justInTimeAnalysis.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 400,
   "id": "325b379d",
   "metadata": {},
   "outputs": [],
   "source": [
    "import pandas as pd \n",
    "import math"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 91,
   "id": "d1420f64",
   "metadata": {},
   "outputs": [],
   "source": [
    "# read file \n",
    "addLiquidity = pd.read_csv('data/eth_addLiquidity.csv')\n",
    "removeLiquidity = pd.read_csv('data/eth_removeLiquidity.csv')\n",
    "swapData = pd.read_csv('data/eth_swap.csv')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 408,
   "id": "a38580f2",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "'/Users/johntzuyang/Desktop/code/Uniswap-MEV-Analysis-Origin'"
      ]
     },
     "execution_count": 408,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# read file \n",
    "import os\n",
    "os.path.abspath('')\n",
    "# a = pd.read_csv('//data//eth_addLiquidity.csv')\n",
    "# r = pd.read_csv('//data//eth_removeLiquidity.csv')\n",
    "# s = pd.read_csv('//data//eth_swap.csv')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 98,
   "id": "d8c0236b",
   "metadata": {},
   "outputs": [],
   "source": [
    "# drop duplicates and sort by block_number first, then logIndex \n",
    "addLiquidity = addLiquidity.drop_duplicates(subset=[\"tx_hash\"],keep=\"first\")\n",
    "addLiquidity = addLiquidity.sort_values(['block_number', 'logIndex'], ascending = [True, True])\n",
    "removeLiquidity = removeLiquidity.drop_duplicates(subset=[\"tx_hash\"],keep=\"first\")\n",
    "removeLiquidity = removeLiquidity.sort_values(['block_number', 'logIndex'], ascending = [True, True])\n",
    "swapData = swapData.drop_duplicates(subset=[\"tx_hash\"],keep=\"first\")\n",
    "swapData = swapData.sort_values(['block_number', 'log_index'], ascending = [True, True])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 99,
   "id": "bb487a6c",
   "metadata": {},
   "outputs": [],
   "source": [
    "swapData['prevTick'] = swapData['tick'].shift()\n",
    "swapData['prevPrice'] = swapData['price'].shift()\n",
    "swapData = swapData.iloc[1:]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 398,
   "id": "b970201f",
   "metadata": {},
   "outputs": [],
   "source": [
    "def priceToTick(price):\n",
    "    tick = math.log(price/1e12)/(math.log(1.0001)) * (-1)\n",
    "    return tick "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "fc1ac6e9",
   "metadata": {},
   "source": [
    "## JIT PnL Analysis"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 346,
   "id": "549882bb",
   "metadata": {},
   "outputs": [],
   "source": [
    "jitFeeIncomes = {}\n",
    "gasCosts = {}\n",
    "V3PnLs = {}\n",
    "\n",
    "for index,value in addLiquidity.iterrows():\n",
    "    (addBlock,\n",
    "    addOrigin,\n",
    "    addTickLower,\n",
    "    addTickUpper,\n",
    "    addLogIndex,\n",
    "    addAmountUSD) = value['block_number'],value['origin'], value['tickLower'], value['tickUpper'], value['logIndex'],value['amountUSD']\n",
    "    \n",
    "    # JIT criteria\n",
    "    sameBlock = removeLiquidity['block_number'] == addBlock\n",
    "    sameOrigin = removeLiquidity['origin'] == addOrigin # same tx initiator \n",
    "    sameTickLower = removeLiquidity['tickLower'] == addTickLower\n",
    "    sameTickUpper = removeLiquidity['tickUpper'] == addTickUpper\n",
    "    addThenRemove = removeLiquidity['logIndex'] > addLogIndex\n",
    "    \n",
    "    sameBlockRemoveLiquidityEvent = removeLiquidity[sameBlock & sameOrigin & sameTickLower & sameTickUpper & addThenRemove]\n",
    "    \n",
    "    # LP add/remove liquidity in the same block\n",
    "    if len(sameBlockRemoveLiquidityEvent) > 0: \n",
    "        removeLogIndex = sameBlockRemoveLiquidityEvent.iloc[0]['logIndex']\n",
    "        removeAmountUSD = sameBlockRemoveLiquidityEvent.iloc[0]['amountUSD']\n",
    "        # exploited swap criteria \n",
    "        swapAtSameBlock = swapData['block_number']==addBlock\n",
    "        swapAfterAdd = swapData['log_index'] > addLogIndex\n",
    "        swapBeforeRemove = swapData['log_index'] < removeLogIndex\n",
    "        \n",
    "        jitSwapData = swapData[swapAtSameBlock & swapAfterAdd & swapBeforeRemove]\n",
    "        \n",
    "        if len(jitSwapData) > 0:\n",
    "            # traverse through all jit swap data and calculate fee income \n",
    "            jitFeeIncome = 0\n",
    "\n",
    "            for i,v in jitSwapData.iterrows():\n",
    "                tickBeforeSwap = priceToTick(v['prevPrice'])\n",
    "                tickAfterSwap = priceToTick(v['price'])\n",
    "                tickDiff = abs(tickAfterSwap - tickBeforeSwap)\n",
    "                tickRange = addTickUpper - addTickLower\n",
    "                jitFeeIncome += addAmountUSD * 0.0005 * (tickDiff / tickRange) \n",
    "\n",
    "            V3PnL = removeAmountUSD - addAmountUSD\n",
    "            gasCost = v['price'] * 1/1e18 * (value['gasUsed'] * value['gasPrice'] + sameBlockRemoveLiquidityEvent.iloc[0]['gasUsed'] * sameBlockRemoveLiquidityEvent.iloc[0]['gasPrice'])\n",
    "            \n",
    "            jitFeeIncomes[value['timestamp']] = jitFeeIncome\n",
    "            V3PnLs[value['timestamp']] = V3PnL\n",
    "            gasCosts[value['timestamp']] = -1 * gasCost\n",
    "            \n",
    "    "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 347,
   "id": "06e4d944",
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>JIT Fee</th>\n",
       "      <th>JIT V3 PnL</th>\n",
       "      <th>JIT Gas Cost</th>\n",
       "      <th>JIT Profit</th>\n",
       "      <th>Cumulative JIT Fee</th>\n",
       "      <th>Cumulative JIT V3 PnL</th>\n",
       "      <th>Cumulative JIT Gas Cost</th>\n",
       "      <th>Cumulative JIT Profit</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
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       "      <th>1651330195</th>\n",
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       "      <td>-329.755517</td>\n",
       "      <td>1.707202e+02</td>\n",
       "      <td>-892.156767</td>\n",
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       "      <td>-5.340382e+02</td>\n",
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       "      <td>227.091900</td>\n",
       "      <td>863.287963</td>\n",
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       "      <td>-157.388842</td>\n",
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       "      <td>256.870461</td>\n",
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       "      <td>180.614618</td>\n",
       "      <td>782.951561</td>\n",
       "      <td>-221.794364</td>\n",
       "      <td>-262.974111</td>\n",
       "      <td>8.080343e+02</td>\n",
       "      <td>1039.822022</td>\n",
       "      <td>-881.217731</td>\n",
       "      <td>-9.544012e+02</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1651472064</th>\n",
       "      <td>5473.323912</td>\n",
       "      <td>144.060704</td>\n",
       "      <td>-167.814152</td>\n",
       "      <td>5137.695607</td>\n",
       "      <td>6.281358e+03</td>\n",
       "      <td>1183.882726</td>\n",
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       "      <td>4.183294e+03</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
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       "      <td>...</td>\n",
       "      <td>...</td>\n",
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       "      <th>1666773827</th>\n",
       "      <td>121.093869</td>\n",
       "      <td>-206.827831</td>\n",
       "      <td>-85.996138</td>\n",
       "      <td>-50.898407</td>\n",
       "      <td>2.254428e+06</td>\n",
       "      <td>542333.951633</td>\n",
       "      <td>-225928.656673</td>\n",
       "      <td>1.802570e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1666773839</th>\n",
       "      <td>47.223450</td>\n",
       "      <td>99.476289</td>\n",
       "      <td>-96.829569</td>\n",
       "      <td>-146.435688</td>\n",
       "      <td>2.254475e+06</td>\n",
       "      <td>542433.427922</td>\n",
       "      <td>-226025.486242</td>\n",
       "      <td>1.802424e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1666774427</th>\n",
       "      <td>23.515853</td>\n",
       "      <td>-109.433626</td>\n",
       "      <td>-60.809295</td>\n",
       "      <td>-98.102738</td>\n",
       "      <td>2.254498e+06</td>\n",
       "      <td>542323.994297</td>\n",
       "      <td>-226086.295537</td>\n",
       "      <td>1.802326e+06</td>\n",
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       "    <tr>\n",
       "      <th>1666774511</th>\n",
       "      <td>6912.082635</td>\n",
       "      <td>-93.422716</td>\n",
       "      <td>-32.142065</td>\n",
       "      <td>6847.798506</td>\n",
       "      <td>2.261410e+06</td>\n",
       "      <td>542230.571581</td>\n",
       "      <td>-226118.437602</td>\n",
       "      <td>1.809174e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1666774619</th>\n",
       "      <td>74.301457</td>\n",
       "      <td>-314.712707</td>\n",
       "      <td>-33.974051</td>\n",
       "      <td>6.353355</td>\n",
       "      <td>2.261485e+06</td>\n",
       "      <td>541915.858874</td>\n",
       "      <td>-226152.411653</td>\n",
       "      <td>1.809180e+06</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>4666 rows × 8 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "                JIT Fee  JIT V3 PnL  JIT Gas Cost   JIT Profit  \\\n",
       "1651330195   170.720225 -892.156767   -250.237871  -329.755517   \n",
       "1651354759   229.607539  285.739265   -216.945124  -204.282709   \n",
       "1651396917   227.091900  863.287963   -192.240371  -157.388842   \n",
       "1651445433   180.614618  782.951561   -221.794364  -262.974111   \n",
       "1651472064  5473.323912  144.060704   -167.814152  5137.695607   \n",
       "...                 ...         ...           ...          ...   \n",
       "1666773827   121.093869 -206.827831    -85.996138   -50.898407   \n",
       "1666773839    47.223450   99.476289    -96.829569  -146.435688   \n",
       "1666774427    23.515853 -109.433626    -60.809295   -98.102738   \n",
       "1666774511  6912.082635  -93.422716    -32.142065  6847.798506   \n",
       "1666774619    74.301457 -314.712707    -33.974051     6.353355   \n",
       "\n",
       "            Cumulative JIT Fee  Cumulative JIT V3 PnL  \\\n",
       "1651330195        1.707202e+02            -892.156767   \n",
       "1651354759        4.003278e+02            -606.417502   \n",
       "1651396917        6.274197e+02             256.870461   \n",
       "1651445433        8.080343e+02            1039.822022   \n",
       "1651472064        6.281358e+03            1183.882726   \n",
       "...                        ...                    ...   \n",
       "1666773827        2.254428e+06          542333.951633   \n",
       "1666773839        2.254475e+06          542433.427922   \n",
       "1666774427        2.254498e+06          542323.994297   \n",
       "1666774511        2.261410e+06          542230.571581   \n",
       "1666774619        2.261485e+06          541915.858874   \n",
       "\n",
       "            Cumulative JIT Gas Cost  Cumulative JIT Profit  \n",
       "1651330195              -250.237871          -3.297555e+02  \n",
       "1651354759              -467.182995          -5.340382e+02  \n",
       "1651396917              -659.423366          -6.914271e+02  \n",
       "1651445433              -881.217731          -9.544012e+02  \n",
       "1651472064             -1049.031883           4.183294e+03  \n",
       "...                             ...                    ...  \n",
       "1666773827           -225928.656673           1.802570e+06  \n",
       "1666773839           -226025.486242           1.802424e+06  \n",
       "1666774427           -226086.295537           1.802326e+06  \n",
       "1666774511           -226118.437602           1.809174e+06  \n",
       "1666774619           -226152.411653           1.809180e+06  \n",
       "\n",
       "[4666 rows x 8 columns]"
      ]
     },
     "execution_count": 347,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "totalDf = pd.DataFrame.from_dict(jitFeeIncomes, orient='index')\n",
    "totalDf.columns = ['JIT Fee']\n",
    "totalDf['JIT V3 PnL'] = list(V3PnLs.values())\n",
    "totalDf['JIT Gas Cost'] = list(gasCosts.values())\n",
    "totalDf['JIT Profit'] = totalDf['JIT Fee'] + totalDf['JIT Gas Cost'] + totalDf['JIT Gas Cost']\n",
    "\n",
    "totalDf['Cumulative JIT Fee'] = totalDf['JIT Fee'].cumsum()\n",
    "totalDf['Cumulative JIT V3 PnL'] = totalDf['JIT V3 PnL'].cumsum()\n",
    "totalDf['Cumulative JIT Gas Cost'] = totalDf['JIT Gas Cost'].cumsum()\n",
    "totalDf['Cumulative JIT Profit'] = totalDf['JIT Profit'].cumsum()\n",
    "totalDf"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 344,
   "id": "3fc19763",
   "metadata": {},
   "outputs": [],
   "source": [
    "# transform timestamp index to datetime index \n",
    "totalDf.index = pd.to_datetime((totalDf.index*1e9).astype(int))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "152ee050",
   "metadata": {},
   "source": [
    "### JIT Exploit in USDC"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 345,
   "id": "6fa73ca3",
   "metadata": {
    "scrolled": false
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/var/folders/78/tjpvqbrx10g9y5084mq7ddw40000gn/T/ipykernel_83901/1363156815.py:9: UserWarning: 'set_params()' not defined for locator of type <class 'pandas.plotting._matplotlib.converter.PandasAutoDateLocator'>\n",
      "  plt.locator_params(axis='x', nbins=30)\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1080x504 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "totalDf['JIT Profit'].plot(\n",
    "    figsize=(15,7),\n",
    "    rot=45,\n",
    "    title='WETH/USDC 0.05% JIT Exploit (USDC)',\n",
    "    xlabel='Date',\n",
    "    ylabel='USDC'\n",
    ")\n",
    "plt.locator_params(axis='x', nbins=30)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4575366c",
   "metadata": {},
   "source": [
    "### JIT Cumulative Profit"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 116,
   "id": "5777fb94",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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p/f8ALaXX+wuKQ+92S0ppLsU7Zf0DeIptz6X2vkNxfp2VFMPB9nf6+y7FeZDWRMT3tnOM31L8MH9D2nZS9+9SDOWuj4jG0vGP3M4x1lO889h8it+frwPvTSndVprr6YMUw5E1FHtEXb2d43TkAxSHny2lGDj+vN36Oyh+D7b8fj1OMSTZUYj7FoqB6hyKvWk+3Il62ruo3e/w/aX2S4A/p5SuKYUv7wB+GttOQn8zxd+lfwLfTCld3/7gKaUnKQak36f4c34V8KpSgNbellBwVUQ80MF6KAa5p0fEgNLxmym+XxwPLKQYrO4BvHFLKE2x59xVFH+2z1LsOXVmu+OujYiNFHv8nQ6clVK6tM3r+BbF0Pm/KQaMCyj+bP8EUApQT2fbObMkSepQ/Ov/qL4jIqYA/5dSmhHF2xQ/mVJ6wRwMEXExcHdK6eel5X8Cn0gp3dutBUuS+qTSvCVLgT1Lw9gk9SCla8Z5QPUuTF5djuf/MrA8pfSd7n7u7YmIfwcmppT+s9K1SJJ6vj7fU6l0ET8vIs6C4vj3iNgyD8SfKN3+ttQ1ehoddLeXJGk3DQc+ZaAkqSMppf/qSYESQErp+wZKkqRd1edCpYj4LcVJCPeNiIUR8Q7gTRTniXiY4iSiW+YhuI5it+THKXb3/9h2JiSVJKnTUkrLU0o/qnQdkiRJUjn0yeFvkiRJkiRJKq8+11NJkiRJkiRJ5WeoJEmSJEmSpE6rqnQBXWnkyJFpypQplS5DkiRJkiSpz7j//vtXppRGtW/vU6HSlClTuO+++ypdhiRJkiRJUp8REc931O7wN0mSJEmSJHWaoZIkSZIkSZI6zVBJkiRJkiRJndan5lTqSGtrKwsXLqSpqanSpagHqqurY8KECVRXV1e6FEmSJEmSepU+HyotXLiQhoYGpkyZQkRUuhz1ICklVq1axcKFC5k6dWqly5EkSZIkqVfp88PfmpqaGDFihIGSXiAiGDFihL3YJEmSJEnaDX0+VAIMlLRdnhuSJEmSJO2efhEqVdrSpUs555xz2GuvvTjssMM4/fTTmTt3blmf8/jjj+e+++7b4Tbf+c532LRp09bl008/nbVr177o554yZQorV64EYNCgQTz66KMccsghHHLIIQwfPpypU6dyyCGHcNJJJ71g32w2yyGHHMKMGTM466yztqlvV5x77rkcdNBB/M///A+f/vSn+cc//gG88LVKkiRJkqQXp8/PqVRpKSVe+9rX8ra3vY0rrrgCgIcffphly5Yxbdq0itb2ne98hze/+c3U19cDcM0115TleQ488EAeeughAM4//3zOOOMM3vCGN3S47YABA7Zu+6Y3vYmLL76Yj370o1vX53I5qqo6Pm2XLl3Kvffey9NPP/2Cde1fqyRJkiRJenHsqVRmN954I9XV1bznPe/Z2nbwwQdzzDHHcNNNN3HGGWdsbf/ABz7AZZddBhR7+1x44YUccsghzJo1iwceeIBTTjmFvfbai4svvhhgh/u39d73vpdZs2Yxffp0PvOZzwDwve99j8WLF3PCCSdwwgknbH3OlStX8olPfIIf/OAHW/f/7Gc/yze/+U0AvvGNb3D44Ydz0EEHbT1WuRxzzDE8/fTT3HTTTRxzzDGceeaZHHDAATQ1NfH2t7+dAw88kJkzZ3LjjTcC8IpXvIJFixZxyCGHcOutt3L++edz5ZVXdvhaJUmSJEnSi9Oveip97i+zeXzx+i495gF7DOYzr5q+3fWPPfYYhx122G4de9KkSTz00EN85CMf4fzzz+f222+nqamJGTNmbBNS7cyXvvQlhg8fTj6f58QTT+SRRx7hgx/8IN/+9re58cYbGTly5Dbbn3322Xz4wx/m/e9/PwC/+93vuO6667j++ut56qmnuOeee0gpceaZZ3LLLbdw7LHH7tbr25FcLse1117LqaeeCsADDzzAY489xtSpU/nWt75FRPDoo48yZ84cXvGKVzB37lyuvvpqzjjjjK09nX72s58B7PC1SpIkSZKk3WNPpR7szDPPBIrDx4488kgaGhoYNWoUtbW1nZr76He/+x2HHnooM2fOZPbs2Tz++OM73H7mzJksX76cxYsX8/DDDzNs2DAmTpzI9ddfz/XXX8/MmTM59NBDmTNnDk899dSLeYkvsHnz5q29syZNmsQ73vEOAI444gimTp0KwG233cab3/xmAPbbbz8mT55c9jmqJEmSJEnStvpVT6Ud9Sgql+nTp3PllVd2uK6qqopCobB1uf2t7WtrawHIZDJbH29Z3jK30I72B5g3bx7f/OY3uffeexk2bBjnn39+h9u1d9ZZZ3HllVeydOlSzj77bKA4P9SFF17Iu9/97p3uv7vazqnU1sCBA8v2nJIkSZIkqfPsqVRmL3/5y2lubuaSSy7Z2vbII49w6623MnnyZB5//HGam5tZu3Yt//znPzt17F3Zf/369QwcOJAhQ4awbNkyrr322q3rGhoaaGxs7PDYZ599NldccQVXXnklZ511FgCnnHIKl156KRs2bABg0aJFLF++vFM1d4VjjjmG3/zmNwDMnTuX+fPns+++++5wnx29VkmSJEmS1Hn9qqdSJUQEV111FR/+8If52te+Rl1dHVOmTOE73/kOEydO5I1vfCMzZsxg6tSpzJw5s1PH3pX9Dz74YGbOnMl+++3HxIkTOfroo7euu+CCCzj11FPZY489tk52vcX06dNpbGxk/PjxjBs3DihOhP3EE09w1FFHATBo0CB+/etfM3r06G32zeVy2/Ss6mrve9/7eO9738uBBx5IVVUVl1122U6fb0evVZIkSZIkdV6klCpdQ5eZNWtWuu+++7Zpe+KJJ9h///0rVFH/s2LFCg455BAWLVpU6VJ2meeIJEmSJEnbFxH3p5RmtW93+Ju6zNVXX80xxxzDV77ylUqXIkmSJEmSyszhb+oyZ5555tY71kmSJEmSpL7NnkqSJEmSJEnqtH4RKvWleaPUtTw3JEmSJEld7Y0/vpPv/GNupcsouz4fKtXV1bFq1SrDA71ASolVq1ZRV1dX6VIkSZIkSX3IPfNWs2RtU6XLKLs+P6fShAkTWLhwIStWrKh0KeqB6urqmDBhQqXLkCRJkiT1YoVC4pFF6zhw/BDe8+v7Afjf+xbwtTccVOHKyqvPh0rV1dVMnTq10mVIkiRJkqQ+KKXENY8t4QOXP7hN+xUXvKRCFXWfPh8qSZIkSZIklcuPbn6Gr//tyW3b3nQoL9lzRIUq6j6GSpIkSZIkSbtgybrNDKqtoqGumuXrm0jATXP+Nd3O0186japsn5++eitDJUmSJEmSpF1w1Fdu6LB9zOBa7rrwRCKimyuqLEMlSZIkSZKkTthvbAMzJw1l+h5DaGrNM2P8kH4XKIGhkiRJkiRJUodSSqWvsHjdZmqqMrz96ClceNr+Fa6sZzBUkiRJkiRJ/UJKieZcgbrq7E63bc0XOO7rN7J4XdM27YNqjFK28DshSZIkSZL6vHwhceZFtzF78XoG1VYxqqGWYfXVzF+9iWH1New9ehA1VRlqshlqqjL89dElrN3UCsCZB+/BnKXreefL9uTkA8ZU+JX0HIZKkiRJkiSpz3ts0TpmL17P1JEDOW7aKFZsaObZFRtpzhV4avkGcoVEISVacwVa8gU2t+QBuPE/jmfqyIEVrr5nKluoFBGXAmcAy1NKMzpY/zHgTW3q2B8YlVJaHRHPAY1AHsillGaVq05JkiRJktS3tOQK3P/8GmqqMjTUVTF+6ACWlIaxff/cmcwYP2Sb7VNK/XKi7RernD2VLgMuAn7Z0cqU0jeAbwBExKuAj6SUVrfZ5ISU0soy1idJkiRJkvqIfCGRCXh00TrOvOj27W43ZnDdC9oMlHZP2UKllNItETFlFzc/F/htuWqRJEmSJEl915NLGznlO7ds03bWYRN45UHjWN+UY9GazcxbuYFMBCMH1VSoyr6n4nMqRUQ9cCrwgTbNCbg+IhLw45TSJTvY/wLgAoBJkyaVs1RJkiRJktRD3P/8Gu59bjVjBtfyvX8+DcBBE4YwY/wQpu8xmDcdObnCFfZ9FQ+VgFcBt7cb+vaylNKiiBgN/D0i5qSUbulo51LgdAnArFmzUvnLlSRJkiRJlfaN6+Zw17P/ihLGDq7jT+87mkzGoWzdpSeESufQbuhbSmlR6evyiLgKOALoMFSSJEmSJEl9z+qNLTS15mmoq+Ljf3iEfUY3kIA9Rw5kwrAB3PXsaqaMqOfS8w9n2fpm9hkzyECpm1U0VIqIIcBxwJvbtA0EMimlxtLjVwCfr1CJkiRJkiSpmzW15jn0C39v17r0Bdttasmz56hB7DlqUPcUpm2ULVSKiN8CxwMjI2Ih8BmgGiCldHFps9cC16eUNrbZdQxwVWnm9Srg8pTS38pVpyRJkiRJ6hk2teS47amVPLGkEYBxQ+o4ZfpYmnN5zj58ElWZoK46w4I1m1m7qYVZk4dXuOL+rZx3fzt3F7a5DLisXduzwMHlqUqSJEmSJPVU//fwEv7zD48AsM/oQVz7oWOoymZesN3eoxu6uzR1oCfMqSRJkiRJksTd84oTb59z+ETOOWJSh4GSeg5DJUmSJEmS1CPUVBUn2v78q2dQU2Wg1NMZKkmSJEmSpBctpUREsKKxmZqqDK35AtWZDA11Vdu9K9s/Hl/GN657krrqDGMG13H948sADJR6CUMlSZIkSZK02+5/fg2X3j6Pvz6ypMP1ETBkQDVDBlQzdEA1Q+prGDKgmvrqLP9734Kt200bkwfg4IlDu6NsdQFDJUmSJEmStFsemL+G1//ojq3LNdkMb37JZMYNqSMCIoJ1m1pYu7mVdZtbWbuplbWbW1mwehObWnI01Fbx4ZOn8ZaXTKamKkMuX6A1nyr4itQZhkqSJEmSJGm3fO7q2QC86chJfOm1B77o41VlM1RlX/Rh1E0cpChJkiRJknbLxpY8QwZU88XXzKh0KaoAQyVJkiRJktRp6za38vTyDZx35CQiOp6IW32boZIkSZIkSeqUG+Ys4+DPXQ/AkVOHV7gaVYqhkiRJkiRJ6pQPXfEQUAyUjt1nVGWLUcU4UbckSZIkSdpl81dtorEpB8AVF7zEoW/9mD2VJEmSJEnSLvvUnx8D4G8fPsZAqZ8zVJIkSZIkSbvkLw8v5ua5KwDYb+zgClejSjNUkiRJkiRJu+Qj//sQABccu2dlC1GPYKgkSZIkSZJeoDmXZ+m6JgqFtE37u4/bk/86ff8KVaWexIm6JUmSJEkSD8xfw/89vISGuioa6qr48jVPsCVPGj6whmwmyBUSg2qMElTkmSBJkiRJUj+XUuJ1P7yjw3XvO34v1m1uZd3mVhrqqjlr1sRurk49laGSJEmSJEn93BNLGgE4Zp+RXPb2I2hsamVTS56Rg2qpqXLmHHXMUEmSJEmSpH5u3sqNALzzmD3JZoKh9TUMra9wUerxjBslSZIkSernNjS3ArD36EEVrkS9iT2VJEmSJEnq5Z5Ysh6AYfU1DK2vpq46u8v7Lm9s4uN/eBSAQbXGBNp1ni2SJEmSJPUyG5tzPLRgLblC4v8eXszv71+4dV0EDK6rZlBt8S5uW7+W2sYNqWPfsQ38+aFFtOQS81ZuAOCjJ09jyIDqSr0k9UKGSpIkSZIk9RJPL2/k6eUbuf7xpfzxgUXbrPvk6fszsLaK5Y1NrNnYQmNzjg1NORqbcqzc0MJzqzaVHjdv3Wfv0YNICb79xoN53aETuvvlqJczVJIkSZIkqZc46du3bH08rL6an7x1Fpta8uw1ehDjhw7YpWMsWL2JW59ayfQ9BnPwxKFlqlT9gaGSJEmSJEm9wKK1mwE4ZOJQ/vOUfdl7zCBGN9R1+jgTh9dz3pGTuro89UOGSpIkSZIk9SCPL17Pl695gmljGth37CAG1FSRLxT4xxPLAXjTkZN46d4jK1ylZKgkSZIkSVKPMW/lRk7/3q0A3Pb0yhesH91QyxsOc+4j9QyGSpIkSZIk9QC3PbWSN//sbgBeutcIfvlvR7BwzWZyhQLZTIaqTDBiUA0RUeFKpSJDJUmSJEmSKqypNb81UPrpW2fxkr1GUJXNMGXkwApXJm2foZIkSZIkSRWQUuKV37uNjS05ppbCozfOmsBJB4ypcGXSrjFUkiRJkiSpAppzBR5fsh6AlGDS8Ho+cdr+Fa5K2nWGSpIkSZIkVcDmljwAn33VAZx/9NQKVyN1XqbSBUiSJEmS1B9tbi2GSgNqshWuRNo99lSSJEmSJKkbteYLPLRgLR/7/cMADBlQXeGKpN1jqCRJkiRJUpm05gtcce8CHnh+DYPrqthj6AC+cu2crevHDq7jxP2dmFu9k6GSJEmSJEll8qW/PsFldzwHQENtFY3Nua3rfvWOI3jpXiPJZqJC1UkvjqGSJEmSJEllsHpjy9ZA6ZHPvoKG2irmLtvA4nWbOWrPEdRVO5eSejdDJUmSJEmSyuD7NzwFwKzJwxhcV5w3ad+xDew7tqGSZUldxlBJkiRJkqQXoTmX540/vos1G1toqKti9uL1HLXnCOYua2T80AH85K2zKl2iVBaGSpIkSZIk7YbGplZ+fvtzXPPoEuYsbQTgxP1Gs2x9M3c+u4qpIwfy/hP2ZtjAmgpXKpWHoZIkSZIkSbvhutnL+Pbf5wIwfGANN/6/4xlSX13hqqTuY6gkSZIkSdJOtOQKrNnUQl11lppshrnLGvnKNU8AcM8nT2R0Q12FK5S6n6GSJEmSJEk78cHfPsjfZi99QfvohlqG1Tu8Tf2ToZIkSZIkSSUpJf766BLmLm2ktjpLdTaozma2Bkr//cr9ac0nBlRnmDF+CAdNGEp1NlPhqqXKMFSSJEmSJKnk69c9yY9ueqbDda88aBzvPGbPbq5I6rkMlSRJkiRJ/VpKiY0teQbWZJm/ehMA//josUwcXk8un2jNF2jNJ0YOcpib1JahkiRJkiSpz1nf1MoPbniafzyxjKkjB5ErFLh33mrqqrPU12apr66iOZenOpth6bomGptz1FZlaM4VGN1Qy96jGwCo9VOztF3+ekiSJEmS+ox5Kzfy3MqNvPtX99OSLwDwzIqNDKuvZmNLnuP2HUVNNsOG5hwDaqrIFwpMGTmQlBLjhw7gqeUbOG7aqAq/Cql3MFSSJEmSJPUZZ37/Nhqbc1uXn/rSaU6kLZWJoZIkSZIkqddqyRXY2JzjrB/fydPLNwBwxkHjeMNhE7wzm1RmhkqSJEmSpF7pqWWNnPw/t2zTdtSeI/jcmdMZMai2QlVJ/YehkiRJkiSpx2psauW+59dQnclQU5WhOhvUVGWorcrw3X8+BcBpM8ay/7jBvP+EvclmosIVS/1H2UKliLgUOANYnlKa0cH644E/A/NKTX9MKX2+tO5U4LtAFvhpSumr5apTkiRJktQzPbFkPad999adbvedcw6htirbDRVJaqucPZUuAy4CfrmDbW5NKZ3RtiEissAPgJOBhcC9EXF1SunxchUqSZIkSep53vmL+wDYZ/Qgvvy6A2nJFWjJFWjOFWjO5VmwehNH7TXCQEmqkLKFSimlWyJiym7segTwdErpWYCIuAJ4NWCoJEmSJEl91MoNzfzvvQsoFBKZTLBqQwuL1m7m1Oljufgth1W6PEkdqPScSkdFxMPAYuA/UkqzgfHAgjbbLASOrERxkiRJkqTuceX9C/nGdU9u01aVCf7jlGkVqkjSzlQyVHoAmJxS2hARpwN/Avbp7EEi4gLgAoBJkyZ1aYGSJEmSpK6XyxeYs7SRm+euYO2mFh5asJZ7n1tDQ10VD3zqZPKFRCElAOprKt0XQtL2VOy3M6W0vs3jayLihxExElgETGyz6YRS2/aOcwlwCcCsWbNSmcqVJEmSJL0IhUJi8brNfOH/Hue62cu2ttdVZwDYa9RA3nXMnlRnM1Q7RZLUK1QsVIqIscCylFKKiCOADLAKWAvsExFTKYZJ5wDnVapOSZIkSdKLk1LixG/fzLyVGwFoqK3i7MMn8pqZ45kxfkiFq5O0u8oWKkXEb4HjgZERsRD4DFANkFK6GHgD8N6IyAGbgXNSSgnIRcQHgOuALHBpaa4lSZIkSVIv0pzL855f3c/d81azqSXPgOosnz3zAE7afwwjBtVWujxJL1I57/527k7WXwRctJ111wDXlKMuSZIkSVLXy+UL5AqJbCbIRnDzUyu4/amV3PjkCg4YN5gNzTmufM9RjB5cV+lSJXURZzyTJEmSJL0otz+9kjf/7G5SB7Pc1mQz/PBNhzJl5MDuL0xSWRkqSZIkSZK2sWZjC9c8toTf3buAza15APKFRGNTjpqqDDXZDJlMkAnIRLBmUwspwRsOm8CUEfXkCol8IXH6gePYc9RAaquceVvqiwyVJEmSJEkAbGjOsbE5x8nfvpn1TTmmjKhn/3GDSQkiYHBdNa35Ai35AikVg6ZCSkwYNoBTpw/gs2dOJyIq/TIkdRNDJUmSJEnq5x5ZuJa/P76MH9z4NIXSELa3vGQyn3zl/tRV28tIUscMlSRJkiSpH1u+vokzL7odgNMPHMvhU4YzrL6GVx+yh72OJO2QoZIkSZIk9QHfuG4OD85fSyZi63xH2QgigmwG1m/OsXjdZgACiAgCWLWxBYAPn7QPHzpxH4MkSbvMUEmSJEmSeokNzTmWrW8iJVi3uZX7nltNrjRe7Uc3PcPE4fWMGFhDIUEhFec7yhcgpURVNjh4wlAiICVIFNsBpowYyAdO2NtASVKnGCpJkiRJUi/xhh/dwZyljR2uq8oEPzjvUGaMH9LNVUnqrwyVJEmSJKmXmLO0kTGDa/nkKw8gEzBtTAOTR9RTKEAmA7VVTqotqfsYKkmSJElSL9DUmgfgrUdN4cyD96hwNZJkqCRJkiRJPVJTa57/uupR1m9uJZsJ7pm3GoAhA6orXJkkFRkqSZIkSVI3KRQSTy3fwLWPLeGpZRsYO6SOQbVV1FRlqMoE65tauWXuSkYMqmHhms08vXwDAPuOaWBAdZam6gKvOsheSpJ6BkMlSZIkSeoGTyxZz2nfvXWbtgHVWTaXhrW1N32PwZx8wBi+d85MBtQ4V5KknsdQSZIkSZK60O/uXcB/XfUog+r+9XErE8HqjS0AHDF1OO89bi9ets9IqrMZCoVEa6FAS65AdTZDa77AoNoqIqJSL0GSdomhkiRJkiR1YENzjhWNzaSUGFZfw+AB1WQz2wY9yxub+MENTxMRtOQLXD97KSs3FMOjVx20B1s2z6dEay7x0r1H8OpDxm9zjEwmqM1kt965ra7aXkmSegdDJUmSJEkC1mxs4Ykl63ls8Tr+8cTyrRNjbxFRnCR7cF01A6qz1FVneHjhOgAyATVVGQbXVbPHkDp+8KZDmTlpWCVehiR1G0MlSZIkSf3GIwvX8pNb5xEUQ6CaqgzVmWDO0kbubhci7TN6EG89ajKD6qpYs7GVtZtaWL2phQ1NOTa35mlqLXDE1OFMGDaAb511sMPVJPU7hkqSJEmSKubRhetYsGYTm1vyZDIwZ2kjg+uqac4VWLmhmdUbWshkYPHaJppa81Rlg6pMhurS16psUJ0tLtdWFXsP1VZlqa3KsHpjCwvXbqa+Jlv6V8XNc1eworGZKSPqac0nmnN5mlsLVGWD4/cdxSsOGMu4IXUctdcIh6FJ0k4YKkmSJEnqVhuac/z98aVsasnzyase2+G2QwZUM6qhloa6KiYNrydXSLTmC+TyiVyhwKbWRK603JTL05Ir0Jwr0Nyap7WQmDy8nqbWLAtW59jUkqe5Nc+7jpnKJ195QDe9WknquwyVJEmSJO22Jes289t7FrC5Jbf17mURUJUtDiurymbIZoL1m1sZP2wAN85ZzhNLGlm6vmnrMT77qgM4ft/RJKAlV2DS8HqqskFzrngXNElSz+Q7tCRJkqTdsmjtZr58zRP89ZElW9sGlIaM5QoFWvNpu/uec/hE3nLUZIJg/3ENHc5HVJ3NdH3RkqQuY6gkSZIkqdOaWvMc/dUbANhvbAN/ev/RREBt1b/mIUopkS8kcoVES75AS65AU2ue8UMHOKm1JPUBhkqSJEmStqtQSHzyT4+xbH0TLbkCG1tyVGWCza15AI6dNooLT9uvw0mtI6I4sXYWJ72WpD7IUEmSJEnq5257aiVzlq4nJciXehellGhqLfD86k385eHFVGWC/ccNZkBNlmwEA6rh/JdO4cLT99umd5Ikqf8wVJIkSZL6qHWbWnn/5Q8QAfU1Weprqkpfszy3ahN3PbuKfCGxqSXf4f6ZgEG1VRy99wh++W9Hks04ZE2S9C+GSpIkSVIP9fyqjTy7ciPrNrXyyMJ15AsFMpkgG0E2EzTUVTGwtoq66ix11Rk2txS4/vGltOQK1Ndk+ccTywGoyWaYMrKeTS15Nrfki19b80wbM4ij9x5JU2uBNx05iSkjB5IJyJSOX5UJ5z6SJG2XoZIkSZLUQ73h4jtZ0di8dXnIgGoKhUQ+JXL54uTXHTl4whBWb2zhgHGD2Xv0IL57ziGGQ5KkLmeoJEmSJHWzTS05vv63J1nf1EpLrnhXtM2teaqzGbKZYEv8s3JDM68/dAJvP3oKk0bUM7iuepvjNLUWex415fI0tRbY3JJnVEMtoxpqu/9FSZL6HUMlSZIkqUxWb2zh57fPY+m6JmqrM1RlMtRUZbj87vlsaM4xfGANQ+urqclmqKvOkisUyOXT1v0PGDeY184cz4zxQzo8fnHYm5NkS5Iqw1BJkiRJKpNDv/D3rY+HD6yhNV/YOmxt8oh6bv7YCRWsTpKkF8dQSZIkSepiz6/ayIPz1wLFMOn2j7+cATX2KJIk9S2GSpIkSVIXSCnx0IK13PHMKr5x3ZNb2y97++EGSpKkPslQSZIkSdpNuXyB+as38ZVr5/D3x5dts+7C0/bj6L1Hbnc+JEmSejtDJUmSJGk3feDyB/nb7KVbl99z3F4cN20U+45tYPjAmgpWJklS+RkqSZIkSbvhlrkrtgZKl739cKbvMYRRDbUVrkqSpO5jqCRJkiR10pqNLbz10nsA+PrrD+L4fUdXuCJJkrpfptIFSJIkSb3N3fNWA/CWl0zmjYdPrHA1kiRVhqGSJEmS1Em5QgGAtxw1ucKVSJJUOYZKkiRJUiflCwmATESFK5EkqXIMlSRJkqROKqRiqFSVMVSSJPVfhkqSJElSJy1d1wzYU0mS1L8ZKkmSJEmdVJ0thklD6qsrXIkkSZVTVekCJEmSpN5i4ZpNvPtX9zN78XoABtd5OS1J6r/sqSRJkiTtol/d9fzWQOmCY/ckHP4mSerH/NOKJEmStItWNrYA8NSXTqM6699nJUn9m6GSJEmStANNrXl+fPOz5AoF/vDAQiYMG2CgJEkShkqSJEnSDn33n0/xo5ueAWBgTZaj9hxR4YokSeoZDJUkSZKkdpY3NvG/9yxgzaZWLr19HgD/+Ohx7D16UIUrkySp5zBUkiRJkkpue2olf3l4MX+bvZR1m1u3tn/t9QcaKEmS1I6hkiRJkvq139z9PD+88RnyhcSKDc0Mqq1ij6EDeMfLpvLe4/ciJaipcg4lSZLaM1SSJElSn5dSYv3mHIWUSEC+kFi0djMfv/IRnlzWyOC6Kk6bMY6h9dW8/+V7M7iuutIlS5LU4xkqSZIkqU9ataGZ39w9nz89tIj5qzaRK6QOtztp/zF8/9yZDKjJdnOFkiT1boZKkiRJ6nNSSlxy67P8+OZnmTlpKBccuyfD6muoygaZCDIBmUwwvL6GU2eMJSIqXbIkSb1O2UKliLgUOANYnlKa0cH6NwEfBwJoBN6bUnq4tO65UlseyKWUZpWrTkmSJPU9P7ttHj+++VlqqjL84T0vJZMxNJIkqauVs6fSZcBFwC+3s34ecFxKaU1EnAZcAhzZZv0JKaWVZaxPkiRJfczcZY384f6F3PTkCkYOquGP7z3aQEmSpDIpW6iUUrolIqbsYP0dbRbvAiaUqxZJkiT1bfNWbuTCPz7CXc+uBmD4wBrOOGgck0bUV7gySZL6rp4yp9I7gGvbLCfg+ohIwI9TSpdsb8eIuAC4AGDSpEllLVKSJEk9T6GQeOX3bmVTS579xjbw47ccxuQRAytdliRJfV7FQ6WIOIFiqPSyNs0vSyktiojRwN8jYk5K6ZaO9i8FTpcAzJo1q+NbekiSJKnPaskX2NSS52V7j+Qnb53lXdwkSeomFQ2VIuIg4KfAaSmlVVvaU0qLSl+XR8RVwBFAh6GSJEmS+o+VG5q56ckVrNnYwobmHADXPrYEgJfvN9pASZKkblSxUCkiJgF/BN6SUprbpn0gkEkpNZYevwL4fIXKlCRJUg9y/s/v4bFF67dpq8oEL9t7JG85anKFqpIkqX8qW6gUEb8FjgdGRsRC4DNANUBK6WLg08AI4IcRAZBLKc0CxgBXldqqgMtTSn8rV52SJEnqHW56cjmrNrQA8OhnX8HAmuKlbAKy3uFNkqRuV867v527k/XvBN7ZQfuzwMHlqkuSJEm9w4Pz17B0XRN/f3wZz6zcyMML1gLw5pdMoqGuurLFSZKkyk/ULUmSJLW3fH0Tr/vRHaTSbVgOHD+EI6cO5zOvms7+4xoqW5wkSQIMlSRJktQDzV68npTgG284iJfuPZLxQwdUuiRJktSOoZIkSZJ6jEIhcfk98/nW9U+SzQSvmD6WIQMc6iZJUk9kqCRJkqQe49NXP8av75rPfmMb+NQZexooSZLUgxkqSZIkqUdIKXHNo0s5/cCx/OC8QyndDViSJPVQmUoXIEmSJAEsW9/M6o0tHDl1hIGSJEm9gD2VJEmSVDEtuQK3zF1Bc67Ac6s2AjBl5MAKVyVJknaFoZIkSZLK6rrZS1m1oYV8ShQKiXwh0Zwr8McHFvLU8g3bbBsBexoqSZLUKxgqSZIkqWyeXbGBd//q/g7XNdRV8ZaXTGb4wBpOP3AcEcW2cUMGdHOVkiRpdxgqSZIkqcuklLj45md5dsUGNjTnuPaxpQBcdN5Mjpg6nGwE2UyQyQQDqrNUZ53iU5Kk3spQSZIkSV3imkeX8L1/PsWcpY0A7D16EC/beyQThw/g9BnjyGScfFuSpL7EUEmSJEld4tLb5rF47WaO2Wck33jDwYwdUlfpkiRJUhkZKkmSJOlF+8j/PsR9z6/hvCMn8eXXHljpciRJUjcwVJIkSdJuac7lyeUTuULiqgcXEQHvOmbPSpclSZK6iaGSJEmSduqntz7Lfc+toZCKIdLKDc08snDdNtu87/i9mDpyYIUqlCRJ3c1QSZIkSTt18c3PsnJDM/uNbaA6m6E6G7zrmKmMbqgjmwki4OzDJ1a6TEmS1I0MlSRJkrRD65taWbWxmfNfOoXPnjm90uVIkqQeIlPpAiRJktRzNefyvOyrN5ASjBhYU+lyJElSD2KoJEmSpO367NWzWd+U49TpY3n7y6ZWuhxJktSDOPxNkiRJL7CxOcfcZY389p4FAHz+NdMZVOuloyRJ+hevDCRJkvQC7/vNA9w8dwUA3z3nEEY31FW4IkmS1NMYKkmSJGkbm1py3Dx3Ba+dOZ5zj5jE4VOGVbokSZLUAxkqSZIkaRvNrQUADp4whCOmDq9wNZIkqacyVJIkSeqHUkrc+9warpu9lJZcgUSikODaR5ewoTkHQG11tsJVSpKknsxQSZIkqR95eMFaHlqwlt/fv4DHFq2nrjpDfU0VAURAVTbDy/cbzUEThnLq9LGVLleSJPVghkqSJEn9RC5f4OxL7qSptcDeowfx5dceyGtnjmdAjT2SJElS5xkqSZIk9QPL1jdx0rdupqm1wHlHTuJLr5lBRFS6LEmS1IsZKkmSJPVR+ULiutlLWbmhmbvnraaxOce7jpnKu4/by0BJkiS9aIZKkiRJfdQfH1jIx658ZOvyMfuM5JOvPKCCFUmSpL7EUEmSJKkPSinxk1ufZb+xDfz6nUcyqLaKOu/mJkmSupChkiRJUh/Q1Jrn3udWM3fZBuYubeSe51Yzb+VGvvGGgxg5qLbS5UmSpD7IUEmSJKkP+PI1T/DLO58HYMTAGqaNaeBVB43jNTPHV7gySZLUVxkqSZIk9UILVm9iwepNNOXyPLGkkV/e+Tx7jhrI7959lD2TJElStzBUkiRJ6mVunLOct1927zZttVUZLjxtfwMlSZLUbQyVJEmSeom5yxr57NWzueOZVQB88TUzmDF+CHXVGSYMq2dQrZd2kiSp+3jlIUmS1IOllLj+8WWs3dTCnc+s4o5nVnHctFGcf/QUTth3dKXLkyRJ/ZihkiRJUg/2zIoNvPtX929dHlRbxcVvPowBNdkKViVJkmSoJEmS1KM1tRYA+NrrD+S4aaNpqKsyUJIkST2CoZIkSVIPNXdZI2/66d0AjBxUy9ghdRWuSJIk6V8MlSRJknqIucsa+d29C2jOFWjJFbh//hrWbW7l7FkTOXTSsEqXJ0mStA1DJUmSpB7i57c/xxX3zmfogGpqqjLUVGX48msP5LwjJ1W6NEmSpBcwVJIkSaqg62cv5UvXPEFza4HVm1rYd0wDf/vwsZUuS5IkaacMlSRJkrrZgtWbuPHJ5cxbuZHrZy8D4Lhpo6jKBifsO7rC1UmSJO0aQyVJkqRutHx9E8d8/catyyMG1vCNsw7i5fuNqWBVkiRJnWeoJEmS1I3mrdwIwPkvncKnzjiAbCYqXJEkSdLuyVS6AEmSpP7k7EvuAuCMg8YZKEmSpF7NnkqSJEndoDmX54v/9wQAe48exMxJwypckSRJ0otjTyVJkqRucO2jS/nVXc8zbkgdF562n72UJElSr2dPJUmSpG7wm7ufZ8qIem74f8eTMVCSJEl9gD2VJEmSyuyr187h3ufWcN6RkwyUJElSn2FPJUmSpDJ5alkj//mHR3hw/lpmThrKuUdMqnRJkiRJXcZQSZIkqQwKhcSZF93O5tY8r5s5nk+/6gAa6qorXZYkSVKXKevwt4i4NCKWR8Rj21kfEfG9iHg6Ih6JiEPbrHtbRDxV+ve2ctYpSZLU1Rat3czm1jx7jx7Et88+hKH1NZUuSZIkqUuVe06ly4BTd7D+NGCf0r8LgB8BRMRw4DPAkcARwGciwvvuSpKkXqGpNc8jC9cB8PlXT69wNZIkSeVR1uFvKaVbImLKDjZ5NfDLlFIC7oqIoRExDjge+HtKaTVARPydYjj123LWK0mS9GJ97i+zueyO50ipuDx15MDKFiRJklQmlZ5TaTywoM3ywlLb9tolSZJ6tLufXU1K8LXXH8jEYfWMGzKg0iVJkiSVRaVDpRctIi6gOHSOSZO8o4okSeo+6za3sqklRyEVJ+Ze39TK40vW8+pD9uDsw70ukSRJfVulQ6VFwMQ2yxNKbYsoDoFr235TRwdIKV0CXAIwa9asVI4iJUmS2luwehPHf/Mm8oUXXn5MHl5fgYokSZK6V6VDpauBD0TEFRQn5V6XUloSEdcBX24zOfcrgAsrVaQkSRJASonL7niO51ZuZO6yDeQLiXe+bCrTxjQQAVXZYMTAWo7ZZ2SlS5UkSSq7soZKEfFbij2ORkbEQop3dKsGSCldDFwDnA48DWwC3l5atzoivgDcWzrU57dM2i1JklQpn/zTY1x+93wG11VRlc1w2ORhfPjkaQyqrfTf6SRJkrpfue/+du5O1ifg/dtZdylwaTnqkiRJ6qzZi9dx+d3zOXLqcH77rpeQyUSlS5IkSaqoTKULkCRJ6ulSSnzlmjkAfP7VMwyUJEmSMFSSJEnaqc/95XFue3olAOOHDahwNZIkST2DEwBIkiRtR0qJL/71CS674znqa7Jc/5FjnT9JkiSpxJ5KkiRJ2/H1657kZ7fN48DxQ7juw8cyYVh9pUuSJEnqMfxTmyRJUgdSSvzopmcAuOp9L6Uq69/iJEmS2vLqSJIkqQO/v38hAB89eZqBkiRJUge8QpIkSWrn1qdW8J9XPgLA246aUtliJEmSeqgdhkoR8eaIeEsH7W+JiPPKV5YkSVLlfP+GpwF4/wl7MaS+usLVSJIk9Uw766n078BVHbT/Efh/XV+OJElS5W1oynHS/qP52Cn7VboUSZKkHmtnE3VXp5Q2tG9MKW2MCP9sJ0mS+oTLbp/Hc6s28cyKDTTUVfH8qo3sM2ZQpcuSJEnq0XYWKg2IiIEppY1tGyOiAagpX1mSJEndo7Gplc/+5XFqqooduAfXVTNu6ACO33dUhSuTJEnq2XYWKv0MuDIi3pNSeh4gIqYAPyitkyRJ6pU+dMWD3P70StZuagXgv1+5P291Um5JkqRdtsNQKaX0zYjYANwSEYOAABqBr6aUftQdBUqSJHW1hWs28eeHFrPvmAZOmT6WofXVvPrg8ZUuS5IkqVfZWU8lUkoXAxeXhryRUmose1WSJEldaN3mVn5/3wKaWvO05hN/eXgxAN9648HMGD+kwtVJkiT1TjsNlSJiX+ACYL/S8hPAJSmluWWuTZIkqUv85u7n+frfnty6XFed4V3HTGX6HoMrWJUkSVLvtsNQKSKOAv4IXFL6F8BM4KaIeF1K6a7ylyhJkvTirNvUSibgyS+eRlUmiIhKlyRJktTr7ayn0qeBc1NKN7Vp+1NE3AB8BjitXIVJkiS9WPNWbuS7/5jLgwvWUluVpTqbqXRJkiRJfcbOQqW92gVKAKSUbo6IS8pTkiRJ0ovTnMvzn1c+ws1zV5DLJyYNr+c1M0dWuixJkqQ+ZWeh0o4m5d7YlYVIkiR1lSvuWcCfH1rMjPGD+errDnIybkmSpDLYWag0MSK+10F7AN53V5Ik9QjLG5v47NWzqclmaM4VuPaxpRw5dThXXPAS50+SJEkqk52FSh/bwbr7urIQSZKk3dHUmud1P7yDhWs2U5PNMG5oHS/ZczjffuMhBkqSJElltMNQKaX0i/ZtETEMWJtSSmWrSpIkaQc2t+T5wwML+b9HFvPIwnVsasmz75gGrvvIsZUuTZIkqd/YYagUEZ8GfpdSmhMRtcC1wCFALiLOSyn9oxtqlCRJAmDhmk289dJ7mL9qE7lCYr+xDRw2eRiTR9TzhVfPqHR5kiRJ/crOhr+dDXyh9PhtFOdSGgVMA34BGCpJkqSySSlx+T3zufnJFTy+ZD1rNraQT4l3Hbsnx08bxRFThzvETZIkqUJ2Fiq1tBnmdgpwRUopDzwRETvbV5IkqVNy+QK3PLWCxqYcrfnE1Q8v5pa5Kxg7uI7DpgxjeH0NJx0whuOmjap0qZIkSf3ezoKh5oiYASwDTgD+o826+rJVJUmS+o3rZy/loQVryWaCZ1Zs4JpHl25d11BXxefOnM5bj5psjyRJkqQeZmeh0oeAKykOeft2SmkeQEScDjxY5tokSVIfVigkHl+yng9c/iAt+QIRkBKcfuBYPnryNGqyWUYMqmFgrZ2jJUmSeqKdXaUdDfyk9DhFxEeAlcBtKaVzy1qZJEnq03522zy+dM0TAHzzrIN5w2ETyBcS2Yw9kiRJknqDzE7WNwCDSv8agMHALODaiDinzLVJkqQ+bPG6zQDc8P+O4w2HTQAwUJIkSepFdthTKaX0uY7aI2I4xTu/XVGOoiRJUt+3sTnHmMG17DlqUKVLkSRJ0m7YrUkKUkqrw9kyJUlSJ63c0MyV9y9kc0uehxasdb4kSZKkXmy3ruQi4gRgTRfXIkmS+rA7n1nFW352N7lCAiACXnPI+ApXJUmSpN21w1ApIh4FUrvm4cBi4K3lKkqSJPU9tz+9klwh8Yt/O4Jj9xmJnZ4lSZJ6t531VDqj3XICVqWUNpapHkmS1AdtaM5xyS3PMm5IHcdNG1XpciRJktQFdjZR9/PdVYgkSer9rn54Md/5+1wKKVFIkC8k1je10tiUA+D8l06pbIGSJEnqMs6OKUmSuswHf/sgAK8+ZA8CyGSCwXXVDBlQzZjBdZxz+MTKFihJkqQuY6gkSZJ2yyML1/K5vzxOrpDIBJTm3+aIqcP57jkzK1ucJEmSyi5T6QIkSVLvdM2jS3lowVqGDKhmUG0VDbVVnHHQOD7/6umVLk2SJEndwJ5KkiSpU9Y3tfK5qx/nqgcXctCEofzy346odEmSJEmqAEMlSZK0yx6cv4YPXfEQ81dvYuakoXz2VfZKkiRJ6q8MlSRJ0i775Z3Ps6KxmS++ZgZvfsnkSpcjSZKkCnJOJUmStMs2t+SZOHyAgZIkSZLsqSRJknYsX0hcdMPTrNnUwuwl6xhWX1PpkiRJktQDGCpJkqQXKBQSz6zYwG/uns9NTy7nuVWbABhUW8WJ+42pcHWSJEnqCQyVJEnSC1x6+zy++NcnAKjKBMfsM5IfvulQGuqqK1yZJEmSegpDJUmS9AK3PrWSScPr+fyrp3PsPqPIZKLSJUmSJKmHcaJuSZK0VWu+wGevns29z63m6L1HcPy+ow2UJEmS1CF7KkmS1I+llPjq3+bwzPKNAMxd1sj81cX5k159yPhKliZJkqQezlBJkqR+aFNLjjufWcU3rnuSOUsbmTyinvqaKuprshw2eRjfO3cm44cOqHSZkiRJ6sEMlSRJ6od+ccfzfO1vcwA4cb/RXHTeoQyoyVa4KkmSJPUmhkqSJPUT65ta+a8/PsraTa3MW7mRCLj5P05g0oj6SpcmSZKkXshQSZKkPuKfTyzjuVWbSCltbYsIAoiA62Yv5a5nVzNz0lD2GFrH8fuOMlCSJEnSbjNUkiSpD7j/+dW84xf37XS7l+09kl+/88huqEiSJEl9XVlDpYg4FfgukAV+mlL6arv1/wOcUFqsB0anlIaW1uWBR0vr5qeUzixnrZIk9UaL127mt/fM56oHFwHw/XNncvy+o0hASkCCRCIlKKTEkAHVFa1XkiRJfUfZQqWIyAI/AE4GFgL3RsTVKaXHt2yTUvpIm+3/HZjZ5hCbU0qHlKs+SZJ6s5QSdz67iivvW8gfS4HSR06axqsO3qPClUmSJKm/KGdPpSOAp1NKzwJExBXAq4HHt7P9ucBnyliPJEl9xj+eWM67flkc7jasvpp7P3kSVdlMhauSJElSf1LOUGk8sKDN8kKgw0kcImIyMBW4oU1zXUTcB+SAr6aU/rSdfS8ALgCYNGnSi69akqQKempZI5ffM59cPpFPiUIhkS+0eZygUEj8/YlljGqo5dfvOJKxQ+oMlCRJktTtespE3ecAV6aU8m3aJqeUFkXEnsANEfFoSumZ9jumlC4BLgGYNWtWar9ekqTe5Ic3PcOfH1rEkAHVZDNBJmKbr8XHMHXEQN720insO7ah0iVLkiSpnypnqLQImNhmeUKprSPnAO9v25BSWlT6+mxE3ERxvqUXhEqSJPUFl942j1/d9TyL1m7m9APHcdF5h1a6JEmSJGmHyhkq3QvsExFTKYZJ5wDntd8oIvYDhgF3tmkbBmxKKTVHxEjgaODrZaxVkqSyyOUL3PXsah5euJZ8IdGSK/CHBxaSiaAqG1RnM1RlgqeWb2DGHoM5aMZY3n701EqXLUmSJO1U2UKllFIuIj4AXAdkgUtTSrMj4vPAfSmlq0ubngNckVJqO3Rtf+DHEVEAMhTnVNreBN+SJFVcSoknlzXyizue4/HF63lu1Saac3maWgsdbn/03iMYOaiW1nyB1nziwPFD+O9XHsCQ+upurlySJEnaPbFtltO7zZo1K913332VLkOS1E88sWQ9X/rrEyxau5mNzTmWNzZTk81w4IQhjG6oZdLwerKZoDlX4C0vmcyEYQNoyRcIggE12UqXL0mSJO2SiLg/pTSrfXtPmahbkqQe74H5a/ifv8/lkYXrKKREc67AoNoqXrrXCGqyGWZNGc7JB4xhVEPtdo/hXdokSZLUVxgqSZK0Ey25Atc/vpRf3vk898xbzYn7jWbi8HoAzpo1gel7DKlwhZIkSVL3M1SSJGk7Uko8u3Ij/3xiGV++Zg4AJx8whp+89QU9fyVJkqR+x1BJkqQ2fn3X89z05AoiYMHqTcxZ2ghAbVWG2z7+ckYMrKlwhZIkSVLPYKgkSeozHl6wlpueXEEmIJMJspkoPo7i42wmaG4t0JIv3pEtE8GG5lZ+defzrG/KbXOs/cY2EBGc/9IpvGTPEUwcPmCHcyVJkiRJ/Y2hkiSpT7hl7gre9cv7aM4VOr3v0XuPYNbk4VuXTztwLPuNHdyV5UmSJEl9jqGSJKnXu+nJ5bz7V/czdeRAfvPOIxkyoJp8ShQKkE+JfCFRKCQKKQEwqK6KlKC0yICabAWrlyRJknonQyVJUq9245PLefvP72XfMQ1c/q6XMLw055H/wUmSJEnl5TW3JKlHu+Ppldz81AqqMxkAGptaaWzK0dico1BI/HPOcgB+864jtwZKkiRJksrPUEmS1GOklHhowVpa84lnVmzgnnmruerBRQBkorhNQ101gwdUMbCmiojg4IlDecNhExg5yEm0JUmSpO5kqCRJqpiUEis2NFMoQCJxyS3P8vPbn9u6fuSgWk4/cCwXHLsXh0wcSkqJiKhcwZIkSZK2MlSSJHWrfCHx9PINtOQKfPmaJ7jz2VXbrH/VwXvwxlkTGD90AFNHDtwmRDJQkiRJknoOQyVJUrdpyRX4wOUPcP3jywCoyWb46MnTGDmolkwU78J2yvSx1FV7NzZJkiSppzNUkiTt0NpNLWxqyRMBQZS+Au2WI6L0tdhOsM2639+3gEtvn8eC1ZuZNLye/zp9f/YZM4i9Rg2q6OuTJEmStHsMlSSpn/vdfQv4xR3P0ZIr0JovkE8JKAZDjU2trNnU2mXPNaqhlovffCgn7T+Gqmymy44rSZIkqfsZKklSH7duUyu/vvt57np2Fc2thVI3o+KXBNwzbzUHjBvMPmMGUZXJkM38a96iuuose44cSENdFQlIqTihdvFrsWFre9vHFJdps8+g2mped+h4h7ZJkiRJfYShkiT1Qes2tfKjm59h9cZmrpu9jHWbW9l/3GCGDKiilPVQ+sJ5R07iM686gNoqwx5JkiRJu85QSZL6kPufX82v75rPHc+sZNn6ZsYMrmXwgCo+eOI+vONlUytdniRJkqQ+xFBJkvqAllyBr/1tDpfePo+G2irGD6vnu+fM5CV7jqh0aZIkSZL6KEMlSeqlUkrc9/wa/vTgIh5asJbZi9fz1qMm8/FT92NgrW/vkiRJksrLTx2S1IsUColnVmzg5rkruOLeBTy9fAMDa7KMHzaA7507kzMP3qPSJUqSJEnqJwyVJKmH2NyS57lVG9tMpJ22rksJfnTzM9zx9ErWbGoFYOakoXz9DQdxxkHjqK/x7VySJElS9/JTiCRV2JNLG7n87uf544OLaGzK7XDbPYbU8V9v2J9ZU4YzdeTAbqpQkiRJkl7IUEmSKmTO0vV88qrHuP/5NdRkM5x24FhO2n8M1dnM1m0i/rV9TTbD0XuPpKYq08HRJEmSJKl7GSpJUoX89ZEl3P/8Gj55+v68/rAJDB9YU+mSJEmSJGmXGSpJUoW05ArUVGV417F7VroUSZIkSeo0x1BIUoUsb2xm1KDaSpchSZIkSbvFUEmSKmTx2s2MG1JX6TIkSZIkabcYKklShSxZ18S4oQMqXYYkSZIk7RZDJUmqgEIhsXRdE3vYU0mSJElSL2WoJEkVsGpjCy35gsPfJEmSJPVahkqSVAFL1m0GcPibJEmSpF7LUEmSKmDx2iYA9hhiqCRJkiSpdzJUkqQKeGD+GgDGDzNUkiRJktQ7GSpJUjdbvHYzl942j9fNHM/wgTWVLkeSJEmSdouhkiR1s9mL15MrJN581ORKlyJJkiRJu81QSZK62byVGwDYc+TAClciSZIkSbvPUEmSutm8lRsZPrCGofUOfZMkSZLUexkqSVI3m7dyI1PtpSRJkiSplzNUkqRuNm/lRqaMMFSSJEmS1LsZKklSN5m7rJHzfnIXy9Y3M2P84EqXI0mSJEkvSlWlC5Ck/qA1X+A9v7qfNZta+PQZB/Dml3jnN0mSJEm9m6GSJHWDK+5dwLMrN/Kzt83ixP3HVLocSZIkSXrRHP4mSWXWmi/wvX8+xRFTh/Py/UZXuhxJkiRJ6hKGSpJUZrc/vZIVjc2842VTiYhKlyNJkiRJXcLhb5JUJoVC4iO/e4jrZi9lcF0Vx+87qtIlSZIkSVKXMVSSpDJZuaGZPz+0GIDvnTOT2qpshSuSJEmSpK7j8DdJKpPnV28C4KLzZvKK6WMrXI0kSZIkdS17KklSF8vlC8xdtoGzLr6TbCaYsceQSpckSZIkSV3OUEmSulBzLs9ZF9/JIwvXAXDS/qOZMnJghauSJEmSpK5nqCRJXeiWuSt5ZOE6PnryNA6aMIQjp46odEmSJEmSVBaGSpLUhW6Ys4yG2irec9xe1FQ5bZ0kSZKkvqusn3gi4tSIeDIino6IT3Sw/vyIWBERD5X+vbPNurdFxFOlf28rZ52S1BU2NOf4wwOLOHbaKAMlSZIkSX1e2XoqRUQW+AFwMrAQuDcirk4pPd5u0/9NKX2g3b7Dgc8As4AE3F/ad0256pWkzkgpsaE5R76QyBUS+ULi7B/fSUuuwEkHjK50eZIkSZJUduUc/nYE8HRK6VmAiLgCeDXQPlTqyCnA31NKq0v7/h04FfhtmWqVpE75zysf4ff3L3xB++iGWs48eHwFKpIkSZKk7lXOUGk8sKDN8kLgyA62e31EHAvMBT6SUlqwnX39lCapx3hi6XqmjRnEOYdPoiobZDNBdSbDUXuNIJuJSpcnSZIkSWVX6Ym6/wL8NqXUHBHvBn4BvLwzB4iIC4ALACZNmtT1FUrql258cjlzlzZSW5WhrjpLbXWG2qosNdkMqze18Nii9bxu5nj+7WVTK12qJEmSJFVEOUOlRcDENssTSm1bpZRWtVn8KfD1Nvse327fmzp6kpTSJcAlALNmzUovpmBJ/UtKxbmQspkg4l+9i1Y0NvPuX91PS66ww/0nDq8vd4mSJEmS1GOVM1S6F9gnIqZSDInOAc5ru0FEjEspLSktngk8UXp8HfDliBhWWn4FcGEZa5XUx+ULiUcXrWNAdZbqbHD70yv54U3PsGRdEwDV2aAqk6GmKkN1NkNLrsBfP/gyxg0ZQHMuT3NrgaZcnpZcgZZcgWwmOHD8kAq/KkmSJEmqnLKFSimlXER8gGJAlAUuTSnNjojPA/ellK4GPhgRZwI5YDVwfmnf1RHxBYrBFMDnt0zaLUm746+PLuGDv31wm7ZDJw3lnMMnkS8UaC0kcvkCG5pzrN+c44A9BjN9D0MjSZIkSdqess6plFK6BrimXdun2zy+kO30QEopXQpcWs76JPUfy9cXeyR94TUzqK/Oss+YQRw4fsg2w94kSZIkSbuu0hN1S1K32NicB+DcwydSlc1UuBpJkiRJ6v0MlST1KYvXbubOZ1bRnCuwdN1mqrMZMpngjmdWUledMVCSJEmSpC5iqCSpT2jNF3jfbx7g748v2+42B09wjiRJkiRJ6iqGSpJ6tXufW83VDy3m2ZUbuP3pVbzlJZN580smM6iuirGD68gXEolESlBtLyVJkiRJ6jKGSpJ6pVy+wNf+Noef3jaP+uosA2ur+Ngp+/L+E/beZrtsxom4JUmSJKkcDJUk9Uo3zFnOT26dxzmHT+RTZxzAwFrfziRJkiSpOzkWRFKvtGx9EwAfPmmagZIkSZIkVYCfxCT1aLl8gcvvmU9jU44Vjc3MXryOlGDJuiZGN9QyuqG20iVKkiRJUr9kqCSpx1m2volbn1rJnc+s4vrZS2lszgEwoDrL9D0GU53NMGxgNWcdNpGMcyZJkiRJUkUYKknqMXL5Atc8tpQP/vZBAIbVV3PUXiM4cPwQ3nXsnlRnM068LUmSJEk9hKGSpG6zeO1mfnDj0zTnClRnMzTn8qzZ2MKaTa2s2dTC4rWbac0nhg+s4TOvOoBXHbSHPZEkSZIkqYcyVJJUdkvWbea6x5Zy8c3PsmZTCyMG1tCST9Rkg+GDahhWX8PkEfWcsO9oDhw/hDMOHkdtVbbSZUuSJEmSdsBQSVLZXXb7c/z4lmcZN6SOP3/gaPYbO7jSJUmSJEmSXiRDJUll15wrAHDTx463B5IkSZIk9RGZShcgqe9LKTG0vtpASZIkSZL6EEMlSWVVKCSuf3wZNVnfbiRJkiSpL/FTnqSyuve51SxZ18S4oQMqXYokSZIkqQsZKkkqqyeWrAfgh286tMKVSJIkSZK6kqGSpLJ6ctkGhtZXs8eQukqXIkmSJEnqQoZKkspq7rJGpo1pICIqXYokSZIkqQsZKkkqm0IhMXdpI9PGDKp0KZIkSZKkLlZV6QIk9T3f+cdcfnbbPLKZoLE5x2GTh1W6JEmSJElSFzNUktTlbpiznKH11Rw3bRQ12SynTB9b6ZIkSZIkSV3MUElSl0opMW/FRl536Hg+9+oZlS5HkiRJklQmzqkkqUut3NBCY3OOqSMHVroUSZIkSVIZGSpJ6lLzVm4EYIqhkiRJkiT1aYZKkrrUvJUbANhzpHd8kyRJkqS+zFBJUpf5++PL+O4/nqKuOsP4YQMqXY4kSZIkqYwMlSR1mT/cv5BNrXl+/JZZZDNR6XIkSZIkSWVkqCSpy2xqzTN5xECOmzaq0qVIkiRJksrMUElSl2lqyVNfna10GZIkSZKkbmCoJKnLbG7NM6DGUEmSJEmS+gNDJUldZlNLjgH2VJIkSZKkfsFQSVKXaWotUGeoJEmSJEn9gqGSpC5THP7m24okSZIk9QdVlS5AUu93//Or+frfnmT1xhbqa3xbkSRJkqT+wC4Fkl60W59ayd3zVnPY5GEcN21UpcuRJEmSJHUDuxRIetFacgWqs8Ef3vvSSpciSZIkSeom9lSS9KK15ArUZH07kSRJkqT+xE+Bkl60plzeu75JkiRJUj/j8DdJu6WpNc81jy4hJXhq2QZDJUmSJEnqZwyVJHXaA/PX8LmrZ/PwwnVb2w6eOLRyBUmSJEmSup2hkqROWbJuM6/74R0ARMC1HzqGbARjhtRVuDJJkiRJUncyVJLUKf/z97kA/OhNh/Ly/UdTW+WwN0mSJEnqjwyVJHXKIwvXceJ+ozntwHGVLkWSJEmSVEHe/U3SLtvUkmPO0kaG1FdXuhRJkiRJUoUZKknaZTfMWQ7AyEG1Fa5EkiRJklRphkqSdtmdz6wC4NwjJlW4EkmSJElSpTmnkqSdamrNc+1jS7j6ocUMq69m7GDv9CZJkiRJ/Z2hkqRtpJRICRJQSImHF6zlQ1c8xKK1m5k0vJ5fveMIBtR4xzdJkiRJ6u8MlaR+4Fd3Pc83r3uSllyBRCk0Smx9XEiJRLFte774mhm84bAJ1FUbKEmSJEmSDJWkPm1zS54f3vQ037/haQ6eMITDpwwnAjIRUPoasLWt+Dgorg4yUVw3ZeRAzjhoj0q/HEmSJElSD2KoJPVRdzyzkk9e9RjzVm6krjrDt954CHuPHlTpsiRJkiRJfURZQ6WIOBX4LpAFfppS+mq79R8F3gnkgBXAv6WUni+tywOPljadn1I6s5y1Sn3J0nVNnPeTu6mpyvCbdx7JS/YcQTYTlS5LkiRJktSHlC1Uiogs8APgZGAhcG9EXJ1SerzNZg8Cs1JKmyLivcDXgbNL6zanlA4pV31SX7aisRmAb7zhII7ee2SFq5EkSZIk9UWZMh77CODplNKzKaUW4Arg1W03SCndmFLaVFq8C5hQxnqkfqOxuRWA0Q11Fa5EkiRJktRXlTNUGg8saLO8sNS2Pe8Arm2zXBcR90XEXRHxmu3tFBEXlLa7b8WKFS+qYKmv2NicB6ChzmnTJEmSJEnl0SM+cUbEm4FZwHFtmienlBZFxJ7ADRHxaErpmfb7ppQuAS4BmDVr1g5uiC71HxtKPZUG1faIX3FJkiRJUh9Uzp5Ki4CJbZYnlNq2EREnAZ8EzkwpNW9pTyktKn19FrgJmFnGWqU+ZUNTDoBB9lSSJEmSJJVJOT9x3gvsExFTKYZJ5wDntd0gImYCPwZOTSktb9M+DNiUUmqOiJHA0RQn8Zb6vWXrm7h+9lLyhcTc5RsYWJOlkCCbCTIRZDPwyzufB+ypJEmSJEkqn7J94kwp5SLiA8B1QBa4NKU0OyI+D9yXUroa+AYwCPh9RADMTymdCewP/DgiChR7U3213V3jpH7rV3c+z0U3Pr1N28CaLPmUKBQgnxL5QmKf0YOorSpnZ0RJkiRJUn9W1m4MKaVrgGvatX26zeOTtrPfHcCB5axN6i2ac3meWraBlnyBtZtauPjm4tRid//XiWQzwchBtRWuUJIkSZLUHzk2RurhPvPn2Vxx74Jt2o6bNooxg+sqVJEkSZIkSYZKUo+3eF0Te44cyKdfdQDV2QzDB9aw/7jBlS5LkiRJktTPGSpJPdjitZu5Ze4KTtp/NMfvO7rS5UiSJEmStJWz+Eo91P3Pr+alX70BgJP2H1PhaiRJkiRJ2pY9laQeoCVXYOWGZtZuaiWTgabWAq//0Z0AnDJ9DOccManCFUqSJEmStC1DJamCWvMFzvjebTy5rLHD9a8/dALfeuPB3VyVJEmSJEk7Z6gkldnG5hwbm3NEBBGQiSATEBGs29TKk8saOWn/MZy4/2iGDqgmAflCorYqw4kOe5MkSZIk9VCGSlIXe3ThOp5ZsYFsJmhqzfOxKx/Z6T6vmD6GN86a2A3VSZIkSZLUNQyVpC7U1JrnvJ/cRWNzbpv2Mw/eg8OnDielRKGQSEAhQUqJbCY4dcbYyhQsSZIkSdJuMlSSutBtT62ksTnHt846mIMmDCFXSFRng71GDSIiKl2eJEmSJEldxlBJepHWbW7lklue4drHlrJuUytDBlRz5iF7UJ3NVLo0SZIkSZLKxlBJ6qTljU38/r6F/Pae+TS1Fli5oXnrujGDa/nEafsZKEmSJEmS+jxDJakTcvkCL/3KDeQKiYbaKs44eBybW/JEBF97/UHUVBkmSZIkSZL6B0MlaRf9/fFlvOuX9wEwZUQ9137oWAbUZCtclSRJkiRJlWGoJLXx1LJGLrrxaVKCqmxQlQmymQxVmeCRhWupzgbvPnYvPvDyvamrNlCSJEmSJPVfhkpSG//3yBL+/NBipoyoJ1dI5AuJ1nwiXyiQKySOmzaa/zhl30qXKUmSJElSxRkqSW1cef9ChtVXc9PHTqh0KZIkSZIk9WiGShLw/KqNzF68niXrNvOyfUZVuhxJkiRJkno8QyX1a1fcM58H56/lqgcX0ZIvEAGfPH3/SpclSZIkSVKPZ6ikfmnZ+iYWrN7EJ//0GNXZ4IT9RvHe4/dm6IBqpowcWOnyJEmSJEnq8QyV1O+s29zKkV/+59blaz90DNPGNFSwIkmSJEmSeh9DJfUry9c3ceK3bwbgnMMn8pqZ4w2UJEmSJEnaDYZK6jcKhcS7fnU/jU05vnP2Ibxm5vhKlyRJkiRJUq9lqKQ+6+nljSxYvZmqbFCVyfD0ig08vGAtJ+0/2kBJkiRJkqQXyVBJfUpKiUtvf47v/H0ujc25F6wfOaiWH7zp0ApUJkmSJElS32KopD5j9cYWPvb7h/nnnOUcO20Uewyp45h9RjF6cC2t+QK5fGLyiHpqq7KVLlWSJEmSpF7PUEm9xgPz1/DfVz3G5tY8ARAUvwIRwYrGZja35PncmdN561GTiYgdHE2SJEmSJL0YhkrqFTY05/jQFQ/SmkscPnU4KSUSQIJEIiWYvsdg3nXMnswYP6TS5UqSJEmS1OcZKqlX+Omtz7JwzWZ+/+6jmDVleKXLkSRJkiSp38tUugBpV/zzieUcNmmYgZIkSZIkST2EoZJ6vLueXcVji9dx7LRRlS5FkiRJkiSVOPxN3aZQSCxYs4naqiwDa7Nsbslz73NryBUKpFTcpjRT0tbl1Rtb+Pp1T7LXqEGce8SkClUuSZIkSZLaM1RSt1i1oZl//+2D3PHMqk7ve/DEofz8/MMZPrCmDJVJkiRJkqTdYaiksntowVre++v7WbWxhf88dV+GDqhhY3MOgCP3HM6g2uJpGBHFr6X9SotMGFZPNhPtDytJkiRJkirIUEllk1Lit/cs4LNXz2ZUQy1/fO9LmTF+SKXLkiRJkiRJXcBQSV2uUEjcNW8Vv77rea55dCnHThvFd88+hGEOX5MkSZIkqc8wVFKXamrNc/r3buXZFRsZVFvFh07chw+euI/D1yRJkiRJ6mMMldSlFq7ZxLMrNvLKA8fxzbMOZkBNttIlSZIkSZKkMshUugD1LcvWNwPwlqMmGyhJkiRJktSH2VNJuy2lxNxlG2hsamXxuibqqjLMWdoIwOiG2gpXJ0mSJEmSyslQSbttztJGTvvurS9or84GY4fUVaAiSZIkSZLUXQyVtNvWbW4F4MLT9mPWlOFUZYJVG5sZ3VBHfY2nliRJkiRJfZmf/LXb8oUEwCETh3LY5GEVrkaSJEmSJHUnJ+rWbtsSKlVlo8KVSJIkSZKk7maopN2WT8VQKROGSpIkSZIk9TeGStotjU2tzFlSvNNbVcbTSJIkSZKk/sY5ldQphUJi0drNfPGvj3Pd7GUADKrzNJIkSZIkqb8xDVCnfOmaJ/jZbfMAOHG/0XzwxH2YOnJghauSJEmSJEndzVBJO3T/86v5n78/xeABVQyoruIPDywE4KdvncURew5ncF11hSuUJEmSJEmVYKik7Vq9sYXX/+hOACYNr6c5l2fs4Dp++rZZzBg/pMLVSZIkSZKkSjJU0gssW99EvpCYt3IjAO982VT++4wDKlyVJEmSJEnqSQyVtNVTyxo5/+f3smjt5m3aT5kxtkIVSZIkSZKknqqsoVJEnAp8F8gCP00pfbXd+lrgl8BhwCrg7JTSc6V1FwLvAPLAB1NK15Wz1v5uRWMzb7v0Hhava+K1M8dz5NTh5FNiQHWWQycNq3R5kiRJkiSphylbqBQRWeAHwMnAQuDeiLg6pfR4m83eAaxJKe0dEecAXwPOjogDgHOA6cAewD8iYlpKKV+uevuSlBKNzTnWbWpl3eZW1m9upZBgYG2WQbVVDKytYmBNFfW1Wb51/VzufGYlDy9cBxQn4D7pgDEVfgWSJEmSJKmnK2dPpSOAp1NKzwJExBXAq4G2odKrgc+WHl8JXBQRUWq/IqXUDMyLiKdLx7uzjPX2Cikl/vDAIr72tzk0teQhgNRmPbCpJUchbe8IHTtqzxG89ajJBkqSJEmSJGmXlDNUGg8saLO8EDhye9uklHIRsQ4YUWq/q92+48tXas/xm7uf53v/fIqqTIbqbFCdzVCVLT6uygQt+QKPLVrPvmMaOOrAEUQU9wti6zHqa7IMGVDNkAHVDC59zWaCjc05NjTn2NicY2NLnk3NOVoLibe8ZDKjGmor9IolSZIkSVJv1Osn6o6IC4ALACZNmlThal68icPqOX7aaFoLBVrziVy+9LVQoDVfoDqf4eOn7scFx+5JNhM7P6AkSZIkSVIZlDNUWgRMbLM8odTW0TYLI6IKGEJxwu5d2ReAlNIlwCUAs2bN6uSgr57n2GmjOHbaqEqXIUmSJEmStEOZMh77XmCfiJgaETUUJ96+ut02VwNvKz1+A3BDSimV2s+JiNqImArsA9xTxlolSZIkSZLUCWXrqVSaI+kDwHVAFrg0pTQ7Ij4P3JdSuhr4GfCr0kTcqykGT5S2+x3FSb1zwPu985skSZIkSVLPEcWOQX3DrFmz0n333VfpMiRJkiRJkvqMiLg/pTSrfXs5h79JkiRJkiSpjzJUkiRJkiRJUqcZKkmSJEmSJKnTDJUkSZIkSZLUaYZKkiRJkiRJ6jRDJUmSJEmSJHWaoZIkSZIkSZI6zVBJkiRJkiRJnWaoJEmSJEmSpE4zVJIkSZIkSVKnGSpJkiRJkiSp0wyVJEmSJEmS1GmGSpIkSZIkSeo0QyVJkiRJkiR1mqGSJEmSJEmSOs1QSZIkSZIkSZ1mqCRJkiRJkqROi5RSpWvoMhGxAni+0nV0oZHAykoXIe0mz1/1Fp6r6s08f9Wbef6qN/A8VW/Wlefv5JTSqPaNfSpU6msi4r6U0qxK1yHtDs9f9Raeq+rNPH/Vm3n+qjfwPFVv1h3nr8PfJEmSJEmS1GmGSpIkSZIkSeo0Q6We7ZJKFyC9CJ6/6i08V9Wbef6qN/P8VW/gearerOznr3MqSZIkSZIkqdPsqSRJkiRJkqROM1SSJEmSJElSpxkqSZIk9VARMbTN46hgKVKnec6qt/BclXafoVKFRcS+EeHPQb1SRLw8IsZWug5pRyLivIg4uPTYi0b1ChFxWkTcDPwgIi4ESE6Eqd7Ha1z1FnVbHnitIHWOb/QVEhEnR8TdwDvx56BeJiJeGhGzgfOBQRUuR+pQRJwUEbcC3wFmgh/K1TtExBHAZ4FvUbxry6ERMaOiRUmdEBGvjIj/A74QEUdXuh5peyLiFRFxB3BRRLwJvFZQ7xARr4mI70fE8ErXUlXpAvqTUupdBXwKOBf4eErpj23X+yamni4issC7gC+llC6vdD1SW6X32TrgF8Bo4IvAq4H60vpsSilfuQqlXXI0cEtK6eqI2BPIA89ERCalVPB6QT1ZRBwGfIZiMDoYeFtE7JNSumzLOVzRAqWSiBgFfB74KrAe+HBETEopfcVzVT1V6Vr3tcCXgAbgpoi4qpLnq6FSNypdALZGRAG4ckugFBHHAHcBuUrWJ+2iwUAA10REDXA2cCcwP6XU4ocdVVLp3NscEb9JKf0Ztl40vh/4oYGSeqKI+CBwIHBPSuknwD+Av0VEHcULx2eBHwELKP5hSurJTgJuTSldExEDgAOAD5Y+9KzzOkE9QemD+Rjg4ZTSn0ptS4HbIuInKaWVnqvqiVJKKSKeBV4GHA+8GbgXmF+pmhx21Q0i4oMR8ZOIuKDUdDEwLiJ+HhGPAv8J/Az4t9L2juNVj9Hm/H1HqSkD7AkcBPweeBXwZeDHW3bp/irV37U5T98F0CZQygLzgNkRMbGSNUodiYjzgfOAPwBvjohPUQyPZgCtwHtTSscCXwNeGxHT/ZCjnqT9+y9wI/CqiBiWUtpM8TxeB3wcHFqkyomIt0XEybD1PNwAvHTL8KGU0uPA74DvV65K6YXanrslj6WUVqWU/kDxPfZ1pT/2V4ShUpm1u1h8U0T8N9AM/AmoAc4Cziytf12py6X/2apHaHf+vrX0YWcTcAfwc+DylNIbKQaiZ0TELLsKq7t18KH8v0pDhij1TFoPHAysrVSN0g6cCHwtpfQ34P8B1cC/p5TWANOA50vbzaHYK7S2IlVKHejg/feTwHPAdcCvSvPa7UlxeNHQiBhYoVLVj0XEsIi4kuJ5+K3SH5xIKT0HPAh8t83mFwJ7RsRUP5Op0rZ37gKFNh1Rvkvxj/wz2u3bbX/oN1Qqv/YXi7XAu0vdLC9IKc0pvWE9QvEDT2ulCpU60NH5+z7g08BASpN0p5Q2AFcAwypUp/q39udpDcWuwACklB4FmoBzKlOe9EJt7vz6IHAGQErpPoqh/eSIOAC4AfhpRNQD/03xgnFhBcqVtqf9+28d8NaU0r9TvF74fErp7RTfgweklDZWrlT1V6WQ/npgf+B+itexW3wAODUiDi8tbwQeBlq6tUipAzs6d7eEniml24GHgNMiYr8to6O6MxQ1VCqTHVws3g5MjYij2/3H+jZgALCmWwuVOrCD8/c2YDowjuKwzVMi4lWlHnhHA09UoFz1Uzs4T+8CxkfEy0rbBcW/mtc5vFiV0v7ca9Or83YgExHHlpYfoxgc7ZdS+jbwJHAlxXlpXpdSWt5NJUvbtZPr3GkRcUxKaX5K6e+l7V4JPNP9laq/a/Pe+8uU0lrghxRHh0wGSCmtBz4HfCoi3kYxwJ9OcWicVDE7OndLN+3Itnkv/g7FXnY3U7xRjT2VeqNOXiwuAfYo7ff6iHiYYtfg96aUmrqpZGmrTp6/C4DDUkq/pDg/2MuAScAZKSX/gq6y6eR5uphi+LnlLzWjgY12ZVd3i4gjIuInwMdLk8Zvad/Shf0pYDZwdhTvTriQ4uSx+5bWvwM4L6V0bkppSXfWLm2xG++/Y0v7HRsRNwP7ULxmkMqqg3N1S2+OptLXe4FrKd45a8s2F1H8UH4YMBk4K6W0rptKloDOn7sppXwpXBoDXESxd/MhKaUvtt2/O3j3txcpIo6geHv1ZyLiZymlFaX2LbetbnuxeHtKaWHpB7+pdIi5wHtSSndWon71b7t5/o6meHFISumGiLjJeZRUTrt5no7lX++zAP+RUrIru7pNKTT6InAaxQ8rpwMTIuILKaVlbe5E2AjcCuwHfDMi/pPiUOJ7AUrnreeuKqILrnOfA96XUppdgfLVj+zgXM3ANkEoFD+A/y4ipgMrgYbSNe3N3iVW3e1FnLvLKU5FMp/iXIze/a23KXU3+wpwCcW/0hwKfKb0HykdXCzWUrxYrKZ4sbiytN2jBkrqbl1w/q7YciwDJZVLF5ynq7Ycy0BJFbIIeGNK6TLgI8BLKA51ByAiPgdcTvHOWJ+ieN7eWlr+RXcXK23Rhde58w2UVE67cK4WSr05BkTElrlA5wNXAY9SHC40uNRuoKRu0wXn7q3AsFKPpYoFSmCo9GJ5sajezPNXvYHnqXqN0hxzH4iIw0sfTi5PKc2NiNqU0iKKcyWNLG17EMVen58o3bRjCcU7aZ6cUnq3H27UA/j+q95iZ+fqZ4DfUJxuhIg4l+JE8t8EDkwpPdDdBUslfeLcdfhbJ0TEqyiOs707pXRvRFyeUlq95WIxIrZcLD7X7mLxmdL+/wYMTCk1VuxFqN/y/FVv4Hmq3igixlH8S+NQindp+WVEfCildD1ASqk5IhqAqRTnmyGl9AjFW7ETEZktf5Gk2PND6na+/6q32I1zdV/gY1vOVWAecHxKaV5lXoH6q7567oZzlu5cBxeL5wFbLxZL2zRQvDPWaSmlxe32zzhESJXi+avewPNUvVnpInH/lNLXS8vvpnievqbNNicC70gpnVfqxj4upfRURER3TqYptef7r3qLLjhXt8wFJnWrvn7u2lNp18wCbm1zsbic/9/evYXYeZVhHP8/xjRq1dzEQ0W0Cq0WS40oRQTb8RBBKChiKVg7mhshYIzgAfRCK2ooiKXRekatRAioBRWJVggi2CqtLalYLzyQC3vApooSDy115vVirUl2JTHZcTp71uz/D3Ix3/52WBseVt68s/b7tWNnP56451Lgnqq6/yTFov/QapbMr0ZgTjWUJIu04Zg/Bw4Bv5x4+S/Ab/p9m6vqUdpXg/6YZCfwQeAjwO9sKGkdcP/VKP7frK7b/5Rrw9vQ2XWm0ikkWUyykGQLrVjcP/HyY4rFfm2yWLwD2A5r+yg/aYX51QjMqUaT5rwkPwHeQftN49eAp1TVAxNZPY+WV3pDCeBNwAeAy4Crqurba7t66QT3X43CrGpU85RdTypNSBLg2bShg8vAH2iP99uzUiz24vBUxeLVtMGEV/VZCdKaMb8agTnVqFaOnvfj6fdV1duTbAJuoB1pfwst0wA7gH39fduq6iHgIPC9qvrO2q9ecv/VOMyqRjWv2fWkUteLxQJWisXXAbtoXcQv99smi8Wb+/u29WsHaZPbd44UAG0M5lcjMKcaUdojf/cCe5NcThuauQTHHz+9B3hVkst70+kc4Cjw2ySfBA4l2VpVB2woaVbcfzUKs6pRzXN25/6kUv8t48eBTUkOAk9nolhMsge4vxeLPz1JsXhFksuq6sCsPoPml/nVCMypRtWbSPtoc5PuouV4L/CaJJdW1e1VtZzkWuBjwALwJOCdwKuBHwKvr6q/rf3qJfdfjcOsalRmd85PKvVi8U7a0bPf08LwKL1YBOjDB6+lFYtwolg8ROtCWixqJsyvRmBONbhl4NNVtauqvgL8GngBbcj2F6A9+Qr4LvBgkucCLwa+CVxZVe+pqqMzWbnmnvuvRmFWNSqz28z7SaWVYnE/QJKX8dhi8eUTxeJre7H4HFqxeH1VHZ7FoqXO/GoE5lQjuxO4PSce5XsrcHFVfSjJe5PsrqrP9twuV9W9wL3A4iwXLXXuvxqFWdWozC5zflKJVix+qx9Zg1YsPq+qbqIdX9vdO4vHi8V+1H1xowRAQzO/GoE51bCq6p9V9UideJTvDtqRdYCdwEVJfgAcoGV9ZUintB64/2oUZlWjMrvMeVPJYlEjM78agTnVRpA2rPsJwLOA7/fLx4APA9cBC1X1KRjj0b+aD+6/GoVZ1ajMbjPvX38Djg/XKk5eLF4MHKmq+8BiUeuP+dUIzKkGtwycAzwEXJLkBuDPwO6q+tksFyadjvuvRmFWNap5z65NpcZiUSMzvxqBOdWwqqr6nISrabMSvl5VX53xsqQz5f6rUZhVjWqus5sN2Cg7K0leCdzW/1gsaijmVyMwpxpZH655DW2w5iOzXo80DfdfjcKsalTznF2bSp3FokZmfjUCcypJs+H+q1GYVY1qnrNrU0mSJEmSJElTm+unv0mSJEmSJOns2FSSJEmSJEnS1GwqSZIkSZIkaWo2lSRJkiRJkjQ1m0qSJEmrJMlSksNJ7klyd5L3Jfmf9VaS85O8ba3WKEmStFpsKkmSJK2ef1XV9qp6CbADeCPw0dO853zAppIkSRpOqmrWa5AkSdoQkvy9qp468fMLgTuAbcDzgf3Auf3ld1fVbUl+AVwEHAG+AXwGuA5YALYAn6uqL63Zh5AkSTpDNpUkSZJWyX83lfq1vwIvAo4By1X1cJILgANV9YokC8D7q+qKfv+7gGdW1SeSbAFuBa6sqiNr+FEkSZJO64mzXoAkSdKc2AzcmGQ7sARceIr73gBckuSt/eetwAW0k0ySJEnrhk0lSZKkx0n/+tsS8CBtttKfgJfS5lo+fKq3Abur6pY1WaQkSdJZclC3JEnS4yDJM4AvAjdWmzewFXigqpaBa4BN/dZjwNMm3noLsCvJ5v73XJjkXCRJktYZTypJkiStnicnOUz7qtu/aYO5r++vfR64Ocki8CPgH/36r4ClJHcDNwH7aE+EuytJgKPAm9dm+ZIkSWfOQd2SJEmSJEmaml9/kyRJkiRJ0tRsKkmSJEmSJGlqNpUkSZIkSZI0NZtKkiRJkiRJmppNJUmSJEmSJE3NppIkSZIkSZKmZlNJkiRJkiRJU7OpJEmSJEmSpKn9B417b2sZofGRAAAAAElFTkSuQmCC",
      "text/plain": [
       "<Figure size 1440x720 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "ax = totalDf[['Cumulative JIT Profit']].plot(figsize=(20,10),\n",
    "                                              title='WETH/USDC 0.05% Cumulative Sandwich Exploit (USDC)',\n",
    "                                              xlabel='Date',\n",
    "                                              ylabel='USDC')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "dada9760",
   "metadata": {},
   "source": [
    "# Questions"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "92aebf0e",
   "metadata": {},
   "source": [
    "## Q1: trader Analysis"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 142,
   "id": "f5b37ea9",
   "metadata": {},
   "outputs": [],
   "source": [
    "def getJITTraderInto(addLiquidity,removeLiquidity,swapData):\n",
    "    jitTraderInfo = {}\n",
    "#     print(\"index | jitFeeIncome | V3PnL | gasCost\")\n",
    "    for index,value in addLiquidity.iterrows():\n",
    "        (addBlock,\n",
    "        addOrigin,\n",
    "        addTickLower,\n",
    "        addTickUpper,\n",
    "        addLogIndex,\n",
    "        addAmountUSD) = value['block_number'],value['origin'], value['tickLower'], value['tickUpper'], value['logIndex'],value['amountUSD']\n",
    "\n",
    "        # JIT criteria\n",
    "        sameBlock = removeLiquidity['block_number'] == addBlock\n",
    "        sameOrigin = removeLiquidity['origin'] == addOrigin # same tx initiator \n",
    "        sameTickLower = removeLiquidity['tickLower'] == addTickLower\n",
    "        sameTickUpper = removeLiquidity['tickUpper'] == addTickUpper\n",
    "        addThenRemove = removeLiquidity['logIndex'] > addLogIndex\n",
    "\n",
    "        sameBlockRemoveLiquidityEvent = removeLiquidity[sameBlock & sameOrigin & sameTickLower & sameTickUpper & addThenRemove]\n",
    "\n",
    "        if len(sameBlockRemoveLiquidityEvent) > 0: # LP add/remove liquidity in the same block\n",
    "            removeLogIndex = sameBlockRemoveLiquidityEvent.iloc[0]['logIndex']\n",
    "            removeAmountUSD = sameBlockRemoveLiquidityEvent.iloc[0]['amountUSD']\n",
    "            # exploited swap criteria \n",
    "            swapAtSameBlock = swapData['block_number']==addBlock\n",
    "            swapAfterAdd = swapData['log_index'] > addLogIndex\n",
    "            swapBeforeRemove = swapData['log_index'] < removeLogIndex\n",
    "\n",
    "            jitSwapData = swapData[swapAtSameBlock & swapAfterAdd & swapBeforeRemove]\n",
    "\n",
    "            if len(jitSwapData) > 0:\n",
    "                # traverse through all jit swap data and calculate fee income \n",
    "                jitFeeIncome = 0\n",
    "\n",
    "                for i,v in jitSwapData.iterrows():\n",
    "                    tickBeforeSwap = priceToTick(v['prevPrice'])\n",
    "                    tickAfterSwap = priceToTick(v['price'])\n",
    "                    tickDiff = abs(tickAfterSwap - tickBeforeSwap)\n",
    "                    tickRange = addTickUpper - addTickLower\n",
    "                    jitFeeIncome += addAmountUSD * 0.0005 * (tickDiff / tickRange) \n",
    "\n",
    "                V3PnL = removeAmountUSD - addAmountUSD\n",
    "                gasCost = v['price'] * 1/1e18 * (value['gasUsed'] * value['gasPrice'] + sameBlockRemoveLiquidityEvent.iloc[0]['gasUsed'] * sameBlockRemoveLiquidityEvent.iloc[0]['gasPrice'])\n",
    "\n",
    "    #             jitFeeIncomes[value['timestamp']] = jitFeeIncome\n",
    "    #             V3PnLs[value['timestamp']] = V3PnL\n",
    "    #             gasCosts[value['timestamp']] = -1 * gasCost\n",
    "                jitTrader = value['origin']\n",
    "\n",
    "                jitTrade = {'jitFeeIncome':jitFeeIncome,\n",
    "                            'V3PnL':V3PnL,\n",
    "                            'gasCost':gasCost,\n",
    "                            'Profit': jitFeeIncome + V3PnL + (-1 * gasCost),\n",
    "                            'amountUSD': addAmountUSD,\n",
    "                            'Return': (jitFeeIncome + V3PnL + (-1 * gasCost)) / addAmountUSD\n",
    "                           }\n",
    "                if jitTrader not in jitTraderInfo:\n",
    "                    jitTraderInfo[jitTrader] = []\n",
    "\n",
    "                jitTraderInfo[jitTrader].append(jitTrade)\n",
    "    return jitTraderInfo\n",
    "#                 print(index,jitFeeIncome,V3PnL,-1 * gasCost,addAmountUSD)#,gasCost)\n",
    "    "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 143,
   "id": "3de0890e",
   "metadata": {},
   "outputs": [],
   "source": [
    "jitTraderInfo = getJITTraderInto(addLiquidity,removeLiquidity,swapData)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 167,
   "id": "1e144851",
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Cumulative Profit (USD)</th>\n",
       "      <th>Cumulative ROI (%)</th>\n",
       "      <th>Average ROI (%)</th>\n",
       "      <th>JIT Count</th>\n",
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      "text/plain": [
       "                                            Cumulative Profit (USD)  \\\n",
       "0x36a454aef52938c8637cd4689b2980c1cfd43389            180144.399480   \n",
       "0x93f635372008b7c5d770aaa6ff313454c8dc498c            179166.764066   \n",
       "0x431b5a84acc1297eda88259f300262f1bc3a74f3            169207.255782   \n",
       "0x60b86af869f23aeb552fb7f3cabd11b829f6ab2f            159812.456803   \n",
       "0xa5a13f62ce1113838e0d9b4559b8caf5f76463c0            150706.718397   \n",
       "0x43e4715ae093a4c86b5ecddb52216c4f879e9672            146098.327219   \n",
       "0x1c8f6a5f009e051cab9c3851ca2da2c936b2775a            128127.247345   \n",
       "0xafdc6373e653fcbd4583f41e2a5742cfcb5effc7            128076.761711   \n",
       "0xeca2e2d894d19778939bd4dfc34d2a3c45e96456            126598.699832   \n",
       "0x4603180bbb8221157880afaa84638e0fc467738d            123011.737415   \n",
       "0xfb9779477e5b4834bf2bc02dd29b97b344d0f700            118654.241803   \n",
       "0x0cac3d1a887206e0f6169222c4504301a8b4b993            110333.342908   \n",
       "0xff82bf5238637b7e5e345888bab9cd99f5ebe331            110075.042911   \n",
       "0x065e3dbafcb2c26a978720f9eb4bce6ad9d644a1            105500.700131   \n",
       "0x479bc00624e58398f4cf59d78884d12fb515790a             99152.582446   \n",
       "0x9aab3f81604c683a1a0d14019fbfe15bef7aa1ee             88527.584452   \n",
       "0x76e40d0a69fd81826b5eb7d18145626d46eafdef             87825.250945   \n",
       "0x6046945c5b5ef5933b8e73a98a6ad7bf3e031df7             75809.193989   \n",
       "0xbbad96336943a36e3e292d973b3382dd0ba4d1ef             63350.879600   \n",
       "0x042523db4f3effc33d2742022b2490258494f8b3             51728.396501   \n",
       "\n",
       "                                            Cumulative ROI (%)  \\\n",
       "0x36a454aef52938c8637cd4689b2980c1cfd43389            0.725370   \n",
       "0x93f635372008b7c5d770aaa6ff313454c8dc498c            0.729200   \n",
       "0x431b5a84acc1297eda88259f300262f1bc3a74f3            0.702898   \n",
       "0x60b86af869f23aeb552fb7f3cabd11b829f6ab2f            0.747666   \n",
       "0xa5a13f62ce1113838e0d9b4559b8caf5f76463c0            0.611184   \n",
       "0x43e4715ae093a4c86b5ecddb52216c4f879e9672            0.600745   \n",
       "0x1c8f6a5f009e051cab9c3851ca2da2c936b2775a            0.608862   \n",
       "0xafdc6373e653fcbd4583f41e2a5742cfcb5effc7            0.332238   \n",
       "0xeca2e2d894d19778939bd4dfc34d2a3c45e96456            0.515097   \n",
       "0x4603180bbb8221157880afaa84638e0fc467738d            0.359993   \n",
       "0xfb9779477e5b4834bf2bc02dd29b97b344d0f700            0.508958   \n",
       "0x0cac3d1a887206e0f6169222c4504301a8b4b993            0.522016   \n",
       "0xff82bf5238637b7e5e345888bab9cd99f5ebe331            0.524271   \n",
       "0x065e3dbafcb2c26a978720f9eb4bce6ad9d644a1            0.554937   \n",
       "0x479bc00624e58398f4cf59d78884d12fb515790a            0.788542   \n",
       "0x9aab3f81604c683a1a0d14019fbfe15bef7aa1ee            0.441509   \n",
       "0x76e40d0a69fd81826b5eb7d18145626d46eafdef            0.427630   \n",
       "0x6046945c5b5ef5933b8e73a98a6ad7bf3e031df7            0.380701   \n",
       "0xbbad96336943a36e3e292d973b3382dd0ba4d1ef            0.385447   \n",
       "0x042523db4f3effc33d2742022b2490258494f8b3            0.358435   \n",
       "\n",
       "                                            Average ROI (%)  JIT Count  \n",
       "0x36a454aef52938c8637cd4689b2980c1cfd43389         0.003573      203.0  \n",
       "0x93f635372008b7c5d770aaa6ff313454c8dc498c         0.003489      209.0  \n",
       "0x431b5a84acc1297eda88259f300262f1bc3a74f3         0.002800      251.0  \n",
       "0x60b86af869f23aeb552fb7f3cabd11b829f6ab2f         0.003815      196.0  \n",
       "0xa5a13f62ce1113838e0d9b4559b8caf5f76463c0         0.003041      201.0  \n",
       "0x43e4715ae093a4c86b5ecddb52216c4f879e9672         0.002706      222.0  \n",
       "0x1c8f6a5f009e051cab9c3851ca2da2c936b2775a         0.003364      181.0  \n",
       "0xafdc6373e653fcbd4583f41e2a5742cfcb5effc7         0.030203       11.0  \n",
       "0xeca2e2d894d19778939bd4dfc34d2a3c45e96456         0.002575      199.0  \n",
       "0x4603180bbb8221157880afaa84638e0fc467738d         0.001756      205.0  \n",
       "0xfb9779477e5b4834bf2bc02dd29b97b344d0f700         0.002925      173.0  \n",
       "0x0cac3d1a887206e0f6169222c4504301a8b4b993         0.002719      191.0  \n",
       "0xff82bf5238637b7e5e345888bab9cd99f5ebe331         0.002635      199.0  \n",
       "0x065e3dbafcb2c26a978720f9eb4bce6ad9d644a1         0.002466      225.0  \n",
       "0x479bc00624e58398f4cf59d78884d12fb515790a         0.001703      463.0  \n",
       "0x9aab3f81604c683a1a0d14019fbfe15bef7aa1ee         0.002312      191.0  \n",
       "0x76e40d0a69fd81826b5eb7d18145626d46eafdef         0.001835      233.0  \n",
       "0x6046945c5b5ef5933b8e73a98a6ad7bf3e031df7         0.001904      199.0  \n",
       "0xbbad96336943a36e3e292d973b3382dd0ba4d1ef         0.001713      224.0  \n",
       "0x042523db4f3effc33d2742022b2490258494f8b3         0.001857      192.0  "
      ]
     },
     "execution_count": 167,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "traderProfits = {}\n",
    "cumROI = {}\n",
    "averageROI = {}\n",
    "\n",
    "for trader in jitTraderInfo:\n",
    "    for record in jitTraderInfo[trader]:\n",
    "        if trader not in traderProfits:\n",
    "            traderProfits[trader] = 0\n",
    "            cumROI[trader] = 0 \n",
    "            \n",
    "        cumROI[trader] += record['Return']\n",
    "        traderProfits[trader] += record['Profit']\n",
    "    \n",
    "    averageROI[trader] = cumROI[trader] / len(jitTraderInfo[trader])\n",
    "    \n",
    "traderProfits = dict(sorted(traderProfits.items(), key=lambda item: item[1],reverse=True))\n",
    "\n",
    "traderDf = pd.DataFrame.from_dict(traderProfits, orient='index')\n",
    "traderDf.columns = ['Cumulative Profit (USD)']\n",
    "traderDf['Cumulative ROI (%)'] = [cumROI[i]*100 for i in list(traderDf.index)]\n",
    "traderDf['Average ROI (%)'] = [averageROI[i]*100 for i in list(traderDf.index)]\n",
    "traderDf['JIT Count'] = (traderDf['Cumulative ROI (%)'] // traderDf['Average ROI (%)'])\n",
    "traderDf[:20]"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b5ec78c6",
   "metadata": {},
   "source": [
    "### Top 20 Trader Trade Percentage"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 399,
   "id": "b9cd81cb",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "0.8868085106382979"
      ]
     },
     "execution_count": 399,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "traderDf[:20]['JIT Count'].sum()/traderDf['JIT Count'].sum()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "38d188e4",
   "metadata": {},
   "source": [
    "## Q2: JIT Liquidity Analysis"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 394,
   "id": "5e8bb367",
   "metadata": {},
   "outputs": [],
   "source": [
    "def getJITPnL(addLiquidity,removeLiquidity,swapData):\n",
    "\n",
    "    jitFeeIncomes = {}\n",
    "    gasCosts = {}\n",
    "    V3PnLs = {}\n",
    "    jitLiquidity = {}\n",
    "    jitSwapAmount = {}\n",
    "    tickRanges = {}\n",
    "    tickDistances = {}\n",
    "    for index,value in addLiquidity.iterrows():\n",
    "        (addBlock,\n",
    "        addOrigin,\n",
    "        addTickLower,\n",
    "        addTickUpper,\n",
    "        addLogIndex,\n",
    "        addAmountUSD) = value['block_number'],value['origin'], value['tickLower'], value['tickUpper'], value['logIndex'],value['amountUSD']\n",
    "\n",
    "        # JIT criteria\n",
    "        sameBlock = removeLiquidity['block_number'] == addBlock\n",
    "        sameOrigin = removeLiquidity['origin'] == addOrigin # same tx initiator \n",
    "        sameTickLower = removeLiquidity['tickLower'] == addTickLower\n",
    "        sameTickUpper = removeLiquidity['tickUpper'] == addTickUpper\n",
    "        addThenRemove = removeLiquidity['logIndex'] > addLogIndex\n",
    "\n",
    "        sameBlockRemoveLiquidityEvent = removeLiquidity[sameBlock & sameOrigin & sameTickLower & sameTickUpper & addThenRemove]\n",
    "\n",
    "        if len(sameBlockRemoveLiquidityEvent) > 0: # LP add/remove liquidity in the same block\n",
    "            removeLogIndex = sameBlockRemoveLiquidityEvent.iloc[0]['logIndex']\n",
    "            removeAmountUSD = sameBlockRemoveLiquidityEvent.iloc[0]['amountUSD']\n",
    "            # exploited swap criteria \n",
    "            swapAtSameBlock = swapData['block_number']==addBlock\n",
    "            swapAfterAdd = swapData['log_index'] > addLogIndex\n",
    "            swapBeforeRemove = swapData['log_index'] < removeLogIndex\n",
    "\n",
    "            jitSwapData = swapData[swapAtSameBlock & swapAfterAdd & swapBeforeRemove]\n",
    "#             print(addTickUpper-addTickLower)\n",
    "            if len(jitSwapData) > 0:\n",
    "                # traverse through all jit swap data and calculate fee income \n",
    "                jitFeeIncome = 0\n",
    "                swapAmount = 0 \n",
    "                for i,v in jitSwapData.iterrows():\n",
    "                    tickBeforeSwap = priceToTick(v['prevPrice'])\n",
    "                    tickAfterSwap = priceToTick(v['price'])\n",
    "                    tickDiff = abs(tickAfterSwap - tickBeforeSwap)\n",
    "                    tickRange = addTickUpper - addTickLower\n",
    "                    jitFeeIncome += addAmountUSD * 0.0005 * (tickDiff / tickRange) \n",
    "                    swapAmount += abs(v['amount0']) + abs(v['amount1'] * v['price']) # the swap volume that got jited\n",
    "                V3PnL = removeAmountUSD - addAmountUSD\n",
    "                gasCost = v['price'] * 1/1e18 * (value['gasUsed'] * value['gasPrice'] + sameBlockRemoveLiquidityEvent.iloc[0]['gasUsed'] * sameBlockRemoveLiquidityEvent.iloc[0]['gasPrice'])\n",
    "\n",
    "                jitFeeIncomes[value['timestamp']] = jitFeeIncome\n",
    "                V3PnLs[value['timestamp']] = V3PnL\n",
    "                gasCosts[value['timestamp']] = -1 * gasCost\n",
    "                jitLiquidity[value['timestamp']] = addAmountUSD\n",
    "                jitSwapAmount[value['timestamp']] = swapAmount\n",
    "                tickRanges[value['timestamp']] = tickRange\n",
    "                \n",
    "                initialTick = abs(jitSwapData.iloc[0]['prevTick'])\n",
    "                tickDistance = initialTick-addTickLower\n",
    "                tickDistances[value['timestamp']] = tickDistance\n",
    "\n",
    "\n",
    "    return jitFeeIncomes, V3PnLs, gasCosts, jitLiquidity, jitSwapAmount, tickRanges,tickDistances\n",
    "    "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 351,
   "id": "52396b41",
   "metadata": {},
   "outputs": [],
   "source": [
    "jitFeeIncomes, V3PnLs, gasCosts, jitLiquidity, jitSwapAmount,tickRanges, tickDistances = getJITPnL(addLiquidity,removeLiquidity,swapData)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 266,
   "id": "9ae8e86f",
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>JIT Fee</th>\n",
       "      <th>JIT V3 PnL</th>\n",
       "      <th>JIT Gas Cost</th>\n",
       "      <th>JIT Profit</th>\n",
       "      <th>JIT Swap Amount</th>\n",
       "      <th>Cumulative JIT Fee</th>\n",
       "      <th>Cumulative JIT V3 PnL</th>\n",
       "      <th>Cumulative JIT Gas Cost</th>\n",
       "      <th>Cumulative JIT Profit</th>\n",
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       "      <td>-467.182995</td>\n",
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       "      <td>-262.974111</td>\n",
       "      <td>773719.136779</td>\n",
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       "      <td>1183.882726</td>\n",
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       "      <td>...</td>\n",
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       "    <tr>\n",
       "      <th>1666773827</th>\n",
       "      <td>121.093869</td>\n",
       "      <td>-206.827831</td>\n",
       "      <td>-85.996138</td>\n",
       "      <td>-50.898407</td>\n",
       "      <td>412812.390033</td>\n",
       "      <td>2.254428e+06</td>\n",
       "      <td>542333.951633</td>\n",
       "      <td>-225928.656673</td>\n",
       "      <td>1.802570e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1666773839</th>\n",
       "      <td>47.223450</td>\n",
       "      <td>99.476289</td>\n",
       "      <td>-96.829569</td>\n",
       "      <td>-146.435688</td>\n",
       "      <td>199950.781507</td>\n",
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       "      <td>1.802424e+06</td>\n",
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       "    <tr>\n",
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       "      <td>-109.433626</td>\n",
       "      <td>-60.809295</td>\n",
       "      <td>-98.102738</td>\n",
       "      <td>98775.458698</td>\n",
       "      <td>2.254498e+06</td>\n",
       "      <td>542323.994297</td>\n",
       "      <td>-226086.295537</td>\n",
       "      <td>1.802326e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1666774511</th>\n",
       "      <td>6912.082635</td>\n",
       "      <td>-93.422716</td>\n",
       "      <td>-32.142065</td>\n",
       "      <td>6847.798506</td>\n",
       "      <td>685899.699363</td>\n",
       "      <td>2.261410e+06</td>\n",
       "      <td>542230.571581</td>\n",
       "      <td>-226118.437602</td>\n",
       "      <td>1.809174e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1666774619</th>\n",
       "      <td>74.301457</td>\n",
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       "      <td>6.353355</td>\n",
       "      <td>299925.302172</td>\n",
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       "      <td>541915.858874</td>\n",
       "      <td>-226152.411653</td>\n",
       "      <td>1.809180e+06</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>4666 rows × 9 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "                JIT Fee  JIT V3 PnL  JIT Gas Cost   JIT Profit  \\\n",
       "1651330195   170.720225 -892.156767   -250.237871  -329.755517   \n",
       "1651354759   229.607539  285.739265   -216.945124  -204.282709   \n",
       "1651396917   227.091900  863.287963   -192.240371  -157.388842   \n",
       "1651445433   180.614618  782.951561   -221.794364  -262.974111   \n",
       "1651472064  5473.323912  144.060704   -167.814152  5137.695607   \n",
       "...                 ...         ...           ...          ...   \n",
       "1666773827   121.093869 -206.827831    -85.996138   -50.898407   \n",
       "1666773839    47.223450   99.476289    -96.829569  -146.435688   \n",
       "1666774427    23.515853 -109.433626    -60.809295   -98.102738   \n",
       "1666774511  6912.082635  -93.422716    -32.142065  6847.798506   \n",
       "1666774619    74.301457 -314.712707    -33.974051     6.353355   \n",
       "\n",
       "            JIT Swap Amount  Cumulative JIT Fee  Cumulative JIT V3 PnL  \\\n",
       "1651330195    694063.023694        1.707202e+02            -892.156767   \n",
       "1651354759    614006.503070        4.003278e+02            -606.417502   \n",
       "1651396917    918875.532386        6.274197e+02             256.870461   \n",
       "1651445433    773719.136779        8.080343e+02            1039.822022   \n",
       "1651472064    799820.246206        6.281358e+03            1183.882726   \n",
       "...                     ...                 ...                    ...   \n",
       "1666773827    412812.390033        2.254428e+06          542333.951633   \n",
       "1666773839    199950.781507        2.254475e+06          542433.427922   \n",
       "1666774427     98775.458698        2.254498e+06          542323.994297   \n",
       "1666774511    685899.699363        2.261410e+06          542230.571581   \n",
       "1666774619    299925.302172        2.261485e+06          541915.858874   \n",
       "\n",
       "            Cumulative JIT Gas Cost  Cumulative JIT Profit  \n",
       "1651330195              -250.237871          -3.297555e+02  \n",
       "1651354759              -467.182995          -5.340382e+02  \n",
       "1651396917              -659.423366          -6.914271e+02  \n",
       "1651445433              -881.217731          -9.544012e+02  \n",
       "1651472064             -1049.031883           4.183294e+03  \n",
       "...                             ...                    ...  \n",
       "1666773827           -225928.656673           1.802570e+06  \n",
       "1666773839           -226025.486242           1.802424e+06  \n",
       "1666774427           -226086.295537           1.802326e+06  \n",
       "1666774511           -226118.437602           1.809174e+06  \n",
       "1666774619           -226152.411653           1.809180e+06  \n",
       "\n",
       "[4666 rows x 9 columns]"
      ]
     },
     "execution_count": 266,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "totalDf = pd.DataFrame.from_dict(jitFeeIncomes, orient='index')\n",
    "totalDf.columns = ['JIT Fee']\n",
    "totalDf['JIT V3 PnL'] = list(V3PnLs.values())\n",
    "totalDf['JIT Gas Cost'] = list(gasCosts.values())\n",
    "totalDf['JIT Profit'] = totalDf['JIT Fee'] + totalDf['JIT Gas Cost'] + totalDf['JIT Gas Cost']\n",
    "totalDf['JIT Swap Amount'] = list(jitSwapAmount.values())\n",
    "totalDf['Cumulative JIT Fee'] = totalDf['JIT Fee'].cumsum()\n",
    "totalDf['Cumulative JIT V3 PnL'] = totalDf['JIT V3 PnL'].cumsum()\n",
    "totalDf['Cumulative JIT Gas Cost'] = totalDf['JIT Gas Cost'].cumsum()\n",
    "totalDf['Cumulative JIT Profit'] = totalDf['JIT Profit'].cumsum()\n",
    "\n",
    "totalDf"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 216,
   "id": "8d5141c4",
   "metadata": {},
   "outputs": [],
   "source": [
    "jitLiquidityRatio = {}\n",
    "startTime = 1651276800 # 2022/04/30 00:00 utc+0\n",
    "endTime = startTime + 86400 \n",
    "\n",
    "while startTime < swapData.iloc[-1]['block_time']:\n",
    "    isStart = swapData['block_time'] > startTime\n",
    "    isEnd = swapData['block_time'] < endTime\n",
    "    \n",
    "    dailySwapData = swapData[isStart & isEnd]\n",
    "    dailySwapVolume = (abs(dailySwapData['amount0']) + abs(dailySwapData['amount1']) * dailySwapData['price']).sum()\n",
    "    dailyJITLiquidity = 0 \n",
    "    for key in jitLiquidity:\n",
    "        if key > startTime and key < endTime:\n",
    "            dailyJITLiquidity += jitLiquidity[key]\n",
    "            \n",
    "    jitLiquidityRatio[startTime] = dailyJITLiquidity / dailySwapVolume * 100\n",
    "    # reiterate\n",
    "    startTime = endTime\n",
    "    endTime += 86400"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 247,
   "id": "7d6361e7",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<AxesSubplot:title={'center':'Daily JIT Liquidity / Daily Trading Volume'}, xlabel='date', ylabel='(%)'>"
      ]
     },
     "execution_count": 247,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1080x504 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "jitLiquidityRatioDf = pd.DataFrame.from_dict(jitLiquidityRatio, orient='index')\n",
    "jitLiquidityRatioDf.columns=['Daily JIT Liquidity / Daily Trading Volume (%)']\n",
    "jitLiquidityRatioDf.index = pd.to_datetime((jitLiquidityRatioDf.index*1e9).astype(int))\n",
    "jitLiquidityRatioDf.plot(figsize=(15,7),xlabel='date',ylabel='(%)',title='Daily JIT Liquidity / Daily Trading Volume')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1771b170",
   "metadata": {},
   "source": [
    "## Q3: Gas Cost/ Swap Amount and Profitability\n",
    "The rationale behind this is that when a JIT trader spots on a large swap in mempool, he will know the approximated gas cost and the swap amount in advance. \n",
    "\n",
    "When gas cost is too high compared to the swap amount (which implies the potential profit for this JIT), the JIT attempt should lead to less profit or even causing JIT traders to lose money. We believe these two parameters should be embedded in these JIT traders’ algorithms.\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 267,
   "id": "dbcfccda",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
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       "<style scoped>\n",
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       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
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       "\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>JIT Fee</th>\n",
       "      <th>JIT V3 PnL</th>\n",
       "      <th>JIT Gas Cost</th>\n",
       "      <th>JIT Profit</th>\n",
       "      <th>JIT Swap Amount</th>\n",
       "      <th>Cumulative JIT Fee</th>\n",
       "      <th>Cumulative JIT V3 PnL</th>\n",
       "      <th>Cumulative JIT Gas Cost</th>\n",
       "      <th>Cumulative JIT Profit</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>1651330195</th>\n",
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       "      <td>-204.282709</td>\n",
       "      <td>614006.503070</td>\n",
       "      <td>4.003278e+02</td>\n",
       "      <td>-606.417502</td>\n",
       "      <td>-467.182995</td>\n",
       "      <td>-5.340382e+02</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1651396917</th>\n",
       "      <td>227.091900</td>\n",
       "      <td>863.287963</td>\n",
       "      <td>-192.240371</td>\n",
       "      <td>-157.388842</td>\n",
       "      <td>918875.532386</td>\n",
       "      <td>6.274197e+02</td>\n",
       "      <td>256.870461</td>\n",
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       "      <td>-6.914271e+02</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1651445433</th>\n",
       "      <td>180.614618</td>\n",
       "      <td>782.951561</td>\n",
       "      <td>-221.794364</td>\n",
       "      <td>-262.974111</td>\n",
       "      <td>773719.136779</td>\n",
       "      <td>8.080343e+02</td>\n",
       "      <td>1039.822022</td>\n",
       "      <td>-881.217731</td>\n",
       "      <td>-9.544012e+02</td>\n",
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       "    <tr>\n",
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       "      <td>144.060704</td>\n",
       "      <td>-167.814152</td>\n",
       "      <td>5137.695607</td>\n",
       "      <td>799820.246206</td>\n",
       "      <td>6.281358e+03</td>\n",
       "      <td>1183.882726</td>\n",
       "      <td>-1049.031883</td>\n",
       "      <td>4.183294e+03</td>\n",
       "    </tr>\n",
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       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1666773827</th>\n",
       "      <td>121.093869</td>\n",
       "      <td>-206.827831</td>\n",
       "      <td>-85.996138</td>\n",
       "      <td>-50.898407</td>\n",
       "      <td>412812.390033</td>\n",
       "      <td>2.254428e+06</td>\n",
       "      <td>542333.951633</td>\n",
       "      <td>-225928.656673</td>\n",
       "      <td>1.802570e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1666773839</th>\n",
       "      <td>47.223450</td>\n",
       "      <td>99.476289</td>\n",
       "      <td>-96.829569</td>\n",
       "      <td>-146.435688</td>\n",
       "      <td>199950.781507</td>\n",
       "      <td>2.254475e+06</td>\n",
       "      <td>542433.427922</td>\n",
       "      <td>-226025.486242</td>\n",
       "      <td>1.802424e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1666774427</th>\n",
       "      <td>23.515853</td>\n",
       "      <td>-109.433626</td>\n",
       "      <td>-60.809295</td>\n",
       "      <td>-98.102738</td>\n",
       "      <td>98775.458698</td>\n",
       "      <td>2.254498e+06</td>\n",
       "      <td>542323.994297</td>\n",
       "      <td>-226086.295537</td>\n",
       "      <td>1.802326e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1666774511</th>\n",
       "      <td>6912.082635</td>\n",
       "      <td>-93.422716</td>\n",
       "      <td>-32.142065</td>\n",
       "      <td>6847.798506</td>\n",
       "      <td>685899.699363</td>\n",
       "      <td>2.261410e+06</td>\n",
       "      <td>542230.571581</td>\n",
       "      <td>-226118.437602</td>\n",
       "      <td>1.809174e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
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       "      <td>-33.974051</td>\n",
       "      <td>6.353355</td>\n",
       "      <td>299925.302172</td>\n",
       "      <td>2.261485e+06</td>\n",
       "      <td>541915.858874</td>\n",
       "      <td>-226152.411653</td>\n",
       "      <td>1.809180e+06</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>4666 rows × 9 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "                JIT Fee  JIT V3 PnL  JIT Gas Cost   JIT Profit  \\\n",
       "1651330195   170.720225 -892.156767   -250.237871  -329.755517   \n",
       "1651354759   229.607539  285.739265   -216.945124  -204.282709   \n",
       "1651396917   227.091900  863.287963   -192.240371  -157.388842   \n",
       "1651445433   180.614618  782.951561   -221.794364  -262.974111   \n",
       "1651472064  5473.323912  144.060704   -167.814152  5137.695607   \n",
       "...                 ...         ...           ...          ...   \n",
       "1666773827   121.093869 -206.827831    -85.996138   -50.898407   \n",
       "1666773839    47.223450   99.476289    -96.829569  -146.435688   \n",
       "1666774427    23.515853 -109.433626    -60.809295   -98.102738   \n",
       "1666774511  6912.082635  -93.422716    -32.142065  6847.798506   \n",
       "1666774619    74.301457 -314.712707    -33.974051     6.353355   \n",
       "\n",
       "            JIT Swap Amount  Cumulative JIT Fee  Cumulative JIT V3 PnL  \\\n",
       "1651330195    694063.023694        1.707202e+02            -892.156767   \n",
       "1651354759    614006.503070        4.003278e+02            -606.417502   \n",
       "1651396917    918875.532386        6.274197e+02             256.870461   \n",
       "1651445433    773719.136779        8.080343e+02            1039.822022   \n",
       "1651472064    799820.246206        6.281358e+03            1183.882726   \n",
       "...                     ...                 ...                    ...   \n",
       "1666773827    412812.390033        2.254428e+06          542333.951633   \n",
       "1666773839    199950.781507        2.254475e+06          542433.427922   \n",
       "1666774427     98775.458698        2.254498e+06          542323.994297   \n",
       "1666774511    685899.699363        2.261410e+06          542230.571581   \n",
       "1666774619    299925.302172        2.261485e+06          541915.858874   \n",
       "\n",
       "            Cumulative JIT Gas Cost  Cumulative JIT Profit  \n",
       "1651330195              -250.237871          -3.297555e+02  \n",
       "1651354759              -467.182995          -5.340382e+02  \n",
       "1651396917              -659.423366          -6.914271e+02  \n",
       "1651445433              -881.217731          -9.544012e+02  \n",
       "1651472064             -1049.031883           4.183294e+03  \n",
       "...                             ...                    ...  \n",
       "1666773827           -225928.656673           1.802570e+06  \n",
       "1666773839           -226025.486242           1.802424e+06  \n",
       "1666774427           -226086.295537           1.802326e+06  \n",
       "1666774511           -226118.437602           1.809174e+06  \n",
       "1666774619           -226152.411653           1.809180e+06  \n",
       "\n",
       "[4666 rows x 9 columns]"
      ]
     },
     "execution_count": 267,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "totalDf"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 310,
   "id": "3e6f7aff",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<AxesSubplot:title={'center':'Gas/Swap Ratio and Profit Analysis'}, xlabel='gasSwapRatio', ylabel='Profit (USDC)'>"
      ]
     },
     "execution_count": 310,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1080x504 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "gasSwapRatio = list((abs(totalDf['JIT Gas Cost']) / totalDf['JIT Swap Amount'])) # x\n",
    "jitProfit = list(totalDf['JIT Profit']) # y \n",
    "gasProfitDf = pd.DataFrame({'gasSwapRatio':gasSwapRatio,\n",
    "                            'jitProfit':jitProfit})\n",
    "\n",
    "gasProfitDf = gasProfitDf.sort_values(['gasSwapRatio'], ascending = [True])\n",
    "gasProfitDf.index = gasProfitDf['gasSwapRatio']\n",
    "\n",
    "gasProfitDf['jitProfit'].iloc[:-1000].plot(figsize=(15,7),title='Gas/Swap Ratio and Profit Analysis',ylabel='Profit (USDC)')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 319,
   "id": "74bc4987",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<AxesSubplot:title={'center':'Gas/Swap Ratio and Profit Analysis (Positive Profit Ones)'}, xlabel='gasSwapRatio', ylabel='Profit (USDC)'>"
      ]
     },
     "execution_count": 319,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1080x504 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "positiveGasProfitDf = gasProfitDf[gasProfitDf['jitProfit']>0]\n",
    "positiveGasProfitDf\n",
    "\n",
    "positiveGasProfitDf['jitProfit'].iloc[:-10].plot(figsize=(15,7),title='Gas/Swap Ratio and Profit Analysis (Positive Profit Ones)',ylabel='Profit (USDC)')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 316,
   "id": "c7c2f198",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<AxesSubplot:title={'center':'Gas/Swap Ratio and Profit Analysis (Negative Profit Ones)'}, xlabel='gasSwapRatio', ylabel='Profit (USDC)'>"
      ]
     },
     "execution_count": 316,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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pvT9gv2HnOArfhBVetw7Wcf89fPVY+JPd3qN2+/1QJ5s32//vIYS8KFn+PgB/plZ9xu3sH6zQu/eQ6LzE/wG4B5bCs8Hu26bQLazw4wPhJeXNAK6FZdiyAVb45Q8l286Ddf/2wFLVf0MpfShgP7+3j0GqzlFK18F1r2X4OSx1+F77PngawJH2+itgnfcbYamEPQB2wnqGAOALsCYQuu1jESdArgLwV/tefVdAn28AcCpcVZDhElhlZl6FdY5ugTz8MhZs9f8tsJxXd8MyyLnEVk5VcBVCjolSugeW6VKt3fc9sN51F1O54Yysj/8G8P9ghcGz99ZZ9uLA+4YQMgnWJMdtiseioaGxF4CoTTJpaGho7P0ghPwGVrjnbwZ5v+sBfDiEdGnswyCEXALgI5TS4wZhXzfAyp+7rQptN8LKR5tnE0uNYQRCyI9hhbcP6vtPQ0NjaJGIs5qGhobGXoKlsJwqNTSGBezQ5Y/DUqCqDkppnFDfSBBC3gLgAVjhoT8C8Aosd16NYQZK6eeHug8aGhqDDx0mqqGhoWGDUvr7AHt+DY1BByHkDFi5hTvgD4McKTgXVsjxVlghqxco5r1paGhoaAwCdJiohoaGhoaGhoaGhobGPgitDGpoaGhoaGhoaGhoaOyD2KtzBseOHUtnzpw51N3Q0NDQ0NDQ0NDQ0NAYErzwwgu7KaXjZMv2ajI4c+ZMPP/880PdDQ0NDQ0NDQ0NDQ0NjSEBIWRD0DIdJqqhoaGhoaGhoaGhobEPQpNBDQ0NDQ0NDQ0NDQ2NfRCaDGpoaGhoaGhoaGhoaOyD0GRQQ0NDQ0NDQ0NDQ0NjH4QmgxoaGhoaGhoaGhoaGvsgNBnU0NDQ0NDQ0NDQ0NDYB6HJoIaGhoaGhoaGhoaGxj4ITQY1NDQ0NDQ0NDQ0NDT2QWgyqKGhoaGhoaGhoaGhsQ9Ck0ENDQ0NDQ0NDQ0NDY19EJoMamhoaGhoaGhoaGho7IPQZFBDQ0NDQ0NDQ0NDQ2MfxIgjg4SQMwkhrxNCVhNCLh/q/mhoaGhoaGhoaGhoaIxEjCgySAhJAfg1gLMALARwISFk4dD2SkNDQ0NDQ0NDQ0NDY+RhRJFBAEcAWE0pXUspzQO4EcC5Q9ynYYeSSdEzUASlFLu6B9CRy6Nk0qHuloaGhoaGhoaGhobGMEJ6qDsQE1MAbOI+bwZw5BD1JXGYJoVhEM93lFL8/IE30F8wsXjqKBw4ZRSmttaBEOLbnlKKvz+9AY+/sRv3vrojcD8fOHYm3nPkdNRmUhhVl0F9No2UsN+OXB416RTqsqlkDk5DQ0NDQ0NDQ0NDY1hhpJHBSBBCPgLgIwAwffr0Ie5NPLzzmidx9Jwx+OIZC5zvnt/Qjp/d/wYIAagt7rXWZ3DxUTPwudP382z/xs4eXHn7isj9/PmJ9fjzE+udz0umtaA9l8cXTt8PWzr6cPXdrwEA5oxrwJfOXIDxTTU4eHpr5QcYA139Bezo7Me8CU2Dul8NDQ0NDQ0NDQ2NfQUjjQxuATCN+zzV/s4BpfT3AH4PAIcddtiIiY1cvbMbL27swJTWes/3v3tkLVrrM3j4CydhQ1svXt7ciYdf34lfPLga45tr8d6jZjjrbu3oK2vfSzd1AAA++Y+XPN+v2dWLj/79BQDAry86BPtNbEQmZeDlzZ3o6CvglAXjsWJrF05bOMHZpqu/gKaaNB5fvRvHzR0rVTCDsLWjD+ObapBOGXjXNU/hte3dWH/1OQCAR1btwuEzW1GfHWm3rIaGhoaGhoaGhsbwxEgbWT8HYB4hZBYsEngBgIuGtkvJ4O5XtgMATOry1zW7enD/yh341CnzMKo+g8X1LVg8tQUXHjEdH/7rc7jqjhWYP6EJR8waDQDY3O6SwRPmj8MXTt8Pl/zpGbTnChX377IbXvR993X7/2veewiOmTsW63b14txfP4FFU5qxfEsXjpg1Grl8Ecu3dOFXFx2MNy+eHNh+W28ex1z9IN539Ax889xFeG17t7Ns3e5evO9Pz+ItB03GLy88uOJjCUOhZOLWFzfj/EOn+UJ2NTQ0NDQ0NDQ0NPYmjCgDGUppEcAnAPwPwEoAN1FKo+MiRwDuWWGTQc7o5Q+PrUVN2sAlR8/wrJsyCH5+4cGYPqYel173Aja35wAAG/b0OuscNK0FB04dhTMOmFj1vn/suhdxyR+fxQ3PbAQALN/SBQB4dl2b8/cnbngJ63f34oZnNmJHV7+vja4+i7D+9akNnu9X7+xB70ARALBmZ4/zPaUUv3zgDazf3YsonPvrJ/CVW18OXL58SydO/+kjOPdXj+Oah9fgy/96Bbe+tCVwfQ0NDQ0NDQ0NDY29ASNNGQSl9C4Adw11P5LExj05rNhqkSamDO7qHsC/XtyCdx46FWMba3zbNNdmcO0lh+G8Xz2Bj/ztBfzr0mOwYU/OWV6bsXg+HaRA2aWbOtDdH65AnvijhwEAkx+sxdbOfjTXpvHpU+djza6ewBDXq+9eic+eNh8AQAH0F0qg1Aob/fF9q/CnJ9bhpStPD93vsk0dWLapA99/+2IAwBduXoZbXtiMUXUZPPfVU/HmXz7urHvIDCs3srOvcjVVQ0NDQ0NDQ0NDYzhjxJHBvRH/s1XB1voMSqb13V+fXI9CycSHj5sVuN2ccY34xYUH44N/fQ5fvGUZ1nPKYF1m8F1A1+yKVukAYGunpQx29Rfx7f++6ltOOQbbniugu7/ofH/s1Q9iT2/eOT4+BPb//vY8mmrS+Mm7lwCwSmzcJ7iqmibFLS9sBmARPpGEEhBfH2RgpFTVbbWzr4DLrn8RPzx/MSaNqlPaRkNDQ0NDQ0NDQ6OaGFFhonsr7l6+DQdMbsaU1jqYlCKXL+LvT2/AaftPwOxxjaHbnrRgPL54xn7478vbsGqHG0ZZOwRkMCnwuY8vbGjHBb9/GgDQmy9iT28eANBXKPm2u+/VHZ7wzj89vg4fu+4F5/Pl/3oZ3/yPN6qYqZVxcei378P+V97jfL720bX42m2vOJ9/+/AavOt3Tzmfb1+6BY+v3o3fPLTG+a6zr4CP/v157O4ZCN3Xk6t3457l2/HChjZ0JpD/uS9i2aYOvLChfai7oaGhoaGhoaExrKCVwSHGjq5+vLixA184fT7ue3UHTEpx03ObLKJwwmylNi49YQ5e3dqF/768zflOpgyObcxid0/e892SaS2Om+hwwfE/eEj6/aY2NbfUI793P3Z0DeCYOWM839/43KaALVww89Pv3LkS37lzpeNmCgDPrW9DfTaFn9y7Cr15Lxn97l0rAQCXHD0T3f1F/L97rPIcq3Z0Y/6EJmm47kHfvBcAMKWlHlecvQBFk0pJ/EV/eMb5e/HUUbjjE8f51snli3jotV04cvZoT1jx7p4BjGnIxnJ1LQf9hRJe3daFQwa5BIkqzv31EwDguZ4a8VEsmYH3qYaGhoaGhsbIg1YGhxgsRPTMRRNBCEGhZOIPj6/DoTNaceiM0UptEELww3cehM+cOg+ZlDXoZzmDPL5y1v743GnzMb6pBn/94BEAgKbavWM+4A+PrXX+3tFlKW1PrtkTu50/Pr7O83lntxXSur2zH+df8xTO+cXjeOC1nYHbn/7TR/GO3z7p+bxsUwd+ev8qAC7Z5NE7UMTcr96NBV+/x79QwCtbOgEAV92xAjMvvxOAFfq68Mr/4bIbXsQH/vwcnly9G0d8937c9NwmHPad+3Hd0xtwwe+fwhOrd0e2v3pnNzZyuadheHFjO75vk+Cr7liBt//mSeVtw7ByWxfyRbPidsrBru4BXP6vlzFQ9CvPPAolMzKUeG/EB/7ynNJ9qqGhoaGhoTEyoMngEOOe5dsxd3wj5o5vQsogeG5dOza39+H/jldTBRnqsil85tT5GGerQjX2zD2Fd8D6qVPm4dmvnorGGosETmyuTeAohhb3v7oD37lzZVXaPuK7DwAAjvr+A9LlJTOaEFx2w4vosMM7Zfpcb77o/G2a1OMoG4S/PLkegJXb+NDrLjnd1J7DRX94Bju7B/Clf1kOqrct3Yqn17bh0zculZK1XL6I25da4bWn/uRRvOmHfmWWUorLrn8Rj7/hEsq3/+ZJ/O5Ri4S/us0yQGrP5X3bxsGmthzO+vlj+O6d/lzSwcB37nwVNz63Cfcs3x64Tnd/AfO+ejd+/dDqRPa5s6sfMy+/EzcpKNdDjcfs618sxSfrL2xoQ4671zU0NDQ0NDSGHpoMDiHaevN4Zl0bzrTLPxgEyJdMzBrb4CnkHgcsHFAWJspTjENntOLnFyzBN889AEfMVFMghys+/Lfnq9r+nCuCzWvnXHEX+vLhKhJvUvPXpzZgxdZOpxwIAE947+wr7sJiO3xUBlGMuvOVbfjQX93jl5FTliu3u2cAb/rhQzjxhw/hczctdZZ/7bbl+PSNS7GMCxfuHSh62iqaFHe+sg3v/eMz6JK4xqbsmoxFBSIbBpYT+pLdlz09A9jZ1Y/1u3ulJJlSiqfW7MEvH3gDm9pymP+1u/Hw68HKbRTYMfNhtYWSidte2uKUOGmz+/jP5/3k7a9PrsfMy+9EV3/B465rmhQzL78Tv3rwDd82a+3yKLe8uLmsPrf15jHz8jvx75fK274cbOv0l4cJw87ufrzjt0/h8zcti1x3U1sOX79tudJEy2CBKdV/fHwd1u7qiVhbQ0NDQ0Nj5ECTwSHE/a/uQMmkOHMRI4PWAPTDx89yBtdxYdhXVJbTc+r+4z2fz10yBfXZNG762NGYMabes+z5r51a1v73RkQNSnkjGRnEzc/5xeM47v/J8yIBoGdAXT1hIbEMzHk1DOv35HDri67RzmY7F5N3oz3gG//z1GbkSegpP34EWziCu3xLJ17a2AGgPMVIBnb3H/qd+3HE9x7AiT96GLNt4v3vlzY7hOtfL27Bhdc+jR/ftwrnX/MU8kUTv3jAS7geXbVLeb/sOPnH7zP/XIrP/HMpLvnTs3bfrIWb2vrw43tf92z/XVuhXnzVvTjwKpfUF0zrvPzsfj8ZlEWbMvL424fX+BcKWGeTyb8+uSFizcrBIgk2tccLB84NWBMmrIROGB59Yxf+/vSGwHIzg41lmzow/2t3494V2/Ht/76K8695KnojDQ0NDQ2NEQJNBocQdy/fhqmtdThgcjMAIJs2MKYhi3ccMrXsNo0AZfD/veNAtNRnA7crlrwjUlltQ43Bx7Pr2kKXy0pzxEXRJiqfvnGp5/ubnt+Mb/3nVVBKnfqXgJVX947fuHmRvRx5FYnzdU9vwOvbu53Pty/dgn8+t7Hsvrbn8vjsPy116SN/ex5rOJWGV+76bbfZJ1bvdkicCthxGpwy+D87ZJQprHzo9S8f9IaKMtLnazeEI7P2+Okf1s5P71sV2WfWVVUdzTRprDqaj67ahZttFXTaaKssymZFM6covPcPz2DWV+70fDdQsI69UpU5KSzfauXp3vWKpeB3x5iskeF9f3o2NAy5Wrj1xc345D9eGvT9amhoaGgMb2gyOETo6i/gidV7cJZtHAMAXz5zAa5932EVOfWxQWw6FU9ZLIaNVjUGHX95Yh3ufHmbpzxFtVAKGXP/6Yl1PvURALZ3uWGC77ZLfwCW82kHlzf4tduW44yfPep8/vSNS/Hlf7klOAArZ46FOEaZstzKhVI+vbbNQz7ZIH39nhwuutbq044ubzgjy41kWLG1E+/707NOGCBr77aXtuCOZVsBxCMlQd0vURZ+KllmBi9TgUNcFQ1tfnb/Khz0zXvR1pvHzq7+yHN+yZ+exRdveRkvbWx3amRuas9h9c4ej0IchqBje3z1bl+38yV2LYbmnfTa9i7MvPxOx3Cp1Z5Ea2NlXbj+9uVL+NWDb8RSxB9ZtctT8maw8LmbluE/9j2toaGhoaHBoMngEOGh13YiXzKdEFEAWDRlVMXW/MxNlA3wVA0PRWVQY2hx1X9exWU3vChdFieMVAVRA1lCgKdiOLO+sbMHpknxfyG5nLe84JK6i//4LD77z2VetSqAPYhhhkH37Yt22KqoVIrq55f/9TIeWbUL5/ziMfz1yfVOPuS9r+7ApwJUFCLYAD302k68srlTui5DKeT5+sE9Vqjpml29gesEYVf3AP7xjKW0qj7Bd9oK11Nr9uCI7z2A655WCy/d2T3gTDJtbu/DqT95BMde/aCzvGRSz0RAHDDXXsBVBgtD9E5iubP/tmuWttRlAABtvdakCK8M/+yBVfjRvavwrzLzPaPQ1pvHk2uiXYA1NPZ13PriZizfEv4e1tDQkEOTwSHC3a9sx/imGhw8Ldm6bNe891C8/5iZmD3WW6xeHMCKKNiEoD6bwtGzrfp8333bIrx58aRE+6dROZKuGBiVE7ludy8+8JfnlNt7bn0bDvrmvbjv1R2B63zh5mUOcdhhE4HdPQPY3B6uNIl9jVKPZJMh63b3YuGV9+C59W3Oc/HGzh58444VeHpteFiuDB/4y3N4y68eD12HKe+y55CVC9nVPYBP3PAi3vzLx5x+U1BQav1jRjE3ccY1n7jhRcfIJm6li9e2W8T62fXt6hvZ+9jU5s8ZvPrulVjyrfucyYof3/u6shJ1zi/c88fKegQR/Ttf3ub0vRxsast5JiNEsHD6dtsoKJO2fib7bZLKn2eWCzlQpVIoF137NC669pl9soyJhkYcfO6mZXjzL8PfwxoaGnLsHUXmRhj68iU8vGonzj90GowyjWKCMHtcI6566wGxt2OD7Ke+cgpG2TPh7zlyBt5z5Az89+U7wzbVGGQYCReQNyMGmnHyywBX6YoCu/fZ0Zzy40c8y4/6nr+ch8hbCxFEVnZs379rJXL5Ep5es6fs0My4YM9XvmTim/9ZgT8/sR7rrz7Htx7vLMsw6yt34YT543DZSXMBADc9twkHT2vBF255Gbu73RBesYxMFHptIlOvGJbOn0rRQMY0Ka59zKrRubWjD/MnNDn5lG85aHIkUd3FHQcjVkGh60wxl50/Fbz5l4+js6+Adx4qz81urrXef6xMCrtFVu+08lNlh6LC1dp78/jD42ujV+Twmp1vS2n5YcSDjTW7epAxDEwXTMlUQJ1w6uF5sF39BfT0FzG5pS5y3QdW7sCougwOG+Fu3RoaGns/tDI4BHhk1U70F0ycxYWIVguqw0M2qE4nTE41hje6+gtYtSPcKr9aosTiq+7F8+vlShyBNy/R7Yu3M1EhrjKuyPIIm+syZQ06yxmn8nmHf35ifeT6dwqk8JFVuxzFrCZj4P/d8zqWberw5OzlBkqRZU54MMOd+pr4OcpiHimrMwnAU1KjHDjKYAUGMju7+vG5fy51jIR4RE1usOvbnivghQ1tPrWavwfj3AvfuGMFfv1QtDusrC8jSRc85cePSGuVRqFkUhz1/Qec8NzhiB/c8xre+8dnlNb90b2rnDqs1cLGPTn839+eHzbOu0MFrZxraFQGTQaHAPcs347W+gyOmDV8ZgzZoDqu8YwMI71u4b6ExVcF1zR0UfkP7SMB5R3eec1TaM+pkwdR6QsjDOt39zrGLTx291iKz0CxlHjIbRDi1sz7vT2I5MNKWZhiXSYF2ZzN2t29OCikRiUDI8C9dgH4hqxagEiY6UmeI+Ul0w07LwduzmD5bXzzv6/i1pe2OKHKWzr6MPPyO3F/SOgyA7tluvuLeMdvn8Jn/rk0cps7X9kWWd+Skdw4YJc5Sr2X4Wf3r3JcYMvBB//yHGZeHhwV8u+XNuMrt74SuDwuCiUTO7oGsGFPvLIlg4k3dvR4VOwwUEoruoej0NVfwAf/+hzue3UHVm4rP2x6b0DSYdo3PLMRD74W/a7Q0NhboMngIGOgWMIDK3fitIUTkE4Nn9PPxqppo/I+xQ1X04iHcgaGQ43/BuSOZdPy+y1IcRE5FV8vUcSJP3oYX79tue97RoIY6QhDUjPOcVUu2SCyr8CUwRSWbe6QbpePMfhkKiKvDP7ukTXS8NwovJ0rNVIyKXoU6l0GYUBwdi0HTPVssI/tFft83fyCS46Crm3UNZctfXZdG97/Z39e7bZOi4Q+F6CAM5gmxbf+8yo27PGaCDHirnob5vJFh5T+7P438MVbXo7YIhgPvhZObp9asyc0Lzgu2HutmgSqUmxu70MuX1J+L8iO5aJrn8aib/yvon4USyY+ccNLTujyUOC17V343D+XolAycc0ja2KnEyQJlXd5HFz72Fr88fF1ibapoTGcMXzYyD6CJ9fsQfdA0eMiOiiIkEBOWWAVpC+32D2PEchVRhQ+IBl0VhMfu07uahoHNwcYdpgxB/xJEGFGggaKZmSYX1L3sszoJowgyEhdv93vmpQhLfcRF4wUG4SAUooXNrTj+3e/Jg3PjQNKKbrLIIMPrNyB8379hEN6K3E4dkJgHdXTutAqtxuV/OVZzn0d9bZ8crXlwnvDMxtDTbxe296NPz2xDh+/3nrW/vvyVnTmCrGVwf++vA3v//NzaOv1urrGKX2himKJJhqex8j/cCWDxZKJ7V39KJlUedKlUKT4+PUveBTWJ9fsqdgR+rt3rcSjq3bhoiOnAxia39wnVu/BrS9twTNr23D13a8puxJXA/2c6t7VX8ANz2zEHcu2yifV8iW8ujVcSS2UTKwrw915X4dp0qq8azSqD00GBxlHzRqDa957CI6dO3aou+LBr99zCJ68/ORE2ooauMwa25DIfvZVPBuhMgxXyELO4ipmSQx6mPKkEiaalAor+308/5rgGpJsEMMPOlnZiyA1NS5yeUa6TFx1xwq847dPRmyhBpO6fRURRr4/c+NSLN3UgT09FtEtlxT0DBQdlYLlQMcpxciuuYoyKeacii6rrI2UQUKPnb/PNrfn8IkbXsIn/vFi7PzUAZtI54WwuYv/+Kx0/ZXbuvClW5ZFTsr8b8V237EVTOrp9xduXobPKYTUBoF1oVolRf78xDp8/Pry6ztu6+x3ridzkQ0DpUDBNHHXK9vL3qcMt7ywGX9+Yj0+dNwsXHj49ETbjgN2j7G83LuX+82vBgt8bvBX/70cV/z7FXzqHy/hkdf96Qnfu2slzv7FY6E1Uosliq2d/bFysDWAH/zvdVx47dPRK2oMO2gyOMioy6Zw5qJJqEmXX1g+DlTHsrWZlJJDmtI+I5YnoT5q7N0IukOSDJEdKJqRzqxJ7S3IGTMIsgExU9uinp+Dv3WvTxniwbZm6lmhRPHXp9Rm9WXnQ6yxWKLUIYPi6Q27fDUZ6+eoyz7OcsNEF33jf44pUsm0lJnbHFMSTvcLaJ59nytjIPi23zyJ9t48vnzLy+gvlJyc1bQiGSTE3f/aXb2Omqh637NzJobqP7VWXif0I39/Hjc9vzm0pAulFJ/8x0u43q5nyVAsmR6l9ZYXNuPWMs1fTJMiZyvVcUKd4+C59W14Pk4ZFQH8OWKqehSqoXLe/co2zBhTjyvO3t/5biiCcfLOpJr1//ItXb4Jg+fWt+GaR+KZJpWDfi5MlNUDBeTXiZHAlzYG3wvsfb2hLVodNE2Km5/fVFZO8N6G1Tt7yqqXqzH00GRwH0E16dfdnz7eYxrTWBNuSKG5oEYUWNF4EUmSwbxCmGgS+zvpRw/jLwoOojxEZQeAE1oWFT7ZnivgqTXywT8PRrpkRFXmwhkEscaiyYWJ1mdSeGljO/5uh5B19xdw2fUvOjX8eLAJsi5b1SuYFE+u2R0r/ExUuEomxV2vbMfdyy11Rryc2zv7fbUQ2SrlmFLs7hnAT+5bhX8+vwk3P7/JUb4Ng4SGibJ+GYSgxqlrWIqlaAKuuqa8vn2IYc9BvmQiXzR9oc6FEk3sefz2na/i6O8/aLUbct6fXL1b6d6WoSNXqMihdjNXTkVVMSoUk6dpRZOipT4bqTZXE525Au56xVIC+XfFPcu9Kuj51zyFq+9+repEie9DivM9kL3H5k2wajCLk1g82GScSqjo0+v24Iu3vOyEhO/L6O4voLu/oN1dRyA0GdRIFCfuNw4/edeS0HWSrpOnse+gnKLwQVAZ7Cfxm7Zud29gzmQQZOoIK9mQ1MCKkS4ZuVzw9XsqapuRwbpsCjc9v8kxY2jPFXDnK9tw7WN+y31GgpiqWCyZuOjaZ/A1iQlQEHLC4E90kxWP9F2/ewqf/MdLHgWnUoLDVDmTwjEwShESOiPnKoPE6WMfRwZV+8TWK+cYKKW46Tm/wsFCIsUmi6aZWK7aP59zjX3C1LSL/vBM2WFonX2FivKZvMqgIhmsgjJYMilE0+/BHny/7bdP4PUdVg1M9h41iD9UtD5rTfBs76wsDzkKjPSlDOI5N/0SYxk2KfNSwIQj4ObYrt0dTQZf3+49D/syuvqLKJSoPhcjEJoMalQMQtwB0KUnzMG4phocPy84J3K4FhTW2Ldg5QyG34u/eWj1IPXGC5kyyAiWbIAjgj1iP7lvFS74/VP421PrcfKPHvas4xZ3T3YgSeASzbpsyiluz0M2IZR1FLHy+9UrGHOIbfAkqUQpNtphbZ6xtMJud3UPRKqnfIhaygi/01g3DS5MtL/g3p+qZ4Idnyo3oFx46r2v7sCX/vUyfnLfKs867DjEy1EomYmRED4kt1o5g5Uqg5s4ZfCb/1kRSSwpKAoh4eHlnruSSct2/X5g5Q6870/PVnzd1nKKGZs8OGbOWLy4scND/EY3ZAEAe0LC1pNAv/0uy6SIJ4xe9oyyd+vLWzoCyTqru7xOgQyusklx3FSAvRFswjIoZ1xj+EKTQY2KIRvmfPRNcwLXXzKtpYq90dBQw0AhOkz0Fw/6yWCScxk/FQbeYXDIYAxl8BcPvIGn17bhyttXYO3uXuzo6vf1P2xQW+6g0Q0TTfsIGiAPFa/JePOoy3ETFV1MxbBRPrzvjqVueCj1eIhG7/fw796PD/31Oem9wN6HJa7/VkhfWJioTcrgVRadMFHTqtW5YmtwaBvbxmoveB0+7JZfjQ2ct3Z4VRxG5kW10QoTBdbu6sFnKzCOEVGtnMGuvkrDRPtQZ9+jL23swP9WRJfVCAsTjTrOx9/YLa0fWDJp2Xn3yzZ14JFVuyo6D2I+Mpu8YaZ4r213+zyGkcGeKpNB+97NGIZnokk2cZYvlZxlTNUTwd6JKmSQtVFJKZy9BWwSsBw3aY2hhSaDezmqWfPvVxcdjI+8aTbmT2j0EcKgcc9+E5rwrXMPqFqfNDRUoVJaotr4+QNvKK/rhImqKIPC5wOnjAIgN00ohAxiyuGC7bm801cAUht9GTGqEVxSy5lpF4mnOEDjBym8myB/nGsVDRCeiMgR4gfc6YjBO1vTKvPhfk+c5RTv+9OzOOcXj4ubeuAogyHvfT7slu3LNIGsXfc2L0w2BJmlWAYyFF+4eRn+XaZxjAxxQyu3dPThe3etDHVELZZMdA8UKwoT3dLe5+SbAWr3Z9ixRIXSvfePz+Csnz/m+75omkinvC65H/n7C9I8XBEsbLqSML4n1+z2fGbKYGt9BgA8kQBMGeRNXeLg9qVbcOl10Q6wDhlMG865AeQTZ3zUhaw2omlSZ1IligxSSh2zqmop2iMFpknRbb9/B5MM7uoewDWPrIldpkrDC00G9xFUEpr57XMPwN2fPt73/YzRDbji7P2lbfPffPxEVyX832ffFDkw0tAYDJSjQOzs6g9UrKr9Y8R+YFVyBsVHcuGkZgCWouHL/Qo4D3e/ss1HKVSUws/+cxn++byVA1Y0TakrpyxM1EcGFQdX+aKJN+xQrSgyyBNTnuTwh/WdO1cq7TeyX9x5NaLCRE3OTZT7nr1bVW8t1o7q+ow0ligNnBjJBSiDRZOC0uTD/uOSwY9f9wJ+/+harNweXDuOmSWZtLzntFAysa2zD/MnNMXeLgjlFkovmVT6/Pz1qfWR27JDl4Whh+HVrV3Os/T4GyIZtNoaVWeRwZ4Bl2C12mRwd5nK4GNv7Mbdy7dH1mVk5zJtEEEZDCeDMjWPhfaOqsugrTePzlxwyOPWzn6nb7JasvsSevNF5z3aPYhhoj+45zVcffdrWLdHu5hWAk0GNSJx8dEzsb89mOQROgbglonrEUKw+rtnJdM5DY1yQeUhzmE44nsP4Cu3viJd9sN7X0+iV4Fgs67lzOqz2XKZaULQ2PjS61+sOEy0ZFL1MNGYyiDr27f+uwKn/fRRbOvsc84Rg2ggww9S+H6Vaxoju3/Y+453xYwuLcG2JR6y4iiDygYy8dZnq4WFuLHBrjxMlCbuDh3XgbMtZxGNhmwaq3f2YObld+IZoZQGrwCVEyK5vbMfJrUiW1RBabhaVG44bIlS6YSqCsll68QxoXp1axfO/sVj+Pn9Vki7WOeWEbFR9YwMlpx9sbDBsFI3YWBqZ5SrJ1MAMylDyBmUhYmGm0WxSaj5tgocRjJYviCglcEuTg0cLGVwU1vOiUrokqi8GurQZHBvRxXfT7PH+YvHq+4undK3nsbQwqQU5fgwBNVsu/n5eI6hceG6iZY/A/3ylg7fwD9sEFlp/lbRpNIww3zJ9PVDrL0aNWhni1ntuPbeQixlkC8cXo3XJK8KRRnIMPKW8s2cWf8pK4OOm6ja+my1MDLM6v/JFGWT0tgTKlGIe8/12APPdIrgOZuoiGGrHTmXjJST28XMY/gwURWEK4PluQIXS27OIH/uxYkPGdh1lqmSpknx96c3+Ijiji4rh3SZXYpBLKvB1m+utcmgfT1+fN/ruH/lTgDlk0FmPLN2d0/oek6YaIp4niEZ6eWVwTAyOM8m/utC9r2KyzmsJARZhGnSwAmdH9/7Oq6++7XE9pUU+Im2wVIGf/vIGud3okvnKVYEPSLXKBv12fB6ggxJDxZ4/Pj8g6rWtkZ1MLaxZqi7gFljGxIfyPIDToaZl9+ZWPtsllutBqD3uNiwor9g+uzSw4jAawEGC6qwlEF/f3/54Gp88h8ver6LGybKlEMWpkjhVyHFgT8/e+8NE02eDuZ5AxkSbiDjKoNe0mVwxybi8Td243lBpXGJfTxlULwH+AEzK6MgcqiinVuVdN5t3DBRRvAphWPwIoYm88pgmMNnEFhZidlj5WSwu78gzdkLm9AoWxk0qScvzv1eZdvgff/7pS34+m3L8euHvEXiHRMj+7N4r7DJqZq0gbpMygkTvZcz2NndU17OICORUXm87N2YFpRBGenNc2Radiuw+2P22AYYJFyVfH1Ht1NXOUlX5pN//LBTm1XE02v34E9PrBt2jp1dfYOrDG7r7MMtz292alwPZmjq3gi10byGBoD1V5+Dtt48evqLgT9kxPnffSFXy6TjqNmjsWBSvBwODRdDVxh26MNpprbWobu/mOi9mVQB7iiUowyGdS1sDLO7u7xBHEOhJFcGAeCuV7wFqrM+Mhh+nMUSRU3aDTmlFL4w0bABGk9S44ZXApYKIXcTteBRBiWDdx6M7BmEeIhfWNF5FpZ8+2XHOt+Z1Pt/FNjx8qSZUniUh16HbInEmpFxtX2pIi4ZZASfUqDWJoN9hWAyWCojnG9zex8MAkwcVet8x5+Ob/3nVWxoy+Gmjx6t3GZYzmCYWs/nDPLnXuX9E6YMssF0pzCp5UxIBKjOfI2/hpq0EybKP3uVholG1fvzFp2PyhksoTZtoDdfClUG67NpTG2tD933qh3d2H9SE55b354YGaSUYkNbDhv35ALXyRdN3LN8O9512LRE9pkEeDI2GCrd7x5ZC5NSfPms/fCO3z7lIaMa8aGVwX0ESf1ej27IYvqYeswdHx4uozJA+OrZ+1fUl3/831EVbb+vQxwwDRaGjINySBtkCMlwZdilQND8z5/8WLNpIzS8rFzjB4bu/oLy9fbnDEYpg67pCmANdEVlMGxQ7SGpDhn0r5cJIHIyEw8eHjJI/Bo0ryQHKYNuzqC//ZJp4rVtXR7SHLfOoBNWKnCDB15zVZ2cfU5vfG4T/vDYWuf7ckp/qEAl90r27JqUos4uci6SgMqVwRwmNtf6JiwYdvcMxJ44CVMGw5YF5QyqhL86ZDBGziD/fAH+c88mp9KGgabatKPU8vd/OaUlBoolZ3Jn7a6oMFFrX6ZJYfBkMCBMlE0ayMgg63c6RTBrbEOgo2jJpHhjR49jzpVUaYmSbcwUNSly+9LkHHyTQNcghonu7O7HP57diLcfMgULJjb79q8RH5oMalQFJOBvHuOaKgsXlIVdXXD48JkpG+4Q64ntK/h/7zgQhBBsau+LXjkGhhO1VJ38aa3PhJJiFeIZhjgqpk8ZjBhcley8GjZmohS+kNSwNnIeZdBWyCTnIhuQ3xw14cWHWqYM4rsoS751n2//hBDPANV1E5WQH9M6v7xywfqvWlKIrcUf946ufmzgVIleLuSSd1plYbpx51R2dQ94ah2KUHG6lBFGCpe4i3ltvCNkOYP2ze19mNpaH9of8V6X7YV/1sKUwbDnxsoZtO5J/h6MQwbjuIm6yiBrQ95XwwAaa9y6ovxkQVtvPvbkW3uvdc3qsyms290buj0jTkXTS5SDDGRcMuhvi70zMhwZlO17Y1sOA0UTB0we5elDpWD3dj5iUuTJNXucfM7hABYamk0bVQ8TvfbRtSiUTHz8xLmoz6aQMogOE60Qmgzu5RjsAap0f4NYzO37bz9w0PY10nHqTx4Z6i4MCd59+HQs39KJtt48HhNs0ivBcBIaCyXqmSml1K+8AZbpQ5hQsqvHO9io5iGK5082uOIHZUXTxBX/Xu4U5jYp9RedD7kovJmMQ4oko8OgFkhAxikjcKKBTBjYcRliaYmQPrBj4wvR83UDVSBzE2VGIQy5gDBfJzxTbVcOPvmPF/G125ZjTYDaozKolilnJqVOZ8Sohw7eTbScMNG2HKa21nm+4wl3oWQqTXzwkxOs+LkMYcpdyQxwE1UKE2XtqxMXURn05Qza5zptGGioSTkGMrwbcN6u8xgHLLT04OktyOVL2C4Qn2sfXYsnVu/29EksuxFUWqI2Y0iPBXDD09OGgdnjGpDLl6STYqzY/H4Tm0BIcsogu7fDnoNJo2pBKfCfZVsT2WcSYG6eU1rqqkrM9vQM4LqnN+LcJVMwc2wDCCFork3rMNEKocngPoLBLq6ddO2p4b5fjZGFnRUqXsMdl93wIhZfda/zOYgMpgwSHibaXVmYaBhExc1nUCIZtPMTGMUSxT+e3ejZPspAhgdPcsLCK8vNBfUYyBhB1BGe/fqKzrOBuIyk2l8t3+LW12Pr8UTl3hXe3ExvG/IBPo8eiQEQUL57Yqc9aAsyQlIigxIyQ6l7D4XlDMbN7coXTWzv6sfU0WHKoKkUeskfW5gyGKbcFYVQSAYlZVChtITYCrtvnXxUYT+MWKYMgsaajEP6RPW2LWaoKCODh86wDEJ4I5dHVu3Cd+9aiZvseqasSyWTKuQMmk44sbTOYMmrDALynEVWVmLehEZkDCOx0hIFBTI4e1wDFk1pxu1Lhw8Z7O4vIps2MKYhW1Vl8I+Pr0N/sYTLTprrfNdUm9HKYIXQZFAjUciGOwdPawnd5q0HTVZuf4xdxFZDQ0MdFBQ1mZTv+1RE7mS5LoAqEB0RxdBG2UBuDTcgLJlUKG/jN6sJGyDz4Y+OQibNRZNvHzXvVBDCRGXri6YczDvU3Yc3RM/bL78yWJKQ2o/8/QXfthf/8Rn84bG1giIqP6BcgKJTcFx3pIsDwVStIIVOZVAtJ4PUOSf9QphohydMNB6JZTUGRWWQJ/eyMFEZ+GMLywsMa8vkcgb5PsQykIkVJmr/wS63sBveQKaplg8T9e5jT0wTGVY/8vCZrQCANTYh6y+U8PXblgNwXWPZc1T0kUFJmGjRRK1dxkZ2ypiimTYMhwzK8gZf39GN6aPrUZ9NW5NqCRWdVyGDAHDekil4ZUtnoMI+2OjqL6C5NoOm2nTVyGBHLo+/PbUBZx84yeNb0VyX1qUlKoQmgxpVAT/wOXh6i/J2s8f6axfyGFWXKbNHey9Ga4KsEYGSaQ3CRUHBICSUMFWTDIr2/+LALMiFlKFoUswf77oJU+q3NA87Np5QhCpkQWQQ4YRwY5ubd5cOqDMoupgSURl0uiAjqYwMdjnb04ABu4jH3tht5f8FqD38gDroOpSrDLJJgGLA4Fml5AK7dp5rCPeciMogX5A6roKz2a4xGBUmmi+anokV2SSLqjLILxPPc7FkSsOOVZRB1lS8MFFv3mpQGRLLTTTlGsgI/dkT813SZq+//6Rm1GVSjonMrx9ajY1tOTTXpp3cUL5vntISMgMZLmcwTBlMpwgmj6pDNm1IyeCq7d2Yb9ciTKdIcspg0c4ZLIa395aDJoMQ4PaXhoeRTFd/Ec116aqqdH9+Yj16Bor45MlzPd8312Z00fkKocmgRqJgr684wZr8gGpWBBlUaTjK6bSaqM/61ZdqY6SRwWGUWrfP4F8vbsa2zn6PSUsmRWAYJLQMgWxmfbAgq0/Io2SanudNFiaqGhL4+o5u5PJFaThmkOIS5Sa6pcM1KDIIwc0vbPatwwajbB++nMGQovOsW939RWxq6/O0oxra6iiDwvoHThnl/C27DqZdY7AcZOzw4KDBbqFkhqrVgJtvxw86TUqdc+LPGcw7alrc3C5WY3BaqIGM9ZxEkSxeDR0IIL25fBHbOt17R2yTzxnkb0GVe52WoQz66wzCM6nkuolaYaI9AcogC/sUn9EgtPXmQQjQWp/FrLENWLurF6t39uCaR9bg7QdPwYFTRznXmR16sWR6is4HKoNczuB1T2/Aub963FnO+p1JGTAMgplj6n11DvNFE+t292K/iY3OsSedMxg1KTKhuRbHzBmD25ZuHRJn7O7+gueYu/oKaKqiMtjVX8Cfn1iH0xdOcBxEGaqpRu4r0GRwL8egvSQSStUb6Sl/UQPEaiA10k+axqChJu2SJ4NYSmEYcQhSb6oBsR9BxiUMhRL1DIBlpSVUB2gX//FZ/O2pDbEMZOK884La2NrBSJz12RDcRMUabzxMSp3JMxYqyvqv+tYPqh23aIo72JIpg+WUZ2DIRCiDlEZfN0ZA+AFge28BD72+E4CfBHT2FZxJs7iuj5vbc74agyLYfRg1gOf3HaSsnv7TR/Ghvz7vfBaJmxgKyaCkDJblJmr9H2ggU3TDRBtrUsgXTTy7rs13T+3pzWNTWw6Lv3kvHuRKlwShLZdHS10GKYNg9rgGrN3dg6/++xXUZ9O44pz9UZdJO9EFJncfG1E5gyXTCZmn1Cpov2xzp3Mc7Foywm05inpDMdft7rUiExxl0EjsXemEiSpco3OXTMHGthyWbupIZN9xcNbPH8PHr3/BmUDr7i+iuZYpg8kTs789uR5d/UV88uR5vmXNtZlhU1ri0VW7cN6vn3AiCkYKNBncRzD4BjLc3wGjpkX27POZB0zkthsaYhNUkiIqbFXE8fPGJtGdWJCZCWhoyMArgymD+MiHiKRCn1TgCxONVAapZwBsmtTjEArEMwvZ0dUvVbuCzo8VJup/9qSvsIBunPijh7FhT69rIGPI6wxKlUEA+09qQsogWLG1y7OeqjLoNQWxPkxsrkXacO+TnOQ68AqXahkLBtZ2mKtn1H2Xl5DBG57diL89JS9Z0dlXwJhGq5RROcrgpFF1jqIp7a/dn7DQT8BLFoOOf7NQ8qZTCH/jQyH5W03lXnfdROPUmPXmrfJGPYBLvC0ymAYA3PXKNk8LDdkU9vTksb2rHyWT4pqH1yIKbb15h8DPHteITW19eGZdGy4/awHGNtagPptCnz1RwfpWNL3KYNGkPtKdL5qoY2GilDr3L6uF6NYZtK73rLGN2NiW89w3r+9wnUQBizgmVXeT3dsqkxZnLpqIbNoYdCMZSim2dvThfyt24LePrAHgzRnMl8xAg6hy0DtQxB8fX4eT9huHA6eO8i2vFgEtB+25PJZu6og14TIcoMmgRjIQ3oNNtVxuXwBXmTu+EWu+dzbOOnCS8907DpladhdYPmE5aui3zl0k/f6iI6fHauejJ8yJve9KUW7uzlBhpBZ7Hw6QWcrHAe/gaRCCFCGhZQjEe6ual44nFfXZlC/UT0TRpJ7Z+Jb6rMcUBohnFtLVV5SSqKBjjjNxFUbOLIMSO2cQ3pzBrZ3MTt+7fbFkYsOeHFKGgXnjG7HcVgbF3MEosHOey5fwlVtfAQC881DvO1imDFYy8GXKYNhgN2ogxZbzakBQzbX+Qgn9BRNjG5kyGJ8MThHyBQHvOWb5cTzJEvdCKfWcN5m6KnuXn/Sjh73rBJSWKCkcl2MgEyP82x8mGqAMEoJG+3dfzN8a3ZjFnt4BZ7/Prm/DK0IJExF7ejgyaE/KHjqjFe8+zJq4rc+m/Mqg6Tem6i961ViTwhMmyg6H5UcXOTdRtu9CiWILR9JXbe9G2iCYPdYOE02R2C61QVA1kAEsReyUBePx35e3Duo4oK9QgkmtupI/uvd1PLpql6UM1qXRXGtNCCRJzq57egPacwV88hS/KghYBjI9A8VhMRbia8aOJGgyuJdjqIbdLHwiCmK4y5mLJmLVd87CpJCQnCB4nQWHBkPx+A+XGTFVaCpYPsSBTlzw5SXyRROEADu7gwsXiyYQIoIKsgPxiSs/xqzPpqWEoIHLESyZpme2/vZlW3yqTxzS0tlXiK0a/f7RaIUDCL/nDYO4udYkyCzG+5mV1PjPsq1YOLnZUQadMFFFNsiI0b9f2oJ223Hz3CWTPeqmLMeLJzJxJwgcZTDM3CeixiTrN58zGGRQwogJc6KOrwz6awyKUMkZpFQME/X3Y0ObPLSMhUybpkVeUob/uVNSBhXDWXm4iqA8TLRQoiDEuo8ba6znUwzZG9NQg7bevKe24h8fD3922nMuGTxy9mgsmdaC77/9QCcSpi6b4gxkrG2KpulL1eAVKnbczE2UzxF2yCDnJgoAs8ax8hJuqOjrO7oxa2yDE2mRMYzEyKCbM6jW3rlLpmB3Tx6Pr06uZm4UWC3JT50yF/PHN+HTN76Ejlzezhm0JgSSMpHpy5dw7WNrcdzcsThkeqt0nWZ7n2JkyFCAPR4jiwpqMqiRFCR3fpMdMhJ3giSbNnDifuOUdsP/Lp2033jru3i7s9oN6ONIELHCclk09i6EhaqpgA8TzZesgdOaXX6nPIaomdaaTHB/eOKp8g7gx1KNNSl50XnubzFn8HeP+AeXcQZoXf2FWDUFg86NLCw+rF0Cvug8kb5zxO/40MEDJo/Cru4B7OTCXFWPghEj/joSQoSSBf7tKlEG0wrKoPTac7tkpIInX2LpAjbQZwXnWZho3HzHnd0DmNgc/o5l5yNMcTMpjcwZZIXMRbxsq2jsfmavAf65UlHBy1EG2d3E5+WJYBM/jTVMGfQOysc0ZLGnJ+/s99i5Y/Dfl7dhe2fwRBQfJjppVB1uu+xYzyRzfTaFXKHkKSliUv+7hr9H2AQTqzPIHwurqVoQlMGZY/zlJVbt6Mb8iW5fUgZJTJVi+1fNbT1pwTg016YHNVSUka7xTbW45uJDUSxRFErUzhlMVhn8x7Mbsbsnj08FqIIAEt9nJXDI4Ahjg5oMauwVmNBcg0+wIqRljlMuOXqG77u4+TCDjQsOn+YxexgJSMp1TQXHzR38HM5qQlY4Pg6ywvYyIwoeUZeqVlK7kIGva/iP/zsqunPcs9ZQk/YNhrZ09HnKUYg5gzLEude6+gqhIbMi4qgrYd0gXN6mQaIL31uDX3fZAZOt558vMSFzRQ0Dr7gaRKGGYgUDXzahEZ4z6G+fdzxlg3r+vPC1BAEgZytCnQ4ZtIjFDc9sxIW/f1qpr4WSiaJJnRwzHl5yypTB8GLuBU+YqP/4g8jgSxs7ALjHW64y6JaWUM/nYs3m8qVAxZm9RxqClEEWJmpft4+8aQ5KlOJvT62X79OkaM8VQp2y6zIplEyLhIQp4R5l0N4/e29ZYaLWtrtEZdC+T8c2ZtFUk3bIYC5fxMa2HPbjiKllIJNQmGhEzqB4qDXpFM4+cBL+t2K7o5RWG4wMNtSkMWtsA37y7iUAgPHNtY4ymIShS3+hhN89ugZHzhqNI2aNDlyv2U4REvNrhwJOlMcI0wY1GdzLwdzmxjcNvnpUjSG/GIfNBhYzxzQ44SMLJqmFqIq4+Cg/GRxE3lIWprbWjTg30aQS7fdFpCWDwDgQwzr5W6ec0Owwcsovmz22IZRgnLtksmeQ05BN++6Tt/36Cc9nyxwi/F6K4/DX3V+UFp0PQpzcs5/dtypwmUHgkFBCSGhNQcAiuPzn6aOtkgc7uvrdovPKPbNQn01z/YkexpQ78O0dKCptKxsI88fMSEXY5WXhrYwkjm2wlMEVWzrx/IY2pf4yIhE26QG4Kl9YrqM/TDRaGXzvUdMxsbkWL21st7YRnC75WBmViQ9GfOKYW7DTvnZXb+Bgm/0GMYXGlzNoh4my8zl3fCNOXzgBNzy7UUpguuyyBaPtayZDnX3P9uVLofcBTwYHBDLInzMWJurUGXTKdxDMGtfgkMHVO3tAqTcVJp2oMqjuJsrw1iWTkcuXcN/KaJfWJMDIIDMMOm3hBDz4+RNw3pIpiap0N7+wGTu6BkJVQWC4KYMsZ3CIOxITmgzu5fjkyfNw/YePxLFVVkjm2bX9+KLwzkNRxf3On9CIr52zP3550cHOdz86/yD88yMqSoSLoD5GjQ3LGUAnjZHmJjqYYa3VfiHXhoRJVgOZdIU5g5lgZVClZfFxUCWDIOHtW6GS1t9pg6AmY/iUt53d3pywkmniqbV7QvsbZ3zW2RcvTDQIsntODGHkYRAhZ1DSBX7QWhRq/PH7c4vYx+iwpD9Rz025A98DvvE//GeZFc4WNq8hq0HoUeIkyqAINmAVlcGCrSaxNiiluGf5dnTm/ESHOWWGPecl7np4cgaFrlF4w0RlkwkbhZzBy8/aH8fMGYOXNnWAUuqYxMgU/aCJkZ/etwpPrbGeEzZZEKfOIK+6ieGfDCkxTLTfHyZaKFGHcNWkDXzouNnoyBVw60v++pvseRndkPEtY2A1RnMFufETA19mxMkZtK8npe5l2m27iboGMu41Z3UOAZew7zeRVwaTM5CJmzMIAEfNGoOJzbWDVoCe5QwyMghYjq/ZtMERs8pUumLJxDUPr8Eh01twzJwxoes2J6hGVgr+XT6SoMngXo6UQapOBAHg629eiBs+fCT2n+QPWSzHVUl1MEMIwYePn+1RPuuzaRw5O/zlkRQuOXrmoOwnCMR2hBxJGMzaddXGEbMG5z5jCDNsKWd73mxB5TkVB12hYaJcTUMCEto+5dr+4fmLkUkZkaGIQaUn+HFyHDfRnoFiReGP5YJwtR55YsiDJ4OFkikNA+XPYVzHXr59QqLvBZ7IrNzWFWtfzn5A8OG/Po8FX79b0r4kTJTrIxswhx1mr0AGWcghI7LMlOXB13biY9e94Fjk82CqUk3Ifc73NdpAhif13nVLJsWrwrnMpgwsnNyMXd0D6MgVnG2c0hKeovNy053fPLwat75oEa6w0hKrd/X4vuO3AYIJPAupZGGiopEHI+LMHbcmbeDwma04cMoo/Onxdb77ud0hg8HKoEMG86XQCJ4BThlk14q9m0q8m2i3GCbqntxZYxuwtbMP/YUSVu3oRk3acBR5INnSEnFzBgFrQvitSybjkVW70BYy8ZQUmMNwY23at8w1kKlMpdvVM4AtHX142yFTI99HTIQQFemhgKsMjqxxmSaDGomgNpPCMSM4P4sEDMLCcgavee+h+OibZlevU4qIyvsabohnXjC8MdinPkkDGcDbf5XfLpFkhCqDHlMShbYBTB5Vi7cdPBUpg0SGaF9992vS79PcOYrL7WTqULWxub3PGbBaOYP+A/cogyVvmKjH7CVm0XlnO77QvaESJuqeWLGcRxDE4yIEWLa5Q5pbExUmGksZzOVBCLii89TT7788uR6AN2+SgZGmsEkPLxmMKIcS4CZKKcUVdmkPHpkUcYhowTQdZU+16Hx/wUShRLHNJmGOm6iEtF739EZpn/nfwKDTzSaVGrJ+cgC4535bh1WeoSadAiEEHzpuFtbs6sUjb+zyrM+UwTEROYOAFSbK31tiH/uL/pzBOi5nkEEME80YXmWQUku5fX1HD+aOb/Rcg7RhJJYLH6e0BI9zl0xG0aS4U6jxWA0wZZCRfx5MLRTV4XL30VIXrA4zDK8wUev/kTUq02RQo4rYGzLDwmael0xrGRYhmsOhD3EQJ0QpabAc2iTwk3cdNOhus5WTQe+Pt1cZjN5eFB/ClUGODCL6x5FSdzY1o1BCY0tHn/R7Xv2MG/bZngAZjPs0fvz6F/H121cAUFMGt3X2S8OhrGLg1npxj9tDBhUuVtxafYDccGegUMKMMfVK6/L3HjsdYeNvphx39hXQVJN2JkLYIDs3UMS2zj489oZlyf/Iql2+Npww0ZBJD/5chE10Ueo9Ln67H9+7Cv98fpNvG0KIM2FDqXsfyMq2yMIUWajetk7rWXHcRMvIGQzaB98fgys8z2Os7eS6rbMfhLjP99kHTsKE5hr86fF1nvWZMtgaRgZt8m7VvOPIoPAEecJEnZxBPkzUWt+tMyhXBgErb/KNHd0e8xi2blyX2iAUFPJPZVg4qRnzxjfijqXVDxXtsZ+tpho/UUvZ90ClYaLdA8HqowiXgA4DZdD+f4QJg5oMalQfSTwT7OVbTltx1Ts2i/nH9x1Wxt4GHyMtTLQ/oph4NZHkqarLpAZ9wkNU9mJvHxImqoI4YaJZT2mJ8P2wQRlbTTTK4QcWcyLqifJEMm4eT0eu+iFWYSAKyuD7/vxsoIpTbs4gr1IZQmkJ+frxB74yAjlQNKV517J1RUdV8TsRjoFMXwEt9VlHyWH3RG++hDd2uKGRz29o99UqDDOQYXsuBoSJij2jcA2PDOKqqzc9twm/emg15k9olB4He7+bXNF6J0yUW0+mTDF1Zltnv6cEQ7lkMCjsmlfJZGoR+03d2tGHmrThvA+yaQOXHD0Tj72x22Oe4+QM1geTwaAwUTHkVOYmWscZyLDja88VHPdYwEsGZ9pk8NWtndjW2Y85473XKm2QxJRB1seiSWO5AhNCcO6SyXhufTs2t8vrVSaFnoECDBKcS9tcm65YpWPKYJNkckFEOmWgIZsaZsrgyBqXaTKoUTVUopqI2/7iwoPlK6pA4ZnkVxnTkMX6q8/BKftPCM29kY1vh0INHWlhokmYdJSLuOQnDEED92oibiF3Eb4wUe6jysS2ODYJN5DhcwajibilDFp/i8e5o8utR7ZAkpfMI+MJE41HWqKUwZkSFStJkIA6g7zL6S7BSMdjIGOWpwzy7ROl0hLx73vRHZEQYpHBFn9Bd5mTIt9HldxI3kBmVF3GCftjg/acpEB1uzAZ4BrIBE968GpfPqy0BHVVn7pMCsUSxcptXfja7ctx3Nyx+OTJcsdE9s7iS6lIDWSkZNC6n3P5Err6i84zHstNlPtVC7rufH9kyiAjg139Rd+E1HuOnI7ajOFRB9t686jLpBz1T4a6DHMT9RrIiPMUvDI4wHIG+dIS3LptvXnnGvFhos21GYxtrMGKrVZOZ5OgVqUMo6xnQgZv+RH1WqaAVYAeQNVrDvYOlNBYkw6c5GuqzVSsDPbEUAYBK29QLC8zFGB31Aibo9dkUKP6SPKhIAS49pLDcNlJc9Q3UnxHy+t7qe9mqDAcyKAs1CsIiRL9mBgGp6oiVKoMiuSNJ8cqBEIcfIeFKNeHDOSC2maDnLQQJrq90yVAUYSeJ4NxTR2ilMGLbcOosC7wy07df3ys/RPIX1dBCid/+ilc5UflqFvq3RAvXoFQKS1RTkicmAPFCImsoHtUzqBamKiXDKaEeyqXL/nO054ekQwyZdD/3H3h5mUAvPdYmOLGF52vy1p1NB9+fRfyRRM/eddBvm1TXOglYIeJCjmD/GBcpkzxSsm2zj5OGYxfZzBoH4B38kZGBmszKed70YynpT6LdxwyFf9eusUJ1WznCs4HwasM8mTQex5lyiB7D4qHs6t7AMUShUH877bZYxvw+g5LvRQJbSZFYk88BSHKcTYM00bX49AZrbh96ZaqTlR29xel15mhKUFlMGw/PFrqs0Me2QHoovMaGoOG0xZOwBfPWKC8ftxXoupDHLXaIdNbYu45PggZHmQwTg9E0rF4yqhkOxOCZEM35CpONVGxm6hABklMMhhHceLLzBASfu6p/c9RBoXjfO8fn3H+jrrdeSIZP2cwfDDBBr1hoUv/fZk3cIh3vxlBymDAoLA2k/LswQ0TjT7ucY2uUyPfvEi2DeK/b+KQ7Ltf2YZVO7p9eYCMkMgmDaJzBtXDRDtzBYyqz3iUHsB1ROThUwZjG8iE5AzCHdzXZ1MomtRREZrrMo67KTsf7D5n//PKoKzeqMxNlHdX3NbRX3FpCZGks/vCowwGKDmM3MmiCT543Czkiyaut8Of9/TmHQfSIHjIINctsVaozECmJm3Y9T2p53nb3TOAgmn63j+AlTe4ud3KvRSfh1SCbqK8ahun1iDDeUsmY9WOHqzc1h29cpnoHSiGKnZJkEGWMyjLS5RhdEM28v09GHBLqg39uCwONBnUqBrCnDijIBKyStoKwg0fPjJwf85+K9jtuw+fVv7GMZBk6ONgQDyl1QwbFcNYkj5V1bgvwyCGJ8WFOBDz5hxFbx9HKW/myKBK7h6l7r0cFg4bRxm8f+XOyP3yiAoTZWoBs0+XgTk3AvHvtyA3UfH8nXPgJABeVY03kOGbkKnJKYOglcvH4pXBoml6+t2QTfsIuGrOYMmk+Mw/l+JPj6/zqRzMbEVWtkFcd2tHH17Z0ul8ZscXdlv1cAYyo+oyvkmzHOeC+pv3HAIAaOv1Xn/XQCaMDPLKoNumeB3FMFGRWDHDG/aMs/uc9TsyZ1BCRrzKYL9zvsLCRF8TCt/zrYr3IXNgjQoTBdzyEjIyOGdcI07abxx+ev8qPPaGVR6hNSRfEOAMZARlUOyjzEAmmzZsx2I2DWVhd08exRJFRvL+mcXlKovPVCZlJFZn0KsMxieD5yyejLRBcPuy6hnJ9AxEKYMJhImGOJbK0FKfScQArFKwu2CEDcs0GdSoHuIk0n73bYtw2sIJkeuVM9sSNEsulsKQDexDB/sRXXnHIVMj+5YEKhSLEkGcmjri5agmnRJdANmghQ+RKx900JXBC46YXtH2orIYVadMhIy4L5nWIl3XN1iIuEVMSp1VZMoHQ5QSrppXee0lh+G3NglgiAozYm03K9idA/HDkgmRl9QQz/u4JlvVI/CcV7beVs5ptVkygZBNGZ6JBT78r7k243nPNtSkfe/dguLAd1NbDgNFEx22OQcPR3WTkANx3Z/etwqfuOFFX3+D3u3ZlIHegSIopZaBTF3Gd1+w5QAc4tHWG2QgE+YmyimDYWVzqEtU6rJWziDffUaSJts5lGIoqEnDcwY7+go491ePe+o+8u6K2zr7HNIfpgw+u67N222eaNmEc4FdcH3SKG9fAet+kWGMowzKB/cfPG4WAODiPz6Ltt58aFkJgCstUSh5zqNouiKrM5i1TWyYisjeVbt7BlAsyZXBmWM4MpiSKYPJhIl6clDLaHN0QxZvmj8O/1m6NZYBTRz0DBQDrzOQUJjoQAF1mZT0WsgwfJRB6/8RxgU1GdSoPlieH6/EiXjPkTNw7SWue6f4Gz/GLj570oJ4OTiytqLAD3zCtq12GMDSK0+Tfn/c3LF471EuKRhpyqCIpHIbvnbO/pHrsHOVxDmjtDLluBxU7CYaogyqhDmJxxt2FnmyQWn4upQZOdgrhZWWiHLPVT1H2bThWzdqZpntW1WhjfuOsEpLRCuDbP9i64zPs1IVgFypqckIZNC+sH/+wOFW6CnXcH1NyjfLrTrwXWXnWHX05X1qVLgy6F23PZf3EJioMNGm2jR6BorozZdQMilG1WVgGMRDznllsCZjuRH6lcHoovP8JEp4mCj1lDbgtyMEuPjoGfjGWxbiQzYpYvea6ybqXqe0QxS9x7Nscyf++7JrHtLdX0DKIJjYXGsrgzYZjOHo7C0tYfX54qNnYP3V5zj3EE+0g0KonTDRAGJ93NyxmNBs/c7v6R2IzBlMpwxkU4YvZ5B/VrIpw3NNGLnKpAxbhbf+1WdTqMuksKt7AAWTSt8/s0OVQVIlZbC8Ns9dMhlbO/vx7Pq26JXLQM9AMfQdaCmDlZLB8FBUEa31WXT2FRIj5eVCF53X0BDwzbcegIZsCpmUgdMWTqioKP24pho8+9VT8MUz9ou9rcrrNMjFL+6rOMmk7ZaAMJnTD5jgmZUbaTmDIqpJqCjgmWRg7+ckThnF4DujVkpiw4hSucpgEPhwMKVwWo4wht3TvGi4cFIzPnDsTM9yVWWQwHs+sykj0o2O9Uumtkn3UUaYqOxUiTP8soEYhT9fylrXr2LWpA3P92L7fLcbsmnf862aH/XGTqt0w9Nr27CxzWt3z5RBWdhgvmiiq7+AmZffiT88ttY3sJQZyPDkgZFBpvSy/FVeZRBzBkc3+pWFAaEunQz5IuX+NlEyqXRAysJEMymCTMrvPplJGfjAsbOckFQWkuzNGbTaDXs+nl7rEoCuPmvQPqmlFts6+xxlMUpx4u8HWZ1BJ5w75TW5AYJzBsfYOapBec+EEHz5TMsLoL9ghtYYZKjLpiRuou7ftRlDaiCTTRtIEeLkDBICjG3KusqgJDJh+uh653mW5gwmRQa5+6mcMFHA8lWoz6Zwe5VqDvYOFNGQDVcG8yWzojJS3f1FpbISDK31GVBqhYUPJZww0SHtRXxoMqhRNVxwxHSs+NaZiZGV8U21ZbVV0Xg9ZmkJ7/LqvA6Omj3G3QcIDpneWpX9xMH3335g2dtWk05RCk/4MbsmSVwbqzbe4KLSRynMQEalTlacor68KkZAoktLgHKDzOCfJp7A/eF9h/nCsTOKYUVECLGsy6ZCSwMA7iA8LGfQt48YMAx50Xm/Mpix2ydCJIN/a5kymE3LlUGnJa7jDTUp3/Oi6ia6eqdbx+9vT633LHOUQWmYKHVKaFz/zEbHZp5BVmeQN8Rpqs2gd6DoDAxZWDg/UZAb8LqJjq7Poq3X7yZKSLhxk9dApoT/d89rOO83T0jqDFrXMW0YSBskcPKFESzRTZTPGQyb8Hh5cwf6bNWzu7+A5toMJo2qtWsNsj7T0Od9N1dv0aO6cXUSrX4Yvv5EhomGqKyLp7b41g9DfTblqzPIH1ddNuUhJIzcZ1MGDC5MlIBgbGONTQapz80YsEyEptghvOI9mzaMxBQp/n6KW3ieoT6bxukLJ+CuV7bHco5VRU9/uGrHJssqUQdjK4P2/TLUeYPscRlpEVuaDGpohGCwB/sqIICnYwcF5GwNJo6cPQa/vuiQ6BUlqKa6Jg6O2W98YmLqIN8gUT8whISHMPpyBrm/VWa2l2/pilyHwTNQb6oJWdNe33Q5iMzAgYE/B2nDTzKPnjMmsIC32A7fViYlz9fj4ZJBVWUw3o1GIJ9/Em3rGcHztE6ptP+yvlo5gy6hFYlBcsqga0bSL+TTuaqbPEyUhUeWTOojgzKjnLFNfmWQkUGW48mTFl4ZJLAGkzIyWJv2k2EePKnrL5i4Y+lWbNjtL/pNqRUmmkkRpFNG4DlkkxliSLtpAu/+/dPWd46BjL9fhRLFixvbAdjqSm0ak0bVedxEAS/REJXhTVzRcn4Juw/Z+WDnMxUnTDQkOmH22Abn3lZVBnOFEiilHgWVoT6blhvIpAxr4oW6UQtjG2uwuztvh4nK+zjLLj6fTXnv2XSCymBUzqDqXs49eAo6+wp45PVdZfUjKMqJUoqefLSBDICKTGR6IspXiGB5v0OdN+j87o0sLqjJoMbejw8dPyvW+vzvfnjOYEQ7AK55b3kEKbRdIv97KHD6wgl4+AsnAijfWTOh8kxKSIUMouKCgpZ9zOUi6nq/58jpeOLykwPDQX3fK97r5aBEKe7/3Jvw7BWn2LsK7jyFdT7ZOmJNOB78wFNUxgBrIHLvZ0+I7J8gDCKTMiInJtwwUUVlUGktL2T3lDgmdMgg8d4TMrVHHiaa8pBE8bi9OYNp34GohK+ZJvUogyKhY3lrcmXQdM51yaSOs6DbX3cfDGM9ymAavfkiOm2VoKXOGijyinNuwKuYyJVBMzRE1CJ4Vh9SBsGyzR3Y3tWPnnxRapRVNE1kUgYyKeI5h/w9nHIIFjz/89coKhT66bV7AFhKPlMG+wolj0ESTwbF8GJWQsE6Rvd7FtrK9i6qmECIMmhfnzAyaBgEi6Y0W+urkMFMynYTdUm0RxnMpLylJewwXZY/WuLDRB1l0Aw8v7NtMphJe5enq+UmWqYyCFg5mGMasmUVoP/EDS/iCze/LF2Wy1uGPVF1BoEElMEYZJBNNrT3Dr2JDDD0Y7O40GRQY1giyUH2lJY6/PTdB0XvU5ozGBYmGv20B+X9VYbh85Y5aFoLZo5tiF4xBFVVBoXPbNCVhDJo0sE3kIlUBkHQXJvB50+bL10uOvmpkuILyiiTYlJg7vgmjJcUFZeBDcoA+GrC8eBPQcogEFdVvrQCkcqkjMDQufMPnYpbPna0SwbrqqMMWnmo/u9FZZDZ6ovXTzabL1UGxTBRnzLIDe6zKd85VRn4bm7v86gyO7v6PcsHnJpv3nsykyLIc2TQpNSpOcbABnx8NyZw95kVJlpylMFRkjDR3nzR84KQuRH2F0qhNQZLJnWUwYZsyikrQqnXoIYdR6FoqU5pI5g8MPMSpoyye4gnbK7TqH97gwDP2HmDvDIIWKUTGFj44I6ufl+u7CYuv5O/p9h94paAYXUG3YcwsLREhJsow0F2qGiUgQxghYmy0hIyMlgvhInmi6YTHWEQ4vz2EADjGrNos42KgsLUmTIoHkM6QTdRPpe0XAMZwHqfnbN4Eu5fuSO2Qvf69m7ctnQLtnX2+Zax+p3hbqJMGSyfDHZHhKKKYKHgQ60MjlBhUJNBjX0Dbzs4usxD1p7t48sOhA32VcxiqvFCIMSdZa+EjJxxwARc96Fgh9e4GGxipALxGrHBU1L5nIOfMxgdJgoEG0z46gwqnoYjZ48O2F9wAz5TksicQS78TNFNNCWEeqrsh0EME02nSODExJLpLThs5mjOTbQ6pSUA+XuFDXC/ds7++NVFBzvKpCeKAXIiefhM/7WrSRue8hiiOu+pM1iT9l1nlYEvCxGdPEo+GeA6dXrvyZp0ymOiMVA0fblTNz63yeq3fa5++u6DcDqXG+wYyLCcQUmYKE/WCCFobcgily95yEN/0YwoOE8dJUckQT0DwgCcWrmWmTRBOkXs0hL+C8YIFgsFZfcc9SiDwUO3RVNGYemmDvQXSujqK6C5LoOJkmvAyPiR33sAp/7kEc8yjzLoOV7T7pvdj5Q3XBQIM5AJdxNleMtBk3Hq/uMxtbU+dD0AqMumkSswZdBPmq2cQW+YKIuOMAwrLJytPbapBpQCO7v7A5XBty6Zgi+esR9mjvH2LW2HmCdRyqFQMp33RrkGMgznLpmCgaKJe5Zvj7Vdznbh/af9nPFwisFHFJ0HKgwTHYhnIDN6uOQM2neUdhNVACHkfELICkKISQg5TFj2FULIakLI64SQM7jvz7S/W00IuXzwe62xt2Pu+CZ8860H4Fdc7luYGYXstT97rJurZIVwJfNC+Nm7l7jtwjJVAIDnKrCOTqcMn6oyFJim8KNfLsRr5OThJHDclMoHc9VEFLlgi4NIY1hpiTCkDSN22EssxZda59MJPwt1EyXc3/5zotpNMUyUINhEp54V17YHnKrhS3GffqfEhgCmIo1rqsGbF0/2RCzw+xD7f/y8sZjSWudrL5s2PI6oYpgg32Z91l9aQkWxWLXDChH98weOAADMm9DkWR6UM5hNGyiUTOf+CXMHpJSCEGuyj1drmmozyBdN7OkZQNogzvXzuIkKaiMbTPKhov2FUmhYY75kOueCkaA5dgkCMUeSwjpvGcNAxvCXlmBww0S9OYM8Lwh7fx0zZyzyJRMvbmx3lMHJLS4ZZMoYX3JBPMd8zqCsbAPrk9hHIPjZYOc3zIwHsMjsH953uFKJmPqM5SZKKXWuLa+41ma8ymChxJFBAs5NlDhhxts7+wMno0Y3ZHHZSXN9v+vsfZVEqGi+aDpOneXUGeRxyPQWTB9djzuWxQsVZfm0Nz67yTfx4yiDEW6iQPnKIKU0toFMXSaFbNoIDRO9Y9lWvPt3TzkGS9WAVgbjYTmAtwN4lP+SELIQwAUADgBwJoDfEEJShJAUgF8DOAvAQgAX2utqaCSK9x0z05N78tETZjt/n7dksmeQKhvsjhKKmSc1ORSkzLAckOPnxS/bIXbt2LljpOtVG+I5qwQftmt0MYi/zWwQlZTT13ATQ6OUNX6AVZtRJ3gGIaGDYhnCTElk4MNEVd1EUwbxDcxUJ2AI8W8bNJZjRIM9/2FqUTl9YaBW8qQPTjiboxL526fU/04KciO0cgZDDGT4nEGZgYxCou8bO7sxobkGE+3wTZF8DQSUlmD5dOxQwlwvTSqf4GFEd2tHP0bVZXyGJ4Cd+8Sd7CAyGK4Mmo56w8Lm3nrQFOm6lFo5YJmU4SiDMrAJyJRwXKaiMnjk7NEwCPD0mj3oHiiiuTaDcY01zqQJCzEOc5kMyhlkZIedz4zETTSIDNakUzhq9mgcOGVU4H7jwnUTpQ7JLJW8ZNBTZ5BTBlPEGwnATK529+RDw9RlSEtCVMtFoWSivibl/F0JCCE4d8lkPLF6N3Z290dvYCOXL2HOuAZs7+rHg6/t9Cxj+bthRI29W+K4T/PoL1glWlQjMADrWEfXhxeev3fFdjyzrg0/e2BVWf1SAbsDtJuoAiilKymlr0sWnQvgRkrpAKV0HYDVAI6w/62mlK6llOYB3Givq6GhjMvPWoBzDpwUa5v6bBpvP9j6cT9u3jjvwoj3vmwgeMycygkX/5Jhs89/TyDcs6mmMlIW9TM4q8LcwnL6ICp3w7Ho/DffeoDyun2FEv516TGR6wWFifKz8jPHNCjnDPKDLVX4TUnC92WFiVp/hyqDhP+7kjDReOsC7gBdlRjHvc0sLui/qVxFRmgffkLII2gw2VyXxswxDU4uaEkY5PNtNtSkfOdYxU109c4ezBvf5Ay+fQYyTs6gSAYN5DkyGATTpDA5F0mPo6U9UN3S0eeZbOInSXKCm6iMDA5IDGT4U1Eomc65mNBUi8mjanHELPnEHYWVX5h26gzKj5G1bwiqGx+CGFZiqaUug4WTm3H/SmsQ31SbRjplODmVdRlGBoOJxtYOtyYh30WmEjmlJSQGMmGq+Y0fORrvODQ6ZUMVtVneQMavztWmvXUGB0qmQ7aJXVqCdxNlCAtTl4G9r1RLroShUKLOxEKlZBCwCtCbFPjPsm1K6xdLVlj2OYsnY2JzrROFxMCe47DrzJaVqwx22yHWcQxkACvFp603mIC+YUcr/OGxdVixtbOsvkXBnbirSvNVwzAIEvNgCgA+SHmz/V3Q9z4QQj5CCHmeEPL8rl3lWepqDD2qEX33sRPm4KQF4+NvaD/ULCSJQWUSUHwfiD/iXzlrAVZ+68zIdiZy5gh8H/oTrCFU7ZDRDwqq3VDAGewm0FZSXqJxFNlcvoRDZ7RGrhdEpnhl0FLG1PZbNE1kI4wfRMSZJKegtj18uLIJeJ+hlO0KyIN9/OsHjwjdJyFxJgWs9eZPbMLRs8dg/0nNilvFVwZl40lTCM9z2uc+Ukp9BLxoykOZp7XWI5s2cPU7FqO1PhMa0luT9ivIKmGiq3f2YN6ERueeE5VBJ2dQuK+ydkH2qDDjgaIJk7rPNJ9L2mhPbG3p6HMKzgNeoxPR4EVmTd9f9CuD/DUoFN2cwa+esz9uvvSYQHOhD/z5OUt1ShmhpQgYCWPHk5KEILLnW3b7pgyCI2eNwavbrDIwLDeU5Q0yZTCshl2hRLGji5nhhBnISMhgjNC+SlGfcZVBV51zj0sME/UYyBiuEm+5ibqGNWGRCTKw81CqwPCFoVByw0T53NlyMXd8Ew6Y3KxcgD5nn6/m2jQuOGIaHn1jFzbuccOGVchgyiBorEmXTQaZ+qhawodhdEPW45jLI180sWZXDy46cjpa6jK44tZXElFyRQxH7wQVVG34Rwi5nxCyXPKvqooepfT3lNLDKKWHjRs3LnoDjX0K5ZAANqDzqU72Nzd99OjgbSN2mDKI8+Mc2oeAhgYK5c8cirb8lZZbGOz8uXKQWH1BsIFEvGNe9o3T5e0oIoqEOKqCQs5gHGWsUKSxw0R9ymDk+pxlfaibqNuSISktwQ7quLlRodNeMhymXLL7ZmxjDf7xkaOU6iZyXYmFsJxB1g83TFTIGVQME53K5RGmDBIaJip7L6iEiebyJcwb34SUQZAyCHqFUg79BcsoIyMQ/0zKQKFoRpLBPqG+HJ9L2mCH2e3qHnDMY6y2vWGi/GGMCQoTFcgqT3z4nMFxTTWY0lIXOEh+bXs3lm7qQDZl+OoMeq6ho9Lax2X/z5/zMGXQIARHcuokC5mdbDuK1ioog4AbKiorLeEqg/4w0TrFEOokUJ9Noa9QgsnVBuT5WG3G8BnI1EjCRAmxyA1bFlbnVIaUve8klMF80XTu30pzBhnOWzIFL2/uxNpdPZHrspIr9dk0Ljh8OgxC8I/nXHWQTepEkf6m2nTZBjIqhFOG1nrLEVaG9Xt6UTQpjpg5Gle+ZSGWbe7E355aX1b/VKCVQRuU0lMppYsk/24P2WwLAN7DfKr9XdD3GnspqvUgZWIOaAGuL8LYhI2fgsKC7K09n5IIT/SGiboDrF9eeHCsdnw9GQEvr/Ehg3DZdRDHk0nG8VsFi+Ohkt3f+anjPCqHtH2EK2t8qKd1LtQ6VDBNKRkM2zru3AAFnBPED9ovPXGOZ72Uhwz6zyn7GDZgZtuqjvnKNYKKuxVTSEWIYZxBmrQsTFR2z/BOjbzFPoOHABL/8ata3s+fYBlqZe3QTx4DxRJqJAXdM2k7ZzCi7b5CyQ4TlSmD7iDSqwx698VUEEIsBc0g3jplsjqD/H74nEFGiMIGsITADhMlgcRhfLP1jjvbTmlgx8efc7e0hP8OS6cIjpg12nkumPOsowzaxzNQCI8qYeUl+HstqOg8T8QH00WxzlbQcvmS6yZq9/HRL56EmrRVZ5A9Ux43UWJNgrCj401k4oaJMvKoEj4dhTyvDAaQwbin+C0HTQYhUKo5yMKnG2pSmDiqFqcsGI+bntvkTCx1KxI1iwxWpgzGJoMNGV+ZFIbXt1vuxvMnNOGtB03GCfPH4Yf/ex1bOvzlMyoBu9eSqGU8mBhuYaJ3ALiAEFJDCJkFYB6AZwE8B2AeIWQWISQLy2TmjiHsp8YIxdmLJsbexuWC3hd90IuKD23wDVR9nyt7YfCzu285aHLs7b0KQHycd7DcLCEMFxw+LTZxZQgK/Vv7vbOx2K5PxSNQnUroPT2YYmgUuQHc65lSiPmNM/ld4AZRZSNkf1b+JeWInLsv0a6dj+AihHgGotZ38r9FxCHD5d4ucR/vfFFOgpj7HSMGrmOdmzNZkhjI1GfTmD2uETd/zI1eOGLWaBw8vcX5HKUMgvqPX7Wm2tzxNhmU3DsDRVNaZsDNGYxQBu1cMdHZEvDWQOPJoGgMkuNCV1MGQUt9FnsiDGT4242RQULc/YcpJpTCqTNIqV/JBYDxTbVYeuVp+MRJc+39+YlGWE5tiljHsWCiFUXATDgmiWGiEdeQKYM8Z3WVQe+kU1h/qgnmEts7UPTVGUylCGoz1nlm/c6XvKUl3PeO1f+xTYwMxnvXsWufnIFMcjmDgDURcPTsMbh96ZbI54qFTzOF980HTcae3rxTKqZ3oIi0EW0o1lSbcXL/4qJbUX0U0VpvhYnKSnys2tGNlEEwe1wDCCH4znmLQClw5W3LE41q4qM2RhKGqrTE2wghmwEcDeBOQsj/AIBSugLATQBeBXAPgMsopSVKaRHAJwD8D8BKADfZ62poxELclzzgPtT8++Lpr5wSqNLc8Ynj8P23H2htK7YV8VkFzbUZ50V9spAD+cf3HSbbRAoxxCyuanbawgmY0uK3rY9CyiA4qwxSHgaREDCI7/gkZ62DzD7CUMneUwp9Z2sskRBjwGuSYBjROYPMYKRQih8mKv7AqszyisYUgMzpUlTbvW3wM7Jhv/EkhjJYbj5t3Gfq+mc24rqnNzif2eZsht0JE+WWZ9JMOTJ95+rXdpmcw2eOdgbBN330aA/BsZRBbz987ynhCxUL/XFNNWipZ4XGJWSwIFebmblK0C7YcfTbyqBouAIIymC9mwsmTqiIpjZi4XkZGeTbKNhhohnDcO7LmnTKF/rqPT7i3N9ssC/e0y31WbfOoOFdl/9Othe2HQsVZTmMrPC8YyATkmIwobnGKS/BX4aSEK6ccorOD83IlxHbXo8yyBnI2MfKcuu9Ref9Zh/j7LzBuGGijIgmQd4KJYoGhbzOuDhvyRSs35PDss2doeuJReVZTUU2OdDTX5TWHhVRiTLYZZc6aY7hJgpYZNCkchfT17d3Y+aYeueemDa6Hp87bT4eeG0n7o5ZhzEM7O7TbqIKoJT+m1I6lVJaQymdQCk9g1v2XUrpHErpfpTSu7nv76KUzreXfXco+q0xeKim4vLS10/DC187VXl9mdzPnOdkmDW2ARceMd3a1mf4EKxiqGJUfQYttkPeF8/Yz7PslP0nyDaRImrAFxeR16xKF3XeeLe2I9vFgolWTTORrJUxFxAIk9JBVQaDCC8Pdg2nj5HXbqzLpnCLrRKp6GJs0MrPqJeL8HBq2AN7a3+8giMSD3HgWa6bKIG3tETYZuWG/JTzTD32xm7nbzZwZ6TFVQZZKJIb+psvet0p95/U7LkPnr3iFDz9lVN8+4tUBon/+FUGvSxEFJArgzJzFiDaQIYpZlbOIKRhokHKoBj+x1QQdnyj67PenEGJeunJGbQNZETyFzbxkUkZrvOlQlghOywZGZSBnYfzD5uKMw6Y4JDASXatQZWcwWmt9djMyGBIncGMQFgHG3x+IiNk/PuihpFBOyTWW2fQDRNlvXfDRIdQGSyanHqb3A/MGYsmoiZt4JYX/IXkebDQadYHVgeYhQ33DJSUJvaaajNlk8FtnZZ5EQuZVkVrg/Wst0lqDa7a0Y39JnprnX7g2Jk4YHIzvnHHitB6pnFgcu/mkYThFiaqoVF1tDZkMaYx3ksGKK+mnPhCKLdAdhAq/RFWHQxLty17n8kqdLIBpViPzfk+4Vd0XDIoO27VJpSUQYV1GKlsrM1EkhV+xlt0fYyCeG6OnRNu6EK5cET+vhYHWL5nKOSZuvLNweVo4yiD5d82ld1vTDljM91OlILTPEE6ZcAgFhnkCZQ4nm2pzzp5YzykZFDot+haqkJi5o13B14yMkipXDEU6wyKYKGBzEXSNZBx12EGHAA8BjJiOGNv3jtYbW3IOANJ06TIF02fgQyfb2mVljB9uehieJsnVNUOE7W2jz6PMjfRUDJoLztg8ij87uLDnHPvhIlmmOoUnDM4tbVOaiBTdJRMe1+S0hKDiXrOfI1NivAhgrVplh9p9dvKGbS2YYo4f3yMDIYpuzJkHKU3mZzBbNpwnoOkMKoug7MWTcTtS7d6vAZEMAMZlrfYUp9BY03aVQYHCopksHwDmW2dfRjbWBP7N0fmCAxYIeUb2nKYP8FLBtMpA1e/fTH29AzgB/e8VlZfRegwUQ2NvRSyMNEKWvN8UlF7ZKjGC6daYQ2zE6wvKLsGslBNdiQ+AxnDu7yyzgxu0XmlnEGFdg6e1oIvnD4fPz7/oEhy7My2l2hsZVA8N8fOCyaDrGajozjwYaIBtSIZwojL5BY/+eHXU50cKPfZqFhtt/93w0StBtmAfrI9wM+mDV+YqEreqNUmZ1Aj6beoIJvUcraMuh/ncop9UI1K2WAvkzJ8xJYHG4j25YMNZPhQTa8y6O2HWO5idEONU6eMKWfiZNOfP3C483ehZCJfoj7320ahZit/rpiBDNs+Cm7OoLsu25/s/gr6TRnfVIuatOGcj1BlcHQ9tnX2o1gyPe9XvzLodxMF4pOpcsE7cTPVtygLE7XJz0DRVXENgw8Ttb5j5SXC3IxlYM9aUjmD2ZThuOomiXcfPh3d/UXcvTy45iAzkGFEmxBiTw7k7OUl1NdEk7Sm2jS6ylQGt3T0Y0rIuzsIDhkUag2u3tkDSoH9BDIIAAdOHYUPHDsL1z+zEc+tbyurvzx4Q6KRBE0GNTQi4M7Gx3/RhxnIXHTkdLzrsGkoB24oQvkvHF+duZhNiccWdH5u/fgxuPvTx8drPAbCCjf7v5cv+FtETTrpfgOcH6sFpYkDlVUIwSdOnodxTTWe8ySrX+gMWoPcREP2J56aqPxSk5MG+UG730BGDBMV+sSdhImjgvdJoF5nUbbaM1f4Qy5FVCqYsLplbIadHfv+k5rx8wuW4AfvXAzAIlCs7h6D6ng8ZRCpkQkDhfe5MSlFoUQDCR4DPwsflG8qVQbT4UXnmbmGlTPo9k0k7CxUtKU+WBlkKgjbdHRDBu25PCilDoEQ3UT5vFumDGZ9YaLBtQlZaQnALRcRdqnYtnmJm6gMQREEKYPghv87Eh9502wA4WRwamsdSibFts5+zz3F+isayIjvpoaYLpDloj7r7kc0kAF4MmgrgyV/aQlPmGhTeW6iae49WQlKJoVJWSixIZ0sqOQ356jZozFzTD1ufDY4VJSFTvOq69TWemxqs5TBvnzJsywIzbUZ5ItmqAoZhK0dfZhchh8BS98Ry0u8vsN2Ep3oJ4MA8LnT5mNKSx2+cusrGKi0dvMIKLElgyaDGhqRkIccqm0ZPHD93tsOlIY4qoA3kEgK1bJCbqnPKhfpTgpBBD5I4VEp5C6ivPuh/HZUwkTjgm/xsBmtuOjI6Z7lYxqswVFjNl2GMug/sN++55CQ9d3+8IP2uDmD/EG1hJTiMIy4zqNeTGiOnrku55mSqaJMGeS7ce6SKY5TZE3a78Cpqm4YhPgGmGGz2iWTomhG55DyubxB6wbnDIYpg9Y2YXUGrfUsoiBTBtn9JRrItNZnUTIpuvqKjulI2Ds6X7JyBkXFUQyj4xenU8TZv0pYITuskmKdwbBlh84YjfHNtUgZJNSchIXCbmrPed5PooEMOw6RZJ+3JL7LdDngSYmcDNpmQxIDGeKEibrrj3PCRMssOl+hMsjIXyZlIJs2Es0ZBKxjftfh0/DMurbAmoOMDPKEftroOvteoMjlS0q1JJmrety8QUpp2WSQTfyIhedX7ehGNm1gxmh5Ln1DTRrfOW8RVu/swe8eWRt7vzysybOKmhgSaDKoMSwxnOZWfHk6KE8lBJIjXHHDRFd+60xJX7xkIO4LTDyW4TQhRgIIPBuzJBHCQSXtVxMqY/u49xd/HmSH8o5Dp+Lb5x6Aj54wJ1IJEiE7N4umjJKva8fcsu7wM/OiMuh3ExXDRvl1g/vHl2WIQrm3SznbpSXmOaKBjIisHVrJK3yqkW4pg/gItxgwwO/WUQYjyGArZ7IVtG5gzmAx2JyJqUF9dtF4WWkJIIAM2uuwgS4b+DLwygJTk0RlkEehaKJgUr+BjOCCyF9TpvoAaiU6UhLiyA5Vxj1UwsmzKSNUAWGmIZvb+zy/dawPTp3BFHMT9Z6jo+eMiexDEvAayNiEjPJk0Bsm6q0zyL1b7FPmKIMxJX03B7QyZTDvkEHiTIokjXceMhUpg+Cm5zdLl+fyRRDifTanttYjly+hPVdAX6Hk1HcMg0sG4+UNdvYVkMuXyiKDjTVpZFLECfVmeH17N+aOaww1BjppwXi8efEk/OrB1VgTQJRVwKc7jCRoMqihEQHnsebqESlvK6xerkW9H/HCROsUwjrefsjgzOYOBkQLfvf75F7SVtH5eGywkt2rGciU374s/ChlEFx89Exk04a0JlzYPmVnJjSsFG7+l4wQMfjCQoVu8dc47PmwjIyC++NZV201H8q533gizK5JTqgzKCKbtvPsuHOlqgymU4bPECYsvN2kbl6TKgJzBgPqDIYrgzYZLHgNZMTngxG+ZgkZZG2IBjIOGezNu2GiISYWhZKJQtH0KUm+MFFusRUm6iV4Kqo0TwwYGStJlCOV90RNxggNE53UUguDAJvbch7C6S8tQZT3WQ14cwYlymDaHybKyGCa1bNE5W6i7HpWrAza16QaBjIM45trcdJ+43HLC5ul7fcOlNCQ9ZaOmNZqEbNNbTnk8kXUqyiDdt5sXGWQFYEvJ2eQEKvGpkwZFJ1EZbjyLQtRmzFwxa2vlB2Oa3L1ckcSNBnU0IiATBksu62ElcFycN9n3wQAeM9R0z2DEGb40FqvVtvHlzMYo0/lnoUo8sWWsx8yX9H5gB2XM5ahoIG10OK2owIVYsGv8ewVp+AXFx4cvj63QdT1y6bKC2kOwl+FPE2TVwYFww0e4nkIKy0RPsh2n8coIUBVSf7wcbOU1gsDf+xRTqoMjEDx11DVnCqbIr4C5OKW/HurZFpuomF1J0WjhmBlMMBAJqTOYG0mBYNYak+JK0cict+GmjRqM4YnzJPdSzVpAymDSAxkmAEFRwZDBr6FkomiSSVkUAgTJd77OY6SxK6jzMG1KMlRU5kDqLEnD4KQSRmYNMp2FOVuKtZf1iemxonP6GBFTMjcRHkzJCdMtFBCyaQomdR5jzVkU+jLlzw/7M21aVx4xHS8KcTsSoZ0yDWKAzY5EJYzmAQuOHwadvcM4KHXdvqW9RWKvsnjaaPdsOFcvqQ0uVxumOjWDqusxKSQfO8wiOVhuvoL2NbZ73MSlWF8Uy2uOHt/PLOuDTcHKKdR0GGiGhp7KYJCDpW2DZlhrwSsK+UYVMwe14j1V5+DQ2eMhoyWqR7mcHnhhRnI+MNErQXldP2UBeN9+407e1jJZECcOoOANQM8WVJKIKg/UWGvsesMShrjSdUYLoyQnUvWH35w+b6jZ3raEFWIqFITQSCEeBSOKBUxDKxI9HkHe9X1ssJEefMc4RQGkVKmDPIhcqqhbrJBpz8U1/2bUuqp1yaDaKSRDVDXxBDMi46c7jijBj1bKYOgLmMN5Esmde4V8b5orEl5QkQBTi0lFpHoFQxkmBuhpQxaxxCkiAN8zqC4b+9++QkLT51Bhdkkdu5l5iQyJUopTDQdrgwCwBS7vAS/B/Wi84PDBnnVVlbrrybthonmOdUNsCYL2GQAu98JIfj+2w/EYTPDa6KKYPeVyvUMA58zaLnqVuc8nrjfOIxvqsE/n/MbyVjKoFhOhSmDfcoGMiyfOW6Y6FZbGSwnTBSwysN05Nx9vmGbx+w3sTFoEw/eddg0HDFzNL5710rs6h6IvX/LB22YDI5iQJNBjWGJYZV/5hCL+J3y294n85IQLbHLxTjOGS/qBcYP3mXrD8YlU03sZz0T+1TJ2fK7pyZzzMoGMkqlJYJVMun6MU6I1E00ZH1pmGjE+qw//HUWB+N+vxgS+Fl2fF85awE+fco8zB7b4NZLizi3UafJHUx6vy8nTDQs/DKom9k0U9P4vDK1fadThi8H2T+JJSiDEjWMh0hSVEtLUMrqDAbr5QaxwgP7bLWHkUDxGl50xAx85tT5nu/YOgQWGewTnA7HNHI5gwoGMoWSibwkTLTBFybqJYOM8LPBf9h7nB2fXBn0f6dy3WvSqUjXxGmt9djUnvOEHos5g5mAMNHB+v027IkBwLq2Yv6rayBjOuq3QwazafQMFEFReVifU9aiQiWPEfRMiiCTrp4ymE4ZOP+wqXjo9Z3Ybhd4Z8jlSx6XVsAidi31Gazb3YOiSRXJYJnKYGcfsmnDN95QRWt91uMm+vp2K/+Pr3saBsMg+N7bF6EvX8K3//tq7P1T0MoGGkMETQY1NCIQRCyUthVeCp8/bb58RRtR9vsMzuCtnD5xf08f43fXCvohHw5KoIqLGRA8uEo0sdtKGhw0yPJyxJBe/yrqxxsZJhrXTTTmuaHUvW78wF4ke6IKE6a+y+6DGWMa8NnT5tulVWwlMiK2TjXkMszMRhVhtvZhBjJiaQlVZVAsiwCIJjzeK1CiFMWSvNQIg0hc1A1krDC+kkkDB8IGIajNpJycQYfgCefmuHljceERXndcpsgRQhwywKMuk0JN2kB7bx4DKjmDRRYm6t03GwjLcuoyKeKQKJXBPjsu2bpMPZnERQCoTBrVpA2nEHsQprbWYXtXvyeEWCwt4RzfEBWdB9y8QUKsfvDktcb+vRgIUAZz+VIixNUJE01IGcymDCt8O+E6gzzecchUmBS479Xtnu9z+aKU7E1rrceqHRaxUjGQabaVwa7YymA/Jo+qLbsGc2uDN2dw1Y5uNGRTymMrAJg7vgkfP2kO7li2FQ+97g+lDcXI5IKaDGoMTwwH4sFQifombsrCLYLABoKHz2wNXY/9+KcSLO4b+zCH0TUS4fyOiAXLnYFj5fsoRxmsyEBG8uP40pWne9sXlvObLJ7qd/Lk14/KXQwb/Msgay8on88KUXVn6DMcOYtS28IIvmyJl2j6v1NtR7peCDFVRRiJCzOQKZS8BjKqA3QpEfbLrw4oRaSbqJjLplpnkFIgk7Z2FjQQZmpQX76EYonGIiIsrJEAqK9JOftgdJcQgtENWezpVXQTLZkolGQGMtZA2C1wLlcGVXLMZG6iDKPqMlh/9Tke0qti5pJOGZHEZWprHSgFtrT3Od/x+XiAq+DHrcuXJGodd1CCFAlQBgslVxm0+9pYk0JvvmgZflTYfbFuZLkocOplNXMGAWC6nQcoOm9aReX9ZG/a6Don5FJFGWwsO2ewvLISDK31GbTnCk4k1+vbuzFvQlNscnnpiXMwZ1wDvvbv5cjl1Y9B5wxqaOzlSKLOoCqxPH3hxNDlf/vgEfjFhQc7s2+x+lT2i8q74QWHT/N8jgqjrZaIJg9HtPrqz7mSt1FOjH85OYNB7ahASenxmam4n/li2bLVrX4Ihjvc37HJYIxTY5rU8yPKDy6jjtqfMxi+BX8eXffS8AL0UW0S5//ynnceYeGXQc2x0hJ8mKgqScrEDP9VqTOorAwG1BkEvGSQJ2QpQpwwUctNVP0c8wqeGArHMLohq2wgY+UM+kNmWZhoxsmpc5eleTfRGDmDYSGIKW6SS2XQmzZIJHFhpiEb23LOd46BDHtuGNkVw0Qje5Ac2PUxiHVc/IRINmWAECv8UlQG62vSoNQiP5XmeCVnIOPNGawmGUynDNRlUr6cviC30Gmt9ei1XY1VInRSBkFjTXoIyKBdK9Te76od3T5DKxXUpFP4/tsXY0tHH3563yrl7Uwz3jtpuECTQQ0NRQyjNEaMb67FWw+arLSuSNrKBf9+W3/1OTh+3rjy2kH4wDsR2O2L6lQlu5WRm8G8J8oJm+E3kVn1xyEr8YvO++HJ5+P+LprUTry34FHvIshe3DqDhqTtSGVQ8TT5iKnaZsqILC3BnXRlMigLEw1RY01quYmG5TaK7qTBOYMSZdBelzc44Q1ZDGIRANFARgU8aRJNMhhGN2TtOoNqOYOWMujtAwsTZUSbV+uyKeKQxIJCGKDjJhpCHOOWeEgZJJK4OKYhMmVQeG7i1uVLEi4ZJDCEnEFCCGrTKa+BDHMTZeVFBuKRFRnSMQyBwsAMYxwDmYSLzotoqvWHSlvKoP+e56OaVNxEWftxDGSKJRM7uvojjc/CwEyg2nvz2N0zgD29ecxXKCshwxGzRuPCI6bjj4+vw/ItnUrbUAzroKlAaDKoMSyx1xjIVHlwqIKr37HY24eAAUOlfRsOl4xdIqfOYFD+YwJXgtLgwthxkCQxFpvyuIXKXFdjtC0rA1AJ+OM2KfXUGfQqLfGImicUVbJtkDJYCdipjSKuKgiqrwcElw2QuUMqk0FJo35THq5/JiLdRH0GMorKIAWVkkFGrgA3TLS/UEIx5iw8a5uAeELh+CZabWv6/qJamGgxZpho2jA48qBABu3OiQSbB7t/VSeMMikSWRNvYnMt0gbBJo8yyNxEvc+peK8N5u83uz6EEKQN4nHUZcv7C35lkNWC7B0oVfwOTikQdhW4YaIENWkDK7d14dLrXnAmJpJGY20a3RIy2CBRzaeOdv0FVMJEAUYG1cl2z0ARJgVa6sszjwG48jC5PFZtt51Ey1AGGS4/awHGNNbgK7e+omQQxOe+jyRoMqihEYFKiMPIeyUkE/pYLcjesbL+ssGKuCjJd7RJyys6L856Jnm6w4iRdDeeMNFwcisb0If96IWV/BD/LpYoTNOrOAQ6W0b0IcpNVFS5gMpzb50wUV+Ybvy2wsaTYQYyojOmqkrEcvR4hN1HJWq5iSYSJipVBq2d8W6XfN0+g9g5g4KBjAqUlcE4RedL1Jd3yfKlHLLEG8ikudISKjmDjpto8EDUMXRRVgajcwbTKQOTWmo9pNwpLWGwdojnf4a478VKwCapDGL1QyS5tfbEQb5kXU/eTRSATxkrB2xCpVI3UW+YqHVO716+HX97an1F7QahSRLG2TsQbCDDoE4GM+geUFcGcywMVbF9GVpsU7X2XB6v2zmO8xXLSsgwqi6Db7xlIV7Z0om/PLk+cv0k3GmHApoMamhEwFUG3e9UB/AjaYJINS8qEMOIQ7JD8RWdT/g1XQ6Re+zLJ2PZN06PXrEMhJWWkJFmX3mQkOOJnzOofnJKJhs+8gqKrXYoPET8wN6rDPrBhxWyAXGUm6gqxP2VIziGKoMB7WXThuN+yaBKcGXHToS/+fuEhYmGuomKdQYVw0QBd7Ce94SJumQwRYhTFqJkxiODvAIcljPY3V9ET38R2ZQRqrbli6zmonedRrttdtweAxnDLTqfL5nK5V/CiKNTa1HZNChaGQSAqS1et2kxZzATWGdw8JDlDWSCyGDRdEgtuyYsTDQJMsieNZVzGgYxZ5Bhd08+aJOK0FSbQQ8XxlkyKQaKpvTZ8ISJZqLdRK324ymDbEJLlWzK4CiDvQWs2tGN1vqMp4RWOTjnwEk4ecF4/PjeVR6lXAY6QuNENRnU0IgAe67Lqx9TuVIwUjCYs8FRCCJ9gWqTwnURj85ywIzdNaQMUrUcG7+Kph5iGXUosYvOy/bn+ZsnZVaRcb4/ac75MQo/eOdB0n3INubJJRu8JTWYjcpnVIEZMqAMmrDJpAwnrJFBVSXir6vrqinu19u/gmmG5gyKhxB074j5eBQBOYNcmCgxgNpsCn1501NnUAX8c8fXAvSEidqDyW1d/aEF5wE3Z1Ak1I6BDHPb9LmJxlAGmZtoyH0hlnpQaVMlpHHaaK+Rh1h0nh1HUpMp5YCdY6YMiqhJG+gvlJwQV760BGApYZWG9Tk5oBXm+LEcwUzK8Bg7VavERGONN2eQuWbKyFhtJoVxTTWBy2Voqs3EI4MxDGqCwEJM23N5vL69G/MnNFV8fQkh+Na5B4AQ4Ou3L4+c6ByJwzxNBjX2WtzzmeNxy8eOrrgdmTKYNO7/3Jtw6IxWHDNnbNX2ccvHjsb7j5kZuDzqBTaSiOxg9HXx1FE4cvboWNvIBttJkmifMsW94aNyBiPrDIYM/mWIOipv6KH1Pz+WS6fkxESGIMOZ1vqsM1PstMutywbjSZFzg3iPoZxBiJjz5G1f3l6NbSDDoyIDmZC3QaFkhRPHmRyQ7QOIMJDh6uA1CcogyxmMrQyynEFCApVBVux6W0dfqHkMwHIG/W6izKmRheDyfcykXdUnTs5gmNkMu3/jKIMqIY1TW73KYNExkLH2M298Iy49cQ6OnTvGs95gZhowwm7YRef9y70GMjVCzmDRrDysj+23VGlpCU695N+3/MRIkqdWVO4YGZMZyADANFsdjJczGD9MNOjZVEFzbRopg2BPbx6rdvRgvzLNY0RMba3H50/fDw+/vgv/fXlb4HqU0rJrJA4lNBnUGJZIYoC8YGIzDpsZb7AuA/vhK6dHqoYSc8c34V+XHlNReEQUDps5Gle99YCqtR8Hg5Vg7csZLKON0xZO8H33zBWn4PCZo/H9tx+IT58yL3abSYerOu2GKINRdf8i6wzGnK2Vzp4GHHbJtMoi8P1lA9yw0FcG7yDQq8K8+PXTPKSDX5cZkxw8vSXgKOKBgHhUkjiqFUPYeDIsTFREZXUGhY/cceRLXiMOFQTd76IpkWUgY63Lcga///YDPfvicwbLDRMlCM4ZZG6EWzv6A81jbrvsWIxvqkGhZCIvcRMFrFwjlm/In78MFxmgoiQ5pSVCbgw2+FRVomXhlDKIyqC/tISBL5+5wGf4MZgxIjWOMigng7VpAwMSAxmecFT6cxTneobBCRNNe4+Fz59NEo21afRwZLA3Hx6mycqN1MYgg10xlEGmTFaSM0gIQWt9Bq9u7ULPQBHzKzCPEfH+Y2Zi8dRR+OZ/VqAz5yW5m9tz+OLNy7Bia5dWBjU09kY4YaJlvOfLfSmwH6f/fvI4PHn5yWW2Uh6kJQFI9QhMHKiSSMdARiwtUcav/kfeNBvrrz7H8x1LUq9Jp2L92MjCVJM1kAkmTnJuRkKX84itDEa0x/e0aKtNnjBRR8UB3nno1NC20gHKoAz8IGva6Hrc8YljE5skIUKoWjkTxCKJ5tsIM5ARoap2So2BQj6z3ERm0a+EgK74wjCpv87ggVNGeVYxDGuwWDIp+gtmWcogAK+bKNdBpiTv7O4PNI9ZMq0Fk1vq7DqDfjdRAPjJuw/CZSfNBQDwXDGTdovOF0qmQkSGZaYURjRcZTCiMdYHhaLzgF8ZFMNEgzCYJmRuzqB88sXKGXQNZDJCzmASMAwCgySbM8gbQlUrTLSpJo2efNEJTe/qswhOUP3i2WMbkU0Z0jqEMjTXZpAvmspkti+CjKqitT6L59e3AUBiyiBgvdu/97YD0Z4r4Op7VgKw7vVbXtiMs372GG5+YTOe39Cu3UQ1NPZKsDDRMuY7K30pLJoyqqICrHEQ1lWVGeekfv+TiLBgbVT42xzSfmUD/sEC37cod08KGXl2/1YhDTwi6wzyYaJC0XnAUlAYfnT+QTj7wImB+/KEiYb0SVwXABZPbUFNOuU8q9m0gc+fNj+iFQEcyf/FhQc7X5cTLiTes/w7JOgxlF0b1X3LSKO4T36/A8VylEE5GNm68s0Lne9YrhTbj/juMQhxwjd7Boqx8jIdZZBAap8PAK0N1kDYpOE1BrMpAwW7tqPsXB8zZyzmTbBcDPl7Lm2QWG6igEVywpTBcuoMlkwaSdp405C0QXylJYYDRAMZEVZpiZJPGQwynSoX6ZSBQoVhonzOIB++WTUyWJsBpUCvrch12GSQTXaK+OBxM3HTx472TKqEt289Y6p5g7kEySBTOeePT44MAtaY7MPHzcI/nt2Ee5Zvw8euewFfuHkZ5ox3HUuHz9OhDk0GNTQiwAawg6kMDjcQDN+cQTnJYdesOmzQ8AyW1U/M4J/C8DBRHlGnKr6bqKQ3nhPgfmADU/5cpsrOGfRvQAPWlWFic63nhz0OCCE4beEEx2ihnEGzmDOoogzKlClVZVC2rU8Z5L4QB9UqCHpGmDI4qs4afHoNZKzBnGF498/CRAGLDMbJ9+TzUIPyolq5kMewGoOZNHGUnKAeZLgQRv47FpqrSh4MQlAoBj+g7J6OMwFQNM3IybIJTbUOcbUIpH28w+i3gL2XSib1OAUzWKUluDBRZuqTMpxtk4h6aaxJo6uvMmdSvo98rp1YQzQpMGMmZiLTkbNcS0fVyev8NdVmsGRai3L7sclgofLSEoA7oTOhuQajAohtJfj0qfMwtbUOH7vuRTz02i5ccfYCXPfhI53lw+n5UIUmgxoaEajkwW6uc19KZx4QrGyIGIpSf2E/iOW4bZbdjwTepE5or6/tipv2tA8As8c1xN++Sj8WYruRymCMtmOTwRh3RMmuccj3hzn0ucTe+l52n8ZSBiNOvkHKIO1O3/xtxW5KLIfCE+SABqXKoOJNFmTu4ukDd2RJKoPOYJxFX1A+Z5ARLVEZBOqy1nY9A8UycwaJRxn0KNIpA832IDZMGcykjNBC8GwdwHvdsmnD6YdqgWrDCCeOcQ1kVJVBwyCYYkempAziKJnDURnMF015mGjaMpCR3beNCYaKTh9dj41tvRW14YaJEk8uXzXdRAGXrHXaymBrQgSqqSZjt69mItPnuJlWdl3YhE6S+YI86rNp/PTdS3Dawgm445PH4iNvmiPce8Pn+VCFJoMawxJvPWjyUHfBgUMsymBooxuyeODzJ+CxL52May4+NNmOVQsBSttgvd7inudLjpnh+y5orOK6ecY/Gr5f/ObzJzTh1P39JjNhqJqBjM9shVcGZRu4yz91ytzQtkWzj3Lg+bnkPhRLLEyUC6djKo7YhuTUlZszKIPBFbxXBTu3bJBMhM9xIKo1XndS+TYyYlaOMijLaRX7wHKvamLkkAb1u8YxWLE+U/hzBsXjJ5wyWDLjOffxZjlhoWgsbzDsns+k/A6u/nX8il3aIE6OmSoMQkJDSuOWlmAhnypvWmYaYoWqqpHBwZzMZLmr+ZI8f9QJEy153UQBN28wCW47c0w91u8Or0EXhYJddzJlEEctn9hcGznpUC5E5a7DNkVh+066/SjkEigtAbjlYfarEhkEgMNnjsa1lxyGBRObAYjRC1XbbdWQ3LSIhkaCOHG/8Vh/9Tl4YOWOimeJKoU7a13e9nPGxQ85G5KJ15B9qnQn6vycuWgifvfIWrz/2JlxehXaD9HYxVmPH116vi971/L2bUwcpVbUlm03WMog/1FedN7CBYdPw6RRdaHXMG6dwTgGMk6YKPddyvCqRmEwEiCD7Ftrhte7juqz7zv/ZVxn0fLfm58aEG5ZQc6gNEw0hIGzkg/xwkTl37MwTD4UX6wz6FFG7b/ruN+EOGGifOhxFBlcvycXGiaa5ZTBoONzlEEhTBSwwhRVFZ8UCS8F4RSdV84ZNOxnLnrdqa11IMS6n0oSgj7U8CiDUjKYwkDRdMJsebMldg8kcTgzxzbg9mVb0V8oRZYkCULeNiMihOCH5x+EB1/bibte2Yad3f0J9NCPJiFMtD2XR1NNWjknMLr9mMpgoYRs2qi47itTNucnaB4TBf7RG0bCuTK0MqgxrHHK/hNw9Jwx0StWEc5AZUh7ER9Xvnkhzo9wYZRBdpwGIZFqWtQ88/imWjxx+cmR5DjJMFFTcRQftkvWRFhLcZU+L0mLtalyu4CXPITl8AVwZw8SKTofkGtZtA1k+DFAxlEGo8+tRxmMWD9SGSTqyuCXz1wAwCXa4vmMcy/XZVJIcSYdDHwL1XATleVZhZ1DRtJk2wUhqrSEJ0zTMZAp+Zax4+eVgzjqqxN6DK+bpNgCUwbDw0TdnMHgdfxhouy7TIwBLyGuuYgMsZXBlJUzqKINnrJgAk7bfwIM4pa3qPS3IElkOcOhoDqDA7ajJVNlGZIME505pgGUWiUGykWhSJ1neXRDFu88dKo16VC1MFEvWevMFRLNsWNkU7W8RF++lEh5rTEN1uRsNZVBER5ztBEYJqqVQQ2NCFSqDA4VLjl6RqwZvrDf95E20xVEbojwf9L7i1xP+Jx0XckwZSrK3TMKsoFWmPoUJ9zXpNSqM8iHiXLOj1Z7in2TdYnbVilMNKrDNi49cQ4uPXEODrjyHnvXXgIbd4I7kyK+kDAV51qZuqdKDGREUpzl9oSJMjIoq09o4/7PnRDYHv+dmK9oGcgQz34MTqllu+TJYCxlkK1LSOizx3KOQg1kUkaoqQvbn0FEAxnrb+vdXFK611JGuJsouxaqxDjt5AxGr3vqwgk4deEEHPad+5wQ5ujSEkrdSAQ1AWSQnQp2DXsGir4JLWdCIIEfuBljrHDadbtzmFumg2V/seRT+Wsy1SODjjLY77qJBjmJloNmRxlUDxNVLVsRhjMXTUTJpFg8dVT0yglBK4MaGns52HNNQUfUfE9chS3sB3wwjzsJB9AgB9hyXtIiGbnmvf7cTydXTLH9dMrAl87cD7dddqzz3aIpzfE7JyCMxkjDRJ3Vy7vCYYNCOfmU/10smT4DmTSn4gS1wZC4gUyZv+b+XLt46k8mZfhqlXkHGQHKYCVF5xUmjPiWmGIXZjwzV8GNtSZt+I6HUlcZGZCEJDrKYJYrQh+DDPJ9Dks/GN1ok8GwnME0FyYactdlUoan/h9TPlWMexgicwbt9uPkDKrUGRT7IPtbBr4fSZILGbxhov57mV3Drr6C7zlhymASv2+zxlpGYhv2lG8ikxso+uofZlPGoLqJtgQ4iVbSvrqBTKliJ1HAIvnvOnzaoNb7C/ptGynQyqCGRhSInFhUA8NVfRxO7nFh+Myp89AzUMSbF0/CPSu2J1J0XrwmYa6aBBHhpNzuP36iZdjSXyhh1tgGfPXshbjw2qdj9y+ofcA7UI4iZ0D8+y/svojMGeQ2dVQK7jsnDFHhknkNZCIGqgGDcLZZKoYyyCAayIhtqkKm0vHXMGisXwkZlJES8Rzynx1lMFbUgX8ffAim4xgLLmew4K8zyIg8v22c9CZ2TgggVZEYRtdHh4myOoNRyKYMrzJoE5YwZVWEYYSHpDrKoLKbqAFK4xVJj0MGzz5wElZs7cLFR83AmMbkyIUM7H2cL5lSlZiVL+nqL/oU9CQjM1rqsxhVl8H6Cshgz0DJTwbTVQwTzXrDODv6CpiUYF3jlEHQkE3FUAaLQ+4RUS6CUiBGCrQyqKERAVcZ3LsR+v4i0QPbpIhs2Is0qg8t9Vn86PyDnB/UoMiqpN/VlbRXm0nhoS+cWJXcWL5bKjmD/u2jQyqDIMsbCtqPzKWQkQ2ViQheEahcGSSOeqMKt+yF/b9zXuPdGLJwT5VBeCVkUBomGvKZqRQZg2DZlacr7UPWE35SxVnuMZAp+duxV/SGibrt/Oqig/G7ENdm1nbUZWltUAkT9Yf0ynDpSXPw5sWuO7YbJqoeTZA2wvfFLmHcPFHVovfWPrjBbsTjkUkZuOLs/TFtdH3VB/eOklwoSZ8PjzIo3OtJuokClTuK5vJFNAgEtSad8pHBpMiGYRA01qSdMNHOXCGxshIMTbUZZWUwl5AyOBRQcX0eztBkUGOfxuEzWyPXcR7sQZDthsNLJMx1cqQgqL/B38c4Qsmqbpjo8DpTHgMZyfJK+xsaJhrpJupu7OQMcsvTnIoDhJtSpDyzsuH7jTaQAY6fOxafOmUeZtp5QKrwh4kGr7tA4nSXSUtUOk97AWRQljOomj+m4CbKfx7glEFVswlZV/iyDR4DGTFnkDuJ7NrxA0b+nLx58WScEVLPNSXcU7I2AGCMkoFMdJ1BwIoAOHL2aF8fZMQ/CM21mYicWb9raRhYH+KULJAZ+QwHZCOUQXYNu/oLvqiOJMNEActRtBJlsFcWJpquXpgoYJ2DnoECKKVWzmCCYaKAlZeoqgz2FZIxkBkKkBi/QcMRmgxq7NP4+4eOxPNfOzV0nZHqJhr3fRS2vkrttaTOTyI5g3HZINycjyCEu4mqodpk0R/ex30IOa/l9iruoNDjuMZtWrTDRPnvXAOZ6NBLPvRTRux5IhlFBlO24+DnTpvvKERRYO37+hpyZpdMaxHWdUMIPd8rDDKSChN1lE3BGc9bdN5S7Cp1E5WFW1NYJkKZFPHkDLLjZvcbn8sXJ0w0KE9PDNlk170mggw6inDEqWD9zqbcPMk4xjfNdeHqGiOBqpGnbN9hpjS+fcTIyx1MHD1nDI6YNRpXnL1/YJ1BAOjq8xvI1NckSzxmjGnA1o4+qaqtgp6Bos/hNGvnpibxuygDI2vdA0WUTJp4jmccMpjLlyquMTgcMBLdRDUZ1NinUZtJYWxjeI24aaOtGPpprfFUgnIwonMGh1XnbQIv9MktOu/f4kfnHxSjZeE7ErxsMBEW3idXBr3/x0VozqDsy4DVKQVKlHp+RJ2QvoD2j53rhtXGKjofsIJIOADgoiOmA4CyQijeB2HjfVnZE3mYKP93DGUwoTqDFF5nH5bLJyOuQZB125MzKBg+ZTjTDE+YrEGc/xmZlJmGBMGtXentkJhHOrG5FgBCQ+bilFphl4Ino3FyLvki4D979xLfcnat4xjIAPHCROPkDA4m6rNp3PTRozF/QlNgnUHAUgYDDWQSOp6ZY+phUmBze19Z2+ckpRV4t9RqoLE2jZ6BIjoTLjjP0FSbQdcgG8gMFSr9PR1KjMxMTQ2NQcTbDp6CCc21OGbOGHz99uVD3Z0hAcHgzXYRQiomlmxMEKeVAyY344DJzVixtUu6PGxmttqDo4e/cKLSev7wPveLcLdYpn6X7zAoIu4lLJZMj7LhhPRJdvHat8/0EEC+H1FXIspkg2/r/MOm4fzDpkW06B6reD7Czk9fwT+448NEDQKYVK20RGXKYMycwVI5dQb98OQMsueVI4O5fNG3LX9IddmUXU5AuRu+0GPxe4bJLXW47bJjccDkYIffOG6gjhrIdTZOHU1m0Q8Ab5o/zrecXQvV91DK7kdUnUQeIyEnKkwZzOVL/pzBbPJhogCwfndvZD1dGXokYaK8QU5tJpX4nGtjTRpd/UV02GSwpT75MNGNbWp5lCM5TBSAYyA3TB+PUGhlUEMjAoQQHDt37LDLB6sWghSk4RAmqkpI2bUS1ZdAoxRizSDf+anjldsWOuZr/xcXHqzUVxXMjAhhFbrhfhYVHt/6ld3T4QPxcAMZ8TRaKgWvnHgHy/ylrM2kPANrz2C+wsdUlUTxYF3zbRnSVEcu7/su4zkmZqDjLq+GgYy06LzndHpDxB1lMBYZ8n9Xw5mzsMXsHs2kDBRK/tBbXtVl9chU8+SAYNMWWcjmkmktoXl9/DKVHhhEvL7q/W7m1BrZ8cYuOu+EiY58ZZCHtOg8F1LsrzNoLUvOQMYmg3vim8hQSpHLl5w+MfClM6qB5toMevoL6Oiz3kfJh4nGMZAZuW6igPuuGoljRU0GNTQ0AIS/wEbay80ZXIp1Bp3/kz0eWXtvPWiyZM3qQrxOHgMZFTfRBEtLRA0Yxb4WTNNrJMJkQp/K6283KmcwDuLUrRMhuoiGnYPOPu8AycqV4+vnedvi2xchI4OqZEMWYiqeY2nOYIzwTNk1CzKQsfokV0P5c1FrKwhxwkSD+hzvWCzEMYABbJfaBMJEZV1l1zqugUwcZTBlyK/JcEKYgQwgI4PJEo/W+gyaatNl1RocKJoomTRQGaxamGiNFSbqKIMJh4k216ad0hVhME2K/oI5onMGDfH3dARh5FJwDQ2NUCT5QjLIyAp9ID4CYWHehPihO762Q/ZHIisNVhe+MFHub5kIQCTrxduff8uzFk3EhOZafPbU+YH7k6FY8rqJpmJY70e5iaqEVjHCU9ZANzBMNHiTdokymPUpg97Q2cCi8xElKcIQlTMofnbrDFamDMrKNjhhotyg3SAuFeUJCRs0lhcm6u1QUO3JMMhJdDAMgexnYtTR5JVB2XUtN2ewECNnkL/3hqsyKJvI4e+zwNISCf26EUIwa2wD1u2OTwZZ4XeZgQxQPWWQGbx09FUvTDRfNDFQLHkmgET0FaxJppEdJmr9/g/PpyMcWhnU0IiBI2ZZFuHD9ccwKYgzqATEMyCpJpJQIWWhhQBw3pIpsdtiYathhGK4zJSL3fCEicpKhsTs90NfOBFfPGM/53PK8M8kZ9MGrnrrAZFlB8RdF00qFOcm0vVkSNLpME7YYRTCmjp8hvUumT7aNafJSBQxlXeNjJiokjVpmKjwme+DU2cwTtF5yXfegaH9vNqfPCGY3MaenEGbDMZRctMBBCxOyCaDrAxIGAgRDGRiqJG8MigjfHHJIFuvGEsZdP8erj9/UcqgWD+U5QwmOXqfMaYBG8oIE80NMDIkkMGU1f+qFZ6vTSOXL2FPzwCA6hjIAIh0FM3lRz4ZdNNFhukDEgJNBjU0YuCa9x6Kuz99fCwnuZGIBz53Ar5z3iLnMyHA7y8+LHSbpBLbky0tIeYMVucl7cwsD8FvgGf8Ixxf1PG67qrewXhAc5g1tsFTH88gBD9+1xLlvkaFPPLfsTA6ldISXjfR4RAmarcV0pcTF4zHym+diYOntzjf8aGDbMCuQgYNg/gGwmUpgwGDGU/OIFMGY5wn2TWJMpCRbctfG+Y6GKcfjICxLdi9XE6eaBBhDYJFBiXKoAKaa12CEKYMqt67GcdAJkbReScfavgOdqVF5zkyWONTBpMnHjPH1GNzey42eXOVwSA30fLKVUSBKZFb2vvQkE0lPrZpsu/dKDLYZ5PBupGcMyj8P5Kwd49oNTQSRkNNGvtPCnaYU8HkUbUJ9aY6oBSYNroe7z1qhvOdQQgmDoN+q45BxMFlVDuyZg+f2WqvGx2u6IaJDj7Ccz3dv8NyBuOAb4cQgtFCLT7VJmWhWfw3vqLzoUW3w0kmw72ffVNkv8rhgk6dQTHXTtKZMw6YYG1DKeqyKWcAS+BV+MLcVGUQB3GqypOMlPDfTG2t8yzLO3UGK1UGZQYs1nkMyhnkB/tskB8nSkNUQa//8JH4ywcOj53/B5SbM+g3CFLpvbIyGDNnME6dQZU82KGGbGKAv88CS0sk2IeZYxrs8hLx1EHmnutTBgfBQAYANrXnEg8RBXhlMNxEJldgxz9ylUFfDv4Iwsil4BoaIxR3f+ZNTk2faiLu7G2l7y9e0Tt+3lg89sbuClssH0QIO6sEKmGiQzlTbhCAzRmLveA/xy0bEQTeoTVuSGXU2vx5DHJ+DNqOlWIIW11W6FxEWW6iAcXH5SQoFbhOhjtmniSqwCIarnqgGoUYljNYkzZw2MzRnuvihomqnydZXzx1BoUTJyqDbDF/v7k5g3GUQe89NaaxBifuN155ex7l5AymU/77WwV8yLXscNl5qWadQVepVt5k0CE7/kzKQMogKJnUX3SelZZI8JhmjrXCvjfsyWF2jPISu+0wzabawSWDjfb+Nrf3JR4iCqgrgyxMdCQbyDiRNiNQG9TKoIbGIGNUXQbTFYtYDwVkpEGlIHtStimJ5Aw6ymD5vQp6oUvDG8veS+UIC72MchMV6+OpnC/eiKaSgWFkmKijnKgOcFlYqX+ZW/ohWkUt5/77/OlWHiUfSgfIVRT2FSPV/P4YCSLctqpKTLnKoExNYbucO77R6Q+DYyBjt69iRS877zJiLgsTDapvxwaNccNVUwZJZLAWFMoavG8xTFR9+MXUm6AQzVTcOoP2OcuXUWdwuIaIAsFkuNa+10QCn00bsUl9FGY45SXimcjcs3w7RtVlcMDkUZ7vB8NNFAC2dfYnXlYC4Mlg+AR4vxMmOoLJ4AhWBjUZ1NAYRkhKvSkHYS+wo+eMKavNk/bzF0iOQhI5gw65CViu8q4Wr0XYtRnKl7+3xJ4Ypuj+Les9y0OROTsGw21JlqMUdvWIp6+S5XydQUHFmT3OGmSNaZCHMrncJ5rwhaEcA5lLT5yD9Vef4zsfsrGpS7yFdYhrcMGUTn79KIiDWtUxrlXSQrhvQu4jURl86PMnYmFU6LzkEGp4ZdD+3zGQEdxEGTxuotn4BjKsjSSe1zjKKGAdh9ctNoYyaCs2Qfcm+161TUbk4xWdH/7KYNDxMxValg/XUJNKVMkZ05BFU006lolM70AR/1uxA+csnuTrY7bKZJCRtZJJq0IG2URGVHmJvcFAxonmGIFsUIeJamgMQ8heJg98/oTETFrKxaUnzsEJ89UJ3vuPnVXF3gTDUV9iFFVWblsycIgin9UE359wZdDfu367gHhtjNAcrzIY70cvatDFN3fcvLHY2JZzZsa/cPp+OHbuWBw2c7R0W1aKodLf4XLCRIMQpiKbktDSLK8MxswZFJW2OPX3rCLvnEGFo6x7+wxYEwgWobK+bW3IYsHEJry6rQvzxjfiA5JnXnYIcgMZf84gf/z8/cbIYFzynkno+orOlFEwCIQw0WAlW0R9NoW0QQKJb1wDGddNNH7R+eGcMxh0/OFkMJ3oZB4hBDPG1scqL3HfqzvQVyhJ3a7ZcxJHxY0DPiy1GjmDzapuontFaQnv/yMJmgxqaIwQzImRf1AtfPnMBUPdBSXEfRnLyLdIXEJzBp2VvN+XW3MqDrzKYDDClEGVXDqnnYgwUeVzL1XN3L8Pnt6Kg6e3Op+zaSN0IsIxXAnbpULnkhgYii6t3vat71iYqKechiRnsNww0TgkSVRUxC3548gXTV+II1v+03cvwaIp3jA3cXsGKRm0P3tCMLneyEpLxCXvSSmDidUZVAAhVmkfZjIiwi0todYe23c5ReeHMxkMUgZr7MgHKRmsgnvljDENWLGlU3n9f7+0BVNa6nDYjFbfMpZjPFColpuoqwYmXXAecHMSo8JE++x7eyS7ibpuzEPbjXKgw0Q1NIYhkgiVHGywLr//mJn43tsOxLlLJuPo2eWFlwZB9R0rDi4DV1BAVLkF7/4oLj9rAc48YCIA4LbLjsWDnz9BeV/lgB+c+QxM+M+Sk1GeMsgZyMQciHvDRIOJUjlw3TeD2whdxtpJ8Jc8LGcQjjIoUYtAYruJigQtzrXx1RUVdvpBTu0zqX9fUSGtsm8nt9Rxy71riDmDbLmntESZZDCTMhLPGVSBGI4bp84gYIWKRoWJxncTjVN03vv/cAR/f/DXuNYmVDICP7ohm7hpyawxDdjc3qdEtnd1D+Dx1btx7pLJUmUzK1EGk7wEXmUweTKYMggasin1OoMj2kDG/n8YPyNBGMEUXENDoxpIgodOG12Pn19wcOUNlY0oNhgfYeeFDeILJYqPnTDH+X5UXaYqDm08wgiWJ0xUsq2oDKqcLp4MVkLekjbiCVMG2eSKSvuJhomGfOeUoyDu9xkudDDMhEYGnzIY4zgyHAmV9fu4eWPx2rfPxIKv3wPA74QZRVzF7+syKZy8wO/iKTeQIdK/a7NDqwzGzxmU1xlUJabNtWns7pGvaxhWjqlqmCgjovGKzo9cZbA2RBm8+h0HJn5MM8bUo2hSbGnvw8yxDaHr/vflrSiZFG872B8iCnBholXKGazPphwn5pa65MNEAau8RGRpib3CQCbeMz2coJVBDY1hiKFIQK70BVZtLfP0hROU12VjgiT6pHJWGobwB0xF7QLkajMzJYijDJ443x3EJ24mUUF7opOntHmF9pN0s5WJP4EGMnBz5bxhomr79BvIqB+HSO5kyjrfXlCYaLAy6P2+uS7tPc/C/rKSEFKg8tISQHxFL6l2DEI8amCc0hIA0FyXCT3WlEFiK4PlFJ0fzgYyQfefkzMouWYzxjRg2uhk3b0ZAVRxFL1t6VYsnNSMeROapMurbSBDCHEcRUdVQRkELPVRpei8QeKlLAw3uBN4Q9uPcjByz7qGhkaiYAOEU/Yvr+6Wo75U4UV47pLJ+P0lhymvL+Zl+ZZHfObhlCUIWamhZuiCLDz9EvoYqQzaYaKOMqgwNhxVn8HFR80AUJmKJtuykhl6VxkMI8fR7SfpNC/PGbT+Nx0y6CdZBIQjt4OnDDp9DDFJAvwmLG7ZAXn74vfifeaopVIDGf5vdxuHDMa8Z5JSfoMIaxAuPXEO3nGoq/4wYqjqIB0WJgoAU1rqMKW1LnA5j3QZOYMjteg8EG4gUw3MtMtLRDmKrt3Vg2WbOgJVQcAlsEwZrMakKysMX42cQav9aDKYy5dQn00PyUR4UnCejRF4DDpMVENDA4AVtvTE5SdjbGNloSLDIUTCHVyqrS9dLcZhDCUZ9OQMCsv43yTZuWB5KHFVDjNG2GVQf+SmPeVDpUh96G90zLwrFchaYsfthIlyy+Rhomr7yqbdbSmNV7ogY4hKn38dvrm0L2cwXDUSvxZT1YKKzovteUtLGL7vVJBOkUQGnHGfmfcdM1PY3upDSTFvb8aYeryxoydw+X2fO6GqOYPscIfzYD0VcE3CwkSrgbGNWTRkU5HmYbct3QpCgLcumRy4TjplIGWQqoWJAm6twWq4iQIW2ezI5UPX6SuUYkWoDEcQ4f+RBE0GNTQ0HExpUZtZHkyctWii62Kq+JblDV3KRoxNq+FIpwpvUW4x3I9XBpObU3bLIiT7s1dJcyoDYZXmEwkTtf8PLzrv3R8hxK0zyG2rrAzaA+G0QVAo0Vj19zJp4b6RrMNqH5rUH+Lo7kqRDUbci+w8uOcAns+Aq/bEJoNGMtNVcXMGff3g8oxV8KlT5nnykf39USc6aSdMdO+qMxj0DqgJMZCpBgghmDGmARtCwkQppbh96RYcM2cMJjTXhraXTRlOfnc1wExkWqsYJrqpLVwl7csXR3RZCWBkmCwFQYeJamgMI4xAE1Efkn4R/va9h3qcB1Ug5mWJSLqPDTXDI2cwNNxVci4cBVX4PwpUUhZBBZF1BisYpoeZmDjHpdB8kgYyUjLI/pCcQxYeaRDCGXao7YupHmy7OMqgz9kyYFPWV7+SGKUMehcEh4la/wcRG57gsgH0mMYa+U4DENfFMwhB5S/U+xFvm5p0ygnnqxSMiMaqM7iXGshUC7PGNoSGib60qQMb9uSktQVFZNNGdZVBmww2Vy1MNKNUdH6kk0H2Jhu+T0gwNBnU0NAYdkhqvBE11Jk22iKZ0t2NkDBRvpth501KBpmCGnMWQmZ+Ui74PlfSXnI5gwkogyFmNqI5C7+OQ1QIn4cXVxn0qmpxtnX6CDaZ4r0vGCEIdhOV79OXMxiwnKnXTfbzJIYx8pdmzrhGPPWVk7FkWot0n0GYOKoWY2MSSBkqNaJJysimHDjKoLl3KYNBarijDA4iGZwxph6b2nOBjq23v7QFNWkDZy6aGNlWTdqoWtF5wAoTrcukqham2Vybjq4zWCiNaCdRgFcGh/FDEgAdJqqhMYwwAt8hVQFBZYnyznkMaIQNxH7yriWYM65RKaQujC8Nm5zBUDIoOwB70B9zn7KC6Srw5jBabTRk0+gZKPpXiAmVunyhyxTWUUVYW2Fuop4w0UFUBlmYaFSYE2vSnzPo/V+E+LV4L7rk0/rcXCd/nsQwwEmj4oe1/+qigxNRt1KGpd6q5vyJiOsmmiScnMFYbqLW/8N5oBtlIDOYTpUzxzSgUKLY2tGP6WO8bqWFkon/vLwNpy6coKT2ZtOGY/ZVDcwd3xgZxlkJmmrTGCiayBfNQEK+NyiD7O4bzhMmQdDKoIZGQhiO+XaDibghrp87bT7u+MSxAIDvv/1ALJzU7CxTGXAcOGVU4DLRpEPEzy9Ygo+dMAeHTm/F6IZ4SfOynjUOl5zBEOVLSgXL/NFy891kbYYpc35kUlyB9fK6A8AdCKoQvjBUvei8/b9IqAnhS0sQTolRVAbTbs4goF5zztpGVAblYOfG7yYarsqK90SQMsjQHDBAToKI1GfTiSkgleQNiqG2g4m0QwbjK4PDmAsG3vMsTHQw1diw8hKPvbELbb15pRBRwCaDVVQGP33KPPz748dWrX1GeMPUwVy+hLrMyNanot6Dwxkj+8xraAwTPHn5yU7cfSUYyTmDMnfEMHzqlHnO3xceMR3vOGQq5n/t7tA2+Jfsfz55XGDbYg6SiEmj6nD5WQsUexqN+uGSMxgzTLRchOUMqoac8v2uz6TQPVCszEBGJUxUYQdJ5kTJWnLLnvhX4t1Eo8o1iHAcOMtRBgPqBooIChMNC4uVfW8GqGmuMuglg2zzIYyslCKTMtBfMMu6b4eDMpjfZ3IGBz9MdKatBlomMuM8y257aSta6jM4Yf44yZZ+1KRTVVUGCSFVJfnMoKa7vxiY47s3GciMQC6olUENjSQwuaUucDa7HIzAd4mD4TBWcELxqtC2rM2hzP9RPd9hbqJsEO4L3wto21G1Yh62x92U21etPQhIpM6gpAm2K5XW4yhq5bTlhon6CbVbZxAVK4Px6gyK5E6+nmMgExAmGkgGhc8+ZdD53loS9C4dbkSkEndKMdR2MMGU4HjKoPf/4YjAovP2szFYbqIAMK6pBnWZFNbt9oZf9gwUce+r2/HmxZOUyWm2yjmD1YarDAabyOxNYaLD+BEJhCaDGhp7GRqHKH+tUuXJk09WWVOcfX/ldJCGhEQmjWvee2js/agOkMPcROOecSdMNIGfPUKIU0C8ktZUQk1DlVPWTgIX2g0BDe6DNGfQqa9HuLA8tf7UCDmDlRWdlyMoHzGKuPq+DmCDUTmDSRL1JFDJJNBgEhMRTJWMV2dw5CqDrQ1ZEIJEondUYZWXqPeVl7h3xXb0F0zlEFEAqEkZyFextES14SqDwWGie0WdwREQSh2EIXkbEUJ+SAh5jRDyMiHk34SQFm7ZVwghqwkhrxNCzuC+P9P+bjUh5PKh6LeGxkjAfz55HH7wjsVDtv8k67QN1fZDhTMXTcQpC8bH2iasziCPsJxBRxlU3KdTdD7miQ5a3SGDFVw4pnaE5wwGL2Shi0nwDfc8+ht728HWIPCU/cd7+kQAZDkjF6a6KhvIpARlMMbJ9IeJytcLNJCJzNf0LvBzQa+SH2SqMdyIiGO8U8a22fTQHQu7N8qpMzjMLoEHqYDQ27MWTcK/Lj0G45vC6/kljVljG3w5g/9+aQumttbh0Bmtyu3UZAwMVLG0RLXByGBYeYm+vUAZZBiJOYNDNTV1H4BFlNLFAFYB+AoAEEIWArgAwAEAzgTwG0JIihCSAvBrAGcBWAjgQntdDQ0NAbPGNuBdh08b9P0mGZJZ8YBDIDkVNTXo7/V4O/S4iYasJ1cGyzs4V9Xybx93MoBS6liKVzKR4KpGoWwwEMwVMgn1Kaz0xqIpo7D+6nMwe1yjbx3XyMVVBlVJ3ZTWOjTWpNFQk7bJZPlhokEnyg0TFZVB73IRvtISEeHITQEKzhCm2UlRiTI4lKHlhkFgkJh1BmOGLQ8Fgp6VbNrAIdPVyVdSmDGmAZva+px3y87ufjyxejfOWzIl1rsum6puncFqoznCQCZfNFE06Ygng+ySDqE3VNkYki5TSu+llLIpgqcBTLX/PhfAjZTSAUrpOgCrARxh/1tNKV1LKc0DuNFeV0NjrwJz1Jw1rmGIezK0CHYlrGz7cjDYpj5xZowBeMbt4ecnJGcw3h6d3K5KSkvwYG5/lSmD0cpF2DKmdiZRZzBO6Q1+UOg1kImnxJx5wEQ8c8UpqM+mYoe6qiqDbpiomDMY3teoKFFxQZChzXAjIpWEeg5lmChgXcNijDqDIzlMdKgwc0w98iUTWzv6AAD/WbYNJgXOO3hyrHaqXXS+2uANZGToy1shsHVD6MqdBNijoZXB8vBBAHfbf08BsIlbttn+Luh7HwghHyGEPE8IeX7Xrl1V6K6GRvVw/mFTcc9njsdJ+8ULFdwbkOTrM5Fi6MLnwSKFH33TbDzw+ROcz7d+/JjQ9b3KYEiYaGjRebaSWh/ZGDKZovN8zmD5DSrlDIYsC1Pz4iJOnqlzDcCFiXL9UFUQDIPYqiCJTWhZDlmUtsruNdEJ04gYBInHIObysqVhJkfA3pUzmBlEZ0sZUgaJ5SbqDHSH1yXwYLjdH5PtclM7uvoBALe9tAWLpjRj7vimWO3UpEd2mCjzMegKUAZzBYskjnRlcCSEUgeham8jQsj9hJDlkn/ncut8FUARwPVJ7ZdS+ntK6WGU0sPGjVOz7dXQGC4ghGDBxOboFYcxkngPqhQQD+1DAm/joGFStd/zhkEwxw4hBIDxTXIrbmd9RWUwNGcwtoEMyxn07zCstAS/PnPSWzx1FOrtGeGKSksoGK6ELSvFUPNUodIWX4SeVwZdJSbePgniq5uqKhUTBMUaea5yF9ynMBDuHITuf5gNsjKp8t9TQ68MklhuoinnGg+zi8BhuCmDrIbtnt48Vu/swStbOmMZxzCIyuAwvgRSpFMG6rOpQGUwZyuDI50MjrDL4kHVNFlK6alhywkh7wfwZgCnUHf0sAUAn+w01f4OId9raGgMAySpnC2Z1oKn1u7BT951UFnbj+SXclyo5wz6L5Bj3BHz2oUVnVdFU20Gt112LOaNb8SVt6+w+1M+mHlE2HgwrP0kw0RpDIMdtjuTUo+baLmhkUYZyqByncFAZTCciPtzBuXLo27DJK5NkhipOYOAdQ1jGciwyYnhEE8WgOGmDDIy2Nabx/ItW2AQ4K0HxQsRBYTSEiO0GHFTbTowZ9AJE91r3ESH132ogqFyEz0TwJcAvJVSyhdhuQPABYSQGkLILADzADwL4DkA8wghswghWVgmM3cMdr81NDSC4ahLCah5bMAxNqBAbXRb5fXB00bM9T947Cznxz9JxPlhiasMQhiEqyqEYUXn4/R3ybQWNNSkUZNxSVC5cHIGQ4vOB2/vuokmpyqrhL0SjgnxdQbLVWJ4VVEVviLyAeuxPolEhn0MVga9C3xkUKmXw2+QVUkR88EsgC5DyjBQ2MsMZHhlcDh001EGewZw29ItOHbuWIxvju9oahWdH7mlJQBr8i9aGRzhOYPC/yMJQ3XmfwWgBsB99sv9aUrpxyilKwghNwF4FVb46GWU0hIAEEI+AeB/AFIA/kQpXTE0XdfQ0AhDIrXngnKPVLcXRgIXHzUDG9pyAWvLEXf+9cq3LMSVb0ne5DjqmFUHZ6akplhk+F7AGmF19CpBMmGiIe2HlZZgOYNJuokqjPd5VcwNOyTgjEVjwSAkdriccmmJiDqDqsZPQZMOYSHGQDI1IJOES97j98vv4Dq4SBskloFM3BzWocBwU45rMyk0ZFO4f+VObGrrw2dOmV9WOyO96DzAlMEgMmh9XzfCw0TZa2CY3YZKGBIySCmdG7LsuwC+K/n+LgB3VbNfGhoa5SPJ6JWvvXl/fP225ThsxuiythfHK98+b1ECvbIw2EE6srHXVW9ZiFe3dUmWB/8KhfU7ahAuwiFOCQ0Mk2hFZSCo4iaaxA95HDdRtg4fJgqU76DJO5GqQiQmQeHDQXUG545vxLzxjcqDOZUw0bs/fTw2t/dJ9z9cUAmhG+qcwZRBYpWWKDeHdTAx3MggAIxuzGLppg7UZgycsWhiWW1kU5aKK5vQGyloqs2gM5eXLusv7CVhouz/YTxhEoSRrclqaGgMOyTxHlwwsRk3fyzcRTO0D5V3wdfGcHq/v//YWc7fnpzB0KRB/1fl/miVW3Q+CpX8iKYrMPMAXOU0CfXJDRONBluHJ4OE8GGi8fZNqqkMOmGi3hVO3G88TgxxQBbbE91EW+qtcDrePGv/Sc3Yf5LXTGu4DbIqyfsb6jDRdOr/t3fncZKV9b3Hv79aunuGmYFZgWEGWYZtkEUYthhEFgEhCXjVqDGCBEVUriEmGg0ukVzuyxtMMJpc8yKCouG6RE1CIgnBLWKCwrBvAYlgZISIwTDIbN0zv/tHnequrqnq2k7VOc9zPu/Xq17dfWp7zlOnq86vfs/ze6ynbFNel/dolLcCMpK0ZJdx/eiZzXrZ2j2mq2r2qj6MPuTs4MKJip5oMzonlgIyMyMkwkMwCCA6wzhpzGrefqchaLOqic5xu26a3+s+tpwz2NtDND3eIPedGWLZztyZweRxUhwm2s1xOLua6MwJd6eF3Nsx9b4PlekgdO77tVtnsHOb5n7c/Zcv0JcuPkGHrdq1q+fPi0Gye1kXkOk5M9jnlxOjlMdAdcn82oLr5x7Ze+GYuvpxFvLyEosmKtoYezVRm/0zJF0Fg2a2QtKLJa2UtFnS/ZLWu3u4RyaAaA3zvXjU7/OdPlhsVmZwjmGiLauJ1q/rrU1zDYO87OxDenuwFu3px0wBmbkef645g2kuLdH9kNPGIZJmpmrZ+lp0vvHxes2QjDUPE+2QGWwuONNNmxq1OtzW7dN5SHjeApHGTG6/981KpWTasq37oiT15uYtO9uo1y8pRmH1kvlatmBcLzmw/6XOxpPhk2EvPF/tXE009GAw4BIycwaDZnaypPdIWiLpLkk/kTQh6VxJ+5vZlyT9kbtvHHI7AaD7BbhzfMKStsZd7TUz2P+QytrP5pPzY/ddoqV9VoCttaf/161c6nxi3s2cwTTO0XvJDM6ssVe7U7VcmpXd67U4Scms58zgTsNE63MGm46a+uP2Oleu09IS3d4/b0sHVCv9tyf7AjIlTfYwB63TWpJ5kMNYUO864yC99aX7DxT8j09nBsOtKLpwvKKtUzu0bWrHTkOko6kmGnFm8CxJb3b3/2i+wswqqq0T+DJJXx5C2wAEZHpttT7vXz/J+L2z+s8s1YX4ZtxOp13pds7gXCfg9ZP+bk/Sp+d8NT3fF99yQncP0MZA1UTrmYu5lpaY4/5pFsWpd2M3J87129S7tFou1aqJ2uzru2XqPTPYXBCmfWYwuX3Kw0S7lbcveQY5wc86w1Yp97jo/HQBmXy9Bo3ymBlcOFHVwonqQI9RD57CzgzWwo3ntkzu9IXhpskpjVVKuRsG3q8Qd2POYNDd3zXHdVOS/ibtBgEIW7/nCmamxz98drqNSUG3a+8NTYf+PPfIlbrjhz+r3bTFbV937N763G3/0XI/+h0m6ikGTq3a04/uMoPtr9ye4jqD/VYTlWoZI2vY3mt7xioljVd6G27V7TDRmXUGB8sM9itvS0tkXRF0EL3OGex3DusoxRJMNBuvxFBAphYQP7dlaqdgcPO27cHPF5RmPl/S+vJrlOZ8JzOzd5rZhS22X2hmlw6tVQCCk1WBlVZyfL7Ss04fLL9+/At0wn5L2972d06vrW3V6vWZGaLY5rnbPHW68+vS0d2cwfZmhommkBns4X+heVmFarkk2cyQyF6THb/1sgN1+TmH9nSf5oxKu2Nuep3BHoOgtI6SvJ3rZz3vbxCVUm/VRPudwzpKsQaD9czg1smQg8F6ZnDnIjKbtm3X/MCXlZAa1+LMth396DRM9PWSjm+x/bOS1kv6aNoNAhC2PHwrloc2jIqZqTpHmfrpgK/VdclPn/7ZXRST9qLzaXx4Ts8n63POYJrZzvqQ6W7muDUH5NVyaVY10V6HEx64+8Kebi9pzuOn0cww0Wwyg7mbMxhwMFgumaZazBl8wdL5LW/fTbXerMUeDMaRGdy5iMzmye3BF4+Rwp4z2OmdrOLuO71y7r5NIZbLAdCT0w7ZvevbjiIx2O2bThrnBHl5Q++pHS1uW2qO+Brss2wXSdLyhb0VfamfQ6Z1YphGVnkmMzjHnMGuhokO3paZwLLzbZtvUx8mWp4ecjR8L1y5SKcevEIH7r5g1vbm16V+st17EDTYXtRf0zxloqWZAjJ5DpDaqZRK08d8o+vfdFzL27PofHbqw75jmDPYanmJzdsiCQYV7jDRTpnBkpnt7u7/2bjRzLo/QwQQrE+ev67n++ThvCjEk7N2utmTuYr3tKsMKUlvP3mNjli9m07qsex5LwVSRqV+Itjqpf+7S35RNz/41Jz3357mMNHkp8n0vrMP0ZoVC/TGT93e8rbNJw7Vckk73Ee6yPfSBeO65o3HzLSpbQGZ+jDRjOYM5umAU9hzBtu9hu2KnYQwZzCPi86nYXqYaMDVRHed1z4zuGnblOZXw64kKjW8zwV4GHbq/SslfdXMflvSncm2o5PtHxlmwwCEJVdzBrNuQEZaBcGWnK+2en3KJZsVCHb7GnrKcwbTeJjpYLDFdYet2rXjgua9DO3sxBuG0b7pxP3mvG3z041VSto6uSOXc7Smg8Geq4mmI099IWmnEvkhaRc4tf0iIIDMYJ4D1UHUv3SIITPYas7g5m3btdv8sVE3KXX1oy/E47BTNdHPmNnTki6X9MJk8/2SPuDu/zDsxgFAPwJ8L25r0CznHKNE+5brAjJ9tmkYS0t005bm56uWS9o2taNhqYz8mBkm2mtmMJ29yFs10dDnDPYihDmDsWYGx6v1zOAOufL1ntCtBeNzF5BZuVv4w0TrJx4hvj4d87JJ0EfgByAYeT5h6dWge1I/ifMUU7f1Refz1M3jSTW6Xocw1k1XE02lgEztZ1cP1XSbynQGJn8n39MFZEZcTXR60fkc9YU0Ewzmq1XdaZfdbbcv9f+LPMdbpZLJLF+jVNIwVp4JBkNVKZc0f6zcZphoLHMGk585/h9pp2MwaGYnS7pE0sHJpock/am7f2uI7QIQmPqctGG+D2byJpv1MoMD7nPz0gVpqAdOefrQO+fIldprtwkt6nOB516KvnR8LPW+zmDdWKVWTTQPQWDzMVNva5VqopJ6z5DmSc+ZwQAWnZdqQetUZNHgeASLzku1oaIth4lOxrHOYBcFrXOr0zqDZ0u6VtLfS/o11ZaauFHStWZ21vCbByA4OT9ZiFmrnp/JDHa+f7enUMNadH4QiyaqOuXgwWubpRFw7OghsGy+zfyxssYqJWU5ArFtdqjvdQbTOU5yFguGXUCm7ZzB1ttDKCAj5a/IUBrq1URDzgxKteJEz21tU0BmLIYCMvkbzdGtTr3/Lknnuvs9DdvuNrP1kj6uWmAIANENzZmW8ft6LyfSab8E7Z65l8xXL/JwCKVyMlkfJtrFa9fche8642Btmdyumx54quX1WUqrmugvHb5nX8+ftxP96WGi+WpWV3p9Deeq1psneTtG0jAWcWZwxw7XlskdmhfBovMBFxPtGAzu0RQISpLc/V6WlwDQSohvhHPy+o+MQpUBO3QY3+T3kvkKTZrDRK2LxFHz67NmRW2tv5sfrK3olKc1q+pZ02qP1UQb3f+hMzTRZxXOvH3jXg24mmi5xzmDo1zqZBBzVRUOVTzBYFXPbp6dGdySLJcRxZzB+jDRnP+PtNLpnez5Pq8DUDB5yOqkKU8n4d1q1eJePpe6ze7OzBlMt4/y0OOpVBPtYRht+2F52WdimosOzRSQ6T8zuGC80ncBmvxVE81Xe3rRa+XNEArISHFmBsslU6VkQa8zKNUzg7ODwU3bavsUw5zB6UXnAzwEO2UG9zezG1psN0lzL54EoJCG+UY4ygCtOROYVXA4aH8O5Zv8Xqpl9v6wmUp30fnO2t0my2IE7V7XekDQ65IKaX1pkLfz/JDnDLY7ztuuMxjInMFYl5cYq5SCzwwuajFMdHMSDMYwTFQZvmcPqlMweM4c17HoPAAMWTcfLHNl9IbxwXT1eev02Vsf175Ld0nl8fKUhU0nM9h/NdHp7Tk8qZ0eJtprZjDl58+LsJeW6K+aaN6HwMWYGZSSYHB72MHgwonqHJnB8AvITH+BF+Ah2GnR+X9u/NvMqqotPr/B3X8yzIYBCExkFWTyEqD0cvLV6qa9fTB19xquWbFAHzrnhb08cIdnzc+xk0YwuKOHzGm7c9c8DBNt1vc6gyntQ96yUoMuOn/Va47Qd//9mZRa05tym4C+3fteKZRhojk7RtIyXilp62TgweB4RVsmd2hy+47p/51N22qZwqiGiebk3KEXnZaW+HMzOzT5fVdJ90j6jKS7zOx1I2gfgMCE+EYYs7x/k583aWYWuun6TsPy8vT6lacLyPSaGUxnH/I2KnOsMth+veJFq/R/XnV4Sq3pTc9zBpO+z1tA3qxdkBu6ODKDtfxT41DR6WGiMQSDAWcGO721nujuDyS/XyDpEXc/TNLRkt491JYBCEp+cjuDueXdJ+sbv31S1s2YFuDnSs/y9AVCmpmPQQrI5KEqYvP/dL2to84M1u+ft0BkZmmJfLWrG5V21UQ7ZKoHKCQ7EvFmBsvBzxlcOFGVpFlDRaMqIJPDL/C61WmQ7raG318m6a8kyd2fCnFnAQzfUN8aRvC2s3rJ/JbbsxrK2E1/dtO20w7pvBpQZCN9+5LmvLRB5gxOf8YmPxZNjHJOTZsAtd91BgduT/I4OTvvGHSYaJZ6njMYyILa0c4ZLJeiqCYqzc4MbpqMKBiMuJrof5vZL0naIOnFki6UJDOrSJo35LYBCEhhAokA3+jXv++06Q/iXuT9xG8Y0sw+pVFNVJI+f9Hx2ielYj2DmBkm2mMQlFKX5i3rE3Iw2Otwyvprn/dYK9pgsFLS1kgygxsb1hrcMj1MNPwCMk3f3wWlU++/RdLHJO0h6VJ3fyrZfqqkrw6zYQDCFOIb4VyyjnG7GULZ6TbLFoyn1ZzopRlwdFVApk08MTNM1HT8fktTa9Mg6vvTe2YwzqUlli0Y08Un7a+XHrQ866b0rNfMYF6H6jYr530ca5/GI1haov6F5MbGzGBSQCaGpSXMIs0Muvsjks5ssf0mSTcNq1EAwpOnipCSdOrBK3TGoXuk/8Aj3s20homiO2meS3aTWW13m1ycWDQdVtPDRPsMJAaVt6UlzEzvefnBWTejL+2Cpk5rTOY9GIx5ncHntkwFPQJnUas5g1ENE63/DO8YnDMYNLOPa/bHgUv6qaRvuvt3htkwAGHxIS1E3q9r3nhMKo8T0hv8oG3M+jwjDyc6aZzsHrvvEt322OwlA048YJnu2/DsTrdt92z1k+8sjrq2AUHJVClZz8OHB90HCyQQCUn/6wwOozXpydsXBmkZr5T0X1M7gh4G266aqFlt/0IXcjXRTsNE17fYtkTSlWb2BXf/aPpNAoDWsniTzUF8ghFK42TrU288Rk8+u2XWts9eeFzL27ZddD6HJxbH7rtE/7lxS+cbNklr7mnAU/Ryp91Q307rDOb9S7FYM4PjlbK2bd+heaVysHO5F7QqILNtu+ZXw92nRvU9CPFLq07DRK9rtd3M/lzSv0r66BDaBACZy8v7eVfDRIlYU5PGB/ku4xWtWbFgoOfL4wnFqYfsrlO7qErbLNZqoiHrvZro7J95lbciQ2mpFZDZHvTcumq5pHnV8k5LS8RQPEYK+/2pr+/Z3H1z2g0BEIeQ3xAbNQdYmS0t0cOp9KBd70SVI/8SoO26bqXsMjH1E+q0FoJOq09jPdHPQs9zBuvVRHMeDYY8jHIuY+XwC8hItaGis4eJTkUxX1BqmFIS4CHYczieLCvxBklPpN8cAKEqTBiRk2AhJnnax1Fn5Nov8j339cP0gqXz9e4zD9K5R+6VyuOlV000RwdK4PpfZ3AYrUlPrMHgeDWiYHDr7MxgNMFgIEOpW+lUQOY57XyOt1nSP6u27AQARCnvJz0YjlG/7J3naI2emeltL12T4gOmc/dIVw3IRK9BU/14zHtAHmswWFt0PoZgsDo7Mzi5PbURCFmLtoCMuy8cVUMAhG0UIwwDfI8d2Cj3ufklLGR/j3in2527lvJYQaZPqS0tEUFf5EW7zGDb6raBLDofawGZsQjWGZRqmcGNTdVEo8kMNv0MyZzfs5nZPh2uNzNblWqLAAQtlvO19529Vi/aezcdtffiTNsRyxzMUIx6iE+7OVgxndOmtSuxZn2yUOmxNOtMAZl8vwZ5n9PYr/FKWVM7XNt3hD0hY9FEdecCMgEXxWkUbWZQtSUkSpL+VtIdkp6WNCFpjaSTJZ0q6YNi/iBQeLEtfL525SL99dtenHUzCiUXBWxGPSe0zfYsh4mmLa0vNCI9z89E28xgu+q20+sM5vtFiDkzKEnbtoedHdypgMxkRNVEFcZQ6lY6DRN9tZmtlfR6Sb8haU9JmyQ9JOlGSVe4e++LDgGIzsLx2tvJLpG8sbc14nilm4+VtGKoPMRiWRt9NdEOcwbDO6/YSVq7EOJJVl71P2dwGK1Jz8zw6mzbkbbpYDDwoaK1YLAxMzil+ZFlBkM89jqetbn7g5IuG0FbAATszS/ZT2OVkn7tuL2zbspQZFUhrJfz3wA/g2bJQ9Zh1C1oO2dw+pw2+z4Z1MAvayBDFEPSmEF7+8n768+++e+S5pgzGEgBmVgzg+NJMLh1anvGLRnMwomqtkzu0OT2HaqWS8k6g3EFgyG+Z1ObC0AqxitlXfSS/VXtcS5KL7IMFjJbZ3CE+3zcfktG9lyt5GGY6KiPsXbPV54eljfK1gxHWidHzBlMT2NfvvKozqUfbDogH1aL0hHrWpQxZQYlTQ8VjaqATMCjOQgGAaAXI3qjf8cp3Zf2TytQvfgl++uWd5+cymP1Ik+fnfnJDOapVwaT1q5E1CWZq5RnOrPxC4lOi87nIXs/l1i/MBiPJhisSpKe2zKpbVM7NLXD4wkGm36GhGAQAHLonacfpMc/fHZvdxrwU6hUMq1eMn/kJ93Z5wNnjH5piXaFPJKfI2xL3sV6op+FcsOijd30aijrDDYGuTGZGSYaejA4kxncvK025DWaAjKxZwbN7OvdbAMAZIhCMgPLy3yPqIaJss5g7jTOrWvs1vbVRJOfOX8JYj1G6sNEpwJfWqIeDG7cMqnNk7VgMLbMYIjH4JzhuJlNSJovaZmZLdbMvi6StNeQ2wYA6MKwAphRfabl6aMzL5nBmWqieeqd/gx6fIZcsj2vZg0T7eL1CSYzmPdotU/jlTgCpkXTw0SntGlbbd5gdOsMZtuMvnTKzb5F0qWSVkq6s2H7Rkl/OqQ2AQB6ENsaj0VSajM+J+fn3D1JLzOYzuOgfWawnXIgQ+BiXXS+nhkM3exgsD5MNJJgcPqX8I7BTusM/omkPzGz/+nuHx9RmwCgpfDeYkeMDhrYyNcZbPOixVQVMa09Yc5gesrtvoVoY/54WUt2GdOqxfOG1KJ0xJoZHCv3Nsczr2bmDEY4TLT+hUnG7ehHp2Gip7j7NyRtMLP/0Xy9u39laC0DgBw57ZDd9d0fPKPVi+dn3ZTorFmxQJK0ekn2fTvqOYNtq4lGNWcwnZ3I+xDFkDQGTd1k08YrZd3xvtOG2aRUxJoZHK/GkRlc0FBApp4ZjCYYrP8M8BDsNEz0JZK+IemXW1znkggGARTChb+4r169brV2nVfNuik7Cb3gy68f/wKtXblIR78g23UOpQwyg53mDAb5PfNsA685X1/jLtIT/Sw0Zlm77dUQ5q8WITMYsmq5pHnVci0zOD1nMI5qonUhvmd3egV+lvy8xt2/M+zGAEBemVkuA8FGIX4ISbW+zUMgKI1+iE+78+v6OW0A598dMWcwf2avM5hhQ1LW6/DXUMQyZ1CqDRWNMTNY/042xPepTkfXBcnPjw27IQAAZG3UQxE7VhMdZWOGhGGi+VOZtc5gPP0a01zbRrFUE5XiDQbrQjwEO2UGHzKz70taaWb3Nmw3Se7uhw+vaQAwW4hvsqMQ+CjRXBn90hKtt1MsZWcEg+kp91hNNBSxLjofV2awqo1bJrVlMq5qonUhDKdu1qma6OvMbA9JN0n6ldE0CQCQpY+8+gh99GuPZN2MTIz6g7xdVsYiGiaaFuLj9FT6mDMYgli/MBiPKhicnRmMZZ3BkHWctenuT0k6wszGJB2YbH7Y3SeH2jIAQFfSPv151dGr9KqjV6X8qGil/ZzBeArIDKreA2RL0zOrLyPqVgrI5N+iiap+/N+btWnbdo2VS6pEsm8xVxOVJJnZSZI+I+lx1fZ3tZmd7+7fHmLbAACIWrsKmeWIlpZIS4jDr/JqdmYwnn6NteJsqWSqlk2T28OfFFDPDG7eNhXdEFEpzP+nbuu5/rGk0939YUkyswMlfU7S0cNqGIDR+NQFx+j67/4w62ZgACGdHpx04HIdu28+KofmQbvThkjPaQdCZjA90c4ZjPgYGSuXNLl9e9bNGNjCiYo2bpnUpm3boyoeE3I10W6DwWo9EJQkd3/EzPJdYx1AV04+aIVOPmhF1s3oSojfuI3CWS/cQ7c99oz2Xpr9ou2dXPcbx2bdhFxpN8eJLNjOQjzJyiszU6VkmtrhUb2r7r5oQvPHypo/FtfadZI0Xi3r+W0xBINVbZncoY1bJuPMDAb4D9Xtf8sdZvZJSX+Z/P16SeuH0yQAQC/O/4V99KvHrI7yBCh2bauJ1ucMhnhmMSSxFgfJSrkeDEbUr6ev3V23vvdULRiP770wlnmDCydqr81PntsaVWawLsQvrbs9si6W9KCkdySXByW9dViNAgB0z8wIBEPVsYAM6rEKwWC66kMqY+rVUsm067w4B67FsrzEwona6/OTjVs1vxrf51aIb1MdXwUzK0u6x90PVm3uIAAASEHbReeT874QTyyGhTmD6aJIUVhiWV5iJjO4RWtWLMi4NZC6yAy6+3ZJD5vZ3iNoDwAAhdE2GCQzuBNiwXTVS/qHOKytiOLJDNaCwcntHtUw0ZmlJcL7f+r2yFos6QEz+7qZ3VC/9PukZvYHZnavmd1tZv9kZiuT7WZmHzOzR5Prj2q4z/lm9v3kcn6/zw0gXAG+xwJzal9NlIO9kVmYJ1l5Np1ppVuDEEswuGhiZhhvTAVkilBN9P0pP++V7v5+STKzd0j6gGrzEl8u6YDkcpykT0g6zsyWSPqgpHWq9fcdZnaDu/8s5XYBADAynYeJBnhmkbJd51W1W6TzwLJUZZhoUGIbJipJ86rxBIN1If47zRkMmtmEakHaGkn3SbrG3acGfVJ339jw5y6aCajPkfQZd3dJ3zWz3cxsT0kvlXSzuz+TtOtmSWeqttYhAABBsjbnd+OVskoW1zfn/TrvhH30y0eszLoZ0SmXGYockrFK7b0g9OB9YUNmMKZhonUhfoHXKTN4naRJSbeolrVbK+k303hiM7tC0nmSnpV0crJ5L0k/arjZE8m2dttbPe5Fki6SpL33ZpojACC/2p027Dqvqi+99Re0ds9FI23PsCzdZUznnbBPX/edqJa1567z0m0QVEnSzyGevBZRlJnBCKtgh/jv1OlVWOvuh0mSmV0j6bZuH9jMviZpjxZXXebuf+vul0m6zMzeK+kS1YaBDszdr5Z0tSStW7fOO9wcAIDMzDU38Ki9F4+wJcN1x/tflnUT0KQc4dISMYtlzmC1XNJEtaQtkzvizAxm3YA+dAoGJ+u/uPtUL98euftpXd70ekk3qhYMbpC0uuG6Vcm2DaoNFW3c/q2uGwMAQA5RKAZZqa8zyDEYhvFIFp2XakNFt0zGtej89H9RgP9PnY6sI8xsY3J5TtLh9d/NbGOH+7ZlZgc0/HmOpH9Lfr9B0nlJVdHjJT3r7k9KuknS6Wa22MwWSzo92QYAQLACPG9AJFhnMCzj1ZiCwVouKqYCMtFWE3X3Yb1KHzazgyTtkPRD1YrUSLUM4VmSHpW0SdIFSTueMbM/kHR7crvL68VkAAAIFSfiyEqlIdO0dJcx/dfz2zJsDToZiywzKEnzY5wzGOBA0UxeBXd/ZZvtLuntba67VtK1w2wXAACjxBA9ZKXSkBm88TdP1GM/fT7jFmEuscwZlKRFSWYwpmGidSG+pccXkgMAEIgAzxsQiZkCMqbdF01o90UTGbcIcxmvxBM41YeJTkQ0TLQuxPd0gkEAwQjxG7ciOGDFAu2/fEHWzQgSmUFkpcKcwaDElBlcOF4fJhphMBjg/xPBIABgIDe/86SsmxCsEE8cEAeWlghLVMFghMNEbfpneP9R8RxZAAAEhgW/kZWZzCDHYAhiWXRemikgMy+iYLBeTTTEf6d4jiwAAAB0pV5NNMBz10KKKTO4x67jqpZNi+ZVs25K6kL8coVhogAAAAXDnMGwxLS0xCtetEpH7b1YiyYiDAazbkAf4jmyAEQvxLH4AJBHZYaJBmU8osqbY5WSDth9YdbNGIoQ/50IBgEAAAqmnhlEGGLKDCJfOLIAAAAKplwqBZnFKKqYCsjEzL3zbfKGIwsAAKBgKiUG3odkJhjkVUO6CAYBAAAKplw25gsGJKZqojEL8V+KIwtAMEJ8kwWAPKqSGQwKwSCGhSMLAACgYJgzGJbxSjzVRJEvBIMAAAAFUykby/UEhMwghoVF5wFgyL74lhP0862TWTcDAKadeMAybdo2lXUz0CWCwTCEWE2UYBAAhuzYfZdk3QQAmOXEA5brxAOWZ90MdImlJTAsHFkAgsGAJgBAEZEZDEOI83A5sgAAAIAcIzOIYeHIAgAAAHJsrMwpO4aDIwsAAADIMTMjIMRQcFQBAAAAOcdQ0fwLsZooRxWAYFiIM7MBAEgBRWQwDBxVAAAAQM4RDOZfiN9Zc1QBAAAAOccwUQwDRxUAAACQc2QGMQyVrBsAAAAAYG6vPnq1li4Yy7oZiAzBIIBgBDgUH4HYb/ku+sHTz2fdDABo680v2S/rJiBCBIMAgML7p0tfogArggMAMBCCQQBA4VVYzBkAUEB8+gEAAABAAREMAgAAAEABEQwCCEaIi7kCAADkFcEgAAAAABQQwSAAAAAAFBDBIAAAAAAUEMEgAAAAABQQwSCAYBgVZAAAAFJDMAgAAAAABUQwCAAAAAAFRDAIAAAAAAVEMAgAAAAABUQwCAAAAAAFRDAIAAAAAAVEMAgAAAAABUQwCAAAAAAFRDAIAAAAAH0yy7oF/atk3QAAAAAACNVlZx2iiWpZZx++Z9ZN6RnBIAAAAAD0aemCcf3vVxyWdTP6QjAIAECGrn/TcXp+61TWzQAAFBDBIAAAGXrxmmVZNwEAUFAUkAEAAACAAiIYBAAAAIACIhgEAAAAgAIiGAQAAACAAiIYBAAAAIACIhgEAAAAgAIiGAQAAACAAiIYBAAAAIACyjQYNLPfNjM3s2XJ32ZmHzOzR83sXjM7quG255vZ95PL+dm1GgAAAADCV8nqic1staTTJf1Hw+aXSzoguRwn6ROSjjOzJZI+KGmdJJd0h5nd4O4/G22rAQAAACAOWWYGr5L0btWCu7pzJH3Ga74raTcz21PSGZJudvdnkgDwZklnjrzFAAAAABCJTIJBMztH0gZ3v6fpqr0k/ajh7yeSbe22t3rsi8xsvZmtf/rpp1NsNQAAAADEY2jDRM3sa5L2aHHVZZJ+T7Uhoqlz96slXS1J69at8w43BwAAAIBCGlow6O6ntdpuZodJ2lfSPWYmSask3Wlmx0raIGl1w81XJds2SHpp0/Zvpd5oAAAAACiIkQ8Tdff73H2Fu+/j7vuoNuTzKHd/StINks5LqooeL+lZd39S0k2STjezxWa2WLWs4k2jbjsAAAAAxCKzaqJt3CjpLEmPStok6QJJcvdnzOwPJN2e3O5yd38mmyYCAAAAQPgyDwaT7GD9d5f09ja3u1bStSNqFgAAAABELdNF5wEAAAAA2SAYBAAAAIACIhgEAAAAgAIiGAQAAACAAiIYBAAAAIACIhgEAAAAgAIiGAQAAACAAiIYBAAAAIACIhgEAAAAgAIiGAQAAACAAiIYBAAAAIACIhgEAAAAgAIiGAQAAACAAiIYBAAAAIACIhgEAAAAgAIiGAQAAACAAiIYBAAAAIACIhgEAAAAgAIiGAQAAACAAiIYBAAAAIACIhgEAAAAgAIiGAQAAACAAiIYBAAAAIACIhgEAAAAgAIiGAQAAACAAiIYBAAAAIACIhgEAAAAgAIiGAQAAACAAiIYBAAAAIACIhgEAAAAgAIiGAQAAACAAiIYBAAAAIACIhgEAAAAgAIiGAQAAACAAiIYBAAAAIACIhgEAAAAgAIiGAQAAACAAiIYBAAAAIACIhgEAAAAgAIiGAQAAACAAiIYBAAAAIACIhgEAAAAgAIiGAQAAACAAiIYBAAAAIACIhgEAAAAgAIiGAQAAACAAiIYBAAAAIACIhgEAAAAgAIiGAQAAACAAiIYBAAAAIACIhgEAAAAgAIiGAQAAACAAiIYBAAAAIACIhgEAAAAgAIiGAQAAACAAiIYBAAAAIACIhgEAAAAgAIiGAQAAACAAiIYBAAAAIACyiQYNLPfN7MNZnZ3cjmr4br3mtmjZvawmZ3RsP3MZNujZvaeLNoNAAAAALGoZPjcV7n7Rxo3mNlaSa+VdKiklZK+ZmYHJlf/maSXSXpC0u1mdoO7PzjKBgMAAABALLIMBls5R9Ln3X2rpMfM7FFJxybXPeruP5AkM/t8cluCQQAAAADoQ5ZzBi8xs3vN7FozW5xs20vSjxpu80Syrd32nZjZRWa23szWP/3008NoNwAAAAAEb2jBoJl9zczub3E5R9InJO0v6UhJT0r6o7Se192vdvd17r5u+fLlaT0sAAAAAERlaMNE3f20bm5nZn8h6e+TPzdIWt1w9apkm+bYDgAAAADoUVbVRPds+PMVku5Pfr9B0mvNbNzM9pV0gKTbJN0u6QAz29fMxlQrMnPDKNsMAAAAADHJqoDMH5rZkZJc0uOS3iJJ7v6AmX1RtcIwU5Le7u7bJcnMLpF0k6SypGvd/YEM2g0AAAAAUcgkGHT3N8xx3RWSrmix/UZJNw6zXQAAAABQFFlWEwUAAAAAZIRgEAAAAAAKiGAQQHAO22vXrJsAAAAQvKwKyABAX2677FQtHK9m3QwAAIDgEQwCCMqKhRNZNwEAACAKDBMFAAAAgAIiGAQAAACAAiIYBAAAAIACIhgEAAAAgAIiGAQAAACAAiIYBAAAAIACIhgEAAAAgAIiGAQAAACAAiIYBAAAAIACIhgEAAAAgAIiGAQAAACAAiIYBAAAAIACIhgEAAAAgAIiGAQAAACAAiIYBAAAAIACMnfPug1DY2ZPS/ph1u3o0jJJP826EQVG/2eHvs8W/Z8d+j5b9H926Pts0f/ZyarvX+Duy1tdEXUwGBIzW+/u67JuR1HR/9mh77NF/2eHvs8W/Z8d+j5b9H928tj3DBMFAAAAgAIiGAQAAACAAiIYzI+rs25AwdH/2aHvs0X/Z4e+zxb9nx36Plv0f3Zy1/fMGQQAAACAAiIzCAAAAAAFRDAIAAAAAAVEMJgSMzvTzB42s0fN7D0trh83sy8k13/PzPZpuO69yfaHzeyMTo9pZpck29zMlg195wIw4v6/Ptl+v5lda2bVoe9gzo24/68xs3vM7F4z+5KZLRj6DubYKPu+4fqPmdnPh7ZTARnxsf9pM3vMzO5OLkcOe//ybMR9b2Z2hZk9YmYPmdk7hr6DOTfi/r+l4bj/sZn9zbD3L89G3PenmtmdSd9/x8zWDH0Hc27E/X9K0v/3m9l1ZlZJfYfcncuAF0llSf8uaT9JY5LukbS26TZvk/Tnye+vlfSF5Pe1ye3HJe2bPE55rseU9CJJ+0h6XNKyrPc/60sG/X+WJEsun5P01qz7oGD9v6jhcf9Y0nuy7oOi9H1yv3WSPivp51nvf9aXDI79T0t6Vdb7nYdLBn1/gaTPSColf6/Iug+K1P9Nj/tlSedl3QdF6XtJj0g6pOFxP511HxSl/1VL2v1I0oHJ/S+XdGHa+0RmMB3HSnrU3X/g7tskfV7SOU23OUfSdcnvX5J0qplZsv3z7r7V3R+T9GjyeG0f093vcvfHh71TARl1/9/oCUm3SVo15P3Lu1H3/0ap9k29pHmSilwFa6R9b2ZlSVdKeveQ9ysUI+1/zDLqvn+rpMvdfYckuftPhrhvIcjk2DezRZJOkfQ3w9mtIIy6713SouT3XSX9eEj7FYpR9v9SSdvc/ZHksW6W9Mq0d4hgMB17qRa51z2RbGt5G3efkvSsai9yu/t285ioyaT/rTY89A2S/nHgPQjbyPvfzD4l6SlJB0v6eBo7EahR9/0lkm5w9ydTan/osnjvucJqQ6SvMrPxNHYiUKPu+/0lvcbM1pvZP5jZASntR6iyOu85V9LX618KFtSo+/5Nkm40sydUO+f5cCp7Ea5R9v9PJVXMbF2y/VWSVqeyFw0IBoH+/V9J33b3W7JuSNG4+wWSVkp6SNJrMm5OIZjZSkmvVrGD76y9V7UvQI6RtETS72bbnEIZl7TF3ddJ+gtJ12bcnqJ6nWrTMzA6vyXpLHdfJelTqk3PwAgkI9BeK+kqM7tN0nOStqf9PASD6dig2ZH6qmRby9skkz93lfRfc9y3m8dEzcj738w+KGm5pHemsgdhy+T4d/ftqg2lSH3IREBG2fcvkrRG0qNm9rik+Wb2aFo7EqiRHvvu/mQyQn2raidlx6a2J+EZ9fvOE5K+kvz+15IOH3gPwpbF5+4y1Y75r6ayB+EaWd+b2XJJR7j795LtX5D0C+nsRrBG/b5/q7uf6O7HSvq2anM405X2JMQiXiRVJP1Atcmg9Ymfhzbd5u2aPZn0i8nvh2r2ZNIfqDaRtJvHfFwUkBl5/6s2ZOJfJc3Let/zcBll/6tWtGdNcl+T9BFJH8m6D4rQ9y2emwIyo3/v2TP5aZI+KunDWfdBgfr+w5J+I/n9pZJuz7oPitT/yf0ulnRd1vue9WWUfZ9s/6lmCphcKOnLWfdBUfo/uc+K5Oe4pK9LOiX1fcq6U2O5qFZh8hHVqgFdlmy7XNKvJL9PSPor1SaL3iZpv4b7Xpbc72FJL5/rMZPt71DtW8op1SbyfjLr/c/6MuL+n0q23Z1cPpD1/md9GVX/qzaa4V8k3SfpfknXq6G6aBEvozz2m5638MHgqPtf0jcajv2/lLQg6/0vUN/vplpG6j5Jt6qWLcm8D4rS/8l135J0Ztb7nYfLiI/9VyTH/T3Ja7DfsPcv75cR9/+Vqk2JeVjSpcPYH0ueCAAAAABQIMwZBAAAAIACIhgEAAAAgAIiGAQAAACAAiIYBAAAAIACIhgEAAAAgAIiGAQAoAUzm29m15vZfWZ2v5l9x8wWDOm5ft/MNpjZ3Wb2oJm9rov7XGpm8xv+vtHMdhtG+wAAcWJpCQAAWjCz90pa7u7vTP4+SNLj7r51CM/1+6qt3fgRMztA0h2Slrr75Bz3eVzSOnf/adrtAQAUA5lBAECUzOz9ZvZwktH7nJn9jpm92cxuN7N7zOzL9cyamb06yf7dY2bfTh5iT0kb6o/n7g+7+1Yze5eZvSO531Vm9o3k91PM7Prk90+Y2Xoze8DMPtTQpsfN7A+TbONtZramud3u/n1JmyQtbvdYyfOvlPRNM/tmw2MvS35/Z7I/95vZpal2LAAgGgSDAIDomNkxkl4p6QhJL5e0LrnqK+5+jLsfIekhSRcm2z8g6Yxk+68k266V9LtmdquZ/a8kYydJt0g6Mfl9naQFZlZNttUDycvcfZ2kwyWdZGaHNzTvWXc/TNKfSvpoi7YfJen77v6Tdo/l7h+T9GNJJ7v7yU33P1rSBZKOk3S8pDeb2Yu66DYAQMEQDAIAYvRiSX/r7lvc/TlJf5dsf6GZ3WJm90l6vaRDk+3/IunTZvZmSWVJcve7Je0n6UpJSyTdbmaHqDaE82gzWyRpq6RbVQsKT1QtUJSkXzWzOyXdlTzH2oa2fa7h5wkN23/LzB6Q9D1JVzRsn+uxWvlFSX/t7s+7+88lfUUzwSsAANMIBgEARfJpSZckmbkPSZqQJHe/WNL7JK2WdIeZLU22/9zdv+Lub5P0l5LOSubxPSbpjZL+VbUA8GRJayQ9ZGb7SvodSae6++GSvlp/noS3+f0qdz9UtYzmNWY20cVjAQDQN4JBAECM/kXSLycB1QJJv5RsXyjpyWRY5+vrNzaz/d39e+7+AUlPS1ptZi82s/q8vTHVMnI/TO5yi2pB2reT3y+WdJfXqrItkvS8pGfNbHfVhqk2ek3Dz1ubG+7uN0haL+n8Do/1XLI/zW6RdG5SDXUXSa/QTMYSAIBplawbAABA2tz9djO7QdK9kv5T0n2SnpX0ftWGYT6d/KwHU1cmcwJN0tcl3SPpDZI+YWam2penX5X05eT2t0i6TNKt7v68mW1Jtsnd7zGzuyT9m6QfqRaYNlpsZveqNsS03RISl0v6f5IOUW14aKvHulrSP5rZjxvnDbr7nWb2aUm3JZs+6e53zd1jAIAiYmkJAECUzGyBu/88qRj6bUkXufudGbfpcbEcBAAgJ8gMAgBidbWZrVVtjt11WQeCAADkDZlBAAAAACggCsgAAAAAQAERDAIAAABAAREMAgAAAEABEQwCAAAAQAERDAIAAABAAf1/KThUzK2iEicAAAAASUVORK5CYII=",
      "text/plain": [
       "<Figure size 1080x504 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "negativeGasProfitDf = gasProfitDf[gasProfitDf['jitProfit']<0]\n",
    "negativeGasProfitDf\n",
    "\n",
    "negativeGasProfitDf['jitProfit'].iloc[:-10].plot(figsize=(15,7),title='Gas/Swap Ratio and Profit Analysis (Negative Profit Ones)',ylabel='Profit (USDC)')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e507984f",
   "metadata": {},
   "source": [
    "## Q4: JIT's Impact on LP"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "891a2a3b",
   "metadata": {},
   "source": [
    "### Q4-1: General picture in the last 6 months"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 233,
   "id": "7bf35b2b",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Total LP Fee ($):  100090974.8680468\n",
      "Total JIT Fee ($):  2261484.7426152327\n",
      "JIT Fee Ratio (%):  0.022594292298547616\n"
     ]
    }
   ],
   "source": [
    "totalTradingVolume = (abs(swapData['amount0']) + abs(swapData['amount1'] * swapData['price'])).sum()\n",
    "totalLPFee = totalTradingVolume * 0.0005\n",
    "totalJITFee = sum(list(jitFeeIncomes.values()))\n",
    "jitFeeRatio = totalJITFee / totalLPFee\n",
    "\n",
    "print('Total LP Fee ($): ',totalLPFee)\n",
    "print('Total JIT Fee ($): ',totalJITFee)\n",
    "print('JIT Fee Ratio (%): ',jitFeeRatio)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "524cca05",
   "metadata": {},
   "source": [
    "### Q4-2: Daily data in the past 6 months"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 248,
   "id": "fa426348",
   "metadata": {},
   "outputs": [],
   "source": [
    "jitFeeRatio = {}\n",
    "startTime = 1651276800 # 2022/04/30 00:00 utc+0\n",
    "endTime = startTime + 86400 \n",
    "\n",
    "while startTime < swapData.iloc[-1]['block_time']:\n",
    "    isStart = swapData['block_time'] > startTime\n",
    "    isEnd = swapData['block_time'] < endTime\n",
    "    \n",
    "    dailySwapData = swapData[isStart & isEnd]\n",
    "    dailySwapVolume = (abs(dailySwapData['amount0']) + abs(dailySwapData['amount1']) * dailySwapData['price']).sum()\n",
    "    dailySwapFee = dailySwapVolume * 0.0005\n",
    "    isStart = totalDf.index > startTime\n",
    "    isEnd = totalDf.index < endTime\n",
    "    dailyJITFee = totalDf[isStart & isEnd]['JIT Fee'].sum()\n",
    "            \n",
    "#     jitLiquidityRatio[startTime] = {'jitLiquidity':dailyJITLiquidity,\n",
    "#                                     'allLiquidity':dailyAddLiquidity,\n",
    "#                                     'jitLiquidityRatio': dailyJITLiquidity / dailyAddLiquidity}\n",
    "    jitFeeRatio[startTime] = dailyJITFee / dailySwapFee * 100\n",
    "    # reiterate\n",
    "    startTime = endTime\n",
    "    endTime += 86400"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 255,
   "id": "fcef54b6",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<AxesSubplot:title={'center':'Daily JIT Fee / Total LP Fee'}, xlabel='Date', ylabel='(%)'>"
      ]
     },
     "execution_count": 255,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1080x504 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "FeeRatioDf = pd.DataFrame.from_dict(jitFeeRatio, orient='index')\n",
    "FeeRatioDf.columns = ['JIT Fee Ratio (%)']\n",
    "FeeRatioDf.index = pd.to_datetime((FeeRatioDf.index*1e9).astype(int))\n",
    "FeeRatioDf.plot(figsize=(15,7),\n",
    "                xlabel='Date',\n",
    "                ylabel='(%)',\n",
    "                title='Daily JIT Fee / Total LP Fee')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 254,
   "id": "0e0ab6e1",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "2.660201090756558"
      ]
     },
     "execution_count": 254,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "FeeRatioDf['JIT Fee Ratio (%)'].sum()/len(FeeRatioDf)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a5e53612",
   "metadata": {},
   "source": [
    "## Q5: JIT tick range Analysis"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "6bc00aaa",
   "metadata": {},
   "outputs": [],
   "source": [
    "jitFeeIncomes, V3PnLs, gasCosts, jitLiquidity, jitSwapAmount,jitTickRanges = getJITPnL(addLiquidity,removeLiquidity,swapData)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 332,
   "id": "823f284e",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{10: 4666}"
      ]
     },
     "execution_count": 332,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "tickCountdict = {}\n",
    "for time in jitTickRanges:\n",
    "    tick = jitTickRanges[time]\n",
    "    if tick not in adict:\n",
    "        tickCount[tick] = 1\n",
    "    else:\n",
    "        tickCount[tick] += 1\n",
    "tickCount"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3.8.10 ('.venv': venv)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.8.10"
  },
  "vscode": {
   "interpreter": {
    "hash": "d1f1821c1b64bd90697a246f3d2e2c0c0b57f8136d7443991455409ee437905f"
   }
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}