDPnj3Ex8ezZs0acnJyAOjTpw9qtZq4uLh6TzNtKoqicOrUKc6cOYO/vz/9+/e3+RB7NYPBQEFBAXl5eRQUFGAymSybegUGBhIQEICTk1Oj/k5FUThx4gTnzp0jKCiIfv361et1/uWXX4iNjcXBwYGkpCQiIiIatS4hhLiMBNkGkiArhBCizTEajfz888/Ex8eTkJBAdnY2AD169LCE2n79+jXrJkVXh9gBAwa0uE2SGpvRaKSwsBC9Xk9+fj4GgwEAb29vgoKCCAwMxNnZ+Y5+h6IonDx5krNnzxIYGFjv1zUtLY3JkydjZ2fH1q1biYmJuaM6hBDiFiTINpAEWSGEaIAff/yRpUuXsnfvXoqKivD19aVfv34899xzTJo0ydrlidtgMplISUmxhNpTp04B0LVrV9RqNRqNhujo6CYNlZeHrbYSYq9mMpkoKioiLy+P/Px86urqAPD09LSEWldX1wb9zMsvDgQEBNC/f/96/bseOnSISZMmYTAY2LJlC4MHD76t59RS5OTksGjRIjZv3kxhYSHBwcFoNBreeOMNfHx8rF2eEOJXEmQbSIKsEELU0+LFi3n99dfx9/dnypQpBAcHU1BQQFpaGqNHj+bDDz+0doniDplMJg4ePGgJtUePHgUgJCSE2NhY1Go1d999d6NO9708xDYkbLVmJpOJkpIS9Ho9eXl51NbWAuDu7k5gYCBBQUG4ubnddHrw5bs+N+TiwNGjR5k0aRJVVVVs2rSJ4cOHN9rzsoaMjAyGDh2KXq9HrVbTs2dP9u/fz44dOwgPD2fPnj34+flZu0whhATZBpMgK4QQ9bB69WoeeOABxo4di06nw8PD44r76+rqmnyzGtG8zDvcarVadDodBw4cACA4ONgSaocNG3ZHO+9evnZTQuz1KYpCaWmpJdRWV1cD4Orqagm1Hh4e14TajIwMMjMzG7Rh1smTJ5k4cSJlZWWsX7+e0aNHN8lzak4TJkxg69atfPLJJyxYsMBy+8KFC1myZAnz5s3js88+s2KFQoj/kiDbQBJkhRDiFkwmE2FhYeTl5ZGdnU1AQIC1SxLNzDxF1Rxqk5OTAQgICGDKlCloNBpGjRrVoIsZl4fYhqzdbMsURaG8vNzS1qeyshIAZ2dnS6j18vIiOzub06dP4+vrS0RERL1CbEZGBhMnTqSwsJDExETGjx/f1E+nyWVmZtKtWze6dOlCRkbGFe+v8vJygoODURQFvV6Pm5ubFSsVQiBBtsEkyAohxC3s3r2bESNGMH36dL777ju2bNnC4cOHcXZ2ZtCgQQwZMsTaJYpmpCgKWVlZ6HQ6dDod+/btQ1EUfH19mTRpEhqNhjFjxuDo6HjDqa8mk4lNmzbh6OgoIfYOVFRUWEJteXk5APb29hiNRtzc3Bg4cGC9Li5kZ2czceJEcnNz0Wq1TJ48uUW1ZLpd//znP5k7dy5PPvkk//jHP6653zxa+/3333PvvfdaoUIhxGVs/0PnNsg3nxBCNKFffvkFgKCgIKKiopgyZQqvvPIKzz33HEOHDmXUqFHk5+dbuUrRXFQqFaGhobzwwgvs2bOHM2fOsHTpUvr27cvKlSuZPn06Xbp04YknnmDdunVUVVVx+QVno9HIY489xkMPPURxcbGE2Dvg7u5OaGgogwcPZtiwYQQEBGA0GgGorKxkz549HDlyhPz8fEwm03V/Rk5ODpMnT+bixYusWrWq1YRYgBMnTgC/7sZ9Pd27dwd+nVIthBDWIN9+QgjRhPR6PQCfffYZVVVVfP/995SXl3P48GEmTJjADz/8wP3332/lKoU1qFQqOnXqxLPPPsvOnTvJyclh2bJlDBo0iNWrVzNz5ky6dOnCo48+ilarpbS0lMcee4z4+HhGjBiBWq2WENtICgsLyc/Px8vLiyFDhhAeHo67uzsXLlwgPT2dV155hbi4OJYvX24Zvb1w4QKTJ0/m3LlzfPvtt2g0mlYTYgFKS0sB8PLyuu795ttLSkqaqyQhhLjC7e8yIYQQ4pbMIzyKohAfH8+AAQMA6NOnDwkJCfTo0YNdu3bx008/yTTjNkylUhEcHMz//d//8dRTT5Gfn09iYiI6nY61a9ei1WoJCgoiLy+PIUOG8NVXX+Ho6GjtsluFnJwcjh8/joeHB5GRkbRr1w53d3dCQkKora1Fr9ezatUqkpKS2Lp1K88//zx33303RUVFZGRksGLFCqZPn96qQmx9mGcKtLXnLYRoOeRSrhCiUVVWVrJv3z5rl9FimPsshoaGWkKsmYuLCxMmTABg//79zV6baJlUKhWBgYHMnTuXjRs3cuHCBUaNGkVeXh4BAQHs27ePHj16cP/99/PNN99QVFTEHex30aZduHCBY8eO4eHhQXR09DVrYh0dHenYsSP/7//9PzIyMvjwww+JiYnhp59+4vDhw9jb27Ny5Uq+/vprCgsLrfQsmoZ5xNU8Mnu1srKyKx4nhBDNTYKsEKJRZWZmEhsbi4ODA4sWLaKmpsbaJVlVeHg4AN7e3te93xx0q6qqmqskYUMUReH3v/89u3bt4sEHH+TYsWOsWLGCyZMns2vXLubPn09oaCgajYavvvoKvV4vobaeLl68yJEjR3B3dycqKuqWGzsFBATw4IMPUlFRgZ2dHXPnzmXatGns3LmTxx9/nKCgIMaOHcvf//53cnNzm+lZNB3zZ9eN1sCeOnUKuPEaWiGEaGqya7EQotGYTCbs7OwYN24cSUlJdO3ala1bt9KtWzdrl2Y1BQUFBAcH4+bmhl6vv2Y66MSJE9m8eTPfffcdM2fOtFKVoiUymUzMnTuXL7/8koceeojly5dbWsEoikJlZSWbNm1Cq9WyceNGysvLsbe3Z/jw4Wg0GmJjYwkKCpKpn9eRm5vLoUOHcHNzIyYmpl7TtEtLS5k6dSopKSn89a9/5emnn0alUlFVVcW2bdvQarWsXbuWkpISVCoVw4YN47333mP48OHN8IwaX0ZGBmFhYTdtv2MymcjPz5f2O0JYX5v8oJcRWSFEozGf6ISGhuLg4EBWVtZ1T6INBkNzl2Y1/v7+zJgxg9LSUt5+++0r7tu2bRtbtmzBy8uL++67z0oVipbIaDQyZ84cvvzySx5++OErQiz8Ov3Y3d2d+++/n++++468vDwSEhJ48MEHOXDgAM8//zxhYWGMHz+eZcuWkZOTIyO1/5WXl8fhw4dxdXUlOjq6XiG2vLycuLg4UlJS+Mtf/mIJsfDrEoHY2FiWL19OXl4emzdvZu7cuZw4ccKm1zF369aN8ePHk52dzbJly66474033qCyspJHHnlEQqwQwmpkRFYI0WjMI7JfffUVc+bMwdPTk3/84x/MmDHjmsfq9XoWL16MXq9n6tSp3H///TZ90nczer2eYcOGcfr0aUaMGMGgQYM4c+YMCQkJqFQqVq5cKTsXiyu8++67vPrqqzzyyCN8+eWXV4TYW6muriYpKQmdTkdiYqJl7eagQYNQq9Wo1Wq6dOnSJkdq9Xo9Bw8exNnZmZiYGJydnW95TGVlJXFxcezZs4f333+fl156qV7/dkajETs7O5v+d87IyGDo0KHo9XrUajW9evXi559/ZseOHfTo0YO9e/fi5+dn7TKFEG10RFaCrBCi0a1evZp58+ZRUlLCu+++yyuvvGIJuWVlZWi1Wv785z9z9OhRyzEvvvgi7733XqttJ1JUVMTixYtJSEjg/PnzeHh4MHz4cH7/+98zePBga5cnWpiSkhI+/fRTXn755QaF2KvV1tayc+dOdDoda9asIS8vD4DIyEhiY2OJi4sjLCzMpsNWfeXn53PgwAGcnJyIiYnBxcXllsdUVVUxffp0du7cyVtvvcXrr7/eJv6tLnfu3DkWLVrE5s2bKSwsJDg4GI1GwxtvvIGvr6+1yxNC/KptfTD9lwRZIUSjKywspGvXrlRUVPDcc8/x5z//GZVKRVJSEkuWLGHbtm3U1dXh6urKb37zG55++mkGDRpk7bKFaNXq6urYs2cP8fHxrFmzhvPnzwPQt29f1Go1Go2GXr16tcqgVlhYSHp6Oo6OjvUOsdXV1cycOZNt27bx6quv8s4777TKfxshRKvQJj+cJMgKIRrdxYsXuffeezl+/DgDBgxgw4YNvP/++3z66aeYTCYABg4cyOLFixk7dqzl5FBRFDlRFKIZGAwGfv75Z0uozc7OBn7dqVatVhMXF0ffvn1bxQyJoqIi0tLSaNeuHTExMbi6ut7ymJqaGmbNmsXGjRt54YUX+OCDD1rFv4UQotVqkydPEmSFEI3KaDRib2/PY489xvLly3FycqJHjx4cOnQI+HUjqAULFvDss88C/1tXK4SwDpPJRHJyMvHx8SQkJHD69Gng179V80htVFSUTf6dFhcXk5qaioODAzExMfXamKiuro5HHnmEtWvX8swzz7BkyRKbfO5CiDZFgmwDSZAVQlxXVVUVo0aNIjk5GXt7e4xGI/7+/jz11FPMmTOHkJAQQEKsEC2NyWTiwIEDaLVadDodx44dAyAkJITY2Fg0Gg2DBg26o3W7zaWkpITU1FTs7e2Jjo7G3d39lscYDAbmzJlDfHw88+fPZ9myZfIZJYSwBRJkG0iCrBDiijB66dIl1q1bx2uvvcaZM2cwGAzY29szcuRIli1bRnh4eL2mDiuKgqIocgIphBUpisKRI0csofbgwYMA3HXXXUydOhWNRsPQoUNxcHCwcqXXKi0tJSUlBTs7O2JiYuoVYo1GI/Pnz2flypXMmTOHf/zjHzYR2IUQAgmyDSZBVog2zmAwWE5i165dy7Jly9i2bRsArq6umEwmqqurefnll3nvvfduuQbWYDBgZ2d3RYBtDS0shLB1iqJw8uRJS6hNSUkBIDAwkClTpqDRaBg5ciTt2rWzcqVQVlZmqS8mJgYPD49bHmM0Gvnd737Hv/71Lx5++GG++uorCbFCCFvSJk+SJMgKIe7IiRMneP3119m0aROVlZUAjB07lpkzZ/Lee++RkZHBnDlz+OKLL647ldgcbktLS/n6668pKirCxcWF7t27M3r0aGnvIEQLoygKmZmZ6HQ6dDod+/btA8DX15fJkyej0WgYPXo0jo6OzX4Bqry8nOTkZACio6Px9PS85TEmk4nnn3+ef/7zn8yYMYMVK1a0yFFmIYS4CQmyDSRBVog27OzZsyxfvpzPP//c0sajV69ezJ07l/nz5+Ps7Ezfvn05fvw4YWFh/PLLLzcdGdm8eTPz5s3j3LlzV9w+c+ZMVq5c2aTPRTS9DRs28PHHH3P06FFLL8ro6GgWLlzIkCFDrF2euE2KonDu3Dl0Oh0JCQns3r0bk8mEl5cXkyZNQqPRcO+99+Ls7NzkobaiooLk5GRMJhPR0dF4eXnd8hiTycTLL7/Mp59+yrRp0/juu+9wdHRs0jqFEKIJSJBtIAmyQrRBer2eDRs28Omnn5KamoqiKHh7ezN37lyeeOIJunfvDvy68+eLL77IJ598QocOHUhNTcXf3/+GJ7MZGRns2bOH0tJSXFxc+NOf/sSpU6d45ZVXePfdd6+Yxixsy8svv8yHH36In58fGo0Gf39/Tp8+zdq1azEYDPzrX/9i1qxZ1i5T3CFFUbh48SIJCQnodDp27dqF0WjE3d2d++67D7VazYQJE3B1dW30UFtRUUFKSgpGo5GoqCi8vb1veYzJZOL1119n6dKlTJkyhfj4eJycnBq1LiGEaCYSZBtIgqwQbYyiKHz77bc88sgjANjZ2TFmzBg++ugj+vfvb3mcOXS+9NJLfPTRR7i4uPDdd98RGxtb716xHTp04OLFi5w4cYLu3bvLDsc2Kjc3lw4dOhAQEMDBgwcJDAy03Ldjxw7GjBlD165dyczMtGKVorEpikJ+fj6JiYlotVq2b99OXV0drq6ujBs3DrVazX333Yenp+cdh9rKykqSk5MxGAxERUXh4+NTr/reeecdPvjgAyZMmEBCQgIuLi53VIcQQliRBNkGkiArRBtlNBrZsmULpaWl/Pa3vwW47oipTqdj5syZGAwG/v3vf3P//fffMMgqioLRaMTBwYGffvqJYcOG0aNHD44fP94sz0k0jZ9//pnBgwcTGxtLYmLiNfd7enqiKArl5eVWqE40B0VRKCoqYt26dWi1WrZt20ZNTQ1OTk6MGTMGjUbDpEmT8PHxaXCovXTpEsnJydTV1REZGVmvNfWKovD++++zePFixowZw7p163B1db3dpyeEEC1BmwyyMrwhhGgQo9GIvb09kyZNsoRYRVGuCLHmC2QhISEYDAbatWvHpk2bAG54onr57atXrwa4IiQL29S9e3ccHR3Zv38/BQUFV9z3ww8/UF5eztixY61UnWgOKpUKPz8/Zs+ezdq1a8nNzWXFihVMmjSJXbt2MW/ePEJDQ4mLi+Prr78mPz+f+lxkN08nrqurIyIiot4h9i9/+QuLFy9m5MiRJCYmSogVQggbJSOyQojbUp+pvpmZmYwdO5bs7GweeOABVq1aVa/jQkJCyMnJ4ciRI/Tq1UumFdu4pUuXsnDhQvz9/dFoNPj5+ZGRkcHatWsZOXIkK1asuGLKsWgbFEWhoqKCTZs2odVq2bRpE+Xl5djb2zNixAg0Gg1Tp04lKCjomgtgp06dIjY2ljlz5jB79mz8/f3r9fv+9re/8corrzBkyBA2b95cr12NhRDCBrTJEVkJskKIJmMwGHjttdf4+9//jp2dHT///DM9evS47mPNYTU1NZWYmBi6du1KRkZGM1csmsqaNWt4/PHHKS4uttwWFhbGW2+9xYMPPmjFykRLoCgKVVVVbNmyBZ1Ox/r16ykpKcHOzo4hQ4ag0WiIjY2lQ4cOZGVlMX78ePR6PZ999lm93j+KovD555+zcOFCBg4cyNatW+u1IZQQQtiINhlkZYhDCNFkHBwceP/99yktLWX79u03DLHwa5AF+M9//gP82nYHZFpxa/Dhhx8yffp0Zs+eTUZGBpWVlaSkpBAaGspDDz3ESy+9ZO0ShZWpVCpcXV2Ji4vjm2++4eLFi6xbt45HH32UY8eO8eKLLxIeHs69997L+PHjycvL45NPPql3iF2+fDkLFy4kMjKSzZs3S4gVQohWQEZkhRBN5vINnMz/f6vNXLp160ZWVhbp6en0799fphXbuJ07dzJ69Gji4uLQ6XRX3Hfp0iV69OjBxYsXOXXqFKGhoVaqUrRktbW17Ny5kxUrVrBy5UpMJhPdu3fH3d2d2NhYNBoNYWFhN9xE7ttvv2X+/Pn07duXpKQkAgICrPAshBCiScmIrBBCNCaVSnXFJlA3CrHm0dhDhw6RlZVFp06dLO18JMTatvXr1wMwevToa+5zdXVl0KBBmEwm0tLSmrs0YSMcHR2JiooiPT0dk8nE73//e8aOHUtubi5vvvkmERERDB48mPfee4+jR49aNopSFIXVq1fz1FNP0bNnT7Zu3SohVgghWhGHWz9ECCGajslkoq6uDicnJ8u04gceeAC4fksfYVtqamoAyM/Pv+795tsdHR2brSZhW4qKihg3bhyHDx/myy+/ZPbs2QB8/PHH7Nu3j/j4eNasWcPixYtZvHgxPXv2RK1W4+3tzWuvvUZYWBjbtm2jffv21n0iQgghGpVMLRZCtBjh4eGcOnWK/fv3ExMTI9OKW4H//Oc/zJgxg6CgIFJSUujQoYPlvk2bNjF58mScnJzIycnBz8/PipWKlqikpISxY8eSkpLCF198wRNPPHHdx5lMJn755Rfi4+NJSEiwbBTn4+NDeno6ISEhzVm2EEI0tzY5tViCrBCiWZnXyebn57N8+XIqKyuZOXMmRqORvn37EhwczPnz5zEajQDY29tbuWJxJ0wmExMmTOD777/Hw8ODuLg42rdvz7Fjx1i/fj2KorB06VKeffZZa5cqWpiysjLGjx/Pzz//zKeffspTTz1Vr+PMofbpp5/mzTffZMqUKU1cqRBCWJ0E2QaSICuEuG2HDh0iNjaWM2fO4OHhgZ+fH9nZ2cycOZOVK1dauzzRiOrq6li2bBmrVq3i6NGjXLp0CV9fXwYNGsQzzzzD+PHjrV2iaIGKi4u57777eOihh3jmmWesXY4QQrRkEmQbSIKsEOKOnD17llWrVrFq1SrS09Mtt48ePZpBgwYxa9Ys+vTpY70ChRBWVVtbK+unhRDi1iTINpAEWSFEo8nNzeU///kP3377Lb/88gsAzz33HO+++y7Ozs5Wrk4IIYQQosWSINtAEmSFEHfE3GfWzs7uik2d9Ho9GzduJCgoiIkTJ1qxQiGEaBlOnTqFTqdjy5YtnDp1iry8PHx8fBg8eDDPPffcdVtcCSHaDAmyDSRBVgjRaG4UaoUQQsDMmTP597//Te/evRk+fDi+vr6cOHGCtWvXYjQa+fjjj2UtsRBtlwTZBpIgK4RoEoqioCiKBFohhPivr7/+mgEDBhAZGXnF7bt27WLcuHGoVCqys7MJDg62UoVCCCuSINtAEmSFEEIIIaxs/PjxbNu2jfj4eH7zm99YuxwhRPNrk0FWhjuEEEIIIWxYu3btAHBwcLByJUII0XxkRFYIIYQQwkadOXOG8PBw7O3tycnJwcfHx9olCSGan4zICiGEEOL2xMfHs2DBAkaMGIGnpycqlYpZs2bd9Ji9e/cyadIkfH19cXV1pX///ixduhSj0dhMVQtbVlNTw0MPPURNTQ1vvvmmhFghRJsiQVYIIYRoBIsXL+Zvf/sb6enpdOjQ4ZaPT0xMZOTIkfzwww/ExcXx9NNPU1tby/PPP8/MmTOboWLR3Lp06YJKpar3fze7EGI0Gnn44YfZs2cPM2bM4IUXXmjGZyKEENYniymEEEKIRrBkyRI6duxIWFgYu3btumlfz7KyMubOnYu9vT07d+4kJiYGgHfeeYcxY8YQHx/PqlWrJNC2Mt26dcPZ2bnej7/rrruue7vRaGTWrFmsXr2aBx54gBUrVqBStcmZhUKINkyCrBBCCNEIbhZcrxYfH09+fj6PPPKIJcQCODs7s3jxYu69917+/ve/S5BtZZKSku74ZxgMBh588EFWr17Ngw8+yL/+9S/s7e0boTohhLAtMrVYCCGEaGbbt28H4L777rvmvpEjR+Lq6srevXupqalp7tJEC1ZbW8v06dNZvXo1jzzyCN98842EWCFEmyVBVgghhGhmJ06cAKBHjx7X3Ofg4EDXrl0xGAxkZmY2d2mihaqpqSEuLo7ExETmzJnDV199hZ2dnMYJIdoumVoshBBCNLPS0lIAvLy8rnu/+faSkpLmKkm0cPPnz2fjxo34+/vToUMH3n777Wsec88993DPPfc0f3FCCGEFEmSFEEKIFsbc41028BFmWVlZABQUFFw3xJpJkBVCtBUSZIUQQohmZh5xNY/MXq2srOyKxwmxc+dOa5cghBAtiiyuEEIIIZpZeHg4ACdPnrzmPoPBQFZWFg4ODoSGhjZ3aUIIIYRNkCArhBBCNLMxY8YAsHnz5mvu++GHH7h06RJDhw7FycmpuUsTQgghbIIEWSGEEKKZTZ8+HX9/f1atWkVycrLl9urqal577TUAnnrqKWuVJ4QQQrR4KvOGErfhtg8UQgghWps1a9awZs0aAHJzc9myZQuhoaGMGDECAH9/fz766KMrHj99+nScnZ2ZOXMmvr6+rF27lhMnTjB9+nT+85//yGZPQggh6qNNfllIkBVCCCEawZtvvslbb711w/s7d+5Mdnb2Fbft2bOHP/7xj/z0009UV1cTFhbG448/zjPPPIO9vX0TVyyEEKKVkCDbQBJkhRBCCCGEEMK62mSQlTWyQgghhBBCCCFsigRZIYQQQgghhBA2RYKsEEIIIYQQQgibIkFWCCGEEEIIIYRNkSArhBBCCCGEEMKmSJAVQgghhBBCCGFTJMgKIYQQolHEx8ezYMECRowYgaenJyqVilmzZl33sadOneKDDz5gzJgxdOrUCUdHR4KCglCr1ezYsaOZKxdCCGFrpI+sEEIIIRpFREQEBw4cwN3dnY4dO3L8+HEeeughVqxYcc1jZ86cyb///W969+7N8OHD8fX15cSJE6xduxaj0cjHH3/MM888Y4VnIYQQNqdN9pGVICuEEEKIRrFjxw46duxIWFgYu3btYvTo0TcMsl9//TUDBgwgMjLyitt37drFuHHjUKlUZGdnExwc3FzlCyGErWqTQVamFgshhBCiUYwePZru3bujUt36nGr27NnXhFiAUaNGcc8991BbW8vevXubokwhhBCtgARZIYQQQrQo7dq1A8DBwcHKlQghhGipJMgKIYQQosU4c+YMSUlJuLq6MnLkSGuXI4QQooWSS51CCCGEaBFqamp46KGHqKmp4cMPP8THx8faJQkhhGihZERWCCGEEFZnNBp5+OGH2bNnDzNmzOCFF16wdklCCCFaMAmyQgghhLAqo9HIrFmzWL16NQ888AArVqyo14ZRQggh2i4JskIIIYSwGoPBwG9/+1tWrVrFgw8+yMqVK2WTJyGEELck3xRCCCGEsIra2loeeOABEhMTeeSRR/jqq6+ws5Nr7EIIIW5Nvi2EEEII0exqamqIi4sjMTGROXPmSIgVQgjRICpFUW732Ns+UAghhBCtz5o1a1izZg0Aubm5bNmyhdDQUEaMGAGAv78/H330EQCPPfYYX3/9Nf7+/vzf//3fddfE3nPPPdxzzz3NVb4QQtiqNrmpgEwtFkIIIUSjSE9PZ/ny5VfclpmZSWZmJgCdO3e2BNmsrCwACgoKePvtt2/4MyXICiGEuB4ZkRVCCCGEEEII29UmR2RlMYoQQgghhBBCCJsiQVYIIYQQQgghhE2RICuEEEIIIYQQwqZIkBVCCCGEEEIIYVMkyAohhBBCCCGEsCkSZIUQQgghhBBC2BQJskIIIYQQQgghbIoEWSGEEEIIIYQQNkWCrBBCCCGEEEIIm+JwB8eqGq0KIYQQQgghhBCinmREVgghhBBCCCGETZEgK4QQQgghhBDCpkiQFUIIIYQQQghhUyTICiGEEEIIIYSwKRJkhRBCCCGEEELYFAmyQgghhBBCCCFsigRZIYQQQgghhBA2RYKsEEIIIYQQQgibIkFWCCGEEEIIIYRNkSArhBBCCCGEEMKmSJAVQgghhBBCCGFTJMgKIYQQQgghhLApEmSFEEIIIYQQQtiU/w+kKeWdsh03wAAAAABJRU5ErkJggg==\n", "text/plain": [ "
" ] }, "metadata": { "image/png": { "height": 506, "width": 473 }, "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "fig = ut.three_d_figure((15, 2), fig_desc = 'Basis-B coordinate system on the subspace H', figsize = (8, 8),\n", " xmin = -1, xmax = 10, ymin = -1, ymax = 10, zmin = -1, zmax = 14, qr = qr_setting)\n", "v = [3.0, 6, 2]\n", "u = [-1, 0, 1]\n", "#\n", "v = np.array([2, 0.5, 0.5])\n", "u = np.array([1., 2, 1])\n", "fig.text(v[0], v[1]-0.75, v[2]-2, r'$\\bf v_1$', 'v1', size=16)\n", "fig.text(u[0]-0.5, u[1], u[2]+2, r'$\\bf v_2$', 'v2', size=16)\n", "fig.text(3*u[0]+2*v[0], 3*u[1]+2*v[1], 3*u[2]+2*v[2]+1, r'$\\bf 2v_1+3v_2$', '2 v1 + 3 v2', size=16)\n", "# plotting the span of v\n", "fig.plotSpan(u, v, 'Green')\n", "# blue grid lines\n", "fig.plotPoint(0, 0, 0, 'y')\n", "fig.plotPoint(u[0], u[1], u[2], 'b')\n", "fig.plotPoint(2*u[0], 2*u[1], 2*u[2],'b')\n", "fig.plotPoint(3*u[0], 3*u[1], 3*u[2], 'b')\n", "fig.plotLine([[0, 0, 0], 4*u], color='b')\n", "fig.plotLine([v, v+4*u], color='b')\n", "fig.plotLine([2*v, 2*v+3*u], color='b')\n", "fig.plotLine([3*v, 3*v+2.5*u], color='b')\n", "# red grid lines\n", "fig.plotPoint(v[0], v[1], v[2], 'r')\n", "fig.plotPoint(2*v[0], 2*v[1], 2*v[2], 'r')\n", "fig.plotPoint(3*v[0], 3*v[1], 3*v[2], 'r')\n", "fig.plotLine([[0, 0, 0], 3.5*v], color='r')\n", "fig.plotLine([u, u+3.5*v], color='r')\n", "fig.plotLine([2*u, 2*u+3.5*v], color='r')\n", "fig.plotLine([3*u, 3*u+2*v], color='r')\n", "#\n", "fig.plotPoint(3*u[0]+2*v[0], 3*u[1]+2*v[1], 3*u[2]+2*v[2], color='m')\n", "# plotting the axes\n", "fig.plotIntersection([0,0,1,0], [0,1,0,0], color='Black')\n", "fig.plotIntersection([0,0,1,0], [1,0,0,0], color='Black')\n", "fig.plotIntersection([0,1,0,0], [1,0,0,0], color='Black')\n", "fig.set_title('Basis-B coordinate system on the subspace H', size=16)\n", "fig.save()" ] }, { "cell_type": "markdown", "metadata": { "hide_input": true, "slideshow": { "slide_type": "fragment" } }, "source": [ "__Important:__ Don't be confused by the fact that the \"coordinate axes\" are not purpendicular. \n", "\n", "The whole idea here is that __they don't need to be.__\n", "\n", "As long as the independent vectors span the space, there is only __one__ way to express any point in terms of them.\n", "\n", "Thus, every point has a unique coordinate." ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "fragment" } }, "source": [ "### Isomorphism.\n", "\n", "Another important idea is that, although points in $H$ are in $\\mathbb{R}^3$, they are completely determined by their coordinate vectors, which belong to $\\mathbb{R}^2.$" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "fragment" } }, "source": [ "The grid in the figure above makes $H$ \"look like\" $\\mathbb{R}^2.$" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "fragment" } }, "source": [ "The correspondence $\\mathbf{x} \\mapsto [\\mathbf{x}]_\\mathcal{B}$ is one-to-one correspondence between $H$ and $\\mathbb{R}^2$ that preserves linear combinations.\n", "\n", "In our example, $\\begin{bmatrix}3\\\\12\\\\7\\end{bmatrix}\\mapsto\\begin{bmatrix}2\\\\3\\end{bmatrix}$." ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "fragment" } }, "source": [ "When we have a one-to-one correspondence between two subspaces that preserves linear combinations, we call such a correspondence an _isomorphism,_ and we say that $H$ is _isomorphic_ to $\\mathbb{R}^2.$" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "fragment" } }, "source": [ "In general, if $\\mathcal{B}\\ = \\{\\mathbf{b}_1,\\dots,\\mathbf{b}_p\\}$ is a basis for $H$, then the mapping $\\mathbf{x} \\mapsto [\\mathbf{x}]_\\mathcal{B}$ is a one-to-one correspondence that makes $H$ look and act the same as $\\mathbb{R}^p.$ \n", "\n", "This is _even through the vectors in $H$ themselves may have more than $p$ entries._" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "## The Dimension of a Subspace" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "fragment" } }, "source": [ "It can be shown that if a subspace $H$ has a basis of $p$ vectors, then every basis of $H$ must consist of exactly $p$ vectors. \n", "\n", "That is, for a given $H$, the number $p$ is a special number.\n", "\n", "Thus we can make this definition:" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "fragment" } }, "source": [ "__Definition.__ The _dimension_ of a nonzero subspace $H,$ denoted by $\\dim H,$ is the number of vectors in any basis for $H.$ \n", "\n", "The dimension of the zero subspace $\\{{\\bf 0}\\}$ is defined to be zero." ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "fragment" } }, "source": [ "So now we can say __with precision__ things we've previous said informally. \n", "\n", "For example, a plane through ${\\bf 0}$ is two-dimensional, and a line through ${\\bf 0}$ is one-dimensional." ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "fragment" } }, "source": [ "__Question:__ What is the dimension of a line not through the origin?" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "fragment" } }, "source": [ "__Answer:__ It is undefined, because a line not through the the origin is not a subspace, so cannot have a basis, so does not have a dimension." ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "fragment" } }, "source": [ "### Dimension of the Null Space\n", "\n", "At the end of the last lecture we looked at this matrix:\n", "\n", "$$A = \\begin{bmatrix}-3&6&-1&1&-7\\\\1&-2&2&3&-1\\\\2&-4&5&8&-4\\end{bmatrix}$$\n", "\n", "We determined that it had a basis consisting of 3 vectors. \n", "\n", "So the dimension of $A$'s null space (ie, $\\dim\\operatorname{Nul} A$) is 3." ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "fragment" } }, "source": [ "Remember that we constructed an explicit description of the null space of this matrix, as:\n", "\n", "$$ = \n", "x_2\\begin{bmatrix}2\\\\1\\\\0\\\\0\\\\0\\end{bmatrix}+x_4\\begin{bmatrix}1\\\\0\\\\-2\\\\1\\\\0\\end{bmatrix}+x_5\\begin{bmatrix}-3\\\\0\\\\2\\\\0\\\\1\\end{bmatrix} $$\n", "\n", "Each basis vector corresponds to a free variable in the equation $A\\mathbf{x} = {\\bf 0}.$ \n", "\n", "So, to find the dimension of $\\operatorname{Nul}\\ A,$ simply identify and count the number of free variables in $A\\mathbf{x} = {\\bf 0}.$ " ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "skip" } }, "source": [ "``` {toggle}\n", "Question Time! Q15.1\n", "```" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "### Matrix Rank\n", "\n", "__Definition.__ The __rank__ of a matrix, denoted by $\\operatorname{Rank} A,$ is the __dimension of the column space__ of $A$." ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "fragment" } }, "source": [ "Since the pivot columns of $A$ form a basis for $\\operatorname{Col} A,$ the rank of $A$ is just the number of pivot columns in $A$." ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "fragment" } }, "source": [ "__Example.__ Determine the rank of the matrix\n", "\n", "$$A = \\begin{bmatrix}2&5&-3&-4&8\\\\4&7&-4&-3&9\\\\6&9&-5&2&4\\\\0&-9&6&5&-6\\end{bmatrix}.$$" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "fragment" } }, "source": [ "__Solution__ Reduce $A$ to an echelon form:\n", "\n", "$$A = \\begin{bmatrix}2&5&-3&-4&8\\\\0&-3&2&5&-7\\\\0&-6&4&14&-20\\\\0&-9&6&5&-6\\end{bmatrix}\\sim\\cdots\\sim\\begin{bmatrix}2&5&-3&-4&8\\\\0&-3&2&5&-7\\\\0&0&0&4&-6\\\\0&0&0&0&0\\end{bmatrix}.$$\n", "\n", "The matrix $A$ has 3 pivot columns, so $\\operatorname{Rank} A = 3.$" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "skip" } }, "source": [ "```{toggle}\n", "Question Time! Q15.2\n", "```" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "## The Rank Theorem" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "fragment" } }, "source": [ "Consider a matrix $A.$\n", "\n", "In the last lecture we showed the following: one can construct a basis for $\\operatorname{Nul}\\ A$ using the columns corresponding to free variables in the solution of $A\\mathbf{x} = {\\bf 0}.$ " ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "fragment" } }, "source": [ "This shows that $\\dim\\operatorname{Nul}\\ A$ = the number of free variables in $A\\mathbf{x} = {\\bf 0},$ \n", "\n", "which is the number of non-pivot columns in $A$." ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "fragment" } }, "source": [ "We also saw that the number of columns in any basis for $\\operatorname{Col}\\ A$ is the number of pivot columns." ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "fragment" } }, "source": [ "So we can now make this important connection:\n", "\n", "$$\\begin{array}{rcl}\n", "\\dim\\operatorname{Nul}\\ A + \\dim\\operatorname{Col}\\ A &= &\\mbox{number of non-pivot columns of $A$ + number of pivot columns of $A$}\\\\\n", "&= &\\mbox{number of columns of $A$}.\n", "\\end{array}$$" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "\n", "\n", "This leads to the following theorem:\n", "\n", "__Theorem.__ If a matrix $A$ has $n$ columns, then $\\operatorname{Rank} A + \\dim\\operatorname{Nul}\\ A = n$." ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "fragment" } }, "source": [ "This is a terrifically important fact! \n", "\n", "Here is an intuitive way to understand it. Let's think about a matrix $A$ and the associated linear transformation $T(x) = Ax$." ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "fragment" } }, "source": [ "If the matrix $A$ has $n$ columns, then $A$'s column space _could_ have dimension as high as $n$. \n", "\n", "In other words, $T$'s range _could_ have dimension as high as $n$." ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "fragment" } }, "source": [ "_However,_ if $A$ \"throws away\" a nullspace of dimension $p$, then that _reduces_ the columnspace of $A$ to $n-p$.\n", "\n", "Meaning, the dimension of $T$'s range is reduced to $n-p$." ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "skip" } }, "source": [ "``` {toggle}\n", "Question Time! Q15.3\n", "```" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "### Extending the Invertible Matrix Theorem\n", "\n", "The above arguments show that when $A$ has $n$ columns, then the \"larger\" that the column space is, the \"smaller\" that the null space is. \n", "\n", "(Where \"larger\" means \"has more dimensions.\")" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "fragment" } }, "source": [ "This is particularly important when $A$ is square $(n\\times n)$.\n", "\n", "Let's consider the extreme, in which the column space of $A$ has maximum dimension -- i.e., $\\dim\\operatorname{Col}\\ A= n.$" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "fragment" } }, "source": [ "Recall that the IMT said that an $n\\times n$ matrix is invertible if and only if its columns are linearly independent, and if and only if its columns span $\\mathbb{R}^n.$" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "fragment" } }, "source": [ "Hence we now can see that an $n\\times n$ matrix is invertible if and only if the columns of $A$ form a basis for $\\mathbb{R}^n.$" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "fragment" } }, "source": [ "This leads to the following facts, which further extend the IMT:" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "fragment" } }, "source": [ "Let $A$ be an $n\\times n$ matrix. Then the following statements are each equivalent to the statement that $A$ is an invertible matrix:\n", "\n", "1. The columns of $A$ form a basis for $\\mathbb{R}^n.$\n", "2. $\\operatorname{Col} A = \\mathbb{R}^n.$\n", "3. $\\dim\\operatorname{Col} A = n.$\n", "4. $\\operatorname{Rank} A = n.$\n", "5. $\\operatorname{Nul} A = \\{{\\bf 0}\\}.$\n", "6. $\\dim\\operatorname{Nul} A = 0.$" ] } ], "metadata": { "celltoolbar": "Slideshow", "kernelspec": { "display_name": "Python 3", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.7.6" } }, "nbformat": 4, "nbformat_minor": 1 }