Power Oscillator.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import pandas as pd\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "from matplotlib import style, cm\n",
    "from sklearn.linear_model import LinearRegression\n",
    "import matplotlib.ticker\n",
    "from scipy.optimize import curve_fit\n",
    "import nasdaqdatalink"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "plt.rcParams['figure.figsize'] = [14, 8]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "               Value\n",
      "Date                \n",
      "2009-01-02      0.00\n",
      "2009-01-03      0.00\n",
      "2009-01-04      0.00\n",
      "2009-01-05      0.00\n",
      "2009-01-06      0.00\n",
      "...              ...\n",
      "2022-06-08  31117.83\n",
      "2022-06-09  30189.25\n",
      "2022-06-10  30083.46\n",
      "2022-06-11  29059.41\n",
      "2022-06-12  28344.50\n",
      "\n",
      "[4910 rows x 1 columns]\n"
     ]
    }
   ],
   "source": [
    "btc_data = nasdaqdatalink.get(\"BCHAIN/MKPRU\")\n",
    "print(btc_data)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "\n",
       "    .dataframe thead th {\n",
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       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Date</th>\n",
       "      <th>Value</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>2009-01-02</td>\n",
       "      <td>0.00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2009-01-03</td>\n",
       "      <td>0.00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>2009-01-04</td>\n",
       "      <td>0.00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>2009-01-05</td>\n",
       "      <td>0.00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>2009-01-06</td>\n",
       "      <td>0.00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4905</th>\n",
       "      <td>2022-06-08</td>\n",
       "      <td>31117.83</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4906</th>\n",
       "      <td>2022-06-09</td>\n",
       "      <td>30189.25</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4907</th>\n",
       "      <td>2022-06-10</td>\n",
       "      <td>30083.46</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4908</th>\n",
       "      <td>2022-06-11</td>\n",
       "      <td>29059.41</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4909</th>\n",
       "      <td>2022-06-12</td>\n",
       "      <td>28344.50</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>4910 rows × 2 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "           Date     Value\n",
       "0    2009-01-02      0.00\n",
       "1    2009-01-03      0.00\n",
       "2    2009-01-04      0.00\n",
       "3    2009-01-05      0.00\n",
       "4    2009-01-06      0.00\n",
       "...         ...       ...\n",
       "4905 2022-06-08  31117.83\n",
       "4906 2022-06-09  30189.25\n",
       "4907 2022-06-10  30083.46\n",
       "4908 2022-06-11  29059.41\n",
       "4909 2022-06-12  28344.50\n",
       "\n",
       "[4910 rows x 2 columns]"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df = btc_data.reset_index()\n",
    "df"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "           Date     Value\n",
      "0    2009-01-02      0.00\n",
      "1    2009-01-03      0.00\n",
      "2    2009-01-04      0.00\n",
      "3    2009-01-05      0.00\n",
      "4    2009-01-06      0.00\n",
      "...         ...       ...\n",
      "4905 2022-06-08  31117.83\n",
      "4906 2022-06-09  30189.25\n",
      "4907 2022-06-10  30083.46\n",
      "4908 2022-06-11  29059.41\n",
      "4909 2022-06-12  28344.50\n",
      "\n",
      "[4910 rows x 2 columns]\n",
      "2009-01-02 00:00:00\n"
     ]
    }
   ],
   "source": [
    "#df = pd.read_csv(\"C:\\\\Users\\\\Aman\\\\Desktop\\\\Aman\\\\crypto_finance\\\\BTC_USD.csv\")[[\"Date\", \"Value\"]]\n",
    "df = btc_data.reset_index()\n",
    "df.Date = pd.to_datetime(df.Date)\n",
    "df.sort_values(by=\"Date\", inplace = True)\n",
    "genesis = df.Date[0]\n",
    "print(df)\n",
    "print(genesis)\n",
    "#Genesis block is 3rd Jan, 2009, above value is actually 2nd Jan\n",
    "df = df[df.Date >= \"2010-09-16\"]#useful data from exchanges from 2011 onwards\n",
    "df=df.reset_index()\n",
    "df=df.drop(\"index\", axis=1)\n",
    "delta = (df.Date[0] - genesis).days - 1\n",
    "#728 days between Jan 1, 2011 and Jan 3, 2009"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Timestamp('2010-09-16 00:00:00')"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.Date[0]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(Timestamp('2010-09-16 00:00:00'), Timestamp('2009-01-02 00:00:00'))"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.Date[0], genesis"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "622"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "(df.Date[0] - genesis).days"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
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       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Date</th>\n",
       "      <th>Value</th>\n",
       "      <th>ind</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>2010-09-16</td>\n",
       "      <td>0.150000</td>\n",
       "      <td>621</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2010-09-17</td>\n",
       "      <td>0.060900</td>\n",
       "      <td>622</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>2010-09-18</td>\n",
       "      <td>0.062599</td>\n",
       "      <td>623</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>2010-09-19</td>\n",
       "      <td>0.060000</td>\n",
       "      <td>624</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>2010-09-20</td>\n",
       "      <td>0.063300</td>\n",
       "      <td>625</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4283</th>\n",
       "      <td>2022-06-08</td>\n",
       "      <td>31117.830000</td>\n",
       "      <td>4904</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4284</th>\n",
       "      <td>2022-06-09</td>\n",
       "      <td>30189.250000</td>\n",
       "      <td>4905</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4285</th>\n",
       "      <td>2022-06-10</td>\n",
       "      <td>30083.460000</td>\n",
       "      <td>4906</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4286</th>\n",
       "      <td>2022-06-11</td>\n",
       "      <td>29059.410000</td>\n",
       "      <td>4907</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4287</th>\n",
       "      <td>2022-06-12</td>\n",
       "      <td>28344.500000</td>\n",
       "      <td>4908</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>4288 rows × 3 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "           Date         Value   ind\n",
       "0    2010-09-16      0.150000   621\n",
       "1    2010-09-17      0.060900   622\n",
       "2    2010-09-18      0.062599   623\n",
       "3    2010-09-19      0.060000   624\n",
       "4    2010-09-20      0.063300   625\n",
       "...         ...           ...   ...\n",
       "4283 2022-06-08  31117.830000  4904\n",
       "4284 2022-06-09  30189.250000  4905\n",
       "4285 2022-06-10  30083.460000  4906\n",
       "4286 2022-06-11  29059.410000  4907\n",
       "4287 2022-06-12  28344.500000  4908\n",
       "\n",
       "[4288 rows x 3 columns]"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df[\"ind\"] = [x+delta for x in range(len(df))]\n",
    "df #index represents number of days since genesis block"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1008x576 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.style.use(\"fivethirtyeight\")\n",
    "plt.plot(np.log(df.ind), np.log(df.Value), color = \"orange\") #plots ind and Value on log axes (values aren't log)\n",
    "\n",
    "#linear regression - but based on the log-log graph so need to take log of values first \n",
    "X = np.array(np.log(df.ind)).reshape(-1,1) #makes it a list of lists incase we had multiple linear regression\n",
    "y = np.array(np.log(df.Value))\n",
    "\n",
    "#now X and y are how they look on a log-log chart\n",
    "reg = LinearRegression().fit(X,y)\n",
    "\n",
    "#remember plt plots on a linear axis and our X and y have been \"logged\"\n",
    "plt.plot((X), (reg.predict(X))) #plot the X and predicted y as per X\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [],
   "source": [
    "def get_value(days):\n",
    "    df1 = df[:days]\n",
    "    X = np.array(np.log10(df1.ind)).reshape(-1,1) #makes it a list of lists incase we had multiple linear regression\n",
    "    y = np.array(np.log10(df1.Value))\n",
    "\n",
    "    #now X and y are how they look on a log-log chart\n",
    "    reg = LinearRegression().fit(X,y)\n",
    "    #now need the difference between price(in log form) and output\n",
    "    return (reg.predict(X)[-1]) \n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [],
   "source": [
    "oss_values = np.log10(df.Value) - [get_value(x+1) for x in range(len(df))]\n",
    "oss_values = list(oss_values)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1008x576 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax1 = plt.subplots()\n",
    "ax2 = ax1.twinx()\n",
    "ax1.plot(df.Date, np.log(df.Value), color=\"orange\", linewidth=1, label = \"Price of Bitcoin\")\n",
    "ax2.plot(df.Date, oss_values, color=\"blue\", linewidth=1, label = \"Oscillator\")\n",
    "ax2.set_ylim([-1, 5])\n",
    "plt.legend(loc=\"upper left\")\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<class 'list'>\n",
      "1174 0.9618260883557901\n"
     ]
    },
    {
     "data": {
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",
      "text/plain": [
       "<Figure size 1008x576 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "print(type(oss_values))\n",
    "plt.plot(df.Date, oss_values)\n",
    "plt.title(\"Bitcoin's Power Law Oscillator\")\n",
    "#plt.plot(df.Date, df.Value)\n",
    "print(oss_values.index(max(oss_values)), max(oss_values))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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NyMjISCxatAjffPMNbt68iaNHj2LVqlX4/vvvUVRU5PBlY/z8/FBQUACZTGY1ULX2O2CzUwcPHkRgYCBUKpW+iFDPnj3x008/4fjx4/og23h4K/s6zZo1w7Fjx+zeX2cGFTt37sSZM2cwatQoi0q5mZmZVoPqsLAwNGvWDCdOnIBcLsehQ4fQvXt3cLlctGrVCoGBgUhKSkJ8fDxkMlmlhvoCzJxhkUiEjIwMXL9+HU2aNLG57ZEjR6DRaBATE2MyPDgxMRErVqyARqPBlStXcOjQIaxYsQJz5syBVqvF+++/D4D5zuTl5aG4uNjpgWpOTg5++OEHNGvWzGpxrD///NOu16voO1xWVgapVGrR2QE491gihBBHojmphBDiJuxQ2Mos1cLlcqHVaq0+xhbs2bNnT4Wvwwax5svJsNiiP23atKnwtRyNw+GgcePGeOmll7Br1y6IRCJs377d4e/D/g6OHDli8djVq1eRk5ODhg0bmsxhZIOvQ4cOISkpCXw+X191tXv37uDxeEhKSsLhw4f1S/qwfHx80KxZMyQnJ1ssOeRud+7cAQCrhY2OHj1q83k9evSAXC7H6tWrkZWVpQ/YuVwuunfvrv89AZWbjwoAEokEI0aMAAB8+eWXNrfTarVYuHAhAOiXFzLH4/HQqlUrTJ06FZs2bQIAk2OJ/c7s3bu3UvtWHffu3YNWq0Xv3r0tAtT79+9bXZqnvJEIvr6+aNCgAbKzs3H9+nWLx935HSaEEEehIJUQQtxg+/btSElJgUAgqNTcz+DgYOTm5lqsWwkAo0ePhp+fH3755RccOHDA4vH79+/rfx40aBCCgoKwZcsWiyBk7dq1OHfuHJo2bapvxDvb1atXrTbS8/PzoVKpTAoyOcoLL7wAgKleW1JSor9fpVLhf//7HwCmiJQxNvhKT0/HH3/8gfbt2+sDDn9/f7Rp0wbr16/H/fv30aNHD4uM1ZQpU6BSqTB58mQUFBRY7FNxcbF+nqQrsRl8806Le/fulVt5mg1Kv/76a5PbABOU5uTk4NdffwWfz0fXrl0rvT+zZs1CREQENm/ejE8++cSkIi/AzJ+dPHkyTp06hebNm2PSpEn6x86cOaPPghtj7zM+ltjnffTRR0hNTbV4jvF3prrY3/GJEydMgs6SkhK8+eabUKvVFs9hC2XZGvrMHsMzZ840+R1JpVJ8+umnACyPYUIIqUlouC8hhDiZ8RI0ZWVluHHjhj6D89FHH9mcW2asd+/e2LBhA4YNG4ZHH30UIpEILVq0wBNPPIGgoCCsWrUKY8eOxdChQ9G7d2+0bt0apaWluHnzJg4fPqzP4Hl7e2Pp0qUYO3Ysnn76aQwePBjx8fG4fPky9uzZA39/fyxbtsxlwwIPHjyI//3vf+jQoQMaNWqEsLAwZGVlYefOndBqtXjrrbcc/p7Dhg3DP//8g40bN6Jz584YNGiQfp3UW7duoWfPnibr0bJ69uyJrVu3IicnxyKD16tXL3z11Vf67cw9//zzuHDhAn788Ue0adMGffv2RWxsLIqKipCamopjx46hd+/eWLdunUM/q7XPwZozZw4GDBiABg0aYOnSpbh27RpatWqF9PR07N69G/369bMZJHXt2hV8Ph85OTmIjo5GQkKC/jE2YM3JyUHnzp1NMtIVCQ8Px19//YVRo0Zh0aJF2LRpE/r27YuQkBBkZGRg7969yMnJ0XcKGM9X3rhxI1asWIEuXbogISEBQUFBSEtLw86dO8HlcvVLCrH7OH36dHzxxRfo3Lmzfp3U3NxcnD17Fn5+fvo5rdUVHh6OYcOG4c8//0T37t3Ru3dvSKVSHDhwAGKxGC1btsSlS5dMntOxY0f4+Phg8+bNEAqFiI6OBofDwXPPPYfY2FhMmTIF+/btw759+/Doo4+if//+UKlU2LZtGx48eICRI0daLD9DCCE1CQWphBDiZMbz+ng8HkJCQjBgwABMnDgRvXv3rtRrfPHFF/rKqSdPnoRGo8GoUaP063Y+9thjOHjwIBYtWqQfdsoOC5wxY4bJaw0YMAB79uzB119/jaSkJGzZsgWhoaEYNWoU3n//favVep2lb9++SE9Px/Hjx/HPP/9AKpUiLCwMHTt2xKRJkyr9+7HXDz/8gEcffRRr1qzBmjVroNVqkZCQgE8//RSTJk0yWduVZRx8GmcOAWb4Kxuk2qpk++WXX6Jfv35YuXIljhw5goKCAvj7+yMqKgovv/yyfqirI61fv97mY9OnT0dwcDC2bt2K2bNn48iRIzh+/Dji4+Mxbdo0TJkyBZs3b7b6XF9fX7Rr1w6nTp2y+F0kJCQgOjoa6enplarqa65p06Y4fvw4fv75Z2zbtg1bt25FSUkJ/P390bJlSwwbNgwjR460qP48fPhwqFQqnDx5Elu2bEFZWRnCw8PRv39/TJkyxWRJIPbzd+zYET/88AP279+P4uJihISEoHnz5vpMpaMsXrwY8fHx2Lx5M1asWIGQkBA88cQTmDFjhtX38vf3x9q1azFv3jxs3rxZn/Hv3LkzYmNjIRQKsXnzZixbtgwbNmzAihUrwOVy0bRpU0yfPt3h+08IIa7GKSwsrHgyFCGEEEIIIYQQ4gI0J5UQQgghhBBCiMegIJUQQgghhBBCiMegIJUQQgghhBBCiMegIJUQQgghhBBCiMegIJUQQgghhBBCiMegIJUQQgghhBBCiMegIJUQQgghhBBCiMegIJXUOsnJye7eBeLB6Pgg5aHjg5SHjg9SHjo+SHno+LAPBamEEEIIIYQQQjwGBamEEEIIIYQQQjwGBamEEEIIIYQQQjwGBamEEEIIIYQQQjwGBamEEEIIIYQQQjwGBamEEEIIIYQQQjwGBamEEEIIIYQQQjwGBamEEEIIIYQQQjwGBamEEEIIIYQQQjwGBamEEEIIIYQQQjwGBamEEEIIIYQQQjwGBamEEEIIIYQQQjwGBamEEEIIIYQQQjwGBamEEEIIIYQQQjyGU4LUo0ePYuTIkWjatCkCAgKwdu3aCp9z5coVDBw4EBEREWjatCnmz58PnU5nss2RI0fQs2dPhIeHo3Xr1li1apUzdp8QQgghhBBCiJs4JUgtLS1Fs2bN8MUXX0AikVS4vVQqxTPPPIOwsDDs378fX3zxBRYvXowlS5bot7l37x6effZZdOzYEYcOHcI777yD999/H1u2bHHGRyCEEEIIIYQQ4gZ8Z7xov3790K9fPwDA5MmTK9x+48aNkMlkWLZsGSQSCZo1a4abN29i6dKlmDp1KjgcDlavXo2IiAgsWLAAANC4cWOcPn0aS5YswZAhQ5zxMQghhBBCCCGEuJhHzEk9deoUunTpYpJ17du3LzIyMpCSkqLfpk+fPibP69u3L86dOweVSuXS/SWEEEIIIYQQ4hxOyaTaKzs7G1FRUSb3hYaG6h+Lj49HdnY2evXqZbGNWq1GXl4eIiIirL52cnKyU/a5OvjZ2Qg4fBg6odDdu1IrBQPId/dOEI9FxwcpDx0fpDx0fJDy0PFByuOW40OjQWmrVpA3aODqd66UxMREm495RJAKABwOx+Q2WzTJ+P7KbGOuvA/vLhwOB3xfX8Db2927UitlZ2UhLDzc3btBPBQdH6Q8dHyQ8tDxQcpDxwcpj1uOD5UK2oAAaDwwHqqIRwz3DQsLQ3Z2tsl9ubm5AAwZVVvb8Pl8BAUFuWZHCSGEEEIIIYQ4lUcEqR07dsTx48chl8v19x04cACRkZGIi4vTb3Pw4EGT5x04cABt27aFQCBw5e4SQgghhBBCCHESpwSpJSUluHjxIi5evAitVov09HRcvHgRaWlpAIDZs2dj8ODB+u2HDx8OiUSCyZMn4+rVq9i6dSsWLVqEyZMn64fyjh8/Hg8ePMD06dNx48YN/Prrr1i3bh2mTp3qjI9ACCGEEEIIIcQNnBKknjt3Dj169ECPHj0gk8kwb9489OjRA59//jkAIDMzE3fv3tVv7+/vj7/++gsZGRno3bs3pk2bhilTppgEoPHx8diwYQOOHTuG7t27Y+HChZg/fz4tP0MIIYQQQgghtYhTCid1794dhYWFNh9ftmyZxX3NmzfHrl27yn3dbt264dChQ9XdPUIIIYQQQgghHsoj5qQSQogjFZYJ0WH+aHx7oK27d4UQQgghhNiJglRCSK2i0wFtPh+HqxmhmLGlh7t3hxBCCCGE2ImCVEJIrXL0ThRySrzcvRuEEEIIIaSKKEglhNQqGUU+JrelcqGb9oQQQgghhFQFBamEkFpFpzO9fS4tzD07QgghhBBCqoSCVEJIrSbgad29C4QQQgghxA4UpBJCajUBV+PuXSCEEEIIIXagIJUQUqvowDG5zefpbGxJCCGEEEI8EQWphJBaRaM1D1JpuC8hhBBCSE1CQSohpFbR6syCVC4FqYQQQgghNQkFqYSQWsU8k0oIIYQQQmoWClIJIbWKziyTar4kDSGEEEII8WwUpBJCahXzTKp5ISVCCCGEEOLZKEglhNQq5nNSKZNKCCGEEFKzUJBKCKlVNOZBKmVSCSGEEEJqFApSCSG1itZ8uC9lUgkhhBBCahQKUgkhlaLS1IzThUZnup8UpBJCCCGE1Cw1o9VJCHGrj7Y9ioB3X8flB8Hu3pUKaXXmt2m4LyGEEEJITUJBKiGkQl/92wEA8O2Bdm7ek4pptOanNQpSCSGEEEJqEgpSCSG1ClX3JYQQQgip2ShIJYTUGlK5EB9v72pyH1X3JYQQQgipWShIJYTUGt9ZGY782vrHoFDz3LA3hBBCCCGkKihIJYTUGkUyocV9VzJC8PPx5m7YG0IIIYQQUhUUpBJCag0e1/oE1PxSsYv3hBBCCCGEVBUFqYSQWoPLsR6kcm0Er4QQQgghxPNQkEoIqTVsZVK5VDuJEGInrRaY8NvjWHKwjbt3hRBC6hwKUkmVXMkIxv1CH3fvBiEm1Fpb0ShlUgkh9rmcEYL1p5vhg797untXCCGkzuG7ewdIzZNTIkHH+WMAAKWLvnXz3hBX8vSEZHRAidX7OZ6+44QQjyPgafU/y5Q8SIQaN+4NIYTULZRJJXZLyfNz9y4QYpVKw5zS3hmwHEHeBfr7OZRJJYTYSa01NJHuF/m6cU8IIaTuoSCV2M34wk2IJ2GDVD5PAy7XkAXR0DFLCLGTSm04b2RKvdy4J4QQUvdQy43YTWNz3h8h7qXTMccml6M1uZ/P01rbnBBCbFJqePqfZUqaHUUIIa5EQSqxG2VSiadiB/VyOVp9wAoA/mKFe3aIEFJjKY0yqcYBKyGEEOejaIPYjTKpxFNpHx6bHI7OJEhVqKmBSQixj3FgSucQQghxLQpSid2MM6k6qkdDPIhWP9xXB51RLeJpf/Vy0x4RQmoqlVGQKlfRcF9CCHElClKJ3bRGGSoa+ks8CRuYcrmmw30JIcReJsN9KZNKCCEuRREGsZ9R9lStoUCAeA7tw2OTAx1l+Qkh1TJ+zQD9z3IKUgkhxKUoSCV2Mx5GqdLShbsu4Xh4n4St6r5NwnPdsTuEkBrqm/3toFAbhvhKZSI37g0hhNQ9FKQSu+kok0o8FDsUncOhNCohpOpmbu1ucju7ROKmPSGEkLqJglRiN+M5qZRJJZ7EVuEkLc1PJYRUQxFlUgkhxKUoSCV2M86k0rw/4knY49G8cBItm0QIqQ4qnEQIIa5FQSqxm3GGiiqoEk+iH+4LyqQSQhzHeDkaQgghzkdBKrGbcfaUGv91i6dnzrVGhZOMO1C0Hr7fhBDPpqBMKiGEuJTTgtQVK1agVatWCA8PR8+ePXHs2DGb286bNw8BAQFW/+Xk5AAADh8+bPXxmzdvOusjEBsoQ1V3eX51X+Z/DkdnFqR6+I4TQjyaUsM0l4oVIioYSAghLsCveBP7bd68GdOnT8dXX32Fzp07Y8WKFRgxYgROnDiBmJgYi+1ff/11vPTSSyb3vfTSS+BwOAgNDTW5/8SJEwgMDNTfDgkJccZHIOWgOal1Fwee/Qc3LpxkTKNlGpg6HfDBjmfQOl6Ot/qcdfn+EUJqJpWah5tZAei25FU83fo2fnx+n7t3iRBCajWnZFK///57jB49GuPGjUPjxo2xYMEChIeHY9WqVVa39/HxQXh4uP6fSqXC8ePHMW7cOIttQ0NDTbbl8WgIjqsZN/8pQ1W3eHwm9eH/5kvQsMfplYxgbLjYAf8zW16CEELKo1Bz8evJ5ihVirH2v+bu3h1CCKn1HB6kKpVKnD9/Hn369DG5v0+fPjh58mSlXmPNmjXw9/fH4MGDLR7r1asXGjdujMGDB+PQoUMO2WdiH62WhlHWVeYZSk+jM5qTaoydk6rS0DR8Qoj9lBouQnxk7t4NQgipMxw+3DcvLw8ajcZimG5oaCiys7MrfL5Wq8XatWsxcuRIiESGdckiIiLw9ddfo127dlAqlfjjjz8wZMgQbN++HV27drX5esnJyVX/ME7Cz8uDn0IBnVZb8cYeqEAm1/+cVVIKiajYjXtjhZcXMoo9bJ9qCZla6dG/22KFGgCggxohvnlIzfMCAGi0QEZxMQpkEv2294uKwaWYlZij8wexokwFFCsU+tt0jBCr6PxByuOG44Oj0aCkpARKD4yHACAxMdHmY06ZkwoAHLNxgTqdzuI+a/bs2YP09HSMHTvW5P7ExESTD9KxY0ekpqZi8eLF5Qap5X14t0lMBDp3dvdeVJnPJgGwkfnZ//mxCEn0rGA7OTnZM//uNdks5j9Ji+YIeT3BvftSDvE9MXAK4Pn5IDo8F6l5zBx4rUCCkNdfR9AVLrCU2TYp6h2MGKFy494ST0TnDwJAf85jabyD4NW1K7CbuR005XXq5CIW6PxByuOu4yPY5e/oGA4/xQYHB4PH41lkTXNzcy2yq9b88ssv6NSpE5o2bVrhtu3bt8edO3eqvK+kaqhwUt3l6XNS2cEJXI4OfpJS/f2Gqr+GbW/coBYmIaRyVEpArTacQNRqN+4MIYTUAQ5vpQmFQrRp0wYHDhwwuf/AgQPo1KlTuc/NyMjAnj17LLKotly6dAnh4eFV3ldSNSbrpHpWEpXUcUeOMINDOBwdAn2L9Pezx6lG4469IoTUVN2anwEApKYL8fffAv39FKQSQohzOSWVMGXKFKxbtw6//vorbty4gQ8++ACZmZkYP348AGD27NlWiyL99ttv8Pb2xjPPPGPx2NKlS7F9+3bcvn0b165dw+zZs7Fjxw688sorzvgIpBwUpNZdnp5JTU5mqn2fvdUUc8ctRlhAHgBA83BdQ+MglYbqEUJs8fNlThY/vvGp/r6LFw2rCahopgAhhDiVU+akDh06FPn5+ViwYAGysrLQtGlTbNiwAbGxsQCAzMxM3L171+Q5Op0Oa9aswYgRI+Dl5WXxmiqVCrNmzUJGRgbEYrH+Nfv16+eMj0DKQUFq3eXpQSorTxqAmNAs3FzxJAKGHzfKpBo+gERi48mEkDqP7dDyFluv6MucS2i+CyGEOIvTCidNmDABEyZMsPrYsmXLLO7jcDi4ePGizdd788038eabbzps/0jVGQemNCe1bqkpQaqAz4zF43GZg5VdKsl4iF5MDPWwEEKsYzu0vETWg1Qa7ksIIc5FA96I3SiTWnfVnCCVGYvHrpfKHqd5eYYPQPNTCSG2aB6eM8RCpdXHabgvIYQ4FwWpxG5U3Zd4IuMOEz6PiUC5XOYAZbMikycbxvhSJoQQYgt7zmDPJebo/EEIIc5FQSqxm2kmtYak1ohDeHImVWmU8NBomAInPK4GYqEcWi0HJSVAYSHXaBtX7yEhpCbQ6QzXNh7X+onCeH47IYQQx6MgldiNhvvWLTUlW258LGq0zKmNwwEiAnIBANnZpqe7N97wqjGfjRDiOuy5hMPR2uyYKy21fj8hhBDHoCCVVAs18mu/mlIoy3g/1RpDTbjwQGYZmn/+4SM62rRXRaFwya4RQmoQdpSFrSwqABQVUSaVEEKciYJUYjfKpNYtNeVvbDx8Vyw0RJ+RQUwmdcYMCdLTTU95167xQAghxgxBqu2THwWphBDiXBSkErsZz0OtKQEMqbqakkk13re54xbrf/b3Lrb5nBEjLNdkJoTUbZXJpBYWUpBKCCHOREEqsRtlUuuWAwcMQ2c9OUhlO0+CfAsRFZyjv9/WEhIAkJtLp0BCiCnKpBJCiPtRC43YjZagqVsmTjRkGz357812mLBro7JK5RIrWxNCiHXmlX3H9NlmsQ1lUgkhxLkoSCV2o0xq3SKVGhpjNTFIzSoIdsPeEEJqKvNM6g+vf2qxjVxOQSohhDgTBanEbpRJrbs8+e/NNiy5XNOd1GgtiyN9O2me/ueTJ6l4EiHEwHxOqlCgtthGaXsWASGEEAegIJXYzTSTSr3JdYkn/71tZVIfbXbeYttJAzfqf16yROTM3SKE1DD6IJVne6iQXO6inSGEkDqKglRiN+MgVWO7+CGphTw5k8oGqebFTiYN3GBy++TXg02yradPUyaVEGJQmeq+P/8swq1b1IQihBBnoTMssZvxPFTqTa5bakKQyjULUsMD801u1wvOMrmdkUGnQUKIgbXqvn3bnLDY7oMPxK7aJUIIqXOodUbsZhyoUPGIukWnY4JBT5yPxR6X5sN9zQU8XDe1c5ML+vtKSpy2W4SQGsZQ3ddwLln7/nR8O2keXu73u/6+mBiqHEgIIc5CQSqx2zffGObwlZW5cUeIy+l0wID+EkRH+3rc355tWHI5ttO9HRpd0v+8e84k/c/FxdTZQghhWBvuG+xXhMlPboBEaBg+xKOZAoQQ4jQUpBK75eQYDhvKpNYtOh1w6j8hlEourl71rBaaobqv7ezGvax6+p+9xHLUD08DAMhkdBwTQhiZmcz5IPlBvMVjIX4F+p+pc4sQQpyHglRSLaWldJGuSzy5aFZREXMspmRH2dxGrTENrO9mxQAAdu/mO2/HCCE1yn//2T4fvDbwN4gECgC0TjghhDgTBanELuaFkrKyKEitS4wbZZ4WpM6cyRQxUaqFNrfR6qyf8j78UOKUfSKE1Dx8PtMbN7jzAYvHvMUyrHzrYwCedw4khJDahIJUYpcNGwQmt/PyKEitqzytgXbmTMXDjzVa66e8sDBKiRBCGAUFzHWtQ6PLVh/n8ZiTnyevG00IITUdBanELuZzUD0tUCHOZTzc19OGupW3PE5MaAYAIDEqxeT+z8YuBgBkZ3Nx/TqdDgkhQH4+cy4I9JFafZwtzkYjiQghxHmoVUbswjG7JntaoEKcy3S4r2c10MoLUnd+OhnP996O3z983+R+jdEc1c6dfZ21a4SQGuSXX5gpA76SUquPs1V/T5zgY8cOms9OCCHOQEEqsYtlkOpZgQpxLpXK8PdWKNy4I1aUF6Q2ibmHn9+dhQYR903ub9Xgpsnt4mJn7BkhpCaKDMq1ej+XazjZLF4ssroNIYSQ6qEgldiFMql1m0pl+NnTgtSqdJg82THJ5HZKCp0SCSGMTo0vWb3feP3U8jrHCCGEVB21yEi1UJBatyiVhp8VCs/KonfsqLb7OeadLnfv0imRkLpMpwM4D+ecigRKq9uwc1IJIYQ4D7XISLlUKqB/Pwk++IAZ0kSZ1LpNqTQcAO+8I9FXwfQEp04xc8M+fWFJlV+DMqmE1G0qFaDTccDnqcDjWb/AUSaVEEKcj1pkpFxHjvBx8pQQP/zArEFpPBcHoAt0XXP4sKFISGkpR782qScRC6s+DtmTgm5CiOux0xjENrKoAMDjGoJXugYSQohzUJBKypWba9pop0xq3WPeMWHsv/8qXpvUFYyXQjLOcthLKqUglZC6jJ3GUF5nF5eCVEIIcToKUkm5uGZHCAWpdYtOV35BIk9ZJ1cmM/ysg32B5pUfhmBE990AgIwMOiUSUpelpjLnAJnS9igR40wqIYQQ56AWGSmXUGjoJrYWkFCQWrtV9PcdOND+YkXOIJMZAlOt1r7TWqN6qZjy1HoAwI3rDt0tQkgN8/bbEgBAqdzL5jYcDmVSCSHE2ShIJeUyvgDLZLROal1TUZBar55n9FIYZ1Khs/+YZNdDVNiehkYIqQMiIphzWsPIVJvb0JxUQghxPgpSSbmML8ByOYeG+9YxFQ3n9ZS/f3WXwxHwmIywWkWdLoTUZV5ezEXvkzFLbW5Dc1IJIcT5KEgl5TK+AJeVWT7uKXMSiXPUlCDVeD8Hdzlg9/MFfCZIVakctUeEkJqIXWbL1hqpgGkmtaiIOrYIIcQZKEgl5dIZDZ2UyzkWvcY6LXUj12YVBaGekkVgg9R6wVlIiEy3+/lsJlWlpgYnIXUZ21HFdlxZYzzN5c4dHlJT6bxBCCGORkEqKZf5nFTzoMRTMmnEOSrKpHpakBrkW1il5wv4aoCrgkrlIR+IEOIW+iCVZztIzZMGmtxu1crPmbtECCF1EgWppFzGQahMxoFAYPtxUvvoKihC5ClBKnscVnVpCAFPDQx5GaWvJGLhqYUoUhQ5cO8IITVFZTKpPVqedtHeEEJI3UVBKimXcRBSWsqBUGj6OAWptZutTGqDiDQAnlPdWaNh9oPHrdokaQFfDQTeAef42zibeRaT90yGzlMicEKIy6grkUn1Fsuh3NbW5D46XRBCiGNRkErKZXzhlUoNc1ITHpbnpyC1drMVpPJ5zAOe0jBj95PHq9oByeNqAJ9M6JKfwMoBq3G74DY239zswD0khNQE+kyqoPwqauaV7q0VFiSEEFJ1fHfvAPFspkEqIGHWOdcHKVQ3qXaz1Qmh//t7SCeFPkit4nBfQAf4ZAAlEVArtPi+3/cYtXUUlBolmgQ3QavQVuBxeQ7bX0KIZ1I+nJdeXiaVFR9+H/ey6gFglsHy9qYLIiGEOAplUkm5jIPUoiKOPijhc9kghS7KtZmtTCqX66lBatWG+xZrtUxmROmLK1d4aB/RHp/3+Bz/pvyLV/95FX1/74tzWecct8OEEI+krsScVNaWj9/Q/0zLVxFCiGNRkErKZRyEGAepPA/LpBHnyMiwforw2OG+VcykZqhUkChDABjWPRzeZDhWPLECJ8eexKttXsVzW57D9IPTIVPLHLLPhBDPotEA6enMiAkfccXjd5vF3kF0SAYAQ5Cal8fBjRvUtCKkKvbs4WPjRkHFG5I6gc6kpFzmc1L1mVQ2SKEgtVZ7/HEfq/ezwaCndFKwhZPY49Je18rK4KuMBgAUF5tONuNwOBjVbBROjj2JnLIcdP2tKz47+hn+vfcvLuVcQr4sv3o7TwjxCCUlQHEJD97iUsSHP6jUc/RrLKuY80aHDt7o1MmX1k4lpAqefdYbr7zihbw8+v4QJwapK1asQKtWrRAeHo6ePXvi2LFjNrdNSUlBQECAxb99+/aZbHfkyBH07NkT4eHhaN26NVatWuWs3ScPGQepxcWGIFUkUAIAFAo37BRxO3ZYradkUk+fZrIfV1ISqvT8pTmFSFSOAcB0xlgTKA7EyoErseTxJeBwOFh0ehFe3f0q2qxug5d2voRj949RRWBCajCZjPnu+0rKLAoj2cIOC2Yzqfn5zLnozBkq+UFIRXJyONi2jW8xtYgd0cRSKDynvUFcxylB6ubNmzF9+nS8++67OHToEDp27IgRI0YgLS2t3Of9+eefuHHjhv5fjx499I/du3cPzz77LDp27IhDhw7hnXfewfvvv48tW7Y44yOQh4xPClqt4XaQD7OOZGEhJeNrq/KypJ5WOOnzz8UAgMyCULufq9PpcE4mQxPBUwCA4uLyt3+03qOY+ehMbBu+DcfGHMOlly+hY2RHvLXvLXT4tQMWn1mMUlWp3ftBCHGv0lKmYewlklf6OYZMKnDzpuF6eOkSF716euHQISq4Rogtjz/ujRde8MbatQKTQFVu9BUsLARiY33RrZu3y/ePuJdTIozvv/8eo0ePxrhx49C4cWMsWLAA4eHhFWY+g4KCEB4erv8nNFqUc/Xq1YiIiMCCBQvQuHFjjBs3DqNGjcKSJUuc8RHIQ8ZBqkZjWBczyO9hkFrEo96tWqq8JRU8bbhvddxVKMDjcBHuy8xJtZVJtcVf5I9JbSfh5NiTWNZvGc5knkHb1W3xYdKH+OPaHziafhSXci4hVZqKYmUxZVsJ8VCLFokAAHcyYyr9HL5RJvX6dUOT6uuvxTh/QYDp0yWO3UlCapF795hOnGPH+CYj8/LzDdfhM2f4UCi4uHKFj/v3aRhwXeLw8ShKpRLnz5/H66+/bnJ/nz59cPLkyXKf+8ILL0AulyMhIQGTJ0/GkCFD9I+dOnUKffr0Mdm+b9++WL9+PVQqFQQCmmjtDJZBKvOzRKiAl6gMZQovlJQAvr7u2T/iPGxWwRo+l2mYff21GM89p0Ljxu6LVlNSqn7RylGq0OfmHUxuMQY+15mD/auvxJg1y/5x7BwOBx0iO+DnQT/jau5V7Lm7B//c+QeZpZkoUhZBqpCiQF4AlVaFIHEQgsRBCBAHwF/kD3+RP4LEQUgISEDTkKZoH94eIr6oyp+LEGK/NWuEFW9kRsg3zEnNybHs9xeJqFOKEGuMM6e+vjqUlBiu5U8+6YPCQiYZIpEYvkO3b3NRr17Vak+QmsfhQWpeXh40Gg1CQ02H3YWGhiI7O9vqc3x8fPDZZ5+hc+fO4PP52LlzJ8aPH49ly5bhueeeAwBkZ2ejV69eFq+pVquRl5eHiIgIq6+dnJxc/Q9Vh2VmhgCIBwAUFZUiM1MKIA5arRoB3lKUKbxw/nwKIiKU7txNC/R3r77MTAGA1lYf48CwPMP776uxcOFtF+2VpZQUEYCW+tsKecUBJrvNt5mZ6BbcCYOjXsO+qw8AMHNaL126DbG46oG3AAIMChiEQQGDLN9bo0CRqgiFykIUq4r1/wplhTiUewgrzq7AvZJ7SPRLRIxXDILFwQgVhSJYFIwQcQjCxGGIkESAx6FhhM5C54+6p6yMC6AdAGDOCwvLPY8YP8bnMj/fvn0fqaleAEyzsFxuGR1PdQz9vSunpMTwnfPxycbChVwAfvrHb9xIBpcL3L7tB6ARAODq1SxERha4fmcdiI4PU4mJiTYfc9rMfo5Z1QGdTmdxHys4ONgk89q2bVvk5+fj22+/1Qeptl7T2v3GyvvwpGJhYYaeZYnEB6GhzNw/AZ+DQN9iPMiPQEBAfSQmes64z+TkZPq7O4BIZPhezX/pa3yw6h39baHA0LMpFPq49ffN4xmyF71anYJIXH4GUiFXQCQWIV+txorCEuwd/RUaBCUiLg748ENmG50u0a3HtFQhxfns80iTpiGzNBOZpZm4VXILWVlZSJOmoUBegEZBjdA6rDUei38M/ev3h5BnfxaIWKLzR900d67hvDFl8Gab5xH2/MGKDcvF8euARhMDb2/LTGpgoISOpzqEzh+Vl5traGP4+4dAJjP9/uzZ0xypqVw0bWq4FovFkUhMDHHZPjoaHR/2cXiQGhwcDB6PZ5E1zc3Ntciulqd9+/ZYu3at/nZYWJjV1+Tz+QgKCqreThObjOccGg/35XJ1kAiZHmSFguYI1Ebs39pXUoLWDW6aPGa81Av79//0UxHEYuD9911b8tm4j+rZHrsr/bz/SkrR0j8KDYKYHlqjKfB4+20J/v3XfcWP/ER+6BHTw+bjUoUUN/Jv4EzmGSw7twxv//s2hjcejsGJg9E2vC0kfJoHR0hlyOXMtW3BArH+Ph9J5ddCDvVnlqAqLOSYFHth8WjAAyFWKY0G4MnlHERGmnYMz5pleR3Lz6dinXWJw4NUoVCINm3a4MCBA3j66af19x84cACDBw+u9OtcunQJ4eHh+tsdO3bEjh07TLY5cOAA2rZtS/NRnci8uq8+SOVo9cuQmJcOJ7UDWyQrzN9yHVD2bw8A58/z0LmzD65fZ1pjzz+vRL16rpuHxeEY3ovPrfzBuCI3Hz0aDLP6mKcvH+En8kOHyA7oENkBk9pOwt3Cu1h7dS1mJM3AtbxrCBIHId4/HgmBCegS1QWdozoj2jea5rkSYuaxvhJcvSZAgwYa3LnDw2uDfrfr+ewSNGq1YQkbY0rPmglDiMcw/m4oFEBxccUBqHFBJVL7OaUlNmXKFLz66qto3749OnXqhFWrViEzMxPjx48HAMyePRtnzpzB1q1bAQDr1q2DQCBAq1atwOVy8c8//2DFihX45JNP9K85fvx4/PTTT5g+fTrGjx+PkydPYt26dVixYoUzPgJ5yFbhJC5HB+7DCq8UpNZO7N+V/TsbM86kSqUcSKWGdMHhw3yMHKly+v6x2GAaMA1Yy/NnXh4uK4Hlj37urN1yqfoB9THz0ZmY+ehMaLQaZJRm4E7hHdzMv4l99/bhixNfILM0E34iP0T5RCHcKxzBXsEIkYQgwjsCXet1RdvwtuVOnSCkNrp8hRlCkZ7ONJCHd9tX3uYW2CVo1GrrmVS5nL5ThFhjPApPpeLgwYOKvyuyyg9yILWAU4LUoUOHIj8/HwsWLEBWVhaaNm2KDRs2IDY2FgCQmZmJu3fvmjxn4cKFSEtLA4/HQ0JCApYsWWIyHzU+Ph4bNmzAjBkzsGrVKkRERGD+/PkmFYCJ4xlfdDUajj5o5XK1tWoZEmKJDVJ5VoJUa/exsrJc2yirSifJF1kF+LzvMoj5YpP7J01SYPlyEfr0cV2Q7Wg8Lg/RvtGI9o1Gj5gemNB6AgBAq9MipywHGSUZyCrLQp4sD7lluUgvTseEfyZAp9NhYpuJGNtiLLwFtB4dqf3UhvpvUCqZ8xa7pExlCYyWoLGWSVW4dvYDITXGnj2GEESlAgoKKm47UKdP3eK0MW0TJkzAhAkTrD62bNkyk9ujR4/G6NGjK3zNbt264dChQw7ZP1I5xnMCkpL4+oXJmeG+lEmtzYyHdpvjljOs9sYN107CMj7+dLqKL2BfZucgU61F7/gBFo/16aPG8uUi1MaEIpfDRbh3OMK9wy0e+0L3Bc5knsHis4vx0eGP4C3whr/IHwHiAASImGVywr3D0SasDWL9YuEr8oWvwBe+Ql/4inwh5okpC0tqnFIr086FfPs6qAyZVFtBKn0vCLHmm28M00/UaqC4mPmuvDnkN3y7ZYzV59Dw+brFsydeEY/DBgFcrk4/L9F4uCWpPfTDfXnlD/c1t26dEN9/L3NZoKeuZOLjjlyO99MzcFUO/DvmFAQ8y7nsPj7MUAHj9drqAg6Hg0ciH8Evg36BWquGVCFFoaIQRYoiFMqZ/9NL0nEw9SDul9xHsbIYJcoSFCuLUawshkangZ/QD34iP/26r/4if/gJDbcDxAEIFAfq14gNkjD/+wp9KcAlblFWZnnc2R2kGq2Tam24L2VSCbHuxReV+PprZjSTSsVBsZS5/ob6215ihjKpdQsFqaRKKJNa+7GZVJ4dxYhYZWWAt4tGjJpkUmH9ArYyOwf/e5CDKa1fxLTQsajnF211OzZIZXt06yI+l88EkJLKV01XapSQKqSQKqUoUhRZ/JMqpbhVcAv5snwUyAuQL89n/snyUaYug4Qv0f/zEfog0jsSsX6xqB9QH02Cm6BzVGf4i/yd+KlJXVRa6oAg1VomNfAO0O0LIHEnbouLkPgjc2x7C7wh4Usg5ov1/3vxvSARSODF94KIJ4KIL0K4VzjahrdFq7BW4HOpmUZqJ77RoS2XG667ceEP9Pc3j72FK6kN9beVSiA7m4OMDA727hXgpZeUCApyXaFG4lp09iNVwsxJpeq+tRmbIedaKUZUJi9/iZPCQg68vV1z4TDO5Af7Flrui1qN6Q+ysXvUITQOblruQtq+vsz/V6/ykJrKwbJlIkyZokB0NF0EyyPkCRHiFYIQL/vXr1Nr1ZCpZZCr5ShTlaFYWYz7JfeRJk3D3aK7+DflX7y882U0CmqErtFdEeEdwWRp2ayt0F9/20/oZzVDTog1Vof7CuwLUvl8NSDJQ5GmBMVaIRAsBYaNBgoSgF/3IVgUgSOnsiFTy1CmKkOZqkx/vMs0MshUMsjUMpSqSqHUKCFXy3Eh5wJWXFyB+8X30Tmqs35ZKQFPACFPCDFfrB+lECAOgJ/QD0KeECKeCEKeUP8zl0PLdRDPZZwV3bBBCB9vpjE5oP0R/f0v9vsbfl6lUGt4mPL9TOzeLUCnThwUFDDhy3//8fDHH2Wu3XHiMhSkkirhAJRJreUMmVTL4b6lCssg9YMRK7H5aF8kP4hHbi7HZcvQGB9/vVv/Z/JYkVqNx2/ewagG/dA4uGmFr1WvnuGzDhnijbt3eTh8mI8jR0octr/EFJ/LZ+a2Cn3197UIbWGyjVwtx+nM0zjx4ATSpGm4rLisz9pKFVJ9tlaqkJo04KN8otAytCVCvUOZ295RiPOPQ4xvDC3HQ6xmUtnMaGUl+e4F3v0Imzj+UHXXAh0kwNVhwL75gEYIuY8O4d5VG5mRW5aLo/eP4nLuZRQqCqHQKKDSqFCmLtMf94WKQkgVUqi0Kig0Cig1Sig1Sig0Cgi4AiQGJqJteFskBCTAX+SPIEkQIrwjEOYVhmBJMPxF/jTcnrjF7t2mIUhJKVPPws/L0HukUgvwUr+/cfZWE/19bIDKvAZ1StZmFKSSKuFytSgo8QMAJCdTb21tVN4SNK3r38DuM11N7mubcB3zN74MAJgyxctlgR27n20Trppc3ABgWnoGGoe2w+dP/Fap1xIKgZgYLdLSuLh7l7lgXr7s2kJQxJKYL0a36G7oFt2t3O10Oh1KVCX6BnyKNAVXc6/iQfEDXMm5ggclD5AiTcGDkgcIkYQgyicKkT6RaODfAPV868Ff5A9lgRKcEA6ifaMtqj+T2qU6c1J1Oh0WZWbigM8d4LsrGD4oBidO8HDrlun5oqSEmasqrsKhFOIVgiGJQzAk0f5VDHQ6HeQaOW7k3cCZzDNIK05DWnEa8mR5yCrNQlZZFvJl+VBqlIj0iYSP0McwBFngZZhL/rBwGtuRZDz3nP2fCqcReyUnc20WWeRyDR3cMgXTmdgs9o5L9ot4FgpSSZVwOVocu9YWAPDxxxK8+SaVXKtNysqAJ59kJpVay6Q2ir5ncZ9MachMuTKwY4NUici0Qsn+oiLsKVHi+Ih1djWgMjOpsVVTcTgcfWO6nm89NAtphicaPGGxnVqrxoOSB8gsycT9kvu4XXgbN/NvokhRhLu5d/H1ja9xv+Q+gsXBiPaNRoxfDBICE1Dfvz4CxYEIFAciMTARwZJgN3xK4ijW1mWszHDfEo0GU1LScFUtxEf1juC9ggQUFqr0wxfHjWOuh3v28JGRwUVuLsflUwY4HA4kfAnahLdBm/A2NrcrVZUioyQDJaoSyNVyyNVylChL9CMVCuWFSJWmmhRKkyqkKFIaRjHooDMtkiYKQLRfNBoFNUKYVxhEPJE+AI73j0eMbwwFtXXcyy97VWo7tl0hFirRusF1XLjTpIJnkNqEglRSJdbmKZLaY/NmgX7dQGtL0FhrXzR1U0+nrfVcP8rIwSfd5sJP5GfX66lU1Hiq7fhcPmL9YhHrF2vxWHJyMhITE6HRapBZmolUaSrSi9ORXJCMg6kHUaQoQp4sDzfzb2JZ/2UYlDDIDZ+AOEJqquUooMpkUpdlZeK2zhebRyXh2tlQAEwxF5mMeXzmTDlCQ3Vo394HADv3zjOvmd4CbzQMbFjxhuWQq+X6gLVIUYQCeQFSpam4WXATF7IuQK6R6+ec3y68DYVGgZ4xPTEkcQj61+8PL0HlAhZSe1y8WLmObInQ0Pkc6me96q9SyYyCIrUPBamkSqwNASW1h3HVvYJiy6qqxsWKbq0aiOT7sWjf8Jords3KvjD/G1ch1ul0uC5ToE/Ck27ZJ1Lz8bg81POth3q+9aw+fj7rPIb/PRwingiPxT/m4r0jjiCVWhvuW/Gc1BNlKkzq+AmCJEFo1Ig5AV25Ymh0i8VMQCp6OLjE2tI0tYmYL4aYL0aYd1ilts8oycDee3ux5vIavPXvW2gU2AihXqHoHdcbzyQ+U6UCbKTmqMyycb9Pn4bVe4bgjSFr9fd5i2WGDfzSgB5zgOCbGLYFCJAwI2gshqiLfPUZ/nCvcIR5hYHHpSk8NQUFqaRKKJNau/n5Gf6+V9MSLB7X6gwZiLiwDMSFZbhkv6zRaJiGpnEmNUutBo/DpeGYxGnahLfBuqfWYeTWkegU1QmDGw7GEw2eQIA4wN27RirJ2nrI/AoKJym1OhwuKcWXcX0BACEhOvB4OpMiTJKHdeXYYFWhoNEZxiJ9IjG2xViMbTEWOWU5uFN4Bw9KHmDXnV347Ohn6BTVCcMbD0f/+v3p+1QL5ecbvg+Tn/wdS7eP1N/u2PgiAGBYt30Y1m2fyfO82CDV9wHwZgJw7F0g6SO88moBdIISk2XPbhfeNhmeXqgoRFZpFgrkBUgISMCABgPQv35/tAxtCR+hj/M/NKkSClJJlVAmtXZj1wtlccyGqmm0nlMsyzDc15BJPVtaijb+EW7aI1JXdIzqiLMvnsU/d//B1uSt+ODgB+ge0x3PN3sej8c/TsvheDhrQWpFUyV/yMtFu4AYRHhH6LeXSICSh3Xi+HydfiRKXcmkVkeoVyhCvZgh0880egalqlLsur0LG29sxLv730WUD1ORu55PPcT6xaJBQAP9Pwouaibjivzmw+uPfjXO5vO8xaVA+AWg7wzg5OvAv/MAAN0jpQgMrFziRKFW4EruFey8sxPTk6bjZv5N+An99MdhqFcoIrwjEOMXg2jfaIRIQhAsCUaQOAh+Ij9a1snFKEglVaLTcQCeAmi+AdDykZTmrR9iESIJoYtHDcet4DysLS9IDb4JiIqQnM/RF5lx5vAa8zmpl8rKMDcjG/0ajSznWfbR6SpuvJK6KUAcgJFNR2Jk05EoUhRhS/IWfHv6W4zdMRYBogB9IydYEgxfoS98hD7M/wIf/W12vUt2WJqf0A/eAm8qLuNkxcWV3zZVocAn9zOwU1qKfc/vNnlMLNbpA16JxPR+gDKp9vAWeGN4k+EY3mQ4VBoVbuTfQFpxGu4X30eqNBUbb2zEncI7uFt4F/4if8T4xcBH6AMvvhe8Bd4m68WKeCII+UJ48b0Q5hWGCO8IBEmC9EWe/ETM+rLEtYyDVJXGEIYkRqVY3b5Mo8XfBXnY1eIjoGU+cG2oPkAFKjd8mCXii9Auoh3aRbTDzEdn6msP5MpykVuWi+yybGSWZuJq7lXsubsHebI85MvzkS/LR5m6DAGiAH3QGiQJgo/QByKeyOSYE3AFEPFEJud2P6EfRDwRHhQ9gDpPDSFXCD6XDwFPAG+BN3yFvhQAW0FBKqmSrMIgCNqsgarvB8Cdx7Dg5AN9JcAiRRE+7voxXmr1EjWyaihtBYlyW5nUUZNewvqQdUB2Czy7pQCFigIUK4vhI/CBj9AHfkI/1POth2jfaET7RqNJcBM0D2mOWL/YKp+gjYPUOfcz8F1OAd5rNxkTO/2vSq9nTVEREBDgsJcjtZS/yF8/jFGlUSFfno88WR5yZbnIl+VDqpTqq6TmyfOQIk0xGY5mXHxGoVFAwpfAW+ANH6EPwrzC9N+beP94JAYlIiEgASGSEJpjVUXJNyt3zlmalY1PMnLwUpOh+K3NC6gfaDoFwnh5GYnEkNFhi7lQJrVqBDwBWoS2sFg3GQC0Oi0elDzA/eL7KFWVolRVijJVmX6tWOP/C+QFuJ5/HVmlWfo2CvuPz+VDwpfAR+gDH4EP/ER++qV2AsQBiPePR8PAhkgMTESsXywtS+UAxkHqwEcO4/ttowAAqTmmo590Oh0WZWXhy8w8tA2MxSP8abi/4AVAY9qxYPx69qqo9oAxpUaJAnmB/ryeJ8tDqarU4nhTaBQoUhThQckD/VrG7Dm9VFYK7hUuVFoVVFoV1Fq1/vhlK2CLeWL9UlDGSz/5CH3gJWA6Y6J9o5EYmIiGgQ0RLAmutQEuBanEqtJS4MgR24dHqVyCHoPm4d9dn6KP70RsHl6mf+xm/k288s8r2H13N6Z1moZHIh6hYLWG0RmNnBn32N8mjx37+nmcvNHKynN0OB+/AVjxF3DrCey4KkVUlA4qjQrFymKUqEr0J+50aTpSpCn45dIvuJJ7BVKlFA0DGyLCOwJDEofg6cSnK90YYC9Q0oCrWJZbhBPjLyHcO7yqH92q+Hh/ZGQUmWRJCCmPgCdAuHd4lY9FlUaFMnUZylRlKFGWILssG+nF6UgrTsOpjFNYe3UtbhfeRpGiCIHiQIRKQhEkCUKQOEj/vvV86qFFaAs0C25GgayRDRsEWLVSgPT75f9OzpaWYvaDLNxQcXHwhdOI849DcnKyxXbGgalxwMr+fP9+7WxAuhOXw9V32lQVu5asTCVDiapE34EkVUghVUpRIC/A3aK7OHb/GG7m30R6cTpEPBGCJcEIEAfos2ZCnhBCnhACrgCKMgWC7gQhQBSgz7axIyTM/3nxvepk28i48OLj7Y4jwFuKwlI/KFTM+HiNToffc3PxU74UUkiwc2QSGoU0w/r1Amx5GKD+918xhgzxxoMHXLsyqdUh5AmrdU4HDNXjzWl1WpSqSiFXyyFTy6BQK1CqLjVZ+qlYUYwydRmKlcU4fv84fr38q37ubZA4CCGSEAh5QnA5XHA5XHDAAZfDRfeY7pj56MzqfHS3oSCVWDV5she2bLE9nyq3TIiD3OvA3T5QNTU9yTYKaoS9z+3Fjxd+xMR/JqJEVQI/oR8aBzXG4MTB6BzVGeHe4ZDwqcXvqYyD1K9e+Qpnkpvpb3dodBXHrrWxeM6m/HzwBV6oJ++H+wBUD6eaCHgCpvEsCQIAtAxtafHcAnkBbhXcQkpRCtZdXYdpB6bpG9sD6g/AgAYDkBCQABFfZPFctnDSjUar8G6HN6odoIpEOqvD81auFGLqVFoPmLiGgCeAP49pzAJAYpBlwwZg1nzNk+UhuyxbPywtuywbmSWZ2HdvH77+72s8KHmAQHEgxHwxkzUS+CDePx6Nghoh2jcaAaIABIoD4SXwgoArgIAnYIaicQX622xjvKb32J85w8PEiaZLnvhISlEi89bfzlCq8F76A+wqKsb/HpmKH9q/C1+hr83XFBhdKo0DVnZJmmnTJHjxRaXJdsT92LVkJXyJ/vpUHp1OB6lSijxZHgrlhVBpVVBqlPr/lVol0u6nISAkAEWKIuTL83Et95p+zVnzfyqtCn5CZsix8feNz2N+FnKFCBAzw0tDJCHwE/lBwpfAi+8FLwHzT8KXMD/zvSARSCDmicHj8vSvx+fywePwIOAxQ1Bd/f1VKoHSUo7JnFG2Y7lhZAo4HCAmNBOFMi8g8A7m3X+Ab3MK0NgvEq92+waPNxioX6KoXj3DEC+hUKefllSdTKqn4HK4+qypvVQaFfLkecgty4VKq4JWp9X/00GHQHGgE/bYNShIJVaVF6ACwH1+NmL5Ebib2xRqK91YQp4QU9tNxeS2k5FVmoUSZQlOZ57GluQtmHNsDgrlhfjuse8wtPFQZ30EUg06HROk9W1zAv7eJdDBNGizNid1bmYeZvRahJlLmNtqdeXXBgwUB6JDZAd0iOyA4U2Go0BegCJFEe4V3cP2W9sxZvsYpBeno75/fQxvPByjm43WD8/RaADUO4Ui37sY3/69Kn9mVmioDunplkHquXOUiSKeh8/lV9i7zw4jlqllTE+8ohh3i+4iuSAZV3Kv6IewyVQyk2FoKq0KKo3Rz1oV/EX+CPMKY97Ti3nfQHEghDwh/EX+SAhIQMvQlnavT+wqffua1ksQ8pXwY4PUgLvoe+M2LssUeDKmM66OXFupRqPxHP4bNwznibw8w3nk3DkeOnasBa3pOozD4eizoLYk66xnyqxRqBUoVhZDqVVafM/UWrV+eGmuLBd5sjwUK4tRKC+ETC1DqaoUMrUMMpVMP+KiTFUGpVYJtVat/6fSqqDRavSBtIAngJgnhrfAG8GSYIR7M8uyhHqF6oNeIU8IIVcIIZ+ZYynmixHhFYEQrxB9pxU7p5LNINsaqTF0qDeOHOHj2jUpIiOZ9gAbVHK5ahwvLkaDF4fhUkkO/ETAZUE8do/ejoZBjSxeKzTU0J4QCJgiZczree46xK4g4AkQ4R2hL+ZWm1CQSqoky+sWmns1w10YMmbWcDlcRPpEAmAyAaOaMXMPLudcxnNbnsON/BvoUq8LIrwj0CioUY3vpa8t2DmpHBtLDY3pswNzf38FY3pvBwDcVyiRodLgiUbDMfth/0Z5x0VF2IJL8f7x6BXbCwCTMTqXdQ7rr65H19+6YmTTkegT1wc/74kBOi1BQNoohxTBWLGiDAMGWBb+ys6mY5PUTH4iP4ugsXtMd7tfR6vTokBegKzSLH2BkezSbBQqCpEny8O1vGtYc3kNruReQaRPpH6ocZRvFHwFhqJRiYGJlcpcuYJSLYTaJx1ovgJ4dCF6N3oef3Wda9fwaONg1Jhxhkcms7oJqcNEfJHV0UHOotPpoNAoIFfLUaIqQa4sF9ml2cgqy0JuWS7K1GXIleUy8yvVTGZYqVGiTFWG7LJs5JTl6ANfpUZp8jOfy9cXozIuTHUkOAToH4DXNwvRpYMQYr4YedlCoDMfaW1+w7N3H+D5FoOxp/676NCgUbkFCsPCTINU3sOvqKszqWo1UFYG+HlmP1ytQkEqqRJhh1XoHb0I/wBQqeyfU9EitAV2PbsLnx//HMcfHEd6cTpKlCUY0GAAnmjwBHrE9IC3wLviFyJOwQ735XKsV1AK9S9A9vpe4HKZDX/MycHT9XuDy+Hql1+oTpBqDZ/L12dbP+j8Ab4/+z1+PP8jjoQ8AOSByNz8GbCk+u/Ttq3pFa9VKw0uXuTh8GE+ysoALy8bTySkluM+XHs4WBKMZmhmczu1Vo2b+TdxJfcKruVdw4n7J5h56UpmXvrNgpuI9I5Ew8CGiPSJROeozugR0wMBogAIeULXztNrsBe5w0cD1wcDK07g7Q/tny6QkWG9A4sZTcKoynWSEEficDhMYR6+GAHigGrN5zUnV8v1c3mLFEX6n7elKQFRETTqQpQomcA4s1gFBIkQfPd1XPj8qUp3CBkPGeZyoW9ruDpIHTDAG6dP83H7thTBwTqUljLtgjo4vdjpKEglduvQcQtSBFJ0jhgIoOrBSKxfLJb3X66/fbfwLnbc2YHvz36PcTvGQcwT44cBP+CJBk84YreJHQyZ1If/WxlKwwaoZRotfswtxN7+nwMwzM8ybqA5Wrh3OD7t/ikAIGC88dCromq/Ns/sejl0qBIXLzLzp9PTuWjUiNYIJqQ8fC4fzUKaoVmI9UBWo9Xgat5V3C26i/vF97H55ma8f/B9lKpKodFq4C3wRph3GKJ8ovB4/OMY03yMQ+ZVWVQtb7APeHYE/PetRcHpQQ/vrP45hNWxoxqXLzMnlOHDvXHwYDHatDHdCa224iW/CPF0bPAb5h1m+sBZ5vrc+wkZ3ujG1HQ4f56Lv3b6IrClBjxuSaXfg8sFXnlFgcxMLoKCdPprtdLFpSJOn2ZCp5MneWjQQIuuXX3w0ktKLFhAZbwdjYJUYrfXX3sdm1WJEAmZK6ujKqvVD6iPqe2mYmq7qdDpdNh5Zyc+Pfop+tfvT8OAXcw8kxroa7vhdl0uQ5TEH/UDGwBgChoAjs+kuop5kFqvniFAVyhcvDOE1EI8Lg8tQ1vqi6i91vY1/WNqrRolyhJklWUhtSgVm25uQpvVbdAzpifahbdDpE8kAsWB6BHTw+7lQEyWgnlkGdBrNrB+K0SKbo74WACAdu0MF8Q33lBg1SrDcM4hQ3yQkiLV39bpgEGDvCGVcrBzZwm8vQ3ZIUJqk48/FmPSJCWEQkN1Xx7P/nmkxoHg1avMxXrRIhFWrXL9eHqhEPj9dwE0Gg5++klEQaoTUMuf2K1Qq0SwJESfMXNGMMLhcDCwwUCI+WJsu7XN8W9AymU+J7Vtwg3MHfcd/pz5tsW2KQo5Yo16T5013NdVOBwgPNyQ7ZBIdOjYkWl4lpbSeB5CnInP5SNAHIDGQY3xeP3H8UP/H3Bm3BkMTBiI7LJs7L23F4tOL0LLVS3x+fHPIVObNk6XLhVi1Cgvq52n+mGBIdeB3h8BK49h74p2Dt3/v/4q1f8cH6/D0KGGNE9Rken5IyODg+PH+bhyhYe4OH889RRNcSG1h/EwXJ2Og9WrhSb3m3cIV9XmzdWvRVFZ5h3VwcF1t2CTK1CfHbFbkVoDP79gfWU1Z8214XA4eL/T+5hzbA6eavgUZVNdyJBJNZyA3x+x2uq2KQoFYnyb6m87s/PCVS5fLsby5ULcuMHDgAFqrFzJXAQpSCXE9UK8QjCy6UiMbDpSf19yfjLmHJ+D3ut644teX6BBQAOEeYVhxgx/gKfA/v189OtnGqmyjWNRm18xpuWjeHV3KBo1ctyEtoAALfzNCr8qlbbPGeZB6/HjfOh0NLeN1A7mxcLS0pg2nKOCVHa5uC5dXLRQKoDCQsOXs7iYA5FR3SuqWeF4FKQSu2WotYj2iYbwYeeVM4ORAfUHYPm55ej4a0dMaDUBE9tMpGDVBSqq7mssValCTFRD/e2jR5krz2uveeHatWKn7J+zCQTA668bMiDsvLJ33xXj/PnKz6EhhDhHYlAifh74MzZc34DZR2cjuzQbObIcYAYfEJZhwo1QNMqPQ6hXKEIkIQiRhECiCwH6FkPZ7ic813YVGsUwJzqdg5Ih1oLL7dtNl3MrLAQCApifrU0fuHmTi8aNad47qfnkctMvBPs9Y4PU6nbGLF8uw/jxXiZVf51tzx5D2DR+vBc++8wQiXfs6IvLl2tmm8dTUZBK7HZRrkL/ej1dkjHjcDj4e+jfOPHgBD4+8jFu5t/EV32+cm31xzqoouq+xlJUOnQIMQyZY9Yss13xsibKyWE+y717tFYqIZ6Cw+HguabP4bmmzwFglsgJipcCpeH47Kc0NO50BzllOciT5SFXlovU3HSg0WH47f8ZHWfYvwRPxftT8TbnzvHRuzeT+VEoLJ9w6xYFqaR2MM+ksu2KNWuYDMfJk9ULQUQi5gXlLpwK+vrrpqnSWbMk+p/T02tPm8dT0G+UVMr4fn/pf85UqRHlE60f7uvMKq4A0xDpUq8LNj29Ceezz+OjIx9B56iub2KVPZnUFKUasQENK9zO2SZPpqpGhNRlXA4XKIoD1GIEC6LQOaoznmr4FF5s+SLe6/gePmj9BbDsErzuDzR53uefM61c46xIVVgLUidMMD0vPXhg2Mha47qsjDpgSe1gnkll/f67Y+aQih/WTXN1dV/iOhSkkkoZ3WsnAGBA+yMoUKsRIA7QZ1KlUo5laX8n8BP5YdPTm/DvvX8x9/hcClRdgFup4b4KxPjF6G8nJLhu0TKtFvDyYvZx9Gi6UhFSlxUWlv+4rblww4apkJZWZDLEvyqsBalTppi+Zm6uYSO2Oqmxs2dptAapHWxlUp99lvlOtGlTvbmk7EoCtoJhZ/D2tt0m4vF0Dps6QBgUpJJKaRF3C1nre2LLx29AptVCwpfog1QAmDhRYvvJDhQkCcKWYVuw++5uzDg0gwJVJ2FLxFeUSZVqNFDqdAgSB+nv+/prw5Xp2jXnnmJmzBDrMw8CQQUbV8P335cBAJo3d/Gq4YSQSlu+3FDF5PffhRadp+xUBHYUkDFf3+q/v7UgNSTEdCdkMsNGH35oed1ctkxkcR8hNZF58Mge2xs2MJnUyZOr1ykUHc18t27dcl0oExJiu02k0XBqdMFIT0RBKqkULleLIF8pOBwtZFqNRZC6aZPrSoCHeoVi27BtOPHgBL48+aXL3rcuyctjLi5KdfmRX4pCiVixr8kcYePjoksXXxw75rzMgHGjVOjEQzA2lrkY+vtTpwghnsq4z3L7dgH+/NP0/MUuS+PKtUh9fU2H/NLQRFJXmGdSASAnx9BWkEiqdz1l1zDPz3ddJrWi76+1z0yqjoJUUik8LtNIV+h0EHC44HF5bi2THyAOwO+Df8eaK2sw59gc7Ly9ExezL+JG/g2ota4rR15bvfce08O/7WSvcrc7XVKMxv7RJveZFwMZONDHofvG+vdf05amteyIo7CB97FjfBqOR4iH+fBDMbp184FUanruuXjR9Lvq6PUZzdm6Ji5cKNfPd7VWLKlVKw2WLGFGa8TEUNEkUjtYO9aTkw1hh6aaA5P4fIDL1UGj4VhdF9nRrl7lWi0IOXOmXD9iwpVDj+sCqu5LKoWt8irTauHFs37Y5ORwEBrqukxTuHc4/nzmT6y4sAK/XP4FacVpkCqkqC+pj00JmyDi07ApZ/siKx8L+5lms7t2df7VQqMBhg0zXfjemZlU4+zwSy9JaBkaQjzEhQtc/TBCdqkoFo9nej1iG7KuDlIBw/nJOBPj5aVDWRkHO3aUoLiYeTINFyS1hbWsovHQ3L59q9dW4HCY4kllZcxyTs4eIfHYY5Yd7gEBWrz3ngI//MB8wSmT6liUSSWVwmZSCzQa+POtRwOuLAPOahzUGAt6L8AfQ/7AsTHHcO7Fc+Bz+Xhh+wuQq92wQ3WIVKNBpkqF3g0GmdwvFALvvOPc3z07HNn8fZ3FOEtLy9AQ4jny8203Y7hmD7GZG/P7HaW8IJVdLuPmTeb8sWiRUD+fXiSCS5Z0I8SVrGUVU1OZL19MjNYh88DZ75W1rG1VabWwWgzUuPL2t98yIx+++46JStll6g4epNyfI1GQSqwSCEx7oLkPg9QHShWixNaHbzryJFFVAp4An7f9HN4CbwzaOAhXcq+4e5dqrRSFEjESX6tr1pr3aDq6d9HavBBnDvelITyEeCa2undl7NjBRILp6a7/PqelMc2tpCQ+dDrgk08MRZMEAsM1V6Wicw2pHawlLtgRA9Wdj8pil6FxVJJEqwW6dfPB4MGmI7V27jRt1Iwbp8KDB0UYPNg0GzxjhmuKiNYVFKQSq4YNM+3OZYf73lcqESn2s/qcsjKn71al8Ll8rBy4EmOaj8HgPwdj9pHZKJQXunu3ap3LslI0M5uPyjp+3PSEfuWKY7OP1oJGZ2ZS27Y1TJ5x5RI7hJDylVfIxDzgy8pimjxswRVHi4uzPZ+0fXvDecO8Qc3hUCaV1D7GlaxZJSXMfWxwWV1sJtXae1VFTg4HV6/ycOSIaRvm/fcNweeHHzJfYC8vw+O9ejFf3LIyDi1D40AUpBKrzL9kPH0mVYFIH+uBSWGh5/QAczlcjG81HkfHHEVWWRba/twWL2x/Ad+e/hYbrm/AP3f+wfH7x3E19ypSpakokBdApaHWQWVpdDrsLipGi4jOVh+/dMn01OLoITDWMrPOXIJGKASOHCkGwAzNI4R4BrXa9LrTv7/hPB4RYRo0SqXM/2+/rYAj/fJLKVq21OCHH2z31D7xhCHjYq1gDHv+ksk4uH2bmmak5luzxrLnmA1SHZVJZeugZGU5pv1p3I41bgezwTAAiMWW+65UGp43bx41EhyFBk8Tq8yDVOPhvpGRTfT383g6/dpz167x0KOHZ2WZIrwjsLTfUmSUZOBI+hGczTqLyzmXUaQo0v8rUZWgWFkMmVqGb/p8g+ebP+/u3fZ4izMzcVklwqx271h93HwEcHWr+Jkz7zUdMEDltHlmLLbYiqM/CyGk6swzj+3aaRAWpsOaNUL89JMQU6YYUq1//cU0mv38HJvqGDJEjSFDyi+mxuEw7yuVcqwumWHcyTZkiDcuXy526D4S4mrsCKp69bQYMkSFpUtF2LKFOdCtzfmsivBw5rucnV31IFWrBcaM8UJBAQfvvmvowNJoDFOXjDunJ0ywHL5hXFn8yy/FmDHDsR1hdRUFqcQq8yCVDToeqHVo4Z+gv//MmWL06+eD7GyuRfl/TxLpE4kRTUZgRJMRNre5mX8TgzYNQrx/PLpGd3Xh3tU8l+RqvNzuHUT4RFl9vGdPNf7+29CLalxwwBHMM6nr1zt/rDkFqYR4HvMgVakEHn9chTVrhDaLnAUHu2c8HjNvnoPTpy2bXsYde+nplEkltYdWa1lR+8wZx0wBEgqZ77L5iAp7HD/Ow86dTPA8aZLhu6dWG4LUDh00uHqVh0ceUcPb2/I12Lm2rIICDgIDadxvddGZkFhla0z9A7UGEQGJ+tvx8TpMnMj0KtX00tuNghrhx/4/YvzO8dh9dze0OlqvzpY7ShXqh7S0+fiCBaaTrkocvGKL+ZxUV6zZy16sKEglxHOYB6kyGQeDBqn1hdTY+Z/G39t27dzzJWYb6qmphhNWdLThOtOhg2FI8J49lEMgtYOXl85ipJOjrtnV7Tw+eZKHQYMMxUBzcw07anxuYV//hResT4J/9VXTzOn48VRAyREoSCVWWQtStTodrstkaBDY0OR+dm5BaannZlIrq3dcb3z32Hf4/Pjn6PRrJyw8tRBH04/ScjZGVFodLpWVoUlwU5vbmK+Xu3mzYyeMuqNDhMutfo8tIcSxzKvKazRMwzUykvm+PnjANHNWrmRGdnh761zSqWUN29Fl3Mm2fbuhB2/nzlL9z88+ayVdQ0gN9NVXMuzebdrpwk4Tqy42SFVXccnVV1+1HUwaB75sZ5etgk+vvWYavB48KKACSg5AQSqxytp8gVSFEkKeAFFmQzy9vR1bXc3dBjQYgIOjDmJR30UokBdg1uFZSPghAaO3jkaaNM3du+d2X2Zmol1QA4R6hZa73Y4dJWjXjrlyqFSOrXjnjmONvRg6ai4NIaT6jIsMRUdrMXUqk9EIC2O+qLm5HFy6xNVX53RnZyp7DmELyowfr0B8vOHEaF78rbzKxYR4MuMAr1cvDe7fNw03Ro50zMHNvs/p0/YPH9Zoyl/33LhDmm1zWCuaBDCZ4blzTXvPrc09J/ahIJVYZS2guCwrQzO/ehb3Sx52RHnKEjSOwOFw0DW6K+b2mIv9o/bj2oRraB/RHr3X98b2W9vdvXtO8/ZbYkx7T4SuXZngcvnrn1pss7WoBG93+6LC1+raVYP9+0vB5+tQUsJx6NIK7li3lOakEuJ5CgqYc8HMmXJcvlyMmBjm4mW8fqJ5A9ld2GwPuz/m60mb8+Q6D4SUh+1gYavi+vqaNiq/+soxw6E2bmQ6fFavtr+i7o4d5X8BjdssbCZVUs4o3vHjTQNvR1Ucrss848xNPI5Ox3y5IgJz8NHoZQCAFIUc9f3jLLZlF1N3dHEcT+In8sO7Hd/FhiEb8Na/b+Hkg5Pu3iWHU6uB1T+L8NMKsf7CEh2SZbKNXKvF5TIZukR3r/TrsuuXKhxY7M5RC3fbg21QVnVYESHE8dgOKzZzymKnoSgUnCplWZzB/BpZUZBKa6aSmoo9dtnrf0CAaZBqrfiQq1W0bOLatULcuMGESRVlUgHLkRDu6EyvbShIdbO7d7mYMEGC69c960/BDmlc9OqXmDX6RwBAvlqNQG/Laq7sgsa1KZNqS7uIdvi+3/d4cceLeFDywN2741DG2XN2zS8e1zRteE+hRIzYBwJe5eeYstX3VCrHnbDdEShSJpUQz8N2fgnNlmRkl4yQyYCFCw0TyWJj3Tde33z4rrUgddw4w0YUpJKair3eCwSeOzHTeG1Ta+bMEaNTJ1+kp3MqlUk1/z7XhTaxs3lWZFQHjRvnhU2bhBg0yAO6lYywAQuHYzjB5Gs5CPIKt9iWzaSmptaNw6l//f6Y3G4y+qzvg9+u/Aa5Wg5dLZghbzzXMi2N+VvyuKYNujsKOeK9g+16Xbax6MhMqnHAy+O55nfPvo+jCj4QQqqPLZxknuEwzqQamz/ffWXozc+BbAViY99+K0NcHHPepSJtpKZiO2TYziNXdCyzBRXlcuD8eW6FdTDee8804hw+XImrV6WIiTFt9+zZI0BJCfNdZNu71pgXZKstdVrcyWlRxYoVK9CqVSuEh4ejZ8+eOHbsmM1tDx8+jFGjRqFx48aIjIzEo48+ijVr1lhsExAQYPHv5s2bzvoILpGWxhzEeXmeFeBZC1Lz1FoEekVYbBsSwmxz5w6vzlQze73961j31DqsvbIWccviEL00Gr9e/tXdu1Utxn+7lBTLIFWn0+G77Dx0j+tv1+uyQ2AqG6TqdBVnK9kL4MiRSty+LbVrf6qqKplUqRTYvp1PBVAIcZKKMqk5OYaG4htvKDBggPvG67PTaFi2hvuy2SeaWkBqKvaaxx7jzZs7fwhS377MUjJvvilBr16+2LjRvlUFtFogKkpncs4AgKtXubh5k2kAsFXDbXn0UcOXljKp1eeUyGjz5s2YPn063n33XRw6dAgdO3bEiBEjkJZmvTLqqVOn0Lx5c/zyyy84fvw4Xn75Zbz11lvYuHGjxbYnTpzAjRs39P8SEhKc8RFcxnwMuyNoNED//t54/fWqr9PEBixcjiFIyddoEOhtWTgpMdGwTV2qfNouoh12PbsLWa9n4eCog1hyZgmmHZhWY7Oq1v52XKPhvouzMvFAK8TUrnPsel12fmtlh/uOHOmFtm19yw3s2MZbgwZaBATYtTtVJpEwQ5dLSzkoLKzcc157zQtjxnjjiy/sL+pACKkYG6SaLw3BNo5nzDBcBydNUrht+RlrbAepzP803JfUVGwVbXaEw8KFzi8kcfUqD08/7YU//mB6rBYtqvx1l8fT4fXXmUaH+VzSFSsMrxMYWH77bvv2UjzzDPM6FQ0nJhVzSpD6/fffY/To0Rg3bhwaN26MBQsWIDw8HKtWrbK6/bvvvouZM2eic+fOiI+Px8svv4ynnnoKW7dutdg2NDQU4eHh+n88nmcURKiqigonVMWNG1ycPMnXl7mvCjZgMb6g56m1CJKEWN2enXdYV3t+E4MSsW/kPiSlJmH33d3u3p0qsRZbs5nUO3I55mTmY+XgP8Hn2nfQ2jvcd/duAVJTufqCBdYY5rvYtSvVwucD7dszQft//1Xud7BjB7ODK1dSkEqIM7ANSvYaxLI2DUDk5q9hgwam2SRb13/2fgpSSU116hTTNq9fn2lDBAfr8M47zg9UDx6sXKPAOMv655+lyM2Vom1b5vv51lum+xkdbejBr6iTi8s1dJjRCKrqc3iQqlQqcf78efTp08fk/j59+uDkycpXRC0uLkaAlRRJr1690LhxYwwePBiHDh2q7u66nTOCVEewNty3QKNGkCTI6vZU+ZSpADynxxzMOjwLKk3Na11Yy6TWj7gPAPg7Pw/D43uhWVgbu1/X3585hvLy7OtVPHPGdgcU23izNqfLmaKimF9SUVHlPgv7/ans9oQQ+xQXsxkb0/ut9V+bB7KutnVrqcltW0VlDMN96bxBaqbbt5kvIBv4AcDbbyvw3HNKbNlS4pJ94NqIcLKyOHjlFS/97bAwrUnwyS5jxWKn+EycWLmedhoJ4TgOD5Hy8vKg0WgQGhpqcn9oaCiys7Mr9Rr//PMPkpKSsHu3ISMVERGBr7/+Gu3atYNSqcQff/yBIUOGYPv27ejatavN10pOTq7aB3GZFgCYq6uj9jUlRfzwdav+mrt3PwIA0KgUUMgV0Ol0yFIqUfCgAMk5lq/J4bQBwMfNm3fg4+P+8qfu+rvH6+IRxAvC7L2zMSx2GHwEPm7Zj6ooKeEBaGtyX6DkARRy4FSpAq2CWlbp9xoUFA8gBKdO5SIqKrfcbZlAmTn23nrLC127nra6XU5OLIAwFBXlIDm5cucVY1U9PmSyeAAhSEvLQnJyXoXbBwe3Qm4uM6Lh8uVb+qHPxLN5/nWDAMC9e2Jcvsxc6zIzU5CcbCiKJJXGADAt9JeWdssh1Uarc3wkJjZDcjLTQLZ1/lKrmwDwwd276fD3d02DnjgOnT+AjAzmGq3TZSE5OUd//3vvMf877lf0iM1HFAqF1b9FeroIQEv97by8u0hONqQ9Q0O9ADTT35ZKtQC4KC0tQHJyeoV7VFbGfPb793NMPjuLjg9TiYmJNh9zWh6PY5YT1+l0FvdZc+LECbzyyiuYP38+2rdvr78/MTHR5IN07NgRqampWLx4cblBankf3hN4exuGHDhqX1UqQ/dRVV7TOONVqgqCSCzCbbkC/gIR2jdrb/U5QiEXpaVAXFwCgoLc2xBPTk526999UfAijN8xHqtvr0bb8Lb465m/7FqyxV3M51nyeSqIxCJkqlT4t1SGOZ0mINLXcgmiirRoIcKOHYBcHoHExMByty01TTSAx2uM55/3wvTpcgwZYkjTe3szHTtRUaFITPS3a3+qc3wEB0se/h8Of/9gvPCCFyZNUuKZZ6x3mSYmcpH7MC4vK2uMFi3c34FDyufu8wepvOXLDenTRo1iTeojBAeLLbZv2rRhteekVvf48PMzTMNp3jzE6vnLz4/Z9927G6BTJzliY6lzq6ag8wdDKGSulXFxoUhMDHDa+8ycKcecOZbfdQDg80VW/xbGbWQAaNUq3qTdmpgIfPONDG+/zXyG0lImVAoLC0BiYsW1XkJDmf3x8wuz+Ox0fNjH4cN9g4ODwePxLLKmubm5FtlVc8ePH8eIESPw4Ycf4uWXX67wvdq3b487d+5Ua3/dzdnDfauypqPxOPo8KXMBvSWXo5GP9fmoAM2hMdY0uClOjD2BtMlp8BZ446MjH7l7lyrFvPKkkM8EhXfkCiR6B1cpQAWAiAjm5J+bW/HpxrxgwbRpYly7xsO4caZLNLFzUl093Jd1/jwPs2eLcfIkH+PHe1X8BEB/wSOEOIbxHFPzobzmlTUbNtR4RNEk42kV4eHWKw02asRcuDdtEqJVKz9Mm2a9EU6Ip2KXg/Gq3OWxyt591/YQ3PR0620O86VhfHws2xHjxyvxySemy1VVtgYGO11u1iwJiosr9xxincODVKFQiDZt2uDAgQMm9x84cACdOnWy+byjR49ixIgReP/99zF58uRKvdelS5cQHm65bmdN4uxGdnCwP37+2f4y3KziMma46m15GeL9G9h8Ds1JtcTlcPFD/x+w8/ZOvLf/PSw+sxgHUw9Cq/PMEsjmc1JH994BANiUn4/Ggbb/9hXx82PnZVa8rcxsCcOyMuutSrYzxJWFkwDgt9+YN1y1SoTMzPJbvMXFwPHjhl6oK1dqdpE3QjyN8ZqF5nNSzT35pGf0oHbvbug57tjRei/ywIGmF9KffhIhPd0DImxCKomtw1DeuqKOUF7HEztf3dyxY6bXYvPlq2zdX9n2xoMHhtDql1+E0OmsF6YkFXNKdd8pU6Zg3bp1+PXXX3Hjxg188MEHyMzMxPjx4wEAs2fPxuDBg/XbHz58GCNGjMD48ePx7LPPIisrC1lZWcjNNcxfW7p0KbZv347bt2/j2rVrmD17Nnbs2IFXXnnFGR/BZVzRyH7rLfu6soy/TF5iJmq4owLqh3ex+Ry2SAUFqaYCxAH485k/EekTiQclDzDr8Cy0XtUal3IuuXvXLJj83UUyfP3KQmSpVPg1vxj/6/tTlV+XLZwklXKwfTsf/fp56xtcd+9yTbLv5j2ctkYCsM+xdXFxFuNsM1ti35ZLl0wvhI0b01BfQiry1VcifPGFqFLVwENDDSctb2/TVqD5yBDzwM9dXn5ZgRdeUOLYsWKb13+2Y8/YgQO2h10dP87D2bPUCUY8R3IyczwmJHhepzy7DnxFzNsflS28ZrzdzJkSPP64NwID/XHkCH1H7eWUwaZDhw5Ffn4+FixYgKysLDRt2hQbNmxAbGwsACAzMxN3797Vb79u3TqUlZVh8eLFWLx4sf7+mJgYXLrENOZVKhVmzZqFjIwMiMVi/Wv269fPGR/BZZwx3Le6Q5qMg5VXn9gEALit1KB9cFObz2GLUWg0HADUZWSsYWBDvNvxXf3tFRdW4J1/38Hu53aDy3FKP1GVGGdSF76yEBKRAvsLStAxKB6Rvpbr41YWG6QWFXEwZgwzbLdFCz888YQKu3YJ0LSpBsePM8VB8vNND95Tp6x/Qe7dY35v7hruC9jupWVlZjL7GB+vwb17PIuhzIQQUwoF8NlnTEp061YBjh0rv2jQ5s1MlBccrIWvr+lj5pkLa4GfO8TF6bB4sazcbZo2tezQKimxParkiSeYEU/Z2UUu77gjxJxSCaSlMde/yEj3Bqk6nWWb2LydYYv56LLKttefe06FTZsMX8TTp5knPvmkD/77r3KvQRhOayFPmDABly5dQnZ2NpKSkkyKGy1btkwffLK3CwsLLf4Zb/Pmm2/i3LlzyMzMxL1797Br164aH6ACzsmkOipIjQnJgJeYWS/qjkKB+v71bT6HhvtW3kutXoJWp8X6q+vdvSsmjBt14x/fAgC4p5AjNqDqQ30BQ5CalWV6utm1izn4r13j6YffvPhi5bL+584xB5ytEvOuYNxotDaUhx263LAhc6WjuSmElM84c3H1asVZh5MnmfNAXl7FJwLjrKun8/UFLlyQYtw4JZ54ghk2Yuvaajz39pFHfK1vVItZWzqNuNeffxoatt7e5WzoAta+N7amEVWksvNrH39cjcREy44mdy+BVRN5ThqnjjIuh19YCBw+zHP72HX2/blc7cPbOtyVlyHeP97mc9gglRYvrhiXw8XCPgsx++hs/H3zb8jVzl/gujLYi31kYDb4POYEm6pUI9a/YbVelw1Sc3JsXxgGDmQyARkZFZ+SjIcHswWUXOWppwxvbjwc8cEDy2HKU6YwVzS2amB+Ptft321CPFlVOznbtrV8ovF3bcOGUgQH16wvX1ycDt9+K0OjRsyJ2daaqQqF4f7U1LrVpLt0iYuICD8sW0bpY09inHxxd7EyuZXmlfm0IlvMr9fVnV8bFlazzkGeoG6d0TyQ8YLjjz3mg6ee8jHphXIH9ovJeThsN0Olhi+PD1+h7V5atjraokUim9sQg7bhbbGwz0KsurQKzVY0w7N/P4sPDn6AH87/gB23d+BM5hmUqkorfiEHYoNUDof5W8q0WuwuLkOLKNtLPFUGO8zOuDFlTXEx0Lx5xfM2jTMHrq4mvWiRYZgeO5wXAJo39zO5oP3+u+E7fO6c4Ut+8SKdcgmxhZkuUnm+vsyX7ttvyx8+269fzR3iw3Zk2wrgrTXC64qPPxZDqeTgww+pcronYY/ZAQNcc4E+dsz2MCXjJRVZ5gUabTGf1y6RVD7ItFZPw3yJPVIxajG5mfH8kVu3mMbs3r2On6hqTwaH/WKywcoduRz1vYPKfc5//zH7bDwOn5RvcMPB2DpsKw4/fxjjW41HjF8MbuTdwK+Xf8Xb/76Nrr91xeWcyy7bH30GncNEqxvychHhHYXe9QdU63XFYtMRA7Z07+6jr4AbFmZ7DJfxUB1XB6nlrQG8bp0hML1713BqZefmAOUXPyGkrjMPxCq6brHFkmrSUF57sR3Zts515p1/dWk0k63sMnEvtv6Cq+aBN2umxd69Jejf3/JL8uSTPhg/XmISNBq3Idq0qXwHlj3L6VjLmlZ1mHFdRi0mN7PWeNfpmEzMrVtczJxZiRKHlVBcDPj5VW5bfSb1YZB6RVaKBn6xDtkPYqmebz3Us1KYaOP1jRiyeQjGtxyPWL9YhHuHI9w7HFHeUQiWBIPHdWylOPNM6slSGXrVf6baxZ04HOZiZa1H09i9e4bPk51t+z2Nh+q4eg50eUOXtm4V4PnnLS+SQ4eqsHWrACUlHCQm0gQqQmwx/z7n53PKHabLbs+zciqsLUPr2aGTtiqdm68HW1rKqTNz36qyDjxxPnYqjMiFA+s6dNDgl1/KEBHhb3J/ejoX6elCjBunRK9ezAHDZlLnzpVh9GjbPd3m5xBr66nasnixDB06mI4+VCg4VLfFTpRJdTNb1cImTfLCwoViXL/umD9RZQpLsAwZNR2UWi1mZeRiZJu3yn1Oly70zXO0EU1GYMvQLdDqtDiVcQorL6zE1D1T0eW3LghbHIaGPzREvz/64acLP0GqkFb7/YznIu8oyMfOYgWGtJhY7dcFql88oUkTQ2skN9cQKXbp4jmtFFsB7KefytG7N/P9UKuZC/iwYV40j4oQM+YNuC+/LL+Vy27vjCr5noKtYG5r/j1bOZRVUn5B5FrFuGjS1atc/PcfLfHhCdjsvkjk2s4S46D4kUdMTyYffGAYEs5meocMUSEw0PY+Dh1qOizBWtVtWxITtYiNteyUnjWreoUo65pafGqvGaw1bI17bypa5qKyr5mby0F928V5TRhn1C6VyRAl9kfPBgPLfc7y5WVo3ZpJ1Wo01nu2if1ahLZAi9AWFvertWrklOXgWt41/Hr5V8xImgEBV4AYvxiMaT4Gzzd7HkGS8odomzPunHg55QE+7zEPsf5xjvgYNnv2t2wpwZAhPhb3jxmjxG+/GYI4oZCZeyUWAxMnGi42jRu7PjOZlFSMnj0t52cb9+obfwf9/HT6hubVqzzw+cC//wrw778CvPZaHRqbR0gFzDNjSUl8pKdzEB1t/fyh1TJfNB6v9mYOK1qD3DwoZdZvrr2/D2PGx8ujjzLn5LS0IovliIhrsfOkXZlJBcof6XTjBg9ZWRyEh+v0ow8qGr4bH69DenoRZDIO5HLA37/87c3t3l2Cpk1NhzDu2xcEoMi+F6rDKJPqZtaW0DAOUh1VXt04+1QR4+G+Z8uK0SakSYXPiYvTITSU2dnMTBp372x8Lh+RPpHoE9cHPw/6GVmvZ+HmxJv47rHvcDn3MtqsboOXd76MpNQk6Co57o1t8Gl808Hl8DGi5csO219bSy01aqTFhg2W1QQGD1bB11en74m9eJGHiAh/bN3KNxkW7A6tW2vB5Vr+To3njBn/ygUCw+efP1+MpCRD3+Dly3QKJoRlPsfw+nUeWrTwsxmglTfct7Z0lLIN740brZ9EP/1UbHK7smtA1gbW5t/aWk+WuIZGA5w9y3z57Bke62j161s2ntngmZ0yVJlCSD4+zJz3mBj7P0tEhA7DhikxfrzptD0a8lt51EJys4rKc1clSLX2mgUFVQhSocOJUgXa1utRqedJHia4XF3MhjDL2vgIfdApqhN+6P8DLrx0AZ3rdcb0pOnosa4HNl3fBLW2/DMj+3eXRx9Bj/Bm1Z6Lasw4SDUO8Ly8dOjXT22SCenQQY3HHlMjOVmK9HQpGjY0dJePHevmRdcestZDbDwcj8lmMDgc086oGzcMreeK5ukSUpfYarzdu2f9XMRm0qwN963uchGegl0LNifH8ndw9SrXoiLypk3uXR3AlaxVjFc4powHqaLZs8X46y9mFJQ7gtQLF6T45ZdStGplOTS3oIADrdYw3FcsttjEoTgcYOVKGb75xrQEd0YGXfcri4JUN6touK+jMqlVCVLB0WJ/cRl6JjxdqecZSuXTF9DdAsWBeKX1Kzg25hhmPjoTKy+tROtVrfH58c9xq+AWNFrLEzh7rJXFHETPBoMduj/Gw31fekmJ1q016NVLpS/mZVzl+scfZeBy2arAQMeOnjPvlGVtnTXjoWfLlplGscbf42PHDEGq8TI2hNR1tjo4jae9lJQA06eL8euvAn2QYi1IZSv/1nSdOhkid/NBMdevW6aL3b0upStZW36HKqi613ffGa599lTDdZS4OB2GDFFbPSf06uWLK1eYa66Pj86l35UrVwx1Q4wr/pPy0W/Kzax9SY4dM3y7qh2kctXAuN7YVvoZ0qRplXoKeyGURR2DmC9Gw8BGlXoee1KgTKrn4HA46F+/P3aN2IXfh/yOQkUhBv85GFHfR+HRNY9i0X+LkF2aDeDh0keBt1ESdRyDmr7g0P0wzqQKBEBSUgn+/rtMf/wbB33s/E3W+PGmY7piYpgvxaefVnKxMxcp77hne26Z7Qw/nz5dS8YkEuIAq1dbLyZWbLQM4mefibF8uQhvvGFoAVsb2suujRodXbMrak+caDj/rV8vMAnMjH/+8kvmfOioju2awPi8yrLWgUjqHlvX49dfZ4b8BQS4thOrXj2dft1Ye5JGdR0FqW5mbU5qRgYXgA7gaKp/wam/H/DJQqmmEN3XdkfjHxtj+bnl5T6Ffc/iBjvxQrPR4FSyu4kNUmm8vWdqGdoSX/b6ElcnXMW91+7hm77f4FbhLbT7uR1arGyBOX//BYx4Fjg9CcGSYIe+t3mQWh6hWTu1QwcNdu9mqoNER2v1Q4j69vWsA81WcRfA9uLhly9TkEoIa/Nm6ycH4+Hz1ob+WrtEdeyowcGDxThypNjywRrE+Hw4ebIXBg82THlgg7QXX1Tol+opLKw7DWBrmVRb51riehER7usxsTU3+fx5pqHq6iAVMMyBtda5QqyjINXNrBVgAQC0XAc8M7b6a70F3ANSu6JDzje4M+kONg/djPkn5yOzNNPmU9j3VPqmoWW93pV+KxruW3NI+BJ0iuqEJY8vQcprKVjWbxnKBj4PRJ0Fkj5y+PsZD/e1tjawMWtBbL16zMUuPZ2La9eYwE4isdzOHRo1Ysb5Wqswyu63rYbj8eN8rF9fd+aQEVIedqmm5s1Nh/inpBiaKuadWOVp00aLgABH7JnnOHXKMNKKDdLEYuiX0qhLWRprc1JtZeOJ6w0Y4L6OZFsrY7DLwgQFuT5IZefAUkdK5VGQ6mY2k5Q+WUCzP1Gssr9UtUlgKywBlD6QyTjgcrhoHtIczzd7Hl+e+LLC52vEBQjyCqv0+9Jw35qJx+Whe0x3IKUbcLc3oHZ8NYHkZEPG0NpckT59DAeNtY4ba8P5XL0Gmy1t2jAN6s2bhTh61HRH2X1s1Mh2j/LUqR4SbRPiJkol8NZbYmzbxnTYsJ07rOnTJWjRwpcKjgD6KvpqtSHDLBbrjILUutOss5ZJ/fNPClI9hTsrbNvqrElNZb4f5a2P6ixsJpWGpFde3TmbeSgOB0DsYSD4xsM7NIDvfaDpZoCvwNHCv+x+TdMgtRhQ+mD9esOJ+50O7+Dv5L9xOO0wtDrLxjP7fLVXNsK9wyv9vuyX//ZtOqxqGo0GwOrDwC/7nfL6FWVCFi9muhaHD1dazXxYGxYfGekZQarx8PatW02zomzP6bRpckyYoEBioiFD9MEHTAtLo+FQxw6p0379VYiffxbpR+H4+1t+t9PTuVi4UFTnp5NwucCFC1yEhPhj7lzmBCMSGYYv1qVMKrtsmi0aDXDwIM9kTjNxLraT+dgx9/7Su3UznChiY7V44w3Tss+Bga4fisyO/po2TYJvvnHxIrI1FEUTbsbhAHipBzBqCHPHx3zguaFA7FEgvSOSCtbb/ZomQaq4EFCYrkAcJAnC/F7z8fb+t9FsRTNMOzAN1/Ou6x/XagH4ZEDLUyLCO6LS75udzRxOr73mhpJupFrMF4R3JmvDfevV06GwsAgrVlgfB2PeIztzptxq4OoOmzcbom7zLHHXrsyFMj5eh4UL5ejSxRCkPjtSBjTYB3T5Go1Hr8fR9KMolBe6YpcJ8Sjma2vbmi+Wns71mO+9u8hkHPTs6Wtyn7e3Tt/orktzUivy2WciPP20Dz76yMlrjRAATIetVssBl6tDs2bureA1apQKTzzB9P4uWVKG//3PNO3ujuG+7CgIgFmqh1Ssjp/u3U9/wfXOZgJKAIg+xfx/YSxylPfR+MfG6LO+D3668BPkaivjW8yYBKn1TgE5zSy2GdFkBE6PO43tw7cjUByIIX8OQf3l9dFlTRcsuTUd6PYF/O/3r3TRJFKz2Zq/4QzWhvtWxLxh+t57nrMY3pQphn0Ri3Um37+PPzb9vjZu/HCkxJOv4vHdDRH47PtAwD3kS/7Dx4c/QctVLdH0p6YY9tcwrLq4CveK7lldLoiQ2sR4+SYOR4devaynSzMyLINUd2RE3EkqtTxXe3kBfn7MvHiplIPU1Lpx3W7Xrvy0+qJFTCCwejVlrVxB+bAQtbV1xF2NxwPWry9DdnYRevTQQCQyXZbKHcN9ExJMz1XXrxtOZhcvcvXL49jy228C7NtXhQZUDVa3Pq2n0nIBSQEQf4C5/XUaUBwF6LgIl0/Apl13cbPgJpaeXYpv/vsGE1pNwDONnkH9gPpWX07fSI4+AfjdB24/Di6XaTybx5wNAxtiRpcZmN55OvJl+UgvTsfqY7uBuF0Iub7MeZ+ZeBSl0nBgNGvm3KDIWrGLihjPU+3f37PGxr7/vhzff89clb/6SqyvOszn6+Djw2yTUZKBny/9jJ3+uyB+Jw0Doodi3hNH4c+NQFRUAACgTZgCexfIkFachss5l7Hmyhp8/d/XyC3LRYOABmgY2BCNghqhX3w/dIjsQB1IpNb45htDVsHLCxg4UI3ffy9Fly5qxMUZRgJdvMgzaWgKBDrs3Vvq0n11hyNHinHwIB8zZ1qfv+7lpQOXCzRtqsXlyzzs38/Hiy8y58lz53jYtYuPSZOUbskeOdODB5aN+oQE6tRzFzZIraiCvysZTy8yrhLesKHrO7f8/Ey/fytWCLFwoRy5uRz06MGMjujRQ43Nm0stOvNPneJh6lRmlGJeXpFb5/u6EmVSPUHpw+JE3sx6lSiOBHTMn+bKJREifSLRM6Yn/hjyB9Y9tQ7pxenot6EfOvzSAeuvljMcuPMiRKdOhYDHh1bL0Z9ArOFyuAjxCkGb8DYYFzcD+OEcvIsesetjvPYak1F6/vly3oh4JONjY+dO5479Le84tMX4hLx7t/uvgOyyFk89pYK/P/DOO4aM6cCBTGTK9iZ/fvxzdFnTBQWKAsztOQfpbybj5xFfIdInEl5ehovmihUicDgcxPrFYmDCQKwfvB6XX76M25NuY3n/5RiSOAQcDgev7XkNDX5ogOF/Dcfyc8uhq3YJcEI8R2kpBxwOUxnU3x949FHTbJnx0OAvvpC7pbHpai1aaDFqlO3OOTZwZ6cXGC+/8e67Ynz5pRgzZ9au4YWlpUBmpmUTtq403j0R29ntKUUNyxMR4fp9ZDutWStWMI0E4wzqoUN8nDxpeRAfPWqIWutS3Ze680k9mezhmpRhV4CU7oDOcIBOmmQ6rLFNeBt83fdrXJ9wHUseX4JZh2fhTOYZk230bdaYY3h70BP6ydqVLXvNPt/euT9t2zI9mFQEpuZhA8fmzTVOX7LBEcN93a1FCy0KC4uwZk0ZAKBJk4cNZa9cIPIsAIAbcwIDNw7EphubcHLsSXzZ60v0iOkBPtf0F7BsWZn+57IyWPAWeKNVWCsMazwM/+vyP5x58QxOvHAC41uNx8brG9FjXQ+M2zEOv1z6xTkflhA3GjnStFdLpTIEYNYKLNVWbGVQa7wfLp3q68tsU1bG/I62b+fj7FnmfHPmTO2K3vLyrI8kYdsf5n13hw7Vrs/viRQPm6v2LBPlSp98YmgEGy+L5yohIdY71DIyTBs4V67w0K6dD5YvN/wiS40GjHTs6GsyRaI287CmX92j0wGQBTI3vHIBjem323x4AIvH5aFTVCd81ecrjN85HmnSNNPXhA7wzkaAIEzfy2o81KE82offI3tHE4rFphdIUnPk5DCnAnecuCvDuHfc2nqk7vbYY2rAOwsY9RTwanugwT7I+k5F//r98e/If8utkt20qeFqY1wFuTzh3uEYlDAIO0fsxJe9vsRTCU9h/sn5WH91PYqVVMqS1Czt2xuypW3bmmZO4+JMG3ZsR05AgBaDBtWdHtHy1oX28tI9/J+5zf6Oxozx1m9T26oiy+XW2xl37/IgkxkCJtaVKxSkOhvbgeSp7Yh+/QxfAnfMm42L0+HDD+/hu+8MvdEKhWXhuNWrhbhzh4fp0w1fevN2dV2p4k1BqpsxQerDTGrwTYsgtSJDEodgTPMx6LGuBx755RFczrnMvGZwMlAWDAnfy+61mdgeSHuDVPYCSQsV1yy3bnExbBjTmLF14Xck88xIZRgHqVXJxDqbTJDOBKdqCXDsHaDXJ0BOU7zW9jUEigPLfa7xZ7N35K6IL0KXel0wvMlwLO23FL9d+Q1Nf2qK/n/0xxcnvkCRwv51lglxNePvdOPGpkFpjx4azJ1ruKiw17HVq2XlBm61DYdjWiQqIMDwM9sRzQar1jqka9vvynzUyVNPGTosfvpJaBGkEudjf+eeUDjJGuOkj7sC6aFDczF2rAqRkcz3NzubYzG32tqUKPN2dW4uBanEBXQ6MGujnngDiDoDaOyfb/d+p/dx+9XbGNdiHGYfnc28pn8KkNsEXK4heCytZH2JqgapbDBMmdSa5c8/DcfctWvO722uV8/+i4PxcF9PDFJ/ufwLkPwEs87snq+AVUeg3vAbhLyKO52iogy/j+p8d3rF9sKOETtwY+INzHx0Jq7lXUPzFc3x6G+PYv6J+SiQF1T5tQlxJuOhrA0amAapHA4wZYpSv+4hG6QaF1OrK3bsMFzEn3rKkBVih/uaB6lBQYbfZW2bus52qHbsqMaRI8WYP9/Qiv/oIwmyskybt9raP3XZbaRSJrDyxMJJxoyDVHcH0mFhzL7k5HDx44+mO2OtuGRenunxXFRUN9rZFKS6mU4HgKsB7vYByoItMqmVvbBwOVxMbD0R1/Ku4XLhSWbosNL3YZDKvMi9e5X7c1d1TiplUmumq1c9fxiU8bHoaYUxCuQFWH91PZa9/KLJ/eXNITMWHKzTzyW7f7/6Fx5vgTe6x3THL4N+wd1Jd/Fd3++QKk1Fu5/b4ePDH+Ne0T0qtkQ8CltwpXVrDV5/3XoK7M4d0wuSJ3ZWOVvTpoZIq2dPNfh8HSQSHcLCmPvZwixlZcy5JD/f8DurbbUi2M4KiYSpEWCeKT53zvRCQZ3nzlFaCsTG+qNtW1+PL5xkXLjI3ecPdi1oa+saG3eoKBTMUH126Rk2AyuveDXKWoGCVDdjglQ1oBYD156pcpAKMEP/pnWchlX3PgeGjwaabAGXa5iLkppauT93Veek2jusmHiGLVs8tNvTiPGx6EkZlP8y/kP3td3RJ64PRvZsjvz8IuTnF2HhQhn+/rvyS2N07sx8SceN87ZojFeHgCfAI5GP4Pt+3yNpdBLK1GV4/I/H0WNdD3zz3ze4knuFAlbidmwAtWCB7SG85kPiPK2zyhWMz4NBQTokJxfj5Mli+Pkx97Ed0mVlHPz2m2lbovYFqcz/bC0M81oFN29yrW5PHGvlSuY4u3+fq59b6amZVC4XiI/XwN9f5/aiawIB8/7Gc8XZlTGMh7KXlnKQl8dBWRkHwcFatGqlebhN3WhnU5DqZjodhxnuq+MBp14Hrg2r1uuNbjYaGbK7gNwf2LkYXC7Qrh1zUFd2uAsN9627mjTx/JJxnrI86NKzSzF2+1h81v0zfPvYt+BwOOBymQvhhAlKdOpU+d+l8bZvveWcyWOxfrFY0HsBbrxyA592+xQPSh5g1NZRaLWqFc5mnnXKexJSGWwAZU/jti4GqcYiIrQIDNQhNtbQ2GbnpiYnczFvnumSM8ZVkWsDtjOcDczNj50LF0wPkK+/FuOnnzy07GwN9d9/PHz0keF69cILzLhzT82kAsDp0yW4eVPq9kwq+/4qFcDhmM4pN070TJ0qQUYGczskRAfxw691Tk7t+j7bQkGqm+mH+2p5QFYr4NpQy8ftIOAJ8FGzh0tR3O8ALlcHHx/mRTQa+won2YvtAa8rwxBqC7ZHDwCOHHHuGqmO4AlBaomyBMvOLcPap9bimUbPVPv1HnvMkOY4dMi5V08uh4vecb2xoPcCXBh/Ae92fBeTdk/Cnzf+xKkHp5Avy3fq+xNiTKMBzp9njnm2kWbNX3+Zjkyoq0Hq7t0lWLasDM2aWfY6s1mWu3cNvxx25Eltq+5ryKQy/5sHHexwX+NpF9Om1bLqUW727bfWJ3Z66hI0AHOcuHs+KmDoVFEqOdDpOOBwdPo2tPGc1J07BejVyxcAEB2t1Y98mzu3dq17bEsdnNXhGbRao3l2bCbVxnb2auTTDvg67eGc1BL9xbyy6ypVN5NKw31rloQELa5fZw4SZ/cu8vnV72F1d+NUppbh+W3Po31Ee7QNb+uQ12SLKLgah8PB2BZjodPpsCV5C9KL03Gr4Bbe7fguJrSeAG+Bd8UvQkg17N9vOOmwHarW9O5tGmV50rB/V+rUSWNzlAY77NdYdLQOqakcqFTMtf3zz0UICtLhtdfsr7LuSSrKpLKFZlq00OC//6ip6wzbt1sf+hAdTVWqKsK2hdihvQIBEBxc/u9NJAJ69FDj0CG+RWGw2qpufEoP8+47IrRo7oWiIuNMqvWTaFWymjodACXT88IOPwTsD1LtLZzE9gKVlHBQ4vkJOfIQO9TuyBHnra/ZqBFz8JkvL1EVwcHuaZzK1DL8dOEndPilA+r51sPKJ1aC46C0bkiI6Wfavdt1jSouh4vxrcbj1yd/xf5R+3F0zFEcTjuMxj82xtDNQ7Hg5AIcSjsEpaZmN2qJZzLuiC0vSDXn7s4qT2TtdMRO4cjL4yIlhYMFC8T48ENJjZ+jyY7YEleQUIqNpYDJGcprT5p3KBFLbKfK0aPMtV6p5FTYWa3VAsOGGa7DlW3T12QUpLrByt/UeBCwDdu28ZmAkKcsJ0i1vxFsHNhyOIZg09lzUo2zcDt3eujMeWKBLeXvzEICGzaUYtw4JdaurXwxIXPvvMO0St5/3z0L4H10+CNsTd6KlU+sxNJ+S8HjOq6VLBQCEycaPtdzz3m77QIU4xeDTc9swpUJV/BiqxdRoizB7COz0fCHhpi6dyruF993z46RWsl4OKZx9c2KUJBasQEDVPjiC8P8mzZtDKnWfv18avSyNOy0CLYyui1BQaaPazTAjRvcGv3ZPYH5OrXG3DUyqCZh28vr1hnGRlcU3DdqpDUZRcEWqqrNKEh1h0bbgOeG4e+ST6CGHPDJAEoirG5a5UzqQ1yu4WJe2SA1O5v78P+qfwE8eeI8MXX/PvP3duZi7/HxOnz7rQzx8VU/LmbNUuD2bSmGDnV9mco0aRr+uvkXFj++GJ2iOjnlPb78Uo7HHzd8tjlz3Dtxxl/kj8ENB2N299n4d9S/OPPiGUR4R6Db2m6YdmAaLWVDHIIt6BMaqrUr8IyLowyZNW+8oUDnzmpkZxfh99/LEB9v/fd06RKv0svSeRqFAti7l+kIryggYotJsaZMkaBTJ1+3n19rOnYtXmvY5VWIbdaKxFU0kuSdd+Ro0sTwfS4upiCVOJhGA8D3PpCXgLOZZ7GpQRTg9wAojjLdMOYo8EEQcrlX7H4P43Yjjwe756S+8gqz4OmNG/Z3VXeetAIYMwBHc3dSA7YGYNfeAgyl/D0Vh+P6ob55sjzMSJqBHut6YFLbSYj3j3fq+23caOieXrTIsxpRoV6hmPnoTBwdcxQSvgR91vdB5zWd8cmRT5CUluTu3SM1FDtss337yg8dCA7WwpumS1v16ady/PNPqb54DZcLPPus9aH6I0Z41cgqoVKpYZ/9/Mq/JqjVpp/v99+ZX8xXX9WNwjPOUt6UlMBAz25LeAJr9Tm8vGxszNHiwwVXcKbwX2y8vhHhT34PdPgej32wFh+u24xdd3bhUNohnM86j3tF9yBX157qpTSb3MXu3uUCDXcBwbeRnxqOwXnnsTUpAxAXMgWU/NOAkU8DfveB7GbYHNIfzc6+hantplbp/ZhMqn3Vfatq843NOB82HTj/P/zVcBbubvkJX/X5CrF+sU59X1J1w4cbWnrOzKTWRGcyz2DS7kl4JOIRHBtzDJE+kS59f3dkjCsjyicKn3b/FLO7zcbJjJM4kHIAb+17CwkBCZjQegIGNBjg7l0kNYhSyVyX7Okko/5P+9jKNt66xUNioh9Ony5Gw4aem5nW6YCvvmI67d59V4GSEkNbxrg6vb3+/FOAYcM88zzr6e7etZ3jokyqJZ1Oh2JlMW5JbyH5djKu+t0HHssBuGpAVAyIC/DMXznAxGJAJAU4OuZ/vgzgavBdUQg6nE1AsDgYWQgBwrgo4aqw7N8S3PYqQImqGMXKYhTIC5BVmgUJX4JAcSCCJcF4LP4xzOgyw92/giqhINXFios5gHcOcyPqNLQpaiC1O/BqWyDyPJDbGLj2NHCvFyCWYlD3xlh9cRwivCIwvMnwSr1HdYf7VsXx+8fx3oH3MEL1J9ac6IWR3Z6Hb+S3GLhxIL7q8xUej38cXA4l7j0ZzfEyOJByABN3T8QnXT/BqGajXHrszpghx+efiz1+OCOHw0HnqM7oHNUZk9tNxo7bOzA9aTr2p+7HsEbD0CGyA33nSYXYTKo9y0I4u8O1tmna1EaWOugWEPUfeo5oicObo9Ggvmf+Xu/f52DOHCbzWVzMwTPPGDLDFWXgR4xQYskS6wfXyy974ZFHpIiLo6DKXmVlpsfKY4+psG8fM4bVk5egcTa1Vo07hXdwLusc7hbdRUpRClKkKbiccxkanQZhojA0Cm2EfDQA5LFMPZr8REAWhLdmCpE0KxpQPJw7LvcH1BJAx8G+JKBpU6ZN8Odof5P3XDpfalJ8UafToUhRhAJ5AfJkeZAIam4GgoJUF1OrAQhLAA0P4KpxIHQ08MhEJoOa1RJQ+AKdvmf+yQJxRNcKvz6+FON3jUd6cTrefOTNCiuKGgepMTFacDhM9LFkiQhvv62ocMhk794qHDggwLhxFVfz1Ol0WHNlDeYcm4Nl/Zfhzj/MfL3TR4Owa+b7aB7SHHOPzcXcY3PxevvX8VTDpyDm0zAb4pmySrMw/eB0XMi5gG/6fIMnGz7p8n1gl1RgC1rVBP4if4xuNhp94vpgyZkleHPfm/AV+uKNR97AgPoDIOBRITVineJhvTB7glRndrjWRqNGqXDhggKbNwsgkQA7/snD018ux52w74CUHiiNmIVHNuRj3CNPY1DCIHSL7uZR12njZe2+/Vakz54mJGgQHW1oz3h76yzmSrZqpUVyshSpqVz07WtZmWvBAjGWLKnhpY7dwDxIjY7WYtOmUos5wLVdSlEKktKScCH7Ai5kX8DV3KsI9w5Hq7BWSAxMRJd6XTCq2Sg0C26GEK8QJCcnIzExEc+t88KNI8x18ZVXFBg+XIVOcRrggb/V90lMLLK5D99+K8JnnxmG+HI4HASIAxAgDkD9gPqO/cAuRkGqi2k0AARlAI/p/SuVXAOefA0oDge8coDwS8Caf4DCeKAgAYq3emDK3inY+9xePLflOWy+uRlJo5PKDVTZINXbW4fQUJ1Jhuyjj8T4/vvyT8hsY6Ffv4qHwcw9Phcbr2/E9uHb0SioEfYlMq2H48f5uHePg0EJgzCwwUBsu70Nqy+uxtS9UxHnF4etw7ciwtt6sShC3GH6welYfWk1JrWZhKX9l0LCd0/vI/v9U7iniHG1RHhHYE6POfi0+6fYeH0jlp5bigm7JqBxUGPsGLEDvkJfd+8i8SB373L1WS57iu1RkGofLpcpzPbll3JsvvEXOm5+DT379ESLfcewdUMiAEDrlwb+4pVYeGohnt/2POL84vBc0+fQI6YH2oW3c2g1c3uZnwtPn2b2pU8f02qo+/eX4P/snXV4U+ffh+94UkvdXaFQg0Kx4S5DBxMYY8zdldk7+c19zJmxMWFDNpwNd3cp1N09nrx/hKQtbaFAFXJfFxfNsTzn5JznPJ/na3/8IWHlSgnHj5u3EQjAw8OEh4eBwYN1bNxYf8Js4UIpDzygqZeQxsbFOb+EkVIJw4dfvaVnjCYj6eXpHC8+Tlp5GpszN7M9ezsCBIwJG0O8ZzxTo6YS4xHTrPdc3Rwx77xz8RjSC9Ww/+ST+iL1asImUtsYgwFzXVStAqQqs+W0JBxShoHfXnDMg7OjzBsLjMRkfMpB98GsSV3D2hlrGf7bcL44+AVTI6fiae/Z6HdYRGpMjPkpqCtSMzIu7n5neXgu5P5pMpk4U3qGRccX8fuk34l0jQTAy6u2oz9+XERwsB6BQMD14ddzffj1aPQant74NPM2z+PZPs8S4hxicwm00a5UaavYnbubX0/8yrG5x3C3c2/X9lgG653Jkno+QoGQGV1nMKPrDFR6FXeuupOXtrzErTG3EqoMxUnmdPGD2LjqSUioHcxdmrtvKzTmKqeopojlZ5bz6vZXWTp1KX18+/DYpjrW0ooAvp79MkVFj2JAw968vSw7s4yH1j9EXnUeSb5JXOd/HV3duhKiDCHAKQCxsPWHkAcPCsnNrT9GKCw0fz4/JCIqysi8eRpuv13LlCn2fPhhfSXl2IR2mD7dnsOHW69O+NXI+RbrYcOunthelV5FckkyqeWp7M/bz5asLZwqOYWL3IVot2hCnEOYED6BL0d9iVKmvKx66U1NtH3ySQ1PPKHg2LFKJBITQUENLauff17DvffWz7KUlia4ouoJHRWbSG1j9HrMIlV47i2rl4FJCHE/QV48LP0OEhbAxLlgFFKR8h0zu83kgz0f8Nym57gv4T7Wpq7lzZ1v4mXnxd/T/sbL3qved5xf57Su2BReRA+aTLWp3ZvatlpXzc3Lbya5NJlbut1CtFu0dV3d5DuN7S8Ty3h5wMs8t/k5Jv41kUptJY8kPsL9Pe5HKrqGAxnaAVvyEViTuoa7Vt9FiDKENwa90e4CFWqL0//8s/SiXg+dAYVYwbtD3+WlrS9x/9r7SStPw8POg7mxc5kbOxc7SVMpDW1cS1xKAhybSG0eGr2G/zL+473d73G65DT9/Pvx56Q/6eHdA2h8YuD776W4u4sZM6Y//f37A5BXncfO7J1sytzEmtQ1pJalUlBTQJBTEHGecSR4JdDVrStd3LrgYefRYuL19Gkhgwc3VJYlJebBTVMJenx9TezcWdVgubWmqljN658k8+aCZCoF2VS7wppUL4KcgvCy98JZ5nxZwuNawvIb/PprNd7eRuLiOqclulpXTXZlNocKDnGk8Ajr0taRXp5OkDKIYGUw3T2689rA1+jm3g2lrHFX3Mvh5ZfV7Ngh5oUX6ltAZ83SMWtWreA/eLCiQVLLm27ScdNN5Tz5pJyvvzY/xPHxTvzzTxUDBlxdnaNNpLYxRqPAnMVXcO5Gcs4CsuDYVAj9Dyr8odvvcOwGyBhA+oAvmOM6g8hekaSVp/HloS/598Z/iXKN4vUdrzPz75n8NOGnC7rOCgQmsysxAoTCCz9kVXX69cYsqSq9ilG/jaK7R3eWTFnSwApaN0NjUyLXWe7M/JHzAUgrT+PBdQ+y4PACfrn+F2I8Yi7YPhsth67OxOfF6nNdjSxLXsYj/z7CbxN/o49vn/ZujpW6z53RePGJpc6At703X476EjC7TR0uPMy7u97lrZ1v8drA17i1+602j4prnN9/l/LSS83zcbe5+14Yk8lEekU6Nyy9AQepAw/1fIjrw69v4LKrVNb2+++8o+LJJxU88YR5RDxzptYaq+lt782kyElMipxk3V6lV5FSlsK+vH0cKTzCirMrOFVyilJ1Ka4KVyaETeCx3o/hKndFIVZclujbtatxd67SUvOxmizZcR5qvZo9uXvYGPQezNsBAiPzq7zpcnM0e9aFUSw08OWBZWRUplNQXYDRZCRIaRbgfXz7MDBgIG4KN+wl9rZ+CkhPF7B7t1k+uLiYiI/vHA+kyWSisKaQ9enr2Z69ne3Z28mpzMHbwZs4zzi6u3fno2EfEeMZ0+rhPrGxRjIzKy7oxgtc0Dr60ktqq0gFGD/egbKypmNXOyM2kdrG6PWAwGgWqWnXQfAW84puf0KFD8T/iHR+Mlq9CWaNoEamZn/+fnp49SDEOYRhgcPot7AfKXen8Fzf56jSVtH7h94cvv0wznJnoKGF7LRxLTw1GYDygxuB+Cbbd35m4PN5eevLhLuE8/nIzxt96VzMkno+wcpg/p72Nz8c+YHhvw5nxbQVJPokXnxHG1dMTW1JThSKa0uk5lXn8fD6h1k8aXGHu9/qDsDV6uYPxDoLQoGQeM94Fk5YyKmSU0xdMpVTJaf436D/tXfTbLQj6ksIqbJl922atPI0xi8ej96o58auN/LygJeb3Hb2bC3r14u5/nod/fvXjydcuFB6wYRCCrGCbu7d6Oberd5yo8lIWnkaH+z5gKGLhlKhqUAoEBLoFEiMRwxxXnEkeCaQ6J2ITHxhH++6CZPqYgmFaOy9ZTQZyarMYk3qGnbn7OZo0VFSy1KJdI3ELn0uLF4OWgeOlVVQXg5Bj5on7n/4vNzqDlymLiOtPI39+fvZmLGR/+34HxXaCtR6NW4KN9zt3Al2CqaLWxeiXKOIcosi3DkcB2nDxExXI4sW1Xq9WRL9dTR0Bh2p5amsTVvL7pzdnC07S1p5GjKRjJ7ePRkVMoq74u4ixiOm3azmFxOoF8PhGrjdbCK1jTEYOCdSgf13wob/gxHPwB+/wX3d4NUaZn78DT9lvIlOkYNX7l0cLzKLVIChwUM5Xnyc7458x6O9HuXNwW9SUFPAohOLuDfhXqChu+8J/Vo4PgWqvTjYYzQH81cT7xXfRPtqH9bzxe7a1LX8fOxn9t+2v8mHWkUJ3NcX5OXsK5vPcAY167rMjpmN0WRkypIpzI2dy7N9n7W5/7YyCxdee9fXZDKxt2gvL/z3AnfE3dHhBCrUd2VUqwUddhDQEkS5RrHhpg0MWDiAv8/8zbN9nmVK1JR2S1plo+3QnRfC9sUXnd+1vT0xGA0sPLaQ5zc/z1NJT/FQ4kMX3cfHx8T69dVA45MEp04JiYq6NCuZUCAk1DmUT0Z8Yl1WoakgrTyNw4WHOVRwiMUnF3O06CjuCncSvBIYEzqG3j69CVIG1Xv2606kNoZCYaSwppCsyixOFp9k4bGFHMg/gKPUkUGBgxgUOIgHej5AlGsUcrGc9/JkvKqVEx1t7mSVSvD0NFJQIKSyUmB1B3aWOxMvjyfeK57bY2+3fp/WoKVYVUxBTQFp5WmcLD7JmtQ1fLTvI1JKU5CIJLhIXIg6FsX4sPGEuYThYeeBp50nSpnyqrHC1n0ndYTSdVXaKs6UniG9Ip1lycvYmrWVUnUpXvZeDA8azvXh1xPuGk6IMqRFXXZttD42kdrGWBMnmaD/6Gy2HdoP/rtgxhQwyMD9NCsr3qerYAKHD2gweQk5W3a23jESfRJZnrycR3s9CsAdcXfw0PqHuDv+boQCYQORmqzfCFt/gJxe+BkGMsV+CgvGLmBw4OAG7dPXmUytK1KrddXcu/ZeFk9efIGETSZuXz8Dzo6EM6N532k63c9+zriwcc26NnNi5zAyZCT3rLmHSX9N4tsx3+Lj4NOsfW1cOunptS/M6dOvnqQHTVGuKee+tfdxIOcAn438jFEho9q7SY1S15J6fgbFqxEPOw9O3HmCfXn7zEnVtszjsV6PcXf83baJqquY6ur6nyMjLx5LJRSazCEzNuqxP28/D6x/AL1Bz7ob19HVreslH0Muh+efV7N+vZhdu8xDw88+k/Hxx1feCTnJnIj1jCXWM5aZ3WYC5vFCVmUWu3J2seLsCj7c+yG5VbnEecYxJHAIc2PnUlnpV3sQhzzo+x64nYYqbxDquffkf6hOlOHv6E+ocyh3xd/F0KChTWZXffBBDeHhBkaOrB3oKJUmCgrO1bDnwhOCUpEUHwcffBx8iPOMY2LEROs6k8lEhbaC3cd3U2VfxYqzK/j1xK8UqgoprCmkWldNiDKEGI8Yot2jGRwwmASvhHbNmnw5LF0q5sUXaycS/Pza1tVXb9SzN28v+/P2c7DgIAfzD5JVmUWwczDBTsH09+/PawNfw8vOq9Nd28shOtpgzWR9NWITqW2MWQQaAQG9Buazze5D8wqVK9gVwZRZ2IkcidTdwOGss1R6rcJg0FGiKsFV4QpAjEcMS04voaimCHc7d/r69kVolDP2gZ28eeeAeiI1qzKLMmMO5CUAIDp5A5//T8iTG57kn2n/NEi61JRIXXR8Eb18el0wdu+nYz9RoakgQXArB84m0Lv6Re5efTfbZ24nUBnYrOvj5+jH0ilLeXrj09y+6nZ+Hv+z9bxttCze3rU/8IsvXp3pyy3oDDruWXMPzjJnFg9eTHRI9MV3aifqxgeXlwvw87t6LakWhAIhvXx68d9N/3G65DTzNs/j+yPf80K/F5gYMdGWxOQqpG6dxTvv1BAYePH7XCSyxaOez1+n/uLJjU/y9uC3mRI55YqelSef1PDkkxrefVfGa6/JqWzFhLcCgYAApwACnAKY1mUaYI5z3ZG9g3/O/EO/hf2I5BmIDIfYhRC6HsHhWzEdmg2OOWASsmjiXOK8o5t9zlIpTJxY363ZEqJ0ft3PyzkfpUxJsEMwERERTI6cXG+9Rq/hVMkpThSf4GDBQR5c/yD51fncHns7N3a9kVDn0E5haX3uuVqB+uyzapRtZJjUGrSsS1vHi1texE5iR2+f3gzwH8CDPR+ki2uXa7YW94IFNfTpc/WWdmu1J+Kbb74hNjYWLy8vBg0axPbt2y+4/bFjxxg7dize3t507dqVt956C9N5/qZbt25l0KBBeHl5ERcXx4IFC1qr+a2GOXGS+bwKawpxJgjvpbth8wtgEoBdIdd732m2gmb1oVxxCD9pFIcLD1uPYS+xJ8gpiPf3vA+YO0fjjvvZGTGWwfevtG5nEqmZs2IONwU9AEbzfIRKJWBk8EgmRkyk7099eX3H66SWpVr3qeuCZTSaLahv7nyTN3e+yXN9nmv0nHKrcpm3eR6vbH2FiRET8Q0wz7xueedx+rqPoP/P/XnivyfYmLGxwW/aGCKhiDcHv0mMRww9f+jJXavv4tcTv1KiKmneRbbRLCxWumefVV9S+YfOhEavYcHhBfT43uwu/8GwD5AIO+7LrEZXQ2nwdzB9Ktw2mEnvfEZ2ZXZ7N6tNiXSN5PdJv/P24Lf5YO8HRH8TzdyVc/nl+C8UVBe0d/NstBAWURASYuCdd9Q0R2dcDUnEWoLcqlw+2/8Zo38fzcvbXmbJ5CVMjZraYpM5cXFmq3ZFRdtODinECoYGDeX9Ye/z+8TfyRCvh4m3g9oFvtuM54H34MQU2P0A7LmPeJ9uV3zOlqzSrZ0xWiaWEesZy4yuM/jfoP+xY9YO1t+4nlJ1KZP/mkzw58GM+2Mcz29+nh+P/sipklPNGi+1NTk5tQ9hjx6td9FMJhOHCg7x6f5PmbFsBmFfhvHhng95beBrbLllC+8NfY9bu99KjEfMNStQAbp0MZKQYJ546dr16srsC60kUv/66y+eeeYZHn/8cTZv3kzv3r254YYbyMzMbHT7iooKJk+ejKenJ//99x9vvvkmn3zyCZ9++ql1m7S0NKZPn07v3r3ZvHkzjz32GE899RTLli1rjVNoNawxqZg4VXKKQRHxPPPJdigNBbEavt2BvcTR/MLOj4EqLyS5A1iVsgqDsfYGnBo1lR+P/siOrB3m4+6bA/98DqMf5VTVXgCKPZYhE8t4c+wTDBpkvonz84WUlAiZ128ea2espUJTwdBfh/L6jtfPtU9Qp60mhvwyhONFx1k9fTWxnrENzmdT5ib6/NSHs2VnmRM7Bw87D9z9y2o32PYM98XfR0ZFBg+se4CBPw+kQlNx0eskFop5e/DbbJu5jd4+vfnnzD8kfJ/Akxue7JAdd2fkQsknrgZK1aUMXjSYFWdX8O2Yb1l0/SLkYvnFd2wndufspuf3PVl4/EdIHgc7H6FAf5akH5N4ZuMz7d28NmdY8DA23rSRVdNXMShwEKtTVtPrx17cuepOVPprwA/6Ksfi7nspicGaKjlyrWAymfjhyA/0X9ifE8UneCTxEXbfurvRd/OV4ORkvs7l5e3nwRDvFc/wwr/gnUL45wso7GZtV0tiSV6j1194u9Yg1DmU94a+x5G5Rzgw5wCP934cN7kb27K3MW3JNHr/2JuXt77MmtQ1lKnL2r6BFyEkpOXdGkrVpby3+z16/9ibOSvnkFKawowuMzh8+2HW3biOMaFjWvw7OzuvvWb2hLsa+8dWcff97LPPuPnmm5k9ezYA77zzDv/++y8LFizgpZdearD9H3/8gUql4vPPP0ehUBAdHc3p06eZP38+DzzwAAKBgO+++w5vb2/eeecdAKKioti7dy+ffvopEydObHDMjoo5u6/5RkorS2No4FDzikofcMwHsXlGuUKQBvd1h9Pj0MWV4iB1oEhVZHXP9bL3IsI1ghUpK+jr3xeJSAx77wHXM+yPWAcMplK5hxuDhiORCFi2rJp+/Rw4flxEVpYANzcT4S7hvDX4Le6Ku4txi8fxXJ/n6nXURdpsSjWl/DDuhyZnK9ekrDFnHPbvZ62N5u5XJwW2CXwcffBx9GF0yGg+O/AZXx/6msd7P96s6+Xr4MsdcXdwR9wdFNUUMfqP0ezM2Ulfv76XctltNILmXLWHq9WKuvLsSoKUQSyasKhTuIt+efBLBgUOIt4znj0HziXrODmJ2df34MfjT+Nt783DiQ93inNpKQQCAcHKYIKVwdza/VZqdDXMWTmHOSvn8NGwjxqEK9joPJw9a46jcnNr/sDq3XdVzJplz7x5V3d4QmMU1hRy39r7yKzIZNX0VUS5RrXad1lCDq7UBfZK0enqf391dcu3x5L4pz1Eal3cFG4MDRrK0CDzmNBkMrErdxcbMzby2f7PmJs3lxDnEAYFDOLx3o/jIndp3wYD4eEtJ1IPFRzisX8f43TpaUaHjGb+yPkkeideU++7y0V6LnWDVtu+7WgNWlykarVaDh48yIMPPlhv+dChQ9m1a1ej++zevZu+ffuiqFO/ZNiwYbz++uukp6cTHBzM7t27GTp0aL39hg0bxqJFi9DpdEgkncPc7+hoglwTmKBGX4O3w7n6piYRlPvDrcN553QJeoUR7DSQk0i2fAuhDn5sytzEtKhp1riFCJcIfjz6I/39+iMW32A+zsmJrCycDONKyff+jaFBS63fLYnYCC57ScmfQRy1HVyocyiuCldu/vtm4uRjQXI7uJ3ii7zHGBgwsNFOIq86jwWHF/Dj0R+ZEzunXvFuN98y698CYd26qUL6+/fn3d3vWmMxurh1afa1c7dz55HER5ixbAYTwicwPHg4Y0PHXjSNfUckO1vA448rePBBDf37t4+LhqW+1tVmSc2qzOLvM3/z5s43+Xj4xx36JVdYU8jGjI0sTV7K3ry93NbttgbW3s/uvJdnVmfw+YHPWXZmGVMipxDjEUOMRwxuCrd2ann7YCexY8HYBby7610Sf0hkZPBI4jzjCHMJI9Q5lC6uXTr0722jlvx88+8UFdX8/m/CBD1nzlRckrDtzNToatiWtY1dubv44egPzO4+mx/H/9jq2a8t1u2LZddtbeoKx4gIA927G1iyxDwib6na3k1ZUlUqWL9ezNCheuztW+SrLgmBQEAf3z7WPCBag5aD+Qf57eRvxC6IpY9vH+I84whSBtHVtSvhLuHWMoSdAYPRwMGCg2zM2MimzE0cKjjEawNf48YuN17T7ruXg7u7+VnIz7/64iFaXKQWFxdjMBjw8PCot9zDw4OCgsbjiQoKCvD19W2wvWVdcHAwBQUFDB48uME2er2e4uJivL29Gz12cnLyZZ5J6xARAYqj/ggRMywolsLCQgCEIgPGb3eAMp173vmD05sHsGpJKMy5DkllL+QmFaeLTrNdvJ0IpwgAwiRh9Hfvz+wVs/ER9QLCIOM67nb4knd0O4jY+wuKSQqSy5Op0lVxNGYypPbntUP/0j3kjXrt+jLxS1Zmr+TP5AUwJBWiF+Onn8TjYTc2eg2f3PsklbpKJgdMRqqWkl+Q3+j5qrXl9db5CfyYHTqbvVl7+eHID3ye9DkxrjHNvn5J0iT+HPQnyzOX8/HOj/lwx4d83ffrBgPTjva7n8/rrwexerUTq1dL2LNnb5t/v0YjAHoCkJdXQHJyUZu3oaXJV+Xz3ZnvWJ+7ngFeA/go8SOiiW70Xmjv+6NQXcgHxz9ge+F2wh3D8VH4MM1/GtSYz6MBVQJuC7mNfcX7+Pv43yzQLCBflc9wn+HMCptFkH3QNSXObva6mesHX8/K7JWczD7J6lOrSatKQygQMjFgIkN9hhJgF3DZ16S9749rgawsb8AfjaaE5ORLi7suLW2dNjWX1r4/1AY1SzKW8G3yt4Q6hpLgmsA7Ce/QzbkbWalZrfrdAEVFEiCOigpjuz4L27fX1mDt2rWEO+7IYcmSOABcXTUt0jatNgJQkp6eQ3JybSjSG28EsWSJkrFji3jllbRLOmZrXTMXXLgn4B5mes9kR+EO0srSWJG1gvnV80mvSsdT7kmSRxKhjqEM8ByAp7zxSgxXhrls25w5uZf83BpNRjbnb+a/vP/YVrAND7kHvdx6MclrEv8X/X/Yi+1JS0lrhTZ3LFr6/tDpBAgEPcjJEXDixBnE4s41iRcREdHkulbL7nv+4MBkMl1wwNDY9ucvb84253Ohk28vNt2xlHXpa7CX1E7P2TlqqCrzhwp/Qvz2UuCkhNwekNWX0ox+VEX8SQ+fHlRQgZdnrYvbKM9RZOmyKPBbD0fCAEgKGA1rp+IzVEdEhHkq9N419+KlGkjO0m9Jfzyc7ertzI6ZXa9dMV1iSLCfzfTq7lDYjVv8Xye6kVnun479xMGygzzQ8wHcFe6NnmNI9xxSj/ri6i6r114AL7zoEtCF/9L/46mDT7HyhpVEukZe0jXs1a0XRpORcX+M47ljz/HOkHcIcQ4BzB1AR/zd6+LhUWsta+u2Go1wyy21gWC33OKKn1/7uw5dLkaT0VySafujzOw2kwNjDlwwI3R73h+l6lI+P/A5n+z7hOHBw3k85HGcZE71PBEaI33vEJLGHWe893jrsjJ1Gf9l/Mec7XOIcIngzvg78XPwI8Yj5prJiJ0QnWD922QysS9vHwuPLeSBPQ8gEUmYEzOHUOdQvO29iXKNapaloTP0H1cDDg5mTw5vbxciIi4hMLWdaa37o0pbxcGCg+zM2cn8/WZXx2XTljVZ07w18Tr3ytbpxO36LKSn11qMdTpn+veXsmlTJf/3f3Jee03XIm1TKs33npeXHxERtWOVJUvMaWtXrnRn4UJJs5N2tVX/kUBCvc8Go4EjhUfYlLmJY0XHmL91PnKRnEGBgxjgPwA3hRsBjgGEu4RjJ7n8583f30hWlpBHH7UnMPDC52kwGkgtTyWlLIWjhUdZeHwhcrGcO2Pv5N3R7+Ln6HfB/a9GWuv+8PU1kZ0tRKGIIDi4c4nUC9HiItXNzQ2RSNTAalpUVNTAumrB09Oz0e2h1qLa1DZisRhX1841IGuss5PIzvM1ORe3SlEUCIzkVefRz68fW7O2Nti3i2sXUnzWA3cDtRl6LR7QBqOB1amridd+TE61F6H7fuFZ2Y10de9Kb5/e9Y7lIvKDV7WAAO/JVQ2+673d77Hg8ALmxMzBRda0sIlMzCT1qC/VZU27JQ0NGoreqGfYr8N4ZcAr9YpmNwehQMjf0/7m9e2vM/y34dyXcB+P9Xrsko7RXkREtF8dhUOHRKxaZb457O1NnbrESU5VDretuI0aXQ0/jvuR6wKua+8mNYrOoOPzA5/z7u53iXaP5v4e9+Np59nsOqDL5g8gadzxesuc5c5MiZzChLAJbMnawoLDC6jUVpJZmckNUTfwXN/n8LTzvGYsrAKBgESfRBJ9zDP9+/L28fOxn9mfv5/symxOl5xmbNhYbo+9ne7u3XGQOrRzi69tLDHx8o6by6xNMBgNLEtexjObniHIKYgE7wSWTFlCnGdcu7WptiyLuRRdR+hCJk40D2zi4oz8+WfL+SE3Jya1Xz8Hduyo6hDXoSlEQhHxXvHWSQ2TyURGRQbr0taxPXs7pepSMisySSlLobtHd6Z3mc7w4OEEOQVdUj3R88eXjVGsKmZb9jbe3/0+RaoiIl0iiXCN4IuRX9DLp9c1805qS9zcTGRnQ1nZxev9diZaXKRKpVLi4+PZsGEDkyZNsi7fsGED119/faP79O7dm5dffhm1Wo383Btrw4YN+Pj4EBQUZN1mxYoV9fbbsGEDCQkJnSYe9ULc+vIqvn5qItMe2wDUeSkUR4H7cSq1lXjaeZJZmdnAKt3FrQt/en1hzhpsElqTC1guy8/HfybIKYgQkZANgCk3nglhE7hz1Z3su21fPSuOuQMy75+UVN+KOn//fObvn8/cuLl423tfsKaXq7fZbWbdT71JHHUSr6DG/bNGhowkxiOGeZvnsfLsSj4e8TG+Dr6NbtsYYqGYlwa8xO2xt3PT8pv489SfjPQcyQthL3ToQs7tmaBYJKr98tZIRNEWVOuq+eLAF3y6/1Nuj7md5/s93yFrzJWqS/lk3ycsPLaQAMcA7oy7Ex8Hn4taTmfOW83C10ZbP9dUND3ZIxFJrMk2wBzn+veZv4n/Lh5HqSPBymAe7/04I4NHXlODg57ePenp3dP6uVxTzlcHv+KBdQ+QU5lDoFMgIc4hjAsbx5TIKVdkXbBx6ezZY34GZLKrZ0DVXEwmE+vT1vP+3vc5XHCYQKdAFoxdwAD/Ae3dNMA8dpBITOh0AnS62sQs7UX//npmzNBdfMPLwBKTeqESNCdPili9WsyYMe2cXekSEAgEBCmDrIknLeiNelanrOafs//w4d4PKVGVEOIcQphzGOEu4YS5hBHuHE6Ycxgedh4N3hmW5Dx1jSC7c3ezI3sHx4qOcazoGDlVOXRz78YDPR5o0dJINprG3t7cj1ZVXV3XulXcfe+//37uvvtuevbsSVJSEgsWLCAvL485c+YA8Morr7Bv3z6WL18OwLRp03jrrbe47777eOKJJzhz5gwffvghTz31lPXmnjNnDl9//TXPPPMMc+bMYdeuXfzyyy988803rXEKbU5I9zxeX/FlrTi1WFLLgiB0PW4KN3RGHXqjHpVeVW9A5aZwQ2CQwksi+Gk1d9wxCjC/ZNamruXFLS9yW8xtCHPNB1dVyujj24d9efu4bcVtLJyw0Hosy2zigAH1O+NvD33L+3veZ1b3WRcVqACuvrUZfhe/P4T7P/qryW19HHx4MulJtmZtpd9P/fh72t/EeDQ/ThUgwCmAtTPWcqTwCM//+zyDFw1m8aTFHTb7Z12R2tYz1Vpt5+7Ejhcd55a/byHOM45VN6y6pORbbcnik4t5bvNzJHglcGu3W3FVuDZbCPUYfpr/FvUkN8Udk0mAT2jzY4Y97Dy4PfZ2tHoteTV55Fbl8tD6hwhVhvLl6C8JdAq83FPq1ChlSp5MepInk55Ea9ByquQUySXJ/HL8F17Z9goP9niQB3o+0N7NvCYwGmHbNrH172uJP0/9yZs730QkEPFs32cZHDgYpUzZ3s1qgEJhnrSuqWl/kdq9u6HV3pGW+D29vv4XxMUZOHSodqL71CkhY66g+olKBTNn2nHTTTqmTWsdwd0cxEIx48PHMz7cHDpSo6shpSyFs2VnOVN6hu1Z2/np6E+cKT2DWq8m0jWSOM84wl3C6W4/kNLyfsjCd/LB0V/ZX7iXIwVHCFIGMSRwCCNCRvBIr0eIdInslAktOzOOjjaR2mymTJlCSUkJ77zzDvn5+XTt2pXff/+dwEDz4CgvL4/U1FTr9kqlkiVLlvDEE08wZMgQnJ2duf/++3nggdoBQ3BwML///jvPPfccCxYswNvbm7feeqtTlZ+5GHU7YaFFpNZ4IHHNxVHqSLWuGhe5C2XqsgaDXYnaD4N9NgRug7MWkWq2oo4PH4+/oz+llWb/KlW1FIFAwF3xd/H85ufJqsjC38kfqK2Ten7g9deHv+aGLjcQ6BTYLIuVxZIKoNde3KLpIndhQvgE5CI5j/77KOtvXH/Rfc7HTmJHkm8S85Pm803ON7y+43U+Hv7xJR+nLag7MGtrkWpxswPw9OxcI0SVXsVtK27j3oR7uSv+rvZuTpNsytjEUxuf4qauNxHoFHjJL2yhyMRT3/9CQYYzb9wyG5320rtqqVhKoFMggU6BJHonsvzMcsb9MY4ds3Zc866uUpHUmiF5StQUjhQe4aH1D3Gs+BiPhjza3s276snLq+3wWqPWYkfEZDLx/ObnWXxqMd+M+Ybr/K/r0BYmOzsTFRUCVCpBu9dfvOmm1qut0VR2X/O7sXbskpt7ZZ46t9xix3//Sfj3XwnTppVffIc2wk5iR3eP7nT36N5gXYWmguPFxzlWeIzDuSd5YekdMO8smuIo7GTjeTrpaeI94ztVVuGrFYsltbN6xzVFq/nH3XHHHRw5coSCggI2bdpE//79res+//xzjhw5Um/7bt26sWrVKvLz8zl16hTPPPNMgw58wIABbN68mYKCAg4fPsztt19aDGOnwnLq1R4YZUU4SByo0lbhInehVNPQdVaiaRjvK5aY2JWzC287b8RCMQp7c0evqjIPmKUiKX4Ofnx+8HPrPpZ4A3GdMfHunN2kl6fjqfBstkuls0dtPKvB0PzbbGDgQE6VnGLe5nnN3ud8BAIBz/V5jnWp67j1n1tR6zteTb26rkVt7fprzuxrZsOGhnHHHRWTycTsf2YT5xnHnXF3tndzmuSvU39x28rbmN5lOqHOoVc0o2yJVddprsx1XSQUMSliEm4KN4b9OowSVckVHe9qI8Yjhr+n/k1OZQ53br+ToprOn+26I1NUVNsHjRvXeVwor4SnNj7F7tzd7Lp1V5Ol3ToSltJkKlX7tVNwbrI+Jqb1JjIsY526k7dQOxYaP978xy+/XJk5+b//asPSyjuORr0gTjIn+vj2YW7cXIwrPoVPTsNrGvjsOM/3fZ7BgYNtArWDYHG/1rWfkb5V6HhBXDYAMBrPvRhq3DHKi3GQOlCpqzSLVHVDkSo0notZk1ZalxXabcZgMuAodQRA7mDuhWsqFFZhNCF8Aj8c+cE6aLXMJlqTCRj1/N/2/2NC+AQcZY7Nbr+ojiVWXdP8zl0mkvFE7yf44uAX7M27/NIsznJnds/eTam6lPf3vG/NBN1RqNuctnZ3+/FHc2+WkKDvVEmTVpxdwfHi43wx6osOO8A7UXyC13e8zg1RNxDqHHrFcdESqXk2o7zQkeryK8swIxAIuLX7rQgFQp7d9CwVmoqL73QN4SB14K/JfxHoEMjTG5/mVMmp9m7SVYvFJa1PH32HTkbTUuzP28+vJ37lr8l/4SLvHJnUXV3N74ZffmmfnB9GI5hM5pujuZl1Lwdvb/MLODdXyDffSLnlFjuqq81lPQBcXMzXobJSQGrq5TXkfAE8aFD7erKUlgr4+2/xBZNFnc/u3efeZcZWKwpi4wqwTLZcbSLVdrd1UE7uCjb/oXbGJNBhL7GnVF2Ki9yFYlVxg+3tK3pQzmLo9vu5/Vz41+UzpgYMtrr2iSVG5PYa1NUyirKc8QgoI8Q5hHCXcPr81IcHez6Ir+4+wN7sKnzsZ748+CU6o47r/K+7aLKXptBUX9oMpFKmZGTwSCb/NZm5sXO5v8f9eNg1nhn6QjhKHXl14KvcseoOtmVt46bomzpMgpTz3X3bCoMBli41/x4HDnT8x99kMvHR3o9YdmYZOZU5vD/s/Q6XEKtGV8Pbu95mb95ejhUeI8k3CX9H/2Zn7r0QdbN+Pz/+bj7c8tEVHU8oEDI2dCzLzyyn27fdiHaPpp9vP8aEjiHRJ7FDJp9qSyQiCfdE3sN3Wd8xdclUhAIhIcoQenr3JMk3ib6+fXGSObV3Mzs9//1n7nvOnLk677dKbSVLk5eyL3cfe/L2UKwq5vWBr3eqe8cyeVBZ2T6zCBZvI7HY1KoTGd7e5hfw0qUSTpwwv1u++UZqFXCWWD+A4mIBISGX/h11PQcA0tLa9x02Y4Ydu3eLefVVFQ8+2DxX6lOnatu8aVPlBba00R40JwFYZ6Tjj1KvUaqspVsEkNkPYZSIE0UnmBY1jd9P/c6E8An1BpReRVPIefkZGPAWKDNgyEs4bplPzzEV9Qb13iHFpB31pTBbiUdAGUKBkNtibuNE8Qm+PfQtdqot0Hs8pwLS2bXtR6ZETMHP0e/KXq6CS1dhI0NGEu0WzX8Z/7E0eSmzu89mSOCQS64ZF+8Zz7ZbtrEqZRU/Hv2RLw9+yfiw8QQrg5kWNa3dBI8l9hfaVqTec09tltgHH9RcYMv2pUJTwQ9Hf2Bnzk5Sy1N5Z/A79PTuiVzccepVLD+znD25e9iWtQ2ZSEaMRwzX+V2Hm53bZU/onI9UUX9aNPOUBwFRhVd0zACnAO7vcT9FNUXkVOVwqOAQPx//GQ+FB6NDR+Pn6MeE8AmXNTF0NeCt8GbB2AUYTUZSylJILUtlT94e5u+fz71r7mV48HDCXcLxUHgwPHg4AU4B7d3kTsdPP5kncIqKrh6RWq4pZ1nyMg7mH2RN6hriPOMYGDCQmd1mEucZh0TUuaoQzJqlZe9ecbu5+1pEoriVR6l2duYXsEWggrmMh+X762afPnRIRGLipauAvXsbjjN+/VXCjTe2ndkrOVnIzz9LuP9+Lbt3my/q339LmiVS61qCxWITcXHXRhx5Z6KpBGCdHZtI7aCMum0Xp/eey8KZOpRKzXpK1aU4y52p1laTX52Pj4OPdXuhyAQIYOsz5gUrP2X8vBXIxSn1juviWUkacHhTONF90q3Lu7p1xc/Bj69+zQePE1SqJNzU5SZCnEMu27UyNDablMN+RPdJu6z9/Z38mdltJrtzdrMlawvv7X6PRxIfYXbM7EsaQMvEMiZFTmJixESWJS/jaNFRvjz4Jd8d+Y5Z3WYxNmxsm7tg1bWktqW77x9/1Fr3RozoeH4hJpOJgwUHeXrj09hL7JkaNZURwSM6TJZmk8nE6dLTvL/nfbZlbaOXdy/iPeMJUga1SobO8x+99+64+YqtqRbc7dxxt3Mn1jOWsWFjOZB/gKOFR9mYsZFnNj1Df7/+9PfvTx/fPvT17dvhLNitjVAgJNwlnHCXcEaEjAAgrTyNrVlbSS1LZXfubp7f/DxByiCSfJIIcwkj3jOePr59Op0gaWuSkgwsXy5k3ryOly/gUkgpS2Fz5mZ25exiVcoqBgUOoq9vX26NuZV4z/j2bt4VYamVqlK1z/e3lUhtrE7vBx/IiY01i9H+/Q188IF5+eOPK5g799KSOFVXNx7Pes89dtx4Y9sFpw4b5kBFhYAPP6w94ea6+37ySW1ehR9+aLkatTZaDqFYB/IatLp2TsXdwthEagfFP6KOtaQsmHJVFb6OvlRoKgh0CqRUXVpPpFpjWC2YhCSOqC9QASRyc6+085/uzHjq33qDYCeZE1nfvABAHhA698oGw73HHiflsN8lJU46H6FASB+/PgDEuseyJnUN7+15j1DnUNbNWHdJrrsCgYBJkZOYFDmJp5Oe5u8zf/Pn6T95auNTOMuc+X7c9/Ty6XXZbb0U2svdty4drbyw3qhnxG8jKKwp5KGeD3FH3B0dyv30YMFBpi+djgkT/f36MydmDq5y11aPj314/u98dN906+fqChn2Ti1rBRcLxfXu/VJ1KaeKT7Ezeyc/Hv2RopoiHuj5AM/1fa5Fv7ezEawMJlgZbP38wbAPOFF8gj25ezhbdpY/T/3JmdIz5izjI+d3mMmVtmDPHhE//ijliSfUBAVduFOrPOctGBfXOX3T8qrzuPWfW8moyGBQ4CASvRN5sf+L9d7JnR1L4qT2yhZqcVsUtfLcWHFx4+eXnm5+93h7G5kzR8N338kICbn0+9XPr2OUF6qoaHie+/c3TwIUFNTuO3bstZHorKOh1qvJr86nsKaQvOo8MioyOFp0lCOFR8isyKTcpwoesWOeuoYPv3IlSBlEvGc83dy7EecZR4JXQnufwmVhE6kdFLG0TkdQ405JhQZ3V2fKNGWNJk8ynicE73hzeaNxHHW3U1XJsHNsPZdPS9IX/WWUz2iMYOdggp2DUevVfLb/M97Y8QavDXzt8tomkjAlagpToqZgNBn56uBXPLHhCZZNWdYm2eraM7uvhY4mUhedWIRIIOLI7Uc6XGIko8nI/3b8j76+fenp3RN7iX2bWRZDYnIJ7JpHxglvAJZ+MpBbnl/Xqt/pInexTg6ZTCZyqnL4dN+niIViHuv1WIu5M3d25GI5CV4J9QYAZeoyPtjzATcuv5Gnkp5iTOgVFFfsRDz8sILjx0X89JOUsrILW4jUavPzbRFCnQWjycimvE28/u/rzOgygzXT13S4vqqlaH9LauPl8FqaiIjGXZnKy83fL5HAQw9p+e472SXXGD8/5nrmTC0LF3YsS9cddyjIyBCyfHl1o1blurzxhuqaSHTWHphMJqp11ZwpPUNKWQrZVdmkl6eTUpbCsaJjlKhLcJW7opQpUcqUOMuc8bD3YEjgEOzEdmz+bizbf7+OoXeuJm7SekpUJRTWFLL45GK2Z23n1YGvdspJU9tIo4NSNzsuZcHkVGcT6RvP2bKzeNh5cKb0DP38+llfkEZD/Z6je/9UGqNuzdIzB/yIHdjQ2goweMb+y2670WQkvSKdI6JdcP0flAoHXPaxGkMuljMtahpfHPyCwppCZnWfRX+//pc9WBAKhMyJmcO+vH2M+WMMAwMGMiVyCr19erfaAKS93H3r0tov/+ZSrinnm0Pf8O7ud/lz8p8datCnNWhZfGoxK86uILkkmZuib2qX5CdeQSVWkbpndXSri9S6CAQC/Bz9uD3mdhYeW8ifp/4kwiWCQKdAbul2C93cu7VZWzoDznJnXhrwEt8e/pZnNj7Du7vexcPeAxeZC339+nJ9+PVXZdmG48dr3y2VleB4gWTw6nNevgpF09t0BEwmE0tOL2FX7i7Olp7lePFxnIROfDvmW4YGDW3v5rUqEkn7xrhpz3nVtra775AheqZP1/L7742LR7G4NgNwdraQbdtE9O/fPIvq2bP1ReqNN3Y8kbp4sbk9mzaJGTWqcSup5beQXX41tWuawppCdufuJqcqh+MZx9GkaijXlFOlraJEXUJRTREl6hIECPBx8MHL3gsnqRMuchfCnMNI8E7AQeKATCRDIpQgFAgbTJIrJOYZhvVfjyYyugY/nwqOLezNgCmH8PHJJrU81SZSbbQsVutJcSQO+iCcZc4sP7ucZ5OeZXPmZrIqs6xJO4zG5rlFhidkc3BDJGAuRXM+Hv6lFGa50Pf6Iw3WNZc/T/3J6ZLT+Iqug/wkMoY+SWbFbS2aYCRIGcQDPR7gRPEJbv3nVp7v+zxz4+Ze9vFkYhmfj/qczZmb2Z+/nztW3cFd8XfxYM8HW6zNdalrPb3WLamzV8xGKVOy8oaVHc4l5ZF/H+FY0TGi3aKZ3mV6uyUTmnDPNvasjrZ+NhpbtyxDY4S7hvOg8kFOl5w2z/iWnWHEbyP4evTXjAsb17aN6eAIBULujLuTm7rexJHCI5SozbPa/6b/ywtbXmDdjHVEuka2dzNbFFdXIyUl5ptSoxHUy4p6PhZLqlzeMSbKmuLNnW+yNHkps7rPYkjgECJcIjAUGogMurp+u8awiMNLKVPSkliyCl/oPmoJBAL46isVycnCRjPei8WmepMp+/Y1X6Sef3+7uZnYuLGSwYMd8fHpWMmH6iaIOh9LbfULbWOjPhkVGaxNXcvmzM1szNhIpGukuRykBnykPrgr3PGy86KbuBt2YjsUYgVSsRSJUIJMJLvkyfqDGyKsf89/dAoRPTJJ3h9Aab4jd73/GwI6zuT/pWATqR2YR7/8jT2ru/LLGyORl/REY8zFVe6Kxqgh1DmU3OrcWpHazLjPftcfYdW3faguV6Cuqa9STCYozDInEBJLLi9WqERVwoH8Azzf73myD0dxaNdUHKIOciD/QItnwfRz9MPP0Q+FWMHH+z5mVvdZV1T2QywUMzRoKEODhtLfrz8PrHuAyZGT8Xf0b8FWm+kI7r6tPUPdHFacXcH+vP0k35WMTNyxpmm3ZG5h8cnF3N/jfoKUQe3aFie3Gt5aM5+nR90HQEmuEne/tq8ILxFJ6OZRazkNcQrhnjX38Nbgt5gWNa1Fyu5cTThIHejr19f6+baY2/jl+C+MXzyeJ5OeZEL4BLztvduxhS1H3X4sIcGRTz+tYeLEhgrHYKjNpHox98L2wGQycbbsLEuTl/L9ke/ZcPMGfB18reuTi5LbsXVtR3uXtCgrMw+qnZ3b5gXp6dn491gmc++/X8Nnn8maFaObnCxk2jR7oqLqXzxHR5O1NvnllPYpKwNn50vejRUr6r/sExL0FBQIyc6uHTc2yGtSB5sltRaTyUSFtoKcqhxyq3LJrsomtyqXnMoccqtzya40f9ab9PTw6oGfgx8P9XwIJ5kTUpGU/IJ8vDxb3qJZnONc73N2snlCPXl/ALv+iSH29hb/yjah42QlsdEAgQCcPaoAMJWEUKIqwcPOg8KaQtwV7vXqpZ7v7tsUQpGJfuespFpVfZF6ZEuY9W+x5NJn+fRGPQuOLGB48HDsJfZI5ebssYrTs9mZsxOt4dKy4jWXnt490Rl1vLv73RY7ZpJvEiNDRnLrP7diMLb8Wzo5udZV41q1pC4/s5ynNjzFF6O+6HAC9dtD33L3mruZEjUFD0XHKMUis6vNxlzXbb896erelSmRU3hv93tMWzqtvZvTKbg5+mYWjF3Antw9DPx5IEcLj7Z3k5pk/34Rffo4sHnzxe+3uqVKKisFzJ5t3+h227bVHsvBoWNZZn48+iMxC2IYv3g82ZXZ/Dbxt3oC9VqivS2plphQpbJt7pG331YxYICe116rH4RreU9aXH6rqi4+1urVy5H0dCFr19a+ZB9/XI2fnwkHc9l6qqoElzQB8N57MoKDlfz9d63gTEsTcOLExYfxt9xS/1ncsKGan3+urresuv7HelgsqVJpx3peWxuTyWTuB078xgPrHmDooqEEfR5E12+6cuOyG3l1+6v8deovjhQcQWvQEuwUzPDg4dwZfyePJj7KuLBxJPok4m7n3uYTuDpN7X2y+N1RbfrdLUkHsKXYuBB2SnOHqS8KoVRdioedB6XqUtzt3DlVcsq6XXMtqQBiuyro8Q1VFXH1lp/eW2vpvFRLarGqmBVnV+Asc2ZI4BAA5OcG1eqUngQ4BXCo4FCrZM+Vi+XcEHUDXx78kluib2mRYwoFQl4f+Dpj/xjLe3ve48GeD6IQt1wA1YoVtS8vk0kAtH3nr26n6g9ZlVksS17GvM3z+H3i79byHu2NyWRib95efj/5O98c+oaHej5EsDK4Q8XI+oYVknPWA72+48wvJnglEOMRwyvbXmHQz4N4ecDLDPAfYCvDcgEG+A9ggP8Afjz6IyN/G8n48PHM6DKDRJ/EVilldLncdJMd+flCrr/e4YLJkIzGWhfei3HrrbUZ2b282n/Qe7rkNH+d/osVZ1eg0qv4ecLPxHrEdqjnvj0Qicy/jU7XPtfBIlLbypIaFGTin3/MSu3sWSHffWeeOLWIdYvbcVPZgC/ETTdpeeEFc5JKgcCcMEylEqBWg33jczkNePVVs9vBs88qmDDBnB47Pt6cHyErq9wqfhtj0CA9mzaZTyQ5uQKAbt3qGyIuVA/XYkntiJ4PLUVWZRZbMreQW5XLocJDHCs6RkZFBg4SB2sOhj4+fRgZPBI7iR1iodj6ryNUIZj+5L/8/s4w62ddCyUsbW+ujrO4irGUmtAVhFCmKSPSNZIyTRmBToFsq9lm3a65llSAmoB/wOcDTu/7pN5yN9/aQYhE3rwamkU1RXyy/xMMRgNd3bsyq+ss68tdZmfu2coKHJnhPYaFyV+j1qu5LuC6Zre1uYQ4hxDjEUPfn/pyS8gtvBPxzhUfUygQ8uGwD3n030f5dN+nPN3nae7vcX8LtLY+bWlJlclM1lnR0NC2j4lZfmY5j6x/hOsCrmPDzRs6TC3B7Mpsblh6A5XaSiJdI3kq6SncFG4dbqAqOufhYNB1DEuqBbFQzIv9XmRd2joe/+9xStWlfDriU8aF22JVL8St3W9lQvgEPtv/GR/t+4iD+QeZFDmJtwe/jVzc/iPC5pYfeeWVhm3t1q3xic6ysvYf0BmMBtamreWrg19xtOgoN0TdwBsD36CfX79rrh5wU3QUd9+2sqTWpX9/A999Z/7bkmAwPt58IbZuvfRh8/nnIJebRep330mJizNw3XXNv8hZWUKyswVWt2GA0lLBBb0SIiMNbNok5q23VHh4mLeTSODQoQquu86RigrBBS3mJSVtEx/cFqj0KnKrcjlVcop/0/5lU+YmsiqzkIvldHXrirPMGXeFO+NCx+EkdUIikrRpNv/LJSQm54LrtZr273cvB5tI7eDYOZktqVXpXdCpS1HKlGRUZOBl70VedR4mkwmBQNBsS6par+akeDHsuoOCgK8xmeZYB+Jye7OotHNUI5VdvNNMKUvhh6M/MDJ4ZL1Mw9a21ylv46JJ4JHER/h438d42nsS5RrVrPZeCtOipjEoYBBf7P+C0pWlfDn6yyvuWLq4dWHV9FWklqUy85+ZrE1dy1ejv7qiLGnni9K2yu5rNNa67ezaVdnms6LfHf6ON3a+wV+T/yLeK75tv/wCbM7czJ2r7mRQwCCiPaJxljm3d5OaRCw2P5cGfcd7YUpEEsaGjQXgZNFJ7l5zN0+VPcW9CffarKoXwEXuwrx+8wBzfdrH/n2MgT8P5O0hbzMwYGC7ztI3ZwLNZIKPPmrort9YeZm6xwsIaPtJsqzKLBafXMxnBz7D39Gfu+LuYlHkog4xIdDR6Cjuvm1lSa1LXbdWi7tvTIz5fs3KEl40cV1wsIG0tNo++nyRqlBAaSnMm2f2zrpYyabz6dbNicWLa/1zL/ac6s7ZHM4P8QkKMjFxoo6ffpI2+jsbDDBvnpy9e803Q3s8s1dCVmUWhwsOc7bsLFsyt3Cg4ADlmnI8FB542XsR5hzGuLBxOEgdkIqkOEgcOoRV9HK4mPdjUb4MQtqoMS2ITaR2cKTycz2HWolBL8JeYk9BTQH2EntkItm52klupB69eNyMxqDhp2M/4evoRf6KzzHeF0NyabI1y6Rl4Bs/9PRFj5VZkcmCwwu4Ofpmot2jG92mbgydQGjCw86DGV1msCx5GU/2frJVrFQedh7MDpvN75m/8+HeD3m89+MtctwQ5xA23byJ/9v2f9y95m7+mvzXZXdm06bZ1fvcVpbUNWtqH/e2nBGt1lXzxH9PsDdvL6tvWE2YS9jFd2oDUspSmLd5Hvvy9jEhfALhLuEdfrAqOvci0us69ou0i3sXHuz5IF8e+pLvjnzHW4PfYmTIyPZuVofHRe7CgrEL+OfsPzyx4QnkIjl3xt3JzG4z22Umvzl9U1N1NM9PDpeSIuTYsdr7duHCCwTBtSAmk4ndubv5/MDnbMrcxKiQUSybsqzJ95YNM+0tUi2xy+1hSa2bIMgi7EQiswVUrTa76drZNb4vNHSRPl9oX05W67peUABz59Y2YP58GXPmaImKalxEWtrTWNk5yzKdzhwju3u3iF69DIjFsHy5hM8/r70YPj4dz5JqMpko05SRW5XL2bKzHCk8wsnikxwuOEy5tpww5zA87Dzwc/Qj1iMWB6kDEpEEiVByVSX6k0gvLFJTTjlCnzZqTAtiE6kdnFodJ0CpjUJv1FOkKkKlVxHlGsXRoqMc/+CDJvev1FRytOgomZWZHCs6RoRLBDd2vZHDIjBseJlf/e9nRpfpRLlFYTgX5yYSN+zoyjXlpJWnkVedx6mSU+RX5zO9y/SLvui9gorJT3ezWnqj3aP55+w//HX6LwYFDMLdzv2yrsuFkIlkTO8ynff3vE+pupSxYWPp69v3ikWxWCjmxf4vMmXJFEb9NooJ4RPo4d2Dfn79Lkmw/vtv/enMtrKk1o2lkbZB36zRa1iSvIQP9nxArEcs62asa/f6kCaTif3F+/mt8De+P/I9AwMGcnf83TjLnTvFDKpltrQjWlLPx8veiyd6PcG+/H3cvfpuhgUPY1LEJIYHD+/wkwHtiUAgYEL4BMaHjWdd2jo+2PMB3x7+lokRExkcOJgeXj3azA29OSK1qSyldetrrlghZubM+sF3QUGt1/GllaexPm09e/L2cKTwCDW6Gu6Jv4dPRnxiLgNh46JYxEt71Ek9eVLIhg3m92R7WFLrWhzrWkwVCrNIVakE2Nk13S7teTkiz58UPj/5kkZz8cy5crl5OwsWSzPAF1/I+OYbKUVFFY3u25QlFepPRvTv78DJkyIef1zNCy9oOH1a2Oi2rU25ppwKTQUV2goqtZWUqkspVZdaa4pmVGSQU5VDTlUOedV5yEQy3BRuuMnd8HX0xU3uxuTIyThJnXCUOSIWXv1Sx8GlBjffsgZZfi1UVXROb6ar/5e7Chh2y17+/TkRB1W0ueyMYwBp5WlEuEZwsvgkp/Y0Xh5Da9Ay/8B8PO08CXUOpV9cP2s5FbmdlupjMxjps4HfTv7GmNAxLPn4YQCEwvodakZFBl8f+pogpyA87TwZETyCMOewZs1CCc8lXzCdE6lCgZC74+9mS+YWPt73Mc/3fb5VMrsGOgVyf8L97M3by6ITi3ii1xPc2+PeKz6uWChmyeQl/H3mb7bnbOebtd8wo+sMnu/7/GUfs60sqXVftpZC7a3JvC3zOJh/kJcHvMzokNEdIr5zWfIynj/wPH38+3Bz9M34O/p3qtnU2pjUji+owSy4Er0TCXcOZ2fOTuZtmccvx3/hl+t/ae+mdXgEAgEjQ0YyPHg469LWsTFjI3NXzWV82HheG/ham7ShOX3T9u2NDyPqWlLfeKPhpISyhfNDaQ1adubs5MejP7IhYwMjgkcwwH8Ac2Pm0tO7Z4ePKetotGdM6oEDtb+VYzvMKViSRkFdQ4HZelpaam7fddfpGwhLoxEmTIihsLB+/1xaWv/dV1BQf311teCiNUjN47Km36EXmkywWMMvJFILCwWcPGm+7u+9J+eFFzQkJ9e2c+TI5uUpuRDVumoKqgso05RRqi4ltyqXvOo8cqtyya3OJbcql6zKLCq1lThJncxVIkRS7CR25n9i8//2EnviPOLo69cXB4kDEqEEsVCMTCS7Zp9zscTIswt/4omhD9Zb3nvMcXaviqayvHPKvc7Z6msMi2tf+vY++HVbRJBTEJkVmbipktiftwhEWjDUHWibOFRwiPVp6/Fx8GFWt1kNBIJUoae6HEr+m8O4MTr+y1gDsnLQKMk85YnJZCK9Ip0tmVs4VXKK6V2mE+sZe8ltF5wTvHVrcLnIXbg+4npKNaUsO7OMaVHTWsWK5evoy/WO1xPvFc/rO17H096TqVFTr/i4IqGISZGTmBQ5icd7Pc6I30aQU5nD6wNfvyxL4RtvyHnhBbU1oUFrUVektqYlVWvQ8sSGJ1iXuo5tM7fhqnBtvS9rJiq9ipe2vsTPx35mkv8kegW3fJbptsASk1pWeIFUjh0QZ7kzo0NHMzhwMG/teoshvwzh0d6PMjJ4pM2qehGEAiGjQkYxKmQUT/R+gvGLx7P+x/Xc0u0WhgcPp4trl1abAGqOSN2xw1Lz1MSiRTV8+KGMTZvEVnFTWQnHj9cfOP7wQzUt0WSTycS+vH18f/R7lp5eSqAykGmR0/hg2Ac2i+kV0h7uviYT/PGHxFpHFyApqe39jWNjzZOBnp611n6NXoPA9zSYBEy7uQujhir47df6vu6pqULy8hpOuvftW6v09UY9N83NZtHWfeB5FCQ1bMxIZJh9D5ykTpf9LAcHGzhwQIRMZiI6ur6XgkXANjY5bRGuR47UXvOuXQ0cOVJbR/XBBzU8++yFywFY6oeWqkspUZVwsuQkKWUppJenk1KWQmp5KtW6atwUblbBqZQpcZY54yRzws/Bj1BlKHKxHHuJvTVrrlQkRSQQdYhJ7o6OWaj+yL51Uaz9IQmoTYhqs6TaaDVkinMzWLkJZFa8zZDAIRwqPETesokQ/iskfQTbnwTfvTDiSZBVsDollzFhY+ju3r3Rh7s0z5y6fO0PSQTv8yXkkdNk35MAmf3I9czi1e1HEAlE9PPrx5SoKdhLmpknHTCajORV5VGmKaMy/nXw9kJvCGiw3Q1RN/D1oa/58uCXjA8bT4BTw21agkCnQObEzOGRfx/hiwNfMLPbTG6KvqlFLGhe9l5svnkzr2x7hdgFsfT26c2Y0DFM7zq92YOkH3+UkpUl4K+/agD46ScJHh4mRo7Uc/SokK5djS1S03TdutrHvSVFqslk4mTJSTZlbGL5meUcKjjEkMAh7Jm9Bwdp+4ip1LJUduXuYm3qWtLK0zhWdIxE70QeTnwYXcWVzwi3F5baZ4vfH4rcXkviyFMX2aNjIRfLmdd3HluztvLG9je4f+39dHfvToBTAJMiJuHv6E+ka6RNuDaBm8KNbTO3sTVrK0tOL+GGpTegN+qJcInAQerAyOCRhLmE4W3vTahzaJu4uVlKzzz0kIYhQ/QEBBhJTHS0ipu6VjELo0ZduvCo0dWQUpbC6ZLTLDuzjBJVCWdKz6CQKJjVbRYH5xxslfCRaxWx2ASO2aiFEqBt6livXCnmrrtqYy0nTNDVy2Lb2mj0GjIqMsitzuWe37ZxovwA4xeb77vCmkIYGAAaCThlskakI/47PwIdA3GUOTIubBzSyghwDQKxBhQlfPJdKktO/MPrGcVUnqnkdMlpqnRVSPycoE885PYAnT0v7X6SB7bmoDVocZY7E+gUiIvchRBlCP39+yMVSdEEuIBSAXoZGCVgEoLAaDZSiLSkibQMmamEigDyzsiRy2qfO4u7b113XZ1BR35NPiUCE3gZWXNECz4CQMCJUgHXTTeCRAWhasLGlLA2S4XaoKZUXcqhgkMU1RRRrimnTFNGibqEck05MpEMpUyJo9QRDzsP3ORuOEod6e3Tm+FBw1FIFPUsnp0hxKaz4RVUypi5OxEITXgFllJdbn6X2kSqjVbjuimHzbMiVT7U6GpwkjlRqa0kyr8GFi2HO5LAvgB6fAv5sbD+LR6/5VCjAxStQcvJ4pMw9WYQq2DZAtKOBvBw5FS2/l8idFmCU/VQ5kxMxsveq1mzVyaTiSJVEanlqaSVp3Gi+ARiodhcwkM0HCJXsK5Uyh2m6+sdz05ix30J97EjZwdfHPyC68OvJ8k3qUWvnYUwlzCe7/M8R4uO8tn+z3hr11v8PP5nErwTrvjYznJnPhj2Ac/1fY6dOTtZeGwhr25/lRf6vdBArN58c+PZFnbvNv9WR48KefBB8zbPPqvmf/+T4+Nj5MSJyitu559/1ipT0RV4xFis7KdKTrEzeyerUlZRqa2kh3cPHuz5IH18++Aid7ni9jaXUnUp6RXpZFRksD1rO3ty95BWkUZXt64EOAbQy7sX48LGoRArsJPYkV+V32Zta2mO76xNz7fqm76dTqSC2RNhUOAgrgu4jvyqfPJr8smtyuWNHW9QpimjRldDrEcsE8InEOUWRaBTIH4OftesG9f5CAVCBgYMZGDAQOuzmF6eTmFNIStTVvLHqT/IrcpFpVfR1a0rPb17EuMRg5+DH572nvjY+zQ723LdRC1NYYmp9/c3/2HpWyzWm8b6motlFtcZdGRVZpFbnWvtY04Un8Df0Z9g52CGBQ0j0iUSP0c/wl3Cm3UuNhrHknimqKaI7KpsDuQfYFPmJg4XHIG7RZSL1cQtcCHAMYDRYaOJcY/B39EfT3vPFrNWFxUJ2L1bxP799W+WqKjW8TWu0FRQWFNIoaqQjIoMdmTvYEf2DjIqMnBVuKKUKQlwDCDE1RexUEwvr144yh35/uE7yThuDplCpGXcX4+h0qso05TxxYEvKKvUwUwNGGSgcuX702qCXIJwkYciFogZETQCqVhKcbo3n/7fPdb2zL4nBDuPPNR6NTW6Giq0FWgNWk6XnuZQwSFUKgE1sc4gVpsFsFBnFqgmIXYKATXlDmCQgLwMnLLw+6IIDzt3AhwDcJI5keLdBwY48GHeNt76OYP8mnxKVeZqEcU4wRSF2RtPYKK2ZrsAdArQy1mYXo0kS4hIIEImluFt702AUwARogikIilysRy5SG7to0VCETKR7JqIBe2ICAQw5vZdAOz/NwIHl+pmVezoiNjuoE6AwsEcLS/U26M2qHGQOFClrTJn+iwJh90PQMwvhO5cSsqmgfS9/kiDzqFSW8nKsys5UHCAQMdAyLsdfPfBw6Gw+iNMRiFkDICMATj1yMTb4cKiKLMikzOlZ8itziWlLAWdUUeocyjBymAG+A/A18GcbfjDL2+gItmBwhcSWHRiEdO7TK/XNolIwsCAgUS5RvHFwS8o05QxInhEq8ywySVyEn0SSfRJZFvWNiYvmUwf3z68NvC1FhnoeNh5MCF8AhPCJ3C08Civbn+VV7e/ysxuM7kz7k4CnYJYufLc4FBggITvzJMLZ0dirIgHIDe39rz/9z95g2XtSVp5Gt8d/o5/zv5Dta6abu7d6OrWlfeHvU9Pr56tElvcFMeLjvPnqT/ZmLGRU6Wn8LLzwkXuQqBTIAleCYwJG4OLzOWqFjbFuS0c1NfGCAVCfBx98HH0sZYkMpqMpJalUlhTyG8nf6NMbZ6lN2Eixj2G6yOuZ0TwiFbzuuhsCAQCgpXBBCuDAZjWZZp1XXJJMmnlaWzJ2sJvJ34jtzqXguoCKrWVhDqH0sOrB719ezMkcMhlldTas0eEwVCbzMUiPC3xfOnpQsrLYdeuiw8z8qrz2Ja1jQ0ZG9ids5vsqmzcFG5423sT5xnHvH7zSPBKwEnmdMnttFGfMnUZq1JWsSlzE4cKDpFVmQWAUqbEReaCj4MPIcoQenv15u1xb4LAyJAfnsWgyOOf5H/45dgvlKhLKFOX4SRzItQ5lFiPWBK8Eujn148gZeM5MprCZILwcPPv6uRU32pq33wHrkbJrMhkS9YWsiqz2Ju7l8zKTLIrs9EZdbjIXXCSOuEsd8bLzovhwcNxkbmgkCiajG2UK+q40RqkfDbxU97b8DEisYmBAQM5e9ibTz6eAcCgGXuZ3G1bg2MAuERpeGXJN3x03w2U5Cox6IXWuMu64TGWfvHduTfC6caf0Vs/WMwXj06rt+yuzxagCD5GuaYcrUHLrqoKUGjwEAcTGhBsje2UiCQ8P/S5i17HGbe/a7N8dlJ6DEsmZvDxc+F6rWMEak1sIrUTIJYaEEv16GtcUOlV2EvsqdZVYzyXjZeNr8DGV7j1z2/Ju76Y8Phs675HC4+yPXs76RXp9PbpzfN9n8dR6sjao71Y+fXTEPIf3HADe8/Mte4jaqLeUrWumvVp6zlZchKVTkWsRyxBTkEMChiEr4Nvo1ZXodAEGicmO77ImpqXWZ2ymvHh4xts52XvxcM9H+abw99gNBkZEzrmCq/ahenv359E70RWp65m8C+D+X3i7/Tz79dix+/u0Z3fJv5GZkUm8w/MZ+ivQ/nfwLeAuWZhOnM0UhzQpifA5FmoxHo2ZrxLTc3wRo93sbpsrUmpupRXt73K0uSlzOo2i2/HfEucZ1ybx4iYTCY2Z23m7Z1vc6rkFP38+pHglcD4sPHYSewQC8VXtSi9FhAKhIS5hBHmEkYfvz6YTCZ0Rh351flkVWbx24nfeHHriwwOGMwrA17pMOWMOiIRrhFEuEYwImREveXFqmJSy1LZmrWV1SmreXrj0/Tx7cPMbjMZFTKqWWEQeXkCRoxwQCIxWfslS+KXui6F113nSEZGbceVlKTnzTfVlKhK2Jmzk02Zm1iXto4SVQl9/foyOHAwd8ffTZBTkE2QXiEmk4mCmgLSytPYm7eXdWnrSC9PJ786nzjPOIKUQQwNHIpSpkQmliEXyxEJROdNcAvAJCJr7Q2Mv3s7Pb17Aua4Sp1BR2FNIaWaUtLK0zhYcJCnNj6FndiOQKdABgUOIskniSBlEIFOgU268Ofk1L5HKirqv1Ps7S/s6qs36smqzCKjIoOMigxSy1I5WHCQguoCaxWE7h7dcZQ64ufoR4RrBEqpEplIhkxstvRdSryjVtNwyHx8Rwgx16WY26OpfXa69cm44LGU7tVIZWa3d+MFsrUbjZDVhEAFcPVspJST1hlRQQ+85Trc/cr56Q9zUsyk+75G6VJTb1NH12oqSy48G2Crc22jvbCJ1E6CXmv+qRRCB3RGHSq9Cp2+tgMfPnMPzp5VOHtWWZfty9vHP2f/YXzYeKZGTcVN4WZdJxKdmxFMHQprPmCTy6vAW4CgXlFgrUFLibqEzIpMVqaspKtbV27qehO+Dr7NcuWwJE4S48DcmLn8b+f/6OfXr9FkOs5yZ+6Mu5O3dr5FglcC3vbel3KJLhmZWMbEiIl42Xsxa8UsNty0gUCnwBb9jgCnAP436H9MjJjILctvgUgviPybaOd4Kn75mqxMEWBC0v0f7vC9nSnaP0DYHwJ2gEkATtlgErDkmJAeARH4OvhescXy3XebKGxYh7zqPA7mH2R37m5+OvYT48PGs+WWLfg5+l3Rd18KRpORk8UnOVRwiIMFB9mWtY0qbRWDAwczLGhYpykbY+PyEQgESEVSApwCCHAKoK9fX8rUZWzN2sqQRUOI8YhhatRUenj3oJtbN9tgqhm4KdxwU7iR6JMImMs9rE5Zzaf7PuXBdQ8yKnQUCZ4J+NoHgE8XsM8Ho4SC6iA87DwQCAQ88ogCqF8P0mQykVmRyb7CVOidDpjI0NmDxA9MIvzjj9JzdjKPnthOyo4UEr0T6evXlx/G/UA39262Z/ky0Rl0pJabvQ+OFx8nvzqflLIUtmdvR61X42XvhZe9FxEuEcR5xqGUKrGXmuusNxc3n/J6n8VCMWKhmEBlIIEEEucZB5jHC3lVeZRry9mTs4c1qWsorimmSFVEqEsogwIGEegUaH6eHc3/8vM963+ZwAiyCpBWIvLLZkN6njVOtFhVTKm6lLzqPNLL08mrzsNF7oKnnSeucldcFa4EOQUR5RqFndgOe6k9jtKWK0GS1kg9+tJ8R755djwuXpVE9swEzMIvMjHzoscTnhuHWcr/NUb5RZLkuXhV8vD83/novunWZalHfFm9wFwU84Yn/rUud3Rp+O6/74MlvDV7ZoPlobHZ2CtV3Pj0vw3W2bDRVthEaidDXB5FQU0BzhIP8qpyARh7x3ZGzt5j3cZkMmf3XXJ6Cff1uM/qeluXerVQD9+CZvrzEP0nHJ9G/OBk9EY9GzM2sjZ1LU4yJ7ztvZneZTpd3bpeUnstYthoFOAoc2RgwEC+OvQVTyc93ejspVKmZHToaD7Z9wkv9HuhTRKo9PHtQ05VDkk/JrFgzALGhLW8FbePbx/evu4j5ia/DnoFN/p8xbdCy/kLEJ4xl5W45+d74LlUKI4yJ0io9AW9nC8PFpGz+zTFqmJzEoLg4QwKGER3j+7NHty5uxspKhIycWLjiYMqNBWsTFnJd4e/43TpaWI9Yunl04ulU5bSzb1bC12JC2MwGtidu5s1qWv44+QfiIQiQpQh+Nj7MDRwqDVeyJbp79rFWe7M+PDxjAgewf78/Sw+tZj397xPUU0RXdy60Me3D2NCx9DXr2+nKi/UXihlSmZ0ncGMrjPIrcpl5dmVnCw5yarTG2BSDlR7gkhD34Un0Og1xHjGsEM7BHr5gusZqPIGuyLmFfyJ9tdqAh3CwCPenNhFWolAmYNJqCGuVxTe9oG8ct0r9Pfrb4tXuwwqNBWkladxsuQk+/P2sz9/P0cKj+Aqd8VR5oivvS/2Entc5C7cEn0LSpkSuVh+2c9Bj+Gn2L8+CmEjtdMbQyqSEqg0T/TGeMQA5slGS9Kr3KpcTpWcolxTTqm6lGJVMQadCGbHg1Bvjov0PAaSGtA48XGuDGWZA85yZxwkDthL7FGIFXR160pvn97YS+ytmWDb4n6yXI+6ZJ7y5OhWs0dHUHQeAOHxWc06nmUcdiGRKhBe2JoslhoIicnlwy0f8fZtN5Nz1sMqUIF67RWKGh7LJ7SYu95Zysqv+zJz3lo+eXAa1eUKRs3ZRVQzhLYNG62J7S3RyZDU+FNYUUnJlumUqA8B0+q9QEwmE58f/JxSVSl3xd/VqEAFEInruPSaRPR0GMua2IVwfBq+Pffx2vZ38bL34tm+z15REhxrCZpzdVJHhYxiZ85O8mvym7SUDgwYSHJpMgcLDtLHt0+j27Q0UyKnEKoM5eF/H2ZUyCiEreBbO9x/PHx7CwDOPWsQCGpfGCYTTAq5kXs+vRsUJaCqb2nWndVzdEM1VdoqNmRsYEP6Br4/8j0V2greGvQWU6KmXPT7VSqzsFMoGr6oThSfYPzi8SR6J3Jfj/sYFzauzQeR6eXpTPprEhKhhCi3KG6IugF3O3dkIpnNQnYOociA0WBzaQazJ0Rfv770pS8mk4lKbSWp5amklKXw6L+PkleTx+iQ0Tyc+LDV0mPjwvg4+DA3zhz6MWaMPeww9wFOTibOZlRQpi7jQP4Bpv+5C533QSiOBId80Drw86TvifWIpbxcQPB9tfHSlt7m5fsqiYhontixYcZoMrIjewe/nviVTZmbKKwpxMveC297b/wd/UnwTGBE0AgcZA6IBWah1pITeBavqqxTniSNPXFZxxAKhDhIHRqUsDOajOiNev7+OZgtm13BKDYnBSqOgLIQRt/1L0MS9yEWdJwwjrC47AYidc/qaOvff34wGACJvHnZq4XNEKmWsVNT1P25J9y7jS+fmFRv/dmD5kRP0x77r8ljRPdJJ7pPOgDP/PQTuSluRPZsntC2YaM1sYnUTkL3AWc5ujUMpdJEVbUJ0gZD3I9AHdddILk0mQpNBc/2ffaCFrbzZ0YDJXEQ8DIAu4s2E+sR2yzhczEsM3f56S50TUpHIBDQ1a0rJ4pPXNCdt7t7d5JLk9tMpII5ScHiU4vZk7enVbIMn19su+7LRaMRsGrVOSGmcmXXLnPiqqQkc/bEAwfMj6qD1MGanAngYP5BJv01iaFBQ/nhS0++/lrGjBlaHnpIg7JOXh2TCWrOhaIoFPXbVaYu49lNz/JYr8e4v8f9LXS2l0ZGRQZPbXyKWI9Yevv2xk5sZ7OWNsKDn/xZz63LhhmBQICTzIk4zzirIC1VlbI9ZzsTFk/ghX4vcHO3my+plFZbk5cnYPt2MZMm6dot/rwuO3bUDg8sJSyc5c4MCRqCYvtEdHXiB994Q0WcpxZoOnO4VNp2pUQ6M9W6ag4VHDJ7CZxcTKW2kl4+vZgSOQVnmTMKiQKJUNIm7tG7V5kF2Ja/4pn66KYWPbalBuaWr2+ot/y6KQe5buoPeAaW0Valb5pLdcWFPbtUVeb10maKVInUvJ1W3fQkrEXAuvmWEd03jeT9/oy4dQ8/vTKG4TP31NtW6dZIfOo5XLyaVyHA0UWFo02g2ugg2ERqJ8HVuwIAoVGBzqSBsmBwN89sCsQaThWfIqMyg8MFhxngP+CiLzDxeSJVZnQ1py8fOo89+dt5KPHBFmm3UGj+nqWfDKLv+GPI7HR0de/KijMrSPJJwk7SeEkWHwcfVqasJK08zZq5si0IdArkzZ1v8vKAl1vc+nJ+UfTzB6Jz5tReCx8fI07NyBsS7xXPtKhpTF4ymRObZ6AOkPDeJgUfrnPh3z98CFYG4yx3RqMBk0mAUGjCgJa00kx25e5idcpqNmVuYmzoWObGzr34F7YAar2alLIUkkuTOVN6ho0ZGzladJRe3r2I94zv0EKivQmJyeXVZV/zwsQ7AchNccMntLidW9UxcVG4MC5sHNFu0cw/MJ8Xtr5AV9eu9PHrQ2+f3nR3746Pg0+71fI9n4cfVrBmjYS0NDWPPaZp7+YgEpkwGMxCVFcnQqCsrGGCmy5dat8n4iZGFUqlTaQajAZryaWcqhxyqnKsf9ddFqoMJVAZSE/vntY6nO0RsxvZM4PT+8zuu1WlChwaiWm8EtQ1DcXZiFv34ORW08jW7Y9eWzsD8+zCH/nfzFsb3c5SkeFiOJ5LYvTbO8N46Y/vGt3GYkkVikxMfaR2oqBLrwzsnNT1tvUOKa7nktytfwrHtoUC4FInX4kNG50Fm0jtJFgskkKDAo2+GvLiwTkdJDVsVcxDcTaXCJcIEr0TSfK5uBWwnrsvgFGMaMVXGBwzmBQ2/bJKEjT+PbWDl+oKOTI7HdFu0RwtPMr3R7/nvoT7Gt0v0CmQMaFj+PrQ1zzQ4wF8HHxapD0X48auN5pF2x9jmT9yPhMjJrbYsc8XqRcyFDaWet9kanyft4e8zZLTS5i79Ci41QAmDHZF3L4smXxdCnKxnKrsILjVBaNYReRXx3GWOxPjEcPokNG8P/R93O3cr+jcGrbVxJnSM+zP3092ZTY5VTlWYVpQU4Cvgy/e9t64yF2IcIlgaOBQnGROHcatqyPj6Fo7gPvj/SE89OnidmxNxyfEOYSHEx+mUlNJalmqtS5iXnUeZeoyApwC8LH3wdfR11yPtUZEnDCOJJ+kFn8uLsSaNeYB+/r14g4hUi0CFcxeIJb+p66F1UJSUm3n1phIDQsz4OzcGq3sWBhNRnbl7DLHX1bnkleVZ/0/pyqHQlUhzjJn3BRuOMuccZA64CBxQClXEuMRQ0/vnjhJnczZduvUnWwvBkw5ZBWpi94czp1v/d2ixy8rqJ0gem35V9g7qy74Xmxv6o5nvIJKm9yuW7+U5h1PYj5eaV7TM9IWkXr+mM1eqW6wrVBk4taXVnPrS6sBUFVJ+fuLAXgGlOIbXtSsNtmw0ZGwidROgqVzFBrlaA06c1KKCj/o8Q1aSQHPJj5ySS+082cqjQYhgqMzQSsm/oVPgZYp/CuW1h7HdG4iXSwUM73LdF7c8iJ5VXl4OzTu9tvHtw81uhqWnVnGXXF3tclMspPMiQnhE/B39OfpjU8T6hxqTQBxpVzMkmrBx8dodZm74w4N33xjdnlatEjCzTc3THokFAiZGjWVdzNmc+JE7T2Q8jtkZJSRW5VH0vAqc6yrTsH2/3NvMlb5ckkrT2N/3n725e8jrTyNY0XHqNHVEO4SjlKmxEHiQKhzqLXWoRAhMrHMltjmCtGpG+/CC7OULP10IKPn7CQgqrCNW9UxcZQ5EutVGxdnMBqo0lWRX5VPtb6aGl0NJ4tPkl+ez+qC1ZwpO0O0WzQxHjF0c+9GtHs00W7ROMudW7WdTbnLtiXn91UABoNZgKam1u+4Pvuspt6kWmPt79u3cxaSb4xKXSVbs7aSW5VLXrVZfGZXZnOm9AzZVdl4KDzwdvDGSeqEg9QBd4U7gY6BVkFqyVgtEUraXYRejLqi7Nj20BY/vqX0ikdAaYtbaVuD66Ye5PS+APqMOwbAwBsOsPmPhAbbuXo3z7V2wORD7F3TFTvHhoLTgsXdt7GkRxdD4aBl+hNNx6LasNHRsYnUToIlVbnAoECrPydUVG4w4ilGR9x8yS+7sPgsHFxqqCo1u5gaDAJMRvMU5sWyyV0KprpexabaKVKxUMzYsLEsSV7CvQn3Nrn/AP8B7MrZxemS03Rx69Ji7boY8Z7xZFdmc/Pymzky98gVHctgMBe+d3Ssva69ehmanDEeP75WiL77rtoqUu+7z46bby5vfCewCtR+/fRs325+tAMDnVm3Tgw55hnrm2/W4utw5YOBal012ZXZHMg/wP9t+z/UejURrhH4OPjgaedJeHg47gp3HGWOV/xdNpom81TjHg8/vDiWrGRPTu0J5N1/P2vjVnUOREIRSpkSpUxZb3l+QT5enl6UqcvIrMykWFXMktNL+OLgF+RU5tDVrSv3JtxLlFsUIcqQFncXVjc9Xm0zPvmkNhZQJjOh0QjQ6cwitarK3HElJurp18/AjTfWnzhrbPItN7cDm8eawGQykVmZyfGi4xwvOs6xomPszdtLfnU+oc6huMhdcJI5YSexw0XmwtCgodYMtFdLvycU1Q8Lasqb53KxWOul8sYzznc07By1PPjJn9bP3fulWkXqfR/+yfxHpgKXEJMqM0/eKD2adsW1WlJFtqRjNq49bCK1k2C1pOrtKCo897O5nQKxhqSg7pdxPBMv/Po93zw7geT9ARj1IkznRGTdrLNXyoH/oppc18OrB3+f+RuD0dCkyJaKpMR5xnG27GybilSBQMDYsLHsyt3F9qzt9PPvd9nHmj9fygsvKIiOrrUmdO1qJCen4WhOIDDx0kv1R6nvvafi8cfN2Y7mzZPz2mv116tUcPZs7bHi4w1WkQowYkTtIHr+/OYL1KKaIs6WnSWvOo+CmgKOFx1ne/Z28qrzUOvV1tp0EyMm4mnviaPEscNbBq5GjEaoKrWr5x1RVmT+zS31lW1cOs5y5wZW02ptNUcKj/DB3g+o0FRQUFOAQqzAWe5Md/fuxHrG4m3vbc3AGqwMbiCCL4axA4xFX3mlNkGMRmN+L+TnC3B2NpGVZe5rRo/W88QTzXNLfvjh9ndfrotKryK/Op+86jwKawopUZVQpCoivyaf9PJ0UspSyKrMwkHiQKBTID4OPrgr3Lmhyw1oyjX4e/sjFUmv+uRuovOsdyd3B9I1KaPFjm8ynrMStuDEeFsit9da/64bhiGRNU+kNufusQj55pYBsmHjasI2gukkWGY0a4pdybbEceQkQsYARMMuTxjI7HRIHCpBUdJqltQLYSexw03hRmZl5gWTI4W5hLE6ZXWbtKkuQoGQeM94vjn8zRWJ1O++M7u0Hj9u/p26dDGL1crKhq+ojz9W4XCeYWbuXC2vvy6jpETIp5/KePhhDR4etb/R7Nl2rF1bm4Di/vs1yGQmPvigfibC3r0bf3GaTCbKNeXW5B2HCw/zy/FfyK82lwlyljtjL7HHXeHOyOCROEodkYqkSEVS5GJ5uyT0sFHLV09O5OTuYGIHnuH211cALTvRZKMWe6k9ffz60MevD0aTEZVeRbmmHI1eQ05VDvvz9lOlq6JSW0mZuoz8mnwcJY709+/PoIBBRLtHE6IMwVXh2mSJp46Q2ddCaKiBlBRzv/Xgg3Zs2VLb5sZKWTVGQICRgQPbzt3XZDJRpauy1uFMLUslrzqP5NJkTpec5njRcar11bjKXWvjQqUO2IntsJPY4ePgQ4RLBEqpucaoTCxDIpRYBWm+Kh+ZuGNlnW0tzrekWjyvtBoRUtmV/6bGNh5ztDQyu1qR6lAnRlTUXEF5rp82XeD0jXqbJdXGtYtNpHYSkvcFAJCyLwJ6rTMv/PHfc2s/avZxTCYTpepSUspSOFN2M3bGAQAAjVFJREFUhhODn4QkJUd3r6hjSb28NhqMBtQGNWq9Go1BQ4WmAhK+BYc8ODmZxR8M4c63ltUbhEW5RrE6ZTW3xdyGXNx4evcQZQhlmjKWn1nOmJAxbVozs7dPb+YfmM8r215hTswcAhwDLnn23DLIsyC7wPhG3kSG+9tv1/Luu/JzxxPi4WEeIBiN1BOoYK5p+NJLGu67T0tEhBNIK8H9FOOePMkXB7LJrcolt/pcJsnKHHKrcxEKhHjaeeIsd0YpUzIieASe9p44SBzavF7qtYbWoKVcU06FpoJKbSVVuipqdDWo9CpUehVqvdr6v+XZsnvlJWoq7MAk4KTGCSIDOVwRwOqUbPwd/THY50BJOM2bq7dxOQgFQuwl9tZs1CHOIfXWG01GtHotuTW5ZFVk8euJXylUFVKsKqZaW42jzBE3hRseCg9zorrRgaBXkOMl4cuDjkS6RBKkDMLPwa/NRVFSkp5du8R8/LGK8ePNs2Z1BSqAVtu8e+tCA/DmYjQZyarMIq08jazKLHKqcihWFVOqLqVUXUqZuowSdYn5b00ZUqEUJ5kTjlJHXOWuOEmdcFG4EO0WzQD/AdhL7JGKpIiFYlv/dgHOF6nqGilZpz14d+7NDLlxHxPv33pFxzdarISdVIDVtaTK7LTc+8FfVFQ2P9u6dShhavpZOrQ5HICUw36X1UYbNjoztt65k5B69Fx2W5UrOObUW6c36imsKaRcU47BZEBj0KDSqdAYNGgNWjQGDWq9mmpdNRkVGRhMBkKVoYS6hNI/+1e2Fq5kt+9d0OVlyO1Bsbqo3sC4scHy+essg2q5yDzzLBPJcJI6ETAqjcyTXjC3Lyf23MfeHRH07l+bVGB82Hj+OPUHr25/lZHBI+np3bNBjJdUJOWxxMdYfHoxb+x8g6GBQ4n3jG+TuJ8ApwAeSXyE1SmrWXB4AUFOQczqPotE70RiPGIua4BjsUCsXl3F6NH1zzUhof7stM6gI78mn4QbD8Ghg+B6hq+O9KbEI5hE70TW/GXJemwCRSn/99FJVmYd5UD+ATZnbsbx5VIqteVIKsP5u1iGY6UDjlJHHKQORLlGkeidiIPEAYlIghAhUrEUmejasBK0JhYrm1qvtlrVyjRllKpLyarMokpbhdaoRaPXoDVqUUqV1kG1xarjKHXEw84DuViOXCRHIVaYLTsiGUKBiJenzDXPxMvLwCkTlBkU5hWTWr4F1U1LQaSGSl8WHJYT6RqJn4Mfvg6+14wVqL0RCoTIJXJClCGEKGsFrEZv7o+rdFXW/rOoRAdlISBWUaUt5p8zmylW/UCxupgSVQnOcmf8HPwIdAokRBmCr6Mvvg7mfz4OPnjZebWoq73mnHeunR08+KCmXoyqBQeH5qnPC7kvW95dBTUFFFQXmP+vKSCvOo/TJafJrsymUltJqaYUJ6mTdSLNSeqEndgOuUSOr4Mvwcpg5EK51fIpEooQIEAsFNu8Pa6ABiK1Wsq/P/cEYMOvPa9YpFq8tzqtu28dS6pIbCQqMZP8gnygmdURmmFJzU9zvYIW2rDRubGJ1E7CpAc2s/j9oZCXAI65cMsYQIA86DDPbMrHRe6Ci8wFsVCMRCSxDmilQimOUkfcFe4oxAomhE/AXeFutQaqpuWzdczXkLAAEj8H70N8tl+LQqywHqPu/5aBguWzZZ292B57qX2DwcCJXYF8uXQyeDwFiZ+zWPUwisIZ1oy5IqGIG7veSD+/fmzM2Mjq1NXMiZlDpGtkveM4yhyZEzOHs6Vn2Z69nRUpKxgVMoohgUNa/dp72XsxO2Y2WoOWvbl7WXJqCR/t/QitQcvPE36ml0+vSzrezp3mx65PHwMLF1Yzc2ZtaszwcPOgQGfQ8cKWF1h0YhESoYRAp0DCuvTi7J6B7HTfy+kdv5BaloqqWgqTJoDPfhQ+aXxf7YHXES887TwZEjgERZgCO4kddmI7ZCLZVR9D1d4cKzrG1qytpJSlIBKIkIllOEodcZY5m//Jneni1gUXmQsSkQS5WI6d2O6yfheJxgudVgwV/lBwLi7ddRD3vriGF16+g8oaHTjk0u2zV0ktT2VXzi7ya/IJcgpigP+AFq8DbKN5yMQyZGIZSnltrOq+g1GwczQAdqFFnN1vwsWrkif/t4QaXQ0VmgrKNeWUa8o5W3aWgwUHqdBUUKGtoFRdikgoordPbyJdIrm/x/1XXDrHYiWVSk306qUHGorUWbO0DZY1Rl2Rml6ezg9Hf7BaQ48VHkMoFKKUKa3ZcO0l9jhKHAlzDqO7e3dkQhkyiQyFWGENM7DRNojE9dWTulqKwdBykyGGc0mBOqu7r1RRm/DpcqzBVkPqBTxeLBUSZr+y8pKPb8NGZ8cmUjsJfcYdN4tUvRx+WgMh/zHy+iJ69ojHXeF+2bPoCgctobE5pByYCwfmAvDSlua7D18M69i7MBpWfULvnk5sy/qrQVmXQKdAbu1+K7tydvFfxn8NRKqFMJcwwlzCKFGV8M7ud0jyScJOYtdi7b0QUpHUGptqNBnZmLGR2Stms/vW3Zed4XP8eD2jR+tYvbrWZbdaV82TG57kcMFh7om/B0epIzKRjO9/mgI7Q8neCU9u+YjSEiGv3DYOohfDoVk8/dVWa309mxhtG0wmE3nVeRzIP0BqeSpFqiImhE1gVrdZrX5fiqQGs0itQ87ZOuJE7QxqZ5J8k0jyNddO1hq0nCw+ybLkZezM2cmI4BGEOrd8aQkbl0bdepHFOUq0agk5Zz0QC8U4yZxwkjnhj3+D/QxGA1qjlpyqHIqqi9iZs5P5B+bT378/N3a9kRuibrisvsBiSZXJGtY99fY2smhRTZOhCeejt8vinV1fcbDgIBvSN3BdwHV4KDzo4tqFfr79cJQ5IhVKzd4cNotnh+L82HZNjRSDrvY3qiyxQyLXIZXpL6tEiiVxUmeNtxQI4Plffrj8rMeW61vn0qlrJDw39m7ih5zhxmfWkXbOi84rsOm6rDZsXK3YRGonQSSp4waaHwf5cQROXI6XfeoVHzuwa36rxTuc33HbFQwiVfYeWoO20RnxBK8Elp9ZTomqBFdF024urgpXwpzDOFx4mD6+fVq62RdFKBAyMGAge3L38Mm+T3i277ONbtecTJ1vvaVCr4fHHzePDJecXsLu3N1MjZyKj4OPdbu8VLd6+y18cTKU+sO2pwBwlh+9zLOxcSnU6Go4XXKaw4WHyajIQG/UE+8Vz3X+19HVrWubxUyLJQ0Tl1hEq6lOjFNuqis+ISWAeaIl1jOWaPdodufu5tvD3xKiDKG/f3+iXKNsIqGdOLk7yPq3TlP7Wr7Y4FckFKEQKghzDiPMOYwkvyTGhI7hcOFhXtzyIq9sfYUB/gPo49uHoUFDCXQKbJZotWT0lUpN9eqehoQYOHCg8XIZJpOJs2VnOVp4lKAHNpNemQrOaRQrStmT2xtve28e6/UYTjInmzW0k6Culjb4XPf+TD/uxcLXR+HkVs2T3/5iLanSXDp74iQAj4Cyy97X8ijW7a/Xft8bo0HE/vVRJI46QXW5Ane/MnzCiq6wpTZsdD5sIrWT0Ni4wtLBXynNzkTXAqz9aiSRHwWxOXMzw4OHN1hvKTmzJWsLEyMmXvBYPbx6sCZ1DbEesW1mTa2LWChmWNAw3t/zPkm+SQwJHNJgAGho5J0dHl5/YVCQid9+r2Rz5maG/PJ/HC8+zpyYOfUEKtR/kZcVOHD2UK1lJW5QcguckY3z0Rv1FKuKSSlL4VDBIVLLUzFhIkQZQrxnPEODhuLn4NculmtLps167dWKGqzbtiSWaY9trLedWCimn18/enr1ZF/+Pv458w+LtIsYEjSE3j69rcmAbLQNdcVA3QGr0SC85P7ZSebEAP8B9PPtx5nyM+RV5fHTsZ/4v+3/h9FkZHDAYO7rcR8+Dj74Ovg2iKvX6czlZgQCE+7upnqWVGkdzVKlrSK9wlyuZeXZlSxLXoaTzIkAxwB69w8mfd4zUBqKo9SJYb9+b4t174Q4ulXX+6yqllFTUWtCP70/AHWVDHWVjMxTnoTG5l7S8WsTJ3VekXpFNGJJrVv7etU3fQFw9qxs0fq0Nmx0FmwitRNjcZW5UlRVrTir3UgpjEF2d/Fb5v/hInehp3fPButHhYzik32fIBQImRA+oclD9/DuQVZVFm/vepvbY28n0CmwRZveHBJ9EkEAd6++myjXKL4e83U9cdmYSP3pJ3M9NZPJREZFBivOruDjfR/jKHVkgP8AxoePx1HaMClUXdert2+7pd662a+saqEzujbRG/WUa8opU5uTG2VUZJBclkxBdQEuchcCnAJI8k1iVvdZKMSKDmtx1Osauv0bL9BPyMQy+vn1o59fP3Iqc1iVuorVKavxtvdmbOhYgp2DbeKiDWgqccrOFdH0n3h5HhJCoZBIl0giXSIZGDAQg9FAQU0Be3L3cO+ae6nQmrNJR7tHE+8ZT2+f3oQ6hyKu8UMnDMA9sIY0VQrHVCUQUwECIxUhpcxduYn9+fvJqcrBx94HDzsPApwCeDjxYWsZF5FQxB9nRwIgDyyx3UOdFK/AsnqfVVUyvIJLyEr2BGDzHwnWdTpN4x4k1RUy3r/jJnqNOc7oObvrratNnNQ53X2vlMZiUkNickjeb67mYBGsMjvd+bvasHFNYBOpnZiWSO0PUJTt3DIHaia63C7c0+sePtv/GaHOobjIXeqtV8qUPNbrMd7f8z4hyhC6e3Rv8ljXh19PkFMQ3x7+lkcTH8VZ7tzKrW9Ionci8R7x/HP2H4YuGsryqcuJcI0AGnf39fU1UqIq4baVt3Gs6Bjd3LtxY9cbcVe4Yy+xb9IqN+LWPfzyhnngV1NZPyDsmp2Jvkw0Bg0pZSlsz95ORkUGVdoqnGRO1uRGfg5+zOgygwDHgBbNmtpaxFx3hiNbwuvFi1nYviyG6U/8d9Fj+Dr6Mjd2LkaTkX15+1iRsoK8qjyClEGMChlFuEt4azTdBmDQN36P/fHuMP54dxj3vLeELr0zrug7REIRPg4+XB9xPWBOzlaprSSrMotCVSHfHf6OEk0JxVXl8JiKEpOMm5c7INS4QVQEmARU2Yuwk9hxffj1OMudkYnMmdwbe0Z6jznO7lXRDJx28IrabaN9efmvbzj4XyRLPx2IqlKGm095o9tp1Y0PJ7cvjaU4V8nqBX0biNTOnjjpSqktQVO7zM5R02A7qcwmUm00jd6ot1bzsJSps1T20Bg02IntiPWMbe9mXhY2kdqJcTrPFedyEYvbrtA6wMbfE3hkyBmGBQ3j0/2fMqvbLIKVwfW2sZPYMTVqKguPLSSpLIlxYeOaFAtxnnEUqYp4b897DAsaRpQsqg3Ooj5ikZhJkZNYm7qWwYsGE+sRy/097meg57g6G6nwm/gFo5d/TWZFJkm+STyQ8AD2UvtmxWh165/SimdwdVGlraJcU06VropiVTFFqiKKa4opUZdQqalEZVDh6+BLT++eTI6YjLPcucNaR5vDmNt3cWRLeKOW1EtFKBDSy6cXvXx6oTPo2Je/jx+O/oBSpsTb3pt+fv0IVgZ36uvV0bAM1pvii8cn8+aa+chb0KIiEUlwVbhaY/8NegECkYFDm4P54X+T8Y7M4b4vF5JxNJDPFt8IgM5eQ887v2jW8Wc89S+Dph/A1xZL16lx9qgmbvAZs0itktWLSa2L9hKXQ60ltbMmTrpiGilBo9c37AtaMqOyjY6FyWRCZ9RZS0VqDBpzmTKDGo1eQ5GqiMKaQlR6lVmEGtS1AlRvFqEmTNYJQ6lIai1VJxWZSwoGOQVdvCEdFJtI7cRcavxHU1wo/Xlr4O5nnokdGjQUd4U7Xx/6mjti7yDEOaTedl3duvJMn2f4+fjPfHfkO+bEzGlSqA4LGka0WzS/nviVQ8ZDPOj5YLsMokeGjCTJN4mTxSd5auNTOIrfAKfV5hIxM+7E3zeCnj5D8LL3snYkzUXcRGxaVK/0lmp+p8RS/zezIpOMigzya/Kp1FbiInPBXmKPq8IVd4U7cZ5xuCpcUVWoCPEJQS5uZnrSToD0XL2+plzuln024LJqGkpEEvr49iHBK4G8qjzSKtL49cSvqPQqurh2Ido9mliP2E5hbe7IGBsZmJ5PyiE/ovumtcr3b1vWnaUfD2LAlENs+NUcgmFnb0AmliEWX977QSQ24hduE6hXA5YkbXqdqEmRqlM33vdsX9a0J1RVmQIAwTXqCVRrSRWg1YioKHLg+I6QC+5jo/0wGA31RKLWoLUKxbqWy3rrzy2zfK5WV2M8Y6y3XiQUIROZKzPIxGaxaanU4Cp3JcwlzFpG0LLeIkDlYjkigeiCeTF0hs5ribeJ1E7KhHuurIh2XSzJCwBufm5tix0XaFT+1n3JxXrGojaoWZmykvt73N9gW0epI3fE3sFHez/iWPExYj2adlnwcfDhoZ4P8eGuD9mRvYP+/v1b4hQuGaVMSZJvEoneiSw7vo5Ts0YhsC/kzsSb8XH0QSFWXNZxRY1kcwW47f+uzfppuVW5LE1eSlp5GgGOAQQ6BZLonYiXvblObFPCKV+Tf1UJVKif6ffw5oYlZTb82vOyRKoFmUhGkDKIIGUQgwIGUaQq4mTxSTZnbub3k78zOmQ0/f37N0jCY6N5XMySCvDVUxN5Z/2nl5xB9XwO/BeBd0gxXkElbPytB24+Ffzx7jAAq0AFGDD5MACiOgLipmfXXdF32+icCM95Wxn1QrRNiNGm3H2ryxsmeDu6LYTdK6M5vNkcQiC3a17N3asOiyUVeGHCXWhUtqzXV4LBaEBj0KAz6qwCUGfQoTPq0Bv16Iy6WmulQYPeqLcu1xl0aI1atAbzP8tni8VSpVdhMBnqWSzr/m8RkHXFo1KmbLB9VUUVPh4+1uUSocQ2yXsBWnxEodFomDdvHn/++SdqtZqBAwfy3nvv4efXdImTH374gV9//ZUTJ05gNBqJjY3l+eefp2/fvtZt/ve///HWW2/V28/T05PTp0+39Cl0CobctK/FjlU3m2TvMSda7LhNUVVaX6T18OrB8uTlFNYU4mHn0WB7sVDMoIBBbMncckGRCua4q2E+w1iStoTePr3brBxIU23p53Ajm6t+wLTvLgLHGa5oEN9Yls/3N32E8BrxujSajKRXpJNRnkFyaTLpFekMChjE3fF3X/Oup3WFxPcvjsXOSUVNRf3n7JHrHublv77B2ePKwwTcFe4M8B/AAP8B5Ffns+T0Ev7L+I++vn2JdI0kRBliq9V7CVzIkuoRUEphpjlu/9e3hjPrxTWX/T2pR7354aWxADz8+W8sn39do9v5R+YTN/gMAII6SW2Cu+Vd9nfb6LxYvHj0eiG6cxnE3f3KKMp2RiTRY9CJG3XrrSypL1DV1VJ2/N2NZZ8NrLe8LcYdHRGrIdUkuOYEqslkwmAyWIWkRSBa/q77v0V0WoRnta6aMk0ZKp0KtV6NSq9CpVdhwoRUKEUqqv0nEUqQCCWIhWIkIglykRy5WG5dJxfLcRQ6IhFKzKJRJDHve+44ln0UEgVSofSK32v5unw87Txb6Cpe/bS4SH322WdZuXIl3377LS4uLjz//PPMmDGDTZs2IRI1PluwdetWJk+ezJtvvomdnR3z589n6tSpbNmyhbCwMOt2ERER/PPPP9bPTR3vauWGJ/5lw6Ke3P/RXy0rTNrY0ybnrDtGI9ZzEAvF9PbtzebMzUyNmtroPgleCaxKWcXZ0rOEuYQ1uo0FHzsfAhwDWJ++njGhY1q6+ZfEym/6w+ZZYBIiFn50RccSCMyWbkvypODuOdeEQM2uzOaPU3+QX52PUqYk1DmUGI8Ybu1+q63e4jnqCgmjQUREjywObYxosN07c27h9X++atHv9rL34p6Ee8iuzGZ37m5+Of4LBpOBWI9Yurh1IcIlwmZhvQiGRkTqW2vmk7zfn7D4bF6cdAc6jYR967pw3dRDly0W89Nqay2nHvZtdJtHv/yVwK75VlfEuhMgEpn+sr7XRufGMkFq0AutnlCzX1lJQFQhq79LYvWCPo26+5YX14pUpXsVf300iN2rohtsFxqb00ot7+A0UoKmMfpPOtz6bWkmloRrdV1Z1Xo1aoOaGl0NNboaq2i0rKvr/qo1aK2iUygQ1hOT5/8tEUrMolEotf7vIHXA084TZ7kzdmI75GI5CrECuViORCixTY5eZbToyKG8vJyffvqJzz77jCFDhgDw5ZdfEhMTw8aNGxk2bFij+3399df1Pr///vusWLGC9evX1xOpYrEYLy+v83e/Zug/8ehllyO4EG2dWU9VJUenESNT1A54+vn245P9nzQpUkVCEUOChrA9e/tFRSrAhPAJzD8wn9Eho9u106ootgNTyynJ3mNOYK9U8fcX/bnjjX8uvkMnx2QyseT0Erq7d2du7FwcJA62l9A5Zr6wmoWvjgZAKDIS3SeV4zvN8UyNCVSA6nJFvQmilsTP0Y/JjpOZGDGRvOo8jhQeYVXKKlaaVjI5crIt2dIFMJ5z973vwz9Z8vEgbnpmPTI7Hd0HpALw1tr5PDboYQCKc5SXLVLr1tZe/nlDK+qsF1cTFJ1fb5m9s8r6t0RqE6nXIhZ3X4NOTGmeE1A7YWHJPLvm+yT2/xvJw/N/x8FZDYBeWzvELC9yaFSgCq7R8jNQG5Na15sNoEvvNE7uDgbMNdCjEjOv6HuMJmM9cVjXMlnXQllPTBobritRlVCqKcVB4lDPrdXyv53YDoVEgbudu9ViaYmztFo3hbVC1ObmauNitKhIPXjwIDqdjqFDh1qX+fv7ExUVxa5du5oUqeej1WpRq9U4OzvXW56WlkbXrl2RSCQkJiby4osvEhwc3IJncG0y5eFNfPXkRMbcsaPlD35enVS5gwZ1layB5cBN4WadfWsqZjPMOYxNmZua9bWedp6YTCZK1CW4KdwuvkMrcf7LpyXo1i+Nbv3SWvy4HZHTJacp15YzJHCI7YV2HnWT0ghFJu54828eG/zQRffLOu1JYJeCVmuXUCDE18EXXwdfhgcNZ3PmZhYdX4RComBq5FSClJ0302BrYekPA7sU8PQPPzdYLxRCr9HH2bM6Gn0jZYaaS366ywXX9xxxqsEypXs1o2/fgckkuOJ4WBudk7qTWpbyZ1aRqqhNylKY6UL6MR+69TdPrjSVZMm8vw6dRsLg6QdaocWdg6bmW+2VauvfvhF5VGmrqNZVU62rpkZXQ5WuiiptFZXaSqp0Vah05rFT3dhLvVGPzlD72WqdFElqrZZCKVKxFJlQVs9FViqS4iR1sv5tial0kbvgofCwvYtttBktKlILCgoQiUS4udUXBR4eHhQUNH9Q9Nprr+Hg4MCYMbWumomJicyfP5+IiAiKiop45513GDlyJDt37sTV1bXJYyUnJ1/6ibQyGVUZFBQWYCdumFCgXVDkc9enJwHIb+Gxa2mpQ73PAoEekJGfX4ydqqbeOlepKyeyTuBn10T8sgnK1GWk56YjF1048U1BYQG+Cl8OZBwgxiXmSk7hikg/5mP9O78g/wJb2jifYk0xf6X/xQDPARQVtWyW0KvhtxDY155DSVlOozHLjZGZqkHm2nbnH62IpmtYV46UHeGrg1/Rzbkb/Tz6XXYCsbagLe+PvBQfazxaUUkukurGrZU6QxUApSU1l92+Tb/3aLAsMukY6UdCGXDDf00eN2Hc30DLvx86K1dD/3GlVNRkoy9QYe8lBmoNE0VFVeQX5FNW4MyqbxvPIRHR6zhDb11F1skgogccJr+g81vojSYjaoM5PjIzNZMafQ0qg4oafQ01+hoqdBWoDWr0pnPJekw6tDoDPPk0ZSIdqJWgdgG1MyfdSnAakE+1Ts1qcSUbtstQiBQoRAqztfLc//Zie3zEPshlZoulWChGLBAjEojq/d0SsZQYgGooqrZl7L5S2rr/0Bv1ZGoyca1uWiu1JxERjXt+QTNF6muvvca77757wW3+/vvvJteZTKZmPyCff/4533//PUuXLsXJycm6fMSIEfW2S0xMJD4+nl9++YUHHnigyeNd6OTbC0GpAE+TJ/YS+/ZuSqtT7lw7c3/nm8v57e1hqAA3Fy+c3OqLVP9Cf3RSHV6eTbt0u6e6I3YQ4+XY9Db5Bfl4eXoRWh2K2qC+4PHako7Sjs5Ata6aD7d/yLCgYQwKGtSiLr6W++Nq4KXF32LQi3D3bZhwrC4z563mxK5g9q3rgkTgg5dneRu1sBZvL296BfXi95O/88XpL0j0SWRK5JQO5wLc1vfH/LvnWP/283dr0rri6GgWsgq582W1T13dePz2jMd24+qz/tz3Xh3PRWtyNfUfV0JAoDNiiROuyvreUkvevZn3N33E/6Y+3Oh+br5l3P/+OkBM1/hsoP08nZqDwWigWldttVrmVuVSrCqmRldDqabUauW0eIHJhDKUciX2EnscpA7Yy+3xkfgQLY/GTmJXL95SVerMh3fchqOzmspqI8jLQF5KwsRjXJeUg73EHoVYYbNcXkW0R/+hM+gI8Awgwrfj6aH/b+/O46MqrwaO/2ZfM0v2nUAS9k12FxBQ6r6+4lq1tGpr7Wa1VWtb27daW1Hf2pa61FqtWutSW5eqdUMBF3ABQZSdQBJCQrbJTGZf3j+GuclkI0CSmcD5fj7zycy9d+48F24m99znec45kH4Fqddeey0XXnhhn9sUFxfz0UcfEYlEaGpqIjs7W1nX2NjIcccdd8DPuf/++7njjjt49tlnmT59ep/bWq1Wxo4dy44dO/pzCCINTDh+J+pOCRi6MuvMeMPebss7M2qN+MP+PrdJMGlNtAXaDr6hIuXW7FnDhOwJnFx2cqqbktaceZ4+1//mv39i0+oRTJq7XZmv+uYTM5l16qahaF43DqODa6Zegz/sZ9mny1hZvZITS09MSVvSQTiowdXYMdqkr3sxWn1iXuChXbDu2FCQ9Hr0jN2ccN56sgrlO1IcPK0u/re8pyHgXeeeTl+0Cb9Xz8b3RjF1QepGtwUjQZp8TbQF2/AE40NmPSFPt5qXiQyynqAHb9iLWWsmQ5+BVW8l25RNgTVeSs5hdMSX66xKMHkwQYjLZ4H2XNxdEq6PzvWQZ5Gh9UL0K0jNysrqNoS3J1OnTkWn07F8+XIWL14MQG1tLZs3b2b27Nl9vvePf/wjd955J88880xS6Zne+P1+tm7dyty5PafQF2miy5xUtSb+hy3aQ11AnVp3wKLDJq0Jf6R/QapRa8QX8R14Q5FWYrEYH+z5gEvGXZLqpgw7Z397pVJWpLiyAaM5xNQF8VIia9+O30Vt2JX6IT9GrZFLx1/KvR/dy8yCmZh1aTL1YYh98NIE5XlGZt+lgRLDucOHGKT6PAblucEU5IrbXlUS3AhxID958jF+fdmVPa479zsr+PcfO8rKvP9C8hSb7CIXCy7+lC2flDB+TtVgNhOIj8RZUb2CZl8zrqCLtkA8KA1EAjiNTuwGO1adNd7TqbOQaczsVvvSorOQoc/AorMMYk9mz0krEzcAhDjaDeicVLvdzuWXX87Pf/5zcnJylBI0EyZMYP78+cp2Z599NtOnT+e2224D4Pe//z2/+tWveOihh6ioqKC+Pj5e22g0YrfbAfjpT3/KqaeeSnFxsTIn1ev1csklciE7nKj3lzPoKUjVa/SEo33PTTFoDQfVk9rfbQfb+GN3proJw8be9r2EoiHK7GWpbsqwY+sU6Hz1568lrdPpIwT98d+7LZ8UM3p6zZC2rasCawGjHKP4oukLZuTPSGlbUiWRhAbga798pc9tEz2p4WDPF8yRsAq1JtZrb2ztlviQ8BmnfMniHy7HYO77hqAQneWWtiq1Ubuaf9FaTrxwLcv/MY0X/zSX3V/mK+vyy5qYc+bnGC1BJs/bPmjti0QjNPoa2dy8meW7lzMmcwwVzgpsBht2vR2rPh6UptP0gt5+V4/mjMdCdDbgxet+/etfo9FoWLJkCX6/n3nz5vHAAw8k1TTduXMnRUUdyXH+/Oc/EwqFWLJkSdK+LrnkEu6//34A9uzZw1VXXaUMJZ4xYwZvvPEGpaWlA30IYhBpNPuHrEW6fzvr1LoDBpUmrQlfuH+9o0atsd/bDoZop2M0WQMpa8dw81nDZ0zOmSylZg6Bzthxk8doCSatszq9NNfFb/r96Qf/w+9WHl7d3oGwqGwRj254FK1Ky9S8qaluzpAL+uN/gk+/+n3Kp/ZdK1Kj6X2qhLvFxG+v/CoFI5v49u+e73bx27jHxttPxW8E+DwGCVDFgFOpYMqJ25SRHBCvjXrz408MyP4j0QiugIsWfwvN/mY8QQ/+iB9/2E9dex2723Zj1Vkps5exeMxixmd3L3eTbnr7EzcYVQGEGI4GPEg1Go0sXbqUpUuX9rrNhg0b+nzdk0ceeeSw2yZST+lJDXfvDejPcF+jpv9zUg9m/upg6DwsL29Ec8raMZw0+Zr4cM+HXDmx52Flom+jJncEOgZT8u/SGde8z+O/PK3rW1KqwlnBVVOu4m+f/40P93zI1yZ9DaO278zdA235P47BYA5x3NkDX4P6QBIlOvTGAweNqv1B6ltPzmTOmRvJKe5IfvXP383H02Jma4uZ1gZr0lzlz1eN5OFbzlZedx72K8TBUKn6rqneuXQKkDTfuitf2Icn6FF+uoNu5aG8DrmVeaL+sB+r3kqmMROn0UmGPgODxoDdYKfSWUmZvQyrvvfPS0u9/HvGohKkCgGDEKQK0VnZxDosdh8jJ8UvnpXegB56Ui16C20tfSfxMOn635Nq0VnwBPtOLDOYOgepCy7+NGXtGC6CkSBPf/k0swtnM9IxMtXNGZYynD4uv+1V/B4DJmtyT+r0k7ew/Klp1GxJr8ykZfYyfjT7Rzy36TnerHqTMyvOHLLPbt1n4YVl8bl0FpufKfO3DdlnAwR9OgAM/QhS1eqOC9o7Lvkav37lAcwZAfbV2Fn39mhl3cb3R3LCefEbv/52fVKACnBFl2HgQvRX2cQ69tU4k6YVQDyPQDASpF3dBKNfBkcVaIKga+efm9/AHXTTFmjDF/ERDAdpD7cTi8Ww6uMJh6x6Kxm6DDL0GTgMDkoySuLzQfXx7LYGjQGjNl5i5UjSaygqPalCABKkikGmN0T41Qt/RrX/AiuR3benOanZpmya/X33ONoNdurb+1djymFwEIgE8Ia8KUnMsuuLjnk5PWVAFB18YR+/++h35Jhz+ErZV1LdnGFt+slbel139W9f4rbzrsJiT6+EYiatiUVli/jDp39gwYgFQ1aey93c8b3wz9+dOORBakNNvERXf4bfdg5SAV7762xmn/4FjTWOpOXP3bsQrT5C3ohmXPuSe5ZGT9+NIzd1N+7E8BKOhmkLtFHvrac92E7u4vcoGekkb8w2Hvu8hVZ/qzL0VqPSYNaZqbg2H8/2SezdWgQhM1mmLMrsZdgNdozaeD1Pky5e5/Oon9LRW09q3x3WQhw1JEgVgy4xxBc6elJ7ClLNWjO+UN8Xz3a9HVegfzUeVSoVNoONtmBbSoLUP9901pB/5nC1uWkzTpOTq6ZcleqmHNF0hngwFOnh9y/V8q35FGcUU+WqYkL2hAO/YQDU7ezIWt/WZGX1K+MomzE0hdZdjRZ2fBbPzZBT0nrA7RPDfRNWPHsMK549hpIx3dv7j98s6rYMYOzsXQffUDHsxWIx5YatN+zFF/LFf4Z9eENeZchti7+F9lA73pCX9lA7wWiQDH0GeZa8eM+m1sKEOW7MOgcWXRF2g51MYyZWvRW9pqMOb3CShn//YR5j5u5mSmluCo88vfUUozty3VROrx76xgiRhiRIFUNK3Ufyj/4M5TXrzAeVDMmmt+EOusm35B944wEWjUgB7v7a6dpJhaMi1c044mmUOeHpF6QCZJmyaPG3DMlnxWLw9ztOSVr2+qOzuXzMajw6E1bn4PY2v/bXjrJsRZUNB9xeo+m5e6V6c3z49nHnbOD4c9ezdMll3bZRayKc//0VzDlz6OfdioEVjUXxhryEoiHC0TDN/mYa2huU4NIb9ipBZuK5L+xDp9Zh0pqUXkyT1oRZ1/GzKKOISTmTsOqtmLVmzDozRq3xkLLh6g0RLrxx+SAc/RGmS0/qFb94hakLtqJOz69nIYacBKliSLlb4z2aVRsLqDimNmmdUWPEH/ETjUV7/cNo1plpD/VdT9DnNuG36jCaQ2ToM3AH3APTeDEoYrEYO1p3cG7lualuyhEvcZMo6Nfxg7nf50d/fZKiisYUt6qD0+hkn3ffkHxWTzfKWhst/O5rPwPgF88/jCOn7++aw5HoRZlyYv8uSg9UlkJnCFFY3vP/5U2PPUneiKEJ/sXhC0fDNHgbaPW34o/4cfldtARaaPI1sbM1Xs5Mp9GhU+uw6W3kW/Ox6qxkmjIp1hVj0Vkw68xKsGnWmgex1qc4VF17UvPLmiVAFf0WjARpC7ThDXsJhAMEo0El0Zgv7FNuXGUaM5mcOznVzT0kEqSKIdWwKxOAlx88npO/+nHSOo1ag06tIxAJYNKaeny/WWfGG/L2uv9wSK1cZP7mtfvJMmVR7a5mWv60ATqCvkXCKsIhDQZTGL0pSNCnP/CbjlLRWJQqVxXPbHoGnVpHia0k1U064mm0yYHO0iWXpUUpmoQJ2RN4YO0D5JhzOKH4hEH9rHCw+58/gzGMNxRf/ovzrxrUf5vY/v+K0TN392v7rnNSuwq061Gp4NJb/8vf7ziFi378JtMXbUZnCPda6kIMvUg0gifkoT3YjicUz27b7Gumxl1DXXsdroALf9hPlimLTGMmRq0Rm96G0+Sk3FHOhWMvxG6wp/owxIBI/p1Wa6Q+6tEoFosRjobxh/34I358YR/+sJ9AJB5wNnobqfXU4g158Yf9SgAajoaxGWxYdfHh9gaNQflp1Bqx6CxkGjPJNQ/fIfcSpIq0YtKa8IV8vQapRo2RUDREJBrp8c5w5/IKD910NpffXc/S1UuZkjuFMnvZYDVbce81F7O3KpPv/+lZxs+pYt3y0XzlytWD/rnDxY7WHaypW8M+7z72tu/ForPwlZFfYXredEmiMchisRgf1a+GRdWw9Qyomp/qJnVTaC3ke9O/xx8+/QOr96zmlJGnMDFn4qB8VijY/fsjq9CFd/PQlMCJ7C/D1fXGQX/c9NgTNOx2UnFMDbee+U0AMrLiN+9mnbqJWaduGriGikOysXEjXzR+ES+nEoqXVUnU9jRrzfE5njoLJp0Jh8HB6MzRzC+dj8PgwKK3HNIwWzG8dP2T19uQfjF8BSNBPqr7iLr2OvxhP652F9HqqNLb6Q/7lVKJJq0pnlxMa1QCTYPGgMPgYHredCx6SzzxWKeh+v25bjpQacd0JkGqSCsHmpeqUqkwaU14w14y9Bnd13d6vuOzIpxGJ4vKFvF+7fuDHqRGwmpqt8bvWN179SXK8s61K49W/rCfD/d8yJtVb3JS2UlMy5tGrjkXh9GR6qYd0WKxGK6Aiy+avmDDvg3xpGPBa+DCC6B2Juw9hrbWYmyO9Pkjlm3O5rbjb+PLpi956ounKNtTxvzS+VQ4D37OciwGD998FvYcT7c5cj31pCbmdyZEowza8LvEcGNNP3tPOiebKxjVRMGoJgBu+tvjfPTqOOZfJGWuhlIsFov3gvqb2dK8hQZvA66Ai7ZAG66AC6PWyNziuVQ4K5QSK1a9FbPOLAGoALoHqdKTOjxEY1GlR7PV30qNu4ZmfzPekBd30K3MBfeGvPgjfsZnjWd05miMWiMBfYD8rHwlGDVq40HnkVZeaaDIv4pIK2atGW+49+G8yjahnoPUrvchqzbmcUz5Mbyx+o1ee18Hysevj+lxuTO/79qvR5pady0f7/2YJl8T7qCbFn8L3pCXMVljuGbqNZTaSlPdxCNKi7+Fj/d+HK9DGPYpmTrdQTfuoBuDxkCls5KpuVOZkjuFm2+8CbacCRl1MHMZd617kIl5ozll5Ck4jc5UHw4AapWaCdkTuGnOTXzR+AWPbngUm8HGKMcovlL2FWwGW7/20+4ysvH9UQCc+90V6DuVggoFOr4Lvnn3v3jwxvO6vT/oj89tHwyJDMv97UmNRnu+Y14wspmzv/3egLXraNYeaqct0Bbv8Qi4aPG3xB+B+HdYIBLAG/AS3hymPdSOTq3DbrBT4axghG0ENoMNm96GzWAjQ58hwajom6rrcF/pSR1M4WiY1kArwXCQQDSAP+xXkox1TjwWioQIRoOEIiFC0f2P/c/9YT+haAi9Ro9Ja8Kmt1GUUUS2KZtCa6EyQsKsMyu9nZ2/B+ob6snLTK9a5elMglSRVkza/mX47S2Q7Vra5qPXxrP4hnpyLblsadnCuKxxA9bWrp66s+f6nnmlrYP2mekgEo0QiASo89TxwZ4P2NS0iROKT2Ba3rR4cXajA4fBIYk7DlM0FlX+eDb7mtnYuJGqtipq2mqYlj+NHFOOkrnTrDNj09vIMGRg0Bi676xuOtQBW87ggvvvYbfuVe5eczdXTrySSmdl2gy9ztBnMLtwNjPyZ1DtrmZdwzqWrlnKeaPPY2ru1AMHAbGO49hX7UxKEuVqitdiLapsQKfvuY7xnm3ZjJpcd/gH0oNEhuX+BqmxXoJU0T/RWJRgJEggEiAYCeINednn28c+7z4a2huo9dTiCriwG+yYtCbsBjtOo5NMUyblzvJ4tluNEbfLTVFuERadRXo/xGHp+hud4ez7Br2IX2+Eo2HCsTChSDzDdSgaIhgJKjfF24JtuINu5catP+xXsl1n6DOUuZtGrRGL1qIEldmmbEw6EwaNAZ06nphMp9GhV+uVRGUGrQGDxiA3oIaIfMOKtJKYk9qXvpInRSPJX/vv/Xsyp1/9PlNzp/L2rrcZ7Rw9pMFSwaj0yZw6EKKxKPXt9VS7q6nz1FHjrmGnaydatZZMYyazCmZxVsVZktjjEIWjYZp8TR0PfxOt/lYafY3UeeqU5GJ2g50xmWOYVzyPCmcFRm3/51Fe+3/P8/bfp7P5oxGACoeqmKkVZ1PprORvn/+NLFMWF469kKKMosE70IOkUWsos5dRZi9jUvYk/vHlP3hh6wucUX4G0/Km9RosdO59bKy1JwWpjTUOID50VqPrCFIvv+MBHr/1WwB8+uaYHoPUaER12L0eynBfbc8Bcm/bi755gh4afY3K79A+3z7qPHXUt9ejVqmTLlCzTdnkmnOZkD2Bk8tOJt+Sf8C/D/X+evl+EwOjS0+qtpebZUeDaCyqjP7pPBLIE/TgCrpo9bfS7G/GFXChVWnRquOPRPCoU+uwGWzYDXbsBjultlJsehtmnRmDxoBFZ8Gqt8qNpWFG/rdEWulvrdTeg9TuF3KfrxrF8accz8bGjayoWcGC0gUD0tYDySps5dKfvD4knzUUXAEXD657kEAkQGlGKYUZhcwvnc9VjqswaHvorRP9FolGeL3qdVZUr8Cis5BlylIepRml8dISGcUD8gd2zIxqMpxe7vraCADefGImV935MuOyxvG/c/+X92reY9mnyzip7CTml8xPux7wcmc5tx53Kztad/DK9ld4q+otvjHlGz1mMOwcpPo9yedowKcDwGQNkDeiBavTS3ZRK0VjdjPz1C/46LXxGC3BbvvcuraIP/3gfP7nB+9wwnkbDtjeVf+axPsvTOLrv36Z7MKOof+JoFPdz55Uf7v8jnXmD/tp9DXS6m+lxd9Ca6CVPZ497HTtJMeUo/z+jLKP4vii4ymwFvQ8qkCIFEmTASuDLhaL4Q17cQfc8czWoXYlEG0Lxudw17hriEQjZBgyyNBnKHO4M/QZ5FvzcRgcZJoycRqcafc3SQweCVJFyrTUZ+DMS65hatKa+iwxAx1zUnvSU5AaCsSHbJxcdjIvbH2BE0tOHPChGpFw8l+bc7/7LvMvXDegn5Eq4WiY9fvW8/K2l5lTOIdFZYvSZjjocBaLxdjbvpdNTZt4r/Y9cs25/Hj2j4dkXmh+WbPy/PNV5TTtsZFV2IZapWZuyVwqnZU8+cWTrKtfxzmV5xxS0qLBNsoxiuumXcfy3cv53Ue/Y0ruFE4qO4lsU7ayTSza8Xvu9yaXgwr640Gq3hjCnBHgl8//BZU6yr5GyNv/7/PmEzMpn1rDuNkdZWJe+fNxxKJqnrt3IeNm7yKrsO8558/duxCAF5fNZdzsKiafuB2L3X/Q2X197UdXOatoLEqzv5mathqlV6Ut2EZboI0GbwNtwTayTFk4DU4cRgdOo5OZBTP52qSvSTAqhgfV8JyDGovFaA+10+hrpNnXjD/iJxAOKAmDfGFfvHxKOEB7uJ1mXzMqVEq5FKveqvRsFloLGZc1jlxzLnkWmaspkkmQKobU6Om72fJJPHFOc133IDXblM0XjV/0uY8ccw51np7nifWUXCSRIKXSWYlZa2b57uWcNOKkQ2l+r8Khjjt7Jy5ee0QEqLFYjK0tW3l+y/NYdVYWj108qHN6jxbtoXa+bPySVbWraAu0MSZzDJeOv5SR9pFDFvyrNTG+f//T3HftRQC0NVmSgq18az4/mPEDPqn/hL9u+Cs/mPEDcsw5Q9K2g6FSqVg4YiEz82fyTvU7/OnTP3H9zOuVpGqdh//7PF2C1P09qYb9iZE6B4uda5I+eON5SfVSfe6OAOj+H57HLU883mug2VJvVZ6vX1HB+hUVPHPPQv7v3T8cdHbfE85dz4pnj2HeBWv7tX2684V97PXsxROKl2ZJJCna276XJl8T/oifDH0GJRklSlmWUlspdoOdLFMWueZcmRcmhrV0udXrD/vZ592HN+wlEA4otToTGWpdARfN/uZ4UrGIn1AkpAyXzzJlYdKaMGgNmLQm8i35mHQmjJp4+RSTzkSmMROzzpzqwxTDkASpYkgtuf0/3HLatUDHxWFnTqMzXiajD6W2UtbUrelxXeeeVJU6SiyqJrS/1IRapeaS8ZewdM1S5hTOwaKzHOphdNO5nMUJ560fsP2m0r+3/psvm77k5LKTmVUwK9XNOSK8u/tdXt3xKpWZlZxQdALT8qel7EJ75MS9jJpcy471RT3e3NGoNcwqmEWjt5H/bP8PX5v0taFvZD9lGDI4q+IsgpEgL2x9ga9O+CoAsU6Jk1575FhO+doaVKp4aZk3n5gJgNHcfUhvX6Ugmuo6Mgs31jqo+jyf8qk9l5n61+9P7LYsFlVz15JLUe/vRdGb+pc9OLe0lbvf+mNaz1sLR8NKlsxEpulgJEgoGlIuelv8LdS311PXXke+JR+b3oZFZ8FhdFDuLOe44uPINmVj1pplWJ84oh3uPclYLEYkFlGSgSU9ovGfkViEaDRKOBZW1oWjYXxhHy3+Fmo9tbgDbrLN2Vh0FqU+Z6IWZ7Ypm1GOUWSZsrDpbZi0JnQandwgEkNCglQxpEzWjgvCni6MjVojvkjfc1ItOotS/LiryP6eE3u2h+PO2cCrfzmWUKDjNM8yZVFgKWCPZw+VzspDOYQehYLxiymT1U9OSeuA7TdVdrl2sbZ+LTfPuVnugA6QT/d+yvLdy7lpzk1pU+pFtb/HsKdh8glzi+fy6w9/TTQWTfsLk0Vli7jzwzsJRULoNLpuidR2fZFH2YR6Wuo7ylepehhy17kntTN3i4lQQJe0rHGPvdcgtbeukj3bOnql9cb+l7gZ6gA1Gouyx7OHtkCbUqbBE/Qow/oSAWkic2Y4GlaySyfKLxg0BrRqrXLRO9I+kpn5MxnpGClJTMRRKRwNs7d9L26fH0a/DFof6HysqlmlZKP1h/3KMNpEOZRuwWg0iAoVeo1eeRg0BvTqjtcalQa1So1WrUWv0SsZax1GByPsIzij/AxyzDlp/90ujk7yF0IMuRHj69j1RUGP2SpNWlOvAWiCVq0lHA33uC5xsZ2R2a5c/L3xt1mccfUHyjZF1iLWN6wf0CA1MdzXlBEYsH2mgjvoZk3dGt7Z/Q5nVZwlAephavQ1sqlpE5uaNlHlquLb076dNgEqdARjvdXgBJREFp81fMYxeccMVdMOic1go9BayJq6NRxffHy340oEmCF/R6A57eQt3fbTW09qIiNwZ0/d+RVa6m2cumR1t3VVGwoO2GZDP3tSB1ssFqM10EpDewMN3ga2tmxld9tu9Bo9mcZMLPp4qQaLzkKhsRCzzoxF21EPMNELI/PVxdEuFovhj8Rr7bYF4vOoWwIt7HLtwhPyUOepw2l0YtFaYcYOCJsYP3MvezwxTFoTRq0Rp9GJUWNEr9UnBZ16TfJrudEjjmRydoshl5i/Fe0hSDVoDAQj3YffddZ3kBq/QFJrYhSP3qcs97oNmPcHkCeXnczda+7muKLjKLAe+CKyPxLz23rrgRkO2gJt/O7j31HuLGfJpCWMtI9MdZOGrWgsyorqFbxR9Qbjs8dzTN4xLB67OO1KVySCsc1rSqmcVo26l5vpl4y7hL+s/wsTsieg16R3Ap/zRp/HA2sfYEruFGLRrKR1sf2/nv/3rQsBcOa1YbF3vynWW3mZnZ/Hvy/Gzali4vE7ePaeeFKk1x6ZQ/PeDArLG2mus3He91ZQsyWHtub4lIIrfvEK5VNqcbeY2Vft5LHbTlf2aehhuPFA8of9eIIepZ5gOBYmHA0TCAdo8bewpWWLUrLFqDGSa84lx5zDpJxJnD7qdPKt+YPaPiHSUSASwBP0KMNlI7GI8ki8TtTdbfI1UeOuoS3YRquvFe9GL6iIl0PR25XSKDPyZ2Az2Miz5GHRWYhGVPzw+u8B8I1rf49GO3yvH4QYDBKkiiGXuDCO9DDEUKfWEYr23bOgVWt73SbRk6rRRKmcVqMsf+XhY7ng+ncAcBgdzC+dz7+2/ItvT/v2oRxCN/956DggPkdtuAlHw/xn+39Y17COYwuP5Ssjv5LqJg1ba+vX8kXjF+xw7cBusHP9jOvJNmcf+I0pkgjG3n5qBvmjmph16qYetxvpGEmJrYQnNz7JlZOuTOuhYcUZxcwomMFDnz3EObZbk9bFompiMQh448mPWuptPe2iW0+qv12P0RJkz7b4/6XOEMZsSw5u17wyQXlevytzfx3auPHHVmE0h7Bne7sNrTZn9B2kxmIxwtEw/rAfb7hjrmfneZ++kC+e0CQaIhQJEYqGcAfduAIufCEfGYaMpNqCWrUWg8aAVW9lau5U8ix5ktxEDDuRaIRwNKzMv+xpTmZPr0OR+M2axPsTAWdi+Lon5CEai2LVW9GoNPGHWqMMnU281ql1GLQG7AY7x+Qdg91gJ+AOMLJgZP9qV3eaanC4dZeFOBJJkCqGXKIntafhvlq1llAkRCwW63XYmE6tO+BwX1WXL3y9ITmoPb74eF7e/vKAzbPb+P6ow95Hqmxt2cqm5k1cOfFKyuxlqW7OsBWJRnhu83OcPup05pbMpSSjJO2HPqrVHcHYF++P7DVIBVgyaQm3v387Lf4WskxZvW6XDs6uOJu/bvgrn3veA65Rlkej4OtUL1Wl7nlYb9cREQ/9+Gy+t+w5Whric1lnn/ZFn/VNOweoelMQY6ckcUZ7KxR/AJYGymat582qNUqGW0/Igzvgxh/xJ11gq1VqTFpT/KEzYdaalecmrQmL3kKmJlOZb6ZX67HoLTgMDmx6myQgEmkjEo2wz7ePtkCbUqbEH/ETiAS6zcVU5mdG/ISj4W4PQJlr2XUYbNI8TbUh/nuh0ZOhz0Cn1qFVa5XAM3HjxqKzYNVZlfnUh/L9XR+s71+ACqjVMOfMz1FrYkdNzVQhDoYEqWLIJUouRMPdL5w0ag0qlYpoLIpG1fOFlUalIRqL9hhgJuagJT7j3O+s4N9/nEe4y2eZtCasOivuoDvthmAOtW0t25icM1kC1MO0vXU7WaYsji8+PtVN6be+sth2pdfoyTJl4Qq40j5IVavUjLSPpLauMWl5LKqmuVN23s51VDsL+pOTI+1YX0RjrV0pP2PPdStD/Ptiz2vl2kd/y/qGBvZ49rCjdQe72nahPWcc4eYSHDOa8YYM2PQ2CiwFWPXWpAyaBo0BnVonQaYYVsLRMI2+RmU+ZrO/mUZfI3WeOurb67EZbDgMDgxaAwaNISmjrNVsxagxYtQalWWJhD+dRwJoVdoj4vfi4pveSnUThEhbEqSKIZfogWiodjChh/WJIb+9/QFSqVTxLMBhX7cyMome1MTFt8EUH0oX9Ha/oLQb7LQF2o7qIDUWi7G5eTPnVJyT6qYMa9FYlPdr32dyzuRUN+WgdO4x7FyupTd2g51Wf+sgtmjgZBoz+SKcXHM5FlXx30cPXE6peW8G6N2gjkDhR9A0mtsv/pqy3mQNxOe4q0OQsYcxJ69g81YVlQvewzpiM+2qBpo8Ljzs4+H1GeRZ8si35DOvZB4Vzop+97QIkQ4i0QjekBd3KD6EvNXfijvoThpurgxDD3uVv6sOgyMekBodjLSPjOeBsBRg0BoO/KFCiKOeBKliyLU1xQPLF5bNY8HF3QvTGzQGdrXtYkzmmF734TQ62dm6k4k5E5OWK8N991986/cPs/vwPxOxOHyc9a33k/bxzu53uGjcRYeVDKZ1X0egPGX+1kPez1Bo8jWxYd8GGrwNeIIemv3NqFAx0iFJkg4kGotS465hp2snLf4WvCGvMhSt1d+KVW/luKLjUt3Mg3IwPakABdYCXt/5Br5QkOOKZ6f1cObCjEJ2B5+GCy+AkBmCFmrCRWxYebayzYkXfkosFmNLyxaqXFU0+5pp9jSzZ8Q/4Cc7IaqGummQ8yUEbNA4BnUgm8drPqU10IzqZ9/EGHMSsGdQOb2AkjwjmeYsnMYKnEYnTqMTk9aUwn8FIfrmCrjY1LSJ1kAr7oAbX6SjBEp7qJ22QBv+iB+z1oxVb1WCT6veilVvJdecmzQU3aQ1YTfY0z7BmhAi/UmQKoacptNcrsY9NrIL25LWLypbxFtVb/UZpC4csZCXt7/M+OzxSUN+E9l9E8N9dfqOuatvPTkzKUi9cOyFPL3paV7Y+gKLxy4+5OP58oMy5flZ33rvkPczmHa07uCd3e+wvXU7U3KnUGApIMMZLy1SbCuWNPa98If9fN74OV82fcnmps1YdBbKneVkm7LJt+Qrw9IsOguF1sJhN/wsKVlHP/J2HJd1Gsvvu4IX593OzrZtXDj2wrS9GM0153K+/Zf84/ORoGsHUzPLw/9Lwfkm6l78NvNvuQvNqJXc89FmQpEQE3MmMsI+gmJdMZZPz2Pd3y+GmBqtPkI4pAZbDWRtJmvMFs6qKMBpdGI32Ifd/7k4skVjUeUmWiLBljccr2Xb6m/FE/IQCAcIRAK0h9pxB92MzRpLljGLXEuuUgIl8b1m09sw68xpnSxNCHFkkitTMeS+8/t/csOC7wKwfW0x2YXJQ/KOKzqOf2/9N+FouNfgaXredF7e9jKNvkZyzbnK8mg0ebivVpfcUxQJq5Q07zaDjcvGX8ZvV/+Wma6Zhzwn09ApKUpWoeuQ9jFYorEoz2x6hi3NWzhpxElcNuEyDBoZanUg0ViUV7a/wqraVZQ7ypmQPYEzRp1Bpikz1U0bULs35R3U9nu3FeL/5H9g/dkE75nHA+se4NzKcym1lQ5SCw9PlnokfHGB8nrRKQZeK7sPbvxfthpKmKgu5pyKcxjlGKUEm/UN9djH21kX05BV2IreGKZuRza4SsFVSvHIUsqdPSduE2KgxWIx2oJt8WBzf8DZ1/NmfzM6tQ6LzqIkAErUss235GPVW5PmgGaZstL2RpMQ4ugmQaoYchptlOziVhprHFgdvu7r1Rp0mvi81N6CVJVKhVln7lZTtXOdVACNLpK0/p+/W8ApX/sQe7YXALPOzLGFx7J+3/pDDlL//Yd5ndp1SLsYFIFwgP/s+A/17fXcPOdmuRA5gFgsRjASpMHbwL+2/gudWsdP5vwEm6HnMiVHgn3VTuX5Z+9WHnD7xtr987dDZs4tuoa1vpd5aN1DLJm0hHJn+WA185B1Tc720i+/TdHYM6jdG+Xiuz+kZFRDj++bNHc73/n9cxRWNLJzQwF/vqljzvZxZ38+qG0WR59AJIA74KYt2IYr4KLWXcsezx7agm00+hrRqrRK0Kk8tB2BZ2JZoufTYXSk+pCEEOKwSZAqUiK/rInGGgeRSB9lZiLhPs9Qg8ZAIBxIWpaovZoordG1lMT7L0xi66fF3Pr3vynLJmRP4MF1D3JM7jGU2EoO+ljamuNzUnsrZzGUGr2NvLz9ZXa6duINealwVnDVlKskQO1BNBZlZ+tO3qt9j/r2evb59gHgMDg4tuhYTiw5UYa4dfH0XScrz1vqnJw05SQKrYX8ef2fqXBUcFbFWeRZDq53trOmugyM5hAWu//AG/eD19191ICrPgdazWi0vQ/NV6mg4phaAMbNqVKWj51dRfnUml7eJUTv/GE/ezx72OnaSXVbNa6AC3fQjTvoJhqLYtPbyDBkYNPbKLQWcmzRsdgNdjKNmVj11lQ3XwghhpwEqSIllDI0kZ6DAK1aSzDad5F7g8ZAIJIcpEbDieG+8eA01sM8u869RwAlthLOKD+Dl7a/xLeP+Xa/2t9ZTkkL+6qdfOvuFw76vQNpY+NGntj4BCeNOIkzK84ky5iV1oltUqnR18ifPv0TGrWGecXzWFC6gBxzzlGXdXXiCdv5fFVHD2jAq2Pj+yOZcNzOpGHsPfnDdxbzu5X3MS5rHLcdfxsf1n7IHz/9I9dNu458S/5Bt+Wzd8v560/PBOB3K+876Pf35LHbTu+2zNNiBkDbZZRFb9RquPXvjxEKaCmsaDzwG8RRIxwN4wq4uj06Z7/1R/y0B9uJxCLkW/Ips5cxMXsiTqMTm8FGhj4Dg8Yg39VCCNGFBKkiJdQHCFJ1ap1SrLs3eo2++3DfaGK47/5ezX6U1QCYWTCTV3a8Qn17/UH3BIVD8SGF2UWtB/W+geQNeXlm0zN8Y/I3qHBWpKwdw4En5OGptU+xcMRCTig+IdXNSalRk/coQarF7uUfd53E2rfGMH3RJi7/+X+Tto32MFBgX7WDnJJWTFoTC0YsQKVSsezTZVw6/lLGZY07qLYkAtSh0nUqQF9ySloHryFi2GjyNfHf2v9Sv7Oe1kAr/rAfm8EWH2JrcGA32LEb7RRnFJOhz1CSECWG50ogKoQQ/SdBqkiJRE9ntI/hvqFo3z05PfWk7v4yP2n/vdV+jMWS549q1Vqm5U1j+e7lXDzu4n4dA8CO9QW07I3PWTRa+u75HUiRaAR/xE+Lv4UtzVv4eO/HTMieIAHqftFYlFA0RCgSIhQNsc+7j1pPLXWeOrY0bWFO0ZyjPkAFyHB6O71SsfateEbtT94Y2y1IferORd3ev2dHVlIAN790PgWWAp744gkWlC5gRv6MtJ3T2zWpmjg6xWIxwtEwwWiQYCT+aPY30+htxB100x5qxxPy0B5sp669jqnOqVw46kIyjZlY9BaZEiCEEINEglSREokyNJFwz+UbtGrtAXtSDRpDt57U9/49GYBNq0cAvdeBdDebsWV5k5adNOIk7v3oXh5a9xDnjzmfbFM20D2g7ez3112oPDdZAz1vNABcARc7W3eyrWUbde117HTtxKgxkqHPoMJZwcllJzMpe9KgfX66CkQCtPpbafY3s7VlK76Qj73te6lyVaFVa9Fr9OjUOjJNmRRZixhpH8ko4yhmj5yd6qanhWknb+bL1WV8+uYYYtG+e3k+em18t2UqVffx9GOyxnDFhCv4eO/H3PnhnZQ7ypldOJvxWeP7Xa6lcxbuwaLR9r8nVQwP0ViU9mA7gUgAf8SPJ+jBFXDhDXsJhANKIJr43tjj2YM35EWtUqPX6JWH0+Ak25xNhj6DfEs+Fr0Fq85KgaUAr8tLnv3Q510LIYToHwlSRUp0DPftoyc10ndPql6j79aTmuBqjCeaKJ9S2+P6F/90Al/92evK62BAg0Xj4KfH/ZTXd77OA2sf4PqZ16OL2vjxyd8B4N5370Pd6aa5z9ORjGj09N3JNScPky/so8nXxJq6NXzR+AW+sI9CayETsycyLnscYzLHHFW1TcPRMN5QvNbfTtdOatw1tPpb2d66HZveht1gp8JZQVZGFpNyJjE6c3Sv/z71DfUy7G4/jTbGBT98m0/fHEM0pkKljhKL9r9nqGtisoTKzEoqMys5P3w+6xrW8WbVm7y47UWWTFpCobXwgPsNB7VotH3//h8u6UkdXhI9noFIAE/QQ62nFnfQjTfkxRVwsc+3j72evahVagxaA3qNngxdBnaDHbPOjF6jx6w14zA40Gv02PQ2ijKKyNBnHFRvqBfvgTcSQghx2I6eq1yRVhJBaqS3xEka7QGH+/Y0J7X758QYNaWWHZ8VYc7w43XHE+Ps2Z6tbFO9OZfff3sxoaCWu95YxunlpxOOhbl/7f3MCd+gbPf5qlFMnreDaBTu/OoVSQmYrvrti30fcCfRWJRWfytNvia2tW7DG/Iqd/d9YR/VbdWEY2EcBgeTcyYrF/ZHSmAViUZwB920BlppC7TR7G+mLdBGOBomHAvHf0bDRKIR2oJt1HnqCEaDSsmFImsR5c5yxmSO4asTvopZZ071IQ1riRsvsYgKlSrGwdxqUfUSpCYYtAZmF85mVsEs3qt9j/s+vo8ccw6j7KMYmzWWsVljewwQ2posrH2ukuPO3oDVMTCZfrvS6qXW6VCJxWLK91uipqcv5Ev6GYwEiUQjhGPx3/1wNEwoGqLJ30Srv5VAJIAKVXyOp9ZMYUYhdr0dk85Eqa2UGfkzyLXkYjfYU324QgghBoAEqSIlDpTdtz+JkwwaA62B1h7XdR7me9WdL7FpTSmT5+7gxpPivaLTF21W1u/6Ip9QMP6r8Nbfp3Pa11dzZvmZvKV9i1e3/QZyvgL7xvPIrWf1+FnXP/gP9Ib40MFoLIo/7Kc91E57qJ0GbwN72/fS7GvGFXApw89MOhNOo5NyRznZpmz0Gj0GjQGD1kBJRgkZ+oxhEZRGohECkUD8EY4PsWsPtdPoa6Qt0IYn6FHmdHmCHjwhD8FIkAx9htID6jQ6sRvsaNVatGotOrUOjVqj1AYszCiUpCODKDFkNxZTxYPOA4yCtWd7lJEK/f0vUalUnFB8AscWHssO1w52t+3m1R2v8symZxiTOYZRjlGQuRWaKwAVL/zpBD5fVc66tyv58aN/P4yjS2Z1erng+uUE/TrpSe2HWCxGKBpSbqIFI0El0EzcaIrGokRiEUKRkDKn0xdODkB9YR9alRaTzoRZa+7+U2vCYXCgVWvjv/tqLRpV/GemMZNMUyYGjeGoGj0ihBBHO/nGFymh1h44SD2cntSLfvym8tycEWDaSVsBmHv+OlY+PxWtoSMAjoQ72lD1eUG8fSo1i8oW8d5Tc+G6CeC3wZYzwZcFnnzw5IF1L1PPfZv/BvfSujreK+gNe9Gr9Urh9WxzNgWWAiblTMJhcGDRW3AYHGld6sQX9rGzdSct/hYl2E4MtfWG4z99IR+BSIBwNKwE1wZN/GHWmckx5WAz2Mi2ZyvzuSw6C1a9FZPWJMlG0ohq/w2dWFSFWh3rMUYNhzr+v777x+e4/eKvAfDQj8/h7rf/0O+AT6PWUOmspNJZyUkjTqLOU8e2lm1sat4EVy4EnQ88+XzeVgzWsezZMwNvyHtIveWdsxGXTdxD1eeFzDljI1MXbDvofQ037aH2+O9vMP476w/78Uf8+EK+pAAyMWohMYIh0ZMZioSUoDQxt9ugiQ+hNWlNmLQmrHorDoMDnVqHQWVAb9Arc8BNWpMSgCaCUQkwhRBCHAz5qyFSIlGjcMf6QuZftLb7evWBh/satN2z++aOaKZhVyYjxu/t8T2qRNbfTsFxpNMFeNdSE+7Xb4SPT4eQGSr+C+ZGMLZC1hamznRTUZiJwzAqXnrAYMeis/Q7OUyqhaNhfCEfzf5mdrXtYnfbbva272Wfdx+ltlKyTdnKhWihtVAJvC06C2atGYPWgE6tkx7OYU69/78vGgOzNUgooOu2TcAXX2bO8JNd5Epa996/J3Pi4nWH9NkF1gIKrAXMLZnL2mu/D9Y6sOwD+27I3gTjn+UXq15nlLOMaXnTmJE/o983ONzN8cDWYvfyrbtfYNvaIsbO3nVI7Uylzr2ZoWgIb8hLjbuGFn8LnqAHd8iNJ+jBF47fOPKH/YSjYbJMWVh1VqUMikFrwKyN3zgzaeMBpE6t67H3UqfWxed1qvXD5vtMCCFEx/z9xOSdSHT4JgmUIFWkRO3WHADWr+i5ZEqGPoO2QFuf+zBqjPjDyfPVYvsTMfU2V65jaGPHsnCnDMPhoIZYLJ7QSaWOodFGiTTsz5r70beT9nXxt+4f0rIzAyEWi7HTtZPVe1bzaf2nGDQGbAYbpbZSyh3lzC2eS74lH4PWkOqmiiGS+F2JRdWYM/y4my3dttm0Jp4tOzGnu7PG2gGcA+gpiD/qJ8dHLrx/I6PmrmfW9+/h3d3v8u8t/+bUUacyJXfKAecebv64FIDMfDdGS5CJJ+wcuHYOIH/YT6OvURm5kMhC6w662dqylYb2BlQqFXq1Hp1Gh1FjpNhWTJYxizxLHqP0o7DqrJh1ZoyaeDBq0UlpFCGEGE5isRjBaDA+b3//3H1/2K/coIxEI0RiEeVnYt5+o6+RRm/8b0gwGiQcDaNRaZS/AROyJzAtf1qKj+7QSJAqUqJpT8cFZk8lXjKNmVS7q/vch81goy2YHMgm6qL2lnU0sbzzMOPOw30jYTV/+8Wp7Py8kMknbiPoT+5VGj19N3PO3EjR6IZhEaD6w352unayvWU7de111Hnq0Kl1zCiYwS9P+KUkHRKo1J2G+/aSofr5352Y9Dojs10JZnurRTxQNq2czDW3T2Na3jR2tO5gZc1K/rvzv0zPn06ls5JRjlFYdN0D67/fcQoA1ZuHplxILBbDG/bi8rtoC7Ypw+QTw2sTFx6dX/tCPgCyzFk4DU6seqsyrNamt3HR2Isoshah03Tv3RZCCDH4ErlGlEfEH5+DHw0qtdgTj3A0nLws0rE8GA3i9XtR7VIlrev8Xq1Ki1nXMV/fqDWi1+jjOTtU8bwdapVaGfli0BiYnDOZHHMOmcb43H2NWpN0k/JAlTLSmQSpIiVMGR3DdDetKWXc7N1J651GJ+v3re9zHza9Lam3NRaDxloH0HtPauIiPNqpJmQklNyTuvbtMQCsePYYZfmdr97PvmonxaMbBrTUzEDyhrzUe+upaq1ie+t2Gn2NNPuaKbGVUOGsYHbhbHJNueRZ8mSIrlAkToWegs1YDHweA6aMIO0uM/ZsDwDf/r9/8dsrvwrAro35PP/7eZxx9fsYTIeWMXfFc1P6XL/q+SnMu+AzRjlGMcoxin3efaxrWMeqmlU8sfEJsk3ZjM4czcllJ/cYsB6KQDig3Mmu9dRS665NuqhIDK31hX0EwgHcITdqlRqnwUmGPgOzLp6N2qw1Y9PbyLfkK8NsO6/Ta/Ty+yiEEIcgkagtGosqc+q9IS8t/hYafY34w34isYiyPhqLKsneorGo0hupzM/f/zoSjSjf88FIEIPGgFFrjE+d2J9/Q6fRoVPvf3R6rlVrydBnKM87r/O0ecjNylXWJebxd556ITpIkCpS4qxrV7HsexcA0LzX1m19pjGTZn9zn/vI0GfgCXmIRCNo1Bp2bihQ1vXek9rRaxQOaqjenMuaV8cp68Oh7l8QJ132ESZrkNJx9Qc+sEEWioRo8jVR115HtbuaJl+TkjHYHXSTZ8mj0FrIjPwZZJmyKLQWypeeAOLzUnxhn9LD5w66aQu2xW/0nLURtp5GxJfcY/rYbaexbvlo5fVZ31oFQMGoJmVZ9eY8qjfn8d6/JnPP8j8eUtuev29+t2WX3PwGT/1mEQCr/j2ZeRd8pqzLMeewqGwRi8oWEY6GqXZX837t+/zqvV9RmVlJviUfCo+DxrGAiiZfE+6gW8kw7Ql68Ia9SXe5E3fG23xt+Lb68AQ9Sn3NfEs+pbZSDMb4hYlWrVUuWkxaE0aNEavemtYJ0YQQYrAlgsHEcNTEz/ZQO22BNtxBN75wctK23gLISCxCNNrxuvPc/ES95EgsgklrQqPSxIe4qtVYdBbsBjvZpmylDnJi+KtapVZ6GtUqtRIcKg+VNmlZoidzoKZP1EfrybMPzeieI4EEqSIlnHnuPtc7jA5cAVef22jUGqw6K+6gG4fRgbulY+hqYu5pV4ke1lcePo5XHj6u2/oNK7vPkT3tGx/22Y7DEYlG2Nu+F0/Iowwl8YV9tAXacAVcuAIupTfHF/YRjATJNGWSZ86j1FbKlNwpZOgzyNBnkGvOlXlow1gsFsMX9uEKuPCFfd3u7na+4xuMBPFH/ATCAaVHL3HHN1EOpPP2oWhI+WOe6MnL0GdgM9iw6W2o9o0ndtr3aQpmwq45UDUfj9+fFKAC6Ay9J2CIhDUEAxqlHNOhOv7c9Sy+YTkAz/9+HgGvgXGzq3rdXqvWMtI+kpH2kbRXtrOpaRN7PHvgovPB1AKqKH/81Kj8nlh08WzTJp0Ju96uBJ2JOZ9+t5+SvBKyTdny+ySESAuJZDiBSED57g9Gg93mKSo/uzyPRqNKFu9QNEQ4kvz3oXMPYlKQmAgcoxGiRInFYkRjUWLElOeJ2saRWIRYLIZGrVGSsGlUGuVaLfEdbNaZlXVmjbnHADKxLBF4qlGj0+iU72mDJj733qQ1yUiUI5gEqSIlkoLIHoYZ6jV6QpEQsViszy8gu8GOK+DCYXQk7fNAw337q3xKzWHVU4zFYniCHpr8TTT5muJz1YLtuINuGrwN1LprcRqd2Aw2TFoTBq0Bo8aIzWCjwFqA3WCPz0/YX/bBqDXKhXMaS/RWdq0R2Tn5QaKWZCK4dAfduAIu2gJtqFQqJUt0t7qx+59rVfEhQmatGafBmTQEKTGsqPN7O//s7dx545PriKy5jkjxaij4BKY+yk9f3QALPFA3HZrLIaKnXV/FPu8+VKjAuSP+uxvVQlsxoKK91YQ+z3NQ/2brV4xKen3GNe93PL/6A56/bz7vPjONr1zxERa7n75YdBam509nOtN5a0m8DNXkedv4+h3/6Xd76qP15Jpz+38AQohhq3OgpZRh2t/DF4nGg64oUSVY6/pQegz3DzVtcbVgDpiV5YneRCXg6xQsJj1iHZ/d+b2db0qqUCUNN9Vr9EpAqPxUdXm9/2diHqNOrYtn9tZ3DEXt/DdCq9J2623sHESqVCrUJD/vnB08sVyIgTDgQWogEOCnP/0p//znP/H7/cybN4977rmHoqKiXt/z5JNPct1113VbvnfvXozGjuFTDz/8ML///e+pr69n7Nix3HnnnRx3XPfeMJH+Og/HjfUQNya+ECOxCFpV76epSWfCG/YCycmXDjTct79mnvblQW3f6m9lRc0K9nr20uxvptnXjE6jI9OYSZYpSwlAyuxlTM+fTqmtVIYIDhOBSICdrTvZ2rJVqYnrC/uSgtFwNKzcUOhcKzIxZEivjteS7JyJNUOXgd1ox6a3pexcUKsgEtXB7hPij9Xfh+IPYfRLMO1hcFSBOsTrIRdvr4sQI4bh2kcIeHVgcIE6Ak2jeae+iPn2Y3Aanf3+7EduPUt5vuT2lzF3mq9utnUEpY//6hS+dfcL/dpn5++URK+sECJ9dZ4f2HkkSE/JZ7re6AtEAgTCgaSAsHOQ1/V116BQpVIpPX+dSzF1Ds46PxLbq1QqJZlNIiAMBUJkkBEPDtUaZb1BZejoHex807HTMNOu71GS4+yvQy61hsXRZsDP+FtuuYVXXnmFv/zlLzidTm699VYuuugi3n33XTSa3ufGmc1m1q5NrpfZOUB9/vnnufnmm7nnnnuYM2cODz/8MIsXL+bDDz+kpKRkoA9DDLLkHs2e77rpNDqlmHxv9Go9wUg8y25/elJ7u8F3z/Lfc8OC7ymvR07aQ8UxNcw8pe8gNRgJ8uymZ6lrr1Pm+x1beCzHFh1LljGLTFOmBKHDiDvo5t3d77KjdUdSxr1EcoaSjBIqMyupcFYoPdxmbTwTn0lrwqAxDMu7yCpNDzdvaubEH53ctuI+5XcoGoUfnvh9UEXB1Aw5G/GOv4Olq5cyOnM0C0oXMMI+4qDaodEmt6NzwLppdVm/99NUF5/nrjcFsTq9B9UGIY5GiezUgXAgKXFMIqDrOuWgp2kIXR+dh532FXQmeiI7jwDpmoim82u9Jn6zL9GjaDfYlSCuc7DZNejsGhAmXg/k6KT6hnrycmXOoRADYUCDVJfLxeOPP86yZctYsGABAA8++CCTJk3inXfe4aSTTur1vSqViry83n+xly1bxqWXXsqVV14JwNKlS3nrrbd45JFHuO222wbyMMQQ6BxQ9tSTCvEANBTtO3W2QWPoSK/dj57UHi/GAY02eftzrltJ2YS9PW5b467hk72f4Al5qGmrocBawIVjL8SkNWE32NFr9H22WaRWe7idVTWraPY1K3flE0kdmnxNTMubxmnlpykXPYkLowx9xhGbhKq3OdwJZRP3cM1dL3QZrQBZBS6a6uzgzYZdJ7LQWc05k05kTd0aln26jNOKLmLB6On9bkfQn/wnyZbVnvTa6zYkBa497iOg4Zml8b81Fpu/1xtTQhxporFoPCFaoI2WQAsuvyspQVjXsheJKQi+kI8Wf0u8x09r6DWJTE+PxHqj1tjxHk18WoJarVaGn/YVdCaWDccbfEKIwTOgQeq6desIhUIsXLhQWVZcXMyYMWNYvXp1n0Gqz+dj4sSJRKNRJk2axE9+8hOmTImXJQgGg6xbt47vfve7Se9ZuHAhq1evHshDEEOkcxD5+apRjJxYR/HofUnb6NS6A9Z30mv0BCLxi9Z+zUntYbnOEP+MK37xCn/7xemYbT5Kx3UPUGOxGCuqV/BG1RucUHwCeZY8ZubPpNxRfsQGL0eKaCzK5/s+58M9H7K9ZTsTcyZSYC3AqXGi0+iUpA7Z5uwBK2EynAS8hj7Xf+OO/2DO6F4X+EePPsnODYW8sOwE9u7MJhzSYNVbWThiIa0f/A8veH7IC0vP43d/3t3tva5GM401DjILXDTXxesmT563PWmb3BHNGMwBpX39CVJfe2QOWz4uBWDS3O19bitEuknUZPSGvLhDbtqD7Um1dZv9zbQF2pRs1Imhr6FoCF/Yh0Vnwaa34TA6cBgcSoZqi96SVC5Dr9Yrz01aE06jU0b9CCHSyoAGqQ0NDWg0GrKyspKW5+Tk0NDQ0Ov7Kisr+eMf/8jEiRPxeDw88MADnHrqqaxatYry8nKampqIRCLk5OQc1H4Btm7deugHNEh2e3bTsK8Bs9Z84I2PUD63SXm++aMRbP5oBLf88ydJ26hiKvY27iVi7D1baDgQpjnaTL2+HlebXVne2FSPwdf9Yrbd25b0On9ULadd+zz1DfUUTarnln/GS2zsa0x+XywW4626t6hqr+LyUZfj0Dv2NwAaG7tsLNJGKBpiY+tGVu9bjUFjYHrWdE7LO617b3cMCIAn4MHDwSX+ORo0tdbhDfectChzZA2upnipmB2borS0qskp3cuKZd+HorFwyVk89+pXmTu9IxCOxeA3F/w6aT/ff+QOmlqSe04BvvWnu3j0x9fhashk28YoEW3fpaA2flCoPFcb6qlvOPjSUYfyHnH0qG+oj2dbjXUa0topi2qEThlSoxF8kf1BZsSrZGcNRuNzKhM/A9GA8lqv1mPS7J9KsL/EUeKRo8thpG1kPMBUJfdEGjVGNKp+3jCNAZH9jyC4vC5c9J1RX/SPfH+Ivgz1+RGOhqkOVJPZnjmkn9tflZWVva7rV5B6++23c/fdd/e5zUsvvdTrugNlaJ01axazZs1SXs+ePZu5c+fy4IMPctdddynLu+7jQPuFvg8+VVQtKnJjuUdlj02C19R9SGzXeRymKhMZ9ow+a0o53A60ai15uXk0Ox2d9pWDwdy9F7Zu8/ik19f89r9k5keBnj8jFovxWcNnvL37bbQqLdfPuh6z7ui9uZDuwtEwm5o2sattF7vadrG7bTej7KO4dOKllDvKUalUMmfoEOTnZ2Ps4fcpIRrSAfCvuy8DYNHla+IramfB0/9i1SVnsfX9aZx+XCmVzgp2fjS+2z5GVloBa/ed50JRuQtXQya1G6czZ1HfNxEMxo75ZaUVsYP+v5bzI/US5TZ6GqLaeT5j1/mSiQyrSa87bdPT626lNrqU3+i6TTgaJkY8I2zX+Y6J5DlKEpz9Q10TJZ/MRjN2nV0JPBPZ3BOZ2026+Lx2yeA+fMn3h+hLKs6PUCRESW4JlYXpFw8dSL+C1GuvvZYLL7ywz22Ki4v56KOPiEQiNDU1kZ2draxrbGw8qCy8Go2GqVOnsmPHDgCysrLQaDTdek0bGxu79a6K4aE/pWB0Gt0B56TqNXr8+3t4kua29jLHbtLc7XzxwUjldSza+02OYCTI6ztfZ8O+DZxRcQYTsyfKxUMaikQjNPub2dG6g9erXsdusFPprOTEkhMZYRuBVd9D4CN6pTeGCPp1Scu0ur5rn8489UtW/WuK8vqNxztuOlJ9HPx+G/XHPMJ/M/7O3zVPomurgJNWQ8NEaM+ltKKNzU2bCUTjGTqj0f1zx1WgQoV17j5wT2Svxk0wEuxz3nfeiGZ2f5kPdB8+LLqLxWI9BmZJy6Id6xJzGQORQHLA2ENZjc5BY0/JdTpnXe0agKpV6qRhqUnzGBOllrokwOmaICcxr7zzHEtl205BZGLupApVj3UaOy9rbGykILdASm0IIcQg61eQmpWV1W0Ib0+mTp2KTqdj+fLlLF68GIDa2lo2b97M7Nmz+92oWCzGxo0bmThxIgB6vZ6pU6eyfPlyzj33XGW75cuXc/bZZ/d7vyJ9HChRC+yfk3qgIFWtpy0SH8Ibi3QEkJpeguBZp33B03edrLy2OHw9brejdQcPrXuIElsJ353+XQl00lAwEmRF9Qre3vU2Jq2JfGs+l4y7hApnRaqbNqwdf+569mzPZvNH8cy8p379gwPWCh43pyopSO3G74QPbmDPBzdw3Z+e4M31ETbHtsKYF8FWzW5VlLd2NSs1+xJDFmPEIAbNpl0wdit7irbx05WfU5xRzMTsiYzPHk+uOTfp5lHiJtSlt/4Xrb7v4DodxGIxgpEg4VhYCQZ7Cxa7ve4UQCbWt4fidZi9Ia8S8CV6If1hP76wT5nHmOgV7BqUda6T2DWQSwR/iQyrnQO/xMOoNXYLCLuW2+gpAU/nOr/pekMwUbdYCCHE4BrQOal2u53LL7+cn//85+Tk5CglaCZMmMD8+fOV7c4++2ymT5+uZOX9zW9+w8yZMykvL6etrY0HH3yQjRs3cu+99yrvue666/jmN7/J9OnTmT17No888gh79+5lyZIlA3kIYoj0ln23M72mo7xMbwxag5I4KRKJ39XWaMO9Xpx2zuLrzG/rcQjjxsaNPPXFU1w56UrGZY07YDvF0NrbvpcPaj/g470fU+4o5wczf0CuOTfVzTpiFFXu45zr4nOzfR49Jmvfv4MAelPfN5M6+/S1KRhaTbDiSmXZ2d9eycJpn/b6nnWNFTz63BmUn7iNy37xPDtcO1hbv5b3a98nGoty8biLqXRWEoupaHfF57v35ztmIPjDfjxBT9Jw1GA0mDRE1RP04Aq4cAfd8SQ4of01dvc/utZlTPTydXveJWBUXncKKi06Cw6Dg0JrYVLQp1PrlGGlBo2hIwOr9AgKIYRIQwNeJ/XXv/41Go2GJUuW4Pf7mTdvHg888EBSjdSdO3dSVFSkvHa5XHz/+9+noaEBm83G5MmTeeWVV5g+vaN0wfnnn09zczNLly6lvr6ecePG8cwzz1BaWjrQhyCGQH+G+xo1RmUo74G2aXcZeeTWswAon765X23oOoRxd9tu1tStYcO+DXxj8jcY6RjZyzvFUHIH3ayrX4c76GZry1aafE3MKpjF9TOuJ9ucfeAdiINSPmWP8rw/ASqAoZcg9dp7/8W7z05NGmLvarDiyOuYV3rXG8vQGcJ97j/xuxoJqzFoDYzLGqfcQPp83+f8/Yu/4zQ6OTnnEuU9AZ+ux30BStmhxJDVYCQYDyyjIZpbm6mOVMeT4uwfrhqJRpQ6yG2BNiXYdAfdRKIRMvQZ3Yaidn5u0VnIMmUx0j4Sk66jtm4iMY70zAkhhBDJBjxINRqNLF26lKVLl/a6zYYNG5Je33nnndx5550H3PdVV13FVVddddhtFKnXn+G+Rq0Rf6TvINWsM+ML+3jn6WOUZWp130MTE/ZVO5Xn21u288iGR5hTOIcbZt6AzWDr1z7E4PGGvCzfvZz3at5jQs4EsoxZLBixgAlZE+SifhDZsg4+u7He2HOQWjmtmopjqvnDdy8gt6SVNa+O54sPOwLWU5Z8iN7Yd4AKoNbGf6cjoe5DQCfmTGRc1jjeqX6Hhz97GM5shIiBLcWfsnm9O55NNexXfvojfkKREFa9VRm2qlPrlJ/hUBhLyJLUu6lRazBqjBRaCxmTOSaeBEdnxqqzYtFZpCdSCCGEGGADHqQK0R+91THtzKQ14Q15+9zGqrPiCrgIhzqCFrW2//PQApEAm5s288ymZ7hi4hWMyRzT7/eKgRWLxWj0NbLPu49dbbtYVbOKidkTuXHWjWSa0jN1+pGo85D4/uqtJzUxYuIH9z9L9eYc1ryanNU3p6i1n23aH6SG47/nH702lpXPT+GyW18nb0QLGrWG0f6LiT24DCY/AWET4wr2JWVQTQxzNWrj2VR7CywlO6cQQgiRehKkipToT8dDqa2U5buX97lNniUvHqRqW5VlOsMB5sdpgqDzwvF38b/v/Z5ccy6XTbhMAtQhFovFqG+vZ0PjBna27qTKVYVeoyfPkkeOOYfvz/i+zDUdJnqak1oyJrkWXE+B7OT52/q1f+3+G0/tLiMATy89iXBQy/0/PI/bnnsEV6OF5383H9oKYdUtXHPXC4wvlN5NIYQQYriSIFWkzKzTN7LmlQnK61gsOXgd5RjFExuf6HMfGrWGEfYRuMyfAScB4GnJ6HX7Jl8T/MwAQLHvFJbM/CFZpgNnrhYDo7qtmnUN62j1t1LtriYYCTIpZxKzC2dz0biLsBvsqW6iOAQ9BaALL/0k6XXXeeg3PvIkekP/Rj0khvvu2Z7D209NIxyM/+lqbcigtcHKLy/4RtL244+t6m/ThRBCCJGGJEgVKWPPbk96HYuqUHW6kDVpTURjUfxhP0atsdf95JnzqNfVKK+3fzIW+G+P276+83VyGxbj++DrfO+u7f2aDycGRpWrioc/e5jjio5jbNZY5pfOpzijWObzHQG0uihTTtwKKlhw8SdsW1fMlPlbk7bJLHBRPqWG7Z8Vk13USn5Zc7/33zkL94t/mpu07vW/zUp6fcEP+x59IYQQQoj0J0GqSJ0uU9+iETVqTUfPikqlwm600xpoJV+b3+tu7AY7O2ns86Mi0Qif1n/K+n3rufV/zsJ80WbU6VmG74jiCXrY2rKVfd59rKhewaXjL2V89vgDv1EMO0tuf0V5Xjahvtt6tRq++8d/EgrE55UeqPZqZ3llTb2u++DFScrzm/72+EEFv0IIIYRITxKkipSZtmgzbzze0QsSiai6nZAOgwOX30W+pfcg1aa3U1PXEdye88OniMVibG3Zyh7PHhq8DWxp3oLD4OCy8Zdh1VsH+lCOWuFomGp3NXs9ewlEAgQiAdwBN83+Zpp8TbgCLsqd5eRb8lkyaQnlzvJUN1n04dizNhx4o8Ok6+cQ3876c0Np8Y1vUTBSAlQhhBDiSCBBqkiZvNKWpNfhkAaDKXn4rd1gpyWQvF1Xdm02ZH6gvC6ftZZHN7xOvbee0ZmjyTPnMadwDiUZJTK0dIC0+Ft4t/pdPtzzIVnGLIoyipTsqTmWHMZmjSXTlEmuORetWr5mhgurw5fqJvRbUWUDtVs7EmtVHFPTx9ZCCCGEGE7k6lGkTNcyNCv/OZVTl6xOWpZvyafWXdvnfoqtZVB8H5S/DqYmHq96lBJ7CTfOulECpAEQjUWpcdfQ6G2k0dfI5ubN7PHsYXbhbG6afRNOo/PAOxHiMC25/WX++tMzATjj6vc5/rzPWPHcMbz2yBwAcktaU9g6IYQQQgwkuYIXKdO1U/O1R+Z0C1JHZ47mqS+f6nM/GvRQfSxcfgpsPpPjc4/nxIoTpdf0MMRiMard1Xyy9xPW1q/ForOQa8kly5jFgtIFjM4cjV6jT3UzxVGkclq18nzRFR8BcOqS1YydVYXRHOpXWSshhBBCDA8SpIq0lm/Jp9HbSCQaQaPW9LhNLKqCv7wPqijf/r9/Ybd/IgHqYWj2NfO3jX/DE/QwPX861027jjxLXqqbJY5y5owgNz/+t6RMv9BzkiYhhBBCDG8SpIq0MWJ8Xbdleo0em95Gk7+JXHNuD++CaDQekJosQUZPr6G+YVCbeUSrbqvmz5/9mfml81lQukCCfZFW8sv6np8uhBBCiCODBKkibegMPdcszbPksbd9b69Bamx/kKrWxHpcL/pnW8s2Ht3wKBeOvZDJuZNT3RwhhBBCCHGUkiBVpI1ta0sIh9Td6ifmWfKob6+HnJ7fF4vG61OoVBKkHoxwNMzutt3sbtuNJ+jhwz0fcsXEKxidOTrVTRNCCCGEEEexflSfE2Lo1G7tHomOcoxiS/OWXt8T3R/TqtUSpPbX1pat/Gzlz3h+y/M0+hpRq9R865hvSYAqhBBCCCFSTnpSRVoJB7snRyrOKI73pPZC6UmVILVfatw1PLbhMZZMWiJBqQDAmddGS72N0TN3p7opQgghhBASpIr08ofvLuaO/zyAxRZQltkNdnxhH/6wH6PW2O09VRvzAXA1WoesncPJztadVLmqcAfduINuNjVv4oIxF0iAKhQ3PfYk+2rslIzZl+qmCCGEEELIcF+RflY8e0zSa7VKTVFGEbvbeu7lee7/FgxFs4adaCzKK9tf4dHPH6U10IpZZ6bCWcFVk69iat7UVDdPpBGjJSgBqhBCCCHShvSkirTjbTN0W1bhqGBby7aee/9klC8QD0pr3bXUe+up89Sxft96HAYHN8y8AZvBlurmCSGEEEII0S8SpIq0k1nQ1m3ZuKxxPLf5OU4vP73bupgEqQQiAf6+8e/UeGoozSglz5LHZeMvY4RthNQ6FUIIIYQQw4oEqSLtvPqXY1lw8dqkZSW2Euq99QTCAQza7j2tR5tGbyPN/mb8YT/esJdVNasotBZyy5xb0Krl11oIIYQQQgxfcjUr0k7Qr+u2TK/RMz5rPMt3L+fUUad2WXt09BSGo2F2unby7u53qXJVkW/Jx6g1YtKZOKH4BGYXzJZeUyGEEEIIMexJkCpSatTkWnasL0paZrQGetz2xJITeWHbC92C1CN5uO8+7z4+2fsJ21u3s7ttNznmHGYWzOSKiVeg1+hT3TwhhBBCCCEGnASpIqW+efe/adjt5M83nU1bU7yETCTUc9Lpcmc5bYE2Gn2NZJuyO1bEjrzewwZvA2/vepsN+zYwI38G80vnM8oxCpPWlOqmCSGEEEIIMagkSBUpZTCFKRmzj1inQDMU0FG9OadbSQy1Ss1Ix0iqXFVJQeqR0pPaFmhja8tWPmv4jO2t2zmh+AR+cuxPsOgsqW6aEEIIIYQQQ0aCVJEWdIZw0usnbz+Fmx9/ott2pbZSdrt2MyN/hrIsu9hF9SbjoLdxMISjYV7Z8QpfNn5Ja6CVckc547LGcdmEyzBoJEGUEEIIIYQ4+kiQKtLCFbe9yt9+eRrNdXYAQoGeT81CayGbmjYlLas8pprqTXlMX7Spx/ekq1gsxnObn8MVcHHRuIsoyShBo9akullCCCGEEEKkVM+T/4QYYmUT6vn5M48qryORnk9Nm96GJ+hRXtfvdvD2U/Fe1eLRDYPaxoHkD/t5e/fb7HLt4sqJV1JmL5MAVQghhBBCCKQnVaSpaLjnIDVDn4E76FZe33nZlcpztTY66O06WE2+Jlr8LbT6W2n2N9PgbWB3225aA60UWYv4xuRvYNQOz6HKQgghhBBCDAYJUkVaGjlpT4/LLToL3rCXaCyKWpUcyOq7zGtNlXA0zJbmLby16y3q2+vJNefiMDpwGp1UOCuYXzqfAkuB9JwKIYQQQgjRAwlSRVo5ZcmH/Pevc/js3Upa91lw5LQnrdeoNZi1ZtxBN3aDHa0+TDgYP40N5mAqmkyTr4n3a9+n1lNLs6+ZVn8r+dZ85pXM45jcYyQYFUIIIYQQ4iBIkCrSiqbTkN1//t98vvHr/3TbJsecQ4O3AbvBjlrdUX9mwrFVQ9FEANbWr+WTvZ/QFmyjydfEzIKZzC2eS6Yxk0xjJgatZOYVQgghhBDiUEiQKtKKWtMRpG5YWdHjNg6jA1fABUDBqEZ2fVHArNO+wGAODUkbvSEvz21+jvNGn0eWMYtCa6EEpUIIIYQQQgwQCVJFWtFoDpz8yKa34Q7EkydF92cBPuG89YPars7e2f0OE7MnJtVqFUIIIYQQQgwMKUEj0opaEzvgNjaDjbZgGwCR/VmA1drIoLYroT3Uznu17/GVkV8Zks8TQgghhBDiaCM9qSKtRCOqA25j19upaasBIByOJyXSDnL5mXd2v8O71e/iC/uYkTeDLFPWoH6eEEIIIYQQRysJUkVaicWSg9S1b1eytyqT076+WllWYivhPzviCZUiwXiQqhmkINUb8vJ61et82fglV0++GpvBhllnHpTPEkIIIYQQQkiQKtKM3pic/Oix204HYNIJOygevQ+AXHMu/mCEH5xxPrTZAdDqe66RGowE8Ya8tIfaaQ+14w158Uf8+MP7H/ufB8KBjueRAMFIEE/QQ4wYFc4Kvjfje1h0lkE8ciGEEEIIIQRIkCrSzMxTNvHcvQsBmHjCdj5fVQ6Az9ORPVelUuHbeBKUvgefXwyAI9cDQKu/lQ/3fcjO3TupddcSjUWx6CxYdBbMOjMWnQWj1hh/aIzY9DZyzbkYNUZluUFjQK/RY9FZMGlNqFQHHoIshBBCCCGEGBgSpIq0YjCHuOK2V/nbL09Dq+9IhhTrmk/JVQKWegCu+/1zqFTgC/u475P7KDWVcsrIUxhpH4lBY5AgUwghhBBCiGFEglSRdhLzS6PhjuTTXeeqErCBMV4rtfKYWgCe2/wc47PGMy9zHnlZeUPTWCGEEEIIIcSAkiBVpB3N/nIy61dUdCzsFqTaYdw/Qe/mn5tX0x5qp8Zdw42zbqSlqWUIWyuEEEIIIYQYSBKkirSjM3ZPgtRtuO+mc0Hrg4iBbFM2+ZZ8zig/A71GPyRtFEIIIYQQQgwO9YE3OTiBQIAf/ehHjBo1isLCQi6++GJqa2v7fM8ZZ5yBw+Ho9pgzZ46yzZ133tlt/ejRowe6+SINdM3wC92DVGOgBFb8jJ99L4cTS0/k+OLjpXapEEIIIYQQR4AB70m95ZZbeOWVV/jLX/6C0+nk1ltv5aKLLuLdd99Fo9H0+J4nnniCYDCovA4EAhx//PGce+65SdtVVlby8ssvK697258Y3nrOc5S8UK2Jz1s1mIM9bSyEEEIIIYQYpgY0SHW5XDz++OMsW7aMBQsWAPDggw8yadIk3nnnHU466aQe3+d0OpNeP/PMM7S3t/PVr341ubFaLXl5khDnSFc8uqHbslg0OUiNRuKDABLBqhBCCCGEEOLIMKDDfdetW0coFGLhwoXKsuLiYsaMGcPq1av7vZ/HHnuMRYsWUVxcnLS8qqqKcePGMXnyZL7+9a9TVVU1UE0XaUSri2LLbE9a9vJDxyW9ju4PWtWarpNVhRBCCCGEEMPZgPakNjQ0oNFoyMpKnhuYk5NDQ0P33rGebNu2jffee48nn3wyafmMGTP405/+RGVlJY2NjSxdupSvfOUrfPjhh2RmZva6v61btx78gQyy3Z7dNOxrwKw1p7opaStKcvKkPdtyqK1pQquPL49G4kFqY1M9Ok/3Oaz1DfWD30gxbMn5Ifoi54foi5wfoi9yfoi+DPX5EY6GqQ5Uk9nee6yUSpWVlb2u61eQevvtt3P33Xf3uc1LL73U67pYLIaq54mG3Tz22GPk5+dzyimnJC1ftGhR0usZM2YwdepU/v73v/Od73yn1/31dfCpompRkRvLxaKzpLopaUuj6d7J/8erf8KcMzdyznWriEXj6/PzctDqI0nb1TfUk5crw8JFz+T8EH2R80P0Rc4P0Rc5P0RfUnF+hCIhSnJLqCxMv3joQPoVpF577bVceOGFfW5TXFzMRx99RCQSoampiezsbGVdY2Mjxx13XB/vjgsGgzz11FNceeWVaLV9N81qtTJ27Fh27NjRn0MQw0xP9zR8HiPL/zGdEy9cqwz3VallTqoQQgghhBBHkn4FqVlZWd2G8PZk6tSp6HQ6li9fzuLFiwGora1l8+bNzJ49+4Dvf/nll2lqauLyyy8/4LZ+v5+tW7cyd+7cAx+AGHZUqt7nmkYjaqUnVeakCiGEEEIIcWQZ0Dmpdrudyy+/nJ///Ofk5OQoJWgmTJjA/Pnzle3OPvtspk+fzm233Zb0/scee4wTTzyRsrKybvv+6U9/yqmnnkpxcbEyJ9Xr9XLJJZcM5CGIdNHH6PBIKF56SKWK9VKuRgghhBBCCDFcDXid1F//+tdoNBqWLFmC3+9n3rx5PPDAA0k1TXfu3ElRUVHS+6qqqlixYgWPPPJIj/vds2cPV111lTKUeMaMGbzxxhuUlpYO9CGINBAJ9Z54OhyOr5OhvkIIIYQQQhx5BjxINRqNLF26lKVLl/a6zYYNG7otKysro6Wlpdf39Ba8iiOTp9XU67pwMH7DQ4b6CiGEEEIIceQZ0DqpQgyUaETT67rw/uG+arUEqUIIIYQQQhxpJEgVw0JWgUt5rsxJleG+QgghhBBCHHEkSBXDws+eeZSSMfECyNKTKoQQQgghxJFLglQxbKj2B6VKkCpzUoUQQgghhDjiSJAqhg2NJj68N5E4qd3Ve3IlIYQQQgghxPAkQaoYNtT7g9TX/zYrxS0RQgghhBBCDBYJUsWwkRjuu2dbTopbIoQQQgghhBgsEqSKYWPb2pKk15mdMv4KIYQQQgghjgwSpIphq2BkU6qbIIQQQgghhBhgEqSKYeu877+b6iYIIYQQQgghBpgEqWLYysxzp7oJQgghhBBCiAEmQapIe9+6518AXHzzG8oyjTYidVKFEEIIIYQ4AkmQKtKayepn7KzdAGQVdiRK0hnCqWqSEEIIIYQQYhBJkCqGDc3+OqkAWn0khS0RQgghhBBCDBYJUkVaS9RGBdBoO4JU6UkVQgghhBDiyCRBqkhrKlXH885BasteWwpaI4QQQgghhBhsEqSKYUPdabivEEIIIYQQ4sgkQapIcx3DfWWIrxBCCCGEEEc+CVLFsGGyBlLdBCGEEEIIIcQgkyBVpLXOc1I7B6mX/uT1FLRGCCGEEEIIMdgkSBXpLSlxUoyRk/Zgz/Yw45QvU9cmIYQQQgghxKDRproBQhyM7/7xWYipUMvtFSGEEEIIIY5IEqSK9BZLfhkPTmM9bSmEEEIIIYQ4Akh/lEhrMYlHhRBCCCGEOKpIkCrSWufESUIIIYQQQogjnwSpIr1JkCqEEEIIIcRRRYJUIYQQQgghhBBpQ4JUkdZUKpmUKoQQQgghxNFEglSR1mS0rxBCCCGEEEcXCVJFWjNaA6lughBCCCGEEGIISZAq0tJ3fv8cJWPq+dovX011U4QQQgghhBBDSJvqBgjRk4pjarnh4X+kuhlCCCGEEEKIISY9qUIIIYQQQggh0oYEqUIIIYQQQggh0oYEqUIIIYQQQggh0oYEqUIIIYQQQggh0oYEqUIIIYQQQggh0oYEqUIIIYQQQggh0oYEqUIIIYQQQggh0oYEqUIIIYQQQggh0oYEqUIIIYQQQggh0oYEqUIIIYQQQggh0saAB6mPPvooZ555JqWlpTgcDnbt2tWv973wwgvMnj2b3NxcZs+ezUsvvdRtm4cffpjJkyeTl5fHiSeeyPvvvz/QzRdCCCGEEEIIkUIDHqR6vV4WLlzIzTff3O/3rFmzhq9//essXryYlStXsnjxYr72ta/x8ccfK9s8//zz3Hzzzdxwww2sWLGCWbNmsXjxYqqrqwf6EIQQQgghhBBCpIh2oHf47W9/G4C1a9f2+z33338/c+fO5cYbbwRgzJgxrFy5kvvvv5+//OUvACxbtoxLL72UK6+8EoClS5fy1ltv8cgjj3DbbbcN8FEIIYQQQgghhEiFtJiT+tFHH7Fw4cKkZSeddBKrV68GIBgMsm7dum7bLFy4UNlGCCGEEEIIIcTwN+A9qYeivr6enJycpGU5OTk0NDQA0NTURCQS6XOb3mzdunVgGzsA6n31tDa14lV7U92UI5IaNfsa9qW6GSJNyfkh+iLnh+iLnB+iL3J+iL6k4vyIxCK0RFvY2p5+8RBAZWVlr+v6FaTefvvt3H333X1u89JLLzF37tyDa1knKpUq6XUsFuu2rD/bdNXXwadKJZWcwAmpbsYRa+vWrWn5/y7Sg5wfoi9yfoi+yPkh+iLnh+iLnB8Hp19B6rXXXsuFF17Y5zbFxcWH3Ii8vLxuPaKNjY1Kz2lWVhYajabPbYQQQgghhBBCDH/9ClKzsrLIysoatEbMnDmT5cuX873vfU9Ztnz5cmbPng2AXq9n6tSpLF++nHPPPTdpm7PPPnvQ2iWEEEIIIYQQYmgN+JzU+vp66uvr2bZtGwCbN2/G5XJRUlKC0+kE4Oyzz2b69OlKVt5vfetbnH766dx7772ceeaZvPzyy6xcuZLXXntN2e91113HN7/5TaZPn87s2bN55JFH2Lt3L0uWLBnoQxBCCCGEEEIIkSIDHqQ+8sgj/Pa3v1VeJ4YJL1u2jMsuuwyAnTt3UlRUpGyTCDpvv/127rzzTkaOHMkjjzzCjBkzlG3OP/98mpubWbp0KfX19YwbN45nnnmG0tLSgT4EIYQQQgghhBApomptbY2luhFCDCSZmC76IueH6IucH6Ivcn6Ivsj5Ifoi58fBSYs6qUIIIYQQQgghBEiQKoQQQgghhBAijUiQKoQQQgghhBAibUiQKoQQQgghhBAibUiQKoQQQgghhBAibUiQKoQQQgghhBAibUiQKoQQQgghhBAibUiQKoQQQgghhBAibUiQKoQQQgghhBAibUiQKoQQQgghhBAibUiQKoQQQgghhBAibUiQKoQQQgghhBAibUiQKoQQQgghhBAibahaW1tjqW6EEEIIIYQQQggB0pMqhBBCCCGEECKNSJAqhBBCCCGEECJtSJAqhBBCCCGEECJtSJAqhBBCCCGEECJtSJAqhBBCCCGEECJtSJAq0sq9997LggULKCkpoby8nIsuuogvvvgiaZtYLMadd97J2LFjyc/P54wzzuDLL79M2ubRRx/lzDPPpLS0FIfDwa5du5LW79q1i+985ztMmTKF/Px8pkyZwi9/+Ut8Pt+gH6M4dEN1fnTm9/s5/vjjcTgcrF27dlCOSwyMoT4/3nrrLRYtWkRBQQGlpaWcffbZg3Zs4vAN5fmxbds2Lr30UkaNGkVxcTEnn3wyb7755qAenzg8A3F+tLS08KMf/YiZM2eSn5/PhAkT+OEPf0hzc3PSflpbW7nmmmsoLS2ltLSUa665htbW1qE4THGIhur8kOvTDhKkirSyatUqvvGNb/Df//6XF198Ea1Wy7nnnktLS4uyzX333ceyZcv47W9/y9tvv01OTg7nnXcebrdb2cbr9bJw4UJuvvnmHj9n69atRCIR7r33Xj788EPuuusu/vGPf/S6vUgPQ3V+dPazn/2MoqKiQTkeMbCG8vx4+eWX+frXv85FF13EihUreOONN/jqV786qMcnDs9Qnh8XXXQRgUCAF154gRUrVjBnzhwuvfRSdu7cOajHKA7dQJwfdXV11NXV8ctf/pL333+fBx98kPfff59vfOMbSZ911VVXsX79ep599lmee+451q9fzze/+c0hPV5xcIbq/JDr0w5SJ1WkNY/HQ2lpKU8++SSnnXYasViMsWPHcvXVV3PjjTcC4PP5qKys5Fe/+hVLlixJev/atWtZsGABn332GSNGjOjzsx5++GHuuOMOuYgYRgb7/PjPf/7Dr371Kx577DFmz57N8uXLOeaYY4bk2MThG6zzIxKJMGXKFH70ox9x5ZVXDukxiYEzWOdHU1MT5eXlvPjii8ybNw+AcDhMbm4uf/3rXznnnHOG7iDFITvc8yPh9ddf56KLLmLXrl3YbDY2b97M7Nmzee2115gzZw4AH3zwAaeddhofffQRlZWVQ3aM4tAN1vnRk6P1+lR6UkVa83g8RKNRHA4HEB8GUV9fz8KFC5VtTCYTxx13HKtXrz6sz3K73crniOFhMM+P2tpabrjhBh566CGMRuNANlsMkcE6P9atW0dNTQ16vZ558+YxevRozjvvPD777LOBPgQxiAbr/MjMzGTMmDE8/fTTeDweIpEIjz76KFarldmzZw/0YYhBMlDnh9vtxmAwYDabAVizZk23c2HOnDlYLJbDvo4RQ2ewzo/etjkar08lSBVp7eabb2bSpEnMmjULgPr6egBycnKStsvJyaGhoeGQP6e6upo//OEP3YbkiPQ2WOdHJBLh6quv5rrrrmPy5MkD12AxpAbr/KiqqgLgjjvu4IYbbuCZZ56hsLCQM888k7q6uoFpvBh0g3V+qFQq/vWvf/Hll19SUlJCbm4uv/nNb3juuefIz88fuAMQg2ogzo/W1lbuuOMOrrjiCrRaLQANDQ1kZWWhUqmU7VQqFdnZ2Yd1HSOG1mCdH10dzdenEqSKtPWTn/yEDz/8kMcffxyNRpO0rvOXO8Qnq3dd1l8NDQ38z//8DwsWLOC666475PaKoTWY58c999yDTqfjO9/5zoC0VQy9wTw/otEoADfeeCPnnHMOU6dO5b777sNut/P0008ffuPFoBvM8yMWi3HDDTeQmZnJq6++yltvvcU555zDFVdcwZ49ewak/WJwDcT50d7eziWXXEJBQQH/+7//2+c++tqPSD+DfX4kHO3XpxKkirR0yy238M9//pMXX3yRsrIyZXleXh5At7tSjY2N3e5e9Ud9fT1nnXUW48aN48EHH5Q/EMPEYJ8f7777LitXriQ7O5usrCymTZsGwMknn8zVV199+AcgBtVgnx+J/YwZM0ZZptVqGTVqFDU1NYfRcjEUBvv8WLFiBa+99hoPP/wwc+bMYerUqdxzzz2YzWaefPLJATkGMXgG4vzweDxccMEFADz99NNJU0Zyc3NpbGwkFutICROLxWhqajqk6xgxtAb7/EiQ61MJUkUauummm3juued48cUXGT16dNK6ESNGkJeXx/Lly5Vlfr+fDz744KDn+uzdu5czzzyT0aNH85e//KXXoRYivQzF+bFs2TJWrVrFypUrWblyJc8++ywAf/7zn/nFL34xIMchBsdQnB9Tp07FYDCwdetWZVk0GmXnzp2UlJQc/kGIQTMU54fX6wVArU6+xFKr1UovvEhPA3F+uN1uLrjgAqLRKM888wxWqzVpP7NmzcLj8bBmzRpl2Zo1a2hvb5c5y2luKM4PkOvThKPzqEXauvHGG3n66ad54okncDgcyhh/i8WC1WpFpVJx7bXXcs8991BZWUlFRQV33303FotFuSsF8TtQ9fX1bNu2DYDNmzfjcrkoKSnB6XRSV1fHmWeeSX5+PnfeeSdNTU3Ke7Ozs7sN3xDpYajOj853RxP7Bxg5cqSUo0ljQ3V+2Gw2lixZwm9+8xuKioooLS3loYcewuVyceGFF6bk2MWBDdX5MWvWLJxOJ9dddx0//vGPMZlMPPbYY1RVVXHKKaek5NjFgQ3E+eF2uzn//PNxu908+eSTeL1e5aaF0+lEr9czZswYTj75ZK6//nruu+8+YrEY119/Paeccopk9k1jQ3V+yPVpBylBI9JKb9nLbrrpJm655RYgPizmN7/5DY8++iitra1Mnz6du+++m/Hjxyvb33nnnfz2t7/ttp9ly5Zx2WWX8eSTT/Y6vr8/5WpEagzV+dHVrl27mDJlipSgSXNDeX6EQiF+9atf8Y9//AOfz8fkyZO54447mDp16oAflxgYQ3l+rF27ll/96lesXbuWcDjM6NGj+fGPfyxBahobiPNj5cqVnHXWWT3u56WXXmLu3LkAtLS0cNNNN/Hqq68CcNppp3HXXXcdlRlch4uhOj/k+rSDBKlCCCGEEEIIIdKGzEkVQgghhBBCCJE2JEgVQgghhBBCCJE2JEgVQgghhBBCCJE2JEgVQgghhBBCCJE2JEgVQgghhBBCCJE2JEgVQgghhBBCCJE2JEgVQgghhBBCCJE2JEgVQgghhBBCCJE2JEgVQgghhBBCCJE2/h8XUGp8BHsUNAAAAABJRU5ErkJggg==",
      "text/plain": [
       "<Figure size 1008x576 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "#add percentiles\n",
    "\n",
    "df[\"ossvalues\"] = oss_values\n",
    "df[\"10cent\"] = df[\"ossvalues\"].expanding().quantile(0.1)\n",
    "df[\"20cent\"] = df[\"ossvalues\"].expanding().quantile(0.2)\n",
    "df[\"30cent\"] = df[\"ossvalues\"].expanding().quantile(0.3)\n",
    "df[\"40cent\"] = df[\"ossvalues\"].expanding().quantile(0.4)\n",
    "df[\"50cent\"] = df[\"ossvalues\"].expanding().quantile(0.5)\n",
    "df[\"60cent\"] = df[\"ossvalues\"].expanding().quantile(0.6)\n",
    "df[\"70cent\"] = df[\"ossvalues\"].expanding().quantile(0.7)\n",
    "df[\"80cent\"] = df[\"ossvalues\"].expanding().quantile(0.8)\n",
    "df[\"90cent\"] = df[\"ossvalues\"].expanding().quantile(0.9)\n",
    "\n",
    "plt.title(\"Bitcoin's Power Law Oscillator\")\n",
    "plt.plot(df.Date, oss_values, color=\"blue\",linewidth=2)\n",
    "plt.plot(df.Date, df[\"10cent\"], color=\"green\", linewidth=1)\n",
    "plt.plot(df.Date, df[\"20cent\"], color=\"green\", linewidth=1)\n",
    "plt.plot(df.Date, df[\"30cent\"], color=\"green\", linewidth=1)\n",
    "plt.plot(df.Date, df[\"50cent\"], color=\"green\", linewidth=1)\n",
    "plt.plot(df.Date, df[\"60cent\"], color=\"green\", linewidth=1)\n",
    "plt.plot(df.Date, df[\"90cent\"], color=\"green\", linewidth=1)\n",
    "\n",
    "plt.fill_between(df.Date, -1, df[\"50cent\"], color=\"green\", alpha=0.4) #(x_values, line #1, line #2, color)\n",
    "plt.fill_between(df.Date, 0.75, 1, color=\"red\", alpha=0.4)\n",
    "plt.fill_between(df.Date, oss_values, df[\"90cent\"], color=\"orange\", where = list(oss_values > df[\"90cent\"]), alpha=0.8)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Date         2013-03-04 00:00:00\n",
       "Value                      34.25\n",
       "ind                         1521\n",
       "ossvalues               0.142812\n",
       "10cent                 -0.585437\n",
       "20cent                 -0.451246\n",
       "30cent                 -0.364613\n",
       "40cent                 -0.220148\n",
       "50cent                 -0.180104\n",
       "60cent                 -0.141863\n",
       "70cent                 -0.075629\n",
       "80cent                  0.024001\n",
       "90cent                  0.166576\n",
       "Name: 900, dtype: object"
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.loc[900]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [],
   "source": [
    "def get_pctile_range(row):\n",
    "    ossvalue = row.ossvalues\n",
    "    ten = row[\"10cent\"]\n",
    "    twenty = row[\"20cent\"]\n",
    "    thirty = row[\"30cent\"]\n",
    "    forty = row[\"40cent\"]\n",
    "    fifty = row[\"50cent\"]\n",
    "    sixty = row[\"60cent\"]\n",
    "    seventy = row[\"70cent\"]\n",
    "    eighty = row[\"80cent\"]\n",
    "    ninety = row[\"90cent\"]\n",
    "    print(ossvalue)\n",
    "    if ossvalue <= ten:\n",
    "        return 1\n",
    "    if ossvalue <= twenty:\n",
    "        return 2\n",
    "    if ossvalue <= thirty:\n",
    "        return 3\n",
    "    if ossvalue <= forty:\n",
    "        return 4\n",
    "    if ossvalue <= fifty:\n",
    "        return 5\n",
    "    if ossvalue <= sixty:\n",
    "        return 6\n",
    "    if ossvalue <= seventy:\n",
    "        return 7\n",
    "    if ossvalue <= eighty:\n",
    "        return 8\n",
    "    if ossvalue <= ninety:\n",
    "        return 9\n",
    "    return 10"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
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      "-0.12201062728425338\n"
     ]
    }
   ],
   "source": [
    "daily_pctile = []\n",
    "for i in range(len(df)):\n",
    "    daily_pctile.append(get_pctile_range(df.loc[i]))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "-0.12201062728425338\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "5"
      ]
     },
     "execution_count": 19,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "get_pctile_range(df.loc[len(df)-1])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(4288, 4288)"
      ]
     },
     "execution_count": 20,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "len(daily_pctile), len(df.Value)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "C:\\Users\\Admin\\AppData\\Local\\Temp\\ipykernel_3688\\818300136.py:3: MatplotlibDeprecationWarning: Auto-removal of grids by pcolor() and pcolormesh() is deprecated since 3.5 and will be removed two minor releases later; please call grid(False) first.\n",
      "  plt.colorbar(label = 'Percentile band')\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "<matplotlib.colorbar.Colorbar at 0x28fabd04d30>"
      ]
     },
     "execution_count": 21,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1008x576 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.style.use(\"ggplot\")\n",
    "plt.scatter(df.Date, np.log(df.Value), c = daily_pctile, cmap = cm.jet, alpha = 0.7)\n",
    "plt.colorbar(label = 'Percentile band')\n"
   ]
  },
  {
   "cell_type": "raw",
   "metadata": {},
   "source": [
    "def get_value(days):\n",
    "    df1 = df[:days]\n",
    "    X = np.array(np.log10(df1.ind)).reshape(-1,1) #makes it a list of lists incase we had multiple linear regression\n",
    "    y = np.array(np.log10(df1.Value))\n",
    "\n",
    "    #now X and y are how they look on a log-log chart\n",
    "    reg = LinearRegression().fit(X,y)\n",
    "    #now need the difference between price(in log form) and output\n",
    "    return (y[-1] - reg.predict(X)[-1]) \n",
    "    \n",
    "So here you essentially did log(price) - (fitted regression on log of X axis) -> X axis is no of days \n",
    "What if you did semilogy and curved regression? Turns out its actually the same... curve fitting on semilog is same as linear on log-log. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "raw",
   "metadata": {},
   "source": [
    "The RANSAC method to find best fit (and to also probably get good \"non-bubble\" data)\n",
    "Step 1: change to loglog\n",
    "Step 2: perform linear regression - on whole data together (X is index, y is value)\n",
    "Step 3: find the max difference\n",
    "Step 4: remove that entire entry from data frame\n",
    "Step 5: do it again \n",
    "\n",
    "Do all this as long as df.length > 0.5* original"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {},
   "outputs": [],
   "source": [
    "def get_furthest_x(y, line):\n",
    "    #y is all the log of values \n",
    "    # line is the linear regression line\n",
    "    difference = [abs(y[x] - line[x]) for x in range(len(line))]\n",
    "    max_difference = max(difference)\n",
    "    return difference.index(max_difference)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {},
   "outputs": [],
   "source": [
    "def perform_regression(df):\n",
    "    X = np.array(np.log(df.ind)).reshape(-1,1) #makes it a list of lists incase we had multiple linear regression\n",
    "    y = np.array(np.log(df.Value))\n",
    "\n",
    "    #now X and y are how they look on a log-log chart\n",
    "    reg = LinearRegression().fit(X,y)\n",
    "\n",
    "    #remember plt plots on a linear axis and our X and y have been \"logged\"\n",
    "    #plt.plot((X), (reg.predict(X))) #plot the X and predicted y as per X\n",
    "    line = reg.predict(X)\n",
    "    outlier = get_furthest_x(y, line) #index of furthest element from line\n",
    "    return outlier"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "2144\n"
     ]
    }
   ],
   "source": [
    "df2 = df\n",
    "iterations = int(len(df2)/2)\n",
    "print(iterations)\n",
    "for i in range(0,iterations):\n",
    "    outlier = perform_regression(df2)\n",
    "    #outlier is the xth index from beginning, we need to drop it\n",
    "    df2=df2.drop(df2.index[outlier])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0.5, 1.0, 'RANSAC non-bubble data')"
      ]
     },
     "execution_count": 25,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1008x576 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.loglog(df.ind, df.Value, alpha=0.9, color=\"blue\", zorder=1)\n",
    "plt.scatter(df2.ind, df2.Value, color='red', alpha=0.5, zorder=2)\n",
    "plt.title(\"RANSAC non-bubble data\")"
   ]
  }
 ],
 "metadata": {
  "interpreter": {
   "hash": "bd97b8bffa4d3737e84826bc3d37be3046061822757ce35137ab82ad4c5a2016"
  },
  "kernelspec": {
   "display_name": "Python 3.9.12 ('base')",
   "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": "3.9.12"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}