{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "Zn1VQ_D0RBEU"
   },
   "source": [
    "<a href=\"https://colab.research.google.com/github/IrisFDTD/OPTICS-UNIZAR/blob/main/Topic_9/chapter9_michelson.ipynb\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "tYZjdh8TvE7-"
   },
   "source": [
    "<a rel=\"license\" href=\"http://creativecommons.org/licenses/by-nc-sa/4.0/\"><img alt=\"Licencia Creative Commons\" style=\"border-width:0\" src=\"https://i.creativecommons.org/l/by-nc-sa/4.0/88x31.png\" /></a><br /><span xmlns:dct=\"http://purl.org/dc/terms/\" property=\"dct:title\"></span> The following notes written by  <span xmlns:cc=\"http://creativecommons.org/ns#\" property=\"cc:attributionName\">Sergio Gutiérrez Rodrigo (<sergut@unizar.es>) </span>. Distributed under  <a rel=\"license\" href=\"http://creativecommons.org/licenses/by-nc-sa/4.0/\">License Creative Commons Atribución-NoComercial-CompartirIgual 4.0 Internacional</a>"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "j2H5UHGe1Uf8"
   },
   "source": [
    "```\n",
    "Departamento de Física Aplicada\n",
    "Universidad de Zaragoza\n",
    "Instituto de Nanociencia y Materiales de Aragón (INMA)\n",
    "C/ Pedro Cerbuna, 12, 50009, Zaragoza, España\n",
    "```\n",
    "\n",
    "\n",
    "\n",
    "\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "D7vYGeB21ZQU"
   },
   "source": [
    "---\n",
    "# **Óptica - Tema 9 - Interferómetro de Michelson**\n",
    "\n",
    "---"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "jfi5UGs_x3_4"
   },
   "source": [
    "# Funciones comunes"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "id": "jXi6BCOQZz-5"
   },
   "outputs": [],
   "source": [
    "def plot_figure(x,y,xlabel,ylabel,path,pngname,**kwargs):\n",
    "    import matplotlib.pyplot as plt\n",
    "    plt.style.use('ggplot') #('seaborn-whitegrid')\n",
    "    '''\n",
    "    Función para dibujar funciones f=f(x)\n",
    "    '''\n",
    "\n",
    "    '''\n",
    "    'seaborn-ticks', 'ggplot', 'dark_background', 'bmh', 'seaborn-poster',\n",
    "    'seaborn-notebook', 'fast', 'seaborn', 'classic', 'Solarize_Light2',\n",
    "    'seaborn-dark', 'seaborn-pastel', 'seaborn-muted', '_classic_test',\n",
    "    'seaborn-paper', 'seaborn-colorblind', 'seaborn-bright', 'seaborn-talk',\n",
    "    'seaborn-dark-palette', 'tableau-colorblind10', 'seaborn-darkgrid',\n",
    "    'seaborn-whitegrid', 'fivethirtyeight', 'grayscale', 'seaborn-white', 'seaborn-deep']\n",
    "    '''\n",
    "    xmin=kwargs.get('xmin')\n",
    "    xmax=kwargs.get('xmax')\n",
    "    ymin=kwargs.get('ymin')\n",
    "    ymax=kwargs.get('ymax')\n",
    "    labels=kwargs.get('labels',[])\n",
    "    symbol_size=kwargs.get('symbol_size',0)\n",
    "    line_width=kwargs.get('line_width',0.5)\n",
    "\n",
    "    colors,line = [],[]\n",
    "    labels = labels\n",
    "    colors =['blue']\n",
    "    for i in range(len(y)):\n",
    "      colors.append('red')\n",
    "    line = [\"-\"]\n",
    "    for i in range(len(y)):\n",
    "      line.append('-')\n",
    "      line.append('--')\n",
    "    dpi=220; figy=2;figx=1.5*figy\n",
    "    fig, ax = plt.subplots(num=None, dpi=dpi,figsize=(figx,figy), facecolor='w', edgecolor='k')\n",
    "    for i in range(0,len(y)):\n",
    "        ax.plot(x[i],y[i], ls=line[i], label=labels[i],\n",
    "                marker='.',markersize=symbol_size,linewidth=line_width)\n",
    "    ax.set_xlabel(xlabel)\n",
    "    ax.set_ylabel(ylabel)\n",
    "    ax.set_xlim(xmin,xmax)\n",
    "    ax.set_ylim(ymin,ymax)\n",
    "    #ax.set_ylabel(\"Scattering coefficients\")\n",
    "    ax.legend(bbox_to_anchor=(0,1.02,1,0.2), loc=\"lower left\",\n",
    "                mode=\"expand\", borderaxespad=0, ncol=2)\n",
    "    #ax.grid(b=None)\n",
    "    fig.savefig(path+pngname+\".png\", dpi=dpi, facecolor=\"#f1f1f1\")\n",
    "pass\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "yo0kYTFpbBJ4"
   },
   "source": [
    "# Inteferómetro de Michelson"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 1000
    },
    "executionInfo": {
     "elapsed": 1476,
     "status": "ok",
     "timestamp": 1702286360678,
     "user": {
      "displayName": "SERGIO GUTIERREZ RODRIGO",
      "userId": "07959720391705098820"
     },
     "user_tz": -60
    },
    "id": "nncQb32x5lsb",
    "outputId": "af585192-1d09-41e0-d7dd-59eb07145277"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "m=2*d/lambda (maximum at origin)= 73.8\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 660x440 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "from math import pi\n",
    "import numpy as np\n",
    "\n",
    "def maximo(m,lo,d):\n",
    "  return m*lo/(2.0*d)\n",
    "\n",
    "def minimo(m,lo,d):\n",
    "  return (2.0*m+1)*lo/(4.0*d)\n",
    "\n",
    "lo=600.0 #nm\n",
    "d=30*lo*1.23\n",
    "m_origin=2*d/lo\n",
    "print(\"m=2*d/lambda (maximum at origin)=\",m_origin)\n",
    "theta=np.linspace(-pi/2,pi/2,100)\n",
    "ones=np.ones(100)\n",
    "xplot,yplot = [],[]\n",
    "xplot.append(theta)\n",
    "yplot.append(np.cos(theta))\n",
    "labels=[r'$cos(\\theta)$']\n",
    "Mmin=60\n",
    "Mmax=76\n",
    "for i in range(Mmin,Mmax):\n",
    "  xplot.append(theta)\n",
    "  yplot.append(ones*maximo(i,lo,d))\n",
    "  labels.append(\"m max=\"+str(i))\n",
    "  xplot.append(theta)\n",
    "  yplot.append(ones*minimo(i,lo,d))\n",
    "  labels.append(\"m min=\"+str(i))\n",
    "\n",
    "\n",
    "plot_figure(xplot,yplot,xlabel=r'$\\theta (rad)$',ylabel='',path='./',pngname='fraunhofer',\n",
    "            labels=labels,ymin=0.0,ymax=1.1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "executionInfo": {
     "elapsed": 249,
     "status": "ok",
     "timestamp": 1702286234964,
     "user": {
      "displayName": "SERGIO GUTIERREZ RODRIGO",
      "userId": "07959720391705098820"
     },
     "user_tz": -60
    },
    "id": "BZBedpfPBqk6",
    "outputId": "90071619-2e4d-4366-a9d6-d7874085dda1"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Root found at theta = [0.62149632]  for m= 60\n",
      "Root found at theta = [0.59783121]  for m= 61\n",
      "Root found at theta = [0.57331329]  for m= 62\n",
      "Root found at theta = [0.54782656]  for m= 63\n",
      "Root found at theta = [0.52122737]  for m= 64\n",
      "Root found at theta = [0.49333418]  for m= 65\n",
      "Root found at theta = [0.46391195]  for m= 66\n",
      "Root found at theta = [0.43264707]  for m= 67\n",
      "Root found at theta = [0.39910485]  for m= 68\n",
      "Root found at theta = [0.36265187]  for m= 69\n",
      "Root found at theta = [0.32229975]  for m= 70\n",
      "Root found at theta = [0.27634308]  for m= 71\n",
      "Root found at theta = [0.22131444]  for m= 72\n",
      "Root found at theta = [0.14737537]  for m= 73\n",
      "Root not found\n",
      "Root not found\n",
      "\n",
      "Distance between two maxima:\n",
      "i= 0\n",
      "[0.02327193] [0.02366512]\n",
      "i= 1\n",
      "[0.0240741] [0.02451792]\n",
      "i= 2\n",
      "[0.02498096] [0.02548673]\n",
      "i= 3\n",
      "[0.02601627] [0.02659919]\n",
      "i= 4\n",
      "[0.02721212] [0.02789319]\n",
      "i= 5\n",
      "[0.02861304] [0.02942223]\n",
      "i= 6\n",
      "[0.03028302] [0.03126488]\n",
      "i= 7\n",
      "[0.03231798] [0.03354223]\n",
      "i= 8\n",
      "[0.03486967] [0.03645298]\n",
      "i= 9\n",
      "[0.03819577] [0.04035212]\n",
      "i= 10\n",
      "[0.04277882] [0.04595667]\n",
      "i= 11\n",
      "[0.04966343] [0.05502864]\n",
      "i= 12\n",
      "[0.0617284] [0.07393907]\n"
     ]
    }
   ],
   "source": [
    "from scipy.optimize import root\n",
    "import numpy as np\n",
    "\n",
    "# Define the real function whose zeros you want to find\n",
    "def f(m,lo,d):\n",
    "    def max_cond(theta):\n",
    "      return np.cos(theta)- maximo(m,lo,d)\n",
    "    return max_cond\n",
    "\n",
    "# Find the root using the root function\n",
    "# Initial guess for the root\n",
    "theta_seed = 1.2\n",
    "theta_list=[]\n",
    "for m in range(Mmin,Mmax):\n",
    "  func=f(m,lo,d)\n",
    "  result = root(func, theta_seed)\n",
    "  # Check if the root-finding was successful\n",
    "  if result.success:\n",
    "      print(\"Root found at theta =\", result.x,\" for m=\",m)\n",
    "      theta_list.append(result.x)\n",
    "  else:\n",
    "      print(\"Root not found\") #, result.message)\n",
    "\n",
    "# Distance between two maxima\n",
    "print(\"\\nDistance between two maxima:\")\n",
    "for i in range(0,len(theta_list)-1):\n",
    "  delta_theta=lo/(2.0*d*np.sin(theta_list[i]))\n",
    "  delta=theta_list[i]-theta_list[i+1]\n",
    "  print(\"i=\",i)\n",
    "  print(delta_theta,delta)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 495
    },
    "executionInfo": {
     "elapsed": 707,
     "status": "ok",
     "timestamp": 1702286374299,
     "user": {
      "displayName": "SERGIO GUTIERREZ RODRIGO",
      "userId": "07959720391705098820"
     },
     "user_tz": -60
    },
    "id": "tHGEnRn0ETcp",
    "outputId": "b952a9e9-a0fa-47f8-d5a1-6d2652b67de5"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Condition at origin= 0.010840108401083959\n"
     ]
    },
    {
     "data": {
      "image/png": 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Zp06ufTnJSv4L971o7EJENHYvNozZDPXmzVD/9Rdc778Pa4sW8BUuTLeFMneHA8qjR6HavRvSBw/gLlcOjk8+gfu997L34eh0QnbvHqR370KaotxAEh8fKBEgUil8efPCFx4OotXSfzodfGn/W62mY002bGAYFMifH0+fPAHxegGvF4zT+a+htFqp4Uz530lJkDx7RvUv6YcIX0REIDvUV6AAPK+9Bu8bb2RdMg8bhEB29SpdkztzBj6DAY66deGsVUuQxFra755JSIDm55+h2r8fzurVYWvenBr1l5SX/b4HRGMXMqKxezGRXb0K7Zo1kD56BFvjxjRVPU3SQ7C5S+Ljody7F6q//wbjdMJZvTocdevCW7Ro1g7W54P08WNaZhAdTcsOHjwA4/WCKJXwvv46PEWLUmNSsCC8+fPTjMhMGtks+e59PioE7a/3i42F7N49ml1qtwMAvIUK/VuGULw4vK++muXZkZLYWKj27YNy/37A44GrRg046tWDt0gR1v055+7zQXn4MDQbNoAoFLC1bg1XpUovXRnDy3rfp0Q0diEiGrsXCK8Xqj//hOaXX+B99VVY27SBhydFnm3ujMUC1c6dUO3cCaJSwVmvHhy1amV8jSgtPh+k0dFQXLpEkzFu3wYIoV0Bihf/1yAULpzt6fLP5bv3+SB5/JiKQfv/3bsHeL3wvvoqXOXLw12uHC1ByKLQKGO3Q3H4MPXCY2PhqF0bji+/hC9Pnn/3ETB3aUwMNOvWQXHuHOyffw5bkybPPWM2u3ip7nsORGMXIqKxewFwOqH59Veot22Do3592Jo2BdHpgh4WmPv9+1AcPAj1b7+BsVjgaNAAjgYNQPT6TA9NEhsLxYkTUJw/D1l0NEAIPMWKBdLsPW+8kWNrRDn63RMC6YMHgQxM+Y0b/xrAChXgqlqVeoCZ9aicTqj+/hvqbdsArzewVguNRvjcXS6ot2+H5pdf4PzwQ1jbtBHWjSIX81Lc90EQjV2IiMYu98JYLNCsWwfV/v2wffMN7I0aCa/PIgSK8+eR96+/4Lx0CY6PPoL9q68yLfklefoUiuPHoTx+HNIHD+DLlw/OqlXhfu+9HDVsbOS6795vAM+dg/LECUjv3w98fq5q1ajxywSM0Qj1n39CtWsXfJGR0HTsiMelS9PkHCH4fFDu3QvtmjVwv/02rJ06vbASZbnuu88GRGMXIqKxy31IEhKgXbEC8nPnYGvZkq7HCXxgMRYLTVjZuRPuChWg69YNjyMiMjx3xmSC8tAhqhJy/z58efPCWa1a1nkm2ciL8N0HXh6OHYP04UNq/KpVg/PjjzOVQCKNiUGBffvg/OMPOD/8kCakCDVchEBx/Di0y5fDV7AgLF27ZtoQP29ehO8+s4jGLkREY5d7kDx7Bt28eZDeuwdru3Zw1agh2JjIrl+HdvVqSB88gK1JEzgaNACjVGZo7tIHD2gW4OHDgEwG50cfwVmjBtV/fN7GzS8MnVIMOlkQOuV/+0sPmJTzJAQqtRoOpxOBvyqVnGUHJFkE2ps/f7YJPwdDEhsL5dGjUO7fD4nRCNcHH8BRrx5d8wvhsw/87mNioDhwgCakqFSwtWkDV8WKgs8lv3gR2sWLAYUC5j59sj55KZt4ke77jCIauxARjV3Ow1gs0C1eDPn587D07k2z44TgckH111/QbN4M7yuv0ISV0qX/Pa/Quft8kF+8SLUyz5+Ht3BhOOrWhatGDZrOn10QAklcXCCxQ3r/Ps14TEz8txOBXE47ECRnaPr0+kC5AdFqaclBsqFKKxKdbv4pxJ7T1ehZLP+KQD99CumTJ6mEn31hYfAWLBjQ9fQWLw5voULZqxTjdkNx8iRUe/ZAduMGPCVL/quFGSTZhe27lz54QHU1L16E4/PPYW/UCESrFTQU2c2b0M2cCRIRAXOfPrQhby7mRbjvM4to7EJENHY5iNMJ7bp1UO3ZA0unTnDWri3ojZtJSoJ29Woojx6FvUED2Bs3Zk024Z07IVQrc/NmyK9epRJT9erB/c47Wf8A93ohu3UL8qtXA6UHEpOJbsqXD15/2v5rr8FXqBB8BkOWjCHLvntCwCQlQRobC+mDB/8a58ePAUJA1Gp4ihWjcyhVCu5SpTKvfckyBtmNG1Dt3k21MAsVolqYlSuzfla8c3c6of7zT6i3bIHnzTdh6dxZsMKK/H//g372bLjffhuWrl1zbSJLrr7vswjR2IWIaOxyAK8X6q1bodm0CbZmzWjiiYCHu+TpU2iXLoX82jVY27SB85NPeI0j19u9eutWKI8dg/vtt2Fr1Aiet9/OuvCk37BdvAj5pUuQ3bkDSCRUO7NMmUD5AQkPz5rr8fC8vnvGaoX0zh0qhn3tWkD70luoEM1KrVAha8SfUyC9e5d+jydPwlW+POzffANPqVL/jkng3OVnzkC3ZAl8BgNdm3vjjeAXJwTKgwehXbwYzlq1YG3bFlCpsmJaWUauvO+zGNHYhYho7J4vyn37oFuyBI769WFt2RJQKoMeI713D7pFiyB59gzWjh1Tdbrmwz/3J1euQLV9O1R79sCbLx/sX38NV7VqWZI5yVgs/4pCX7uWWhS6fHm6xpNDotA5XnrAJv5ctChcVavCVaUKfJGRWXId+YULUG/ZAtmtW3DWqAH7V1+BFC4c0txlV69Ct2gR4PXC0rUrPGXLBr+2zwf1779Ds349bE2awP7tt7lCABzIffd9diAauxARjd3zQXr3LsJ++IGGjXr0EFQnJ7t6FbqFCwFCYOnSRdgDyA8hUJw7h7y//gp7XBzsDRvCUbduppMuUnU88ItCf/DBv6LQueRhB+Se7z4AIZBGR/8r/pyYSMWfs6jzATweKA8fhnrLFjAuF9Q9euBxuXIgIXjt0vv36YvV06f0xapKleAHuVzQrlsH5d69MEdF0VB4DpPrvvtsQDR2ISIau2y+vt0O3bx5kN24AdOwYbT9TRCk0dHQz5wJolLB0r27oGMC17PZoP7tN6i2b4enbFnoBg7EY5Uq43NPo9H4onQ8AHL+uw9Kys4HJ09CYjTC/fbbcNStS/sMZuKzlcbHo8Aff8D5xx9wfPwxbN99BxKCJymJi4N26VLIbt6EpU8fQQZM8uwZ9JMnA1IpTIMHh3S9rCbXf/dZgGjsQkQ0dtkEIVDt3g3t8uWwdOwIZ926QdfFJLGx0M+aBcZkgrlfP3jffFPw5aS3bkG7Zg1k0dG0s/UXX4BRqzM2d5cLihMnaBbgrVvwlC5NszMrVcrZjtguFyRmM2smJWOzQWK1Am43TSjx+QCfD2Hh4TBZrdS7kUppBmfKUoOUYtJ6fc6uPRGSuoN8wYJw1qsHZ40aIYtOB373Dx9CsXcvNJs2gYSFwdqmDTVcAr09SWws9LNng0lKEvyblJ85A/306XB89hlsLVrkyAuRaOxSIxo7iMYuO5DeuYOwiRPheestmHv0CBo6ZJKSoFuwAPLr12Hu21d4GChl8W+ePLC1bg13uXL/njeEuTM2G5R79kC1ezckJhNcVavS+q7ixZ9LbR1jsUB25w6kDx4ERJfZyhBIWBitk0s2Uin/m2i1IDLZv50PGAZ58+RBfFwciNcLxuOhNXnJpQeS5E4HgbZBSUm03CB5vv5yA1/+/LTrQXLZQabDjQKRxsRAuWcPlIcPAxIJnLVqwd6ggSCPiTU56c4daNetg+zatZDFCqR37kA/YwaIRgNz377Bsze9Xqr+s2sXzIMGUU/1OSIau9SIxg6isctSXC7o586F7No1mIYPD16Aa7fTEoKDB2Ht1g3OmjWFXSelrFPZsrB27MiqjhF07h4PlEeOQL11KyRGIxz168NRv34qQeEsxeuF9O5dmrp/+zZN34+Npen7Wu2/5QcFCtC6uoIFM1WGkKnv3l9ukNxySPr0aaDsQGI0AgB8efIEhK39XQ+yvOQgGcZshvLvv6H+4w8AoGuwn3zC+SLFN/fMyNDJL12CbtYseN54g649BxEQl8THQz9lCiCRwDRs2HMrVRCNXWpEYwfR2GUVssuXET5+PKytWsHRsCH/zoRA9eef0K5a9e/+Qh7oHg/U27ZB8/PPcNasCWvr1rwPD9a5EwL5xYtQb94M2c2bcNWoQTtZJ/fAyzK8Xsiio//NRoyOppmaxYrB8+abAePgK1gw2zzHbP3uCYEkIYEa7OhoyG7dguzWLTAeD7yFCweyUT0lS2a5AWQSEgKd6L0FCtDs2qpVU4ULBc09pcB4vXqwtWghOFyqOHIEuvnzqTB569ZBQ5WKEyegnz4dlh494KxVS+hUM4xo7FIjGjuIxi7TuFzQz5kD6Z07MI0dG1R/UHrrFsImToS7XDlYunUTtkbkcECzcSPUf/wB+xdfwPbdd4KyKlPOnYmPh2bjRigPHYKrXDnYGzWCp0wZobMMfi2TCYqTJ6E8fhyymzdTlyCUK0frt55zpmaOPPAIgTQmJnXJgccD76uvwlmlClxVq2Zp01Tp/fu03u74cbgqVICtdWt4ixQJbe5eL1Q7dkD7009wVq4Ma/v2wuogvV5ofvoJ6h07YBowAO4gyj+MzQb95MlgHA6YRozIVi9PNHapEY0dRGOXGULx5hirFbrZsyG7f5+GOIUI63q9UP/6KzS//gpb06awf/11SAkiDIBC9+/DNnMmGIsFtqZN4fz446yprzOb/zVu16+D6HRwVq4MV5UqtMdeLihByDUPPEIgvXcPihMnoDx2DJL4eHhffz3Q7SBLwsaEQH7mDLRr14JxOGBv0QKRzZrhcWys8LkTAuXff0O7bBmcH31Ei8WFvFQlJCDsxx8BtxvmoUODvvA9Dy8v13z32Yho7EJENHYZIBRvjhCotm+Hdu1aWLp3p8YmGCkyOe3+jLYQQmH+8gP1jh1QVqmCp40awZNZ1XpCIL98Gco9e6A4dw5Eo4GrcmU4q1bNNcYtLbn2gZds/JTHj0Nx7BgkCQnwlCpFdS/ffz/TGa+SZ8+g2bgRYadOwVStGqwhlh3A56Oe3rp1sDdqBNu33woak/zCBeh//BHOOnVgbdOG95js9vJy7XefhYjGLkREYxcasuvXET56NKwtWwb15qTR0QgbPx7ud96BpWtXQWopihMnoJs3D66KFWHt1EmwUC8ASGJioFu6FLLbt2H/+ms4vvgChYoVy/jcnU4ojx2jHbHv3YO7bFlaA/bee7m6vs7PC/PA89cy7t4NxZkz8OXJA0fdunDWqiVIfIANhmFQKH9+JKxfD/XGjfCFh8PauTNvZ/t0uN00fL59O6zffw9HgwbB11d9Pmg2bYJ62zaYBg2C+/33eXf3e3nmfv2oqk8W8cJ895lANHYhIho7gRBC17x270bSlCn8qu8+H7TLl0Nx7BhM48YJClnKrl2Dfvp0eIsUgaVXr5CkpGS3bkG7cCEkNhssnTsH0rwzMnfGZoNq1y6odu0CY7fDWa0aHHXrCtNMzC4IoaUC/pIEf4ZkbCwYkwmM2w0klxYE/jf5OJVaDYfDASKV0jo7mYx6HDIZfDpdoKzAV6AALS/In59mGOZgnz7JkydQ7d0L5cGDgNdLSw6++CIk7yztdy+9fRu6xYshSUqiv5EgRijVuex2+ns+fhyWnj1pMkywYxITET5+PHyRkTANHMi7Ns1YrQgfORKeIkVg6dMna8LsorFLhWjsIBo7QecwmxE+fDg8xYvD0rMn780ojY5G+OjRNEutZcugD03GZIJ+2jRIEhNhHjIE3hCyIuUXLkC3aBGIWg1Lt27wlCiR+txC556yBCEpCY769WGvX//5KGB4PJDevQvpkye0ri65vY706VMwVuu/NW88honIZIBcTg2av86OYf6d/6NHIF4v4HaD8XoBjweM1wvGZKKGM/l6fgMqSUoKDI8oFP9eM7kcwlugADzFigny1DMLY7NBuXcv1Dt2AAhechA4juO7lzx+DN2SJZBFR8Pavj0tdxFo2JnEROhnzYIkIQGmYcMEdUpQ7t4N3bJlMA0eHNTAqn/+Geo//oBxyhSapZsJRGOXGtHYQTR2wZBfuoSwceNgHjSI9hHjIqU3N348vEWK8J+YkEDyiblPH+EhHEKgOHYM2mXL4C1SBNauXTkNZLAWPwEB4ewsQUiJxwPZzZuQX7wIxcWLkN6/D0il8BQtCu8rr1CjksKghRLCZSNLHnh2O6RxcdQI+r3KJ08gi44G43TCW7Ag3OXK0e4GpUplqwJLqpKD/Pl5Bb2DzZ1JSIB21SoozpyBrUULOD77TPC6q+zqVYRNmgRXlSqwdOwYdD2ZMRoRPm6cIC9PdusWwocPh6VrV2Hr21zXFI1dKkRjB9HYcUIItCtXQnHiBIyTJ/N6OaF6c7J//kHY5MlwfvghrO3bB23E6SfQS6xUKVg7dw6axcc2dyYpCZpff4Vqz55sKUEI4PFAduMG5JcupTJs7hIlqGEoXz7bO58/jwee5MmTgPGWXbtGDWCBAoE5ZpcBDJQcHDsGZ5UqsLVoAV+BAoHtQufOWK20wPzvv2lPxTp1hH0nhED922/Q/PQTzL16wVWjRtBDBHt5djvCx48H0WhgGjxY8P2REtHYpUY0dhCNHesxRiMMQ4fC9d57sHbsyH3zEwLNqlVQHjokyJtjkpJoyNJshmno0FQPJz5kt25BN2NGyF2iU85deukStGvWQPr0KWzffgtHvXoZeohwIb1zB4pTpwKGjchk8JQoEfB6stuwsZFTD7yAAbx0CbKrV/81gOXKwVWxIn25yKrPghAojhyBdsMGEIkEtlat4KpSBYxEEtLcGYsFusWLIb9wAeZevYLWzAWOM5uhnzEDkrg4Gtp85RX+/ZO9PG/evDAPHMjrFaq2b4dm40YkTZ4srFQn5XVEY5cK0dhBNHZpkd28ifBhw2AaNoxXz49JTIRhyBC43n8f1k6dgj68VDt3QrtyJcz9+wtrmwJA8ugRFYZ2OGDu3z+4/FjaMTqdKHT0KBwrVsDzxhuwtW6dbl0vw3i9UPzvf1Du3g355cvwFisGZ9WqOWbY2MhNDzy/AVSeOgXZlSvwFi0KR716cFatmmVrf5JHj6DdsAGK06fh+PRThPfsicc2W0hzlzx7Bt2cOZDGxsLcv7/g7E3Z9esImzABjjp1YGvTJmhIVLVjBzQbNlBD9tprnPtJ792DYfBgmHv3DilbMzd999mFaOxCRDR2/6Lcswfa1athnDGD13uSnz6NsB9/hGnECLgrVOC/fkICwseMgbdQIZj79xf0YGOSkmgd3717MPftG1ofu+TjtatXQ3n0KJRt2uBJ7drwZbKPHUBDXsqDB6HauxeSp0/heu89KhadlZ3Os5Dc/MCT3r4N1Z49UB4/DqLRwFG7Npx16mRNQ1e3G+pduxCxbRssr74KS6dOgpJJUo3v/n3oZ8ygmpYDBghby/X5oFm9GqoDB5A0fjyvEfNfI3zIECpK/fnnnPsxNhvCk9fMbW3bChp/bv7uswrR2IWIaOwAEALdggWQ3r2LpAkTuA2SzwfdggWQXb+OpB9+CFoI6/fmTMOGCetk4PNB/csv0GzZQt9kq1cPfkwKJE+fQrt0KeTXrsHati1cn3yCQq+8kqkbXvLo0b9p8ACcH30ExyefBA1X5QZelAcek5AA1f79UO7bB4nZDGf16rTco3jxjJ8zee7Ptm+HdvFi+AwGWLp2DbmERHblCsKmTIGrUiVYOncWJG4gvXsX4aNGwVG7dnAvz+VC2OTJYJxOJI0cyb2+SQh0s2ZB+vQpksaNCxqCf1G++8wgGrsQ+c8bO7sdhiFD4C5XDtYOHTg9FElcHMIHD4azdu2gSSgZ8ebkly5BP2UKnLVqwfr99yGpaEjv3aPdpePiYO3UCa7Klek4MnLDEwLZP//QAuezZ+HLn58WONesmeEC5yzH4YA0Lo6WDDx7BrhctLbO4/n3f71eMF4vwiIikGSzgfhr7KRSELmc1tnlzUvLCQoUCLlfXLbhdEJ54gQt5I+OhqdMmQwpq6T97mVXr0K3aBHg9cLStWvIXe9Vv/8O7bp1sPTsCedHHwU/JkQvT7l3L3TLlsH4ww+8Rl61cyc0P/0E48yZvAlaorFLjWjs8N82dpLHj2EYMADWrl152+sojh2DftYsJI0dS7tz86DatQva5csFe3OM0YiwqVPB2O0wDRkiOPkEoG/Q+lmz6AOsS5d0D7CQ+tklJkLz889Q/f03XOXLw1mvHlzPWynFbqetdNhq34xG+oJBSKraN1/evCBKZaBYPNDPTi4HpFLkMRiQ8PQpiL/Gzv+/LhckCQn/1vTZbIHz+/R61po+X4ECz9fg+1889uyB8sQJqqrTsqUgr5rru5fev09fjJ4+haV3b7jLlxc8HMZigX7mTEgeP4Z5+HBBNaGpvLy2bXlfEiWPHsEweDDsjRrB/s03nPvJrl5F+KhR9H7kyCQWjV1qRGOH/66xk587h7BJk2CcPJk7tJOcban43/+QNGUK/9u/w0HTpZVKmi4dzJvz+aD++WdofvuNJq3w1fClQfL0Ke0enZgIS//+8HB0jxZyw8svXoRm9WpIEhNhb9oUjjp1sr8bOSGQ3r9POwNcugT5jRuAzweiVqcq4E753xlRNcmoZ8ul1iJ5+hQSsxkA4ClaNFBe4ClePPtfCgiB4sQJaNavB+PxwNqiBU335/hMgs1d8uQJTX6yWmkH8hDCm7IbNxA2cSJc770HS5cugn7r2uXLoThzhpbx8DW/9XignzIFjM8H07BhnJ+rJCEBhr596Xpf/frptovGLjWiscN/09gp//4b2tWrkTh3Lve6m8uF8JEj4S1cGJZevXgftNLbt2EYPhyWjh3h/OSToGOS3r+P8JEj4axRI6SQJWMyQbdoEeT//ANznz5Uo5Jvf64b3m6Hevt2qLdtg6dkSVhbt84+OTA2w+b1wvvaa3CVLw93uXK051s2GNhse+D5fLTU4tIl2sbn9m2AkH8NYIUKtJFrNhlASWwsNBs2QHniBBx168L27bfpWvIInbv09m3oZ84E0eloB3KhyiX+0OaGDTSKESRRC6CKP2ETJsAcFQVXkNIG9ebNUO3cCeP06dzthtxuGAYPhuvdd2lPvRSIxi41orHDf8/YqX/9FcoDB2CcPp3zjVTy7BkM/frB2ro1nPXq8Z5fndz80jhlSvDwks8HzZo1UP39N5LGjRNeSuBw0OzKAwdg7dKFrpkI8HLS6SPevQvt2rWQXbsG+5dfwvHllyBZkKWZEklsLBSnTj13w8bGc33gBTGArooVQy4dCYrHA9WePVD//DN8+fLB2qZNIJQd6tzlFy7QDuQlS8LSvbuwfnagHlbY6NHwFi4Mc79+Qb08xmxG+LBh9Do9evAmr8jPnUPYxIkwTpoEL0f0AoRAP3EiiEYDS9++gftCNHapEY0d/lvGTrNwIaQPH8I0diznW7fs8mWEjx2LpAkTeGuMGJsNYSNHwleoEMx9+wZ9gPu9OUetWnTtQog0EyFQ7tkD3dKlsLVsCfuXX4bUSiegfL9uHdSbNoGEhcHapo2wzFChsCj2O6tVe+6GjY0cf+ClMICKEydo54hy5bKlc4T01i36IuPveNGwYYY6XigOHYJ+wQLYGzaErXlzwb831Z9/QrtqFUzDhwf38giB5qefoNy7l4qq8zywJU+e0HX1jh155cO0ixdDdu8eksaPB6TSnP/unwOisQuR/4SxK1AAlh494NPrqao6h1ek2rEDml9/ReKMGbzyYLKrVxE+ejQtD/jwQ/4BZNCbk965g7CJE+kbcM+eIXtgjMkE7Zo1tKdZ9eqwfvtt1gk7u1xQnjgB5e7dkN2+neGMwewm1z3wUma6/u9/qTNdM6kD6oex2aDetg3q7duhrFwZsc2awStQqSeA1wvN2rVQ7d4Nc1SU4JejUL082bVrCB81KrjcmMMBw7BhcJcsCWuXLpz3r3rLFij37YNx+nQwanXu+u6zAdHYhchLb+w8HhQaPRrGt9+mTVDZIAS6OXOo5NHo0bw1PKo//4Rm40ZaeB6kI7Pk8WMYhg6F46OPBHtzjN0O3dy5kN28STuahxr6Sg55qvbvh7VjR0S2ahVat2qucSUmpq4Fq1qV1oJxhZdyAbnO2KVBEhNDaxgPHwaQooYxxAJwNhgAhe7dg2PMGLhDDE0GxhcfD/3kyYBEAvPgwYIL3lV//AHtmjU0W7JUKf5x2mwIHzoU7rff5lciIoR6b7dvI2nSJM6XKuWBA9CuWAHj/Pko+NZbufa7zwpEYxciL7OxY2w2RPTuDVXnznhcuTL7j97rpW+jyR0EOPH5aFFrfDySxowJWtSq3LcPuqVLYZwwQZhBICRQtmDp1CnoWiHbPPxdFKytWsHRsCEYqTRTD3vp/ftQ7dxJVT7U6qxV+XgO5HZjlxLGYoHy0CGo9uyBJC4Orvffh6N+/QyLdKecu/zgQegWLoSrRg1Y2rUL2h4oLfKzZ6GfNg2OBg1ojamA8KskLg7hUVFwfvIJfcnkW2MmBLqFCyGNjkbSDz/weoSqHTvoGvmcOZzRDvm5cwibMgXKTZvwGMj1331GEY1diLysxo6xWBDRrRusPXogzzffsD/wnE4YBgyA86OPYP/2W+5zWa1UrqhKFaoIwYfbjbApU8DY7fyKECmQPH2K8FGj4ClRAubu3UN7GPmN5IoVsH/2GX2wJKtcZOhh7/VCuW8fNJs2wWcwwNGwYZbqN2YFjNUaqMOTxsaCsVgCheRpe9bpDQaY7PZAr7tAYblGE6id8xYoQLNyc4vkWbLuqGr7dsiio2H/6ivYGzYMqXtCuu+eEKh27IB2zRrYGzWC7bvvQgs5e73QrF8P1a5dMI0dy1nukgqfD7r58yG7cQNJEyeC6PW8uyv37YN25cqgcn2Ko0ehW7iQZlNzlDHIbt9G/tGjETttGryZ7I2XWxGNXYi8jMaOMZsR0b07LZr94APWBz5jNiOiVy9Y27SBs3ZtznNJHzyAYeBAmPv2DdqhWfrgAdX6a94cji++CD7Q5DYp6p9/hmnkyJDf4hUnTkA3bx5clSrB2qlTujrAUIydJC6OJg0cPUoLgL/7jr8eKjuw2yGNiUlf3xYbC4nVSvdhGPg0moCR8uXPD19YGDVkKQ1a8r98ERF49uQJkFZhxWql10huFuuvnwOSG7YWLJi+sLxw4eeuIsPY7VBt2wb177/DU6YMrK1aCQptc373bjc0mzZB/fvvsLZtS/vYhWDkJTExCB89mha4d+okyMtTnD4N/Y8/wjRyZNAi9oAQexDdWdnlywgfPx6JM2aw6nYyDINCViucbdsicdas7O3TmEOIxi5EXjZjx5hMiOjWDeZ+/eCuWJH1ppc8fYqI3r1hiorirVVTnDgB/cyZME6bFrTFiOqPP6BZvx5JkybB+/rrQcfp9+bcpUrRFOwQ2u3I/vkH+pkz4X3tNZh79uRMPAlq7AiB4vRpaNauBeNywdaiBZw1aoSU8Zlh7HbIr1yh/e4uXIDk2TMQlQre116jBeV+Y5MJ5ZIMhzHZlFyePoXs/n0wFgt84eFwly1La+rKlQvqsWQJhEB+/jy0a9eCMZlga9qUvqRxGJugzVvtdmhXrIDi2DFYunULnmiVZizqTZug3rEDpjFjBHl5TEIC7RLywQe8snwAVRUy9O8Px5dfwv7115z7Se/fh2HgQCSNH58uc9o//6cnTiC8f38YZ84MuU1Qbuc/Yey2bt2KU6dOISYmBgqFAiVLlkSrVq3wSgbEeV8mY8eYzYjo2hXmgQMD7XnS1ZrduQPD4MEwTpzIu5am/vVXqPbupUWtfJlyHg/CfvgBAGAaOjS4UG4mvDnpvXvQz5gBIpfD0q9fULkmrgceY7FAvWUL1H/+SQtyW7USJP2UYTgMm7tMmYAKCV/6eUbJrjU7xmikc7l0CbLLlyExm5+rAWQSEqi02/79cNaoAVuzZumSpQQ3bzUaaajx9m1Y+vWDu1w5weOQxMQgfNSoQGQhqJdHCLTLlkF+7hySpk4Nfl+NHw9feDgs/fpxa9Y+ewZD79705TZFoXrK+Uvu34ehXz8YZ8/O3t/5c+Y/Yex++OEHVK9eHcWLF4fX68VPP/2EBw8eYMaMGVCF2BX5ZTF2jMVCDV2/fqm6IKdqYHrlCsLHjKFhDZ6MN+2iRZA9eEDV1XluYKFvoCn3Dx82DJ4SJWDp2VOwN8eYTNBPmwbp06e0x1jJksKOSysGfP06beB6/z5sTZrA0aCBIBX7UGESEqD6+28ojx2DJC7uuRg21nE8xwQVLgPoqlQJjrp1s6dLhM8H5cGD0Pz0E4hKBWvr1nBXrAgwTMhzlzx+TOXDbDbaWFjoeP1e3h9/IGniREHeUygRE+3ixZD5u5FwebEWCwy9esHWti2ctWrRv6V9yb1/H4YBA5A4e/YL0bFDCP8JY5cWk8mEjh07YsyYMSgT4rrPy2DsGKuVGrrevdN1WPb/6OP27kXYuHFIXLCAO5vQ50PYhAm0Hi+FGgMbQtcW/MjPnEHYlCm06DaEom7lgQPQLVgQUtNXP4G579oF3axZ/6psZDDDjw9pdDRUu3dDeewYfDodnLVrw1mzZkjC1llNTmdjMkYjlMeP0wzLbO7/J33wAJp16yC/dAnWLl3g+uijDLV3kt24gbCxY2H/8kvYv/tO8Dil9+4hfOhQ2Fq1ouuAAsYrdC1cvWULlHv3wjhjBneSjsOBiF69YGvWDM46dVi/e+nduzAMGoTEuXOFy6LlYv6Txu7Jkyfo3bs3pk2bhtc4Wmm43e5URo1hGKjVasTFxcHj8TyvoWY9TiciOneGpXt3uJNb26SEYRgUfPQIzn79kLhwIXfShdtNMy4rVYK9ZUveSyr37YNmxQokzZwZ/GHu80G7YAHkV68iadKkoD3wAuM2mWgYR6uFOSoKyEALGtndu8g3fz5sEgnVPcyC+q0AXi/kZ85AtXs35P/8A88bb9DC8lyUuckwDAoWLIgnT57kfPq51wv5//5HP6/Ll+EpWhTOevXgrFYtSz8vJikJuoULIbt2DaoJE/Dk1VdDn7vXC+3ixVCcPYuk8eOFe0IuF/STJoFxuWASkInMWK0IHzgQrqpVg2Y5K/z1c3PnctcLOp0w9OoFe5MmcNWvz/rdS6OjET5kCH0W8LQIehGQyWSCjR3IS4DX6yWTJk0iI0aM4N1v06ZN5Ntvvw38i4qKek4jzEY8HkJatCDkzz+59zl7lpB69QhJSODex2wm5OuvCdm6lf96Ph8hU6YQ0qEDIQ5H8PHFxtLzLlpEjxXKX38RUrs2IYcPCz8mJY8eEdKtG/1srl3L2DnYMJsJ2byZkO+/J6RBA0LGjSPk3LnQ5iZCuXGDkOnTCWnYkJCmTQlZvZqQuLisO/+jR4R0705I8+YZ/w1cuUJI/fqErFgR2ne8fTshn3xCyPXrwff1egkZM4aO1eXi3/fUKULq1CEkJoZ7H6eTkO++I2TbNu59Llyg87JYgo/vJeGl8OyWLl2K8+fPY9y4ccjD86by0nl2hCBs5Ei4K1TgrJGTXb6MsAkToNy2DU8cDvZWJ/HxMPTsCXPfvqyeYQCXC+GDB8NdpgxsHTsGDe8ojh6FbtYsWpMkMGyYWW+OSUoKdFK39O0Lz7vvZt6z8Xqh3L8f6l9+AePxwFmrVpapfGQ3ucqz44FJTIRy/36o9u4FY7XC/tVXcHz+eaY8Pv/c444fh3b6dBC1GpZ+/UL/3jLo5UkePUL44MFwfP017I0bB91f9ccfUG/axO+5gXZpCB8yBEmTJ3M3eXW5YOjdG+pOnfCkYkXW715x4gQ0y5bBuHBhSJnQuYlQPLsX3tgtX74cZ86cwdixY5E/g2sjL+qanW72bBCFAtZu3Vi3y65cQfi4cUhctAgFy5Rhb9769CkievYM2pSVsVph6N0b9u++Y+2dlQpCoF2yBPIrV2ghrUDNw8Da3MCBIfW2AwDY7bQrwsGDsHbrFmhEm5k1K0l8PDQbN0J56BActWrB3rTpC6Oc4ien1+wyAmOzQb11K1Q7dsBdvjzNlM1AynzaucsvXaJdDd54A5YePWh/wBCQ3byJsDFjQlvL83ignzaNJr2MGhW0iF1+/jzCJk2iSSQ8a2qS2FhE9OrFWnLgh3G7UWjAACR88w0cyUkraVHt3AnV7t20A8rzKLfJYv4Ta3aEEKxYsQKnTp3CmDFjUCgTb9kvorHTbNhAtSNHjWK96WS3biF8xAgkLFgA5MnD+sCTPHlCb5hJk3jrhCTx8TD07g1Lnz7BjZDDgfDhw+EpUYJXsDYljMmEsAkTQDQamAcPDk3w2eOB5pdfoN66lUqEffFFqps25Ic9IZCfPUtruWw22Jo3p9ltueFBQAiYxETW+jdpXBxVTkkboSAEKrUaDocj8P/9Bee+PHlSKaj4/9uXJ0+umW9mvguu715x9Ch0CxbAVbUqrB06hPZ783qhXbKEennjxgn28lS//w7Nli1BBdaB5N6QQ4bQpspcnhtoyUFEjx5IGjOG9UWVYRgUioyEo1EjWL7/nrOOULN2LWT37sE0YoSgueQm/hPGbtmyZThy5AiioqJS1dZpNBooQkwlf9GMnWrXLtrUccYM1htf8ugRIvr0oVmX+fKxF5U/foyI3r2D3lDSBw9g6N+fvkEGEbSVxMbC0L8/rO3bw1mnjqC5ZMabU+7eDd2yZbQVS7NmrKEYwbVWab2Jli3h5Uh0yk4ksbG0yeu1a1TV5OlTMC5XYLvPYEivbJI/P3x584IolTQ1PcULBptkFrxeMG43JAkJqRRa/IotkoQEMD4fAIDIZPDlzQtvwYLwlCwJd/ny8BYp8txlxTLiZfN+94RAtXMntKtWwf7VVyG18gEy5uUJbZ0FJHtuvXvDNGRIoF6Wdb+EBER0746kESMCffz8BOYfHY2ITp1o9waOGkLdzJkgGg19QX2B+E8Yu++++4717927d0ctDpedixfJ2ClOnYJ28WIkLlzIWh/GGI2I7NIFxilTApJKaW96v0dn/PFHeIsV47yWLLkmzzhjBn3A8SA/fx5hEyciaeJEYWoSFgvCxo3LkDcniY9H2Jgx8BYpAkvv3rzHBjN2slu3oFmzBrI7d2Bv1Aj2TK4ThULAsF26BPmVK2CcTnjz56d98MqUgbdQIXjz5QtJDzItmQ5jut2QxMVBGhsL2fXrUFy4AOnDhyAyGTV+5cpRA/jqq8/HACavn2o2bQLR6Whd3bvvsl5b0Nw9HmjWrQu9mXDyWAJe3oQJglL5JXFx9IVQQFNkxmRCRM+e9OWR55nGJCYiont3mEaMoCUd/r+nmD8SE9M9F1JBCMKHD4erYkXYv/km6DxyC/8JY5eVvCjGTnrnDsKHDUPismXs62B2OyI7d4Zp8OBUb3kpf/RMbCwievakHt0bb3BeS3H8OHTz5sE4d27QN2i/R2ScPl3QOoj07l0YBg+GuV+/kOvm/K1TTCNGCFK64HrgyS9cgC55bim7W2cXkqdPIb9wAYqLFyG7ejWVYXOXLw936dIhK/ELIdvW7NxuyG7cCCjCSB8+BKRSuJO9P3eFCtkuTSW9d4/W1V25Qhub1qrF79XynevBA4SPHAlnzZqwfv99yF5e+PDhMA0enErMgROXC+EjRtCXtV69+F8SHA4Y+veHs04d3iQXJiEBkd2705BmcgQm3UtucjTHH/FJh9dLjWubNkHr/nILorELkRfB2DFmMyI7dKDKJ2zrBB4PInr0gLV163Sxef+PPvbSJRi6dQsqE6Y8eBCaVatgnD8/nbByKgiBbv58SJ4+FbT4DgCKw4ehW7AAxmnTQhKmDXhzr75Ku6ILDFWnU5G4fZvKjYWFwdynT/YV1hIC+eXLtKbs7Fn48uWD6913s9WwsfFcE1RSGsBz5yC9fx+e0qVp7WHFitnW1JYxmaBbvBjyy5epqEKywQl57j4fbdi6b1/IXh5jMsEwYAAcdevSsGYwkmXDZDdvImniRP7Pxuul/e4qVKDthTiQxMfTkOb48fCULMk6/8Ba/tKlrHJujNWKyPbtBSm75AZEYxciud7Yeb2I6NoVli5dqBRSWghB+ODBcH74IRxffpluM8MwKKTRwNmwIZLGjeOV2lL+/Tc0GzYgcd48/vCZz4ewMWPgy5+fijgHC2ERAu3KlVQT8McfQwpbhurNpSRg6M+dg27GDDA2G8z9+vF6tRnG6YTy2DGodu+G9N49uN9+G8569eB67z1ByvjZQY5mYxIC2ZUrtCv52bPw5clDu5LXqpUtnRMkcXHQzZ4NaXw8zP37w1uyZIbmnmEvz+uFfsoUMB4PTMOGCTLuqm3boP7zTyTOmsX/AuTzIXzkSLhLlqRNkDmQPHuGiO7daYugV19lj2qcPQv93LlIWLyYNWTvV3ZJWLEiy7rHZxeisQuR3G7s9JMmwVO8OOcbo37yZPjy54e1fXvW7YzTiUK9e+NZ165w8Sx2K/fsgeaXX5A4dy7/upXLRXvgffgh7E2bBp+AP2zz6qtUD1Pg2k5GvblU50hKQsHVq+E4f57WEQZprxLy+ePjody3D6q//wZjs8FZvTrtXp4dxjQD5KbSA8mTJ7Qr+cGDgNcLZ82acNatm+XCxNK7d6GfMQNQKqGZPBmPZbLQ554JL0+9ZQtUf/wB44wZgjqjKw4dgm7pUtqbjm8ZgBDaZLloUc57HQCkDx/C0L8/LTkqW5b1u1fu2wf11q0wzp7N+iKmOHECmjVrYJw3L3dk5nIgGrsQyc3GTv3bb5BfuADT6NGs2zU//QTp3bswDx3KfgKvFxG9e0PduTMev/MO503vb1aaOG8er1FhLBYYevemaeB16wYdv+TZMxj69RO0IJ+SzHhzAAC7HbqVK6E4ehSqESPwuEyZLHvYM2Yz1Js3Q7VvH3xhYXDWqQPHxx8//953AshNxi4ljM0G5eHDUO7eDenjx3BVrgxb8+ZZqiMq/+cf5Fu4EJYCBWDu0SNoyj8bGfXy5OfPI+yHH2CcNIl3ySCw/6VLCJswIahAOwhB2Jgx8BQrBtv333PuJrt6FWETJkC1Ywcem0ys37160ybIbt2Cefhw1nNo1q6FJC4Olv79g44/pxCNXYjkVmMnv3AButmzkbhkCWtIRHH6NLTLlyNxwQL2m5AQhI8YAfe778LQuzfnA0954AA069dTQ8fj0UmePYOhVy+YBwxgD6emIZRU68A1MuvNeTy0Mee2bbQp7RdfZEgMmA3ZlSu0Y8Ljx7RjQv362dIxISvJrcYuFV4vlEeO0M4FcjlsrVrRMpRMZnf65x6/eTO08+bBVbkyrB078q9Ds5FBLy9QitOhA29zZD9+keZgda9+5STPW2/B1ro1527KkyeRZ+1aPJ41i9ZWshA2fjzcZcpwJr+EDx8OZ7VqVM0mFyIauxDJjcZOkpw1mbB0KWtoQxoTA0P//khYvpxz/UM3cyaIWg1bt26cDzzF4cPQrlqFxPnzedfoJI8eIaJvX2q4BLTXUW3fDs3mzYKKaP0o9++HbtGiDHtziiNHoJ8zh9ZNNW0KyGSZf9g7nVDv3An15s3wvP46bK1bCzbcuYEXwtilQBITA+369VD873+wN2gAe+PGGV7fSzV3nw+qv/6CduVK2Jo1g71Ro5CNqd/Lc9SrB1uLFsIOcjhgGDYM7pIlBYksSOLiqNADS91cKghB+LBhtCa0eXPWXRiGQaGTJ2H76SduhRSvFxFdusDSowd7PZ/bjciOHWGKikpV1pBbEI1diOQ6Y+fxILJdO5hGjYKnRIl0mxm7HRHt21NtPI6O4Jr16yG7fRumUaO40+/Pn4d++nQkLFnCuzgujYmBoW9fGKdODf5W6/NBP306GLOZqr4L0dwjhPbsunkTST/8EHJdGWOx0OaxEglMw4alWlTP6MNeGhMDzdq1UJw/D/tnn8H+zTfZklSRrRACxutFoSJF8Dg29oUwdgFcLqh27oTm11/hffVVWh4SRNQgLazfvdsN3fz5kF+7RhVQQg2b+nzQz5wJxmikGchCf99LlkB+/TqMEycG74SQXDdnHjqUf43Z56MZoPXq0b6Mac+TPH/j1KmQ3bnDqZDCJCUhslMnJM6Zw5qdLElIQESXLvTFWmDHkueFaOxCJLcZO/2UKfCULEnfPtNCCF0za9qUU/5HuXcv1Nu3wzhzJiCRsPe1io6GYehQJCxZwi86m6ygYpw+PaiiCGO10sSVGjV4U6RT4XDAMHQo3KVKwdq5c8hv24ojR6CfPRvmPn1YP4+QjJ3PB+WhQ9Bs2ACiVMLWujVclSo9d7UQtnFJ4uMDaieppMLi4qhEGCEAw4Akj5UhBIRhwEilUCkUcNhs6c9LCIhUCl/evAElllSqLPnyZVu5QCjIrl6l4eOYGNgaNxbccJfvu/frxtq++y5DXp5qxw5ofv015MiFdtkyGKdPD1rywiQlUYM3cCCvggrcbkR06wZrx47palZTzl87fTpIeDisHTqwnkZ6+zbCR41CwvLlrMZYfvYstCtXwjh3bs7fDykQjV2I5CZjpzh0COrt25E0dSrrdt3s2fCFh3MuTstu3kTY2LH0R5u8/pauuDQ5RBqsgaP04UMY+vWDcebMoAoq/s4Jlr594eLrnJDymCdP6JpGp05wfvyxoGP88HlzqfYTYuwIgXLPHuiWL4ezWjXYWrR4bp3EU+HzQRodDcWlS5BfuADZnTvUgEkk8EVGppYIS2mQ+BKKgs3f64Xk2bPUBtQvIfbsGRivF/B64X31VbjKl6fqLiVL5ohKvj8xSP3HH7B/8w1s337La4yDzj2TXl5gTVqAlJ4f6a1bMAwdKihxhTGZENGtG8yDBvE2O2ZsNkR06gTT8OGpuoukDeMa+vSBvUmTgEh6WpQHDkC9bRuVIWQxaLoFC+DT6YL23XueiMYuRHKLsZPExSGiRw8krFrFuoiu2rULyv37kTRpErs8ktFIwxHz56e6cVPJBiWHLIw//MB7s0liYhDRty+VCgtSXBpQYB83TvBNLz93DmGTJgUtcGcjmDeXkmAPPMWpU9DNnQvXe+/B2rnz86srSmvYoqMBAJ5ixeCuUAHu8uXheeONTKd9Z8maHSGQPnwI+YULkF+6BNmNG2A8npwzgG43ND/9BPWOHbC2awfHp59mXC4MmfPyMpJtHOg0IuB+YUwmRHTtSkOaPOvY/lBjyvs13fztdkS2b4+kH37gLI3RLl4M+HzsnVR8PkR07gxz//6CW3ZlN6KxC5FcYex8PkR06ADz4MGsN4D07l2EDx+OhJUr2d/kPR7arZyllizwo79zhwrC9u0L93vvcQ4loJ05bRrnmmBgX79RFJhiDYCm7e/cSeXFBNQhBeYh0JtLdQzHA0925Qr0M2fCW7gwLL17Z3/rnmRFFeWePVBcuAAQkuWGjY1sS1DhMICekiWpYsr772d7CJSx2aBdvhyKEydg6dEDrmrVUm8PZe6Z8fJcLoSPHAnvK6/A0ru3IGMpiY9HRI8eMA0fHjQZizEaEdGtWzrty7T4IzGJixfDFxnJLgCfnGiWsGwZ+/obITD07Qtbs2askmGS+HhEdOuGhJUrc0XBuWjsQiQ3GDvd3Lnw5cnDnuXldCLy+++RNHUqZzgxbMwYuN95B/avv063jWEYFCpQAPbGjWFr0oQ3ZMgkJSGyc2fqcfF0QwAA6f37MAwYIMgoAqAKE5Mng/H5qMJECKoioXhzKUknF3b/PpULk0ph6d8/ywuaU5FWUaVsWTjr1n2uiirPNRuTEMiuXv1XMSUyMlsVU/wwiYnQz58P6Z07MPfrF8hizMjcZVeuIGz8eNi/+47eS0K9PEKgWb2aikILVAhiEhMR0aMHXZfjefkEkrUvu3alSWI895rs6lWEjR+PxGXLAK2WU0FFt2gREhctYv0dMhYLItu1Q+KiRbTdUxoUx45BvXkzkqZPDzrH7EY0diGS08ZOcfo0NGvXUjUDlpsrbMwYuKpUoeEaFtSbNkEWHc1ZWM4wDArNmwdjnjy0FQ4XDgciO3WiN1+FCrxjlkZHwzB4MIyzZgkyGAHtwHr1OLuqc40pfPx4ABDszaW6bgpdUO3s2ZDGxtIwTDaVD0gSEqDcuxeq/fupokq1ajmqqJKTpQdsiimOunVD0kQN6XqPHkE/axYYux3mAQPgK1YsY3NP4eUZJ04MqRhdceQIdPPnC9Z+ZUwmRPToAUuvXkFbXPmjKIkLF8KXNy/3GI4dg2b9eiTNm4dChQuzzl/988+Q3b7N+cyQXb4M/ezZSFy8mDXioJ8+HZ7XXgvtXs4GRGMXIjlp7JikJER27Eh16FiEWZW7d0N5+DBMyQ/8tMjPnIFuyRL6lsYRBlP/9hsibt7E46go7ps+WfHc1rw55wK2H39zyWAJLqn2HzqU9uYK8gabkkACS8eOgopy2WDsdhRauxaOI0dg7tUL7kqVMnQePiQJCVD/8guUR47kOkWV3FJnx9hsUB46BOWePZA+eQL3e+/B1rRp0MSnjCC7dQu6GTNADAZop07FY48nQ3PPSAIKQLsxGKKiYBo4UNDvjbFaEdG9OyxduwbtNiC7fh1hY8cicckSXm9Zs2YNpPHx0E+dyvndh40dC3f58uxZ3wA0q1aBcThg7do1/UavF5Ht2iFpzJgclcYTjV2I5KSxCx84EPamTWmKexokMTGIGDAA8atXsyqbSOLjEdG1K6ehBAD5xYvQz5pFZYPi4thvekIQPnQoXFWqsIZBUyK9dw+GgQOROG8efAUKBJ2f4vRp6GbMoMK0IXSTl587h7CJE4M2l+W99qlT0E+fDuWgQXhcsSKy9IdOCOTnztEu2hYLbN9+S1vM5DJFldxi7FLh9dJoxoYNYBwO2Fq0oC9YWbxmqfjf/5B31iwkNmsG+2efZegc/gQUW6tWVDFHIIzFAkP//rB//jkcX30VfH+bDRFdutCuDUEMpPz0aegWLqQvuDy/t/Bhw6D98ks8rlqV/bv3eGjB+NCh7JEOQqgR7tSJ9SVV+vAhwocORcKqVTkmdC4auxDJKWOn3LePem1jxqTfmFxYnjR2LPubk89Hb44+fTiVFiRPnyKiRw8kLluGgqVLcz7w9NOnwxceDmvHjrzj9ReXJ86aJShEozh6lHqdCxaEFH5U//orVH/9FXICix/Gbqfq81YrzKNGoeBbb2XZw56x26H+7Teotm+H++23YWvVSth6ZQ6RK41dCiTPnkHz009QHjkCx8cfw/bddxnSsGSDYRgUypMH5sGDIb1/H6YxY1jXoILiciF81Ch4CxUSnIACAPB6YRg0CM4qVQS1/WEsFnpPR0UFXUZQ7t4N9Y4dMM6axfmSwLjdKNS9O+L696dtpVjwd0RPWLWKdZ3Rn+GdsGwZ672oWbuWen+dOgWdX3YgGrsQyQljFwhfrlnD+iPTT54Mz1tvcYYYtIsWgahU3GKwTiciO3SAafRo3lYnmnXrIL1/H+Zhw3jHG8jQFFBcDiTrba5dC+O8ecLb+Xi9CJs0CQBgGjo0Q2+LilOnoJ82DZZu3eD8+OMse9hLb92Cdu1ayG7dgv3rr2Fv2DBTHcSfF7nd2AXwegNi5CQsDNY2bfiLqQWQcu6yixcRNmECrG3aZEznMQMJKABoa57ksgFbq1bBx5yUhIiuXYNmXgJ0rV5+/TpVcmE7F8OgkEwGZ6NGdJ2Pw9ArDx6E6o8/kPTjj6zb5WfPQrt8OYzz56c39IQgon17mEaOzJFwZijGLvf2bnjJCRs/HuaoKNabRnH6NKRPn3IaOvn//gf5xYvcfa2SdfOs7dqxyo0FrnPsGBQnTnB3TEhG8uwZInr3hnHKFGGGbvdu2hNv/nzBDwXGZEJEly5wlypFZY1CNHSM3Y6w0aOh/uUXJCxbFnKROivJeooR7dpBt3gx7I0bI2H9eroo/wIYuhcKqRTOevWQuHw5zL17Q719OyJbtIB640bA5cr06d3lyiF+7VrI//kHhp49IYmPD+0EDAPb99/D1rQpItq3hyQmRthxEgmSJk+G7MYNaJcvD7o7CQ9H4vz5CB83DrIbN3j3tTdtCqJU0s+Ii3z5YBo7FoZ+/Tg/R+dHH8EXEQHVtm2s293vvw9P6dJQ//JL+o0MA9P48QgfPRrwennHm9OIxi4HUO7bB6LXs67TMXY79D/+iCSOlj5MUhLCJk3iLCwHaGjBW6wYnHXqcI5Bev8+9HPm0Lc5nrCMPz06acIEQW9uqh07oN62LXjz15RjuX0bkR07wtKjB+xNmgg6JiWKU6cQ2aYNnLVqIWnq1Mzr9xEC5cGDiGzZErLoaBhnzkTS1KlZ3gtPhB1vsWIwJUtXMYQgT8uWUG/ZAvh8mTuxQgFzVBSsnTsjols3qHbsCPkUrg8/RNLkyYjo3x+K06eFHcQwMI0dC8mTJ9AtWBB0dxIZSQ3eiBGQ3rnDu6950CCo9u/nHYunTBnYmjWjNao859H8+ivn9SzdukH922+QPH6cbpu3SBE46teHdsUK3rHmNGIYE883jBksfBk2diycNWqwZx8SAkPPnrC2bw/3+++znl/2zz/Qz5xJ2wIlx/LThrIYiwWRHTrQkCRfNpzHg4hOnWDp319QFwLV779DtW8fVVgXWFCsPHAA2iVLqF5gCAksQPKLweTJYGw2mEaOZDVyoYbx5OfOQT97NtylS8PSrVvuEb4lBJLERCrllVLa6+lTSGNjwbhcAX3MtMepVCo4HI5/t/l1NGUy+PLlo7JjfgmyAgXgy5+fhrxyKOkgHU4ntGvXQrV3LyydOtF7Q8C6Ge9373RCP3s2XcsbOzbktTzGYqGlNB9/DDtfOU9KCIF++nQQhYKu/QVB8vgxIvr04S4A94/FbKb3c7JIQuDvaeYfNmoUnB9+yKn0Io2JQfjAgTThhCUhTnbjBvRTp9JnSy4JZ4prdiHyPI0dX/al4tQpqH/+GUnTprEeq1mzBozVyi7lA5rCHNmuXbr4fKofvdeLiO7dYW3fPmhdT9ioUXBVqgRHw4ZB56X66y/anXnmTGGGjhBoly6F/MoVGCdN4u26wIY/LdzSvTt/kbxQyagU6ermPn0EZZpmF4zRCPmlS1BcugTZ5cuQmM2AVAqfwZBKqDnlf3N50bzzd7kgiYuDNNlgBjQxnz6FJD4ejMcDolLBXaYM3OXLw12+fM5ohibDmM3QLVkC+YULNGsxSE9FId+9PHktz9K1a+jlLT4f9NOmgbFY6LqZwN+9fsoU+CIiaMufIMjPnYNu/nxa78bz8iG9exfhQ4ciccWKwEt0uvn7xSmmTeOsjVXu3g3l0aMwjR3Lul03fz68+fKxJtzkRHamaOxC5HkZO8XRo1Dt2gXTuHHptjF2OyLbtOHMepLeuYPwMWOoXBhH9pWhf3/YmjThlU3STZ0Kb6FCQbsSaDZsgPThQ5ijooLOS7lvHzS//ILEuXMFtzwJGzcOvogIWHr1Cl1xfts2qH/7DcYZM4LWsgV74KUqRO7fH95ixUIaS2ZhM2y+8HC4y5alBqZs2Ux5l5lNUGHsdsiuXIH84kUoLl6E5Nmzfw1guXLUAGZhd3EhSJ49g27OHEifPqUCARz9FQXP3eFA+PDh8BYvDku3bhn7Pe7cicTZs3mbHwdI/v17Xn+dt9u4H/XmzZBfvcrZoseP4sgRaDZtgnHOHIBh2Lud3LlDuxusXMlpnMOHDoX988/ZlYo8HkS2acMZidEkGzq+prJZiWjsQuS5GDu3G3latuQMSfCGL30+RLZtSwVcORJE1D//DOnDh7D0759um/9Hn7hsGeTHj3MWqPtRnDoF7YoV3B3QU+57+DC0q1fT5q9CbnSfD+EjR8L95puwtWsXfP80x+qnTgVjtQp+k+Z64HFJTGU7Ph/kly5BtXs35OfPw2cwBIxGZg0bG9mSjWm3Q37lCjXSFy9C8vgxPG+9RTUxP/jgubUFCib9FtLcMxlpUO7ZA83PP9MXPiFr1YQgfMQIuMuW5Wy+mpKwCRPgLlUq6Jq2ZuVKSCwWWHr14py/+rffILt2DeYhQ1jP4ZcLS1i1irVkiDec6fUislUrmpyW3XqzEI1dyDwPY6ddtAi+vHlZf6zBwpfa5ctBZDLO7EvZrVsIGz8eCStWsGvdMQwK2e1wdOhAQww83peQDuiBcZ88Cd3ChUhYuFDYw8HrRfiQIXC/847wfnf+OSSvkThr1RL0cAgcx3LDq3bsgHbtWph794arevWQxpEh7HYojx6lGpkxMXCXLQtHvXo0tT4bxJ9T8lxKDwiB7Pp1qol5+jR8BgMcn3wC58cfP5c1T9mVKwibMgXOmjVhbdeOc61aCJlZQ1YePAjtypW0rpSla0k6fD6EDx5MxRwaN+bfN1hHcT+E0CL4Zs3grlqVc/7hUVFwfPEFp1qS4vBhqP/6izZTZoEvnCk/cwaaX35B0pQp/HPKAkRjFyLZbewkT57AMGgQEtasSf8m5HQiT6tW/OHLsWOpIWN7MDocyPP997TQm0O6i3G7UahzZzydMAEenmJwxmZDZPv2tMQgSKG07J9/EDZ5MhIXLxZ2Y3s8gcauoWZcSu/dg2HQIJgHDWJd6+Qj5QOPefYMYaNHw/v66zD36ZOtaieS+HiqkblvHxiXC84PP6Qamc+5AD0n6uwkT59CtW8flH//DXg8cNWoAUe9etkiDRaAEGjWroVqzx4kjRsHb7FiGe9SnyyHZxo6NCR5OwBQHD8O3YIF1OBxqBqlwuuFoV8/2Bs2hLNuXd5dGZMJkR07cnYUD+znF3JevBgFy5ZlnT9jtyOybVvaDozDWAgKZ86ezXp8+KBBsLVsyduHLysQjV2IZLexM/TpA0vnzqxForq5c+F57TV2SSGfjy4o//ADZ085/aRJcL/7LqdINEBDpLpPP8XjKlV4G5gaevWCrXnzoN6OX6bM30okKG43DP36wVGvHhxffhl8/xQojhyBft48mjmaAQHhQAh36VJo1qyBacQIQZmlGYIQKE6ehGbdOjBuNxwNGsBRqxaIwZA91xNATheVM3Y79RJ27gRjMsHWtCkticmmBAbpgwcIHzkSzho1YGvfnlMIOei4TSYY+veHo379kMWO5adPQz9rFhIXLhTm2TqdVLZr5EjO9Uc/0tu3ET5yJG3OzBNNkV2+DP2cOVBv347HT56wzl925Qr0c+YgceFC1nXKYOFM+YUL0KxZw9r9QBIfD0OvXkhYty5boxdiUXkuQnH8OHzh4ayGThoTA8WZM5wGQLtyJRx16nAaOvm5c5A+ecJr6JS7d4PxeACOAnU/utmz4apYMXhYz+WCoV8/JI0fL8zQeb30ofHpp6EZOkKgWbkSmk2bkLByZYZb8Uji44GWLSG7cgXxa9dmi6FjzGZoVq1CnubNoTx0CKahQ5G4eDHsX3+do4YuN0DUajjr1YNx5kwYp06FLDoaeZo3h27OHEji4rL8et5XX6VasTIZItq2BW7dytB5SFgYEhcvhvz6dYSNGxdSwbS7UiWYBw5ERPfuYKzW4AcolTDOmIHwESPAJCby7uotXhzWzp1hGDqUlpBw4ClblopKz5zJvU+ZMnC/9RbUHMXkRKeDuXdvhE2cyLrdXaECIJdDzlLj58uTB4569aD56Sfe+TxPRM8O2ejZud00RLlkCWuI0tCjByy9e7OKsErv3qXZl3zhyzZtkLBoEedCsF9IOmH1ahQqVozzDVf1119QHjjAW6gOICAY7fz4Y2GiuD4fwgcNguvDDznVYFjJQDNMNvxrc8rZs/G4UKEs92xk165Bu3o1pDExsDVuDEeDBqIQtBB8PigPHYJmwwYQpRK21q1peDqD3zMXsocPkX/CBCRVqpRqLS9U1Js3Q/XnnzT7NwStVsWpU9DNm0dD/QLWtGWXL0M/fToSly4NmuTD21E8GQZAof798axNG7i4woluN/K0bk1DoxxZteFDh8L+xResL8JMQgIiu3dH/Pr16b11r5cm5S1cmG0dQETPLpegXbUKtsaNWW8QxaFD8BUowKk2HjZhApLGjOG8QfUzZ8LaoQN3xpPHA8OQITBOnMibHSa7epX2vho3LujDRrN6NbyFCgkzdIQgfPhwuCpVCsnQMTYbIjt3hvPjj2Hp0ydDD0BJfDwMPXtCfuUKDaOEuO7Ci88H1Y4diGzTBto1a2Bt2xYJa9bQMHQuM3S5FokEzlq1kLhkCcyDB0P599/I07w5NGvXAk5nll3G++qrwG+/AXI5Itu2DapGwoW9cWNYevZEZKdOkDx5Ivg41wcfwNK5Mww9ewIOR9D9PWXLwv7NN9STDIK1c2fIbt2Cct8+7p0YBli4EPqJE8GYTOz7yOVIGjUK4aNGcXqKpuHDoZ89m1VujERGwt6wIf3u0iKVwjRgAMI4NDefN6KxyyaYpCQo9+9nT8ZwuaCfNw9mljIBAFDt3g1PqVLwFi3Kuj0QvuQxOrrFi2H/4gteNQNJQgLCR42iyulBHtSKI0egOHtWkPIDCKGd0996S7i6BGg4MKJLF1i6deMNzfIhP30aEV27wtq5M60RzCoDRAiU+/cjT4sWkD58iMQFC5A0cWJIfc5E0uMtUgTmIUMQv3o1iFKJPK1bQ715c9bpLEoksLVti6SJExE+alSGJMIAwP3uuzBOmoSIXr0gFaqLCSovZmvVChG9ewvS+HQ0bAii00GzYQP/jgyDpB9+gHbFCsj4QrURETAPGsRrQIWEM23Nm0O3bBnrdlvz5lDt3g3Js2fptrkrVQJjsfCP8TkhGrtsQrdgASxdu7J6ZrqlS2Fr3pw9td9uh3bZMph79GA/scNBtTE5tDMBWgcjP3+ev60IIQiPikKSgLYn0nv3oJ83j6YSC/C0dDNn0sJ1AQWzfhijkbY36dsXrsqVBR+XEvXGjdAtWYKEFSuyVMdSfvYsIr//HoozZ5CwZAmsXbsGLcsQCRGlEvbvvkP82rWQGI3I07IllHv38q5LhYJ/LU95/Dj006ZlSGfTW7w4jNOnw9CnD6T37gk+zvnxx7A3bgzDoEGC5mMeOBDKQ4egOHWKf0eViq71DRsG2O2cu7k/+ABEp+P1Ai09e0KzcSMkT5+ybrd//TUUJ05A8uhR+o0SCcxRUdBPnsw+n/79oZsxg38uzwHR2GUDkthYyG7ehIulhkXy6BEUJ09yNknVz59P+8pxxPj1s2bB2r49b/gybOzYoGFJzU8/wVWpUtA2IozFAkNUFO0tJ6DEQLV9OyQJCezdjTmQJCQgsmtXmIcO5dT85MXjQdjo0ZDduYPERYuEpXwLQHbzJiK6doV661YYp02DedCg3KOV+bKiVMLaoQMSli2D/OJFRLZpI1xwORhyOc1sLlAAET16CEseSYP3tdeQOHs2DAMHQnr7tuDjHPXrw12hAnTz5gXfWSKBcdo06KdPD+pF+goUgKVzZ4Rx1Oj6MQ8eDN2iRWCSkth3SA5nhnHIhIFhYBo2LNCCKy3ud94BpFLIz55Nt81brBhIRATk587xjjG7EY1dNqCfNYuuN7FtmzkTpqgoVkMkvXsXsmvX4OASar11C7I7d3hDfLrFi2H/6iveglhpTAxUO3cGbdYKnw+GgQNhHjhQUDak7PJlaH79FSYerzMtkmfPENG1K5JGj85QpiSTmIiITp3gfvdd2qooC1LaJTExCB80CLp582AaOhSmCRNyVBMywxACuN2Z7xaQAxCdDpb+/WGcNQuq7dsR0bkzZNeuZcm5ba1bw9q2LSLbt4f0wYOQj/cVLozEefNgGDoUsps3BR9nbdcO0gcPoNy9O+i+RKeDcepUhA8cCMZm493X+cknkCQmQn7mDPf51GqYo6IQNmEC5z6eMmXgK1QIyoMH2beXKgVfZCQUR46wbjdHRUE/axar92ru04eu++VgktTz0fX5DyGNjgZjNrN2GpbdvAnG5eKUpgr74QeYhg9n98gIQdjEiexdzf3nTw5fWpYs4R4gIQgbOZImvwQxDPpp0+CoVUtQIbfk2TNa/L54sTB9TKRoHzR+PHuiThBkN28ifOhQmEaODNrZWRAuF/Rz5lAppb59n5+EmEAYkwnSBw9ot4Nk0WZpbCwkcXG060FgR/r7IQxDs/rkckT4H5iEBB44RCaDL29eeAsWhC+lsHThwhnr6J0N+PLkgWncOEgfPIB+5kwQuRym4cMz7WG7qlSBcdo0+jLXty9N0w9lXAUKIHH+fER07w7jjz8K01RlGCRNmIDIDh3gff31oL9572uvwdKrF8KjomCcO5c3UpM0ahQiO3VC/Jo1nFEhV6VKUP35J5T79nG2/zL37YvI9u3hrFKFVf7PPGAAIjt2RPwHH6RbD/flyQPXe+9BuXdvugJ5X/78cJcuDeXBg3DWqsU77+xCLD1A1pYeGHr1grlvX3iLF0+3LaJbN5iGDGFV0VDu3g3F+fOcwsuqP/+E7No1Vu1LALwCrSnTz9Xr1oGxWIIqrqu2bYPi7FlW0ep0uFy0K/rw4YITNvzNWk3Dh2fIqCj37oV25UoYZ8zg7VAgNPVefukS7WTdujUcX3wR8niyGlaB6LAweF99NVW3A1/BgvDmy8epS8o7f7cbkmfPAp0OpMltg6QPHkCSkJDjgs9sKE6epJ3oe/QI+tAU8t0zVistj6lcmbsZMg+Sx48R0asXba/DUQ+b7phnzxDRrRsSFi8WpB+pWbUKEqMRlr59efdT7t0L5fHjMI0cCYB9/sEE5wF678sePIClZ0/W7erNmyGJi2NdqmCsVkS2b4/4DRvSvUz77/mE9euzrNBcVFAJkawydvKLF6HZsAFJLAu18rNnod66FSa2MILHgzwtWiBh9WrWehz/D5TvrU27aBF8ERGwN22a/vjkH33s6dMIHzwYCatX87cLiY7+t8YvmKgvIQgfMgTO2rWFlSSArgNGdO0K88CBocsJEQLdggWQRkcjaeLEoOLTQR94Lhf0s2ZluK9ZlkAIZDduQLl/PxQXLoCxWOALC8sSgejM1Nkxdjtk//zzr+Bzio4Hzo8+ot9dNmt7co1LP3kyGLsdphEjOD8bwXP3+aCbNQvSuDi61i0wMuFH+vAhDP36IXH2bPheeUXQMbLLlxE2bRoSli4Nfj1CED54MOwNG8JVowbvrob+/WFt0QLuihU55684fRrqX3/l1q4kBJHffw/jxInwsS1fEILI1q1hnDOHVVhCu2IFfHo9q/KMdvFieAsWZFeMygCisQuRrDJ2ER06IOmHH9Lr1vl/PNOmsa79aJIldWwtWrCeVz9lClzvvsvZdJFXexPJN33BgnA0aICk5FYmnHi9VKJs8mRB63SaVasgSUriXKNMNxa7nZYX9OoVss4lfD6EDx0KzxtvwNq5c6YbeOaoN+d2Q3HyJFS7d0N28yY8JUvCWacOXO+8k6VJMFldVM7Y7ZBfvgzl/v2Qnz8Pb+HCcNStC1eNGoIKp7OSYF5eqHNX/fEH1Js3wzh/fshzkd65A0NUFNWaFOgBq7Zvh+L0aUHRE3+vyoQVK3gzgRmjMRDOZDQaXiFoW/PmnKLSsuvXoZszB8b581m3K06ehOqvv9jX510u5GnZEvHr1qV/GXU4kKd1a+r5hfhSwYZYVJ4DyP/3P3hffZVVoFV54ADcZcuyGjrGbof6999h4ygTkEZHQ3brFqehA0DX8oYO5X/4L1sGV5Uq/IYO9K3MUb++IEMXUu0dECh3sHTsGLqhSxaSdr33Hg3BZkZtw+WC/scfoV28GIkLFjw3Q8ckJUH9228w9OqFyPbtoTh/HrZWrZCwYQNMY8fCWbNmrs/2JGo1XJUqwRwVhYQNG2Dp04d2yujeHRGdOkGzYQNn+npW46pcGQlr1kC5fz/Co6K4C6cF4vj8c1jbt0dEly5gLJaQjvUWK4akiRNh6NtXUAE5kFxTp9cHr6kDQLRamPv2RRhHF4LAfgYDLF26CMrO1E+dylnP6HnrLfjy54fi0CHW7a7KlSF9+JA9W1ShgK15c2jZCs1VKtgbNoT6t994x5cdiMYui9AtWQJL587pN/h80C1eTGvuWNCuWAFr27ac4cKwyZNp0goHimPH4DMY4ClThnMfycOHwJYtQbMvpdHRUBw/Lqj9jvTePejmz0fSjz8KNjy6OXPgev991pIMXtxuGPr2haNWLdYwbSjILl9Gntat4S5dGsZ587I/bEkIFCdOwNCzJwwDBwIOB0yjRiFh7VpYevakwr9ZLJP1PPEWKQJbu3ZIXLmSrhfrdAgbPx4RHTrQrMOsKg7ngKjVMI0dC3vjxojs0IEzk1Aorg8/hKVXL0R07Rqy8fSUKAFrx45BdStTYh4wAMrDh4PX1AFwVasGIpVCcfgw735CsjOFaFea+/eHft48wONh396vH3Qc2pv2r7+Gau9eMGZzum22776D5tdfn3uWsGjssgDZ9evwhYWxxutV27fDUbs2a+0XYzRCcewYHJ99xnpexalT8L7yCqeSCtxu6GfPhnngQO7BEYLwkSOB2bP5sy+9XoSPHk0buwZ5+AZq76ZNExzuUe3aBemjR6EnATidiOjZE47PP890nF+9dSv0M2ZQb65hw0ydKxiMxZJeHHrpUtibNXsxyxgEQMLC4PjySxjnzn0uos8p8Xt5qj/+oLVsmQjZuipVgnnAAOrhBRFmTouzdm2433qLalcKIYSaOgAwDx0K/dy5QT3PpFGjoJ8yhbfY3Na6NVR//AEmIYF1O9HrqRTYL7+wbveUKQPG7Ybsxo30GyUSWDp1gnbp0vTbVCo4P/oIKgElGFmJaOyyAN2iRbCwZTcSAu1PP3G2qNctWABL9+6cpQa6uXN5Q4TalStha9KEN/Sl2bABripVgCCtQwSHL5NDkeaBA9kXr1mQXbsGzbp1SBJgSFPhciGiVy/Yvv2WiixnFK8X+h9+gPziRSQuWZKt3pzs2jWEDxuGiO7d4YuIQPyaNTBHRQn+rF4WSGQkrF27In7jRrjLl0f48OEw9O5NC8SzKU2AqNVImjIFRKOBoU8fIEh9Gh/ud9+FafhwRHbrBsZoDOlYa5cukF+/Tvv5CYBotYGaumDaoKGEM61dugCjRnHvJJXCHES70tasGdRbtnAaTfOAAdBzqKM4a9eG4swZVsNsbd2a6mk+x5QR0dhlEumDB4DbzboWpty7F85q1Vi9H8njx5Ddvs3ZUke5Zw9c773H2UZHEhsL5eHDvI1QhRaPhxK+VG/eDE/p0oLX3JiEBISPHAnjzJmh6VR6PLSpZePGcH7yifDj0l7fbAaaNoWnRAm6mB4suzSDKE6dQuT330O7ejWsrVuL4tB+Uoo+R0VBuW8fIlu0gOqvv7LnQccwsLZvD9u33yKyQwfg4cMMn8pTtixMyS8ubOE4vjEYJ02CdtkywZqQ3tdeg611a1qUHYRQwpmIj+cNZ7orVgQ8HsgvXGDfQS6HtXVraFev5hy3N18+9mswDGwtW9IEvDQQvR7u8uWhOHaMdw5ZiWjsMol28WL2mjVCAqr4bOjnzOGum/F6oVu+nGYccqCfMYPW5PF4SmGjRwcvHg8hfCl58gTqLVtg4Wkrkgq3GxH9+iFp9Gj48uYVdkzymAwDBtAeeALLGdiQ3rmDiA4dgIED+XVCM4Hs6lVEdOoE1R9/wDh9OpImTYKndOlsudaLjl/0OXH5cshu3EBk69ZQHD+eLddy1ahBW1Z9/z3vwz4Y7vLlYe7fnxq8UDxFv27l0KHcEl1pcHz2GaQPH3IbnhQIDWdi+nTof/yRV4TaPHgw9NOnc758OL74AsqDBznnYendm67tsR3boAFUf//N6rFaO3aEdvly/vFnIaKxywSSuDhIHz1ilblSnDwJd+nSrIWbkthYSOLjOeWx1Js3w96gAWt3YIDKhjF2O6+8luLQIXiKF4f3zTd55xBS+HLUqJC8o7CxY2Fr0iS0ovHk8gJnzZqZWldTHDqE8OHDaUeHKlUyfB4upA8ewNCvH7TLlsE0enTO1ei9gBCNBpbevZE4Zw5Ue/YgokMHyC5fzvLreIsWBbZsgXbJEqg3bcrwedwVK8LSowciunfnXQNLi69gQZiGD4ehf3/BiTqmsWNps9QsCmciIgL2Jk14Mz59+fLBXaECd9hVIoG1WzfoFizgPN5TrBirLiYkEtgaN6YJKWmPy5MH3sKFIb94kX8OWYRo7DKBdtkyzhAh3zbd0qWwdOrEflKnE5pff+WsuQOovqa5Xz/ugfl8dB2xe3fufRBi+PLXX+EuV06wrJdm3ToQgyFkg6WfMgXucuVgb9w4pOMCEALt8uXQbN6MhOXLBRf5CkUSH4+wUaMQNmECLF26IGn6dHiLFMnSa/xXIJGRMI0ahaRx46BdvTrkbgKCCAuDcdEiyO7cQdiYMZyZhcFwVakCa/v2MAwYEFIWofudd+D4/PPgRikZX2QkrG3bQs/TYTwwJoHhTHvjxlDv3MkrfG3p3Bm6pUs55+asWRPy69chiY3lPp5DptDeqBEtNWAx+NauXaFdtIh3/FmFaOwyit0O+aVLrJp6ssuX4cufn7W4lDEaIbtxA26ONS/tunWwNW/OudYjP38eJDycV4tPtWMHnDVq8HdVDjV8uXWr4PCl4sQJKI8c4ezXx4X6t9/AOJ2cCT1BIQRhY8eCsVqpR5eVRc5eL7RLl9ISiIYNkbh4sdjLLovwFS6MpKlTYenZE2GTJ0P/ww8heVBBkUhgHjIE7nfeQUSPHhluEOusWROuKlWgE7CulhL7N9+ASKVQc2Q1psXx2WeQxsRkXThTKoWlQwdoeTRziV4Pxyef8Na/mfv2hX7OHNZtvkKF4AsPZxfrVijgqF8fqj/+SLfJW7gwIJNlSJA7VERjl0HU27fD/tVXrIaCt65u1SpYufq8uVxQ7d4N+5dfsm8nBPpZs2Dm08hzu6Fdt477Gv5xZFP4UhIXB/306TBOnx6SlJT8wgWofv8dphEjBB+TCp8P4cOGwVOsGM1gzcLaNWl0NCK//x5Eo0HCmjWhF8SLCMJTogQSFy6Eq1Il5Gnblj0slgnsX38NW9OmIYcjU2Jr0wbSuDjWBzcf5iFDoNq1C7J//hG0f1aHM51160Lxv/9BwlFmACRnSP70E+f6nvudd+gSDIdogKVLF+g4vDRbixb03CzrgtbWrVmTWLIa0dhlEPXvv8PBYpSk9+4BEgm8r72Wbhtjt0Nx8iScH3/Mfs4tW2ifO46EEuWhQ3CXLs0rR6TZuBH2Ro14vRomIQHKgwezPnyZbBiTRo/mXG9kQ/L0KcImTIBxxoyMZUt6vQiPioKrQoUMifnynVe7ZAnCxo9H0uTJ9PN6gQvAXxSc9eohYckSaNevpy1pBCqSCDp37dqwfv89Irt2DS3hJAVJY8dCs3GjYMMFAJBKabf08eNp26UghBrOhMsF2dWr3DsxDCy9ekHH4ZkBAJRK2L77Dloew2Plqp0DbW4LtxvS+/fTbSMaDVwffAAliyKLu2JFum6XQY9bKKKxywDyCxfgKVGCtaRAu3Ytp1el2bABtmbN2B+YXi80W7fCxrVWRQi0ixbxhhIZux3q7dthYxFgTYl+3jyqaJ7F4UvV77/D8+aboSWkOJ0w9OuHpIkTQQwG4cf58Xhg6N8frurVYW/WLPTjOUjpzSWuWCFIPk0k6yAGA4wzZsD5wQfI06ZNlnp5rho1YOnePUOyYAAAhQLGWbMQPno0JPHxgg/z5c8PW7Nmwhq4IrRwpqVfv6CG0fXBB5DGxEDKU45h/+YbqHbt4lzfc1WuDPm1a9yZmd26QcdRUG9r1Qqa9evTb2AYOD7/HOo//+Qdf2YRjV0G0KxZAyvbupLdDtmVK+xK/i4XVLt2ceowqnbuhKNOHc61OuXevXBVrcpbQK5dvpwaWh7vSBoTA+mDB7TQnI9k5ZVQwpfaDRtg7tUr6L6prjF8OKzt2sFTooTw4/z4fDBERcFRuzb1ZrOClN7cpEmwtWr1YnlzhICxWsEkJUGSkEBDTnFxYIxG+mDPZvmurCadl5dFa3muypVh7t0bEd26gcnAOX158iBp3DiqhcmT1p8W+1dfQX7jRmjhzB9+COr1eIsUgfeVV4LKjpn79+eU+AIASKWwtmlDC745sLZtC+2qVazbPGXLQvLkCatiji9fPhClktXY2hs1osXr2YjYvDVEmMRESBIT4X3jjXTb1Dt20PU2loej+s8/Yf/8c/YQJSHQbNiARI7wgL9mL5HnjZBJTITi+HFYevTgHb9u1iz+TE7/eH/9Fe7y5UMLX44cGVIRtXbZMnjfeCNjReM+H20tVKVKlrULYZKSYBgwAM6aNZG4YkXuNHIOB+RXrkB24wbtP+dv3pocGiMSCY04yGQgcjkYqRRQKhFmNgMeDzWEyRl3RCqFL2/eQG88T4kStJ0Qj6p+TuD38pS7dyNPu3YwTp+eJZ62u1IlWLp1g6F7dyQuXAioVCEd7ylTBrYWLRA+ejSt6RMCwyBp7FhE9O6N+LVrgyr/+yIjYf3+e5qBPWQI776W3r1h6NOHs/sJAHhKlwbj80F2/Trnve1o0AB5mjWDtV071hZazjp1oFu2DNbOnVmjW9Z27aBdvZpVxtCWvD6Xdi5Eq4WnaFHI/vkHnrff5p1nRhGNXYhofv6ZhiJZUG/bxmmw1Js3I5Fj8VZ56BBcFStyrnPx1ez50c+fzy09lozsxg3aKZ1HNBoAJAkJUG/ZggSet7uUZCR8qTx4EPLLl2nWZKgQgrDRo+EuXz7LisWlt2/DMGQITMOGcbY9ee7Y7ZBfvQr5xYuQX7oE6dOnIEolPKVLw12qFJwlS1JDlS8f50sGwzDQFCqEJLY2Nx4Pbd769CkkT55AceYMtKtWgbFa4TMY4C5b9t9+eizars8bZ7168Lz1Fgz9+sE8cCBcH3yQ6XO6qlUD43YjolcvJM6fH7LijaNBAyqHt3q14PXilOFMi4AXT8dnn0G1cydkV67w3ru+yEjaKXzPHt4uKeZ+/RD2ww9I5NLvTFEbx7quzzCwNm8OzU8/wdq+fbrNrurVoZ87l65NpjHmrkqVqLyY05nOkNratIF22TLuPnuZ5IU2dleuXMHvv/+OO3fuIDExEQMHDsQHWXADcOLzQfX337QXUxrkFy/C8+abrG86sitX4Hn9dU5jpl2xAok8D33tsmW0USkHkkePIL1zB64gmYy66dNpK6Ag6PzqLkLDlz/9RBvLCkR69y60ixbR5rAZ8J50M2dSeaVWrUI+lg3lgQPQLlmCxLlzWVs0PU8kjx9DtWcPVe/3+eApWxau8uXhaNCAtyN7hpDJ4CtYkM65fPlUD0gmMZE2bT17FtqVK8HY7XBWrw5H3bpB20RlJ97XX0fCihUwDBwI2e3btEwnkzg/+oiuHQ8aRF++QvxNWvr0gaFXL3hKlmQtRWLD/tVXiOjeXbAnYx4yBGFjxnBHf5Kxdu6MyPbt4axTh/P+9b72GrwFCkB++jRnCZS9USPkadWKvtizRKMcn3+OPC1a0OWctN4pw9BSA7ZlG4aB/bPPoN65kybjpcBTogSksbFgTKZsaXX1Qq/ZOZ1OFC1aFB06dHgu11McOwZnlSqsX75m7Vr2dTwA2jVrYGvThnWb7MoVeIsUAYmIYN/OU7PnRy8kNHn8OHz58sH7+uu8u0ljYiCNiYGrcmX+8wH/hi9HjBD+Ruz1InzkSCRNnZqhOjjVH39A+uwZrFxF+aFACLSLF0P922+0AD0nDB0hkF2+DN3MmYhs2RJhP/4IX548MM6ejcSVK2EeMADOunWz3tAFG1ZEBFw1a8LSsycSlyxBwrJl8JQqBd2KFYhs3hxhEybQ9aEcWAMkOh0SFyyA9MEDhI0aleFC8ZQ469WDu1w5TpUQXiQSJP34I/QzZghPeGEYJI0bR9chBWRnegsXhrdIEShOnODdj2i1sH/6adD1L0vv3rRmjkufVKGAo1497hILmQz2Bg2g2rWLdbOtSRNW1RSAJsGoN29mP+6bb6DeupV37BnlhTZ27777Lpo1a5a93lwK1Fu3sgovM0YjJPHxrG+8jNkM6ePHtG8ZC3z6mQB/zR4AyJKlw3hDiIQAP/wgqJu4bsYMQWt6QMbCl9rly2l9XwZUR2T//APNzz8jaezYkI9Nh8NBVeZ9PipS/Zy7bDNmc6AFkGbrVriqV0fCmjUwzpwJx+ef57p1MyiVcNaqhaQffkDChg2wff01FEeO0BY+s2Y9t4atASQSmKOi4Hr/fUR27BhyKx42rB06QHr3LpR794Z8LNFqA+FBofjy5YO9aVPB2ZnmXr0EtS+ytWwJzc8/8ya1+PLmhfudd6Dct4/7PDy1cQBVZuEyaCQsDN4CBSC7eTP9Np0Ontdfh+zKlXTbHPXqQZWBz18IL7SxCxW32w2bzRb4Z0+RhcUwDP8/hwPSuDj4Xnst3TbN5s2wf/cd63GazZth//Zb1m0SiwXSx4/hfest1u2yu3cBqRS+11/nHJd+9mxYBgzgHbty/37g/fdB8ufn3U9+4wYYnw/et98O+nlInz2D9qefYOndO/hn559PdDSUJ07A3qqV4GMC10tIQPiYMTDOnAlGoQjp2LTfr8RoRGTHjnB+/jls3buDkUhCHk9G/8mvXkX40KGI6NkTJG9eJKxbB/OoUXBXrgxGJsuWawr6fYfyTyKBt1w5WAcMQMKmTXC/9x7CR41CRK9eUJw6BSarr8fzz/n11zAPGIDILl0gu3cvc3OXSGD64QdoV62C/NatkMfirl4dkEqhPHxY8DGOr7+G/MYNyK9cCf495skDd6VKUO3ezb+vUglbixaBTuFc+1m7doVu+XLO7wtaLdwffADVwYPs28PD4S1YkPOzsrVtC+2aNazb7G3bQrtuXfptajV8BQpAdv++oM8vJMhLwrfffktOnjzJu8+mTZvIt99+G/gXFRUl/AI//0zIwoXs2z79lBCnM/3ffT5C6tQhxOViP27ePHpeLvr2JeTsWe7tDx8S0rw593ZCCPF6CfnkE0KSkvj3I4SQb78lJDo6+H6EENK6NSHnzgnblxBCPB5CGjQg5N494cf4cToJ+ewzQi5cCP3YtDx9Sj+P//0v8+cSis9HyK+/0jn07EnI5cvP79rPk/v3CRkxgn6+ixdz/+6zgwcPCKldm5Br1zJ/rsePCfn4Y0ISEkI/1mymx5pMwo958oSQevXovRoMi4XO0+Ph30/ofT9iBCGHDnFvj4sjpFEj7u3nzxPSqxf39s8+o58JG1zPzb//JmT8eO5zZpAXOkElVBo1aoQvUiyY+t8M4uLi4AkS9zesWYOkyZNBHj9O9XfpzZvQFigAE0txqeLYMSjKl4fl2bP0JyQEkZs2IWHdOiDNOQGAsdlguHABiVFRrNsBGnJ0NW4MF8d2AFBt2QJpjRoICwvDkydP0mfkJSM/fRrqsDCYVCrO6/mRXbwIDQBTgQJB9/WjXbIEvtq1YZfLBR/jJ2zoUDgbN4YzX76Qj2UYBgULFsSTJ0/APHkCQ69eMI0fD0/BgiGfKyMoDh2CbsECOGvUgG3WrH/Dk8/h2kDq+XN991mGTAZ07w507Aj15s1Qf/wxbC1a0NKQEKTjMoRUCsmMGTB07AjTuHHwlCqVqbnLBg+GvnlzmhASoqqPokcPqHr1gkloOQIAbdWq8C5aBIeAelHNJ5+AzJ0Le9OmvPspv/8ekTNm4EnXrpzzl3z1FcImTYKRpztKuFwOy/HjtItEWvLnR8SVKzDeusWagKf67DNIFixg1bvVVKsG74YNcKZt41WyJCJHj0ZC+/ZBk4VkMhny5cvHu4+f/1QYUy6XQ6PRBP6pU6zTEEI4/zHx8QAh8EVEpNum3rIFtkaNWI9T//ILbM2asW6THz9Oyw1kMtbtqt9+g/3rr7nH5XJBcfo0nFWqcO/jdEKzYQOsyckxnPv5fNDNng1z7968n4P/n27GDJj79hW0LyEEklu3ID9+HLbmzQUfE/gMV62CN18+OD79NORj/f8AgHn8GIaePWGcOBHukiUzfC6h/2Tnz8Pw/fdQHDmChIULYeneHT6tNtuvyzX/53pNuRy2Zs0Qv2YNJLGxiGjRAor9+0F8vmy9rjdfPiQuXAj9mDGQXr6cqbm7y5WD7auvoB83LuRjnVWrgkgkkB88KPgYS5s20KxfD+J0Bt3X2rw51L/8AmK384/j44+BM2fAxMVxf2avvAK43WBiY7mvl9xVnGu7vVEjqLZsYd/22WdQ7trFvu3LL6Hati39NoaBu2xZyC5eDPpZhMJ/ythlFNX27bCztaohBIr//Y92+00DY7dD8uwZZyKGZv16WLna+BBCr8mhtgIAql27YK9fn/fNR/377zS9l6UwNCXKffvgfucdQQ1WFYcPw1OihPDMRa8X4WPGCOqukO5ax45BceoUd5NboTx9CkPv3jBOnpztafPSO3dg6NkTmp9+QtKkSTAPHZoxGbSXAZUK1i5dkLh4caCTu/z8+Wy9pC8yEonz5yN8/HjIbtzI1LkcX30FolZDvXFjyMcKbq7qR6WiGYw8fecCKBSwtWzJ2T08AMMAgwZBu2wZ726BRBQO3O++SxVfOJRm7J99RrM22YyPUglvoUKQ3r2bbpMvXz4wTicYkyn9mHgyNjPKC23sHA4H7t69i7vJH+TTp09x9+5dPGMLG2YC1d69cLCofMjPnIHrvfdYH+LK3bvh4CjslMTHg3G7OXutyc+dg/vtt3kVHTS//hq055t62zbYv/mGdx/4fLS/Hlu39bQQAl2ylyIU7fLlcHz6aciKF4zRCP3MmbREIdSF6JTnSUgAWrSAacIEVtWbLMPrhXbxYoSNHw9zv35Imjw5x2v2cgskLAzmqCgYp06FZu1ahI0bl7UtfNJeLzISifPmIWzECIAlGzAUzFFRUO3aBent26GNIQPZmfYmTaD+80/evnOBfb/8Eqr9+1kNRSpq1qQvGDySZs4PP4Ty2DHuEg6GgePLL6HesYN9u1IJd7lykJ87xz7WRo04ywkcDRpAtXNnur97ypShLytZUFbi54U2drdv30ZUVBSioqIAAGvWrEFUVBQ2ZaIrcVqk9+/Dmz8/a2q6ZssWTmOi3rGD0zNT+T0uDrRr1/IWTMtu3oS3QAHewkv5xYvwFC/OWuSeapxbt8JRt66gVHfVH3/A9eGHgj0VaXQ0FCdO8Dai5SJs/HiYoqJANJqQj/XDWCy0ncv06ZylH1mB9NYtKhqt1yNx+fIcLbrOzfjy50fS9OlwVqtGW/icPp1918qbF8Y5c4AuXSCJicn4iSQSmCZMQPiYMSHXFLqqVQORyaBgUfpnRSqFtUOHoJ6Yf1x8LXUCMExAgYXvXI46daDiKUOwf/01b687e5MmnLV9rsqVoTx5ktXzc3z6KdQcY3N9+CGUR45wjztEXmhj9/bbb+Pnn39O969HEH3IUFD99Rccn3+efoPLBen9+/CwLOxKEhIAqZTTKKj27YOjdm3WbZKEBDAWC2/xt2b16sA6HOc+PEXuAVwuaDZuDL4fAHg8tCawXbvg+yYTNmkSTGPHhuyZKffuBQkL41R3EITPB8PAgTQEWqFCxs/Dh9cL7aJFCJs4kbYAatEid+pp5jKcn3yChCVLoNm4MVu9PF/BgsDSpTAMGJAhsWc/3sKF4ahfH9rly0M+1jxkCPTz5gn2UBz16kFx+jSNSATBWasW5P/8E7TG0f7NN9AECQnavvsOah4ngajV8Lz5Jm3Fw4KnZEnIoqPZC+QlErjKl2ft3kC0WvjCwiBhSdiyf/45v5EOkRfa2D0PlEePwlmtWvq/HzgAZ61arMeofv+dfY0P1NvxvvIK5zqa+rffeBX8GasVsnv3eCWG+IrcU13rjz+ocHWQNT0A0GzaBHvyGoYQFKdOwfvKK/C++qqg/f0wRiN0ixfDlOytZxT99Olw1qgRvLtDBpHev4/Itm1BwsKoNye2AAoJYjCk9vKyay2veHFYevRAeFRU0GJsPmwtW0Jx4kSGwpn2L76AmqP4Oh0MA0vPntRACtm3Sxdog0j1EZ0O3ldf5e13RwwG+CIjeedna9kSGh6D6KxZk8rcsWD/5htOz8/+9ddQb9uW7u/eokVpB/Nk4fLMIho7HpjERPpwZ1k7U+3aBftnn7Eep9q3j7brYUH922+862jKv//mPBZIbvAaZB1O88svggSShZwLSO6Tt20bbEFSnQMQAt3cuYIUW9LiD19mRtFEtX07GJNJUHPajKA4ehSGQYNoCyDRm8sUfi9PN29elick+HHVqAH3u+9CN3duxk/CMDCNH5+hcKateXNotmwR7MG6qlSB9MEDSAWEX11Vq0Jx5kxQyTFrmzZBjaKtTZtAITobnpIlIb1zh/NaXEYLADylSkF26xarh+usUQPKo0dZj3OXKwf5pUu84xaKaOx4UO3fDwdbV3GvF9InT+BjeZuX3rsHb8GC7MklhEB56hSnWnswrw+EUG+Mw8gCoGLVHAk1KZFdvgxP0aKCOoprV6ygYVOB9UbKPXvgeu89+CIjBe0fOG7vXpDw8EyFL2WXL0OzeTNMo0Zl+BycEALNqlXQbNiAhJUrQ/ZaRdghBgMSFy+G/MoVqhWZDXqb1nbtIH34EMrduzN8Dm/hwnB8+mno4Uy5HFYh2ZMpMPfty993zg/DwP7pp1D99Rfvbp633oL00SMwZjPnPu7y5SG7eZM35Ov86CNO781XsCAYi4UzA9VZowaUhw+n3yCXwxceztoI11G3LlSZ+M5SIho7HpT79rH2WpOfO8fZBka1cyccHMZIfv48XBUqcBbYarZu5fW0FGfO0ON5wo6KI0fgrFo1qGHiE6dOCWM0QnH0KPu6JRteL3TLl8PaubOw/VNcR7dkCUyDBoV0XEokz54hfOxYJM6YEbRPWMi4XAgfOhSSxEQY583LVOKMCAtSKUwjR8L91luI6No1eJZhqDAMkiZMgHbtWsiuX8/waWwtWmQonOlo2BDKgwc5O3ynxfP222DcbkHlE3walSmxNW4c1Hu2f/UVVBzemX87l/cG0IQTLsPLlyjj/OQTVk1S97vvcmZ5hopo7LhwuSAxmeDLkyfdJtWePZxlBcrjx1nX+IAgYUNCoODx+gDaIZ1NiSAl2g0bgmY/MiYTpLGxgrqDa9esgbVDB8GhOvWWLbB/+qkgjzElYePHU0OX0fClywVDv35ImjABJESPMhiS+HiqpfnRR7T/mBi2zDbs334LS7duiOzQIWSDEhSFAsaZMxE+YoSgBBBWMhrOlEhg7dYNuoULBR9i7ttXUBcGotfDW6hQUMPo+PRT2qWAZ+3S3rAh1L//zrlPMO/N8dlnUP35J+s27+uv0y7lLGtwjlq1oPr77/QHSaW0Ti8zGbXJiMaOA8WJE5y9qeQXL8Jdrly6vzMJCfSNn83z8vkgu3WLszuw/Nw5uN55h9Prkzx7Bsbh4O0WIHn0CEQm420HBNAaPdu33/LuAwDweqE8coQqMQjB6aTNbUNcK1OcPAmi1WYqfBk2eTJsLVsK66weApKYGER07QrT0KFwNGiQpecWYcf93ntInDsXhuHDIbt8OUvP7cubF0mjR8MweHCGE1a8hQvDUacOb7IGG84aNSC/dg2S2Fhh1ylWDIzFQrO7g2Bt0waaYD0lFQq4338fipMnufdRq+EpXZo3Ycjx6aecHhrR6wGFAozRyLrdXb48a0YnMRjAOByAw5Fum7NePSj37OEes0BEY8cBl/cmvXOHlgWwvN2r9u/nLCmQX7oEd/nynNcLliyi3rYtqIHSrl8fvKEpIbSpYlo9OhaU/hIJgbqG2rVraTPNULo9JyezmDOhkqI4fRqM2QzHp59m+BxsSO/fR0TfvjBOmwZP6dJZem4RfnwFCyJh0SKETZoE+f/+l6Xn9pQtC/c770D9yy8ZPoetVStadxZKSQPDwNy3L/SzZwu/TtOmvCUBfjxlytCuD0EK0q0tWkCzfj3/Ps2b0xZBHASr23N8/DFU+/ezb6tXj3MNzvnhh6yJKs4aNaAUWqvIg2jsOJDdvg0PS+o+bwhz3z7aIZgF1Z49cNSty34xn49ej8crUR4+DGeNGtwDdrmgOHs2aNNVxbFjNFQqYE1Ls2mT4AxMxmyGau9e3mJ5NpR79lCN0AyGHhm7HfqpU2EK0qU9VKT37sEwYACMs2YFbXgrkj0QgwGJixZBP3Mm5GfOZOm5LV26QP3bb6z1XYKQyWBt3RraVatCOsz9zjtgjEaa1SgAZ+3a1HAISL+3N24ctGmr75VXwHg8vLV53jffpPJeHJ4v0esBpZI1oQTgXn8D6Py5vEauZBSi0QASiSBlGT5EY8eC9MEDGi5kkwHjqLuD0wmJ2cyZgciX1MK3DQCYpCQQhYJ3PUv111+wf/pp0PUkXk3OFEjv3IHPYODsoJ4W7bJlsHTqFJq6vT+ZJRNdx/U//ghL164g4eEZPkdapDExMAwciMRZs8T6uRyG6PVU3HnWLNai5Awjk8E0ZgzCR43KcDjT8cUXtHedwKQTP+b+/aEXkmkJAFIpzYA8cCDorvYGDeh6WZD5CPHu3GXLUj1MDhyffMLZ+NWXJw8kJhO7RJlEAu8rr9D6uTR4ixaF9P59VsPuqlSJllhkAtHYsaA4fhzO6tXT/Z2xWqnRYSkrUJ44wZmYIo2JoeUIUinrdhWPjiaQXMAeZN1MvWMHbzE6AEiePAFDCHyFCvHuBySHJAVkawIAnE4oTp2CkyOEy4V682bYGzQIOZnFj+L0aTAWS8jX5UPy5AkMffvCOH06a2nJCwMhtKbJ4aB1UZkoqM5piE6HxPnzoZ88mbW7dUbxlCyZuXAmw8DStaugJJKUeN98E/B4BHuVtmbNeIWaAyiVcFeoENQouD78EIogUm3OICn/Dr/HyXWNqlWhOHGC/dh69aDiWIPzlCkD2bVr6cdTvToUx47xjjkY/6l+dkJRHj8O05Ah6f6uOH0aLo4kCuWePbB9/z3nNidXCBN0Pc88eDDndtXevfx1Y3Y7GJcrqHejWb8eViHJI3Y7ZNevwy1QZkvtL7cIJUvR4YDml18QH+QNkwvGbof+xx+RIERHMIRzGvr1o90RXnsty86bLRACyePHUFy8CPnly5DGxECSmEiNGiEAw4DI5fQFSy5HhMVC35iTvyNfWBi8r7wCd5kycJcvT3uV5eIsUxIejsT58xHZpQsS582Dr0CBLDmvpUsXRLZpA2eNGoJeAtPiqlkT2pUrIXnyJCThb1vLltBu2ADzgAFB9/XlyQOi0dCIU5DaTlurVtD/+CPncwoAwDA0MzI6mlMc3fX++9DxrC2SiAgaVnQ4WF/+HXXrQrN2LVw1a6Y/d40a0HTvDmv79um2OatVg/L4cXjKlEn1d0/p0pBPmcI9JwGIxo4FydOnrDeT4vhxThkw2Z07rDqZAKA8dAhGDvkf6b17NGTKFf5zuyExGuHjaVCoPHoUzg8/5NzuP4/i5EmY+/Xj3w/JrYG+/DLofoH9N29GYjBB2jRo16yhJRKhJLOkQP/jj7B065Z14UtCEB4VBUv37rlWyFl65w5Uu3dDceoUGJcL3kKF4C5XDo5PPoH3tdfgi4hIZ7AYhoG6UCEkPn78b/8vQmj5SUwM5JcvQ7tiBWT37gEMA9c778BRty6Vo8tlxo9ERsI4aRIM/fsjYfly3q4ggkkRzkxcsiRDc7b07Qv9rFlImjxZ8DGuatWgnzOHet0C1s+trVtDs24dzEOH8u7nLVIEjMMBybNnIDzPDL93ZeXqdiKVwpc/PySPHnF2Z3FWr05LrViiTp4334Ts5s3Ai1dKApKDLIbS9cEH0Pz8My13SjMeolLR6FoGI0FiGDMNfG9P8itX0r1xAIAkNpYz3Z+xWgGJhLMImS/hBUDQ2jsgOQzK4zkCAA4dogkuAm7mUIyd7MoVeF5/PaQfIGM2Q/X337B/9ZXgY1Iiv3QJkqSkLA1f6ubNg/vdd+HiSwLKAeQXL0I/cSIimzeHbskSeEqUQOL8+UhYuxZJP/4IW+vWtBdhZKTwBzXDgISHw1OmDOzffQfT+PFIWLMGCcuXw1W9OjS//YbIFi0QPnw4FEeO5KoQqPfNN2Ht0AHhw4dn2bg8JUvCXb48VL//nqHj3RUqgLFYII2OFn4Qw8BRvz6texNyjfffpyn7LKn5abE3akT7y/Hg96D4cNStCxVHoklgO1eok2GoRBhLSBKg5SUKlmJxoteDsdnY1+0++CBo+JUP0dilQXHsGFUgSQNjsYCoVKwemPL4cdZjAFpDxidGrDxyhHV90E+w9Tz4fJA+fBg8Y3D7djgFlBvIz5+nWaECi7u1Agrd06JbvJj2zwslmSXl8TNnZkppJS3K3bshffAgpI4O2YrdDvWmTYhs2RLqrVth//JLJGzYgKRJk6iBzwqPhg2ZDK4PPoBpxAgk/PQTLO3aQXH6NPI0awbt0qUhJ2JkF87ateEpUQLaJUuy7JyWTp2gXbcuqMYkF+Z+/YQnnSRja9IEGqHrhQwDxxdfQB3EiAHJgsxsslwpUSpB1GowiYnc5+GRBgMA7xtvQHrvHudLh7NmTU7NS2fVqlBwGFt3qVKsotXOqlUztW4nGrs0KI8dYy0mV5w+zelhKTiOAZKTXTi2MSYTf5YlIZDduMHbi01+8SJv/Z7/PLhyRbhiikDjxZjNkD56FFoht90O+f/+x9kxIhiKI0fgefPNDK2vsCG7fh3atWuRNGFCjoftmIQE6sV17AgASFi2DKbRo+EpWzZHxuZ9801Y+vVD/Pr18BYpAkO/fgiPiqIqGDmMtUsXyK9dg5InSSIkVCrYGjcW1imcBW/x4gDDsGYZckHCwuAtUICG+wTA1wQ11XmToyzBUvWDJZkIOY/77bc5szZdlSpBceoU+3EVKkDBkV3rqlqV1ev0lCkDOU/nhmCIxi4lhEASH88aklQcO8afbckV+rx2jbMgWXHyJKchBGiTVk+JErwPOt76Pf95rl8HBDwwGbudtgYqVox3Pz/qzZtha9JE0L6BY7ZvpyHSjDy8CYFuwYKQOqXzwdjtCB8xAsYZMzK8dpgl47DZoJs9GxG9esFZqxYS1q+HvWnTTHV+yFJkMjgaNEDiihWwtmuHsHHjEDZqFGed1XOBYWCcNAnaJUsgefQoS05pb9IE6j/+oGG0DGBLXlcLBUHKJ8kQjYa26rl1K+i+wbwyAHDWqcNZPhDYp2ZN3oJuV40anA1WiU5HRaXZagTlchCplDUs6/rgA3YjKZFQb5RDqiwYorFLgfTRI9p1gAX51ausRkvy5AlnZhhjNgcKItlQHj8OF4cBBQSEMBG8Rg+gYToIWINTHD4Mh1CPixCahRmiaol62zY4MrhWp/rzT7iqVxfcKT0Y+smTYenRgzf5J1vx+aBZvx6R338Pz1tvIWHdOt7fQ27AU7o0EpcsgeOLL2DwK/M7nTkzGJWK6lRmolYuFTIZrO3bC+sUzoKrYkXqrYTweXjKloXs7l3BBdOOBg0ESWc5PvkkaIcHX2Qkdz2c/zxBShBcFStCcfYs53Z36dKc5SLu996DgkUdh89Iut5/n/UYIYjGLgXyixdZ0+0Zq5VmEIW6XhckuSRYiFJx8iSvIor04UNqnIOsfSlOnQJ41gX9qHbv5i2RSHXOEyfgqlgxJI9IfuECPCVKCG4AmwqPB9rVq1nTlTOC4uRJMHZ7hsOpmUV6/z4i27UD43AgfsMG+tKQy7If+XB98AES1qyBp0QJ5GnTJmsLvkPA8+abcL3/PtQ88lah4Khfn/42MiIUzTCwf/451BxCyFwIDU8CgLNKFSgFrFv5ChWCJC4uqFi1s1o1zno4gCquSJ4+5TwP0WiopiVHJ3ZXtWqc4+VLknGXLs26bueuUIGzW3owRGOXAvmFC6zrX/LLlznXxRQ83pmSJ/TJJCVR2R2OB5wkLg4+g4E3LVkZJJMTSC6jiIgInt7s81HPlkdoOiWCa/ZSHrN2Le2LlwE0P/8cUqd0Phi7Hfpp07JcYkwQPh80q1YhfMQIJI0dS1OsBfYJzHUkJ00kLlwI7bJl0E+enCNenrVzZ6h//z1rwpn+TuHz52focL6O3JzHfP550OzJAAoFfGFhgkLI7vffB4RkXAbxFIN5U+6yZSHnW7fjyKB0lyvH+ZLkfucd1jU9d9mykGdQHFw0dimQ3bgBN0uyBV8SiPTxY05JKdn165zJG4qTJ+Hk8dqU+/YFbcCqPHw4aKq8iqMnX1rk587B/c47QfcDqLFgrFbO+hvWY4xGSBISOItYeXE4oP7tN+Gd0oPgD1+SsLAsOZ9QmKQkRHTuDMbnQ8KqVbSQ+yXAFxkJ49y5cJcvjzxt2z7/BBapFKaxY7MsnOmqWhXSe/cyZDyJVgtP0aK8UlvpUCrhKV4cUgFrcQDNRg221gbQWjps3867j/fNNyG7fZv3c3PUq8cbEnVWq8aZWUm0Wur5sXmGcjmNSrF4hZzdEXS6DGtkisbODyFg3G7WsJz84kW42Fr62Gy0HIEFxmLhX687dox3fUZ55AicLOoDgfObzbTQMoino9y/X1CLHiHrg34Uhw/zjo0Nzc8/06SLDKD+/XfYvvkmSzygnApfSm/dQmTHjrD07ElDsRksu8jNOD77DMYff4RhwAD+NjLZQFaHM61duoTUWTwltjZtoBWYdOLHySOhlRZH7drsvd/S4Hn7bYCnVU9gP46QYcrzyDnq5QDAXbEir0SZu0wZzvO7S5Rg7cPnLVyYs4edz2DIUJj55bvjMghfcorEaGRV5Zf/8w/cb7/Negxf6BNIkWnJgSQpiVeEWXngQPAHtt0OuN2CPJhgLYhSogoif5YOnw+qffvg4OgIEQz1779nOKkl7Tj0M2c+9/Clcv9+hI8ejcR58wR7zy8q3tdeQ8KKFdCuWhVUbDirsXbuDM3WrfRFMJNkJNnEj6dECUhjY0Pqtu6sUiVokbcfEhFBM0aDFZgzDFCiRNAmuMGSUMAwIEol52fxf/auOzyKsvueme01mwAB7CDNAlg/FRvdjr3RpXcISO8dQXqv0ouKCIJSFRFQBJTepPcksNndbG/z/fFmQ0jmnbIlgOY8D8/v9zkz78xkd+fOvffcczidDozPR+3bCY0ZBKpUgergQf5zKpW85JlA5cpQR1HKLAp2OaD16xink6oOIlTeFNqWK3lD6dcxDgfCJpPg9Wq2bRNlTmq2b5ekCCIqWZYXMnt7kevwVasWVWYWE6klH3Tffw9v7dqFWr7UrVgB3apVsM6dGzc9x9sdnMGArKlTobh4EaYvvig8BRaFAs7WrWGUKV3HiyjJJhG4P/gA+m+/lX6AWo2w0SjJqBW4IdUlinr1xHtyTz3Fq2aSF8FKlYSzO4qAMyBMKglUqQI1ZVuwYkXerI9W4hRDUbDLAS04CWZvQsHu4EH4H32Uf9vhwwhQtkWO5XNCzwvF1auiPTMpM3i5+0ksYar27ZMsEB2B7vvvZc/jRaBftEjykLsg/H7oly+Pz1oSoV+0COp9+2CbMCFxqie3K1gW2T17IpyUBPOwYYUW8HzVq0N16BBhIsaIaMgmEXhfeUX2wLuUubfc9cWysQhefllcdSTyEirA3PRXqSLIuA1UqQI1X4YGEEsfSv8zdN99xNaHtiZPUIuWpFIU7HJAJadQMj4AYK1WhIsX599GKX0C4qonosHO6yVlBRGqutCwe15ofvtNULIsL+T09gAAoRDRDo3CLicmUks+6BcvhvujjwCNJua1JJ1v2TKojh6FfcSIf2V/TipcbdogVKoUTCNHFk7AYxhkd+okqNgvFZzBgOD998sjm0SgUiGclAT22jXJh0jtxQE5Ul0CBqu5iMiCiZR2g2XLQimg7RmoXJm/3BjZLpRtCZQkwTCFRlL57/4K84EJBvnJKQcP0skplNKaUOkTEA6gkXMKBTvV0aMIVqpE3Q7kiFNLKJsxdjsJnBLLhJLkyfLu/9dfCDzxhOT98yIWUstNcDqh3bBB1O8vXtCuXQvVX3/dFhJktwNcLVuCM5thpDh/xBuBJ5+E4vp1otsYI6Ihm0TgEzA45cNNtjkSIDXDCVSuLLqfWGkwXKoUFFevUreH7rlHkIUbrFgRquPH+c9NKVcKklRMJtlKKkXBDgA8HmpwYu123gxNefgwAjwOCEAOOUWgTMnabFRHcwBgHQ5B6xrVgQPwiwQcKfsA0oxhI5DV28uBnBLpTYiR1HITxo2Dq0ULqnluPKE8dAi6lSthHznyP53R5YezfXsoLl2SrPIfK7K7doVx7NiY1wlWqADF1auyyCYReKtXl5ypRSC5FwfC4JSipiJlENtfubLwPgxDdHxphJ1I9kYR0hYKptSskWHIb5ZHSSVUtiyUZ87Qr5cHRb9GAMqLFxHkK5WFw9QHVrS9vFw1FgoYhwOc0Sh4vVJ6elLZlerdu+ETcGXIi2gCl+rgQcHAT72uHTuIMk2s4wZuN7Bjh6RZw1jBZmYiacgQorV5pw6KJwoMA/uQIdAvXixIc48XcpnOMh+IfHB/8EFUvTvOYiEsRY9H8jGSe3EA/I89RiV35IVYCRKQFjzESCrBChWIDi/fNQiRVASG0mn9vmDZsvIslVAU7AAA7KVLvMFOceUKdRxBefo01axVKLOTQk4Ry8gU6emirsiqI0cQoAhQ54Xy3DnJw83qHTsk9/YAYjYarQO27scfZRnIUtdZswaoXz/x5USfD5auXWEfNkxwZOQ/DbUatgkTkDRggGTWYSxwN24MzJwZ8zre2rWh3bo1qmN9L7xAtbnhg5htzk1QqQipRGRfzmIBK2bPxLLkNyJEUhHJEKMmqdx7L9UtIvjgg7y9RLEeIx+Kgh0IkYM32J06xZ/xQdjkVahMWVjkFMbnE+/DBYM3vuQiYDwekq3IGAGQygYtAI4jJdM4EFO0a9YAH30U8zpiMI0dC/ennwpqnRYBCBcrBvvAgUjq0yfhhJXAk08Cf/0luQdGhU4HTq2Oys9PihxXfgQfeoiaIeWHWK8sAs5ojA9JRSTYCZFUyIXwfOZKJRhKkKVlcMEyZYjyiwwUBTsQQeUgj62N8vRparBjQiH+UpXID1j5zz8ICPnTiZFTjh2TRk6RoOSvPHlSkscdQHpRcsuRmh07qNqggucSKBHLgWrfPvK3SrBVjurvv6HIyID39dcTep5/C4KPPopAxYrQrV6d2BMxDPDhh5IMT8XgrVkTmiiyu9D995Oshc/mhgL/449LFtaWOnMmhcwSF5KKgMRauEQJKjuV1g8Mli3LG9S4pCTi2CADRcEOAOt08trGUIOdz0c+HL61rl+njiMAOfNxAiXIwiSn0GTQ+KCWobACAExWFulNRjFfpt24Eb5oSC35EI2Lumx4vTCPHAn7wIGJPc+/DM4OHaBfvpwo6icS9etDG+WsXF74atWCdvPmqI6V0jO7af8qVaiKI/khSiyJ7CchKMaDpCL0sk8rSQJA6IEHoOSZtwvdcw+UQoa4MqoDRcFOAIoLF3iVQpTnzyN0//28xwhlgwDIh0MhvUgipxw4EDdyihyJMLFxifzQbN8O38svS94/L9R798If5bhCBIzVCsZul2xEGy1M48fD1bx5UZ9OLlQq2AcMQFKiXxIMBkK+iFIpP4JwiRJgbTYq21AIvlq1ZA2YC/Ww8oOmMpIfhUVS4fR66gycUJmUlsHR2JgAECpRAozNJni9eVEU7ABigcMDJhzmLVUKBTSlQJ+PcbmIODQFkpRTpJBTjh6VRk45e1YyOYW1WhEuVkzSvkBO1ihiKst7nsuXiVN8jGMCutWr4Xn//ZjWEIPi3Dkoz56F95VXEnqefyuCDz+M4D33QE1xuo4X3I0awbBsWczrUB20RRCoXJnKNuRFhHJP0Zq8CSoVmREuJJKKWKkzWLYsFJSASQ1oEA6ENF3O0IMPynLYKAp2AEJ8wUOgVKkQCHaK06cRfPBB/m1nzghmfUISYwCkk1O83viSUwQG6GlQ/fMPla0qhKhJLfmg2bZN8vxgtDCNH4/sbt0Seo5/O5zt28M4bVpCySrBChUIySHGc3jr1pU8FpAXnE5HfpMyEKhQQVLGBhQuScUvkiEGH3yQHtDuv5+ovlDOSxslCD7wAJQ8xwXvvReKK1eo15IfRcEO4M1YFFevIlS6NO/+ytOneQktAMmWgrQSp0DWB+TIe1GOBW4hOUUuYYTjyNthFLNmmt9+i7r8GQHjcABKZVzEo2lQHjkCTqksYl/GCM5igf/556GNUnBZKoKPPBKd7FfeNSpUgPKff6I6Nly8uCy9TqobAG3fwiSppKdTtwsGS62WsMT51i1RAgpK/zZ09928xJdwqVJgs7Ko15IfUQe7s2fPYsOGDZg7dy4mTJiACRMmYN68ediwYQPOUqL37Qq+MQFFRgYpp/FAkZlJ3cb4/VRShlg/T5GejhBlXYCUzQT7gbg9yCmKc+eoAV8QHAfG5xOUWpMCzS+/wFezZkxriME0fjycaWkJPcd/Ba5mzYh3nJSyXZTwyvCLo4JhEE5NjUpkWgpBJC9uFUklGJnzo4FlhUkoZcoIz7+xLH8PjmGoVaZwyZJgeQJsKDVVkmN7BLJeve12OzZs2IBt27YhM+cDVyqVMBgM4DgObrcbwZwvbPHixfHyyy+jbt26sPAwHW8n8AU79upVeuARIJkIlQWVZ8/C1aQJdbtY+VGRnk6VKItA9c8/ksgdqoMHiYmoBKj274dHhp+cFBINHxTnziF0332yj8sP7ebNcAwYEPM6NCiPH0c4JYXqUF8EeeB0OjK4vXkzvK++mpBz+J98Mi7i0JHMxydTxi5QuTKpWkg8TjZJRYI0WvChh6BftUr4vKmpgpmbGDiLRXAkIFysGNisLHr/n+MKPENDqanQ8GlnpqbKEieQHOwWL16MDRs2QK/X45lnnkGVKlVQtmxZpOQLFFarFadPn8aBAwewZcsW/PDDD3jttddQv359yRdV2OAtY2ZkSC7z5cLjofb5gBwnBCHWnpiLQXq6aMbCXr3K34PMBznKKXLJKeoDB+COghwiNSsVRCBAfkwSSrnRQr9okeBLSxHkw/3RR7B07ZqwYAeFgjAqL18WtcYSgr9KFVlBK4LgI4/AKEfNJS9JRawdECGpiCCckiIaHIRm4SLg1GriYEB71gk8x0KpqWCvXuV9noTNZiJMny85CpcqxV/i1OlIJU0iJAe7o0ePomPHjnj66afBCNxMSkoKUlJS8NRTT+Gzzz7D7t27sWbNGskXdCvAmc0FGEhsRgZCfNJYfj84lYp3HUVmJkJiTgO0v52E5jmbkSFY5gRy2JpSTEIFygY37RYFOUXMhZ0G1cGD8Lz3nuzj8kL955/w/+9/Ma0hBMblgvLcOQRFMuwiyANnsSBcrBgUp04hRCF4xQpvnTrQbt5MZMSihOyglYNYSCpSvmucXg/G4xH+rYqUIAEQNRORwBlOTSXPOkplg2MYqq5wKCdwBXk4ALnb8gW7UIkScZnHlNyzGz58OP73v/8JBrr8YBgG//vf/zBs2LCoLq7QwPOhKChlTDYzk5o1sOnp1F6eGBi7HWERB23W4QAn4mDO+HziwSkclqwVqTx1Sl7g4jiyfjSu5CdORBUk80L9559RqbZIhe677xI+0vBfhbtxYxgWLUrY+r5q1aDevTumNaIJWhGEixWT5W8XfOghqi1OfoQofa0CiINGbCQ7o4FLTqYSR8KpqdTAFaatq1bLyuBoKGJjUsDa7bwlRyESiSI9nZ7ZeTxkbIACRUaG9IwsRrBWq6DF0E37CrBS+RB13y2GIJkXqiNHeN8a4wXtxo3wvPZawtb/LyNQuTKh2wvMecUCLjmZDIbHCLlBKwKprMkIQqVKSQtgICQOKb02IRue3H1YVvAzCJcsSWVOAsLBMJSaSpUcC4msy3stMshsMQe7YDCIjIwMnDlzBqdPny7w744FT6MUyAlKlJ6YUMASK3GyV6+Kl0DFIHGOiBUKyvkgxhDND+WpUwhEkZ3Fi5zCeL0JGzlgr11D2GIpNLfz/yICTz4J1V9/JWx9Tq+XbfqZH3KDVu5x5ctDefKk5P3lkEWkZnZhCSXBcLFigr09sXOFaD02CPTfIBJEKVJkQtKM+RH1a7TL5cKiRYvw22+/5TIw+bBixYpoT3Fbgk1P55UQy9323HO828R6aQqRfpyU3hmTnY2wSJkz91wSgx2bkSFv7EBqhpoP8SCnsJmZsog0cqHZsgXeQvDF+y/DW7cutD/8gMDTTydk/cismV+ihyMf/JUrE5FzmeMt4ZIlofj1V1n7S+1VhVJToZIwhB5KTSW/UQEmcYTqT2vXhFJTBcvB4dRUajAU6r8JZYRhi4UQz/JVpMICOsL5EXWwmzp1Kvbu3Yvnn38e5cqVg15ABuuOg0CGxFqtCFStyrtN6EHPis3QpafD/9RT9PNKyLCkklPk9BZpvUvq2levIlCxouT9I1CeOhXzMLnqwAH4KZ9NPKD9+WfYRo9O2PpFIMHINGJE4tbP8WSLJdgFK1aEYf582cdJ7qvlgDMawVJ0JvMjXLIk2N9+E98vZyhcqJAZySiDFDUnscHyUGoqNLThe42G2n8TyijDZjMRi8jffpFRxYk62B04cACvvfYamjZtGu0Sty98Pmp/jXW5qGLNjMNBzazY69epGSEgIRgKlE+lrpG7Vno6fBJLjey1a7JKBdFmdgqJIxNCUB04AN+LL8a0BhWBACmRyniTLEIUYBiE7rsPivPn41LWzg//o49C9803Ma3BmUxgRWS3eI8zm2Xb0khtTYQk9uxCqami0mJiwUxshCFcvLisYe8IOIOBKiJN2yanZRF1z85kMqFUjA+n2xWCAc3ppDZFmWCQuAfT1hQoMYoFCcEh98gaEntxkscTIODbRwGbmYlQFDNu7LVrMc/GqY4eTRg5RXn8OAIiUm1FiA/8TzwB1d9/J2RtLiUldpKKxLEd3uMSBC4pSVzoGdKCYkigDAmAroISuRajkRq0BKFQgKEEd1qWGy6MYFerVi3s3LkTYRmmhHcKGKcTYVqwc7mikrNiXC6EBUq9jNst6Igg1tMDSH9NUhkzyoAkBUwgQB82FTpO4EVB8hpSxi6ihFzJtCJEj0DVqlDL8H+TDZr60W2IsMEgjVAjMZBK6QNG+nrRgjMYhMuvQtdKCXa0v4PQMzM/oi5jfvDBBwgGg+jduzdefPFFFCtWDCzPl+iZZ56J9hS3DIzTSf0jCgY7gQ+RcTpFveqEoEhPF+1pKdLT4ZUQ7Bi/XxqjMBQiNGQ5SKB6/a08t+rAATjbtUvY+kW4gWC5crJYi3IR8VyLRYOV0+lEX1B5j9NoAI9Hcq8pQhYJxfDsuGm9YsVES4xS9D85lYqMMPC8oHJarfgsIoXtTt2dFvQLo2dntVpx6NAhnD17VlD4+U5kY7JuN72MGQ7TvdYEHraMQGmU7CD8wceToCIVYq7rBSBjWD3/cbKDan6EQgl9Y1dcvCjYcy1CHKFUks9T5gNRKiJEkZCIqLrgGjmlPrnmwBFavpC7yU3759DxpajKSAqkLEstFeZCpSIVGgFEgiYvj0DEsTzXn45PMJ/yeXNGIxieMq2cMmbUwW769Ok4c+YM3nnnHZQvX/5fxcYUKmNGC1bsTVLMo87jEc0MJb1pyniASC2L5u7PQw2WdNz16zGPDLDXryMkJzDLRbR9miJEhYiivayXLalr5/StYgl2ERKH3GAXzikRSg12ssYPSpYk87zxIPaIfNc5tVqSHifvsTllzjBfsBMoY6ouXSq4e2EEu2PHjuHtt9/GRx99FO0Sty2EypjUNxaxtyWvFxzF+kfSNQWD4u7dUh7GwSBRUZAAxfXrsoKXFBIN73ExyKxFEO+s9iZ4PDF9dkWQj8isViKCnZwAQoMoiYN2XMmSglJb+REuVkxySZfT68G43eL7xeOlTcxJXeAc4QiBRYbzAa2MWShsTIvFAmOcs5/bBYzbLb+eL+BsDoCUDmIQgY5bSUeKinoEgQBV9JoPrNtNRLVlQpGZGVWQvOncMpVe5ECRkRHzWEQR5EEqlT6qtWO0sQFuiCHLBWcyyWIqSpH3yoVSmVBPwPznEszshMqYAqQbmvYoZzCA8XgKHiDjJTTqzO7NN9/Exo0bUbNmTWhv4Vvv+vXr8cMPP8Bms+H+++9Hs2bNUK5cuZjWZMJhevZDCThMMCiofSmIYFA8qMSphMaEQpIzOyYUkhXsEAyCE8s++c7j88WcOSWq5AXkZI0JCqRF4Ec8si/q2hJsbMTAabVRiRNzCgVYOQFJqSTjP1LWlrFvrOBiCKxCJVAu0q/ND9q9yejTRx3sAoEAlEolOnbsiOeeew7FixfnZWO++eab0Z5CFDt37sTChQvRsmVLlC9fHuvWrcPw4cMxYcIEJMUy/BsOy0/1RcgZgutJKVHGC3LOFQjIuy45WWO010QB4/cjnCDNykSOahSBH6ESJegqHDGCi4OKftQPe5nHcWLlwryQs2+sELsPoeddxAJIxjaOdoyM53TUwW5RHiuODRs2UPdLZLBbu3YtatWqhRo1agAAWrZsib/++gu//PIL3nnnnegXpngxxf2YHDAy+mixQta5ZA6UR30fMs/Di2gDrQTEI/MsgjxwWi0Yny8xi9OyB7lrRBFYOIVCHrFDpZJ+HgledPECF8u5hIbSaY4LIoPsUhD102HKlCkxnThWBINBnD59+qagxrIsKleujBMUQdRAIIBAnvo3wzDQ5TQ48/r0MRwHRqHg9+7jON7/znAcofXSypyU44AbKiWCXoECx4teW85/YxhG2rlywOaUMaV6GDKhEBiJa990nmCQvG3HUKql3Vfee49pbY0mpjVuFeJx/7cCTM7DNKbPjXbvcVg72jWYnBKe5OPknCfHsTz/fRf4TcTwLKGdS9bxLAsmHObfrlCA5TiE81+zQkE/RiKiDnYlbnFZx+FwIBwOw5LP1dZiseDy5cu8x6xatQrffvtt7v8uU6YMvvjii4L3YrEQwVE+HzedDqX5/rtGA+j10NO837Ra/uNytkGnox8rdF4Z+5QqVYo0jvV6GKR41CUnkzdLqX52xYoBHg+SZPjf5Z5HrZZ+Hj4kJZHzU9aISdouORnQ62O7vluMO07a79o1wGyGMQ5/8wL3HgoBRqO03wANGRmA2QyT3DVSUgCLBWapx6WnSz+PyQSUKFHge1rg/uPwLIHRCKSm0n8TQsdTrjNynL506YJMTbcbMJli+syiDnYZGRk4f/48nqIo9e/Zswf33XcfUm+jxv677757U1k18paQmZl5k02RLjsb4WvX4LtypcAayV4vsnj+O2O3w+xywc6zTeg4gIw6JGVnw0bZLna86LUxDEqVKoWrV6+CuX4dJoeDep15oc3OBkIheCXsCwBqhwPK69fhlrj/TecJhyWfhw96lwuh9PQCn1nee+eiVFjRZmcDLldM13erEI/7vxVQXr4MrccDZwx/c9q9Ky5dgsHngyOGtVVXrkATxfWp09OhdLkk/0ZUV69KPo/BaoXfZkMgZ1/a/cfyLInAmJUFX55zyTneaLfDZ7XyHpvkcsGRkQEuX09VcfUq9B4PsvMdo1QqJSdeUQe7hQsXwuPxUIPdhg0bYDAY0KVLl2hPIQiz2QyWZWHLJ+pqs9kKZHsRqFQqqCjswpseBAwDLhSiPhyoDw2BY4SO41iW0PxFHkZSHlZi55d6LiCnv+D1Sn5IcixLGJkyH6qcUknGPWJ4GHMKBTiB++I4Lur1OZ0ObFbWHRUs8iOW+78VYHJmG+NxzfnvnQsEyPcllu9btGvkMJYl/6bknIeyb4H7R+zPEgQCCLNsdM+7UAgcw/Bvp2zjQiHyXI7hM4t6zu6ff/5BFQFh3MqVK+Po0aPRLi8KpVKJsmXL4tChQ7n/LRwO49ChQ6hQoUJMa3M5NWVZYNnotRlVqtgb5ok4l1wqcwwMtVgb65xGI67HFyVCJUpENUBchOjBSnTwiAaM1ys4EytpjWgJUYGAPNKXnPGfUChmMXXJEDuX0LMwh98gZxsTeVGXc558iDrYOZ3OXHIHH7RaLZxS1LpjwJtvvoktW7Zg69atuHjxIubMmQOfz4fq1avHtnBO9sML2tuKWh09e0wuQysGyGGDyaI9IydDkzoAm/e4HFHdWBDtkK+ktXP0DItQeEikIo4iMzPmtRm3W5YuY+5xMuZcAcgay2GinHONBrGcixEQ4GD8fv51g0H+ACnjZTzqMmbx4sVx7Ngx1K1bl3f70aNHkRKFTqIcVKtWDQ6HA19//TVsNhseeOAB9OnTh1rGlAqhCX8qRGZ3uIg4Kh+bSCrDKB4qKjJo13IDOBdxE5aJUGoq1Dt2yD6uwBq//x7TGtS1S5RI2IBzEfjBZmQglCAj3nio7bAZGVEJDTB2uywDYMbvl56FxmOERyrEMlQhBxghv1CKQDTVpUJGNSfqv8zzzz+PlStXoly5cnj11VdzB8rD4TDWr1+PnTt34r333ot2ecl49dVX8eqrr8Z1Tc5opMsJRRlsIrp10dqK5A6xipUOxAKiQiE5+woXLw52507J1xgqWRIKGbp/ucfFQ75JxF05JsRhCLkI8qCIUmdV0trp6fA/+2zMa/iiEJJWXL0Kn4w2C5uZKVkknXU4JNmIiboeAKLlQSaGMibrdAp6e/I9v2iG2rwSYhREHezeffddHD9+HAsWLMCqVatw1113AQAuX74Mh8OBhx9+uFCCXSIg2TBRBiK28tRgJ9Ij5EwmsA6H4Bc/bDaDyc4W1qeUEazlBhAuKQlsFJkdl5wcs3t0OA5riJ8keuGAIsgDm5UFLsYKDXXtjIyY+4GK9HR+exux42Q6iSjS0+GX6AlaqEo/MfQ9Be3OaLPITifCPM9OtjCCnUqlQt++ffHrr79i165dSM95KD744IN49tln8dJLL/HKh90JiAQm3m0RYVa+txohubBIAI3ybTWisi4Y7HLsQ4JRiDHzrpecDDYrS/oB0ZZYRfyvCm0NAQTLloXy9GkEY9RdLYIERB6kCRqEV8SpjBlNYJEbkNiMDMnXygQCZF5VCFJ6bV6vqM4va7XSHVFEqkuC10n5DTNOJ2+iIKfXH1OBl2VZ1KhRI1eu698CLmJBwbct4nLM99YpRMM1GsG6XBDslgl8SSKmj8GHH6YenmsfIvJA5rRaQu0Wa7AnOIDcSQhUqQLVgQNFwa4QoDp2DMFKlRK2Pq0vJGsNvz+qNRi/Xzwg5UG8y7lsZqaoYLoiM1M082VCISpxhnG7hcuUUYBxu/kzYhmZ3Z2ZeiUYYYMBLM2CQiAQiq0pdFykBEndLsE/K+JqLIaIU3MikOuWLPc4tVpWs5kPYYqbcTwQCXZFSDxUBw4gIDDWFDNi1FgsTDB+v7DzeAQiQvQRKCSUcNmrV2Ny+RBs1wDCL9CUe2BpZUwZzwzJwW748OE4cuSI5IUjOHToEIYPHy77uFsJoYAWzsnQeI9TqwEKkYEzGkWDmVCgkuLvFZYYxMISgyIgfE98kBpwC1xTHEYHAo8+ClWeuct4Ili2rGQTzSLEBvWePfA//nhC1mavXo19fi/aakcCqyRsVpYko2VWwkiHQqx0KiL4zmRnR0fEEyixFmoZs2TJkhg2bBhKliyJ5557DpUrV0aZMmUKeNl5PB6cPn0aBw8exO+//45r167deWVOAfYdZzBQg1Y4KQms3Y4wT00+XLw4FAIeWrnOx5QyWVhCsAulpkIrIdiFUlMluyWHS5QgZY2775a2f07QDt1/v6T9c6+pZEkorlxB6N57ZR2XF4HKlaE6eBD+55+Peg0qWBbhlBRJD4sixIBgkPSDEsTEVB04gEDlyjGtwWZlIRwFeUZqQMqFnIFpieVORXq6qBGxIj0dwQcfpJ/r2jXBUqji2jXeZ6AYGKcTHKX8ybjd/GzMRAS7Fi1aoF69evjxxx+xceNGrFy5EgzDwGg0wpATcZ1OJ1wuFziOg9FoxIsvvojXX3/9ttLHjBXh4sXBXr/Ovy1CIuH5oEOpqVAeO0ZfV4T5GEpNFZ31khIQI/spKc4QBc6bky1KDXa5fUOZCFSqBOXRo/D/73+yj81do3Jl6Jcujfp4MXjr1IF282a4GzRI2Dn+61Dv2QM/RYIwLusfOABvrVoxraE8cgSBhx6SfZzUgBQB43AgLJFsJqU8CZBAFnjsMcF92PR0hJ57TnANoRc+oTnGiAwc77oCQZK12RDmmU9M2OhBamoqmjZtikaNGuHYsWM4fvw4Ll++jOycTMdkMuGuu+5ChQoVUKlSJSgLa8CxEBFKTaXOkkVKjcFHH6VuE1pXsCek0YjOelGt63muRb19u+h+kX0V6emQqosSLlUKyuPHJe59A4HKlaHduFH2cXnBJSWBFSgVxwpf9eqwdO1aFOwSCO3GjXB/8EHC1lcePYpAhw4xraE6eDCqnqJcVRiFDMk0VuJIgxR2p1jgFBvKV2RkIECZJRSSgRPc5nDwjlTJYYtHFY0UCgXUavUdO0cnBVzELDDf+ES4ZEmo9+/nPUaoFxYuUQKsQE8qVLIktFFkRNFAKGDnRzg1FYrz5yWvHShfHto1a2RfU7yGwjmjEQzlhxHz2iYTEA6TnoTJFPf1//PgOKgOH0awf/+EnSJaFmVeqA4ejOqFR3nsmKwgyaanSy7nKq5ehU+g9Ji7pkgJEsiZcUxOpp9LJAiz6ekIU9RvhOYMBWcQGYaXvMJYrdTrKHBdkvfMh379+qFz58749ttvkfEvlFIKp6SA5flDhkqWpJYTBVmOarWgcklYYN1cxGkUgLNYwEpkLYZKl4ZCho1J1EGLYeLCyPQnmDXpqVcPupUrE7b+fxnq7dvhe/bZhM3XyS0jUtcRE26gQHXwoKx+oeLyZdH+Wu6+GRmShtyZcFhca1NkTk5sMF4oGAoRhKKRcWNl9OyiDnYdO3ZEqVKlsHLlSnTs2BH9+/fHxo0bEy7+nBDwiB2HKSSOcPHi1AwtFtkrToDlmXtuiwWMSNouSf1FxsMk+OCDUP7zj+T9YwlawYcegkqgrykF/ueeg+a332JaQwje116D7qefiuYPEwDD0qVw16+fsPU127bBX61aTGswDgfCUWb1coOk6vBhBATmam9aW+qQexy+t2KOFKzDQdX/FGJ6UoOkx0MfcpfxLIs62L3wwgvo3bs3Zs6cic8++wwcx2Hu3Llo3bo1Ro8ejT/++OMmQ9TbGQyPzBSVQp9jD8+HcIkSYAUYl2CYmGZ8pND6w1IJIgwjzdEgkpHK+JEEK1WKKmjFIytL+DycWg3/k09CvWtX4s7xHwR7+TI4hSKhTFftzz/DW7NmTGvIzc4iiCZIKs+eRahMGWnre72AiOoJQiFx9RQJwtNSSqHUeTmBviVtm1TyjRhiHio3m8149dVXMWzYMEycOBHvvvsuLl++jPHjx6Nly5aYOXMmjsX4tp5oKHiyJanMxpsgUqoMFS8uHAxFAoqU+bhQqVKSyo7BcuUkz42FSpcGe/mypH0BwF+1alQBJ1C5cuyBimURuvdeKM6di20dAbgaNIB+0aKErf9fhGHx4oRmdfB6CX1doBclBdGOLsgOkjlmpZK0WAUYjnnBpqdLUk8R6xMKevlFxOhp6wuVOCmamTRiD+N0yrJZiquCilqthkajyXUDZxgGe/bswcCBA9G7d29cvHgxnqeLGxieABQSUCwR9HkTyNxCZcpAeeYMdXvYaBQsQYZSU8GKBLJApUpQSRj+98sILIEqVaA+eFDSvsCNeTe5CJcqFZVrQn5469aFdtOmmNehIXz33eC0WiijEFkoQkEwVitUBw7AL0B3jxWa33+HLw7zl9FmdnKPU54+jaBEVwXVkSOSyp1S9ou1r8levy6o38vabLIsjgB6L49NTwcnY24x5mDn8Xjwyy+/YOjQoWjfvj2WLVuGEiVKoGvXrpg1axZmzpyJtLQ02O12TJs2LdbTJQS8mZ0A0ULooRzRzuRDREyYBjFJsOCDD4pmY4EqVSQFGqn7AUBAZqYWddBiGITNZl5ikBz4nn8eGomjFdHCmZYG0/jxCT3HfwWmyZPh7NAhYcQUgIw0eOvUiW2RcDiqhzUgP9ipDhxAoGrVuK4tRYZN+c8/ggPlYqVQ0SBNI78IJAk0QowiIwMhifZHQAzBbvfu3Rg3bhxatmyJGTNmwOPxoEmTJpg5cyZ69OiBZ555BkqlEizL4tlnn8V7772HMwJZza0E35C4ELNSKGgFy5aFgnKfwbJloRAIdsH77xfM/ILly0MlQhaRyrQMPfAAlGfPiu4HAIGKFQUH4gsgQlKJwrndV7MmNFu2yD7uJuh0xHg2gZY/oXvuQejuu4t6dzFCcekSFBcvxuwvJwiOg+LsWYSi8J/LC9W+faID2TQIkTZ4z7V/P/wSg6Naopao6uhR0WF4sbUU588LCkwoTp+mBkvG5aIqpCiuXEEoxyaO75zBe+4p+N8LK7P78ssvcfLkSbzxxhsYP348RowYgVdffRUmShP2gQcewIsJch6OFbz9KKWSKHvzQChoBcuWhfLUKf5t998vGGBEy38Rl3GR3p6YDieAG/2ARJFUomRWemvWhPbnn2UfV2CdOnWg3bAh5nWE4OzUCcZJk+4oYeHbDaaxY5GdlpbQc6j27o2LsLR240Z469aVfZwcJZQI5JBTWAl9NiCHxCLS41JcvCgo2SeWHQpldoozZ+jbTp2ib7twAaH77iv438+eRah0aeq15EfUwW7AgAGYNm0aPv3001zjViGUK1cO7dq1i/Z0CQXV4UCl4s1OBDO7Bx+klyq1WmIvQkHwkUdE+22h++4TJV9IFUROKEnlsceg3rNH8v4RcCkppAwcRVaYF94334Tuhx9iWkMM4ZQU+GrVKiKrRAn1tm0I6/WCtlXxgD5O5Jdo3RjUf/+dWHKKGAsTOQorYqMJgQApUQqUk9Ui6jHKM2cQpOjiKk+domZ9QkGSRohRnj6NoEQZQyCGYPfII49Ee+jtCZ6sJXT//VDyqIeE7rkHigsXeJcJlikj2JcDy5IvM98l6HTk7UsAUuj5Uskncqj+ckkq/mrVoN6xQ/L+eeGrVg2a33+P6tgIOJ2OBPME2/K4mjaFdssWWSozRSBMOtPkycju3TuxJ7p2DYzTKVuYPD8U588jdM89UTnVazZvhq92bcn7yyanSHgWqw4cgF+sX3fiBIIUma/cfU6eFPR0FPIKFLovJa386feTpIMHrM0GyMiYi/zsQIa1+fp21AxOoMQp1jML3nsvFAKs1HCxYoKyYlKIJVLZkIkkqXB6PZlJjEKr0lu3bsw6mQDgatQIhoULY15HECwL+5AhSBowoKicKQPm4cORnZYWnRWMHHz1FTyffBLzMtpNm6IjuHAcCRASpLwiuFXkFNG1OI68qNPGDqSQVyilWcWFC+RlIv8x58/zv6hEMRxfFOxAMjW+oBZ88EFqb06QgCEwaxKsUEGwlyU2oyaJpJKcnBCSiurwYUn7RuCrXh2arVtlHQMAoQjJJ0a1h9CDD5KXGBlisVGd54EH4H35ZRjmzUvoef4t0GzZAk6hiFnNRBShELB+PXxxsBjT/PYbfC+8IPs45dGjCD70kCymqXrPHvglEmEKlZxy7hy1RAmQEqZQBs3abNQ5R4YSRGmEF9ZqFRxx4D2/rL3/pQjdfTdvUBPqzYUeeABKSu8sVKoUVcVETOFDdLBaKklFwHcvFzJJKpxGA8bhEN83B97ataHdvFny/nkRfOQRKGUGVz64P/oIWLAg5nVEz9O0KVT790t2k/ivQnHyJAzz5sHRr1/Cz6XZuhWoW1dcC1IEjMNBSmkyBpgjkE1q4Tgozp1D6IEHJO1e6OQUgcxPMHsUclL3+aiqLbTSp5xSbwRFwQ4k2PEFtXCJEtRZOyHNyMCjj1LLg4FKlQRp/HEjqVSuHHeSirdmTWh++UXSvkCOdNn169KCaT543noL+jgILvvq1AF++IHaJ40bGAb20aNhnDo1oeotdzIYux2WPn1gGzs2ZucBKdAvWQI0axbzOroffoD31VejOlauP5/y8GFJPTgAhU9OESmvCgU7xZkzCFICuPLsWWpwV1JYmkIjDjQUBTsAobvu4p9vE3AZEGI8CpI5Ir50lHULm6Tie/ZZaCQSSXy1asnO1PxPPRUVKzNQtSoxmJVhzsgLpRL48EPovvkmtnUkgNPpYPvyS1h69BAX4/6vIRSCpVs3OPr0kaTOHyvUf/6J4L33AlE4Zt8EjoN27Vp43nhD9qFsejpxJpfh66ndtIm8oEmAZtcuSYG0sMgpQtmWEItTdfAgAjweoECOVBhP5lqU2UULjYY6EkBz3g5UrEg1KQ089BCUR49STxcqVUpQ9kvIWQGQRkCRSlLxvfCCZJeAcIkShAEloP+ZH7GQTTz16kEXhTdeATRvDt1338VsHyQF4bvvhqN7dyR36BB7oP63IBxGUq9e8Lz1VtRD2bLAcTBOngxXp04xL6Xau5eU7qLIRLWbN8smtaj37IH/ySelrS+xRKravz/x5JRwmOxDYasKXYPqwAH+AfpI6ZMn21SePi3YP+RDUbDLAafR8Lp8U3toQoPWIvN0YjR+scwtWKGCNJJKVpY4yUOnA6dSgZHob+f/3/+g/vNPSfsCZLhcefRoVGSTuAU7lQruBg1gmD8/9rUkIPDUU3A2b04CXiEE2Nsa4TCS+vVD4Ikn4H377UI5pWbzZvifeEI2gYEPhkWL4G7UKLrr2LoVvurVJe/PXr5MshgpPUaOg+LMGUmqMKpDhxJPThEpKwptV545wztArzh9mlr6lNKDzI+iYJeDwMMPQ8lTlgxUqQI1JfAIDVrTMsLImoVBUgmWL0/NPvPCV7OmZNak7EyNYUhfUI4nXgQ6HYIVK0K1b5/8Y/PB+9Zb0Pz6qyyCTSzwv/gi3I0bI7ltW96XqP8EQiEk9eqFwMMPw/3pp4V2TuOcOXC1bBnzUuz162DcbkHSBg2MywUEg7Ic7eVkgsrDhxGU0tvLzibZ1q0mp3AcfxAXGKCnlT4ZqxVhi4V6LTQUBbsc0LKtwEMPUQklQoFQKGAFKlUSLHNKIakEH3gACoosWQRSA5Mc1mSwQgXSS5ORqXnefx/65csl758XrkaN4qNQwrJwtWkD4/Tpsa8lEb6XX4arZUskt2wpWJb+N4LxeGDp3Bn+p5+Gu2HDQjuvbtUqeF95hdcqRi70y5ZFHaR1338P75tvyjpG8+uv8L38sqR9tZs2SWN5btwonl16veCUSkFyikpEOUWoTClITjl1itoHpAVQMRUXGoqCXQ6o2ZZASVIoQxMlqQQCVJaiFJKKr0YNUQ1J/9NPQ717t+A+gMxeHMPcCHgSEXjsMfLCEEWGEypTBqzNJurQLgW+l16C6uhRsJcuxbyWVPirVYOjf38kt2vHWzn4N4K9dAnJzZrB/ckn8Hz4YaGdl/F4oF+xAq54BNdQCJpt22SVIXMRBakl4pQidchecm9v7Vp4RdRbNDt2iNorqf75B8Hy5anbhQbnBckpAhkhjYQSrWxbUbDLQbhECV4VFSAGkopAdhZ49FHBIe1wiRKCjuO+atXEWZQqFVGHETF8BeT14rx16sj2i/O8/XbU/Tf3xx9Dv2JFVMfeBIaBo18/JA0cGPPAuhwEK1aEddYsmMaOhTbBep23Gurdu5HctSvso0bBH8UQdiwwjRoFZ/v2gIjTthRotmyBt0aNqOTBoiG1aLZtg++llyTtK7m3FwoBV68iLCKWLGp/FAySUiSFnMLY7eDMZmpmqPrrL+qQvCA5hVL6VB0+TGVvCqEo2OUBp9XKI6lEMjQaSSUQoGZLvmrVoN65k3otXrHMTaslGaCIjY23dm1oJJQovXXqSO7F+Z95Buo//pC0b+76MZBNfLVqQfvLL2Dc7qiOz4tguXLwP/kkdPEInjLAJScja/ZsqPfuhblfP6rn4R2LYBDGSZOg/+orWOfOjVmLUi7Uu3aB8Xiiy8Tyg+NgmD8/6hKmYdEi2aVbOX572s2bRbM1AFDt2QOIqdRwHJHqEhhiV+/dC/8TT9C379oF3zPPULcrT51CKBpyCkVajHG5opKZKwp2eUAlqVStSu3NBcuUofbOhLQnAyLzZ77q1UUHuL01akArso+vRg1Jg+DBihWhOn5cWsajUpFBfBmkE06nIyzSaMgmCgVczZrBMHu2/GN54GrVCroffpDl4hAXKJVwDBoE7yuvIKVp06iFsm83KI8dQ0qjRgjdfTdsU6fGpV8mB4zHA9OXX8ZNlUW7bh38L7wALhoSRITUwmNJQwOTnU3kryS4xwDSe3vajRuBevUE95GirSkWiDU7d1Kl3xirFeHkZP6sz+MhyimFQE4BioLdTQhUrUonqVBKjv5q1aChZGg+gW2cTkeGy2l9O5MJCAYFmXw+CVkbZzaTDFOsX8YwCFSoIDmAuRo3hl6myHIsZBNv3bpQ79kDJkYXcwCAQgHH4MFEvLkQy5kR+F98EdavvoJu7Vok9ekTl37kLYHHA+P48TCNGwfbhAnwvP9+Qt3GaYiULzmZnnG8CAZhWLgQzs8+i+pw/fLlcMsUntatXAn3Bx9I2je3tyfhhUJ15Agg0tuSklEqjxwRtGFSnjxJ7edpdu2iGvOq//oLAUrfkVb6jJacAhQFu5sQqFKFP/PQaMCEw7wlSd8zz1Ddqv1PPAHVX38Jn0+AtOB76SWoBQa+w8WKgXU4AL+fug9ABschwf1bzlhB8JFHoDx7VlY5LlS2LNisrOge7gwDZ/v2ME2ZIv9YHtyqcmYEnNEI+8iR8NSrh+QOHWCcPPnOGVEIBqFfuhTFmjRBsHx5ZM2ciXDJkrfkUuJavgSgX7ECnrffjkoHE6EQybrkXAvHQbd+vWQ5Mqm9PcWpU6QMKPLyofr7bwQef5y+ToR4QlmHsdmIMS1lu/r33+GjkF80O3dStylPn+adIVTt21cU7OKBcPHiVJKK/7HHoNq/v8B/z3UYoPXtQiF63+6556iZH0B0HcWCj/+550T7Z766dQEJ/TL/M88I9hHzw/Pee9CtWiV5fwBwf/IJ9F9/LeuYCPzPPgvFhQtQxIlN6WrVCrp166KbAYwT/M8+C+vixQg++CBSmjQh2fLtOogeCkG7di2K1a8PhEK4vmQJodffgmwOIMr3pjFj4la+ZDwe6Favhvvjj6M6XvPLL4TUIkN4Wv3770Tyi+LZlh/an36S1NuTMpqguHQJoVKlBK9Xu2kTeX5QoNm1C36xfh1l8J1WQmWtViKzxvO9Uu3bB79E+6MC60Z11L8YoXvv5TXi9AsEpuCDD1LFlP1Vq/IGSQDwP/mkIAMydM89UFy5IuiT5q1TR3RGLnTffcC5c+J+ayoV6atJ9K3zvP46tOvWySoF+mrVgnbLlqiFmbPT0mCcMCGqYwtAoYDtyy+R1Lu3KNEnoWAYeF9/HdeXLgWn0SDls89gHjbsthGUZq9dg3HyZBT79FMoLl2CdcECoioi8QGdEAQCsHTpAvugQfEpXwIwzJsHV5MmsrQs80K/fDk8MgOlfskSuCS6qLNWKxiPR1JvT/P776LjBBqRQBZZx0cpQwI5/cMXX6ReLy1oMZF+Hc/fWv377/ylT7+fVNiiFBEvCnb54HvuOah5XLL9jz8O1d9/8x7jF2BW+p97ju66HZHqElD1CFStKkjqyFUnEQs4Tz9NDbp54WrUSHovTqMhpVg5Qs8KBTyvvUa0KqNA8OGHwfj9sub8hBAuWRKOfv1g6do1KneGuEKphOfjj2FduhSe11+HacIEJLdoAd2qVYUejBmPB5qNG2Hp2BFJffogULkyri9fDlfr1uCiKfHFGUmDBsH98ccIRkFB5wNjs0G9Ywe8r78e1fGqvXsRKlWKPNwlgr16FUw4LJmYol++XFLWyVitCBsMgIgjgua336iBCsgJVkYjfZSD46A4e5aauan/+IPar1Pt3UudE6SVPlX790v2+eNDUbDLB2oGp9GA4Tje/phY305osNsnYpsj2kdjGARFbIMAAPXqQbt+vfA+uGF4KvXh6m7UCAaZpBN3gwaklCmgHyqE7G7dYBo1Km7kksBjj8H71lswDxsWl/ViBsMg8MQTsI0fD9vo0SSL6dULKU2awDBrFnm5ibcrOsdBcf489EuXIrllS1jat4fi8mU4evdG1qxZpA8VxcxZIqBfuBDhlBR4o3AioME0bhycHTpEV5LlOJgmTYKzc2dZh+mXLZOc1SEUIlqbEoxotVu2wFezpuA+TI6MGKfXU/fRbNkCX61a1O1idkSarVuphreanTupmafy7FnecQQp2aoQbo9v722EcGoq2GvXeB+k/qpVoebr21kshCjC9/DVaMDp9VRShphUl5iOJiCRWPL00yQzlaCS4vn4Y8l9tdA994DxesnfTCrUarg//VR2kMw95333wf+//0UtQcYHz7vvgtNobhlhhQYuJQWejz5C1owZsM6ciWC5ctAvXYqUzz5DSpMmMA8cCN2330L9559QnD0rTnLx+aC4eBGqvXuhXbMGppEjkdK0KVIaN4ZxxgyEjUbYxo1D1rx5cDdtKjnrKCyof/8dmt9/R3ZaWvzW/OMPMD5f1M7pmq1bEXj0UXHPuLwIBMjDW+LgvWbrVjJuIKEfqFu7VpTwIoVIo/35Z3gFgqagHVE4TPQ2KfOWqkOHeAfD2evXqaMKqr//hl+ATCOG6IrT/3KE7rsPivPnC3xQkXKl/+mnCxwTeOQRqn6ct2ZNaH/5BZ733iuw7SapLr4eCMuS3t25c9Qvjv/pp2GcNk34phiGBMVNm0RLNd7atVGsfn24WrSQ9Dbv/vRT6JcvJ2/GEuF55x0Uq18f7k8+iWouy9WyJVKaNIH3pZcQvvtu2cfzIbtHDyS3aUOCaQxvkAmDVgtfzZo33trDYSjOnIH64EGod+8Gm54ORXo6kZqLPCw4DtDpkOz1AhwHTq1GuEQJhEqWRKh0aXjefhvZ5cvf2v6bRChOn4ZpwgRY582LW5bJuN0wjR1L1owG4TAMs2Yha9YsWYflEkgkZpL65cthHzVKdD/lsWMI3XMPOKMRQitrN22Co08f+g5eLxneTk6m7qLeswdOio2SkJYmY7ORUjitX8f32/P7SWVNglktDUXBjge+atWg/v13ePIHu8ceowaViAIJ3wfsq1UL5gEDeIMdcEOqy//88/xr5wQpV4sW/BesVCKcnAz26lVBY0zPhx8iqXNn8b6EUklmBLdvl0Rz9r38MowzZsDZtq10JhrLwtmyJYwzZyK7Wzdpx+SFQgH7oEFIGjAAWXPmxIcRqFDANnEiklu3RrZaTZ0Bum3Asgg9+CA8AtYqDMOgdOnSyLpyBdwtmCmMFxTnz8PSsyeyJk+OSj2DBtOoUXB26CDLnSAvdGvWwFejhuzjdd98A5tEopXi/Hlwer0kyyLDwoWEZCOEQID04wTGRTS//w4f5XkEiEuWCc3vaX/5hZoxanbsgLNVqwL/XR1jvw4oKmPyQqhvx6nVvISSgACBRWweTkyqy/f889Bs3y54zZ733xfVj+SSkhAuUYLKHM0Ld/360C9ZIrofAIBlCelk5Upp++fAV7MmVPv2ySuB5kGoXDn4n346ruVMTq9H1rRpMI0dK5mVWoTEgr10CZZu3WCbMCGuLufq338H4/NJdhooAL+fsCkbN5Z1mGrPHoTuvRdcUpKk/fWLF8MlwVOPcTqhuHQJwYoVBffTbtggWJ4ExIfNxeyIhOb3qL1AjqPKh6l37Ii6zBxBUbDjQbh4cfIA5iEB+KpX5/d+UygQLlmSqqjvq1YNGso8nKhUl05HgqyAwarvxReJMLQIo1Cq8kk4NRWcSiXZIcBdvz70334rj3TCMMju1AnGSZOkH5MPrpYtoV23Lq5OBpzJRALeyJFx8dIrQvRQXLyI5C5dYBszBqE4lauBnPLluHExzejply4lyidyqPARMotUF3Wvl5QEJVQZdN9+CzelepQX+m+/JWo3AtcoxLIEcnqIlKqP4uJFhO66i7/U7PeDtdsRLl68wCblkSMIUJRa1H/9FfV8XQRFwY6CQOXKvLqWQoSSSLmRD746daChZW8MQ4bW9+6lXo+3Vi3heTqWJfuIKKUEH30UytOnJYkquxs2hEFqdhchnciUEAs8/TQU6em8s42SkKecGU/pL85iQdbMmTB9+aUkm6QixB+KM2dgSUuDbfx4QaHiaBBr+ZJxuaD78Ud4JMp8RaD5+WcEqlThfdjzQbdunbTBfY6D7qef4H3tNcHdlP/8g1DJkoKziar9+wVdBdjMTHBaLbXXrhEYaFcLyIfRBuGZrCzCGo2hXwcUBTsqaAzHcMmSYK1W3gzK99JL0Gzbxrte8MEHoTp5kvpA9rz3HvQCs2feN96AbvVqwWt2f/SRJDah5913JSmf+J95Buq9e0XlyHLXffttaLdsIbRmGcju2hWm0aNlHZMXoXLl4H/mGRiiJRlQwJnNyJoxA8YpUyQ5RxQhflAdOEB6dJMmIXTPPXFdW/Pzz2ACgejLlwCM06bB2aKFLLUUhMMwzp4NZ+vWkg/RrVoFz7vviu6n3rWLzK2J2BvpFy4ULbvqly4VnOfTrVkD79tvU7drtm2DnzK/J6Tsot6zh6jJ5D9GoMcnB0XBjgKhHhzNFJXT6wGW5X/YMwwZTKdkb8EKFaA4e5Y6GsAZjQjde6+gwzmXnIxwcjIUp09T9wEAzxtvQLt2rXgmxDDwvP46dFI92FgWzlatYJw5U9r+OQhWrIjQPfdA++OPso7LC1fLllDt2yeoJRoNOKMR1lmzoF2/HsapU2+JcPR/DdrVq2EcPx7WmTNFvdjkQnnyJAxz58I+cGD0axw6BMXZs3TaPQW677+Ht1Ytydmkat8+BMuWFZyFi0C/eDFcDRoI7sO4XFCePYugwGwcY7eDzcxEiOIeDuSRReMBm5kJTqfjFx7gOCj/+YfXmZy9epUQcHgYmmLzflJRFOxoYFmE7roLiosXC2wSmmuj9vQgnr35Xn6ZeixA+m1iZUJ348bi82taLSnTCpRNc9f7+GNCAJGY3flq1IDqwAGwmZmS9o8gOy0NhgULSNYcDRgG9tGjYZw2jbw0xBMaDexjxoDTaGDp0iUqx/UiSEA4DNOoUVD/9ReyZs8WpL1HA8ZmQ1Lv3rCNGxe15BT8fiQNGwbH4MHyGMB+Pxkil0FmMU6aRBjOImAzMsAEAqIjOLpVq6iM8Aj033wDz0cfUbcrTp0ivVNKBimU9SmPHUOwUiXevxuV8OL3g3U4JDFRxVAU7ATgq1MHGp4eXLBSJeJQzvOW733lFWh/+ol3vWD58oLZm+fttwVLlcGKFaG4fFmwTBioWhXKf/4RHS52N2wobahbq4X7gw+gX7ZMfF+AkE46d5ZPOtFo4OjTB+YY3rg5nQ62L7+EpUcP2aVUUTAMXC1awPPee0hp1qzwvfD+5WCys5Hcpg2CDzxAAkmU+pRUBIOwdO0KR9++MTk0mCZPhuvTTyX33CLQL1kC94cfSu47qX/7DcFy5SRltvqlS+EWyerAcdCuWweP0NgRx5Eyo0DGqhcJmEJZn+6HH6jnpw25a/74I24zr0XBTgC+F1/k78ExDNGk5KHwh0uUAOP1UvUuhTK/cKlSYFwuwQe1+/33RSn+nnr1oBVxOQjddx8Yt5vq8nDTeu+/D926dZKdwgNPPglFZqZsIeNA1aoI3X13TOXM8N13w9G9O9G6jFJsWgi+l1+GffhwJHfuLCjiXQTpUJw8iZTmzeFs2RIemV5wUmEePhzet95CIIZZLeWhQ1CcPg2viCFqfjAuF3Tr1wszIPOC42CcPh3Odu3E9w0GiVWOiBKLas8eMgMsEGzV27cT0WfaiwbHQb17N6+oBiCS9XEc8a/j6ckxbjcQDvMSXjQbN4q6N0hFUbATAKfXA0olb/DxvvYa6XvxwPvGG9TsTix7877+uuDD3vvqq9CtXy/YO/K89RZ0Eix93J98Av3SpaL7QakkTuFz5ojvm4Psrl1hGjdO8v65x6WlwTB/fvTlTBCGp7dWrZhIL0IIlS0L69y50K1YAfPgwUVlzWgRCsEwYwbMI0Yga8IEBCgP0VihW7ECnFotiehBhd+PpKFD5ZcvARhmzYKzeXPJZBbtjz/C//zzkpzStRs3wlurlqiijGHRIuJUIbTP0qVwC2h1qvbuJYPdlHPpV62iBnTVnj3wP/EE799Os2kTv+Ynx0F56hTx04sDioKdCHzVq/MKNfufeQaaXbv4S5mvvgodJdiFS5YE43ZTszfvG29ARwmiAAC1mlgDUYSnAQA6HYKVKonOiPlq1IB6505B14Xc63rlFaj//FOyU3iwQgVwKhXv+IYgNBo4+vaNqZwJAJ5PPgHj9UIbpbuCGDizGfaxY+F7/nkUa9wYqqLxBFlQnDyJlCZNCON17tzEaXD+/js0mzcju0ePmJYxTZ4MV/36ssuXbGYm1H/9JZ3MEgzCsGABXM2aie8bCsGwYIFoCZO9dg2MxyPIamUvXwaXMytMg2HpUrg//ZR/YyTr48ncAED/3XfU8qdu7Vp43nyzwH9XHj2K4EMPxc0vsSjYicD7yiv8gYtl4a9Shd/Q1WBA2GwGe+UK/5qvvUbN/Di9HsEyZaAUcDB3NWggqm7iatRIfOaNZeFq3RrG6dOF9wOicgrP7tUL5uHDJZNbIohHORMAHP37Q7thAxDjOkLw1a4N6+zZ0C9fXpTlSUGebM7+xRckk0iQ+avy8GFg4EDYx42TNyKQf50oy5fgOCQNGABH797SNTBXrICnXj1JNkq6VavgrVtXVFtWt2yZYMYG5AQygaDJWK1gHA7qvKPqr7+ISDNlkFxx/jw/C9NqBRQK3ixWt2aNcI9RJu7YYPfdd9+hX79+aNiwIZo2bZqw84SLFycipDzqJZ733qP6snneeYdarvS+9hp069ZRzynGugzfdReYQABsRgZ1n9ADD4BxOEQzMd/LL0N19KjgWhH4n3sOivPnJauVhIsXh+vTT2GaPFnS/nmRW86UcF1UKJWwTZoEzJ4d95GEvOAslpuyPM2WLUUjCjxQ7dt3UzYXT0WU/FCeOEFePpYti3pwHADg8URdvtStXo1AhQoIUlRB+M6l+/57uKX0LX0+6FesgKthQ+H9QiHiWyc0UxgIkBk3AZNW/ddfwy3A0tR/8w21hClkTaRdswaet94quCEchvrvv+OqT3vHBrtgMIhnn30WdePUvBSC9403oOPJDoKVKhGSCm3A/NdfedfjjEaESpYkvmQ8CJUrB0VGhqA8mKt+fdF+m/ujj2AQ68nlsCdNEycK75eD7C5dYJLhFO6tVw+K06cFM1VeaDSwDxsGS1pa1L53kXWwdCkMc+YIl37jAF/t2rDOmwf1338jpUkTSaMd/wUoTp6EpV076L/+GraxYxOazQFEeSWpf3/Ypk0DYqGscxwsPXvC2b69/PJlRoZsJxDjV1+R0QQJTFTD4sUkKIqxO3OEqoV6etr16+F59VX6ZxIOQ/vzz9RZNyY7G4rLlxEsX553u271angoWbF2yxbSc8wH9Z49hAgTx+/JHRvsPvroI7z55pu47777En4u76uvUo1PfS+9BA1f1qBUIli+PHUIXEyj0v3hh0RrkgL/Cy8QB3QBLUxf7dpQ79ghGDQBMkDPWq1QnDkjuB9A5MYYn0+6UzjDwDF4MJKGDpVdzgxWqABX06ZI6ts3tkxJp4Nt+nQYp06lOsrHC5zJhOzPP4dt7Fjovv8eyW3aUF9q/u1gr1xBUs+eME2ciOzu3WEfMSIm2r8UKE+eJMorEyfKDlD5YZw2DYEqVSQ5f9yEnPKlfcAAydZJjM0G9fbtRBpMbF+nE9qNG+F55x3hHUMhYOpUuMUUU0S0MjXbthG2J6UUrFu5kmiE8l1rdjYYr5c4JOSD4tw5hEqV4p151K1cCXcshCIe3LHBLhoEAgG43e7cf548/RWGYaj/YDAQZZLLlwts877zDnTff897nOeTT2BYtox3W6hyZSjPngXrdvNu973yCrQbN4KhXZtCQdwSNm+mX7tCAVfbtrk9OaF7zO7WDabx4wX3ifxzfv45TOPGSdqXYRhwJUrA3aABTJMnSz4m8s9fty5CZcrAMHeu7GNzPz8AMBiQNXMmjHPmQPPrr1GvJfmeU1ORPWwYsvv0gXHqVFg+/xzKU6cSfl7a/Rfm+RTp6TAPHw5L//5wN2oE+5QpCJctm/Dzqo4dQ1LfvrBNnQqudOmY7l27eTOUZ8/C3aKF7GN1q1cTVaBHHpF8jGn6dLjatQPDsqL7GmfNgqtVKzBKpfB1fPcd8O67gNFI/5v98w8pJ5vN1H30y5bBU78+/3YAup9+gu+11/iP/e47eN9+m3/bqlXwvvdewW2BABQXLyJcrpzo30IWuDscv/zyC9ekSRNJ+65YsYL78MMPc//16NFD+onWr+e4L77g3/bWWxyXnc2/7bXXOM7p5N+2eDHHzZxJP+egQRy3ZQt9e1YWx739Nn173uu7fFl8v1atOO6vv8T34ziOS0vjuA0bpO3LcRwXDnPcp59y3N9/Sz8m77GNG8s7Hw0eD8e9/z7HrV4d+1pycOAA+fvWq8dxK1dyXCBQuOdPNMJh8l39+GOO++QTjvv118I9/549HFe7NsdlZsa+1uHD5Hfr9co/9soVch1+v/Rjjh3juPfek7ZvejrHvfEG+XsLwePhuBo1OM7nE96vQwfy3aTh7FmOa9iQvn3rVo7r359/WzhM/hZ81xDZFgoV3Pb99xw3caLwdUcBhuNun076kiVLsFpE7Hj8+PG4O09je+vWrZg/fz7mz58vun4gEEAgj3oJwzDQ6XTIzMxEUMQaB8EgUho2hJXHO0339ddAKAQPDy1X+913YDweePiYTj4fUho3JmvyvKWwmZkw9+4Nm8B8m7lPH3g++khwWFa1fz+Kr1mDqwMGCBp4spcvI6lfP2RJEFRm3G4kN26MrHnzBBXUb1r/2jVY2rWDdfFiUcHaAvB4kPLZZ7CPGCFoPVLgOhkGpUqVwtWrV2/cu9+PpO7dEahcGe7mzRPaPypwPXY7dN98A+3GjfA/+yzcDRoktLTHe//xXD/v/TzzDLmfOHrOSYHmp5+gX7oUtsmTb2L1RXPvTFYWklu1gm3aNIRLlJB3IRwHS5s2cHbuLJ2UEgohuXFj2EePFpX7AgBz//7w1KsnOpOonz0bXPHisLRrR71/NiMDST16IEvg2WkeMACed9+letNZ2rcnqjQ8oyPq33+H+rff4OQZ+1Dt3g3t5s3I7t274Jpt28IxZIikv79SqUQJiZ/TbeVU/tZbb6E6j2RMXpSM4cGgUqmgotTQRX8MCgUC5ctDceQImf3IA/ebbyKleXNeFpXn9deR0rQpmU/J/1BVq+GvWhXK3bt5v7yh4sURLlECioMHEaRYbmR36oSkXr2Q9dVX1EsPVK0KLFwI9tQpBHmMEXPPV7o0gmXKQLV9O9U1PQJOpyOD40OHwi5xeDtUrBhc9evDOGmSfHdyrRZZY8ciuXNnWOfOlRxgc6+X4258xioVbOPHwzhtGszdu8M+bFjM9iGSr8Nshqt5c7iaNYN6+3YyTxgMwle9Ory1aycs8N10/zGCsduh/eUXaDZvBut0wv3hh7i+ePGN/lRhvT9zHIwTJkCRkQHrnDnkBYrn3JLvPRiEJS0Njv79ESpeXPZ96L7/HoGKFRF46CHJxxpmzYL3jTeI/5vIMYoLF8Cmp5NZNoF9mexsaDdvhnXZMlhAv3/jhAnI7tSJ+rdhrVYozp0jg+R8wTI9HQgGESpdmne7bvFiOPr04V1fv3Ahsrt3L7CNcTgAny+qv78Ybquendlsxt133y34TxlvzTwZ8HzwAfTffFNwg9AQt0aDQJUqVGaeu1EjQY1KZ5s2gi4C4ZIlEaxQgWotlItBg2AcP154HwDZ7dvDOG2apC+a/7nnwGm1VNYpH7z16kFx6pT8YXOQkQtHr16wdOsWuxQYQ+YGvXXrIqV589hGHKI8v//FF5E1fTps48YhbDbDPHw4Uho2hHHiRCiPHLmtxhcU587BMHs2Upo2haVHD8Dng2PQIFjnz4f3jTckEzHiBcbthqVDB4RTUmAfOVJ+pYAH5qFD4XnnHQQqV5Z9LJueDt2KFbLYl4qTJ6HevVvaqAEA07hxyO7aVXQ/48yZcLZqJcjAVJw5A9ZqpWZsAGCYOxdOgeF2/dKlVKcFNj0dTDDIm/HlDrnfe2+BbboffpBE0okGt1Wwk4Nr167h7NmzuHbtGsLhMM6ePYuzZ8/C6/Um7JyBypWhPHaMd3BYaDZOSHQ5dM89QDAIBWV2LXTffQDLCjIlne3awTB9Oq+zei4qVACn10N14AB9HxCbIP9zz1GH3vMju1cvGCdPlqTCAoCwM4cNg3nwYEm6nPkRePJJeF95JW5mrb46deAYMADJ7dtHFYDjAc5kgvett2CbNAnW+fPh/9//oP/mG6Q0bAhLzmer3r5dlFUbLzAeD1S7d8Mwbx4snTsjpUEDGKdORbBMGVinT0fWzJnwfPxxzGzHaKG4eBEpzZrBXb8+3E2axGVNw9y54IxGQZ82Knw+IjI9ZIj0oB8KIWnQINiHDJFURlceOQKOZRGsWFFwPzYzE6qDB6lzbRGYxo0TrK4wTidUf/9N9aWDxwPNrl3wUzQ59UuXwkUZZNcvX84/5B4RqxYxoI0Wt1UZUw5WrFiBX/NkFD1y6sIDBw7EIwJ+TTGBYeCpV4+od+cbsMw7xM2lpNy87d57c0WX+awqXK1bwzBjBhxDh/Ke1pnDqKSVC7mkJPhefhnatWsFVR6cXbrA3KePaE/O1bw5Uho3hq96dVEvLU6vR3a3bjAPGya5nBlOSYF9yBBYunSBde5c2W/lng8+AOtwwDxsGBz9+sXccwtWqADrrFmwdO0KzzvvRPfAixeUSvifey5X6Z2x26E6dAiqgwehX7YMrMMBzmhEoFIlhEqVQrhkSYRKlkS4ZEmEk5Ol/S04DozDAUVGBtirV6HIyIAiPR3K48fBWq3gdDoEHn4YgSpV4KlX75YFNT6o//wTprFjYRszhrwIxgH6xYuhOHeODI7LBcchqU8fuJo2pc6Z8cEweza8b7whqU+HcBjmUaNIBisC46RJyO7USfB7oDx0CJxOx6toEoF+8WK4GzakrqNfsYIYvPJtDwah+f13ODt3LrgtZ8idT+Ra9ddfxCE9WvslEdxWBJVbhczMzJuIK0JgPB4kt2xJSBb5oNm4EcrTp+Fq06bgtp9/hurwYTg7duRdN7lZM9jHjKH6NiW3agX7kCH05r/Hg2KNG+P60qUF3i4ZhkHp0qVx5coVGIcPh++ll6hvZLnXu20bNJs2UQNwfpgHDICvVi1Z7s/aH3+E5rffJP2I+WCYMQOswyGoe5j33kW/6sEgzDn3m92rlyTJplsBxuGA8vhxKNLTScBKT4ciPR2szXYj2408hDgOWp3uRsUjJ/sPJyWRQJmaSoJlaiqC5cvfVoHtJoRCMMyeDfX+/bCNGSMqkQVI++x1X38N9d695DsoIqbMB8Ps2WD8fjjbt5d8jOLkSZhHjkTWnDmSXk70X30FMAzcIkpRinPnyLozZgCg339y8+awDx1K1yP1+VCsUSNcX76c/28SCKBYgwbkWcPTVtKuWwfF5ctwtWxZYJvQM9LSpQuyu3aV9RKjUqnuTILKnQBOp0OwfHmo9u8nxI888NWqBePcuXDx1Mt91avDOGsWnC1aADwPUVfz5jDMmYPsnj15zxtxAHfQBJJ1OmIOu2yZ4BCps107JLdvD+vzzwv+0HwvvQTtunVQ79wJf7Vq1P0iyO7VCymNG8P/+OOSySPe11+H8vhx6BcsiKoc5WrTBsYJE2CcOJH/LVIulEo4Bg+G5uefkdK4MbJ79KDamdxKcGYzAk8/DSmvZ5EHXpaUYH+bQnnyJMyDBsHz1lvImjYtbuxZ7erV0PzxB2xffhlVoNP8+itUhw7BJkNRKFK+tH3xhaT7UJw9C+3WrbAKENAiMI0fL0r8Uu/YgVCZMoLC2/pvv4X7/fepfxPd6tVEuJmPP8Fx0C9diiwKz0C/YgVsY8YU+O+s1QrG5Ypbts6HO7ZndyvhatQIer4enEIB3wsv8JNFWJaoonz9Ne+a/mrVoDp4kOqGEHjqKaJLSRGXBojqim7tWkHjVs5igb9aNUkiy45+/ciguQQfu7zlTDlw5vjCRats4uzSBUwwCOO4cXEjdPhq1oR1zhzovv4a5sGDRY1wi5Ag5IhGm0aNgm30aHhoZbMooFu5Etqff4Zt9OioAp3i1CkYZsyAbdQoWdckt3yZNGAA6euJXKPy8GFwKpVwKZXjYJw2DdlCWajXC93339MNWsNh6L/5hqqTqd6+HYGqVXkzb8XZs+DM5gJtHiCnj5cgL8MIioJdFAiVLUveRGy2Atvcn34KPU+JE8jxslu3jl/ii2HEmZliupRKJVxNm4r6zrmaNYNhwQJR+S7OZIKzY0eYJJYZo2FngmVhHzMGpokToTh/XvpxeZDdrRugUpHrjFPA45KSYB8zBr4XX0RK48ZQF1n4FCqUORZA4eRkZM2eHVcLIP3SpVDv2gXbuHFROaIzDgcsvXqR42WUuuWyL/ULFsBbsyZC998vvCPHkayuSxfB3bQ//QT/s8+CS06m7mOYP5+IS1OINtqNG0mrgtJXM8ybB1fz5vRtfKXYUIjqVB5PFAW7KOH5+GPeLC1cvDjCqan8wsdKJTyvv041VvXWqUMCBYVRGqhcGYzbDQWPQ3ruGq+9BvUff4DJyqLuw+l0cDVsKMmNwPfSS2ACAcmZV3avXjBOnQr26lVJ+wMkK7SNHQtL9+5gXC7Jx+WFs2NHhIsXJ3NrcSzX3ZTlDRpUlOUlGqEQDNOnJySbAwD9/PlQHToE+6hR0dn+hEKEedmrF8KlS0s+jPF4YOnXTzL7MlK+FNO1BHLcFR55RDhbDAZJIGvRgn6NDgc0v/4KL58LAUBKlIsWwUUxgVXt24fQvffy8g5YqxWKCxcKtH6AHFeEl1+OyYZJCoqCXZTw1qoF7ZYtvPNezjZtYMxpEueHOxIk+cYEWBbuTz6BgZIZAjkO4ELZXc78mGnqVOHrl+FG4OjbV1Y50zZiBCxdu1KDNh9C99yD7K5dYfn8c+ERCgG4WrVC8MEHyRxeHEdQcrO8l15CSpMm0C1fLijAXYQowHHQbNyIYvXrI5ySEvdsDuEwTGPHQnn+POzDh0dVugQA06hR8NatK896huOQ1KMHsjt0kFe+HDpU9DrZjAxJ8336b76B5623BElXxunTCXGEck7NL78g8PjjVMsk48yZcLVuzbvNMHcuXJ99xn9thVDCBIqCXfRQKuGtUYOYg+ZD6L77AIUCitOnCx6n05G+3ubNvMt63n6biDtTenehMmXAmUy8prER+KtVI0Ojly8L3oJj8GAkDRsW93JmqFw5uFq0gKV3b1lZlv+ZZ+B74QVi+BplduZu0gSeN94gg+Lp6VGtQYOvZk1cX7IETA4bTfvTT7fV4PedCvWuXUhp3BiqI0dgnTcv7tkc43IhuX17hFJT4RgwIOq19UuWgAmHC4wdicE4aRL8Tz4pyoDOPU+kfClG1uA4JA0cCEf//sLzfR4PdN99JxhQ2PR0qI4epTs8hMOEYEcJZsp//kFYr+f1KBSa2VMePYpwSgrCPH28eKMo2MUAd8OGxDGc54HnbNuWmt25GjcmvTm+ByXLEublrFnU82Z36QKjCAMsOy1N1HcuXLw4XPXrJ6Sc6atZE4GKFWEQUH/hg7tBA4RTUmAaO1bWcTedu1YtOAYPRnKHDvyqNrFApYK7USNY588nfaVGjRJuG/RvhfLoUSS3bAntTz/BNnEinF26gDMY4nuSs2eR/NlncDVpAjel/CYFum+/hWr/fjj69pV1nHbDBiguX5bMNpZdvpRgDmv46itSehQIiKaJE5HduTP1RUC3ejW8tWrRs7rp0+Fq25Z3m9DMnnH6dDh5xhASgaJgFwM4oxGBxx/ndcEOVqoE1mbjZU9yZjMClStTJb58NWpAtX8/2GvXeLeHS5ZEsGJFQSJI8NFHAY6DSoRYkahyJkCG5VUnTkDz88+S9o/A2b49OJaFMQqH8wiC5crBOns2jBMnAmIGtlGA0+ng7NgRWZMnQ/vzz0hu0UK+Qe1/FIoLF2BJS4Nhzhw4Bg2CY9CghLzZq3//HWjRAvaxYwVduMWgXbPmxjyojPKn8tgx6BcvJuVIKdlkAsqXOH8e6p07BSW4FKdPg7HZ6NJhfj9RRKG8LCjOnAH8fv4hdZ8P2p9/hvfVVwsed+4cwHEICej1xhNFQ+WQN1SeH4zVCku3brxCzKo9e6Bbt453No5xOJDcpg0ZTuf5Yqv27oVu9WoiQcR3XqcTKc2aEQFeigIJY7cjpUULWBctQumyZanDtey1a0ju0AHXFy4UVTNRb9sG7caNcEgdMfB6kdK8OeyDByMkoNhQABwH08iRJPts1Ur6cfnAhEIoPWECnD4fHD17JqwJzl6+DNOUKeQt/oMP4H3llULXi+SDrKH6RILjoP7tNxiWLgWnUsHZoYOo9FUs0C9cCM0ff0C3eDGuZGdHfe/aDRugXbMGtokTZTE3GasVKa1bI2v6dMmD+lKHx8FxSG7XDtkdOwpmdQyA0u3aIaN7d7oAPMchuWVLIn5NYX3q588Hp9dTy7eWjh2R3bkz7+9bv3gxOJWKlKbzIal3b7gaNKCK3EuBnKHyoswuRnApKQjddx9Uf/9dYFvgqaeIYafVWvA4s5kMbv/wA++6gSefJDJO587xn9dohLt+fRgFxgy4pCQ4W7eGSUTGS0450//SS4BCAS2FUVoAWi1hWvbuLU/bkWGQ3bs3FJcuwTB3rvTj8kOpBMaORfDBB5Hcpg21FxorwnfdBfuIEciaNAlsZiaKNWwI09ixgnOR/wUwdjsMs2ej2CefEKWSwYNhmzw5cYEuEEBSnz5gr12DbepUQILSCg2ajRuhW7kStvHj5Y0oBAJITkuDfeBAyYFO9fff0OzYEdfypW7pUuDllwUtsbQbNiD40EPUQMe4XND99BPVyVx18CA4nY7/RTYYJAPoPI7jbEYG2MzMmAKdXBQFuzjA2bo11ZnA2aIFdZuraVMYliwBKFlldteuMAk4FXjefhvqXbsEiSi+2rXB2u2ASF9JVjmzf3/ov/tOctkuXKoUHH37EoamHLcChoFj0CAS8HLc1qOF55NP4GzdGinNmhFHgQSBM5vh/uwzXF++HL5nn4V56FAkt20L9fbt/ykyi+rgQST16AFLly4I3XMPri9ZAmdaWkK9+9hLl5DSvDl8zz8PZ9euUTMuASJ5pV+1CllTpsjWbjUPHgz3Bx9IfpCzV6/CPHIkbGPHxq18qbh0iRCoOnWi7sN4PDDMnYtsHp3KCAyzZ8PZvDm1ImKcMAHZaWm823TffQfPG2/w/v0Ms2fzyoklEkXBLg4I33UXwiYTlCdOFNjmf+klKE+c4J8702rhzpH44kOwQgVwajWdZMEwcPTuDbMIS9IxcCDQrx+vW8NN+0lkZ0KpRNa4cUgaNAhsZqbwvjkIPPYYvG+8QZiWcsAwcPTvDzY7m1gUxRAwAk89haypU2GaNImsFWXpWhIYBv7nn4dt2jTYBw6E+s8/UeyTT2AeOhTqXbv+faMLHAfloUMwjhuHlPr1ofv2WzhbtULWV1/B+9prUQ1vyzm3ftkyWHr2hH3AAGI5FAN0q1ZBu349siZNkh3o9IsWgbNY6LNq+eHxwNK1K2wjR4JLShLeVyr7kuNg7t+ftEAEyvbGKVPgbNmSOhjPpqdDvXcvfHXq8G5Xb9+OYNmy/POGXi9RWuFxN2DsdqiOHYP/mWfo95AAFAW7OMHZujWMlOzD2aULTBMn8m7zfPABkfiikD6ye/SAacwY6uxZsFIlhIsVI5kDBVxSEvD553EtZ3IpKbAPHw5LWhrg84nuDwCe994Dp1RSgzsVDEPEnlkWpi++iCnghVNTkTV9OkIPPIBijRolNMvLPWepUnB27Yrry5fD/e67UO/ciZQmTWDp0gXatWvBOJ0Jv4aEwOeD5pdfkNSnDwlwq1fD/+KLsC5aBIfcHm2UYC9dQnKLFmDsdlgXLIj5nLrly6HesYPoXcrsuaq3b4dmxw5JnnMAiLN5795wtWqF0IMPil+bxPKlfulS+J99VrB8qTh7FsoTJ6iBDADMI0fC0asXP7mG4wiTkiI9Zli0iAQ6vqxu/ny44mTNJAdFwS5OCJUrB4TDUP7zT4FtgapViaUK39ydUgnXZ59RJb7CxYvDW7s29MuXU8+d3a0bTJMmCWdkr78O1m6PKzszWLEiXI0bI6l/f8kBKLtXL0Lc+f57SfvnhbNzZ4STk5HUq5d49ikEhoHn3XeRNWlS4WR5ec4bfPRRONPSYF2yBI6ePcFmZcHSpQuSmzWDYd480vtNoCdjTAgGoTxyBPply5Dcpg1SWraE8vhxOJs3h3XZMmT37UuEsxOshAHgpmzO0bs3GYaO5bwcB+PkyVAfPEisqmSupf7zTxhnzSL9PYnlU8OMGQg89JAkmSxZ5cv166mSXRGYhw+Ho08fKktU/ccfCJtMCFLs0rQ//kjkAS2WAtuY7Gxot2yBh8cqi7HZoN61C75atQSvLxEoYmMiNjZmXijOnYN51Chk8WR4ilOnYJowATa+rInjkNKoEWwTJ/Jb/ASDKNawIazTp1N17XSrVkFx4QKcPDX6CCPv6rFjSG7enLAuBZQU2GvXkNyuHazz5kmyUjFOngzOYIBLwNX4JoRCsHTpAu9rr8H7+uvSjskD7fr10C9ZAtuECVRLpAhE2YgcB93330P39ddw9O8v+tacKDAuF9Q7d0K9fz+UR4+C8fkQKlkSgSpVyL+HHorK5ytqNmYwCOWJE1AdOAD1gQNQXLgAKBQIlC+PQJUq8D3/PK+gb2GAvXQJSQMHwv/UU6TvQwlMUu+d8XiQ1KMHAo8/TlQ+ZA6dq/7+G6axY5E1c6bkOUHNli3Q/vgj7F9+KX6+UAjJrVohu1s34e8nxyG5eXM4+vVDqGxZ6v1r162D6uhRZH/+Of86gQB53syaxV9azRFVsC5YwKvIYhozBv4nn4SvZs2C20aMgO/FF+mmsDIhh41ZFOwQv2AHAOb+/eF5910EnniiwLaknj3hbtAAgSpVCmxT/fUX9MuXUw1Q1bt3Q/fdd3TvN45DcuvWyO7aFcFKlW7alPdLr968GZodO4iShADUu3fDMHcusVQRe1PlOFg6dYL7ww8JW1MKAgEkd+wI9/vvC5ZSaFAePUpmkgYNor59AtIfeGxGBpIGDECgYkXy9nwbjA2wV6/mBhvl0aNg/H5wWi3CqanEh65UKfL/5zVvzfdZ8d4/x4Gx2wuYt0Z88Ri3G2BZBCpUyA22ofvui6uqSVTgOOiXL4d23TrYBw0SLVlK+ezZy5dh6dYNzrZtpX9380B56BDMw4eTQCfR2kp58iTMAwcS42IJLzDmYcMQeOghKiMyAv2SJWBcrtxRHb77Z61WJLdpg+uLFgEaDe86htmzETabeccFAJKRhkuU4L0eNjMTlm7dYF2woMD3hb1yBUl9+4qaR8tBUbCTiXgGOzYzE5bPP4d1/vyCH/bVq0jq3Zt3Jg8Aknr0gPvTT6nDnZauXeFq2pQ3WAKkoWxJS4N14cKbCAH5v/RJn38O98cfIyDi1aZftgyKCxcEzVFzz+HxEAPaESOkD4n6fEju0AHuhg1lmb5GwFqtsHTpAvfHH1NJCbIyG46DbvVqMkDbsCEZxI2B0ZcQ+HxQZGbmBqlIgFJkZIDlGXEpYN6ag7DZnGvaGgmWkf97O5rWqnfsgHHaNPheeomIGUsoM4p99qo9e2AePRq2L76IarBZefw4kgYMgHXGDEEngZuuyWZDSsuWyJoyRRIzVfftt1AdOwZHv36C+ykuXUJSr17kuZPzt+G7f0vHjnC1bEl/hmRkwNK1K3mG8Hz32atXYenenWznefkx9+tHXvZ5tEOFXvajRVGwk4l4BjsgJ41/+mneWrxpxAj4XniB9y2SvX4dlo4dYV20iPfHzGZmwtKlC9lOM1b89lsoLl++qZyZ/0vP2O1IadkS1xcsELUoMQ8YAP+TT8LLU38vcH2XLiE5LQ3WuXOpskIF4PUiuX17EvBq1JB2TF4EAkjKUeDITkuTltmIweOBYcECaH79Fa62bel6gXcAbpuh8iihOngQxvHjEXzwQaKsw9MjokHo3nUrVkC7eTNs48ZJ/67mgfLwYSQNGYKsqVOlu7sHg0hu1QrOzp151f/zQ/XXXzBOm0aMUIWCe77yZQT571+7bh1Uhw5RDaIBwJKWBmfz5tSxCUunTnC2acNbTlWcPUvaODwyiYpTp2AaPx62KVME7lg+iobKbzGcbdrAMGsWL4PS2aEDTFOm8BIiwsWKwfvKK9BT5K3CJUrAW6cO9AsXUs/tef99qA4dgvLYMeo+kWFzM49jcH44BgyA7vvvoTp4UHTf8N13w9G9u7x5Oq0WWdOmQb9sGa+otihUKtiHD0coNRXJ7dtHbRF0E3Q6uNq0QdaMGYQ52bRp/DU2iyAIxZkzsHTsSOS2hg9Hdt++sgIdFcEgzAMHQnn6NLJmzIgq0Kn274d52DBYZaijAIQU4n3rLUmBjr1yBeZRo4hnnkgWK4V9yV6/DsOCBYKed+rffiOkFEqgU+/YgXByMrVvaB4xAo7u3Xm3mcaPl85STRCKgl0CwJlM8NWowetbx5nNcH/wAQyUurW7YUNof/yRV3UFANyNG0P78890S3iu4QAAXWdJREFUo1OGgX3oUJgHDxac5fLVqgXG6YRm61bhm1EqYRs3DuYhQyTN1AWefhreunWR1K+f9BEBjQZZU6ZAu2YNVVFGDO5GjeBq0gQpzZoRMkUcwCUlIbtXL9i++AL6r7+GpX17QS/BIsQONj0dSb17w/Tll8ju3Bn2L76Q5RsnBMZmQ3KrVgg8/jiye/eOir2p2rMHptGjSaCUQdAxzJoFTqfjVRMpAI8Hlm7dyOydSB9Qefw4tBs3irMvBw0ipVBKn45xOmGaNIme9QUCZHu3brybNZs3I1imDO8IhWr/fnAmk2AwLgwUBbsEwdWoEcnQeCjyng8+gGb7dn4LGoUC2d26wUybiWNZ2IcMQdKAAdTZu3DJkvC8/z6MIiUD+5AhMMyeDcWpU4L7ccnJZKaua1dJM3WeDz9EoGJFmAcNkh7w1GrYJk6EdvNm6FaulHZMPviffRa2L7+EpXt36XJmEhAuWRL2ESOQ/fnnME2ciKQePXhHTIoQPdjLl2EaMQKWnj3h/vhj2KZOjeucnvqPP5DSsiWcnTvD88470a3x++8wTZxIyChiA+B5oJ8/H4pLl5BNyXpuQmT2rnVr0dk7xmpFUr9+RHlFIHBrf/gBoXvuEeyVmYcPR3ZaGpVNapg3D+4PPuAPvl4vjDNnwtm5M+/9GCdMII4KtxhFwS5R0GrhatAAxtmzC25jWTh69aIqnwSeegoIBqmls9ADD8D30kui5UzlqVNQC83VydCtDFaoAFejRpIzNnfTpgjdfTdMo0ZJD3g5WaR6924iDxZFjyl07724vnAhVCdOwNK+PdU5IhqEypSBbfJkIvM2ezZSmjSBdu3awpnR+zciHIZ62zYkt2kD84gRxBV+/nwEHnssfudwuWDu3x+6776Dde5cSSVEPmhXr4ZhzhwS6GTobeqWL4fq+HE4Bg2SxGY1zJiBwMMPixO2AgEkd+0qrr959iz0S5dSJb0AIu7OKRTwV6vGu529ehWa7dvh+eAD3u3G6dPhatoUnF5fYJt2/XoEH30U4VKlhO+nEFAU7BIIb716UP/5J692ZfCRRxA2maD+4w/eY7P79CHBkJJJuZo2FS9nDh8O0+jRYLKyqNcYLlUKjt69ibu3SJ/NV7cuQvffTy3BFrjGVq3AGQyi3ns3QaEg4xUKBVFnEZE444VajezPP4ezbVtY2rcHvv5a/hoCCD78MOyjRyNr8mQoMjKKRJ9lgrHZCopDT5kSkw0PH9R//AG89Ra8tWrBPnq05NGAmxAOw/TFF1Dv3UsCHc8DnQbdqlVQ795NnNElBDrNli1QnjolSTPSPHQo3O+/L6y/GQgAbdrAPmoU3RnF6YRp8mRS1uUDxyFpwADi48dzD4oLF6A6eJB3XpbxeGCYN09Qe7MwUcTGRPzZmHmhPH4cxilTeIfJc1mRS5bwznVp162D6vBhKvVfcfYskgYNgnXePCo7U7V/P4zTp0O3ejWuXL1KZeTpVq6E6uhRUYozOA6Wzp3h+eADySxF05gx4PR6qrQQDZqtW2GYNQu2sWOj7tswgQBKz5sHz4EDsA8eLItQIBkcB/XOnWTOiePgatAA/uefv/Vzabi92JiqgwehX7QIbGYmPB99BG+dOgnRzGTcbphGjQLj88EwZQquuN1R3TvjdMLSrRt81avD/emnso7Vrl0L7YYNRHZMQm9Q+c8/MA8eTGbvKH21CPRLl0oqi5qHDYOxRg1ceeEF6v0n9e4Nz1tvUbM63cqVUFy6xCtWAQDJrVvD0b07b8nZNHo0/I89Bl/duoLXGQuK2Ji3EYIVKyJcvDivwSuXlAT3++/DMH8+77HeN94gb04HDvBul1LODFStCv9TTwEiepee998HxzDQffut4H5gGNi++AKG6dOJaaMEZH/+ORiHgxipyoCvenXYhw5FcufOUP31l6xjc6FWA4MHw9m2LZI7dIhrLy8XeUWfBwzIFX02jRkD1f791N7qvx4cB+XJkzBOm4aUBg0KRRxa/ccfSGnShLjVjx4NyOit5YXi3DmkNGsGV4sW8gPd6tXQrl8viUkJkEw3qU8fsr9IoFP/+Sc0v/1GJYpEoPn5ZyIO8OGH9LXEypfp6eQzo2Rmmp9/RvD++3kDneLMGSj/+SehgU4uijI7JDazA4hWXErz5vxGq+EwUpo0gX3UKITuvrvAsez160hu145IfPH9EMJhJLdogewePQoop+SeH0Dpzp2R2aIFApUr0y80FEJymzZwtm3LqwBz03Vdvozkzp2RNXmytHp8TqOaCQTIG6mMrIdxOGDp2hXeV1+l9g2ox+bNbHw+mCZNguLMGTgSleVFEA5D9fff0G7cCNXBgwjdey+8devC9/zzUcl+RYtCz+yCQah374Z20yYojx5FsFw5eOvUISVKmQ4CcpCbzXm9cPTrB85sjvre1du3wzRlCmxjx/L+JoWg+/praP74A7bRoyUFc8btJspH3buLDlsrLl0iA9/z5gnKkrFXriC5SxdYFyygmjaz164huW1bWOfP519LQJEpct0pTZrwH89xSG7VCo6+fRF64AHBe4oVRUPlMpHoYAcQbyc2PR2utm0LbFOcPAnziBHImjuXNwiIDYOymZlI7tCBfPF4hsQZhkFptRq+t98WHfhmHA6ktGiBrEmTRIOY4vRpWHr1Qta0aZIDh3HaNLDXr5NyqZwyXyhEepgcRwRsJdLG+R54ykOHkDRsGDyvvUaU2QtBGkxx9iy0mzZBs2MHOLUa3lq14KtVK7EBF4UT7JjsbGi2boV20yawViv8Tz0Fb926CD70UOJLuTnD0oYFC+Ds0OEmYofse+c46OfPJ33E0aNl9ecAYu+jOniQ9MikKO94PEhp25ZIlYnY3TBuN1KaNYNt9Ggi3UZDMIiUZs3gGDAAofLl+e8/HCZam127Umfm+MQp8sI8YAB8tWvztjI0GzdCfeAAXXszjigKdjJRGMEOHIeUJk1go8wNGWbMIDN4PP5PgLjMj/q336D74Qdebc3Ij/7aDz/AMHMmEaoWCBaKU6eIDNKcOaIKK8oTJ5DUvz8RqZY4d2SYO5dkV0OGyJbj0q1cCe1PP8E2dqwk+jf1gRcMQrdyJfTffkukwd56q9CkwRibDdqtW6HZvBms3U4EnytXjknwmXqueAe7iED0wYNEIPr8eXBaLXzVq8Nbu3ZCzVnzQ/3bbzBOnw7/Cy/A+dlnBb6rsu7d70dS//4I3XUXecDLDNKGOXOgOHcOjsGDpX2PfD4kt28PV5Mm4qLIHAdLx45w169PLTlGYB48GIEqVeB5913q/RunTUPYaKS6orPp6TeUmniyU/Xvv0P3/fewf/FFwYM9HhRr0kSSOlM8UBTsZKJQgh2IeLFxyhTYpk4tuDEUIuXML76IrpwJ0hAOli9fYHA175deu3w5lKdP09lXOdD8+it0q1YRyxKRH77yyBGYhw1D1vTpkueP9IsXQ713L2yjRon2KfJD9fffMI8YAfvIkQjGKgbs9RJpsK1b4WrThrypFjKxhE/wOV4BMKZglzew7d9/w/mgQoXca7sVAtGqAwdgnDABwfLl4WzblqqsIlkEPDMTlq5d4W7QAN5XX5V3MeEwTOPHg/F4qIzFAoiIoH/0Ea8zQH4YJ0xAODkZbhEPON3XX0N58iSy+/QBwH//qj17YJg/nxDmKD51ksqX8+bxVohMo0cjULUqvK+8Inpf8UBRsJOJwgp2AGD64gsEHn2UV7hYcfIkzCNHImvOHN4vombTJmh++41kRHwIBpHy2WewDx4sqJFnHjgQgccfFx2uNcyaBYRCvKXX/FAdOHBDWULiHJJm0yYYFiyAbdw4hFNTJR0TQURU21+tGlGPoLxNS7Z5cThgnD6dWJ907kwV4y4s3BQAjx0Dk/P95JTKXNeDcKlSxP0g4npQrJh014OsrAJuB2xGBhRXr4LJEULgWBbBcuVuG+cDxenTMI0fD85gQHaXLqJldin2Tto1a2BYuhT2wYOpPW/q+m43krp3h/9//xMNRLkIBmFJS4P3jTckBVbtTz9Bs20b3e0kB6q9e2GcMYPoUlKEoCMi1Na5c6ljGPr588F4vcQfkAdC5UvloUMwTp/O/zKfIBQFO5kozGAHnw/FGjdG1vTpCPOU/cTKmebBg+H/3/8Im40H7OXLSO7aFdfnz8/NBgr86COCtF26CDfFOQ5J3bsTYoUEVpVqzx6iMDFtmmTNQeWJE0jq2xeO/v3lq6FzHPSLF0O7cWOBAB+B3MyGzciAaeJEMFlZcHbtKpo5Fjr8fuJ6EAlQEceD9HSwViuY/PfIcdBqtcT1IE+gCicl3bAIyhs4U1MLpfwkB2x6OsmenE5kp6VJcvUGhD979to1mAcMQKhsWWR36iSbPKO4eBGWzz9HdqdOoqXFXAQCsHTrBm/t2vDWqye6u/LQIZhHjybtBIHrY69cQXLnzgX68TfdfziM5LZt4WzThjq0rzx0iPx+Z83ifakRLF/6/eS5NmVKwvvQeVEU7GSiUIMdSBZkmD2b38hVpJwJvx8pTZvCPno0Qvfcw7u+ZtMmaH/+OfdtkO9Hz9hsSGnVinw5hbIqOb0F5BhZfvklsqZOlSzcy2RlwdK1KzzvvCPJXSE/FBcvwty/P2+WF20ZT3H2LEzjxoFTq+Fq1uyWmbrGittpzk4uFBcuwLBgARSnT0t2CsgLWlabm8317y88lE2BetcumMaNg23MGGGySF74/cSw+M03JRkWS+6FezxIad6ciKHnsynKe//6mTMBINfrLj8YpxMpzZoha8YM3pdw0fLll18iUKGCpCAeTxTN2d3mCFSpgtA990C7bl3BjQoF7IMHw9yvH/98lloN+8iRSOrViypT5atTB6HUVOgXLKBeA2exSNO71GiQNXkyjHPnUtVe8iLw+ONw9O6NlDZtwF6/Lro/QLQ3s2bPhnrvXiIvJnMuLXTPPciaNw+cVouUJk2gOH1a1vG8az7wAGyTJsHVujX0y5YhpVEj6FatkqQNWoQYEApBs2ULklu2hGnsWHhefRVZ8+ZFLfOVF+y1a7C0bw/VP//g+qJFUQU6/ZIlMMyfD+u8edIDXY6Nlee99yQFOsXp00jq14+8MAoFOo6DpVcvuNq0EfTjU2/dCtWRI3RlFo5DUr9+yO7WjTfQAUQ709mxI2+gUx46BMWZM4Ue6OSiKLND4Wd2AETLmfpFi8A6HFTVEe2aNWQcIacZXQDhMGFwNWiAwPPPU9/uNVu3Qvftt7BNnCjI0MydB+rShdeYMT+Ux44haeBAMocnox+nW74c2p9/JmzLKOxX8md5jEIRl8yGcbmgW7UK2nXrEKhSBe5GjaiZ9e2EOyWzY61W6Jcvh+bXX+F7+WW4P/6Y9CBjQN5716xeTbK5fv2iCnIIBGAeMoQ4YXTtKpm5y7jdsLRvD/dnn0lSHFKcPw9Lt26S5ldNo0YhVKoU3E2b8p+bYVDa6YSvZUtcnzuXWp7WrVhBxgwo+pnan36Cetcuou+ZH7eofBlBUWZ3J0CjgaNvX5gHDuTd7G7YEMqjR6GiCDl769UD63BA88sv/OuzLOxjxpAhapp+JohKia96dXIdAg9DTq9H1rRpMI0bJ8nbLlipEmzDhyO5fXtebVAaPJ98AlfLlkhp3hyKs2clHxdBIrI8AOAMBrgbNoR16VJ4a9eGacwYJLdqRf7+/1WFlFjBcVDt3QtLly5I6tkTgQoVcH3pUjjbtYs50OUiIwOWdu2gOnEC1xcujCrQMVYrUlq2hP+ZZ8jsmNRA53QiuU0buFq1khTo2EuXiLXPhAmigc4wdy7AstRABxDSFdq0IcoslECnPHECup9+os7TKS5cgH7hQjLbygPTpElw1a9/SwKdXBRldrhFmV0OhNiZjMOBlGbNYJ09G1xycsGDPR4Ua9oUWePHI3zXXbzrRxrpmh9/xJXsbOrbvWHGDDBeL5wC5o5ATq+vTRvYBwyQ1MdSnD0LS/fusgkoipwffnb79pJ6hbxrXLyIpP79oa1VC1c+/BCczBEHMbDXrpFsZNs2+KpXh+fNN6WXtgoJt2Nmx2ZmQrt+PbQ//ojAo4/C3bAhQvffH9+ThELQf/cdLGvXIrN7dwSiyeaQU6Ho3x/2gQNlBcrI787x+efExUQEbHo6kjt0gO3LL0X/FtrVq6HZsYMQRWjs2Bw1JN2AAbhy3328nz3jciHls89IFsk3HxkIEH7A8OG8Sii3gn2ZH0UEFZm4lcEOPh+KNWmCrHHjeAOWat8+QimePp1fdfzMGST16UOyGcrbm/rPP1F8+XJcGTsWnAB13DxkCILlylGZoBGwViuS27aV3OBnbDZCQHn7bVkEFMbjQVKPHghUqSI4XiC4BoDSv/0G3+TJcL/3HpEbi7cmYygEza+/Qrt+PRQXLyJQpQq8desS1lshDarTcFsEO46D8sQJaDduhPrPPxG2WAgj8ZVX4i+dxnHQbNoE49y58L76KpK6d8eV69ejunftunXQL18O2/jxsjIX9a5dMI0fTwgs994ruj975QqSO3WCbeRIUQ8/9bZtMCxZgqypUwW/x6YRIxCqUAGWTp34P/tw+AbxjOI2YRo+HIHKlXl7cYzbjZSmTWWpJyUCRcFOJm5psEOOYsmgQbB+9RXvF9gwaxagVMLVrBnv8ept26D/5hvYJk3iDYgMw6D02rXIPnJEWCk9HCYalK+9JjoUymRlIbldO2T37CnNfywYhHnYMHBaLXFxkBoEOA6Gr74is0ZDh0p6eNx0nZGH/fnz0C1dCt3atXB99hmZcUrEzFg4DNWBA0QTc98+hO6+m2hDvvgi9WUkkbhlwS4QgPrPP6HduBHKEycQrFAB3rp14f/f/xImz6b+808YJ0+G/4knCOvQaIzq3hmrFUmDByNUqhQRXJYxlqBfsgTqHTtgHzNGUL8yAsXFi7CkpREZMAGSCUBcI0yjR8M6a5bgeIju22/JvOiAAdT7N40di1BqKtyNGvGuofnlF2g3bCDSZzxI6t4dnnr1oq66xAtFwU4mbnWwA4gMlvL0af5glKNq4OzYkSrkbJg7F4zHA2eHDgW2RR54zvbtEbz3XqpMEADA70dy27ZwtWwp6i/GOBxIbtcOzs6d4X/6acF9I9CtWAHtli2yCSiKs2eRNGAAvLVqkR+o1L5J/sFatxuGOXOg3rULzg4d4H/uOcnXEA0UFy5Au2kTcb1QKuGrUQO+l19G6K67CmVAuzCDHXvtGtQ7dkC7eTNYm43Mg9ati2CFCgm9V+XRozCNG5cr9RXp90Vz79oNG2CYNw+O3r3lmcgGAjAPHgwuOZkYpUr4firOnIGlRw/Yxo8XJTspTp+GpXdvWGfOFBzp0fz6K/TLlyNryhQwSiXv/WvXrYNm507is8cD9upVJHfuTGZ1eYKq7rvviFILxXqsMFEU7GTidgh2AJD0+efwvPMO/C+8UGAbY7UipXVrWOfM4Zfk4jgk9ewJb+3aBQbAc3/0ly4hKTLUKkCBzmVeduqEgEgQY5xOEvDatJE8XKvavRvmMWPI26wcVfRwmGR5v/0mOcujPfAYqxWmqVOhOHcO2V26RMfQkwnG4YBm61ZoduyA4vJlcCoVghUr3lAoSUAATFSwY69dg+rAAfLv8GEwXi/CxYrB/8wzRCNT4gMoFiguXCCzkCwLZ1pagYAh595vyubS0mSVVxmrFclpaXB/+CG8b74p6RjlyZNI6t2bCK6LeDVG+t5iDE3Vvn0wjRtHMj+tll8E/fDhG4PqfBl2IICU5s3h6N8fwfLlC16LSBWqsFEU7GTidgl2uXXwqVN5Hxaqv/+GcepUZM2cyT8m4PPd+KJWrHhj3bxfer8fye3awdWsmWBWE2GSZXftKmr3w3g8hF7duDF81atLulf20iVYPv8cznbtZJdCFGfOkCyvdm3RLE/sgcdeugTThAlgfD5kd+2acEuSm+D3Q3X8eG7QUFy+DE6pRLBSpbgFwHgEO1pgC1SpAn+VKgg+8kihlmjZa9dgnDQJivR0ZKel0a2tJN67dsMGGObOJdmcTJm4aAgsyqNHkTRokKSxHMWFC7B07YqsiROpJDSABCFL374k88t5Gc5//+y1a0hu0wZZs2bR5+kGDID/6aeJMHp+eL2EEEfhF9wKFAU7mbhdgh2QU5IZM4boY/I8xHUrV0J15Agc/fvzHs9mZiK5XTtYZ83KZXDylfKSW7aEo08fBB95hHotTHY2CXiffy7+EPB6kdylC7w1a8Lz0UeS7jWXgPL443B99pm8h7rELE/qA0/5zz8wjh8PqFRwNWpEZglvhQ6k3w/liRNQ799PAmB6eu4mTq0mOph59DBDJUsilJpKPmtav5bv/jkOTHZ2AckxRc4/xu2OLIBwcjIClSvfksCWF8oTJ6BfuBDKCxdICVqs6iDy2ceSzQEkSOoXL5ZFYIk4NdimTKEGnAgigU6szBlhcubP/PJ7OaY0b05+8w89xLuOfskSKC5fpvb1zf37w/fyy/DVri3hTgsHRcFOJm6nYAfkDJTb7bz9N4CwpIIVKsBDcSFWHjoE8xdf5DayeeXCrFaktGlDqM4CdPlIXy47LU18mDwUgmn0aDCBAJnLkVLm4DgYp0yB4sIF2IcNk69RKJLlyc1sFOfPQ794MVQHD8L75pvwvPuubF+zhMHrvTko5fn/WZuNzEnmCXgcw4DJq42ZD2GTiQTMfMEzXLLk7XPPgQC069dD/+23CJUqBVfjxoIvaHkh9NnHks2B40hmefky7EOHSvvO5hCtVH//TbzyRF4YFOfOwfL556KBjnE4kNKyJWwjRhTQDC3QvnjlFSrxTL1rFwxffYWsadN4X7K1P/4I9e7dcFDmgm8VioKdTNxuwQ4cB0unTsS/iq/UGHEUb9OGGoCkNKoVly7B0qULoQ8LfGGY7GzSl+vUSRIRRbdqFbRr18I2bpxkyx/Nxo0wLFpEHBDk9nvyZnlDhtwUvKMu43m90K1bB9333yNYpgzcjRvffqLQEnBbjB5EAfbKFRiWLIF69254Xn0Vnvffpyr100B7yYslm2PcbiT17An/k08SpwMp2b/fj6R+/RC6917yAityTIS4kjVhAsJCTukeD1JatyYvojwBO5eY1q4dgvffT2VeKi5ehKVbN6oDuuL0aaLT+dVXCXWbjwZFwU4mbrtgB4g6E+c6ik+cSG1w61atIjI/o0ah9F138T7wIoKzNNmy3PO5XLm9vrxu0DSo9u+Hefhw8sYpMUgoT5xA0oABcNWvH5XOnuLMGZhHjEDo7rsJKy8lJS4Pe+WhQzAsXAhFRgYhIbzyym3RnJeCOyrYcRzUO3ZAv3QpwDBwN2hAXvaiLCfnvXe4XLksXElleR6o//gDprFjkZ2WJpmMxV67BktaGlyNGklyDlEePUpk9gR+1wBI26BdO7iaNoWfos7CMAxKL1uG7CtXSGDn20fqc2bChNumT5cXRcFOJm7HYAdIfOPq1w9WAd07w6xZYLOzYRo7lvrAUx47RhhW06YJC896vUhOS4O3bt0CBrF8YNPTYenaFa7mzSWZVAIA/H6YJk+G4vRpOAYPjmpgVb1rF4xTpsD/xBNwt26NUuXKxeVhz9jt0H/7LbQbN8L37LPwfPCB7Lm/wsadEOzYzEzo1qzJ/bu6P/1UVC5LChiGQenixWEfNw7aH36Ier6ScbthGjUKjM8HR79+0u2rDh1C0uDBsA8bdhNhjAb1rl0wTpoE2+TJwv08nw/JHTrA3bCh4IunbtUqJB85git9+4L3kxdzQJdQQbrVKAp2MnG7Bjsgp5Y+fz5RTOCppWu2bYPum2+IkDOFlWgePhzGRx/FlXfeoT7wlIcPE7fxadP4pckiCIWQ1K8fgmXL0lXU88LrRVLfvgiWLw9X69aSHzTKQ4eQNGxY1FleXiUNzSef4Mqbb4KL1zAzx0G9fTt0P/xAFFOqViWKKVWr3nLFlPy4LYNdRFFl0yaod+0iiiqvvQZvnTrxGzgPh6FbuxbJX38N25tvwh2lck4km3N26CCpohGB9ocfoF+5Elnjxgm/QEb2X7+eCLJPmiTcL/X5iMv5xx/DV6sWdTfN1q3Qf/01dCtX4kpGBu9nbxo9mghJU+ZuTSNGIFiunGTC2a1AUbCTids52AGAfvFiQrPu1o13u27FCqgOH4Zj8GB+Rh6A0v36IataNXgE5usiASZr2jThN0uOg3H8eDBeL7J79xYPYBwHw6xZUB07BtvIkdL7JHHI8phwGKW3bIFv9my4P/0Unrffjm9ACoeh2r+fKKbs33/LFVPy47YJdnkUVVTHjxPvs7p14X/mmfgqqnAcNNu2wTBjBvwvvwxz7964YrPJvvdoszmEwzB9+SUYp5MwpiXcm37xYqj37oVt9Gjh/b3eG4FOgBEZmbfLmj0bpcuU4f3s9fPnQ3HlCvn98kC3ahVUBw/CMWCA6PXfShQFO5m43YMdAJj79YP/2WepQ6vGKVMAgK6gUrw4PO+8A1ejRtQaPwAojxxB0uDBZNZPJLjoFy6Eav9+Iikk4Uet2bqVmNaOHSurTBVLlpf7sD97FvoFC6DdsgXOVq3gq1EjIaMFfIop3tq1ZdkcxRO3Mtgxdjs0W7cWmqKKat8+mCZMQKBSJTjbtgUslqjuPdpsjnE6Yfn8c/heeklUXxYAeWmcMAGs0wlH377CL2EeDyldNmokOMsa6XtbZ80CkpL4FVTWroXm119hHz2a93NQ7dsH4+TJZJ73Nu9NFwU7mbgTgh0CAaS0aAFH9+78w6scB/OgQQg8/DA8H39806bcB97p06QG37Il/M8/Tz2V8vhxQloRa5KDUJJ1330H2/jxkt5+FadOwdK7t3zKd5RZXoEZw+xsGGfOhOrAAWR37pzQXgSTY8Gk3bwZrNWKYJkyCFSujECVKkSdohAeJIUW7MJhKM6ehergQagPHIDyxAlwWi18NWvCW6tWQoO94uRJmMaPJ15znTvnKvjLvfeosznkjAr06IHsbt2I/qcYAgEkDRiA4P33w9WmjfB1OZ1I7tABzmbNhF9UT54kovA54sx896/esYO0RaZP5/3+senpSO7YkTitSGRS30oUBTuZuCOCHW5IhlFlg8JhWLp0geett+CrU+fGcXlZaW43CXht2wpqXypOn4alZ09JSuyqvXth/uIL2L74QlTMFiBv/JZu3eCrUYO8Act4y5eb5dEeeGxmJoyTJ0N55gw8779PyruJpFVzHBTnzkG1fz/UBw9CefIkEAoheP/9CQ2ACQl2+QPbyZNAOIzgAw/kKr8Ey5UTNAOOxzVotm6FftkycAYDsjt3LvDdk3Pv0WZzAKD5+WcYZ82CbexYhIRGBXLAWq2wpKXB/fHHos7l7LVrsHTsCGfXroJjP4rTp2Hp1YuYqOa8WOS/f+WhQzCPGoWs2bN5S+yM243kFi3I+M4dMmZTFOxk4k4JdkAeQdhZs/jfvPz+3GAW0bXkVVBp04aoUAi8hbLp6Uju1AmOnj1FJcPYy5eJ/FebNoJvn7kIhWCYPRvqPXtgHzJEHq05kuWdOoXsPn2Eh27FVDScTui++w66H3+E/7HHiAO5hAdWXBAJgAcOkKDxzz8kaNx/P4IPP4xQqVK5Q97hlJToLI6iDXYcB8ZmuzG8fvUqVMePk8DGcSSwRYJ0ogNbHjBWK/QrVkD7yy+kXPjJJ9QsX8q9M1YrTOPHg/H7ZWdzjN0O89Ch4EwmZPfoIalHqzx6FEkDBsA+aJDocHzEtVyMzRl5MRVSUGHPnoWlRw9YZ8zgJ6AFAkQAvnnzhIujxxNFwU4m7qRgB5AZNtOXX8I6ezYv2YNxOpHcqhUcAwciWLEi/3Cty4Xktm1JhiekkelwILlDB7g++4z0uYTg8cDSqxcClSsT/zkJGZvy5EmYBw2C5803SflVTpZ3/DhRuy9ZEs7OnXndrSU/7DkO6t27oV+0CIzPB3f9+sRdurDZlZEAePToDXWUjAworl/PdZLnlEqES5S4oXqSmopwiRLg1GpAqQSnUAAqFTiFAoxSiZLFiyPj8mVwgQCYUAgIBMAEg2CvX7/5HOnpYPz+3EsJWyw35MlSUxGsWLFQA1vev4lq3z4YFi4E43DcYCKKXIfQZ8+43eRla/du8tIn4vCRH5qff4Zx+nRkd+8urWwJQPvTT9AvW0bkxUSc2CNjC7YJEwRfvhQnT8LSpw8RlM5X7Yncf/rBg7C0bUtMnvnW4jhYJAjE34741we7jIwMrFy5EocOHYLNZkNKSgpefPFFvPfee1BGUQa604IdQEYO9MuWIWvKFN4fPXvtGpLbtYNtxAiEy5fnV/53u4kySosWvE4LufB6c8uOng8+EL4wjoNx2jQozp4l8l9S3MFjyfIAqHfvhnHSJOJj1rIlOKMxd1s0mQ2bmQn9smXQ7NgBb82acH/0kfA4RmEjEACbmXmTZBh77RoJVKEQmECA/N9gEEwoBL3JBJffT4JgnmAYKlYsN5CFS5VCqESJ+JupxgDG44F29Wro1qxB8KGH4GrUSJZQN+9nHwhAv3QpdD/+CFezZvDWrSvrBSuabC5CRFFkZMA+eLBouVy9cycRfJ88WXBsQXniBJL69bupdHnTtTIMSqtU8L37LuxDhxJiEA9Mw4cjdN99VIWV2xn/+mC3b98+7Ny5E88//zxKlSqFCxcuYObMmXjxxRfRWMirjYI7MdgBgO7776H+4w/YR47k/cFGms320aORWq0a/xtuxLGgQQPBuR2EQqShfu+9kublNJs2wTB/PuyjR0suC8aS5YHjoNm8GcY5c+B95RW4GjYE1OrYelbBIDQ//wz9ihUIWyxwN2pEZuluhUB0lLhtRg9kQHHqFAyLFkF58iQ8b78Nz5tvCpqV0nDTvYdC0P7wAwyLF8P9wQfkpU1mhhpNNsfY7bD06kWG5Zs0Ed1fu3YtdKtXwzZxouC8nfLQISQNHSrImmZtNpTq3BmZvXsjQHGGMMycCcbthpOisHK7418f7PiwZs0abNy4EVNyKPhycKcGOwAwzJkD1m6nzuCxV64guXNnaBYuxBWdjv+B5/PB0rUrfNWrU8WlAZA31MmTiQDukCGib6iKM2eQ1KcPKYFKkEoCEHOWh1AIulWroF+xAu5PPoH3vfdQ+u67Y37YK06fhmHpUigPH0awfPnEzIglAHdEsMs/q3jvvXA3aIBAlSoxLcswDEqXKoXry5fDMGMGfNWrw9WkiXw9zGiyORBLLvOIEXD06iXO+s0riD58uOD3Sr1jB4zTpglmfozNhpS2baGZOBFXSpbk/ex1331HfmfDh99RL3B58Z8MdsuXL8e+ffswimIjDwCBQOCmoMYwDHQ6HTIzMxEMBgvjMhMCU44eJO3NUXH5MlK7d0fmiBEI3n8//yKhEMz9+yN0771wtW0reD7N+vXQL1kC+4QJor0H+Hww5zgiO/r2lVbWBKD45x+YBw6E96234PnkE/k/Rp8P+kWLoN28GZqePXH18cf5JZPkguOg/OcfaDZsgHrXLnAWC7y1asFXs+ZtSdVmGAalSpXC1atXb69g53ZDs307tBs3QnHpEvyPPQZfnFVo1H//jWLTp8NZrhycbdrIFpIGSDZnmD6d6Gk+84y0g8JhIqKwbx/so0YJOosDAHLEpQOPPQZ3s2aC33Xt2rXQfv89bJMmAZTMj8nKQnLbtsju0wfFX3mF97NX5yis2CZPLvwebByhVColBztw/wJcuXKFa9y4Mbdp0ybB/VasWMF9+OGHuf969OhRSFeYYITDHNeyJcctWkTf58IFjqtRg+NOnBBeZ8gQjuvWjeNCIeFzHjhA1tu3T9o1rlrFcXXqcNzJk9L25ziOCwY5bvRojnvnHXL90cDh4LiBAznujTc4bufO6NYQQno6x82bx3Effshxb73FcRMmcNypU/E/z78BV65w3Jw5HPf++xxXrx7HTZrEcWfOxP88R49y3CefcFz79uSc0SAri+OaN+e4tDSOc7mkH5eZyXHvvcdxU6aQ35MYzp8nvwuRZxfHcRw3dSrHNWvGcX4/fZ9r1ziudm2O+/tv+j7btpHvqscjfs5/EW6rzG7JkiVYvXq14D7jx4/H3Xl6QFarFQMHDsQjjzyCNiLDmf/WzA4A6al16wZf9erwvvPOTZsib/cZ+/YhqWNH2EWcCHQ51ir20aMFS5XM9euwpKXB8/HH8L7xhuglKi5ehLlnT3g+/LDANQoeF8nyXn8dnk8/lfUmmnvvhw5BP2kSmav78EMiCBzvEqTHA82OHdBs2gTl+fMIVKkC30svIVCliixKezxxSzM7jweqI0eg3rGDaGCmpMBXpw581atHlWUJIhyGevt26JcsAafTwdmlC8Jlysi/d44jdlNz5sjL5kBm9Yxjx8IxYACClSuL7q/aswem0aNhF5tP5TgYx4wBEwwKyvOx16/D0rYtHIMGIfjww7yfverPP2GcPBm2mTNvH8/CGCAns7utgp3D4UB2drbgPiVLlsxlXFqtVgwePBjly5dHu3btwEZZ/riTe3Y3IRiEJS2NmDTmkRXL27dhckgrjn79EBD4QWrXr4cup8zB57iQi0AASYMGIZySQmxExD6DQACmsWNJ32/QIEkiuQCAUAj6RYug++knWSw6PgUV3cqV0K1fD/9TT8HVoIGoSkxUCIehOngQmu3boTp0CIzTibDZnDubFqhcuVACYKH17HICm+rgQaj37wd77Ro4jQaBRx6B/5lnyEB0AvqbjM0G/TffQLt5M3zVqhHHBMpQtRhyWb2PPw5X27bStU09Hpi//BKMzQbH4ME3sYFp0K1YAe3mzcTzUeh7EAwSIfVy5QSF19lLl5Cclgb7kCEI5pBR8t+/au9emMaPR9aMGZKu8U7Af6JnFwl0ZcqUQadOnaIOdMC/KNgBJOB16UJU5HOyrQIPfJsNyR07wtmqFfwvvkhdSr1rF/lxjB0rbCIJImar+fVX2L/4QlhEOgeqfftgHjGCBK5XX5V8e0zEl0zifBT1gcdxUP/xB/RLlgDhMLE5ef75hDbqGZuNBIODB6E6eLBQAmBCgh1fYNNqEXj44dx7SbQWqOrgQegXLgR7/TqpLNSqVUB9Ruq9K48dI/OapUpR5zWp17FnD8yjR8PZsuVNqkVUeDxIGjIE4aQkZHfvLlilYBwOMv/2xhvwCFRClMePI6lfP6LgQjEuVu7dC9PYsSTQ3aIqQyLwrw92VqsVgwYNQokSJdC+ffubAp1FrBnMg39VsAOAQACWrl3hrVMH3nr1+H/0Hg+Su3SB5403BGW3FDnKC47u3XMVWWiIDMJmf/45YSqKweuFafx4KK5ehX3gQOlZHojkknHyZCguXkR2WhqCDz/Mu5+UBx579SqZq/vjD3jr1IH7ww8LjWySNwAqDx0Cm50NTqVCuFixGwPjJUsilGd4XE6GJDvYhUJk2DwjA4qrV3Pn+BSRWT6fr9ADWy68Xuh++AG61atJptOoEUIPPkjdXezeFRcvwjRuHMBxyO7aVZ43YU42x2ZlwT5ggDgJBTnalX37wtmmjahAQ0T+y9GzpyCTU7V7N0zjx8M2aVKBEYTI/V9bswbGCROIfVe8y8e3GP/6YLd161ZMmzaNd9vXX38te71/XbADSIYX6eG99x7/jz4YRFKfPghWqgRXs2bUpZjsbPKGWbMmYUYKgHE6SdmlTBk4O3aU1F9T7dsH88iRJMt75RXJtwgAikuXiN1QIIDsbt0KuC3LetgHAtBu2gTdN98gXKIEXI0b84tuJxpCASczk6igAOAYBuGUFCInZjYDCgU4pZL8zfMoqFhMJtiuXQOCwZuGzlmX68ZAeigEMAw4liWBNjX1hkJLlIE2XlCcPQvD4sVQHjkCT7168L79tqQSI1UX1WqFceJEKC5fRnbXrgg+9JCs64lowUrO5gDovv4aunXrYPviC1HHD82vv8IwcyZxBxEosWs2boR++XLigcdTlmQYBqVPnoR38GAS6P4lpcu8+NcHu3jjXxnsACAUgqV7d/ifew6Wzp35H/gcB9Po0eTttmdPehkvHIZpzBgwLhfxuBJSquE46L7+Gtr160lZU8qbfyTLu3wZjj59ZPfRlMePwzR+PEIlSsDZqRN5MCP6Mp7y5EnoFy6E8vRp+F56Cd66dWWpdxQKwmGwVivYq1fBOp1AjmIKIrJgOf87uXhxWLOzb1ZQUSrB6fUkoBUvfttZubDp6WRsZMsWcBYLXI0aIfDYY/LUTvKX710uGGbNgvqvv+Ds2FHyYHjueg4HTF9+CdbplJzNMS4XMTu+7z44O3USfvnjOBjmzIHq0CHYRo0SHKTXLV8Ozc6dsH35JZVEptmxA8UWLMDVCRMQ/heQUfhQFOxk4l8b7ADC0hw0CIaHHsKVBg2oD3zDvHlQHjsG+4gRgg8+7erV0H3/PWmsi0hoReSMnO3bS1aSVx47BvOIEfA/+yycLVrIdiJQ7dkD06RJCFSpAmfr1oDZHFvPyuuFZscOaDdtguLcOQSqVIG3Th1iT3QHzCfdEUPlAJlfPHYM2o0bod69G+GUFHhr146JuZl77+fOQbd4MXTr18PZvDnJxmSq8+i+/Rb6b79FdufO8FerJukw5eHDpKyfliYuruzzIalvX4TKliVefLTryxF2YK9fh2PgQCohTPvDD6Tk+/XXuGK3396ffQwoCnYy8a8OdgBxKv/qKzgvXICjXz/6D2TNGiJVNHas4Fur6sABmIcOhX3wYGqvLPfcHg/MQ4cCDANHnz7CzM4IOA6677+HfvlyZHfoIEiioR2v+eUXGGfNgq96dZjT0nDF6439B89xUB08SJQ+/v4boVKlCJX+pZduWxr3bR3s/H6o//gD2k2boDx5EsFKlYgyzdNPxyXTZLxelN66Fb558+D+8EN43ntP9guK8vBhmEeNgu/FF+H67DNpZdxAAMZp06A6fBj2kSNFCS/s5cuw9OgBV9Omgg7k8PmQ1L8/Qg88IBgQ9fPnQ3X4MByjRqH0vffenp99nFAU7GTiXx/sch54ti+/hPrPP2ETmJ9T7d8P8/DhsI8YQRTuKWCvXUNSz57wvfwyEZAVeVNW//YbTJMmIbtLF0Hj2JuuOzsbpvHjwWZkkNKmXOmwcBjajRuRsmYN3AYDXI0bC45byIXi0iVoNm2CZts2gGVJf7R2bVku7InG7RbsmKwsaH/5BZqffwbrcMD/7LPEvfzBB+PGhFWcOUO0NY8fh7ZxY1ypUYM4Qsi5Trs9t2Tp6NUr1xBWDMqjR2EeMgSeDz4gwVWChqxx7lzYhg8XJNuwmZmwdO0KV+PG9D4hx8H05ZdAMIjsXr3AsOxt9dknAkXBTib+K8HuypUr0ETm5yZNomZZbHo6LN26wdWsGXw1a9IXDodhnDEDyiNHYB8xQrTcxDidRDqMZaVneSDlUNPIkQg+8gicrVvL8xzLufeM7dtJDy4iLvzWW3FV+GecTmh+/RXaTZvAXruGYKVK8FeujEDVqgjdf/8t0x68pcGO48BeuUJGLQ4cgOrQIXA6Hbw1a8JXq5Ysir8oQiFotmy5SbQ7+Pjj8u/d74d+yRLoNmwgL2ZSrX+CQRinTiXZ3NCh4sHR74d55EggGCQyegLfRdXBgzAPGQL78OFU54LcebwKFYi9Fm6/F51EoCjYycR/KdhxHAf1rl0wTpwI2+TJ9AeO13tjmLVNG8GHtWrPHpi/+AKOvn0JiUAE0WR5eUuT3lq14GrcWJLOZgGSQl7bmIcfJvR1ml5otAiFoDxxgjzgDx6E8tw5gGURLF++0ANgoT3w8gU25bFjYPx+hEqVujFH+NBDkrVRpULIjknWvYfDuaVz90cfwfPuu5JLnspjx2AePFhyNqc4dw5JvXvD3bChqH+cds0a6FatEu6RezxITkuD57XX4H377dz/XBTsbkZRsMN/L9gB5Aea1L8/bF9+SX/YcxwMs2dDdfQobCNHCr59MjYbLL17w//YY3C1aiX6g8/N8jgOjp49pfvFhcPQrV4N/bJlkvowQkPlqn37YFi06IYhaM2aiSOdBINQnjwJ1f79hRoAE/LAEwpsVaqQf5UqxT2w5T1/rtGu30+Mdl98sUAvWtK9cxyx7pk9G97ateFq1Ej6dXs8ME6fDtWxY9KyOZDgpV+xAvZRo4Tn+iSyn5msLCR36gRny5bwv/TSzduKgt1NKAp2+G8GO4D0nCzduiG7Y0fBDEuzdSsMs2bBNmaMsJIKx0E/fz40O3fCPny4pJED9Z9/wjR2LDxvvw33J59IV7yPlJtEGHZSfvCM1Qr9119D+8sv8L34IpGcimeJjYZIAIxkgOfP597DTS7h+ebd5JRfZT/w/P6bjWEjc34ZGWCvXwcTDgMcd3PGlsjAlvdenE7ovvsO2p9+Ig4BDRsKeiWK3btq926YJk9GoGpVUh6XMYem2bgRxtmz4frsM3hfe0385c7lgnnoUIRzbIKEiC6M3Q5Ljx7wVa8O96efUvdTnjiBpL59YR84kHcetCjY3YyiYIf/brADAMbtRlKPHvA/9RTcTZtS15DjTac8cgRJQ4bA/ckn8Lz9tni2EgzCsHAhNJs3I7tnT2LzIhER+TDN77/D9emnRBM0T3Ymt5Sl+fVX6JctAzgOvho1COGksBRCIuA4MFlZUGRkkEHyyEB5zv9mvN4bl2yxIFyiBDi1GpxKRe5dqSTD5TkD5klGIxxWKxkqz/nHBINAIADF9etgrVYg52/DqVQIlyhxI8DmCbbhYsXiZr8jFYzdDs3WrdBu3gzW4YDn3Xfhee21qErYAEgmt20bDPPmEeGDDh2o5qd8UJw9C/Pw4QiWKwdnp06ShtvVO3bANGECsjt1EmUWq/7+G+bhw4kH3lNPUffTbNoEw4IFsI0fnztTmh9Fwe5mFAU7/LeDHQAyuzNxIhTp6bAPHkyfbYt40+UQTARn4AIBGKdMger4cWLCKiFgsJmZMH3xBaBUwtGjhyz5MMbthn7ZMmg3bICnXj24P/wQ0Gii/sEzDseNh6zVCv/TTxPWYKVKt4/RJceBsduhyMwE/P4bg+R5ghobDiOlRAlcdzjAKRQ3BspzgmG4eHGEk5MLPYgJQXHuHLSbNkGzfTs4jQbeGjUIoUWqb1kObvrsg0Fof/oJ+qVLEXjySTg/+0ze98vjgXHKFCiPH4ejTx+EypYVP8blgnnECCAchqNvX+HMMccDT71/P2wjR9JHfzgOxqlToTh/HvahQwWDflGwuxlFwQ5FwS4C7U8/Qb9sGXlbFCjjadevh37hQmIVJKIqIjvLQ85g+Nix8L7yCtwNGsiTqPL7iVP5ypVE3qxRI5QqXz62H3wwCPXu3dBu3AjlsWPEqbxOHaL/KZPSXti4Ix544TBUf/8N7aZNUB04gNA998Bbty58zz8vqCIiBoZhULpYMdimToVu5Up4a9WCu2FDySxgAADHQbtuHQwLFsDVooVktw052RxrtZIxnmrVSHWFtr7HA0tO5cMlYvIK3CGffYwoCnYyURTsbkB59CiSBgyAfdAgBB95hLqf4uJFJPXqBfeHH97EAONFFFkeQiHovvkG+u++g6tBA3jfekte9hEOQ7thA/RLl0L72GPIeO89BIU8w6SC46A8eRLaTZug/v13hM1m+GrXhrdGDUnyUYWN2/WBx3g8UP/2G3Eqv3IFgcceg7du3f+3d+bhUVXnH//eO/uSECCEVZYgJGxhsUACghh2RDYRW0VUFGV7tLZVf631V1ToU2sLlf5QUFCKLGrZQXY0bAmhEAyElDUBIWQhGZLMvt37++MkkwzZZpKZzGTyfp6Hh2QyM/ecOXPv955z3vf9sjxIH8wy+fx8aLZsQVhaGoonTIDpqae83leUnzgB7WefwTZ8OAxz53okvF7N5lDmLPK3v9W47+bqz927iPjtb2FYsKBKIEqNbQnSsfclJHZeQmLnDq/TIeLNN2GaMaN2IbPbEfbxx+BLSlC6ZEmd+xfSzEyEf/ghLE88wTbePYl8tFigWb8eiuPHYZw/H1YPT/RyOI5D+5wcmJYvB6fTwTxrFixjxvisFiRfWAjF0aNQ/vADOIsFtgEDGt8NoBaC5YLnZm90/jzgdMI6YgSsY8fC2amTbw5Sbtu0cSM4QYDpuefQ+umnkeulca3s4kVoV6xg+3ILF3p2EyOKUJabvnowm4PTCe0//wlpVhbLUa1FFOWnTyNs+XIU12Xy+gDBMvb+hMTOS0jsqsFuZxUkiotRsmRJrXe1imPHoF21iln71FVct8yEVXnoEPRvvcVqTHrSh9JSaD/7DNLLl2F44w2P8vkA977j/n0WdVlu9Pnss74VJIsFskuX2EX9wgXw9+4Fzg6njEBc8Kr17WvRAva+fV2pCb6swM+VllYY8g4eDOOzz0Lo0MHrvkuysxG2fDlEtRr6X//a42LkkuxshP/5z3DExEC/aFGdM0Dp9esIX7IE5iefhHnWrJqXI51OaFeuhPTmTZQsW+b1Z0Zi5w6JHUjsakORlATtZ5+h5MMPa67eAHbBCf/wQ4gaDfTvvFPnLI8vKmLBKAD0//M/Hhm+Amx5KmzlSvA6HQwLFsAeF1fr86vtuyBAcfIki7p0OGB+8klYxo5t0P5QjdTi4N0YAujvC55L2MoqpFQRtr59/eOh5nBAcfw4VDt3gi8thempp5gJcKX9XU/7LsnOhnb1anAGA/RvvglnLWXyKsOZzWx2du0aSt99t25XDKeTBaGcO8eW82spf8fn5yPi7bdhnjSpdkGsrX0kdm6Q2IHEri74/HxEvPMOzBMn1nniKX74AdrPPoP+rbc8slCRpaUh7OOPYZk4kQWjeJjULblzB5o1ayDJyYHx5ZdZJfp65Nlx9+9DtXcvlIcOQWjTBqbp09l7+dHRgDObIc3MhOzCBTYDLCwEJBLmGRcVxcL927WryLFr06bey64NGntBYL56ZakPrjSIsrw7zmZzd1r3l7CVU1YIQLVjB6TXrsE6ciTMU6fWKBp19V2akQHtmjUAz8Mwf77nvnaiCOWBA9B8+SXztKsjFQcom8396U9sNvfMM7WfQ0lJ0H76KUqWLq31BrMuSOzcIbEDiZ1HlC+p3LqFkqVLa11S4UpKEL50qcezPDidLJBk3z4YXn+9bjuUSvBFRcwD7OJFmJ5/ns3QKgU4eNN3ye3bUO3YAUVyMuy9e8M8eTJbLm2MsHyHA3xRUdW8urw8lsztcJR3CM7ISLdkcyEigqUUyGQV5q1l6QWcVIqo1q1RcPeue45dmdcdV1pa1Ry27FiiRFJh5BoVBaFdu4q8uzZtGicSVRQhvXoVyn37oDh9Grb+/WGePt0jYapp7OWpqdB88QWENm1gmD/fq3Jx0v/+F2F/+xvsffow5wEPvtuazz+H/OxZNpurrShDpa0DT/bA64LEzh0SO5DYeYP89GmE/f3vdUaPAZVmeb/9rUcFdTmdDmH/93+Q/Pwz9G++WWs0aJXX6vXQfP01FMeOwTRzJsxTptQ/z04UIcvIgHLfPsjS0+Hs2JGlGowY0eALUIOpxsWcKylxE7AHBU0THg6D1Volx06USiFqNBWzyAC6kbtht0N+5gyzUrpyBfaePWGZMIF9h7y48XAb+7JC0ZoNG2CPjYVx3jyvlo8ld+4gbPlyAID+N7/xKKhGevUqq5npwWzOq+hmDyGxc4fEDiR23sLrdGjx7ruw9+wJw+LFdZY+Cvv4Y/B6PbPp8aB+oCQnB9p//AOczcYuLN4UarZYoN66Fcrvv4e9f3+Yn38eUYMHN6jvktu3WarBiROAVAprYiIsiYke274EkqZywXOrlFJcDNuQISyJv2fPeifxcxyH9jIZSj/5BIqkJFhHjoRx9myILVp4/B58UZGr4IL+zTdZUYG6jmswIGz5cvD5+ew7X1eJvS1boNy3DyVLl9a97+cFTWXsGwKJnZeQ2NUDUWQFmb/5BiXvvVfnLEyakcFMMEeO9NgEU3r1KsJWrIAzMhKG11/3roKGKEJ+9izUGzdCDaBoxoxqiwV7C1daCsWPP0L5ww/gCwvh7NwZ1oQE2BISvK7w0RgE6wWPKy2FPDUVipQUSK9ehajVwvrYY7CMHt3wgB1RhOz8eWi+/hpqhwO6adNgGTXKq31YzmCA5osvIE9LY0vrgwd7dFzVzp1Qb9kCw+LFdabJSHJyEP7ee7ANGQLjvHk+3ycO1rH3JSR2XkJiV3/4e/fQ4n//16NZHgQBqq1bod62jdn7eLg3Jzt3DmErV8LeqxdbfvKiSDPHcWgvkaD0H/+A4sQJWB5/HOZZszyO/qwVUYTk558hT0mBIjkZfFERnF26MPEbNIgFTgS4tFiwXPD4oiLIzp9n4nblChO3oUNhS0hgszcf7ItyRiNUu3dDuWcP7H36sFl9fLxXfeeMRqg3bYLy6FEYXnmFOYd7MIbSy5cR/uc/wxYfD8Mrr9S+n1l5NrdkicfRn94SLGPvT0jsvITEroF4OcvjSkoQ9ve/s434P/zBM2dvUYQ8ORmadevg7NQJxtdeq7XivetYD9RHVBw9CvW2bYAgwDx5Miv/5Kt9OFGE5NYtKFJSIDt/HpLcXIgyGRyxsbDHxcEWF8dytxpRAANxweOLipiTw4ULkF26BM5shtCyJewDBsCakABHTIzvgn4eSEEwP/GEy5jXm75z9+9D89VXkJ89C9OzzzInAw9mWlxpKfsu63Qo/f3va00nAPw/m3NrG4mdGyR2ILHzFW6zvEWL6ozWk2ZmIvwvf/HaYkWWng7NmjUQVSoYFyyAo5Y745r67ko5OHwYQmQkTNOmMZsjX198rFbIrlxx+dhJcnMhSqVwPvQQHNHR7F/37kwE/RD16bexF0XwhYWQ3rgBaVYWpFlZkNy8Cc5qZcLWvz9LR+jTB6Ja7bvjlh3blYJw/TqsI0ZUm4LgSd/53FxoP/8c0uxsGOfOZUvdntyM2GxQb94M1f790C9eXHfFlEaazVWGxM4dEjuQ2PkUUYRy925oNm1iPnkeXAQUR48y88xx42CcPdvjGobS69ehWb0anMkE42uvVWsN5Enf3VIOevWCZdIk2AYN8quRq+T2bXehyM0FRBGiSgVH585VfOyEtm3rFQla77G3WitSEiqlJkju3AFfWgoAcLZpA2f37hWi3bmzV157XiGKkGZmQnnwIBRnzlSkINQSMFJb3yVZWdCuXg2+pASGV1+F/ZFHPGuHIEC1ezfUmzaxqN+ZM+v8nkgvXWL71SNGwPjyy36dzVWGxM4dEjuQ2PnlmHo9W94pKvJoeQdOJ3Mr+PZb5pAwbZrHFwU+J4fdnWdlwfzUU25+Z171XRQhvXQJqoMHITt3DkLbtqz6/siR3lXKbwCcyQTJ7dsukalsoMqZzWVP4iByHEsf0GggaLUQNRr2T6tlKQY87/oX0aIFiu/fB5xOlrpgNIIr+8cbDOxnq9X1GQCAKJe7BLeyiayzY0evohkbhM0GxenTUBw6BOmNG3D06gXL+PEsWMSDWXCVsRcEKJKSoN6yBaJWC8Nrr3kUXQmA3ZQlJUG7Zg0siYkwzplTp7C7lutLStg54MlyvQ8hsXOHxA4kdv7Eq417ALBaodm4EcpDh1h1itGjPd7j4oxG5mS9bx/s/fvD9PzzEDp1qnff+ZwcKI8cgeL4cYDjYB05kpm51iXcjYXNxgTLaARXJlq80ciSxwUBEARwgoBWkZHQlZQwgZRIIKjVFcKo1UJQq9nNQRD49HE6HZQ//gjF0aPg9XpYhw2DZezYei37lX/v8zIyoPr2WyjL0g9Mv/ylV0FOsrQ0hH3yCex9+7Ll9rqqxNQzEMvXkNi5Q2IHEju/Ux7Asnkz29/wwLmAMxhY5Ynz52F88UVYExM9vxiXpx18/TU4qxWqxYuR27cvu9jXE85ggOLYMSh++AGSvDw4O3aEbdgwWBMSgjrfLuBjXwdccTEUp09DnpwM6Y0bECIiYB01ipm1NiRiVhQh/+knRG7dCnNBAUzPPAPr4497tYQoS0uDds0aONu0geGNNzxKLZFmZCD8o49Yis2LLwY0QT/Yx94XkNh5CYldI7XDYEDYihXg8/Kgf+stjxJoueJiZvFz+jSMv/oVLJMne3XBkhQWou3338O6bx+sQ4fCPH26VzYpNb7vnTuQJydDkZICvqAAzk6dYB02DLahQxt9uao2gmXsXe3R6SA/exaK5GRIr12D0KIFbPHxsA0bBkf37g2eXfL5+VDt2gVFUhIcvXtD+7vfIVel8qp6juLECWi+/BKOrl1hePVVj2byfGEhwlasAGc0siXLILgBCrax9wckdl5CYte4SK5fR9iKFRAjIqB/4w2Pkog5s5nVzzx4EOYpU2B6+mmPAllcfc/JgSw1Fart2yG5exeW0aNhmTLFq+Ws2pDcvg15cjLkZ89CkpcHUaGAIzYWtrg42Pv1YwIYgGXCQI49p9Mxm5/yFASjEULLlrANGsTErUcPn3wmnMEA5f79UO7fD1GthnnqVFhHjQInl3ved0GAcv9+qDdtgv2RR2B46SWIHswsOb0e2jVrILtwAfrXX4f9F79ocH98RbCd9/6AxM5LSOwCg+ynn6D95BM4YmNhWLDAs4r5djsLZNm2DZbHH4dp9uzai1JX13eLBcoffoBq927A6YTliSdgGT/et3UvLRbILl9mF/qLF5kAyuVw9OjhSjdwREdDbNnSd8eshsYYe85ggDQ7G9IbNyDJyoLsyhVwJhNLQajsiODLIB+7HYpjx6DatQucwQDLxImwTJwIMSysol2e9N1mY9+n7dthSUxk3ydP2mm1slqsR4/COG8eWyINgj3PygTree9LSOy8hMQugJQvG61eXbHP4Un4uiBAefAg1Js3w9GlC0xz5lRrh1KnxU9xMVTffw/l4cMQFQpYEhNhHTPGZzM+NywWSK9fd6UbSLOywBcXA6IIITKSiWCXLg1ON6iMT8b+gTQEyc8/s3SJ/HyWLqHRVKQfREfD0aOHT81Zy+EMBlY/8/Bh8EVFsD76KMuvq8Fktba+8zk50GzaBHlaGlspeOopz1JenE6otm+H+t//hulXv4J56tTGccWoB0F93vsIEjsvIbELAgQByj17oNm0CaYZM2B+6imPN/elly5Bs2EDJHl5MM2c6Wbi6VUVjeJiFgl45Aj40lLYEhJYMWIf7CXViiiC1+mYgNy65ZbX5ko3ACCEhUGIjGQRlJXSDVw/a7UQ1Wq31ANOIkFUZCQK8vIgOp3gBAGc2cyiNw2GijSE8mhOg4G5KhQXl30oHESZrEr6gaN790ZZmpXk5EBx+DCLiJVIWP3MMWM82hetLvVAfvIkNJs3Q5RKYZo9G7ahQz3rgyhCcfgwtF9+CfP48cx7sTEsjhpAkzjvGwiJnZeQ2AURdjvU334L1e7dzCz2l7/0eHbDlZZCtW0bVAcOwDZ4MIzPPQexQ4f69d1mg/z0aSgPH4b0+nU4YmJgffRR2IYOdVsqazREkYlTQQF4k6lmsTKZWD5d2cWdEwRowsJgMJvZRZ3nIapUNYulRgNn69YQIyICsyxnNkOelgbFqVOQ/fQTnO3bwzp2LMt19LISiyv14L//heq776A8cgTWhASYnn3W82LTDgdUe/ZA/e23sA4fDuPcuY2Wc9lQmtR5X09I7LyExC4IcTig2rsX6m++gXXYMBhfeMHzZGZRhDwlBepNm8A5nVC98AJyBw2C6GFllureT3rlChTJyZCnpoIzmWCPjYUtIQG2IUP8smTnK4J+7C0WyM+fhyI5GbL0dIgyGeyDBsGakMAq4tS32ojTCcWpU2h98CAsubkwzZoFy5gxnju+WyxQf/cdVHv3wjxpEkzPPOO7GqqNRNCPvQ8gsfMSErsgpqycmOZf/6qX6Sav06Hd8eOwbN8OZ9u2ME+f7rUJaBUEAdLLl5n4nTkDzmyGvVcv2AcOhD0uDs4gcDsoJ9jGni8sZEE7P/0EeXo6RImkQtzi4hqWl1Zmuqvavh3Sy5dhGz4c4fPnI1cm89z1oLIJ8NNPsz25QJvZ1pNgG3t/QGLnJSR2TQN5aio0a9dCiIyE8eWXay0AXU7lvvPZ2awGZmoqbHFxrLZir14Nb5ggQJqZCXl6OmQXLkBy9y5EqRSOmBgWidi/f8AEMJBjz9+7V+F+kJkJzmKB0Lo1c4AoKxTtCyFxq23apw9MM2bA0bs3OJ73uO/83bvQbNgA2cWLMM2ZA8vYsUEbeOIpoXLe1waJnZeQ2DUtpJmZ0KxfD0lBAUxPP81semq4aFbbd1GELD2dzQCuXYN90CBYxo2DvV8/313gbDZIr151E0DwPJzt2rmlHjgfesivMwe/j70gQHL3LguuKS9sffs24HRCaN2aiVq/fnD06eO71A5RhPTGDSgPHYI8JQXOqCiYp02Dbdgwt2XPOvsuihUBKxIJTM89x2b9QTIrbyihdt5XB4mdl5DYNU240lKot26F8uBBWIcOZYEHD0Tp1dl3QYDs/HkoDx+G7MIFODt1YsWfhw/3/R6NIIDPy3N3O7h9G5zDwSIeO3WCs337Ko4HolZb7wtwQ8eeM5kqnA/KClJL8vMh+flncBYLE/AOHdwFvGNHz/fGPMXhgPw//4Hy0CFIL1+Go0cPWMaOZdGUNURF1mjvVFIC9b//DeXhw7DGx7PvTRBUPPE1oXreV4bEzktI7Jo4ogj5qVNQb94McBy7Q09IADjO675Lbt2C8vBhKE6ehCiXs7y7kSP9X/zZZoPkzh1I8vPBFxRAUiYsfH4+eL3e9TRRImHpBWXRk0K520F5NKVKBbGS4wF4Hq1btYLu3j2IZVGanNnsHsVpMjH3g7KfufJoTgCiSuUmvM6oKPbzQw/5Ngm/GnidDvKTJ6E8cgS8Tgfb4MEsFSQ21iPxf3DspRkZ0GzYAP7ePZjLVwR8LcpBRMif9yCx8xoSu9CBz81lycJnz8I2eDDMM2YgavjwevWdKy6GMikJ8pMnIcnNhbNDB9gSEljx5xoSmf2O08kEqUyoHnQ84Mxml+NBeepBi5YtUaLXMxHkOIhKpbtQPiCagRIATqeDIjWVFYXOyoLQqhXLdRw9ul4zL47j0F4UUfr555AfOwZH9+6s+EAjGKcGA83hvCex8xISuxBEECD/z3+g2rEDmnv3UDJ8OMxTpkCIjKz3W/I5OVCkpECekgJJfn6F+A0dysQvCPd6gnnseZ0O8jNn3BwPbPHxsA4bBmd0dP2XbvV6KPfvh2r/fiijoqAbNw6WkSObbFRlfQnmsfcVJHZeQmIXunAch/atWkG3aRNUu3YBNhsskyezWpheJik/iOTOHchTUiA/c6ai9mVsrCsoI1DFnysTLGPP63QVkZmXLrHamRERsA0e7BvHA5sNiqQkqHbvBmcywTJxIqyTJqFdjx4B73ugCJax9yckdl5CYhe6PNh3rqQEqn37oDx4kO3JjR7NvNMaMONzUVPx59hY2GNi4OjeHc5u3Rosst7Q6GNvtUL6888sCOfqVTdhs5elG9j79PFJFRJOr6+olanTwTpyJKuVWbbk2Zy/90Dz6D+JnZeQ2IUutfW9fE9OceQI+JIS2IYOZQEQPrKeAeASQOm1aywCMzsbnMkEcByc7du7Ihgd3bpBaN/e50Effhn7ssLQkuxs96hSQYAol8PZpQvr08MP+0zYypHcuVNRK1MqhXXUKFYrs5o9veb8vQeaR/+9EbvQDUUiiDoQIyJgnjYN5mnTWC3M1FSoN26E9No1OGJiYElMhH3w4IYJkFIJ+4ABsA8Y4P64IIDPzWViceMGFMePQ5KXx8L5AeaE0KJFRfHltm0rikBXjr7UaBqWGyiKLOClcpBLWTHoygWp+fv3K14il0OIioKjWzc4oqNhHTUKzk6d/BPYYrNBlp4OZVISZOfPw9mhAyzjxqH400/9Hg1KhBY0swPN7EKZevW9vBZmUhLkZ8+Cs1ph79ePOZE/8kjj1EgURXB6PROa8jy3e/dczgSuNAGjEZwgsNdwHEsZ4DiIZTNTThShVCphKRfRsvd2wXEQ1OoKx4QyRwWhVSu3dAOxZcvG2X+02yFLT4ciJQWytDRwggDbgAGwjhgB+6BBXgl7c/7eA82j/zSzI4iGwHFwxMbCERsLIwA4HJBlZECekgLNV1+Bs9thj4tj9RwHDvTPHhzHQQwPhyM8HOjRowFvwy5494P1gmezQZaRwcTt3DlwTids/fvDlpAAw7x5nnkbEoQHkNgRRF1Ipa6lSJf4XbwIRXIyNP/6FzizGUKrVqzmY1wcHH370hJbddhsFQE8Fy5AkpsLUSaDo3dvWIcNg2Hu3CbnLEA0HUjsCMJbpFLmcDBwoOuh8mr+ilOnoP3iCzcBtMfEwBEdzVIRmnhxYY8QRfBFRWw/8upVd2GLiYG9f3/o33iDVaUJwtxEIjQhsSMIHyBERsKamAhrYqLrMZedTWYmVHv2QJKXB4giRJXKrZakIzqamaU2MTijkUVkVqr1yZeUAACcbdrAWdZHEjYiGCCxIwg/UZ0AAu4ioTh2DJqvvgJfWlrxOo3GvRh0WT1KISKCBZIolf4RDlEErFYWkVlS4haN6arTWVLiOraoVldEZD72GIwvvdQkRZtoHpDYAZCGcDHYyjSXflZHUPU9IgIYOBDOgQPhBGB98O8mE/iiIvD370NSVASpTgfJtWss8tJkAmcte0V59GXZzyLPA1JpRSFogFneyGRoabFALKuVCYeD/V/pta7Cz3I5Kyat0bCIzFat4OzeHc5WreBs3RrQaGoU2iD6hN0IqrEPAKHcf2/6RqkHBEEQRMjTDHbLCbPZjHfeeQdmsznQTWl0mnPfgebd/+bcd4D6/yAkds0AURSRnZ0dnHlWfqY59x1o3v1vzn0HqP8PQmJHEARBhDwkdgRBEETIQ2LXDJDJZJg5cyZkzcy8EmjefQead/+bc98B6v+DUDQmQRAEEfLQzI4gCIIIeUjsCIIgiJCHxI4gCIIIeUjsCIIgiJAndIumEVUoKCjAtm3bkJGRgeLiYrRq1QojRozAjBkzQrp+Xjnbt29HWloabt68CalUivXr1we6SX7lwIED2LNnD4qLi9GlSxfMnTsXDz/8cKCb5XcyMzOxe/duZGdn4/79+/jd736HIUOGBLpZjcKOHTtw5swZ5OTkQC6Xo2fPnpg9ezY6dOgQ6KYFHJrZNSPu3r0LURTx6quvYvny5XjhhRdw+PBhbN68OdBNaxQcDgfi4+Mxbty4QDfF7yQnJ2PDhg2YOXMmPvroI3Tp0gXLli1DSZkFTyhjtVrRtWtXvPzyy4FuSqOTmZmJ8ePHY9myZfjjH/8Ip9OJpUuXwmKxBLppASf0b+cJFwMGDMCAAQNcv7dt2xZ3797FoUOHMGfOnMA1rJGYNWsWACApKSmwDWkE9u7di9GjR+Pxxx8HAMybNw9paWn48ccfMW3atMA2zs8MHDgQAysZ6zYn3n33XbffFy1ahFdeeQVZWVno3bt3gFoVHNDMrpljMpmg1WoD3QzChzgcDmRlZaFfv36ux3ieR79+/XD16tUAtoxobEwmEwDQOQ4Su2ZNXl4e9u/fjzFjxgS6KYQPKS0thSAIiHjASDUiIgLFxcUBaRPR+AiCgPXr1yMmJgadO3cOdHMCDi1jhgCbNm3Crl27an3OihUr0LFjR9fvOp0Oy5YtQ0JCQpMWu/r0nSCaA+vWrcPt27fxwQcfBLopQQGJXQjw5JNPYtSoUbU+p23btq6fdTod3n//fcTExODVV1/1c+v8i7d9bw6Eh4eD5/kqs7ji4uIqsz0iNFm3bh3S0tLw/vvvo3Xr1oFuTlBAYhcChIeHIzw83KPnlgtdt27dsHDhQvB8017J9qbvzQWpVIro6GhkZGS4Qu4FQUBGRgYmTJgQ4NYR/kQURXz55Zc4c+YMlixZgqioqEA3KWggsWtG6HQ6LFmyBG3atMGcOXNQWlrq+ltzuOMvLCyEwWBAYWEhBEHAzZs3AQDt2rWDUqkMbON8zOTJk7Fq1SpER0fj4Ycfxr59+2C1WuucBYcCFosFeXl5rt8LCgpw8+ZNaLVaREZGBrBl/mfdunU4efIk3n77bahUKtfsXq1WQy6XB7ZxAYZcD5oRSUlJ+PTTT6v923fffdfIrWl8Vq1ahWPHjlV5/E9/+hP69OkTgBb5lwMHDmD37t0oLi5G165d8dJLL6FHjx6BbpbfuXTpEt5///0qjz/22GNYtGhRAFrUeJSn1zzIwoULm8WNTm2Q2BEEQRAhT9PesCEIgiAIDyCxIwiCIEIeEjuCIAgi5CGxIwiCIEIeEjuCIAgi5CGxIwiCIEIeEjuCIAgi5CGxI4gmxtq1a/Hhhx82+nHfffddbNy4sdGPSxC+gMSOIJoQBQUFOHr0KKZPn97ox546dSoOHjxINkFEk4TEjiCaEPv27UNUVBT69u3b6Mf+xS9+AZVKhYMHDzb6sQmioZDYEUQTweFw4MSJE0hISAjI8XmeR3x8PI4fPw6qMkg0Ncj1gCACjM1mw9tvvw0A+Otf/+qqTm8wGPCb3/wGUVFR+OCDD3D58mXo9XrExcVV+x47d+7EqVOnUFhYCI1Gg549e2L27Nlo164dCgoKsHjxYsyePRtyuRx79+5FcXExYmNjMX/+fLRu3Rrbtm3DkSNHoNfr0b9/fyxcuBBardbtOHFxcThw4ABu3ryJbt26+f/DIQgfQTM7gggwcrkcixYtQl5eHrZs2eJ6fO3atTCZTC7fwatXr4LjOHTt2tXt9YIg4KOPPsLWrVvRrVs3PP/885g0aRJMJhNu377t9tyTJ0/i0KFDmDBhAiZPnozMzEysWLEC33zzDdLT0zF16lSMGTMG586dw4YNG6q0NTo6GgBw5coV338QBOFHaGZHEEFAjx49MGXKFOzatQtDhgxBSUkJkpOT8eKLL6JDhw4AgJycHGi1WqjVarfXHjt2DBcvXsScOXMwefJk1+PTpk2rstyo0+mwcuVK13sIgoCdO3fCZrPhL3/5CyQSCQCgtLQUJ0+exLx58yCTyVyvb9WqFaRSKe7cueOXz4Eg/AXN7AgiSJg1axYeeughrFq1CmvXrkXv3r0xceJE198NBgM0Gk2V16WmpiIsLMztueVwHOf2e3x8vJtYlvvbjRgxwiV05Y87HA7odLoq76nRaNyMfwmiKUBiRxBBglQqxYIFC1BQUACz2YyFCxdWEavqAkPy8/PRoUMHN7GqiQedusuFr6bHjUZjte/zYLsIItghsSOIICI9PR0AYLfbkZub6/Y3rVZbo/h4Cs9Xf8rX9Hh14mo0GhEWFtagdhBEY0NiRxBBwq1bt7B161aMGjUK3bp1w+rVq2EymVx/79ixI4xGo9tjANC2bVvcvXsXDofD723U6XRwOBzo1KmT349FEL6ExI4gggCHw4FPP/0ULVu2xEsvvYSFCxeipKQE69evdz2nZ8+eEEURWVlZbq8dOnQo9Ho9Dhw4UOV9fZ0PV37snj17+vR9CcLfUDQmQQQB27dvx82bN/Hee+9BpVKhS5cumDlzJr755hvEx8dj0KBBiI2NRVhYGC5cuOBWQeWxxx7D8ePHsWHDBly/fh29evWC1WrFxYsXMW7cOAwePNhn7bxw4QIiIyMpx45octDMjiACTFZWFnbs2IHx48e7idi0adPQvXt3rFmzBkajEVKpFI8++ihOnz7t9nqe5/H73/8eM2bMwPXr17F+/Xrs3bsXKpUKnTt39lk7BUFAamoqRo4cSQEqRJODE6nuD0E0GfLz8/HrX/8af/jDH9CvX79GPfaZM2ewcuVK/POf/0TLli0b9dgE0VBoZkcQTYi2bdsiMTERO3fubPRj79q1CxMmTCChI5okNLMjCIIgQh6a2REEQRAhD4kdQRAEEfKQ2BEEQRAhD4kdQRAEEfKQ2BEEQRAhD4kdQRAEEfKQ2BEEQRAhD4kdQRAEEfKQ2BEEQRAhD4kdQRAEEfKQ2BEEQRAhz/8DteftXJxVEA4AAAAASUVORK5CYII=\n",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "# Plot in focal plane of a lens\n",
    "fp=5.0 #cm (image focal distance)\n",
    "radii=fp*np.sin(np.array(theta_list))\n",
    "\n",
    "# Plot the circles\n",
    "fig, ax = plt.subplots()\n",
    "\n",
    "for radius in radii:\n",
    "    circle = plt.Circle((0, 0), radius, edgecolor='red', facecolor='none')\n",
    "    ax.add_patch(circle)\n",
    "\n",
    "# Add a solid point at the center\n",
    "at_center=f(int(m_origin),lo,d)(0.0)\n",
    "print(\"Condition at origin=\",at_center)\n",
    "if(at_center<1e-5):\n",
    "  ax.scatter(0, 0, color='red', marker='o', label='Center Point')\n",
    "\n",
    "# Set aspect ratio to be equal and adjust the plot limits\n",
    "ax.set_aspect('equal', adjustable='box')\n",
    "ax.set_xlim(-max(radii), max(radii))\n",
    "ax.set_ylim(-max(radii), max(radii))\n",
    "\n",
    "# Add labels and title\n",
    "ax.set_xlabel('x(cm)')\n",
    "ax.set_ylabel('y(cm)')\n",
    "ax.set_title('Maxima')\n",
    "\n",
    "# Show the plot\n",
    "plt.show()\n"
   ]
  }
 ],
 "metadata": {
  "colab": {
   "authorship_tag": "ABX9TyNRvzcFBb0qf6aLF+hhA9Ts",
   "provenance": [],
   "toc_visible": true
  },
  "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": "3.8.8"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 1
}
