{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "bc8569e9-5836-4fa2-8933-15557aa93593",
   "metadata": {},
   "source": [
    "# LSTM Example"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "89632602-b6b3-47b0-946c-95c4726f87a5",
   "metadata": {},
   "outputs": [],
   "source": [
    "import pandas as pd\n",
    "import numpy as np\n",
    "import seaborn as sns\n",
    "import matplotlib.pyplot as plt\n",
    "from scalecast.Forecaster import Forecaster\n",
    "\n",
    "sns.set(rc={'figure.figsize':(15,8)})"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3cbe2356-30c2-4b97-9a06-ec2c881ad7bb",
   "metadata": {},
   "source": [
    "## Data preprocessing"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "f72c1dde-b508-4935-b119-72eb01e31b45",
   "metadata": {},
   "outputs": [],
   "source": [
    "data = pd.read_csv('AirPassengers.csv',parse_dates=['Month'])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "aa22ca68-2802-46a2-8c1e-c30e53365498",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Month</th>\n",
       "      <th>#Passengers</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>1949-01-01</td>\n",
       "      <td>112</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>1949-02-01</td>\n",
       "      <td>118</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>1949-03-01</td>\n",
       "      <td>132</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>1949-04-01</td>\n",
       "      <td>129</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>1949-05-01</td>\n",
       "      <td>121</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "       Month  #Passengers\n",
       "0 1949-01-01          112\n",
       "1 1949-02-01          118\n",
       "2 1949-03-01          132\n",
       "3 1949-04-01          129\n",
       "4 1949-05-01          121"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "data.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "535c4c89-8776-4a1b-a035-1f9a9f589fc2",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(144, 2)"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "data.shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "a682089c-725b-4785-9c2f-7d32d3d38178",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Timestamp('1949-01-01 00:00:00')"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "data['Month'].min()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "b56dbb22-4937-48ef-9752-d737fea2a1ec",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Timestamp('1960-12-01 00:00:00')"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "data['Month'].max()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8d4b395f-9d4f-4353-9f43-a527e0723a5b",
   "metadata": {},
   "source": [
    "## EDA"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "3a2b9b0c-46f7-4fdf-858c-cb621ae85dd3",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x576 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "f = Forecaster(y=data['#Passengers'],current_dates=data['Month'])\n",
    "f.plot()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "6f74d4e0-b17c-4a01-8259-7a1fae8a4eb2",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Forecaster(\n",
       "    DateStartActuals=1949-01-01T00:00:00.000000000\n",
       "    DateEndActuals=1960-12-01T00:00:00.000000000\n",
       "    Freq=MS\n",
       "    ForecastLength=0\n",
       "    Xvars=[]\n",
       "    Differenced=0\n",
       "    TestLength=1\n",
       "    ValidationLength=1\n",
       "    ValidationMetric=rmse\n",
       "    ForecastsEvaluated=[]\n",
       "    CILevel=0.95\n",
       "    BootstrapSamples=100\n",
       "    CurrentEstimator=None\n",
       ")"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "f"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "586b57e4-d481-4102-a9d8-bbb47382c5dd",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x576 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "f.plot_acf(lags=26)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "60600373-0c90-4bbf-9556-b892b1232ce5",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x576 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "f.plot_pacf(lags=26)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "1ba1c8f7-84af-4518-8b74-74566377eb4c",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x576 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "f.seasonal_decompose().plot()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "31566ff9-519a-4765-9053-262a7c16dc67",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "0.8153688792060569\n",
      "0.9918802434376411\n"
     ]
    }
   ],
   "source": [
    "stat, pval, _, _, _, _ = f.adf_test(full_res=True)\n",
    "print(stat)\n",
    "print(pval)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "314e5949-d495-415f-9c31-2051cf6bd93d",
   "metadata": {},
   "source": [
    "## LSTM Model"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "f291f12a-b2fe-40c0-a277-ff0346270c3b",
   "metadata": {},
   "outputs": [],
   "source": [
    "f.set_test_length(12)\n",
    "f.generate_future_dates(12)\n",
    "f.set_estimator('lstm')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e2dbac09-49c2-47de-b4ff-8c26222d9f03",
   "metadata": {},
   "source": [
    "### Attempt 1"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "834fa3f3-79c8-4bce-8e8c-20e699c7097b",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "4/4 [==============================] - 1s 2ms/step - loss: 0.3507\n",
      "5/5 [==============================] - 1s 2ms/step - loss: 0.3386\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x576 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "f.manual_forecast(call_me='lstm_default')\n",
    "f.plot_test_set(ci=True)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "cfe6fc74-4ea4-405e-93dd-a70e7b43cacd",
   "metadata": {},
   "source": [
    "### Attempt 2"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "96e16592-b482-49be-9343-293570d5f70c",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "3/3 [==============================] - 1s 5ms/step - loss: 0.3823\n",
      "4/4 [==============================] - 1s 7ms/step - loss: 0.3503\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x576 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "f.manual_forecast(call_me='lstm_24lags',lags=24)\n",
    "f.plot_test_set(ci=True)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a8fd9c8b-3aa8-4343-84c3-3abcc30eb7d6",
   "metadata": {},
   "source": [
    "### Attempt 3"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "455cc7ec-5780-4470-b327-d71b2d5d7d49",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Epoch 1/5\n",
      "3/3 [==============================] - 2s 193ms/step - loss: 0.4549 - val_loss: 0.1873\n",
      "Epoch 2/5\n",
      "3/3 [==============================] - 0s 17ms/step - loss: 0.4461 - val_loss: 0.1813\n",
      "Epoch 3/5\n",
      "3/3 [==============================] - 0s 15ms/step - loss: 0.4374 - val_loss: 0.1752\n",
      "Epoch 4/5\n",
      "3/3 [==============================] - 0s 16ms/step - loss: 0.4287 - val_loss: 0.1691\n",
      "Epoch 5/5\n",
      "3/3 [==============================] - 0s 15ms/step - loss: 0.4199 - val_loss: 0.1631\n",
      "Epoch 1/5\n",
      "3/3 [==============================] - 2s 166ms/step - loss: 0.4308 - val_loss: 0.1668\n",
      "Epoch 2/5\n",
      "3/3 [==============================] - 0s 16ms/step - loss: 0.4225 - val_loss: 0.1609\n",
      "Epoch 3/5\n",
      "3/3 [==============================] - 0s 15ms/step - loss: 0.4142 - val_loss: 0.1551\n",
      "Epoch 4/5\n",
      "3/3 [==============================] - 0s 17ms/step - loss: 0.4059 - val_loss: 0.1493\n",
      "Epoch 5/5\n",
      "3/3 [==============================] - 0s 15ms/step - loss: 0.3975 - val_loss: 0.1434\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x576 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "f.manual_forecast(call_me='lstm_24lags_5epochs',lags=24,epochs=5,validation_split=.2,shuffle=True)\n",
    "f.plot_test_set(ci=True)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c86e0040-fc4f-4f7d-bfc3-f80d0a06310b",
   "metadata": {},
   "source": [
    "### Attempt 4"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "cd01f27b-3b8c-4ff3-9f1f-d0ed1ea59455",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Epoch 1/25\n",
      "3/3 [==============================] - 4s 432ms/step - loss: 0.4674 - val_loss: 0.1867\n",
      "Epoch 2/25\n",
      "3/3 [==============================] - 0s 27ms/step - loss: 0.4491 - val_loss: 0.1720\n",
      "Epoch 3/25\n",
      "3/3 [==============================] - 0s 26ms/step - loss: 0.4278 - val_loss: 0.1543\n",
      "Epoch 4/25\n",
      "3/3 [==============================] - 0s 26ms/step - loss: 0.4020 - val_loss: 0.1330\n",
      "Epoch 5/25\n",
      "3/3 [==============================] - 0s 28ms/step - loss: 0.3686 - val_loss: 0.1132\n",
      "Epoch 6/25\n",
      "3/3 [==============================] - 0s 26ms/step - loss: 0.3275 - val_loss: 0.1103\n",
      "Epoch 7/25\n",
      "3/3 [==============================] - 0s 26ms/step - loss: 0.2848 - val_loss: 0.1334\n",
      "Epoch 8/25\n",
      "3/3 [==============================] - 0s 34ms/step - loss: 0.2618 - val_loss: 0.1648\n",
      "Epoch 9/25\n",
      "3/3 [==============================] - 0s 31ms/step - loss: 0.2514 - val_loss: 0.1769\n",
      "Epoch 10/25\n",
      "3/3 [==============================] - 0s 27ms/step - loss: 0.2380 - val_loss: 0.1686\n",
      "Epoch 11/25\n",
      "3/3 [==============================] - 0s 26ms/step - loss: 0.2179 - val_loss: 0.1489\n",
      "Epoch 1/25\n",
      "3/3 [==============================] - 4s 424ms/step - loss: 0.4533 - val_loss: 0.1680\n",
      "Epoch 2/25\n",
      "3/3 [==============================] - 0s 33ms/step - loss: 0.4356 - val_loss: 0.1545\n",
      "Epoch 3/25\n",
      "3/3 [==============================] - 0s 35ms/step - loss: 0.4168 - val_loss: 0.1382\n",
      "Epoch 4/25\n",
      "3/3 [==============================] - 0s 30ms/step - loss: 0.3937 - val_loss: 0.1171\n",
      "Epoch 5/25\n",
      "3/3 [==============================] - 0s 32ms/step - loss: 0.3626 - val_loss: 0.0955\n",
      "Epoch 6/25\n",
      "3/3 [==============================] - 0s 36ms/step - loss: 0.3200 - val_loss: 0.0889\n",
      "Epoch 7/25\n",
      "3/3 [==============================] - 0s 33ms/step - loss: 0.2695 - val_loss: 0.1161\n",
      "Epoch 8/25\n",
      "3/3 [==============================] - 0s 33ms/step - loss: 0.2367 - val_loss: 0.1605\n",
      "Epoch 9/25\n",
      "3/3 [==============================] - 0s 32ms/step - loss: 0.2269 - val_loss: 0.1860\n",
      "Epoch 10/25\n",
      "3/3 [==============================] - 0s 31ms/step - loss: 0.2113 - val_loss: 0.1799\n",
      "Epoch 11/25\n",
      "3/3 [==============================] - 0s 39ms/step - loss: 0.1896 - val_loss: 0.1557\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x576 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "from tensorflow.keras.callbacks import EarlyStopping\n",
    "f.manual_forecast(call_me='lstm_24lags_earlystop_3layers',\n",
    "                  lags=24,\n",
    "                  epochs=25,\n",
    "                  validation_split=.2,\n",
    "                  shuffle=True,\n",
    "                  callbacks=EarlyStopping(monitor='val_loss',\n",
    "                                          patience=5),\n",
    "                  lstm_layer_sizes=(16,16,16),\n",
    "                  dropout=(0,0,0))\n",
    "f.plot_test_set(ci=True)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "20081bc8-2bd2-429a-b570-8ee57ba72db0",
   "metadata": {},
   "source": [
    "### Attempt 5"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "e317aa9f-5339-4c08-ab23-d98f2f4f5044",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Epoch 1/15\n",
      "3/3 [==============================] - 6s 633ms/step - loss: 0.4843 - val_loss: 0.2002\n",
      "Epoch 2/15\n",
      "3/3 [==============================] - 0s 58ms/step - loss: 0.3794 - val_loss: 0.1141\n",
      "Epoch 3/15\n",
      "3/3 [==============================] - 0s 61ms/step - loss: 0.2180 - val_loss: 0.1044\n",
      "Epoch 4/15\n",
      "3/3 [==============================] - 0s 67ms/step - loss: 0.1162 - val_loss: 0.0598\n",
      "Epoch 5/15\n",
      "3/3 [==============================] - 0s 68ms/step - loss: 0.1347 - val_loss: 0.0759\n",
      "Epoch 6/15\n",
      "3/3 [==============================] - 0s 65ms/step - loss: 0.1231 - val_loss: 0.0829\n",
      "Epoch 7/15\n",
      "3/3 [==============================] - 0s 63ms/step - loss: 0.1053 - val_loss: 0.0593\n",
      "Epoch 8/15\n",
      "3/3 [==============================] - ETA: 0s - loss: 0.099 - 0s 62ms/step - loss: 0.0993 - val_loss: 0.0564\n",
      "Epoch 9/15\n",
      "3/3 [==============================] - 0s 65ms/step - loss: 0.0973 - val_loss: 0.0532\n",
      "Epoch 10/15\n",
      "3/3 [==============================] - 0s 61ms/step - loss: 0.0940 - val_loss: 0.0525\n",
      "Epoch 11/15\n",
      "3/3 [==============================] - 0s 58ms/step - loss: 0.0912 - val_loss: 0.0522\n",
      "Epoch 12/15\n",
      "3/3 [==============================] - 0s 64ms/step - loss: 0.0908 - val_loss: 0.0568\n",
      "Epoch 13/15\n",
      "3/3 [==============================] - 0s 64ms/step - loss: 0.0889 - val_loss: 0.0521\n",
      "Epoch 14/15\n",
      "3/3 [==============================] - 0s 67ms/step - loss: 0.0934 - val_loss: 0.0626\n",
      "Epoch 15/15\n",
      "3/3 [==============================] - 0s 70ms/step - loss: 0.0921 - val_loss: 0.0564\n",
      "Epoch 1/15\n",
      "3/3 [==============================] - 7s 775ms/step - loss: 0.4749 - val_loss: 0.1933\n",
      "Epoch 2/15\n",
      "3/3 [==============================] - 0s 62ms/step - loss: 0.4087 - val_loss: 0.1080\n",
      "Epoch 3/15\n",
      "3/3 [==============================] - 0s 67ms/step - loss: 0.2353 - val_loss: 0.1847\n",
      "Epoch 4/15\n",
      "3/3 [==============================] - 0s 71ms/step - loss: 0.1748 - val_loss: 0.0843\n",
      "Epoch 5/15\n",
      "3/3 [==============================] - 0s 69ms/step - loss: 0.1199 - val_loss: 0.0473\n",
      "Epoch 6/15\n",
      "3/3 [==============================] - 0s 77ms/step - loss: 0.1194 - val_loss: 0.1083\n",
      "Epoch 7/15\n",
      "3/3 [==============================] - 0s 76ms/step - loss: 0.1156 - val_loss: 0.1251\n",
      "Epoch 8/15\n",
      "3/3 [==============================] - 0s 76ms/step - loss: 0.1076 - val_loss: 0.0666\n",
      "Epoch 9/15\n",
      "3/3 [==============================] - 0s 72ms/step - loss: 0.0979 - val_loss: 0.0580\n",
      "Epoch 10/15\n",
      "3/3 [==============================] - 0s 72ms/step - loss: 0.0946 - val_loss: 0.0728\n",
      "Epoch 11/15\n",
      "3/3 [==============================] - 0s 70ms/step - loss: 0.0926 - val_loss: 0.0521\n",
      "Epoch 12/15\n",
      "3/3 [==============================] - 0s 70ms/step - loss: 0.0865 - val_loss: 0.0472\n",
      "Epoch 13/15\n",
      "3/3 [==============================] - 0s 70ms/step - loss: 0.0870 - val_loss: 0.0475\n",
      "Epoch 14/15\n",
      "3/3 [==============================] - 0s 68ms/step - loss: 0.0845 - val_loss: 0.0498\n",
      "Epoch 15/15\n",
      "3/3 [==============================] - 0s 69ms/step - loss: 0.0831 - val_loss: 0.0576\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x576 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x576 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "f.manual_forecast(call_me='lstm_24lags_4layers_15epochs',\n",
    "                  lags=36,\n",
    "                  batch_size=32,\n",
    "                  epochs=15,\n",
    "                  validation_split=.2,\n",
    "                  shuffle=True,\n",
    "                  activation='tanh',\n",
    "                  optimizer='Adam',\n",
    "                  learning_rate=0.001,\n",
    "                  lstm_layer_sizes=(72,)*4,\n",
    "                  dropout=(0,)*4,\n",
    "                  plot_loss=True)\n",
    "f.plot_test_set(order_by='LevelTestSetMAPE',models='top_2',ci=True)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "27fa6802-cb8c-4e75-8fdc-6e9666c10dc2",
   "metadata": {},
   "source": [
    "### Attempt 6"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "8b42221d-2b0c-4261-8fc1-271b829cb6c7",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Epoch 1/300\n",
      "5/5 [==============================] - 26s 1s/step - loss: 0.4565 - val_loss: 0.2858\n",
      "Epoch 2/300\n",
      "5/5 [==============================] - 1s 295ms/step - loss: 0.1735 - val_loss: 0.2274\n",
      "Epoch 3/300\n",
      "5/5 [==============================] - 2s 302ms/step - loss: 0.1574 - val_loss: 0.2142\n",
      "Epoch 4/300\n",
      "5/5 [==============================] - 1s 300ms/step - loss: 0.1419 - val_loss: 0.3462\n",
      "Epoch 5/300\n",
      "5/5 [==============================] - 2s 308ms/step - loss: 0.1704 - val_loss: 0.1709\n",
      "Epoch 6/300\n",
      "5/5 [==============================] - 2s 306ms/step - loss: 0.1314 - val_loss: 0.2677\n",
      "Epoch 7/300\n",
      "5/5 [==============================] - 2s 310ms/step - loss: 0.1403 - val_loss: 0.0713\n",
      "Epoch 8/300\n",
      "5/5 [==============================] - 1s 300ms/step - loss: 0.1581 - val_loss: 0.1365\n",
      "Epoch 9/300\n",
      "5/5 [==============================] - 2s 307ms/step - loss: 0.1226 - val_loss: 0.0815\n",
      "Epoch 10/300\n",
      "5/5 [==============================] - 2s 304ms/step - loss: 0.1073 - val_loss: 0.1793\n",
      "Epoch 11/300\n",
      "5/5 [==============================] - 2s 311ms/step - loss: 0.1131 - val_loss: 0.1221\n",
      "Epoch 12/300\n",
      "5/5 [==============================] - 2s 325ms/step - loss: 0.1080 - val_loss: 0.0530\n",
      "Epoch 13/300\n",
      "5/5 [==============================] - 2s 312ms/step - loss: 0.1002 - val_loss: 0.0590\n",
      "Epoch 14/300\n",
      "5/5 [==============================] - 2s 317ms/step - loss: 0.0985 - val_loss: 0.0894\n",
      "Epoch 15/300\n",
      "5/5 [==============================] - 2s 322ms/step - loss: 0.1030 - val_loss: 0.0711\n",
      "Epoch 16/300\n",
      "5/5 [==============================] - 1s 284ms/step - loss: 0.0952 - val_loss: 0.0780\n",
      "Epoch 17/300\n",
      "5/5 [==============================] - 2s 345ms/step - loss: 0.0967 - val_loss: 0.0663\n",
      "Epoch 18/300\n",
      "5/5 [==============================] - 1s 293ms/step - loss: 0.0916 - val_loss: 0.0725\n",
      "Epoch 19/300\n",
      "5/5 [==============================] - 2s 327ms/step - loss: 0.0938 - val_loss: 0.0640\n",
      "Epoch 20/300\n",
      "5/5 [==============================] - 2s 328ms/step - loss: 0.0958 - val_loss: 0.0742\n",
      "Epoch 21/300\n",
      "5/5 [==============================] - 1s 287ms/step - loss: 0.0919 - val_loss: 0.0649\n",
      "Epoch 22/300\n",
      "5/5 [==============================] - 2s 303ms/step - loss: 0.0925 - val_loss: 0.0933\n",
      "Epoch 23/300\n",
      "5/5 [==============================] - 2s 315ms/step - loss: 0.0898 - val_loss: 0.0617\n",
      "Epoch 24/300\n",
      "5/5 [==============================] - 1s 285ms/step - loss: 0.0925 - val_loss: 0.0576\n",
      "Epoch 25/300\n",
      "5/5 [==============================] - 1s 301ms/step - loss: 0.0914 - val_loss: 0.0596\n",
      "Epoch 26/300\n",
      "5/5 [==============================] - 1s 299ms/step - loss: 0.0920 - val_loss: 0.0646\n",
      "Epoch 27/300\n",
      "5/5 [==============================] - 2s 328ms/step - loss: 0.0906 - val_loss: 0.0591\n",
      "Epoch 28/300\n",
      "5/5 [==============================] - 2s 312ms/step - loss: 0.0903 - val_loss: 0.0641\n",
      "Epoch 29/300\n",
      "5/5 [==============================] - 1s 291ms/step - loss: 0.0899 - val_loss: 0.0660\n",
      "Epoch 30/300\n",
      "5/5 [==============================] - 1s 273ms/step - loss: 0.0885 - val_loss: 0.0584\n",
      "Epoch 31/300\n",
      "5/5 [==============================] - 2s 314ms/step - loss: 0.0881 - val_loss: 0.0593\n",
      "Epoch 32/300\n",
      "5/5 [==============================] - 2s 312ms/step - loss: 0.0896 - val_loss: 0.0569\n",
      "Epoch 33/300\n",
      "5/5 [==============================] - 2s 308ms/step - loss: 0.0899 - val_loss: 0.0607\n",
      "Epoch 34/300\n",
      "5/5 [==============================] - 2s 343ms/step - loss: 0.0909 - val_loss: 0.0546\n",
      "Epoch 35/300\n",
      "5/5 [==============================] - 2s 333ms/step - loss: 0.0934 - val_loss: 0.0601\n",
      "Epoch 36/300\n",
      "5/5 [==============================] - 2s 333ms/step - loss: 0.0900 - val_loss: 0.0716\n",
      "Epoch 37/300\n",
      "5/5 [==============================] - 2s 354ms/step - loss: 0.0905 - val_loss: 0.0585\n",
      "Epoch 38/300\n",
      "5/5 [==============================] - 2s 328ms/step - loss: 0.0893 - val_loss: 0.0731\n",
      "Epoch 39/300\n",
      "5/5 [==============================] - 2s 369ms/step - loss: 0.0886 - val_loss: 0.0552\n",
      "Epoch 40/300\n",
      "5/5 [==============================] - 2s 313ms/step - loss: 0.0883 - val_loss: 0.0563\n",
      "Epoch 41/300\n",
      "5/5 [==============================] - 1s 293ms/step - loss: 0.0890 - val_loss: 0.0631\n",
      "Epoch 42/300\n",
      "5/5 [==============================] - 2s 306ms/step - loss: 0.0876 - val_loss: 0.0577\n",
      "Epoch 43/300\n",
      "5/5 [==============================] - 2s 299ms/step - loss: 0.0858 - val_loss: 0.0623\n",
      "Epoch 44/300\n",
      "5/5 [==============================] - 1s 291ms/step - loss: 0.0883 - val_loss: 0.0586\n",
      "Epoch 45/300\n",
      "5/5 [==============================] - 1s 289ms/step - loss: 0.0870 - val_loss: 0.0551\n",
      "Epoch 46/300\n",
      "5/5 [==============================] - 1s 287ms/step - loss: 0.0899 - val_loss: 0.0592\n",
      "Epoch 47/300\n",
      "5/5 [==============================] - 1s 264ms/step - loss: 0.0892 - val_loss: 0.0573\n",
      "Epoch 48/300\n",
      "5/5 [==============================] - 1s 270ms/step - loss: 0.0865 - val_loss: 0.0590\n",
      "Epoch 49/300\n",
      "5/5 [==============================] - 1s 267ms/step - loss: 0.0885 - val_loss: 0.0564\n",
      "Epoch 50/300\n",
      "5/5 [==============================] - 1s 269ms/step - loss: 0.0874 - val_loss: 0.0546\n",
      "Epoch 51/300\n",
      "5/5 [==============================] - 1s 270ms/step - loss: 0.0875 - val_loss: 0.0550\n",
      "Epoch 52/300\n",
      "5/5 [==============================] - 1s 271ms/step - loss: 0.0868 - val_loss: 0.0613\n",
      "Epoch 53/300\n",
      "5/5 [==============================] - 1s 277ms/step - loss: 0.0902 - val_loss: 0.0560\n",
      "Epoch 54/300\n",
      "5/5 [==============================] - 2s 345ms/step - loss: 0.0881 - val_loss: 0.0524\n",
      "Epoch 55/300\n",
      "5/5 [==============================] - 2s 300ms/step - loss: 0.0877 - val_loss: 0.0519\n",
      "Epoch 56/300\n",
      "5/5 [==============================] - 2s 341ms/step - loss: 0.0876 - val_loss: 0.0557\n",
      "Epoch 57/300\n",
      "5/5 [==============================] - 1s 274ms/step - loss: 0.0874 - val_loss: 0.0610\n",
      "Epoch 58/300\n",
      "5/5 [==============================] - 1s 288ms/step - loss: 0.0913 - val_loss: 0.0584\n",
      "Epoch 59/300\n",
      "5/5 [==============================] - 1s 294ms/step - loss: 0.0889 - val_loss: 0.0546\n",
      "Epoch 60/300\n",
      "5/5 [==============================] - 2s 313ms/step - loss: 0.0857 - val_loss: 0.0541\n",
      "Epoch 61/300\n",
      "5/5 [==============================] - 2s 354ms/step - loss: 0.0872 - val_loss: 0.0535\n",
      "Epoch 62/300\n",
      "5/5 [==============================] - 2s 383ms/step - loss: 0.0882 - val_loss: 0.0578\n",
      "Epoch 63/300\n",
      "5/5 [==============================] - 1s 275ms/step - loss: 0.0863 - val_loss: 0.0576\n",
      "Epoch 64/300\n",
      "5/5 [==============================] - 1s 272ms/step - loss: 0.0883 - val_loss: 0.0591\n",
      "Epoch 65/300\n",
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      "Epoch 102/300\n",
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      "5/5 [==============================] - 2s 425ms/step - loss: 0.0247 - val_loss: 0.0324\n",
      "Epoch 272/300\n",
      "5/5 [==============================] - 2s 455ms/step - loss: 0.0240 - val_loss: 0.0350\n",
      "Epoch 273/300\n",
      "5/5 [==============================] - 2s 452ms/step - loss: 0.0221 - val_loss: 0.0475\n",
      "Epoch 274/300\n",
      "5/5 [==============================] - 2s 454ms/step - loss: 0.0210 - val_loss: 0.0292\n",
      "Epoch 275/300\n",
      "5/5 [==============================] - 2s 441ms/step - loss: 0.0259 - val_loss: 0.0326\n",
      "Epoch 276/300\n",
      "5/5 [==============================] - 2s 444ms/step - loss: 0.0223 - val_loss: 0.0286\n",
      "Epoch 277/300\n",
      "5/5 [==============================] - 2s 394ms/step - loss: 0.0218 - val_loss: 0.0317\n",
      "Epoch 278/300\n",
      "5/5 [==============================] - 2s 363ms/step - loss: 0.0226 - val_loss: 0.0368\n",
      "Epoch 279/300\n",
      "5/5 [==============================] - 2s 343ms/step - loss: 0.0229 - val_loss: 0.0268\n",
      "Epoch 280/300\n",
      "5/5 [==============================] - 2s 346ms/step - loss: 0.0231 - val_loss: 0.0368\n",
      "Epoch 281/300\n",
      "5/5 [==============================] - 2s 340ms/step - loss: 0.0245 - val_loss: 0.0307\n",
      "Epoch 282/300\n",
      "5/5 [==============================] - 2s 359ms/step - loss: 0.0257 - val_loss: 0.0297\n",
      "Epoch 283/300\n",
      "5/5 [==============================] - 2s 343ms/step - loss: 0.0282 - val_loss: 0.0345\n",
      "Epoch 284/300\n",
      "5/5 [==============================] - 2s 341ms/step - loss: 0.0263 - val_loss: 0.0375\n",
      "Epoch 285/300\n",
      "5/5 [==============================] - 2s 341ms/step - loss: 0.0259 - val_loss: 0.0283\n",
      "Epoch 286/300\n",
      "5/5 [==============================] - 2s 363ms/step - loss: 0.0244 - val_loss: 0.0375\n",
      "Epoch 287/300\n",
      "5/5 [==============================] - 2s 365ms/step - loss: 0.0217 - val_loss: 0.0302\n",
      "Epoch 288/300\n",
      "5/5 [==============================] - 2s 373ms/step - loss: 0.0196 - val_loss: 0.0303\n",
      "Epoch 289/300\n",
      "5/5 [==============================] - 2s 406ms/step - loss: 0.0219 - val_loss: 0.0367\n",
      "Epoch 290/300\n",
      "5/5 [==============================] - 2s 382ms/step - loss: 0.0267 - val_loss: 0.0308\n",
      "Epoch 291/300\n",
      "5/5 [==============================] - 2s 373ms/step - loss: 0.0261 - val_loss: 0.0334\n",
      "Epoch 292/300\n",
      "5/5 [==============================] - 2s 383ms/step - loss: 0.0312 - val_loss: 0.0319\n",
      "Epoch 293/300\n",
      "5/5 [==============================] - 2s 379ms/step - loss: 0.0295 - val_loss: 0.0366\n",
      "Epoch 294/300\n",
      "5/5 [==============================] - 2s 342ms/step - loss: 0.0331 - val_loss: 0.0342\n",
      "Epoch 295/300\n",
      "5/5 [==============================] - 2s 342ms/step - loss: 0.0312 - val_loss: 0.0432\n",
      "Epoch 296/300\n",
      "5/5 [==============================] - 2s 345ms/step - loss: 0.0297 - val_loss: 0.0449\n",
      "Epoch 297/300\n",
      "5/5 [==============================] - 2s 342ms/step - loss: 0.0289 - val_loss: 0.0356\n",
      "Epoch 298/300\n",
      "5/5 [==============================] - 2s 345ms/step - loss: 0.0254 - val_loss: 0.0326\n",
      "Epoch 299/300\n",
      "5/5 [==============================] - 2s 351ms/step - loss: 0.0228 - val_loss: 0.0327\n",
      "Epoch 300/300\n",
      "5/5 [==============================] - 2s 336ms/step - loss: 0.0192 - val_loss: 0.0332\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x576 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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8BADDh4/gX/96Lv78P/7xFGPGHMqmTRtafP2//vUcb7zxGoGAH1VVufXWeQwdugfLli3lvvvuRtM09t13fzZsWMeDDz7S4ntpS319HY888hDnnnsBa9asbvZ8RUU58+bNxuNpoKqqkp/97ESuuGIGV155MdOnX8yhhx6OaZr8+tdTePDBR6ioKOf+++8lGAyQnZ3DzJk30L//AK666lKysrJZv34tN988mxdeeJZ169YC8MtfnsGpp/6y1TV6PB4+/vgDZs2ay5w5t8Qf//HHHzBNk9/85hL8fh/nnHMBxx33M3Rd56GHFrB8+VfousHEib/grLPOZtmypTz22CNomoXy8m2MGrUvf/jDTdhsNl599RWeffZpFEVh771Hcs01v8flcvHWW2/w1FMLAYWRI0fxhz/c2HjtFVx++YVUVJQzceIkLrroMtasWc1dd81F13VsNhs33HALgwYNbvPzF0IIIYRIJ15/BCCe6QP4+djB3Pf8N3y5spxx+5b01tL6FAl9e5iu6zz99BMsXLiIhQufRlVVKirK+d3vrmfvvUdy3XV/AOCHH1Zwww03s2jRYl5++QVycnJZuHARw4eP4J133mr1/DabjRNPnAhEs3qPPfYI48cfA8DKlT+yfPlSpk49u8XXer0ePvzwAx588GEWLVrM+PHH8NJLzxOJRJgz5xZuvnkOjz/+TDz7FYlEWnwvbbnrrtu59NIryczMavH5t99+kxNOOJFHHnmCJ598lpdeeoHa2lpOOeVU3nzzNQC++WY5AwYMIjs7hzvumMMtt8zlscf+wdSp53DnnXPj59pzz+H8858vEggEqK+v5/HHn+G++x7iu+++aXONGRkZzJ17N8XFTf+RCIVCHHbYOBYs+Ctz597Ngw/+mQ0b1vOf/7wEwGOP/YNHH32Sjz76gG++WQ5E7+N11/2eZ575F8FgiBdfXMzatWt46qnHePDBR3jqqedwOJw8/vijVFSU88AD93LvvQ/y9NOLMQydJUs+BqC6upr77/8bCxc+zT//uQifz8vixc8wdeo5LFy4iNNPP4sVK75r830JIYQQQqSbhsa9e5muHUHf6GF59Mt38dYXMqw9ZrfK9HlHzGr9SdXe5vOmJavt13eQpmmMHr0/F198HuPHT2DKlDMoLCxi8+ZNTY4bNmzPeNCRnZ3DmDGHAlBcXEJDQ3271wmHw8yZcwuRiM55511IIBDg3nvv5Lbb7kBVW4713e4MZs2awzvvvMXmzZv4/PMljBixN2vXriEnJzeePTzllFNZsGA+FoulxffSmv/852WKi4sZM+ZQXnvtPy0eM23auSxbtpRnnlnE+vVriUTCBAJ+jjvuBB555C8EAgFef/2/TJz4CzZv3khp6Rb++Mdr46/3er3x/x81anT8s9y0aSPXXnsVhx9+JFdcMaPdz68lRx99DEcffQwA/fr15+ijj+WLLz7j22+Xs3r1Kr76aikAfr+PtWvXMHToHhx44EEMHjwUgJNOmsgrr7yE1WrlyCPHk52dA8Cpp/6SefNuZdSofdlvvwMoKioG4KabZgOwevVPHH74EdhsNmw2G9nZOdTX1zNu3JHce+9dfP75Eo44YjzHHHN8l96XEEIIIUSq8jQOZt8506cqCieMHcRTb/zEqs217D04t7eW12fsVkFfXzFv3j2sWPEdn322hOuu+y033zy72TE77yWDaLDYUT6fjz/+8VqysrK54457sFgsfPXVl1RXV8UDpMrKCmbO/B233353/HXbt29jxozL+NWvzuTww48gLy+f1at/QlVVTNPo8Hs56KBDWjz2f/97i6qqSqZPn0Z9fR1+v5/777+H3/72uvgxDzzwZ0pLt3LCCSdx9NHHsHTpF5imidPp5PDDj+S9997hq6++5Lrr/sjGjRvo339AfI+druvU1FTHz2W324Fo0Lxo0WK+/PJzPv30Ey688BwWLVpMZmZmhz9TgE8++Yj8/Hz22WdU4yMmFosFXTe48srfMmHCcQDU1tbidDpYseL7JvfNMEw0TcMwdv2Nk4mu683ueU1NTfz/dz6PoiiYpsmxx/6M0aP355NPPuL55//JZ599Ei8HFUIIIYTYHTT4opm+nYM+gCP2LeG5/61h6U8VEvQh5Z09rra2lrPPPp1hw4Zz8cWXM3bsYaxduxpNs6DrekKuMXv2TQwYMIjZs+/AZotuaj3ssHG88MJ/eOKJZ3jiiWcoKCjk7rsXxLNQACtX/sDAgYM466yzGTVqNJ99tgTD0Bk6dA8aGhpYu3YNAG+//QaKolBTU9Pie2nNffc9xKJFi3niiWe4+OLLOeqoo5sEfABLl37OtGnnctxxP6O8fDsVFeUYRjTgPOWUU3nkkYfiWa8hQ4ZSX18fL6V89dVXmDWr+Z7Cjz/+gNtuu4kjjjiKq6++HqfTSXn59k5/rtu2lfLYY49iGAbV1VV8/PGHHHHEURxyyBheeeVlIpEIPp+PK6+8iBUrvgeinVRj7+GNN17lsMOO4KCDDuHjjz+kvr4OgFdeeZmDDhrDyJH78sMP31NVVQnAAw/cy8cff9Dqem6++f/44YcVTJ78Ky6++HJ++mllp9+TEEIIIUQq88TLO21NHrdZNXIybDQ0ZgJ3d0nN9L377rs8+OCD+Hw+jjrqKG688UaWLFnCvHnzCAaDnHzyyVxzzTUA/Pjjj9x44414PB7GjBnDrbfe2izzkQ5ycnIYP34Cl1xyHna7g+LiEiZOnEQ4HMbjaWD27Js45ZTTunz+VatW8tFHHzB06DAuuCC6d6+goID58+9v97Vjxx7OSy+9wDnnnIHVamXUqNGsW7cWq9XKTTfNZs6cm1EUlcGDh2C328nNzeW006Y0ey/dcc4505k9+2YyMjLJy8tjn31GUVq6lQEDBrL//geiKEr8Gjabjdmz72DBgvmEQiFcLjc33nhrs3NGM4T/49xzz8RmszFhwnHsuefwTq/ttNN+xZo1azjvvLMwDIMrrphBSUk/Jk8+nS1bNnPBBdPQdZ2JEydx8MFjWLZsKQUFhcyZcwsVFeWMHXsYkyZNRtM0zj33Aq666lIikQh77z2SmTP/D5fLze9+dx3XXjsDw9AZPXp/Jk6cxBNP/L3F9Zx77gXceeccnnzy72iaxowZ13T6PQkhhBBCpLLYnr5dM32xx7wyrw8AxUzS7sbNmzczbdo0nn/+efLz8zn//PO57LLLuOWWW1i0aBH9+vXjsssu47zzzmPChAn84he/YM6cORx44IHccMMNjB49mmnTpnX4elVVnmZlc9u2baSkZEii39puxzAM/va3B7jggktxOp08++zTVFRUtBtkWCwqkUjLZaGdZZom69atZc6cm3n88dQYmRDr3vngg4/09lJ6RUfuv3yPpq/CwkwqKhp6exmiF8i9373J/d+99cb9f+adVXz8bRkPXTuh2XP3Pf8Ndd4Qt0wf26Nr6g2qqpCfn9Hq80lLpb399ttMnDiRkpJoM5I///nPbNy4kSFDhjBo0CAAJk2axBtvvMHw4cMJBAIceOCBAEyZMoX777+/U0Hf7mbGjMtoaGj+TTV58hQmTz49oddSVZXMzGwuueQ8LBYr/fr1449/vKnFY7/5Zjl//nN0n6CiwM6/Upg/fwEFBYVdWsPixc/wzDOLmD37ji69flfPPfcPXn/91WaPdzQrKoQQQgghet/Og9l35XZYKa30tvjc7iZpQd/GjRuxWq1cdNFFVFRUcOyxxzJixAgKC3f80F9UVMT27dspLy9v8nhhYSHbt3duz1VLkW15uYrFkp7bFv/610d79HoXXHAhF1xwYbvHHXLIITz99LMJv/7ZZ5/L2Wef22fP15JDDz2UQw89NKnX6Ova+/5TVZXCws411BGpQ+7t7kvu/e5N7v/urafvfyhikpftaPG6hXkuvllbKV+TJDHo03WdpUuXsmjRIlwuF1deeSVOp7PZcbFOhC093hktlXcahpGw8kLReYks7xSppyP33zAMKQNKU1LitfuSe797k/u/e+uN+19V5yfbbWvxuiomvkCEsm11WLT0TATFtFfembR3X1BQwLhx48jLy8PhcHD88cfzySefUFlZGT+mvLycoqIiiouLmzxeUVFBUVHr896EEEIIIYQQwuNrvbwz9rg3EOnJJfVJSQv6jj32WD7++GPq6+vRdZ2PPvqIk046ifXr17Nx40Z0Xee///0vRx99NAMGDMBut/PVV18B8PLLL3P00Ucna2lCCCGEEEKINNDgD7W5pw+QDp4ksbzzgAMO4OKLL2batGmEw2GOPPJIfv3rXzNs2DBmzJhBMBhkwoQJnHTSSQDMnz+fG2+8Ea/Xy6hRozjvvPOStTQhhBBCCCFEiguGdUJhg0xX25k+jwR9yZ3Td/rpp3P66U07SY4bN45XXnml2bH77LMPL7zwQjKXI4QQQgghhEgT3lYGs8e4ndFQxxvoQNCn+wAFtOY9SNJBeu9o7GOWLVvKVVdd2uJzpaVbmTfvtoRc5/TTJ1FWVtrt88yYcVkCViOEEEIIIUTiNfhaH8wOkOHoeKZPDWxDDZUnbnF9TFIzfaLjtm0rY+vWLb29jCaWL/+qt5cghBBCCCFEixr8IaD1oM8da+Tib7+RixqpxVBbzhimg90q6Avc+3izx7RDRmOdMBYzFCb44NPNnreMOwjLuAMxPT6CjzzX/Pmjx2IZM7pT63j22ad5/fVXUVWFkSP35fe//xMLFsyntHQr99xzJ8ceezxPPfUYpgmlpVs45pjjcbvdfPTRB5imyfz5C8jLy2/zGo899ghr1qzCZrMzc+YNDB8+gurqKu6++3a2b9+OqqpcdtlvGDv2MJYu/YKHHrofRVHIzMxk1qzbeeKJ6BzASy45n0cffbJT708IIYQQQohk8/hi5Z0tB30Om4amKh0s72xANWyk67AxKe/sYbqu8/TTT7Bw4SIWLnwaVVWpqCjnd7+7nr33Hsl11/0BgB9+WMENN9zMokWLefnlF8jJyWXhwkUMHz6Cd955q93rDBw4iMcff4bp0y9i7txbAFiwYD6nnHIqjz32NHfccS933307Pp+XJ59cyMyZ/8fChYs48sijWbVqJVdfPRNAAj4hhBBCCNEnNbSzp09RFNwOS/vdO40wih5E0X3QwvzwdLBbZfoc117Q6nOKzdr28xmuNp/vKE3TGD16fy6++DzGj5/AlClnUFhYxObNm5ocN2zYnhQXlwCQnZ3DmDGHAlBcXEJDQ32715k0aTIA48YdxW233UxDQwNLl37Bxo0b+fvfHwYgEomwdesWjjrqaG64YSbjx09g/PgJjB17eLffpxBCCCGEEMnk8YVRFHDZWw9p3E5ru3v6FMMPigoYYIZAsSd4pb1vtwr6+op58+5hxYrv+OyzJVx33W+5+ebZzY6xWJreGk3TOnWNXY+3Wq3ousH99/+VrKxsACorK8jNzWPEiL058sijWbLkIx566H6OOWYF559/USfflRBCCCGEED2nwR/G7bCiqkqrx7id1vaHsxtBwABUFCOIqaZf0CflnT2straWs88+nWHDhnPxxZczduxhrF27Gk2zoOt6wq7z1ltvAPDBB+8xZMhQHA4HhxwyhhdffB6A9evXcf75UwkGA1xyyfn4fF7OPHMaZ545jVWrVgLRwDESaX/jqxBCCCGEED3N4wu1up8vJsPRgUxfuAEUK2A2BoDpRzJ9PSwnJ4fx4ydwySXnYbc7KC4uYeLESYTDYTyeBmbPvolTTjmt29fZvHkj06dPw+Vy8ac/zQLgmmt+z113zeX886dimiY33ngbLpebyy77DXPn3oqmadjtdmbO/D8AjjrqaKZPn8bChYuw29PvNx5CCCGEECJ1efzhVjt3xridFjZubzvoU/U6TNWGYhgouo903NWnmGZ67FasqvJgGE3fyrZtGykpGdJLKxIWi0okkq49kER7OnL/5Xs0fRUWZlJR0dDbyxC9QO797k3u/+6tp+//TQs/pzjXxVVT9mv1mOfeXc17y7fyt+uOafUYS/UHoLlQdD+6NR8jc98krDa5VFUhPz+j1ecl05eiZsy4jIaG5t9UkydPYfLk03thRUIIIYQQQvQcjy/Mnv3bKe90WgmFDcIRHaulhR4ZRhhFD2FasjBVG2qkPi3HNkjQl6IeeODh3l6CEEIIIYQQvcI0TTz+cLt7+tyO6PMef4TczOZBn2IEINYHRrGiRGqjYxuU1pvDpCJp5CKEEEIIIYRIKf5gBN0w293TF3u+1Vl9RmDH/+88tiHNSNAnhBBCCCGESCmxweztNnJxRAsbvYGWgz4l4gVl5wyggpKGHTwl6BNCCCGEEEKkFI8vGsRlumxtHud2xso7Wwv6aneZy2eCkX6Zvt1qT5+l9guUcF3Cz2tas4nkHJrw8wohhBBCCCGaa4gHfR0s72xlQLsSaQDVsdMDKoruxaQgMQvtI3arTJ8SrsO0FyT8T0cCyWXLlnLVVZe2+nxp6VbmzbstIe/z22+/5uKLz2P69Gn87ndXsG1bWZPny8u3c/LJx1FWVgrAwoUPs3BhzzaG+ctfFjB37qz43486akyPXr8j1q5dwznnnNnksTPOOI3p06fF/2zfvi3p6+jO/fn00084//ypnH/+VG699UZ8Ph8AX3+9jIkTj4+/j9tvvxWA9957h7PPPp0rrriI2tpaALZt28bs2Te3eg3TNHn22afj57rwwrN55503489fddWlLFu2tEvrF0IIIYRoSYM/mo1rf05fG5k+I4Ki+0HdKQ+mWCHiSdg6+4rdKtPXl23bVsbWrVsScq7bbruJO+64l+HDR/Df//6b++67mzvuuBcAwzC44445RCJtD6lMpqVLv+D11//DuHFH9doa2vP66//l4Yf/gsWy41ukrq4Wq9XCE08804sr67iGhgbmzp3FAw88zB57DOMf/3iSRx75C1dfPZMff/yBX//6HM4994Imr3nqqcd48MFHeP31//L2229wxhlTeeKJR7nggktavc4jjzzEqlU/8eCDj5CRkUF5+XauuupS8vLyOPjgscl+m0IIIYTYDXk6uKfPZlGxaGqLQZ9i+Jt16TRVG6ruSbuxDRL09YJnn32a119/FVVVGDlyX37/+z+xYMF8Sku3cs89d3Lsscfz1FOPYZpQWrqFY445HrfbzUcffYBpmsyfv4C8vPwWzx0KhbjkkisYPnwEAMOHj+Bf/3ou/vw//vEUY8YcyqZNG1p8/b/+9RxvvPEagYAfVVW59dZ5DB26B8uWLeW+++5G0zT23Xd/NmxYx4MPPtLie2lLfX0djzzyEOeeewFr1qxu9nxFRTnz5s3G42mgqqqSn/3sRK64YgZXXnkx06dfzKGHHo5pmvz611N48MFHqKgo5/777yUYDJCdncPMmTfQv/8ArrrqUrKyslm/fi033zybF154lnXr1gLwy1+ewamn/rLVNXo8Hj7++ANmzZrLnDm3xB//8ccfME2T3/zmEvx+H+eccwHHHfczdF3noYcWsHz5V+i6wcSJv+Css85m2bKlPPbYI2iahfLybYwatS9/+MNN2Gw2Xn31FZ599mkURWHvvUdyzTW/x+Vy8dZbb/DUUwsBhZEjR/GHP9zYeO0VXH75hVRUlDNx4iQuuugy1qxZzV13zUXXdWw2GzfccAuDBg2Or3fLlk2UlPRjjz2GAXDEEeO57roZXH31TFauXEFNTQ3vvvs2RUXFXHvtHyguLsFisRIMhggEArhcLlav/gmHw8HAgYNa/Kx8Ph+LFz/D008/T0ZGdCBoUVExt956O263q82vBSGEEEKIrvL4wlg0FYethdl7O1EUhQynpeXunS01bFGsKOHatBvbsFuVd/YFkUiEp59+goULF7Fw4dOoqkpFRTm/+9317L33SK677g8A/PDDCm644WYWLVrMyy+/QE5OLgsXLmL48BG8885brZ7fZrNx4okTgWhW77HHHmH8+GMAWLnyR5YvX8rUqWe3+Fqv18OHH37Agw8+zKJFixk//hheeul5IpEIc+bcws03z+Hxx5+JZ79aey9tueuu27n00ivJzMxq8fm3336TE044kUceeYInn3yWl156gdraWk455VTefPM1AL75ZjkDBgwiOzuHO+6Ywy23zOWxx/7B1KnncOedc+Pn2nPP4fzzny8SCASor6/n8cef4b77HuK7775pc40ZGRnMnXs3xcUlTR4PhUIcdtg4Fiz4K3Pn3s2DD/6ZDRvW85//vATAY4/9g0cffZKPPvqAb75ZDkTv43XX/Z5nnvkXwWCIF19czNq1a+IZtaeeeg6Hw8njjz9KRUU5DzxwL/fe+yBPP70Yw9BZsuRjAKqrq7n//r+xcOHT/POfi/D5vCxe/AxTp57DwoWLOP30s1ix4rsm6x04cDDl5dtZvXoVAO+++zbV1VWN7zGTM86YyuOPP8O4cUcya9YNAFx66ZXccMP1rFq1kp//fCJPPPF3zj//olY/q02bNuByuenXr3+Tx0eO3Jdhw/Zs83MWQgghhOiqBl90Rp/SgcDM7bS2nOmLeHbp3Enajm2QTF8Ps1gsjB69PxdffB7jx09gypQzKCwsYvPmTU2OGzZsz3jQkZ2dw5gx0UYxxcUlNDTUt3udcDjMnDm3EInonHfehQQCAe69905uu+0OVLXlWN/tzmDWrDm8885bbN68ic8/X8KIEXuzdu0acnJy49nDU045lQUL5rf6Xlrzn/+8THFxMWPGHMprr/2nxWOmTTuXZcuW8swzi1i/fi2RSJhAwM9xx53AI4/8hUAgwOuv/5eJE3/B5s0bKS3dwh//eG389V6vN/7/o0aNjn+WmzZt5Nprr+Lww4/kiitmtPv5teToo4/h6KOPAaBfv/4cffSxfPHFZ3z77XJWr17FV19F9635/T7Wrl3D0KF7cOCBBzF48FAATjppIq+88hJWq5UjjxxPdnYOAKee+kvmzbuVUaP2Zb/9DqCoqBiAm26aDcDq1T9x+OFHYLPZsNlsZGfnUF9fz7hxR3LvvXfx+edLOOKI8RxzzPFN1puZmcmNN97KXXfNxTRNJk2ajNUaLYGYOfOG+HGTJ5/O3/72IB6Ph7FjD2Ps2MMA+OKLzxg+fC/q6uqYN282TqeD3/3u+iZZZkVRMU2zS5+nEEIIIURXefzhdks7YzIc1hYbuSiROkylpe6f0bENTbt6pjbJ9PWCefPu4frr/4hpmlx33W9ZvvyrZsfsvJcMQNPaTl3vzOfzcd11M9B1nTvuuAeLxcI33yynurqKP/7xWqZPn0ZlZQUzZ/6uSZnn9u3buOyyC/B4Gjj88CM4+eRJmKaJqqqYZsuVzR15LzH/+99bfPHFZ0yfPo2///1vfPzxh9x//z1NjnnggT/z/PPPUlLSj/PPv4js7BxM08TpdHL44Ufy3nvv8NVXXzJ+/DHoukH//gN44olneOKJZ1i4cBF//evf4+ey26PfqNnZOSxatJhf/eosNm3ayIUXnkNDQ0OHP8+YTz75iJUrf9jpEROLxYKuG1x55W/j63j44Sc45ZRJQNP7ZhgmmqZhGLsGSSa6rje75zU1NdTU1DQ7j6IomKbJscf+jMcee5qRI/fl+ef/yfz585q8Xtd1CguLePTRJ/n7359in31G0b//QAzD4MknF6LrepPjd76+YRg891w0k/j4449w7rnTGT/+GJ5//tkmrxk6dCjBYIBt25o2tHnnnTd57rnU2PsohBBCiNTT4A91POhzWlss71Qi9aC2FPSl39gGCfp6WE1NDWeffTrDhg3n4osvZ+zYw1i7djWaZmn2Q3hXzZ59EwMGDGL27Duw2aJfyIcdNo4XXvhPPDApKCjk7rsXxLNQACtX/sDAgYM466yzGTVqNJ99tgTD0Bk6dA8aGhpYu3YNAG+//QaKorT6Xlpz330PsWjRYp544hkuvvhyjjrqaH772+uaHLN06edMm3Yuxx33M8rLt1NRUY5hRAPOU045lUceeSie9RoyZCj19fXxUspXX32FWbOa7yn8+OMPuO22mzjiiKO4+urrcTqdlJdv7/Tnum1bKY899iiGYVBdXcXHH3/IEUccxSGHjOGVV14mEong8/m48sqLWLHieyDaSTX2Ht5441UOO+wIDjroED7++EPq66NdX1955WUOOmgMI0fuyw8/fE9VVSUADzxwLx9//EGr67n55v/jhx9WMHnyr7j44sv56aeVTZ5XFIVrr72KioryeIfN448/AVVV+fDD93n//XeBaNOaUaNG43DsaFf85puvMX780TidTsLhCBaLBUVRCYWa1r7b7Q6mTDmTe+6Zh9cb7XRVVlbKww8/xNChe3T6MxZCCCGE6AhPY3lnR7idFjy7Dmc3IihGANQWztE4tiGd7FblnaY1GyVYmZTzdlRubi6nnTaFSy45D7vdQXFxCRMnTiIcDuPxNDB79k2ccsppXV7LqlUr+eijDxg6dBgXXBDdu1dQUMD8+fe3+9qxYw/npZde4JxzzsBqtTJq1GjWrVuL1WrlpptmM2fOzSiKyuDBQ7Db7a2+l+4455zpzJ59MxkZmeTl5bHPPqMoLd3KgAED2X//A1EUJX4Nm83G7Nl3sGDBfEKhEC6XmxtvvLXZOaMZwv9x7rlnYrPZmDDhOPbcc3in13baab9izZo1nHfeWRiGwRVXzKCkpB+TJ5/Oli2bueCCaei6zsSJkzj44DEsW7aUgoJC5sy5hYqKcsaOPYxJkyajaRrnnnsBV111KZFIhL33HsnMmf+Hy+Xmd7+7jmuvnYFh6IwevT8TJ07iiSf+3uJ6zj33Au68cw5PPvl3NE1jxoxrmjyvqiozZ97AddfNIBQKM2bMoUybdh4Af/rTLO66ay6PP/4oubm5TT63YDDIW2+9zt13LwDgjDOmMnfurdjtdmbNmsuuLr30Sh5//FEuu+wCNM2CpqlcfvlVHHbYOCKRdOt9JYQQQoi+wOMPk+lsezB7jLsx02ea5o49gEYAWtuhkoZjGxQzTTbkVFV5mpXNbdu2kZKSIb20ovRhGAZ/+9sDXHDBpTidTp599mkqKiqaBRm7sljUhP3Qb5om69atZc6cm3n88dQoG4x173zwwUd6eym9oiP3X75H01dhYSYVFZ0voxapT+797k3u/+6tp+5/RDe49O73Oe2oPTjtqPYri17/bCPPv7+Wv147AXtjt08lVImlfjmmrYUh7EYQUIjkHJbglSePqirk52e0+vxulelLJzNmXNbivrTJk6cwefLpCb2WqqpkZmZzySXnYbFY6devH3/8400tHvvNN8v585/vBqJdbnf+lcL8+QsoKCjs0hoWL36GZ55ZxOzZd3Tp9bt67rl/8PrrrzZ7vKNZUSGEEEKIvu7btZWU5Lkoyk2vMUqxpiwd3dO384D2eNCnexs7dbYgDcc2SKZPJE0iM30i9Uimb/cmv+3ffcm9373J/e871mytY96ir5hw0ADOO3HvHrlmT93/rRUeblr4BZefti+Hjixu9/ivfqrgLy99x6wLxjK4OBMArf5blEgdWFrOjimhSsJ5R0OKdPBsL9MnjVyEEEIIIYRII+GIwROvr8QEGnzp1YUSiM/c63j3TkuT10Gsc2dbAV10bEO6kKBPCCGEEEKINPLqpxsorfTidlhaHFWQ6hp80feU6ep4IxfYKegzdRTD33Lnzrj0Gtsge/qEEEIIIYRIE1sqPLz66UYO37eYYEinotbf20tKuIZOZ/qix8UHtOv+1jt3xigqiu5r8TAlVIFpzW99T2AflDorFUIIIYQQQrTKMEwef20lTruFXx8/ggyntUlJY7rwNJasdriRi6Nppk9p7M7ZJsUKkeb7E5VIPZrnh5TLAu5Wmb7INz9i1id+0KKS5cZywMiEn1cIIYQQQoiOemfpZtaX1XPpqaPIdNkag75I0/l0aaDBH8Zh07BaOpa/slpU7FYtXuoa7dzZ9mtM1Yaqe2jSks400byrUFJwht9ulekz672oedkJ/9ORQHLZsqVcddWlrT5fWrqVefNuS8j7PP30SZSVlXb7PDNmXNbi459++gnnnz+V88+fyq233ojP5wPg66+XMXHi8UyfPo3p06cxe/YtALz33jucffbpXHHFRdTW1gKwbds2Zs++udVrm6bJs88+HT/XhReezTvvvBl//qqrLmXZsqXdfo9CCCGEEOmgvNbPix+tY/898zmssaNlhtNKRDcIhdOrm7rHFybT1bEsX0yGc8f+RiVSi9leV07FChFvk/ljSqgSJVQFasf2EvYlu1Wmry/btq2MrVu39PYymli+/KtmjzU0NDB37iweeOBh9thjGP/4x5M88shfuPrqmfz44w/8+tfncO65FwA7WvY/9dRjPPjgI7z++n95++03OOOMqTzxxKNccMElrV77kUceYtWqn3jwwUfIyMigvHw7V111KdnZOYwdmzqDMoUQQgghks00TZ56YyWqonDeiXvHs3otzadLBw3+MBnOzgVeboc1uqfPiKAGKzCt2W2/QFFRiIAZBsUGpo7mXYlpzUZpoeyzr5Ogrxc8++zTvP76q6iqwsiR+/L73/+JBQvmU1q6lXvuuZNjjz2ep556DNOE0tItHHPM8bjdbj766ANM02T+/AXk5eW3eY3HHnuENWtWYbPZmTnzBoYPH0F1dRV3330727dvR1VVLrvsN4wdexhLl37BQw/dj6IoZGZmMmvW7TzxxKMAXHLJ+Tz66JPx827ZsomSkn7ssccwAI44YjzXXTeDq6+eycqVK6ipqeHdd9+mqKiY3//+/8jPL8JisRIMhggEArhcLlav/gmHw8HAgYNaXLvP52Px4md4+unnyciIzhspKirm1ltvx253JOIWCCGEEEKkjRUbqvlhQw3n/Hwv8rJ2/KyUsVPQl5+dPj9DeXxhsjN2Cfp0HyiWVrNw7sb9jUqkBkwDlI4EwSqKEYiWega2RP/fkgGkXtC3W5V39gWRSISnn36ChQsXsXDh06iqSkVFOb/73fXsvfdIrrvuDwD88MMKbrjhZhYtWszLL79ATk4uCxcuYvjwEbzzzlvtXmfgwEE8/vgzTJ9+EXPnRsssFyyYzymnnMpjjz3NHXfcy913347P5+XJJxcyc+b/sXDhIo488mhWrVrJ1VfPBGgS8EXPO5jy8u2sXr0KgHfffZvq6ioAMjIyOeOMqTz++DOMG3ckN974fwBceumV3HDD9axatZKf/3wiTzzxd84//6JW175p0wZcLjf9+vVv8vjIkfsybNieHfmYhRBCCCF2G9urox06x+xd1ORxt6NxPl0gvZq5ePyhZk1cLJ4VqP4Nrb7G7bTiDYTR/FswNWcHr9Q4tkEPoHlXY1pzurzm3iaZvh5msVgYPXp/Lr74PMaPn8CUKWdQWFjE5s2bmhw3bNieFBeXAJCdncOYMYcCUFxcQkNDfbvXmTRpMgDjxh3FbbfdTENDA0uXfsHGjRv5+98fBqIB6NatWzjqqKO54YaZjB8/gfHjJzB27OGtnjczM5Mbb7yVu+6ai2maTJo0Gas1+k03c+YN8eMmTz6dv/3tQTweD2PHHhYvyfzii88YPnwv6urqmDdvNk6ng9/97vommUtFUTHN9vroCiGEEEIIgDpvCEVp3s0yPqogzTp4Rss7d3qvEQ9KqBotXIfh3KPF+XvRpjYhlHA9prWgg1dSUHQfSrA8Op5BSd3QKXVXnsLmzbuHFSu+47PPlnDddb/l5ptnNzvGYml6azStc3XYux5vtVrRdYP77/8rWVnRGubKygpyc/MYMWJvjjzyaJYs+YiHHrqfY45Z0WomTtd1CguL4hnAn35aSf/+AzEMg0WLHuecc6Y3ufbO78MwDJ577hnmzLmTO+64jXPPnc727dt4/vlnueyy38SPGzp0KMFggG3btlFSUhJ//J133qS6upozz/x1pz4LIYQQQoh0Vu8NkemyoapNW1Jm7DqUPA0EwzqhsNGkkYsaLAPVAqaBGirHcAxo9rrooPoIpqFARzuZqjaUUDlqqArTVpiot9ArdqvyTiXLjVFdl/A/Spa7w2uoqanh7LNPZ9iw4Vx88eWMHXsYa9euRtMs6LqesPf61ltvAPDBB+8xZMhQHA4HhxwyhhdffB6A9evXcf75UwkGA1xyyfn4fF7OPHMaZ545jVWrVgLRwDESiTQ5r6IoXHvtVVRUlMc7bB5//AmoqsqHH77P+++/C8Drr/+XffcdjcOxo378zTdfY/z4o3E6nYTDESwWC4qiEgoFm1zDbncwZcqZ3HPPPLzeaEvcsrJSHn74IYYO3SNhn5EQQgghRDqo94bIcjXfy+ZOw6DP44u+l8zY+zUiaP7NmJYsTEsmqm9ddM/eLjKcVgwTfEbHf243VRtqqAJTc3U8UOyjdqtMX1+YpZebm8tpp03hkkvOw253UFxcwsSJkwiHw3g8DcyefROnnHJat6+zefNGpk+fhsvl4k9/mgXANdf8nrvumsv550/FNE1uvPE2XC43l132G+bOvRVN07Db7cycGd2Ld9RRRzN9+jQWLlyE3R5ta6uqKjNn3sB1180gFAozZsyhTJt2HgB/+tMs7rprLo8//ii5ubnMmrUjgxkMBnnrrde5++4FAJxxxlTmzr0Vu93OrFlzm63/0kuv5PHHH+Wyyy5A0yxomsrll1/FoYe2XnoqhBBCCLE7qveFyHY3L2m0aCoOm5ZeQV/je4llMZVQFZiRaOmlYkEJ16OEazBtTZseZtiiyRVP2IaroxdTbKA6wZKRqOX3GsVMk81TVVUeDKPpW9m2bSMlJUN6aUUiNrJB7J46cv/lezR9FRZmUlGRet3NRPfJvd+9yf3vHTMfWsJeg7K5ZNK+zZ77/V+XMGJgy88lWk/c/+/XV3Hvc9/wx7MPZq9BOVhqP48GfVpjKBfxgOYmkn1wk9d98/33LPhvObNOz2RYUffyXkqoknDueND6TkdUVVXIz289ON2tMn3pZMaMy2hoaP5NNXnyFCZPPr0XViSEEEIIIXqaaZrU+0JkudsaVRBp8blU1BAv77SiRBpQInVN99tZMlCCFdHgL5ahMw0ylQoAPIG0yHd1mgR9KeqBBx7u7SUIIYQQQoheFgjphCNGq0FfRuN8unSx854+Jbi+5Y6aqgU1uBXDsjcASqSOTFsE0PAGd8+gL+0buaRJ9aoQacc0DSC1N0ULIYQQva3eGwIgu42gL51GNjT4wygKuKxEZ+5ZspodY1qy0PybozP2ACVQhtsZm1m4e249Suugz2Kx4fXWS+AnRB9imiaRSJja2kpstr5TCy+EEEKkorrGoK/VTJ8jOpQ8XXh8IdwOK1qkCkwdlBbGmikaYKIGy8EIowXLcLszAfBKeWf6yc0tpKamAo+ntreXsltSVRXD2D1/myLavv+qquF0ZpCRkd3DqxJCCCHSSyzT19LIBgC304IvEMEwzGZz/FJRdUOQ3Ew7mn8DpqX18QumJRPVvx5Tic7v0zQNl02RPX3pSNMsFBT06+1l7Lakg9fuTe6/EEIIkXz1vvbLO03AGwjvmG2Xwqrrg+RnaiiRWkx7GwPTVTtKuB7NvxZTcwLgdih4ZE+fEEIIIYQQIpXUeUIoQIar+Zw+2DHPLl2audQ0BMh3hUFt+f3uzNRcqKHq+DiHDLuy2+7pS+tMnxBCCCGEEOms3hciw2VFU1vO5cSCPm8ajG0IhnS8gQj5jiCmJbf9F1jcGJoTlGhZq9ux+5Z3SqZPCCGEEEKIFFXvbX1GH0Tn9EEaZPpMk5rtqwHIy3a33MClJcqOcCfDocjIBiGEEEIIIURqqfeGWt3PB2kS9JkmqncVtVUbAcjP6FqxYoZdlUyfEEIIIYQQIrXUtZPpy3CkeNBnGmieH9H8G6gORmfy5WZ0LYTJcCj4giaGsfsFfhL0CSGEEEIIkaLqfaFWxzUAOO0amqqk5qw+U0dr+A41uBXTVki1Jxqs5XUx6HPblWgn05AEfUIIIYQQQogUEAhFCIWNNss7FUXB7bCkZKZP9a5CDW3HtBWAolDlMchyKli1rs0bzHBEX7c7DmiXoE8IIYQQQogUVBcbzN5G0AfRfX2pFvSpgVI0/yZMa0H8sWqP0eUsH0CGI/ra3XFfnwR9QgghhBBCpKD6DgZ9GU4r3hQK+pRwHZrne0xrXnzcAkSDvvxuBX2Nmb7dsIOnBH1CCCGEEEKkoHjQ18aePogGfSmT6TOCaA3fYGpuUJt26azqdqYvGvTtjgPaJegTQgghhBAiBXU005cy5Z2mgdawAsXUQXM1ecoXNAmEu97EBaKNXAAapLxTCCGEEEIIkQrqvCEUINNlbfO4aKYvgmn27WBH9a1HDVViWnOaPVftjWbnuhP0uewKClLeKYQQQgghhEgR9b4wbqcVi9b2j/QZTisR3SAU7rtljUqwCs23BtOW3+Lz1Z7uB32qouCyK9LIRQghhBBCCJEa6r2hNsc1xGQ4+/6Ads23BtOSAUrL4UlVY9CXn9G1cQ0xGQ4Fr+zpE0IIIYQQQqSCOm+w3f18AG5H3w76lHAdSqSu2T6+nVV7DBQgx9W98CXDIZk+IYQQQgghRIqo94Y6FPRlOKNdMD2Bvhn0qYHNoLb9Pqo9BjluBUsXB7PHZNgVPLKnTwghhBBCCJEK6r3hdsc1QLR7J5D8WX1daRSjB1CDpZiWrDYP6+64hhi3Q5VMnxBCCCGEEKLvC4Z0gmGdLHfbnTthx56+ZAZ9SqgK6n/q9OvU4DZAbTKEvSU1CQr6MhwK3qDs6RNCCCGEEEL0cXW+6Iy+bLe93WN7ppGLCZ61oHs7/hIjguZfh2nJbvvMppmwTF+2U8EfAn9o98r2SdAnhBBCCCHSUoMvRH1jcJRuOjqYHcCiqdhtGh5/JLmLinjRfBs6fLgSqgRDB9XS5nHeoEkoAnnu7ocuxTkaANvr9G6fK5VI0CeEEEIIIdKOYZjc/c/lPPqfH3p7KUkRC/o6MrIBIMNhTX73TmsmamArRDztH2uajVm+jHYPrY6Pa+h+6FKSHT3H9rrdq8Sz7bC6m8477zyqqqqwWKKXue2229i0aRN//etfCYfDTJ8+nbPPPhuAJUuWMG/ePILBICeffDLXXHNNMpcmhBBCCCHS2Jcry9lS4UU30rOMr64TmT6Ilnh6k969UwHVhuZbh561f9tHRmpRdA+mrbDds1YlYDB7THF2NNO3rXb3yvQlLegzTZN169bx/vvvx4O+7du3c8011/Diiy9is9mYOnUqhx12GAMHDuSGG25g0aJF9OvXj8suu4wPPviACRMmJGt5QgghhBAiTRmGySufrAfAG0hySWMviWX6Ml3tN3KB6NiGnpjTZ1qyUEPbMCJD2+zIqfo3gero0DmrPdHAPRFBn92qkOdW2CaZvsRYt24diqJwySWXUFVVxZlnnonb7ebwww8nJycHgBNPPJE33niDQw89lCFDhjBo0CAAJk2axBtvvCFBnxBCCCGE6LTPf9xOWZWPfvkuymv8mKaJ0k53yFRT7w3hdliwaB0LhNxOKxV1gSSvimgXTtWO6l2Lnn1Qy8foPtTQdkxrQYdOWe0x0FTIcSXmHhbnaJLpS5T6+nrGjRvHrFmzCAQCnHfeeZx88skUFu5I4RYVFfHtt99SXl7e7PHt27d36nr5+e3XA4ueV1iY2dtLEL1I7v/uTe7/7kvu/e6tt++/rhu8+ulG9uifxdEHDeTJV38gM9uF057UXU09LhAxyMt2dPjzLsxz88OGmuTdn0AAqiE31w24wb8dsg2wtdCZs34bmJlg79jP755wkLwMLWE/7w8uCrFkpb9xrV0Q8EFhJmgdy1T2BUn76j/ooIM46KBodO9yuTj99NOZN28el19+eZPjFEXBbGGQY2d/G1NV5cFI05rtVFVYmElFRUNvL0P0Ern/uze5/7svufe7t75w/z/5rozSSi8zpuxHQ2M548bNNeRnp84P6B1RUePDbbd0+PPWMPH6w2zfXo+qJj7rqYQ8FChQUxMd2aBETEz/10SyD95xkO5D9W3A4t+IYS8AX8fGO2yrCpHj2nHu7spzGjT4DTaXNZDhUMGIYK37nHDOYaC0Hx4pIR9htQG05JfLdpSqKm0GxUnr3rl06VI+/fTT+N9N02TAgAFUVlbGHysvL6eoqIji4uIWHxdCCCGEEKKjIrrBK5+sZ0hxJgeOKMDtaBxKnvQGJj2v3hvqcBMXiJZ3mvTcZ2FaMlFClSjhGtADqN6fsNZ8jBbahmEv7lBwFZOoGX0xxbt08LTWfoKt/D9Y6r5K2DX6mqQFfQ0NDdx1110Eg0E8Hg8vvfQSd999N59++inV1dX4/X7eeustjj76aA444ADWr1/Pxo0b0XWd//73vxx99NHJWpoQQgghhEhDS77fRkVtgNPG74GiKGQ4o4GFtwcamPS0zgZ9PTOgvSlTc6I1fI+1+iO0wFZMaz6mNTe676+j5zBNaryJDfpKcpp28FQiddH/GsGEXaOvSVp557HHHss333zD5MmTMQyDadOmccghh3DNNddw3nnnEQ6HOf3009l//2g71zvuuIMZM2YQDAaZMGECJ510UrKWJoQQQggh0kxEN/jPJxvYo18mB+yZD7BTpi+9OngGwzqBkN7hGX2wI+jzJntA+84sGSiRBkxbLihal07R4DcJ64mZ0RdTlKWiKMQ7eCoRL6g2wrnjE3aNviapO1qvvvpqrr766iaPTZo0iUmTJjU7dty4cbzyyivJXI4QQgghhEhTH39bRlV9gPNO2jveG8Idy26lWXlnbFxDlqtvZ/ogWubZHYmc0Rdj0RQKM1W2xzp4KioR9z6dykCmmqSVdwohhBBCCNETIrrBf5ZsYM8BWYzeIy/+uNuRnuWd9Z0czA47PoueDvq6qzoJQR9E9/XFMn3BfmcRydwPW/l/E3qNvkSCPiGEEEIIkdI2l3uoaQhywphBTTrA26waVouaduWdXQn6eivT113V3mhglsjyToju69tWq8enCGiBUqw1S8BMr6+VmPQaWCKEEEIIIXY7VY1Dx0vyXM2eczssaZfpq/NFg77O7Olz2i2oipJynUyrPQYWFTKdO4J509s4ZF5TwaKBpnZ63FtxtkogDP7qleR73iPiHgEYKOE6TFt+At9B3yBBnxBCCCGESGmVjUFfQQuz+NxOa9pm+jI7sadPURTcTkvKZfqqPAa5GSqqomAGQuibKjEqG5rtv1NsFhS3HSXXjZrhAIcNRWs9Oxjr4Omt2UKhvgmj4HgA1HAlugR9QgghhBBC9C1V9QGcdg1XY7fOnbkd1rTL9NV7Q7gdFqyWzpU8ZjitKRf0VXtM8twKkc2VGJurwaqi5LqbZPZM0wTdwPSHMGq86JiAgpLlRC3JQctv3kympHFWX8hTjpmVg2HvD4AaqkR3790j760nSdAnhBBCCCFSWlVdgPys5lk+iJZ3VtT6e3hFyVXXyRl9MW5nagXApmlSVRdhhCOIsaUeJceJojYPdBVFiZZ5WjQUpy3+WnwhjM1VLQZ9+ZkqmgpmYDtGQTGmloGpZUCazuqTRi5CCCGEECKlVdYFKMh2tvhcupZ3dmZcQ0yGw4qnJ+f0dZPeEKDWZ5LnAjXX3WLA1xpFUcBpwwy2HORqqkJxFmjhCgxbESgKvj3/RDj/uEQtv0+RoE8IIYQQQqS0qnp/q5m+jDQt7+xKpi/DaU2pRi71DRF0FPJcXZufp6gKGAambrT4/MAcndWeYejOIY0vkDl9QgghhBBC9Dm+QBh/UCe/hSYuAG6nhVDEIBTWe3hlyVPv63rQl0p7+qpqomvNc5jdOIsCkZbvfX62iyc3nU44Y18AtIbvcWx+JC3HNkjQJ4QQQgghUlZbnTsh2sgFSJsSz3BExx/Uu7inz0I4YhBMkQC4qi56z/LsLWfqOkQBIi2/vjhbIaxHm8UAKEYAzbcOJVzX9ev1URL0CSGEEEKIlBWb0dd6pi8W9KVOhqstdd7Oz+iLiQ1oT5Vy1+r6aHCaa+9Gps+k1fLOgy0vc+HAx9heF72OYY2OalDDlV2/Xh8lQZ8QQgghhEhZlfXtBH2OaLP6VAl02lPvjb6PrpZ3AilR4mmaJlVeE6tqktF8EkdnztRqeWeuVklQd7CtNhoUmrYCANRQVXcu2CdJ0CeEEEIIIVJWVV0Am0Ul09lyZJBu5Z113uhIge5k+lIh6COiUxNSyLOb3euvoqiYLZWzmiZOs5xqvZBtjZk+U8sA1YaShpk+mdMnhBBCCCFSVlVdgPxsR5Nh3TtzO9Mt0xct7+zKyAZ3KgV9IZ3qsNbNJi6ApmAGQ80eViK1KGYY3VrE9sZMH4qC7hoBasvjP1KZBH1CCCGEECJlVdYHWi3thPTL9MWDPnfnax7jn0UKBH1mOEJNSGVUZveCPkVTIdQ806cGtwGguYrYXrHj+cCAc7t1vb5KyjuFEEIIIUTKqmpjMDuAw6ahqUpaNXJx2i1YLVqnX5tK5Z3VtWFqw2oCMn0qZgv33rRkE849AkdmPyrqDXSjm9fp4yToE0IIIYQQKSkQiuDxh8nPsrd6jKIouB2WlMhudURlXaDV8RTtsVpU7FYNj7/vZz2fWaZjUeCIkm6uVVMh1PwchqM/oaJTyc92oRtQ2RAt8dS8P+FadydKmjVzkaBPCCGEEEKkpKr4jL6292C5nVY8aVLeWV7jpyin63vOMpyWPp/pW74hxNJtKpMGBSl2JSDTF2r+fpVwNZgRSnKiGdN4B0/FihKuQQ1L0CeEEEIIIVJATUOQyjp/by8jaaraGdcQ43ZY0yLTZxgmlXV+CnO7HvS5ndY+XeoaDJs89aGf/s4IJw7pfqCuKEp0Vt/OYxtME9eG+7BVvEZJdjQc2lbb2MGzcWxDumX6pJGLEEIIIUSaiOgGq7fU8f26Kr5bV82WCg+ZLiv3zTiq1e6WqawyNpg9q72gz0KNJ9gTS0qqmoYgEd3sZqbP2qczfS9+6afKY/CHEQ1Yra2X7XaKokDEgMZ9kEqkDowQhq2ITKeCy6awva4x06dlgmJLuwHtEvQJIYQQQqSBJ99YyWcrthMM62iqwoiB2ey7Rx4r1lfjC0binRvTSVVdAIumkJ3R9vgCt9PKlgpvD60qecpro1nb7mT6MpzWeLDc12ysjPDmN0Em7GVhhDsCJCjoM03QdSD6PaCGtgNg2IpRFIXibDWe6UNRMGx5aTegXYI+IYQQQogU5wuE+eDrUvbdI4/jDh7APoNzcdotfLmynBXrq6mpD6Zn0FcfIC/LgdpOFtPt6NsljR1V0Rj0dSfT53b2zVJXwzB5/H0fGQ6FMw7QYG1iz29GDGJfJWqwPHpNezEAJTkaq7ftKCWNZIwG0qubp+zpE0IIIYRIcaVVPgCOP2QgB40oxGmP/l4/NzOaKalu6JuZne7qaCdLt9NCIKQT0Y0eWFXylNf40VSFvDa6lbYn02nFF4j0uc/i3RVB1pXrTDvSRYaqJz7miux4v2poO6aWAZoLgOJslaoGg1AketFwwc8IF5yQ4AX0Lgn6hBBCCCFSXFlltHSxf76ryeN5saCvPvX3s7Wkqi7Q7n4+2DGU3JfiHTzLa/3kZzvQ1K7/CJ+X5cAEahv6ztdEvc9g8Wd+Rg+0MG6EFcMfio5aSBRFwQzvyG6Gs8cQKvpF/O8lORomUF6/UyBsGmA2H+qeqiToE0IIIYRIcWVVPiya2mx0QU6GHVVR0jLTF47o1HlDHc70ASlf4lnRzXENsKPTaV/a1/fD1giBMJx+mDPacMgbRLF2fvh8qywq5k4Bv+EcSiTrwPjfC7OiIVFV46w+1b8Z9+qb0Hwt1JjqvsStqwdJ0CeEEEIIkeLKqryU5DlR1aZ721RVISfTlpaZvqrG99TeuAaAjMZMnzcFhpK3xjRNymu7N64BoKAxMxobd9EXbKnWURUYVBAN9Ex/KN5pMxEUTYXYrD7dj+ZdDfqO95/rjn7f1HobO3has8HUo7P8dmaEcG1YgLX6g4StradI0CeEEEIIkeLKqnz0y3e3+FxepoPqPvQDfqJUdXBcA0SblwB4UjjT5w1E8Acj3c70xfYDVvWhTN/Wap3ibBWrpmCaZmPQl8AwRVMxQ9GAXwtswbFlIWpwa/zpbFf0WrW+XcY2hJqObbBWf4gSqUN37pG4tfUQCfqEEEIIIVJYOKJTUeen3y77+WLysuxU96H9W4kSGzq/a0lrS9yOxvLOPti1sqMS0bkTwGrRyM6w9anyzi3VOgPzGjN74eg+uoTOlVQVCEaDPjW4Y1xDjFVTyHAo1Hgbu8fExzbsCPqUcC226g+IZO6P4RycuLX1EAn6hBBCCCFS2LZqP6YJ/QtazvTlZtqpaQhimunVgr6qPoCqRMtX2xPL9HlTuJFLeU33Z/TFFGQ5+kx5ZyhiUl5vMCAe9CXhHjVm+kzTRPP+iGnNB63p90uuS41n+gBMawFqeMesPlvlm4BJqPDkxK+vB0jQJ4QQQgiRwsqqop072yrvDEcMPCmc5WpJZV2AvCx7hzpZOu0WFFI70xcfzN7NTB9E90HGMqW9rbRGxzSJZ/rMUBc6ZppBrOFvox03WxDLGirBGjTfOsJZB8EumcRstxLf0wcQztqfcPaY+N911zBCBT/HtOZ2fn19gAxnF0IIIYRIYaWVXhQFSvJaDgZie7iq64NkutrPiqWKjo5rAFAVBZfDktLdOytq/GRn2LAnoKtlfraDr36qwDDNdgfbJ9vW6miQF8v0mYFQs4CsPfbwl2jGNsKW0W0eZ6lfAZhEsg5q9lyuW6W0esfXh565PzuHn5HssZ1aU18jmT4hhBBCiBRWVuWjMNuJtZVuh3mNgVG6jW3o6GD2GLfTmtrlnbXdH9cQU5DlQDdM6jyhhJyvO7ZWG2hqdEA6gOkLoVg7EaKYOrbId4ACStuvCznH4B96NaYtv9lzOS6VOr+JESuDNk2USAOWui+x1ixpNYuYKiToE0IIIYRIYWVV3labuEB6DmiP6Aa1nmCHxjXEuB3WlC7vrEhg0Jff2PymL5R4bq3RKclRsWjR7J7pD3ZqXINFX4tieghre+EIvYtqlLd+sGFi2EtafCrHraAb4PFHgz4lUo9r7Vzs2/6FpX4Z0LsZ0e6S8k4hhBBCiBRlGCbbqv2MHtY8cxGT6bahqek1oD3amKZj4xpi3E5LygZ9obBOTUMwIU1cYMdsw6q6ACMGJuSUXbalWmdY0Y4gz/SFUDLsbb4m8Pyn0eNcNmy2VRjODEL9neTt8S2KGcJvP6nZaxx8hlblIJx1RovlozmNYxtqfAZZLhXTkgWKFcwwwaJfdLrktK+RTJ8QQgghRIqqqPMT0Q365bWe6VMVJdrBM40yfbFxA50p78xwWFN2OHtF4/tNZHkn0OtjG4Jhk4qdOneaER10A2WX5jxmMEz4q3XxDrRq/zzU/EwUI4hZUYt/VTb6Fg8hy75Ywj8S/PenhD5eib6+HFM3wDSwqd+jhOpaDd5y3I2z+nYa26C7hhHJHovhHJqcD6AHSaZPCCGEECJFlVX6AOjXyriGmLxMe1oNaI8PZu9seWeKNnKpSOC4BgC7TSPDae31sQ1baxqbuOQ2ZvpCTYNy0zDRv99MaMlPEAij9stB65+H7ci9Gw8IYYtkE9b2xCCTENVYvF+jercS3lBL5Mu1WMbuietwGyoBAurIVteS644Ggzt38AwMmJ64N9vLJOgTQgghhEhRsXEN/dvY0wfRZi5rttb1xJJ6RGWdH4UdTWo6wu204AtEMAwTVU2tUr3yBA1m31lBtiMePPeWWOfOgfmNmb7wjn6ZpmkSfOEzjK3VqAPysB0zCrUou+kJFBsha7QTpwIY5GO4hpA3uZJ6yyQCTy/BrPNh1Vdjqk4i+pBWg5/sxvLOnWf1pXpJ586kvFMIIYQQIkWVVnnJdttwOaxtHpebFR3QbqTJgPaq+gA5mXYsWsd/lHU7rJiAL5h6JZ4VNX6c9mh2LlGis/p6N+jbUq1j1aA4q7FzZ3CnTKw3iLG1GsvYPbGfcXizgE/TN2ILfw1m07l+IesYItoQVKuBkunA9PqwRtYQ0vbBDLf+9W/VFDIcCjXe9Pge2ZVk+oQQQgghUlRZla/Nzp0xeZnRFv0N3hDZ7TTJSAVVdYFOlXZCNNMH4A2EExo89YTyWj+FOc74kPFEyM9y8O3aKkzTTOh5O2NrtU6/HC2eeTV9IWicQ2gClv2HoA0vaXF99vDnqEYNIcv+TR6PaMOIaMMAsB2zL4oWIGQJEFZHYbZT3pvrUptm+tKIZPqEEEIIIVKQaZrRcQ3t7OeDnQa0N6RHM5fKukC8GUlHuRuzoanYzCWRM/piCrIdhCMG9b7e2+e4pVqPN3EBIBBEaRzXoGY4sB0/Gq0kp9nrVKMGi76RsGW/Vmfzqfo2LPk6Sl4RAfvPMKz9IRLBNFoP6rLdSpM9felEgj4hhBBCiBRU5w3hD+r0z+9A0JfZOKA9DZq5GIZJTUPnZvRBdDg7kHLNXAzDpLLWn7AmLjE7j23oDf6QSbXHZGDejnDE9IXBsqPUs7UAzRr5BlCbZfl2nChERuBZrNvfQV+2FDMcC/QV0FsP6nLdqgR9QgghhBCi7yirjDZx6Uh5Z25W+gxor/UE0Q2z80Gfo7G8M8Vm9VU3BNANMwmZvuj5equDZ6yJS3xcg2FgBsPxTF/o3e8JPPlh8xeaEWyR74loe2KqGS2fXLERsuyLuXUT+rtLwFO547lI60Fdjkulzm+mzd7XnUnQJ4QQQgiRgkqrGsc1dCDTl+m0YrWoaTGgPT6jr7PlnfFMX2qVd8bGNSQ66MuPz+rzJ/S8HbVll6CPUNOGLGadDyWr+XtWTC+GkkvIekCb5w9ZD0Z1gak4MQI79rGaEb3V1+S4FXQDPH4J+oQQQgghRB9QVuXFYdPIybC1e6zSOKA9HTJ9XZnRB6mb6YuNa0h0eafLYcFlt/RaeefWah2bBQpjnTvDu8zoq/OhZu+SxTZNTDUbr/NsIurQNs9vqPmEs8dhqHmY3p2+7tso78xpHNtQk4bNXCToE0IIIYRIQdHOne4Od17My4yObUh1NZ7oe4jtU+woTVVx2jU8Kbanr7zWj6YqnX6/HdGbYxu2Vuv0z9VQY1+/IZ1oz04wQxFMXwhlp6DPElmLO/gcmKHoAx34ug9nH4yJA9O309d9m5m+xll9aTi2QYI+IYQQQogUVFrlbXco+87yshxpUd5Z6wnisGnYbVr7B+/C7bCmXPfOiho/BTnOpAyUz89y9N6evpqmnTuN6gYUWzQba9ZG96vGgj5r5EdcwZfBDKPQ8funOBuz4L7GQFFT2hzbkOuOfsZtNXPZWq2zbGOHl9BnyJw+IYQQQogU4wtEqPOEOjSuISYvy05tQwjDMJMSQPSUOk/XZw26HdaU696ZjHENMQXZDlZuqunxWX3egEGN12RgrIlLKIJR2bAjs+e0YT1yb9TibGzhr3GE3kHXBuK1/xKUjt97RVNxTJ+A4nbE/26GWg8asztQ3vnyUj+bK1T2O7DDy+gTJNMnhBBCCJFiyqo63rkzJi/TgWGa1HpSu8Sz1hMktwP7GFvidlpSKugzTZOKJAZ9+dkOAiG9x5vbbKmJBlWxoM+o8QAmSuMvI9RMJ9ZDh+NwrcIRepuINgyv/fROBXwxam5GPIOIpkGo9ftv1RQyHEqb5Z2l1QZFWZ1eRq+ToE8IIYQQIsWUNgZ9HZnRF5ObmR4D2rud6Uuh8k6PP4w/qCe8iUtMQS/N6tsxrkHFNE2Mstp4Ng7AqPViegJEtCGELAfjs58GStcKFCNrthH+prEeU1Mxg23f/1yXSm0rmT7dMCmr1RmQm3p7/iToE0IIIYRIMWVVPiyaQkFOx5t75GWl/oB20zSp9QbJdnc105da5Z2xzp3JzPQBPd7MZUu1jsMK+Rkq+IKYvuCObBwQ/t9ygq8sxVBzCdiPB6Xz+zdj9NXbiHy1LvoXTWk36Mt2K63u6SuvN4gYMCCny8vpNRL0CSGEEEKkmLJKL8V5LjS14z/K5aXBgPZASCcUNsjpcqbPgtcfwUyR4duxGX3Jy/T1zoD2WOdORVHQK+rBslNQZwbQqr/HmlGakGspbjumLxjdt6iqoBuYRut79nLdaqtBX2ksQymZPiGEEEIIkWyxcQ2d4bJbsFu1lO7gGduP2JHZhC1xO6wYpkkg1Hrb/r4kPqOvkzMJO8rtiH5N9EZ558A8DTOiY2yvQ4kF8aaJ0/8aRn0YM3dQQq6luGwQ1qN/YiLNgzq9sh69sp4cl0qd38Ro4RcDW2ui5+iXnZCl9SgJ+oQQQgghUkg4olNR5+/UuAaIDmjPy0rtWX21nmjr/S7v6XOm1oD2ilo/uZl2bNaulze2RVGUxll9/qScvyX1foN6v8mAPA2jzge6Ec3AAfbw56i169CVfMgdmJDrxfYKNhnQvsusPtMwMDZUYKyvINsRnd/u8TcP+kprDPIyFJxd+51Dr5KgTwghhBAihWyv9mOaUNLJoA+iA9pTubyzrpuZvgyHFaDHu1V2VUWNn8Ik7eeLKcju2Vl9O5q4aJjbauOz9Cz6euzhjwn6hmEq2U0Gs3eH4or+giA+oF0BU2+a6TNqfdGB8JEI2Ub0s2hpbENpjc6A3OQE4MkmQZ8QQgghRAqpbPwBvSvBQG6KD2iPZ/rcXc30RYM+T4o0c0nmjL6Y/CxHj5Z3xoM+t45R748HfSYKEW0Q4eKfYTvpQNTCxMxFUAfm4fzNiWgD8mi8ULPyTmNLFYrLjpLpJKuuDqDZ2AbDNCmt0emfl5pBnwxnF0IIIYRIIbWN5Zm5XShxzMu0U+8JEdENLFrq/e6/1hPEZlVx2rv2g7fbkTrlnfXeELWeUJcyup1RkO3AG4jgD0Zw2pMfGmyp1nHZFLJ9Xoyd5sHr2lB86hAUh4JlZOIG4SmaCjt/rStghndkeg1PANMTQM3LACBHjf5iYddmLlUNBqEIkukTQgghhBDJV9MQRFEguwsljnlZDkx2BI6pps4bIsdtR1GU9g9uQSzTlwrlnd+vrwJg1NDcpF4nNrahuyWe4Raao7RkfbnOoHwVc3stSoYDzDC28FIwA6Ao6FurMSrqu7WWXYU+XklkdVn0L6qKGdop6CuraTIuIjs3+n1V42m6729rdfT9SdAnhBBCCCGSrsYTJMtt69S4hpi8FB/QXucJdinYjUmlTN9366rJclkZXJyZ1OskYlbfutJ6rvzLCpZvaDvwC4RNNlbq7JUHZiiCYtGwRn7AEXoPzagEIPz+CsKf/NTltbRE/3Er+oYKoDHzF4zefzMQxqhogJ3KhW02jQzNoKaq6fdIvHNnFkS21mLqqdEBNkaCPiGEEEKIFFLbEOxSaSdE9/RB6g5or/GEuty5E8Bq0bBZ1T4/oN0wTL5fV8V+w/JRu5jV7KiCxq+Jru7rM0yTf7z9ExHd5NM1bQdCa7ZFMEwYYfOj2C1gmtgjy9DVInR1AKZpYtT6EtbEJUZx2SDWyMWiQmOmT6+oA1VpljnOcZjUVAcxd+ryWVqjk+NSsK8rRd9Y3awDaF8nQZ8QQggh0oJpmikzdLs7ajxBcjO7FvikQ6avq507Y9wOK15/3y7vXFdWjzcQYb8985N+rUy3DYumdjno+/jbMtaX1TMmbyU1ZW1n6FaVRVAU2CNSBy47mrER1agkZD0EFAX8IQhFEh704bJj+qJ79dBUzGAkOiOwtAYls/kMxGw71IVVjPIdZaZbKyP0s4QwAyEULbmBeDJI0CeEEEKItPDgi98x/9mvCafYb+A7q6Y+SE4Xgz6n3YLTbqEmBcc2BEM6gZBOTjcyfdAY9PXxTN93a6tQFBg1NC/p11Jjs/q6kP31BsK88P5aRgzM5td7L+MQx1tsrw21evxPpWEGuXRcGVYURcEeXoapuAhr+wBE5/YBak6iM332HXP6VBUzGMaoagDDjJZ77iLHZlIb0dA3V2KGI+i1XkqrI/R3GaiZye2mmiwS9AkhhBAi5ZmmycpNNfy4sYZH//MDRppm/IJhHV8w0uXyTmic1ZeCYxtqG39oz3Z3L9OX4bT0+T19362rYs8B2WQ0Np5JtoIse5cyfS9/uB5vIMzZJ+yNNngKedYayjcubfHYiG6ydrvOCGcwOqbB1IEIIcuBoET3WpqNQV/CyzvddtB1TNNEURUwDPTN1dHHW5BjN6kPKxi6ib6+nIrlWwkYKv2zUi/DFyNBnxBCCCFSXlV9AH9QZ49+WSz9qYJn/7c6LUs94+MaupjpA8jNSs0B7bH3nphMX98t76zzhtiwrYH9hiW/tDMmP9tJVZ2/U6/ZXO7h3eVbOPagAQwuziSr3xhqzf5k1r0LRvPPd0NpkJAOIwobAydFw+c4k6D1iPgx2tAi7KcfnvCgz3rk3jgvO2GnvXsKhMJNunbuLMduopsKXqcLo6KeMs0NQH93xzqU9kUS9AkhhBAi5W2p8AIw9fjh/GzMQN5ZuoU3v9jcy6tKvJoEBH15mak5oL3OGy0b7PaePqelTw9n/35ddFTD/j0a9Dmo94UJhTtWGm2aJv946yfcDiuTxw8DQFFVqjOOxQjWoNZ80ew1K1dG98ftnWeCGUIxGqJP7NRERXFY0Qblo1gSOxah2YgP3UBxtf49lGOL/sKoLqKi5mdSFowGh/0k6BNCCCGE6D1bKzwADCzMYOrxIxizTxGL31vD5z9s7+WVJVaNJwFBX5adBl845fY+1nqiQV93unfCjkYufTUT/N26KrLcNgYVZ/TYNeMdPDu4r+/zH7ezaksdv5owrEkJ6qDBw1letx9bGtxNjjfqfKzablDkNMi2gy3yHZn+R1CM2ibHRX7cir65qt3rd/beGbVegq8txyivA0AtyERxtF46m22Pnr82GA0WS70qGVaTrO79vqFXSdAnhBBCiJS3pcJLfpYDp92Cqihc8ouR7DUoh4Wv/sDKjTW9vbyESUSJY15jt8JU6+BZ5wli0dT4rL2ucjutRHSDUAeHiSfaslUVvP75xhaf0w2DFeur2W9YXtJHNeysICf6NVFe036Jpz8YYfG7axhSksn4/fs3ee6AIRqvVJzGZ+V7xR8zdYPwmu2s8VnZK8cA08QWXoaulmCqOU1eH/54JZEftrR6bdOIjnQwa70YNR6MGm/TP7U+zGC4eVCoG+g/lWJUe9p9f7Aj01cbigV9SkqXdoIEfUIIIYRIA1vKPQws3JFdsFo0ZvxqP4pyXTzw4nf4+nA5X2fUNARx2DSc9q4HPnlZjWMbUmxfX60nSLbb1rxUr5N6e0D7+8u38vx7a1m6srzZc+tLG6KjGnqwtBOgX370e2dbta/dY99ZuplaT4hzTtgLVW16LzIcCsOKNH7Y7MNa8wkYQYyyGsrqDDwRlRHZOhZ9HapZGx3TsBMzomN6Aqit7OczvQHMWi9qcTbWQ/bEevheWMcMw3rQUCz7DcYycgDa4AKwaJi1PozqaCBohiIo7mhQGx/b0I6dM32mCWVeVYK+9tx555388Y9/BODHH3/kV7/6FSeeeCJ/+tOfiESimzxLS0s5++yzOemkk7jiiivwer3JXpYQQggh0kREN9hW7WNgUdNyOLfDypnH7ok/GInv+Ut1NQ1dn9EXk5eiA9prPSFyMrtfXxcrR2zw9U7QV9tYovvkGyub3YNv10VHNey7R/JHNewsw2kl02WlrKr975M1W+sZXJTBngOyW3x+v0FWfHVlaNv+g2Xbh+ibKlltRAO5g7K+xhl6FVPJJKyNaPK61jp3msEwRrUHxWHHesBQLHsUodgsKIqCYrWgOGyoGQ7UHDda/1ys+w7CeuhwLPsPRhtaiOkJgN0Snc/n7dgvOqwqZFhN6kIK9SHwRhT6u/pmOXBHJTXo+/TTT3nppZfif585cyY33XQTb775JqZpsnjxYgBuvfVWpk2bxhtvvMHo0aN56KGHkrksIYQQQqSRsiofumEyoNDd7LnivOgPkNtr2s9gpIIaT7Db3SvjA9pTLOir84bIaaXFfmcU5kTnrPXW10StJ8S+Q3OJ6CYLX/2xyXiR79ZWMXxANu429pslS788F2VV7X8mZVVe+hU0/16LGT3IypbAALaGhmPd+jaqI8T6OoMsm0m2w4WuDsbrOBOUps1a4kHfTjP6zGAYghG0fQagjRrQ6oiFXSmaGg0Ei7JBiTZyUVx2TF/Hs9s5NpPaoEKpNxouSaavFbW1tfz5z3/m8ssvB2Dr1q0EAgEOPPBAAKZMmcIbb7xBOBzmyy+/5MQTT2zyuBBCCCFER2zZqYnLrvKzHKiK0qG9SqmgpiEYD9q6ymbVyHJZO9y0o6+o8wTJ7mbnToDi3GhQ0ZFSxkQLRww8/jAjBuUw7Wcj+HFjDW81dpmt8wTZuL1nRzXsrF+Bu92gLxjWqaoL0C+/9ZEKw4o0nDZ4b+vhKLqfLPMJcvmMEdk6umVPfI7JGGrzTKbRODJi5/JOMxRB6ZeDlpfRpbJeRVOjw9gNEyUvo8VB7PFjw3Uo4fr437PtjUGfLz2Cvu7thG3DzTffzDXXXENZWRkA5eXlFBYWxp8vLCxk+/bt1NTUkJGRgcViafK4EEIIIURHbKnwoKkKJXnNfxC1aCoF2Y60CPoMw6TOEyKnm0EfRFv0d2UYd28JhXW8gUi3O3cC2G0aeVn2Xgn66rw7GvEctX8/vl1bxb8+WMvIIbnxX170WtCX58LjD9PgC5Hpajm43lblwwT657ee6bNoCvsUKXyytYSz+o8lFKlmed0Ixg9qO2iy7D8YbY9CcO507YiO2sZohY5Q7FbQDRxTDm37QNOEneLKHJtJqVel1Kvgsphkp3DnTkhS0Pf888/Tr18/xo0bx4svvgi03FpVUZRWH++s/Pyea2srOq6wMLO3lyB6kdz/3Zvc/91XT9/7irogg4oz6VfS8h6jgcWZVHuCKf81WV0fwDBNBvXL7vZ76V+YyYayuqR8Jsk457bGvWaD+2Ul5PyDS7KorO/5r4kqb3Qf4ZABORQVZXHtOWOYMf89Fr72I/0LMsjLsnPI6H7dblbTFXsPK4B31+DXYVgrn8uKzdGRB6NGFDb/7AIBqIYct52DXEGWh21UO3/B2lrYElA4qL9JVmY7Zas5TYNJPaJjL8xC68aw9kBBJmYwgtpeyWyo8Zcgtmj5b1EmfLYdtgcsDMyE7Cxn/NCIz4GzIBPVnTr/piQl6HvttdeoqKjgtNNOo66uDp/Ph6IoVFZWxo+pqKigqKiIvLw8PB4Puq6jaVr88c6qqvJgGKm9wTLdFBZmUlHR0NvLEL1E7v/uTe7/7qs37v26rbXsNSin1evmuK38uKGK8vL6XvlhOlHWl0VLz6yY3f6MMxwa5TX+hH8mybr/67c0zlczu//eAfIz7KzcUN3jXxMbtkTHhyi6Hn8fF07ch/nPfs2Wcg9H7dePysqOjRVINLcl+jn8uLaColYa5vy0vgpVUbC2cB+UkId8TCqXr2dPqx/I47PNYUq9Cg7NQq7ip76NWxf+bDVqURbasOL4Y0ZDgIA3iNKNn/EjwTBmrQ99SxWRbzdi/9XhKLt0HcU0UCIhMHVMW7TRkUuxoJs2VtWYjCvWqW/Y0fnT9AbwVjag+PrOvyeqqrSZBEvKnr7HH3+c//73v/z73//mt7/9Lccddxzz5s3Dbrfz1VdfAfDyyy9z9NFHY7VaGTNmDK+99lqTx4UQQggh2uMLhKmuD7a4ny+mONeFP6jT0Est+hMlPqMvEeWdWQ7CEYP6Xupg2VmxjpfZ7sTU2JXkuwiEdOq8HWvhnyixAfM7N+MZNTSPkw4dDMD+e/ZOaSdAXrYDm0Vtc19fWZWXwhwHVkvLIUSk3INeUU9JkYMCh8GKapVVtRp7Zhu0sZ0O0zQJf7kGfUv1rs+AVWvxNR1mt2LqBqY/hLGlGgIt3HMjgqm5MFUbmDqwY1ZfxEj9GX3Qw3P65s+fz7x58zj55JPx+/2cd955ANxyyy0sXryYiRMnsnTpUq6++uqeXJYQQgghUlRsFMPAFjp3xhTlRsuyUn1fX2yYendHNkA06ANSZl9fLOjrbufSmNj+z20d6FaZSLWeIJqqkOFqWmo4ZcIwrpw8moP3KmzllcmnKtF9sW0Hfb74TL9dmf4g4TXlqNkuFAVG5+n8UK2x1auyV7be5rVNTwAiRtPOnboBFguKpXtBn2KzgG7EO3+2NLZBMcMYmhtUJxjRkXKxWX2Q+k1cIImNXGKmTJnClClTANhnn3144YUXmh0zYMAAFi1alOylCCGEECLNtNW5MyYW9G2v9jG8ldliqaDWE0RVFLJaabLRGfnZO2b1Deuf1e3zJVudN9RisNRV8aCv2sc+Q3ITcs6OqPUEyXLbUHcpKbVoKmP26fz2pkQryXexrrS+xed0w2B7tY8DhrecjTT9QUyIB2n75hm8Xxp9n3vltB00mVXR72M1e6eAMqKjJOBrXbFGwx2lsSFMi2MbzDBoGRiAFvZjYo9n+gD6u1N/C1mPZvqEEEIIIRJpS4UXp93SZvarINuJoqR+pq+mIUhOpg111/1IXRAL+ipTKNPXUrDUVblZ9nZLGZOh1hNKWLYyGfrlu6mqCxAKN8/MVdQG0A2zzc6dOxuZq6Ngoikme2S1HfRFVm4FuxV1wE4BeDgxQR8WNTqrr41MHyig2UFzg9k002fXTPLsEvQJIYQQQvSaLRUeBha622zGYbWo5Gc5KK9N/aAvN0EBg8tuwWHTUmZWX50nRE4CZvTFqIpCcZ6rx8c21HqCCX0fidYv34VJyzMMyyq9jcd0LOhzWWHvHIMR2Qa2Nio0TdPEbPBj2ad/k1JOM6LHs3PdoWgqmNFMn1qYBS2Wi5qYih3UHffGqkKG1aS/yyCF+z/FJb28UwghhBAiGUzTZGuFl8NHFbd7bFGuk/Kanp/Llki1niD9Czr2A3d7FEVJqVl9tZ4gBdnO9g/shJI8Fxu2tVzKmCx1nhB7Dczp0Wt2Riyg21btY3Bx03EEpVWxoK/j4xN+s19LWbWmFEXBcca46B6+nRmNM/a6qzHIU2wWHOeMb/68aYCigmrFRI/O62s0Mlennyv1s3wgmT4hhBBCpKjq+iD+YKTNJi4xRbmutCjvTFSmD6LNXFIl01eboKH0OyvJc1FZFyAc6ZkmHeGIgccf7tOZvpI8JwpQ2pjV21lZlY/cTDtOe8dzRm5r9E9bzFC0nFLZtb2nYsb343VLK51Gdywggqk6QVFAaXpvrhgdYvKw1Ohw2x4J+oQQQgiRkmJNXAa00cQlpjjXiTcQwZOiYxv8wQiBkJ6Qzp0xqZLpi+iNwVKCxjXElOS7ME16LANcFxs70Yf39FktGgU5jpbLO6u8ncrydYRRUY//4XfQN5S38KxCm3WhHaSoKmgqpmEQeuc7gq9/3fR5I4yhNf4bomqYqiU+tiGdSNAnhBBCiJTUkc6dMak+tiE+siCBQV9BlgNfMII/GEnYOZOhvnGWXnaCM2SxAKan9vXVepvP6OuL+uW7Ka1s+pmYptnmuIauiqzYAqaJWpzT9HqGCQqt7L/rPMVuAd2MzuqrqGv6pBnBNOxEln6PGY6A6oqPbUgnEvQJIYQQIiVtqfCSn2XH5Wi/BKwoN/oDfqru64vP6EtgwJAXm9XXx0s8a5KUISvO7eGgryE2a7DvlndCNBjeXuPDMHbsZatpCBII6fRPYKbPjOhEVm5F27MYxbnLZxLRUZy2Nhs0dYZit8Zn9Zm+XYezm+jfbSLyzhL0pd9jaE4UU4I+IYQQQog+YUuFp0OlnQBFOQ4UYHuqZvoSOJg9Jja2oa+XeNZ5oj+kJzLgBXDaLeRk2HpsQHuiB8wnS798N+GI0eSXAbHRFonM9OnrysEfwrLvoOZPJqhzZ5zNAnrjOf2hJk1jTMMg8tWq6GU//wYzYouPbUgnHQr6PJ5o+cTXX3/Nyy+/TDicmvXwQgghhEgPEd1gW5WvQ6WdEN2rlJtlT9lMX01D4ss781Mk07djL1ziM2QlPTi2IdED5pMlVvZaVrWjmUtXOne2J7JiM0qmE3VwQbPnzMZMX6IoNgumbjQf0G6aGFvroyMjjjwYy7gDwWpv0sEzXbRbD7FgwQI2bdrEddddx5VXXsnw4cP58ssvmTt3bk+sTwghhBCimW1VPnTD7FDnzpiiHGfK7umr8QRxOyzYrYnZ4wTRIMqiKX0+01frCaEokJWIQd27KMl38+WP2zFNM2GlhK2pbQiSnZG4AfPJEsvmlVX52H9P4v/vslvISmAzHduEUZgNfhS1hc9DN1CcifsFh+Kwgm6i5LnR9ijaEdSZYdShA7BdPBalIDf6NaD7oW9/S3RJu5m+Dz74gDlz5vDWW29xyimn8NRTT7Fy5cqeWJsQQgghRIs608QlpijXldLlnYkeWaAqCnmZfX9sQ60nSJbLhtpScNBNJXkuvIEIDb7kV7HVeoJku/t2aSdAhtNKhtPaJNNXVumlX4EroYGxmpeBNqSwlWcT07kzrrEhjDYwH/vksahZjRlLPYyhulEL8+LvTf9hI+HvShN37T6iQ+WdTqeTJUuWcPjhhwMQCu26AVIIIYQQoudsqfCiqQolnSg3K85z4vGH8QVSb5tKomf0xaTC2IY6bygppZ0QDfqgZ5q51HpDfb6JS0z/fFd8Hx/ExjUkZj+faZqE3v0efVttm8clZEZfTCtdQENvfkv4/Z+aPKav3kTo0/WY/vYHy6eSdoO+3NxcZs2axffff88RRxzB/PnzKSoq6om1CSGEEEK0aEuFh5J8F5ZdBzq3oSinsYNnbepl+2o8ic/0QXRfX2UKZPqS1fykpAfHNiQjW5ssJfnueNDn8Yep94Xpn6Cgz9hcReSbjZh17XzmCcz0xQa/m7qB/+/vEl66FqPeR2R1OTgcTY61HHUIhCH81Zpm59FLawh/uTZh6+pJ7f5Leeedd1JUVMTDDz+M0+lEURTuvPPOnlibEEIIIUSLtlR4OlXaCdEB7ZB6s/oiukG9J5S0TF+dJ0Q4YrR/cC+p9SQvQ1aQ5cCiqUnv4BmO6HgDkYQPmE+W/vkuPP4wDb5Q/LNJVBOXyNcbwG5F27O4xefNiI5it0aHqieKRQUlGvyZoQimJ0Dk640AaAfv1+RQtSgfde9BRJZvwPTvqG6MrCoj+K/PiHy/GTOcesPb2/00CwoKmDJlCtXV1ei6zrRp0ygoaN5lRwghhBCiJ/iDEarrgwwo6FzmoTAnGvSl2r6+em8Ik8SOa4jJy4qes6ahb2b7dMOgwRtK2l44VVUoznUmPdMXGzvR18c1xJTs1Mwl3rmzk99vLdHXl6Ov3Y51zDCU1gavRwyURHc4tWjx5i2Ky4ZR4yXy3SYsI4pQcvKaH37EQRCJEP5qHaZpEv5yLaFXl6EWZeM4axxKAhsq9ZR2g77333+fqVOncuutt1JVVcXEiRN55513emJtQgghhBDNxPagFTVm7jrKbtPIybBR3kMt+hOlJgkz+mIKsvr2rL56bxiT5A40L8l3UZbkr4naxqAv0QPmk2XnsQ1lVV6sFjX+tdJVZlgn9N4KlPwMLIcMa/24iA6OxH5OiqKApXFsg9uOsaECQiG0g4ZDC81p1KJCrAcPRi3OJvzBD4Q/Xom2Vz/svzossfMDe1C7Qd+DDz7I4sWLycrKoqioiGeeeYb777+/J9YmhBBCCNFMZWOAUpDduaAPGjt4ptievmQGfbEB7X11X1+dN/kDzUvyXFTW+onoyStx3TGYPTXKO/OzHVgtKmVVPsqqfJTkubrfPVVVsIwehO240fE9di0K6yhJGM+h2K3RURAuO1g0bOP3QhkwoMVjTdWGbdweWEb0Qy3KxjJ2T2wTD2o9O5kC2m2LYxhGk8YtI0eOTPocEyGEEEKI1lTURYO2guzOZx6Kc518s7Yq0UtKqhpP4gezx+RlOVDou5m+2obkZ8hK8lzohklFrT9hHSp3lcx7mAyqolCS52oM+rwM65/V7XMqmor10OEdO9ae+AH2is2C6Q+iDSlAyXBgPaAE3dLK/VZ2XN8yamDC19Ib2s30OZ1OSktL44He0qVLsdtT4wtWCCGEEOmnqi6AzaqS2YV9P0W5Tuq9IfzBSBJWlhy1DUEsmkKmM/E/CFs0lewMW5+d1VfrTX6GrCc6eNZ5QmiqQkYS7mGy9Mt3sam8gaq6QLc6d5qmSfD15ejrtnf4NUnZM+ewgG5gGT0Y24RR0ce0Vn5xpFowVQ3MvtvgqLPazfRdd911XHjhhVRUVHDWWWexYcMGHnjggZ5YmxBCCCFEMxW1fgqynV2qPCrOdcXPMbg4M9FLS4qaxpEFyaq06suz+mINULKS2PWyX2xWX5UPRiTnGrWeINkZNtQUqpbrl+/mix/LATo1D3NX+o9b0VeWog3K7/iLbAmc0ddIsVkxdIMdd8DEVNr4ulJdYERAS42S3Pa0+4kefPDBLF68mOXLl2MYBgcccAB5ec273AghhBBC9ISqukCXSjthR/OX8prUCfqSPd8tP8vB+rL6pJ2/O+o8QTJd1k7NY+wsl8NKlsua1GYuyZw1mCw7j2joaqbP9IcIffgjav9ctH0HtX+8YYCmJmXvnGK3gNGYuTNNQAG19XtiaC60cDUm6RH0tfsdtGLFCjZv3kxBQQFFRUWUlZWxYsWKnlibEEIIITrhix+389VPFb29jKSr6EbQt2NsQ+p08KxuCCZlRl9MfraD6vogRmNL+76k1pO8cQ07K8lzJb28MztFZvTFxPY3KgoU53Ut0xf66EcIhqPNWzqS5UxSExcgOrYhluczw5iqs8XOnXGaC8zUKQNvT7uZvhkzZsT/PxwOU1FRwejRo3nhhReSujAhhBBCdM5LH63H6w+z/555WFO4y1xbfIEw/mCkS507AZx2C1luW8oMaDdNk9qGIAcOT96M5IIsB7phUucJJaVD6K5M0yQUMbB3YN9WVX2gRzpeluS7WLaqMmnnr/UE2WtwTtLOnwzFuU4Uor8osVo6n2nVy2rQV2zBMnZP1MIONoKJ6CgZXfvebtdO2WLFiKBbsts+XrVDS78HMXUaJ70ndHnJ1m7Q9+677zb5+9dffy0BnxBCCNHH6IZBZa0f3TD54sdyjtyvX28vKSkqamPjGro+M6wo15kyA9p9wQihiJHUYCwvNquvPtAjQd97y7fy0ofrmHvJ4W3u1du4rYHN5R4OP2bPpK+pJM+Nx1+Gxx9OeLOVUFjHG4ikXHmnzapRnOdiQBeHsqslOdh+cTDasOIOv8YMG6hJyvQpOweuZhgsGW2vRbWB0jzqUyINROwD0NTUacoDHSjv3NWBBx4o5Z1CCCFEH1NdH0Q3oj+gvLtsay+vJnniM/pyuh70Fec6KU+R8s5kzuiLic3q66lmLutL6/EGIrz++cY2j3v98404bBoTDmx5lloileR1v4Pn/77awtYKT7PH67zRZjQ5KVbeCTDjV/vx6591rruNaZoYDX4URcEyol/bM/mavxjFkczyzp20sZ8PiI5t2DXmM0KYig3TlrzMe7J0aE9f7M/333/Ps88+SyDQNzs8CSGEELurWLniIXsXsr6svs825uiuqviMvq6XgBXluqj1hAiG9EQtK2lqG5I/nDx/p0xfT4hlWd9dtjU+tHxXlbV+lq6sYMKB/XE5Et/JcVexpiXbqroW9FXU+vnH26tY/N7aZs/VptiMvp31y3fHM8EdFflmI4EnP8SoaujSNRVbksomG4NP0zQBA1Nt5321MLZBiXgwnENBSV5joWTp1J4+RVHIy8tj1qxZyVyTEEIIITqpvDb6g/Tk8cP4fl017y7bwkWnjOrlVSVeRV0Ah03D3Y1AoLixg2dFrZ+BRW2XePW2nsj0Oe0W3A5Lj2X6ttf4GDkkl5821fLaZxuZ9rO9mh3z1pebURQ4YUz7HR8ToSDHgaYqXW7ws3x1dD/g9+uqqKoLxLOnEG1GA8kN3PsKvdpL+KOVqAPzUPK6+L2VpP3IiqKg2CwQ8mPaskHrwP1QnTvGNkR8mJYsTGsOkHq/VOv0nj4hhBBC9D3lNT6sFpV++S7GjS7hk+/KOOu4ESk1DLojouMaujajLyY2tmF7Te8Eff5ghA++LuXYgwZgbyerUeNJfqYPotm+nsj0+QJhGnxh9huWT362g/eXl3LyYUOaBLUef5gPvy3lsFHFnc4ydZWmqhRkO9jexfLOr1dXkJtpp7YhyEffljJ5/LD4c7FMX3YPNKTpTWZEx/vOT2DVsP98/05/j5qx7rFdnNGnhCpBsWJa22jQYregBBow3EM6dE5Dc6OFazBNK6oRIOIe0XbHzz6s1U91zpw5bb7wxhtvTPhihBBCCNE15TV+inKcqIrCcQcP4P3lW/no2+gP1Omkos5PYTdKOwGKGsc2lNf2zr6+79ZVsfi9NazcVMOMX+2HprZeKlZa6SXDae1S98TOyM92xLPFyRQr7SzOdXLI3oV8+v02Xv10A+f8fO/4Me8t20IobHDSoYOTvp6dFee5utTgx+MPs2pzHRPHDWZ9WQMff1fGqUfugapGg4NaTxBNVdLuFzC7irzzJWalB9svx6G4uxCsRwwUp61rv9AxI9FumkYoOoOvlXMoVg18YFo72E1Uc0GoHEXX0W0lmO00f+nLWv0XJCcnp80/QgghhOg7ymv88QzWwMIM9hqUw3vLtmIYfW/2WleZpkllXaBbTVwgOow7w2nttbENsTLKb9dWsejNVTsyHLt49dMNfPFjOYeOLEr6mvKzHFTVBVpdS6LEMmlFeS4Kc5wctX8/PvymlOrGLGMorPO/r7Ywelhej2dhi3KdlNf4O/0ZfLu2EsM0OWhEIRMO6E91fZDv11fFn69tCJGTYUNN0QxRR5imiRmOYNu3H5Y9O96ts4mIjuLsWjZUiTSgO4Zg2ApR9ObNdOLHWUIYajaoHcwmqvboiAbTwHAkv6FQMrX6jq+66qpWX+TzpUbHKyGEEGJ3YJgm5bV+Rg/Liz923MED+Nu/V/DduioOSOKMt57k8YcJhvRuNXGJKc51drmUr7uq6gO47BaOPXgAr366kbwsO6ceuUeTY974fBP/+mAdh48qbnHPW6LlZzsIhHR8wQhuR/IyUtuqfShAUWPg/otxQ/n42zL+++lGzjtxb5Z8v416X7hXMtTFuS6CYZ3aTs4rXL66kpwMG0NKMhlUlEGmy8oHX5ey/57R77s6b5DsNN/PpygKtklH4frRpKu/SjHDOoq7i5+TEcGwF6PYclFrl4Ils+V1Wk0MLY8Oh9+qFUwd3Tk0uq8vhbUb5r7zzjvcf//9+Hy+aAtWw6C2tpbly5f3xPqEEEII0Y7ahiDhiEFRriv+2MF7FZLttvHusq1pE/TFxjUUdmNGX0xRroufNtd0+zxdUV0fJC/LwZSjh1HTEOTlj9aTm2ln/P79AXj7y80sfm8NY/cp4qJfjIyXCSZTvINnXSCpQV95jZ/8bAfWxmYd+dkOjj6wPx9+XcpJhw3mzS82MaQkk316YZB5cV5j2W+Nr8NBXzii8/26asaNLkFVFFRN4cj9+vHWF5up9QTJybBT6wnFR0Kku+7stSVioLq6EPTpPkxrLlgyohlHzQVGsPlIBiMCdjum6u5w0Gcqdgx7CaYt+dn2ZGu3QPyuu+7i8ssvp1+/ftxyyy2MHz+eqVOn9sTahBBCCNEBsTLFWHkngEVTmXBgf75fV5UyM+naEwv68hMQ9BXnOqmuDxIK9/zYhur6AHlZdhRFYfrJ+7DvHnk8+fpPfLu2iv99tYV//m81h+xVyCWTRrW53y+RempW3/YaX7x7aswphw9BUWDB89+wvcbPyYcN7l7w0EXFjb806cy+vh831hAM6xw0YscvVo4+oD+GafLJd2VA9JcyOWnexKW7TMMAFZSszmfxlYgX3dmYGVYUDNcwlEjzcRGK3oDhHty5RiyqhuEeDmqSxkj0oHb/JXE6nUycOJEDDzwQu93OrFmz+Oyzz3pibUIIIYTogFgDjuKcpj8wTThwAIqi8N7y9BjWXpmAGX0xsQC5oofGFOysqj4Qz6xZNJUrJ49mYJGbv7z0Hf94exUHDi/gstP2xdKZodbdFFtPZRI7eJqmybZqP0W7ZL3yshxMOHAAZVU+CrIdHLJ3YdLW0Jb8LAcWTenUgPblqytx2DT2GZwbf6wkz8Xeg3L46JsyguFoyWy6l3d2l+kNohZlo3R2XIMZic7Ts+XHHzJshYAWfW5nRgRcRdDx4s600u6/JjabjVAoxODBg/nxxx9RVZVQKNQTaxNCCCFEB2yv8aGpSrP29rmZdg7eq4CPvy3rlYxWolXWBXA7LAkZ1h0rhe3pLGggFMEbiJCXtSMIcNotXH3GAeRlOThoRAFXTB7dowEfQKbLis2iJjXT1+AP4w9GKMltXup4yrghuB0WJh0xtMeym7tSVYXCnI7v9TRMk69XVzJ6WH6z7qpHH9if8lo/n/+wHUAyfe0J66hFbYxaaIUSrkd3DIl27oxRrejOIU2zfUYQU3Nh2nOi3T13Q61+V1155ZUsWbKE448/nksvvZTx48fzxBNPMGPGDOneKYQQQvQh5TV+CnOcLe79OmJ0P7yBCOvLUm+Y8K4qawMJyfLBjkxfT3fwrK6PzmzL3yVAz8mwM/fiw5jxq/2TPp6hJYoSDXiS+XmUVzdmpPOa38OcDDv3/2484w/on7Trd0RxrqvDn8H60nrqvKEmpZ0xY/YuxO2w8N8lGwDIlUxfq8xQJDqqoStNXEwdw1HS7GHD0S+a2WsM8JSIB8M5FKzpPTajLa3+qzJmzBhmz57Nv//9b8aOHUtGRgYPPfQQY8aM4f777+/JNQohhBCiDTuPa9jVHv2iXew2bmu+xyXVVNb5KUjAfj6ADKcVt8PSC0FfNJPW0tDxnmjY0pb+BW62Vrbe7r67YmWTxS1k+qCbTUASpDjPSXmtH6MD2aDlqytRFYX998xv9pzVojFu35L4PlQp72yd6Q2i9s/t/P2PeKNlnZq7+XOaa8f4BtMEDAxbfrR8VFWSPpqkL2o16Lvwwgt5/fXXue2221i/fj0nnHACixcv5ogjjuD/27vv+Lbqe3/8r6NpybZk2Za8Vzzi7M1KSKCMBEIIhVJoaYHbeXtb6OSWH4XLbe/t93J7eZT2Xkrv7b4d3DalNIyGAGE2pGTHWY7jON5Lw7Jl7XV+f8hyErxtrSO/nn+BdCS/j05k663P+/N+5+WN/cdNREREiSeK4qRJnz5LDUO2Gm0ST/pEUYRtyBuTJi5RkblsiS3vtI0kfR9c6UsFJcZMWAa98PnjUwocLUOO5TWMtQKDFoFgGPaRFdnJHG22YGF5zoTdTjeuvLBqyfLO8YmiCIgiZDnjJG5TEMLuCw1cxhHWVgAhLxD2QFTmAfKR35EqJRAc+29c9Hgheqa+7lI1Zf3AunXr8OSTT+KVV15BVVUVvvnNb+Lee+9NRGxEREQ0BYc7AF8gNOHqCQBUFmajVeJJn8MdgD8YhjEnNuWdQOQD/kw6NcaCzeGDIAA52amXBJTkRz5499hccXn+fntkpTbR+xVnItpZtH+KLwP6B9zotbnHLe2MKjVmobpYB7lMQJZm/pYVTsrthywvG4J6hq9POAhRUEZGNUxAVBggyrUQAnaE1KWjtwtqNRAOjz3e7YXo8qTtKuC033UqlQparRaZmZmw25Mz14aIiIguFV2pmiwZqizSoX/ADbc3OOExqc460qE01it9NocXgeDYD4DxMuDwwpCtTlqzkskUR5M+6+ySvh6rC7ahiZPo/gE3ClJ8Xl00vqm+DDjabAUArJwk6QOAj11fh49dX5sSpaupSPQFICvMmfHjhOAQwh9s4DLmIAFhbTVEmRaiKvfCzWrVmJU+0e2FkKODrCAPcKbHiJsPmrL91eHDh/Hcc8/hzTffxFVXXYUHHngAl112WSJiIyIioilE96R9cPbZxaoKR/b19Q9jUcXE34ynslgOZo8yGTQQxchewaK8mZeXzcaAw4vc7NQsbzQZNFDIBXTPMOkbcHjxp3fO42+n+rBkQR6+/tEVY46JliFfPNogFeVkq6FUyKbs4Hm02YJyU9aUjYUWFOuwoFgXyxDThhgMAQoFhJm+H8KREszxGriMOVRlhKhTAbKLVhJVSiD0gaTP44W8tgKCUoGg2QaIYtol6hMmfT/5yU/w/PPPw+Px4M4778TLL78MozE5c1OIiIhofP12D2TC5PukKkaSvrY+h4STvnis9EXHNiQy6fOhcqS5TqqRy2QoystEt2V6SZ/XH8Qr73fg1QMdCIuRMuLTrTYMOn3I+UDjkkGnP1KGPE7nzlQiEwQUGCbvYupw+3GuewjbrqpMXGBpSHT6ICvNhTCTVe+QB0LQhWDOGkA+jVXjD8zwAwBo1BBDodFpfaLPD2jUEPTZEAQBsoI8iANDgC5r+nFJwIRJ3969e/HVr34V119/PeRy6U+hJyIiSkdmuxt5evWk+6SytSrk6zPQ1ivdfX3WIS+ytUpkqOY+oy8q0WMbwqKIgWFv0oaPT0dJfiaauwanPO69E7147u0WDLn8uGyRCR/ZVA1vIIR/+vkBHD1rwbWrSy85vn+Kzp2ppMCgnXRf44kWG0QRWFWbutdREsJhyPNm8AVIyA0h5EMw5zKIypnP9IsSlErgom17otMD2cLK0ZU9WWkRgv3pt9o34W/OX//614mMg4iIiGYh0rlz6g/SlYXZaOuT7qw+62DsxjVEZWuU0KjlCUv6hl1+BEPiuOMaUkVxfibeP90Pjy8IjXr8j4nnuobw8780YkGxDl+8fRlqSiIfwEVRRIkxE4eaxkn6RvaepvpKHwCYcjVoaLEiHBbHHaNxus0OnVaJ8oL0WglKJNEbgKDTQNBMr6GREByGKIYRzFkHUTG3lXJBcWExSwyFALkMsrwLFRBCpgaywnyI1kFAP9E1ll6zl9TbRUxERETTIooi+icZ13CxyiIdLINeOD2BBEQWe9ah2A1mjxIEAaYcLfoHE9O4wTbBYPZUUmKcuplLU2ekod9X7lwxmvABkdfzquXFaOoYHPPvrH/AA4VcltIJb1SBQYtgSBwdr3ExURRxpsOOheWzmCtHo0S3H7Ki6ZWaC4EhiJBFVvjmmPABABRyRGs7xWEXZKWFlySCQGS1TwyFxnTyFEURYdsghDwDoIxd1UEiMOkjIiKSKJc3CI8viIJpjDGoLJTukPawGPkAHuuVPmBkGHeCVvouDGZP3UHd0bENkzVzael2oDBXO+4YgiuXFSEsijjabLnk9n67GyaDBjIJJEqjYxvGaeZitntgH/ahXqJ7Y1OBGAhBUMgg009doSAEhyHKVAjq105vD990KBSAODIjMCxGOnZ+8OdqMyArNAKOC+8DMRSCaB2ErLQQ8voFM9uLmAKkFS0RERGNipbMTae88+JmLlIz5IyURebHcEZflMmggXXQi2Ao/mMbRgezp/Bw8vwcDVQK2YQrfaIooqVnCNUTdKSsKc1Bni4DR5o+mPR5Ju0wm0omG9vQ2BFZ5awvz0lkSGlFdHggqzKOWV0bI+wDwiEEdSsBeQzfM9Gf63RDVpAHIWP8L2FkpQUQg0GI4TDEQBCi3QFZbQXkC8okl/ABTPqIiIgkK7pCNZ3yzswMJUwGjSSbuUQ7d8Zjpc+Uox1dSYw3m8MLtVIO7QR75VKBTBBGOng6x73fMujBsDuA6pLxG2kIgoA1C4041TYAjy8yFzIcFmG2p/6Mvih9pgpqlXzclb4z7Xbos1QolMi5pBrR5YUsRwtZ/hRjLMQQZP5BBLOXx26Fb4QglwMyAaLPD1lxwcTHaTIgKymAODAUKQNdWgd5ycTHpzomfURERBJltnsgADDmTC8ZkmozF+tgJCGLS9KXwA6edocPuTp1yu8FKzFmTlje2dId+fczUdIHAKvrjAiGRBxvsQGIlLUGQ6JkVvoEQUBBjmbMSl9kP98gFnE/36yI4TBEfxDyKtOUr5/gtyGYVQ9RPbb0MiYy1BBydBCyJk8oZcUmCLosKFYugjwvJz6xJAiTPiIiIoky293I1amhnKpMakRloQ42hw8Olz/OkcXW6Iy+ODQBKUhg0mdzeFO6iUtUSX4mBp1+uL1jm/609AxBrZKP7v0bT02pHvpMFQ43mQFcKJOU0uqYKVc7Wj4d1Wtzw+Hycz/fLIlDbshK8yBoJ9/TKvjtCKsLEdZUxC0WISsTsvKiqY/TZECxajGE7MTM8YwnJn1EREQSZR70wDiDfW5VRdF9fdIq8bQMeaHPVEGljP3cYF20lM8e/w6eAw6vJLpXFk/SzKWl24EFRbpxRxlEyQQBq+uMOH7eBl8ghL6B6e89TRWFuWP3eja2j+znY9I3Y6IvAEGlhHyqjp1BF0SZCqGsxUAcV1PlVaUQcqYoMU0zTPqIiIgkaroz+qLKC7IhQHrNXGxDXuRPs4R1pqKlfPFe6fMHQnC4A8hL4c6dUaMdPC2XJn0+fwidZieqS6b+sLx6oRH+QBinWgfQb3dDrZQjJ2t6M9lSQYFhZK/n0IW9nmc67MjTqWFM4UY8qUgURYhOH2QLTJM3bwkHIIS9COlWALKxnWFjSVAp512JLpM+IiIiCXJ7gxh2B2a0T0qjVqAwTyu5Zi6WQU/MZ/RdzGSIf9JnH47M6JPCSl+uPgNqlXzMSl9bnwNhUUR18cT7+aIWluUgM0OBw01mmEc6d0rpQ3aBIdrBM7JKGRZFNHUMop77+WZMHPZCZsyG3DD5MHshMIhQ1pLYzOKjMZj0ERERSZBlcPqdOy9WWZiN9n7pJH2hcBj2YV9cmrhEmQxaWAY9CIfFqQ+epdFxDRJI+mSCgOK8zDFjG851DwGYvIlLlEIuw6paI46ds6Hb4oJJQvv5AMCUG53VF3mfdVtccHoCLO2cITEYAsJhyMuNkx8YDkCUqRFWmxIT2DzEpI+IiEiCZjKj72KVhTrYh30YdPriEVbMDQ77EQqLcU76NAiF4zu2IfrcuRIpDSzJHzu24XyPAwUGzbhD2cezZqERHl8QNodXMp07o7I1SmjUitH32Znofr5yJn0zER5yQ15dACFj8n8zQtCBsLYSEGK/b5cimPQRERFJ0OiMvhkOLK+UWDOX0Rl9cRjMHpWIDp4DjkiSbchK/T19QGRsg8MdwLA70ulVFEW0dA9Na5UvanFlLjJUkQ/xUurcCYzs9TRcGNvQ2G6HMScDeRJJ2lNBeMgNuVE3jZl8YUAUEVYXJiaweYpJHxERkQSZ7R7osyKdJ2ei3JQNQQDaeqXRzKXXFllpiXd5JxAZgREvA45IB1KlQhofvaLNXKIlnpYhLxyTDGUfj1Ihw4qafAAX9shJSUGuFv0DboTDIpo6B7nKNy2REmnRH4Qgk01vJl/QgVBGCSCTxhciUiWN3zxERER0CbPdjYJZrH6pVXIU52UmdaUvEAzjJy+dwltHuxEKh8c9RhRFvHG4C8/uaUa+PiOue+H0WSqoFLIxw7hjSSrjGqI+OLahJbqfr3hmbe6vWVmMEmMmSozSm3NWYNDA5vDifI8DHl8Qi7ifb1KiPBOAADEUgjjsgbyuCIJSMfUDwwGImtK4xzffTeNKEBERUarpH/RgWVXerB5bWZiNE60DEEUxKZ0I2/uH8f6pfrx/qh9vHu7CXR+qwdIFF87F6Qngl7sacbTZimUL8vDprYugkMfve2qZIMSkg6c/EILHF4R+nBJOm8OHUgklPoZsNTRq+ejYhvPdDqiV8hknbwvLDfiXT18ejxDjriBXC1EE/nq8BwDn801JngGoC4GBdsjKyyHTT2N1N+SGqMyBqJhfM/OSgSt9REREEuP1BzHk9MM4y+YYlUU6OFz+0TECiRYtGbz7uloEgmF8f0cDvr/jGLqtLjR12PH4Lw7geIsNd19Xiy/fuRy6zPjPdzMZtDAPzj7p8wdC+LffHcE//eIAPL7gJfeJoii5lT5BEFCSnzW60neuZwhVRdmQy+bPR8doSer+xn4U5mqRI5H9mMkkQg9Bq4K8ZHoJshByIaRdEOeoCOBKHxERkeT0DUT2nhXNsjlGZeGFZi7JSER6rC6oFDJcv6YU164qwZtHuvDie214/OcHIEKEKUeDR+9di4rCxM3rMhk0ON5iQ1gUIZvh6qcoivjNa01oHymZ3XO4C9uuqhy93+kJwB8MS2Jcw8WK8zNx5KwFvkAIXWYntlxenuyQEqpgZGyDPxDmKt80CdpMCNXrIAv3QkTu5AeH/RBlGRCVUxxHMcGkj4iISGKizU2K8mdXLlhmyoJMENDW58DquinmZ8VBj9WFwjwtZDIBMpmAzZeV46qlhXh5XztC4TA+ck01MlSJ/YhiMmgQDIVhd/hm3KHx7aPdeO9EH25dX4mOfide3d+B61aXQpsROYdo504prfQBkWYu7zb04HiLDaGwOKMmLukgM0OJLI0yMp+vPCfZ4aQ8Qa2Camkt3IIADPQBYhAQJn4fC0EHQpn1gDB/Vo+Tia8yERGRxPTaXJCNtJSfDZVSjqJ8LTr7nVMfHAfdVtdod8iobK0KH7u+Fp+4cWHCEz4Ao01xZtrB81zXEJ7d04zl1Xm4dUMVtm+ogtsXxOuHOkePGZ3Rp5NWeWB0/967DZE9bQtm2MQlHUTfY+zcOTUhUwNlYT4gU0VKNgNDEx8shgAICKsLEhbffMekj4iISGJ6bW4YDZo5NTcpM2ah05L4pM/jC8I+7BvtDpkqomMb+mewr2/I6cOPdp5Ark6Nz25bDJkgoKIwG6vrjHjtYAdc3gCASOdOAJIr74wm5qdbB2AyaKDTxn9vZaqpK89BfXlOQvaVppNwRgkEyIBwcNz7haADIU0ZIOPrmihM+oiIiCSmz+ae9X6+qFJTFgYcvtHEJFGiTVxSLekz6NRQyGXT7uAZDIXxzM6T8HiD+NLty5GZoRy9b/uGKnh8Ibx2ILLaN+DwQSGXIVurnOjpUpIuU4XMDAVEANXF86u0M+rOa2rwjx9fnewwpEemRCizBkJwcOx9ITcQDiKsLkl4WPMZkz4iIiIJCYXD6BtwoyhvbklfmSkLANBlTuxqX6omfTMd27DjzXNo7hrC/TfVj76WUWWmLKytN+H1Q51wegKwObzI06mTMh5jLiIdPCPXqaZk/pV20tyE1cUQBSUQHvliKeSF4DMDkCGoXwMosiZ9PMUWkz4iIiIJsQ56EQqLKMqbW9JUahxJ+kbmsCVKt9UFpUIGo352+xHjqcCgQa9t6tfD4fZjz+EuXLOqBFcsKRz3mO3rK+Hzh/DqgQ7JjWu4WMnIv5MF83Slj+ZApkBYWwMhYIPgtwBiCEHdagRzroComt2MUZo9du8kIiKSkJ6RpGSuK305WSpkaZToNA/HIqxp67G5UJQb6dyZaioKs3Gs2QqPLwiNeuKPSB0joxnW1ZsmPKbEmIV1i0zYc6gLCrmAVbWJ75IaC2sWGmFzeFFqSq2VWZKGsLoQQmAAYVUBRLWRnTqTKK6v/A9/+EPcfPPN2Lp1K375y18CAPbt24dt27bhxhtvxFNPPTV6bGNjI+644w5s3rwZ3/rWtxAMjr/xk4iIaCLDbj+6k9CcJJH6ouMa5pj0CYKAMlMWOs2JXenrsbpQbEzNBKKyUAcRQEf/5Ilw+8j9FQWTl6dt31AFfzAElzcouc6dUYsrc/GVO1fMq6HsFEMyBUK65RAzCpjwJVncXv0DBw7g/fffx4svvog//elP+M1vfoMzZ87gkUcewTPPPINdu3bh5MmTeOeddwAADz30EB577DG8+uqrEEURO3bsiFdoRESUpp57uwXf/tUhtPY6kh1K3PTa3NBnqqDNmHtTkFJjFrqtToTDYgwim5rHF8SAw4fiOZamxsvFQ+sn09Y3DFOOZsprUJSXiSsWR1rSS61zJxGll7glfZdddhl+/etfQ6FQwGazIRQKweFwoKKiAmVlZVAoFNi2bRt2796N7u5ueL1erFy5EgBw++23Y/fu3fEKjYiI0lR73zCCoTB+9OcTcLj9yQ4nLnptrjmv8kWVmjLhD4RhnsGYgrmIlqZ+cEZfqtBlqpCnU0+Z9LX3DaN8JEGcyvYNVSg1ZqGmlHviiCh54rqnT6lU4j//8z/xi1/8Alu2bIHZbIbReKGm3WQyob+/f8ztRqMR/f39M/pZeXnsAJSKjMbp/VGk9MTrP78l+voHQ2H02NxYXW/CyXNW/GLXGXznc1dCPodZdqlGFEX02T3YuKokJq/v8roCYNcZOLwhLIvh9ZootobWAQDA0joTjMbU/LtdV5GL9l7HhOfgdPthHfLi5vVV07oGRmM2fvzw/BpAzd/98xuvf2qKeyOXBx98EJ/97Gfx93//92hraxtzvyAIEMWxZSUzbWtssyWuPIWmx2jMhsWS2AYBlDp4/ee3ZFz/LosTwVAYa2rzsao6Dz//SyP++08N+Oi1NQmNI56GnD64PAHkaJUxeX21CkAQgFPnLKgrjs0Htcmu/ZlWGxRyGeThcMr+figyaPC3E71o7xwYt3zzdFskcTVmq1P2HJKJv/vnN17/5JHJhEkXweL29WdLSwsaGxsBABqNBjfeeCP2798Pq9U6eozZbIbJZEJBQcElt1ssFphME3fEIiIi+qDovLkyYxbWLyvCtatLsHt/Bw6eMSc5stjpHWniEqs9cUqFHIW5WnQmaFZfjzUyXzAVO3dGVRZFkt/2CUo8o01cyqdo4kJElErilvR1dXXh0Ucfhd/vh9/vxxtvvIG7774bra2taG9vRygUwssvv4yNGzeipKQEarUahw8fBgDs3LkTGzdujFdoRESUhjotTshlAgpH9rt97LpaVJfo8Iu/NKZNR8/egdh07rxYmSkLXQl6fXqszpTdzxdVWRgZQj7Rvr72vmHk6dTI1qoSGRYR0ZzErbxz06ZNaGhowG233Qa5XI4bb7wRW7duRW5uLh544AH4fD5s2rQJW7ZsAQA8+eSTePTRR+FyubB48WLce++98QqNiIjSUKfZieL8TChG9vAp5DL8w23L8O1fHcTTz5/AP92/btLZa1LQa3VBrZTDkB279v9lpiwcaDTD7Q1CmxG/18fjC8Lm8GFjiid9WRol8vUZaJ1wpc+J8gLuWSIiaYnrX78HH3wQDz744CW3XXnllXjxxRfHHFtfX4/nnnsunuEQEVEa6zI7sagi95LbDNlqfH7bYvzH74/hUJMZVy8vTlJ0sdE74EZhnnbG+94nUzrSUKXL4kRdWU7MnveDoqWpqb7SBwCVRTq0jTP2w+MLon/AjauWzK/GLEQkfenT0oyIiOatYbcfg04/ykxj91ktrDBAo1agtVf6zQViOa4hKvqaxbvEs8caGddQLIGkr6owG9YhL5yewCW3R4e2V0xzXAMRUapg0kdERJLXZYkkFOMlfTJBQGVhtuQHtnv9kcHmRTEebG7IVkOrVow2womXHqsLCrkMxpzUH1IeHdL+wWYu7f2R16iC5Z1EJDFM+oiISPKi3SdLx0n6AGBBsQ5dZicCwVAiw4qp/oHIAPWi3Niu9AmCgDJTFjrjvdJnc6EwVwu5LPU/ekRX8tr6Lv2ioL3PgZwsFfRZsdtTSUSUCKn/m5eIiGgKXWYndJkq6DPH76hYWahDKCyiI0GjCeKhxxZZzSyKQ3lkqSkLXWYXwuPMzY2VbosLJcbUL+0EAG2GEgUGDdp6x670cZWPiKSISR8REUlep8WJskkSigXFkTb8rT3SLfHstbkhEwSYcjQxf+4yUxZ8gRCsg56YPzcQKU21ObwojvF+xHiqLNJdstLn84fQa3NxPx8RSRKTPiIikrRQOIxui2vC0k4gsm9Nn6WSdDOXPpsLxpwMKBWx/9Md3QvZaXbN6XlOtQ5g175WiB9YMRwdKp8vnYHmlYXZsDl8cLj8ACJfLIgi9/MRkTQx6SMiIknrH/AgGAqPjh6YSFWhTtLNXHpt7pg3cYkqzs+EAKDTPLukWBRFvHqgA9//wzH8+E/H8fs3zl2S+EU7d0qlvBO40MwlOqQ92tSFK31EJEVM+oiISNKiowbG69x5sapiHfoG3HB7g4kIK6ZC4TD67e6Yj2uIUivlMOVqR7ugzkQwFMb/7m7CH948hzULjbhlQxVeP9SJZ/c0jyZ+3VYXFHJBEp07o8oLsiHgQjOX9r5hZGuVMGSziQsRSU9ch7MTERHFW6fZCblMmHIVrKroQkfGxZW5kx6baqyDXgRDYtxW+gCgzJiJjv6ZNbpxeQN45s8n0dhuxy1XVeC2qxfAZMxGwB/Eqwc6EQ6LuOfGOvRYXSjMzZRE584ojVqBwjztaDOX9v5hVBRkQxCEJEdGRDRzTPqIiEjSOs1OFOZpp9zrVlk40sylV3pJX3RPXLxW+oDISumhJgs8viA06qk/HvQPuPGD547DOujBp7cuwvplRQAiIyA+em0NZIKAV/Z3ICyK6La4UF2ii1vs8VJZmI3GdjsCwRB6rC4sr85LdkhERLMina/ciIiIxtFlcU5Z2gkAWRolTAaNJJu59A6MjGuIY9IXbYTTbZ26xDMYCuOJ3x2ByxPAQx9bNZrwRQmCgI9cU42tV1bgnWM9sDm8KInDqIl4qyzUYdDpx8nzAwiFRTZxISLJYtJHRESS5fIGMODwoWyKJi5RC4qk2cyl1+qGPlMFbYYybj8j+hp2TWOWYd+AG0MuPz52XS3qynLGPUYQBNy+cQFuXV8JILJHTmoqR0qC32noAcAmLkQkXSzvJCIiyYomKJONa7hYZZEO75/ux6DTh5ws6TTk6B1wxXWVDwDy9BnQqOXotEyd9E23G6cgCLjt6gW4YkkhTIbYzxeMt3JTNgQBOHHehswMBfL10mlEQ0R0Ma70ERGRZHWap9e5M2pB0YV9fVIhiiJ6rfEb1xAlCAJKjVmjr+lkui0uCML0y00Lc7WQSbABilolR3F+JkRxpJunBM+BiAhg0kdENC80nLNiyOlLdhgx12VxIkujhD5TNa3jywqyIBMESSV9DncAbl8QhXFe6QMiyXOn2YnwB4arf1CP1QWTQQulQh73mJItOq+PpZ1EJGVM+oiI0twbh7vww+eO45X9HckOJeY6zZEmLtNdgVEr5SgxZkqqmUufLf5NXKIqCrLh84dgtnsmPa7b6pJkY5bZiHZ9ZRMXIpIy7ukjIkpjh5ssePb1swCANgmtbk1HOBwZBXDNqpIZPa6qSIfDTWaIophy5XpefxBdFhf6B9zot7vRP+BBe38kQS3KjX+SFW220tE/jMLc8ZPMQDAMs92DtfWmuMeTClbV5uN4iw2LKw3JDoWIaNaY9BERpalzXUP4yUunsKBYhxJjJvafNiMcFiGTpVaiM1vmQQ/8wTBKp9m5M6qqKBvvNvTAPOhBgSH+q2eTEUURXRYXTp634cR5G5q7hhAKR0orZYKAfH0GTLkaXLW0ELm6+DeeKTFmQi4T0N4/jMsWFYx7TN+AG2FRRHF+cl+7RMnVZeCrH12R7DCIiOaESR8RURrqtbnww+cakJutxoMfWY4T5214t6EXvQPutCnLm2kTl6iqaDOXHkfSkr5wWMSze87iyFkLBp1+AECpMQs3ritDbVkOCnO1yNdnQCFP7C4MhVyGkvxMdPRP3Myl2xq5ryR/Zq87ERElD5M+IqI0M+j04ft/aIBcJuCrd61EtlY1ui+prdeRVkmfTBBmvOJUYsyESiFDa+8wrlhSGKfoJtdpduLNI91YUmnAhzcuwNKqPBiyU2OERHlBNhparBOWv/ZY3ZAJwoTln0RElHrYyIWIKI14fEH84I8NcHoC+PKdK2DKicxGK8zVQq2So61POg1MptJldqIwb+YdJOUyGcoLs5PawTO6T+8Tmxfi6uXFKZPwAUB5QRaG3QHYh8fv9hrp3KmBUsGPEEREUsHf2EREaWTP4S509DvxhduWjpYxAoBMJqCiIBttfenRzEUURbT3D8+4tDOqqlCH9v5hBEPhGEc2PZ39TqhVchhzUm9g+YVmLuOXeM6nzp1EROmCSR8RURo5dMaMmhI9llfnjbmvsjAbHf1OhMLJSXRiyTbkhX3Yh5oS/aweX1WcjUAwjB6rK8aRTU+HOZKwpuLA8jJTFgREOnh+UCAYgtnuRjGTPiIiSWHSR0SUJvrtbnSanVi70Dju/ZVF0UTHneDIYq+5awgAUFs6y6RvZBX0fBJKPMOiiA6zExWm1Jz7plErYMrVjpagXqzX5oYoRvZFEhGRdDDpIyJKE4ebLACANQvHn592cTMXqTvbNQiNWjHjcQ1RphwNMjMUSXktLIMe+PwhlBWkbvfLioKsccs7oyujXOkjIpIWJn1ERGni0BkzqoqykafPGPd+k0EDjTo9mrk0dw2hpkQ/65mDgiCgqkiHlp7EJ32dI8lUeQonfeUF2bA5vHB6Apfc3m11QS5j504iIqlh0kdElAasgx609Q1j7QSrfEBk2Hc6NHNxegLosbpQVza70s6omhI9eiwuuL2BqQ+OoQ7zMOQyIaWboUQT0s4PlHhGO3cmen4gERHNDX9rExGlgUOjpZ3j7+eLqizSodPsTFrXylho7hwEANSW5szpeWpK9RCBhK/2dfQ7UTSLUROJFO3g2f6BEk927iQikiYmfUREaeDwWTPKC7JgMkxedldZmI1gSES3JTldK2OhuWsICrmAqqK5NUKpKtJBEC40hUmUjv5hlKVoE5conVYFQ7b6kg6e/kAIFruH+/mIiCSISR8RkcQNOLxo6XZMWtoZVTnStVLKJZ5nuwZRVaSb80qZRq1AmSkLLd2JS/ocLj8Gnf6U3s8XVVGQfUkHz74BN0SwiQsRkRQx6SMikrjDZyOlnWvrp076jPqMSNdKiTZz8QVCaO8bnnNpZ1RtSQ7O9zgSNruwwxx53aPlk6msvCALfQNu+AIhAJHSTgAs7yQikiAmfUREEnf4jBklxsxpdVQUBAGVhdlo65Vm0hdJ0MQ5N3GJqi7VwRcIodM8djxBPEQ7d5aZUn+lr7wgG6IIdI28Nj0jnTsL2LmTiEhymPQREUnYkNOH5q6haZV2RlUW6dBlcSIQDMUxsvho7hyEgEjnzVioLckBAJxL0L6+DrMTeTo1sjTKhPy8uYiWoEb39XVbXCjI1bJzJxGRBPE3NxGRhB05a4EIYO0UXTsvVlmYjVBYRJcEm7k0dw2ixJgFbUZskqY8fQYM2WqcS9C+vo7+YUmUdgJAni5SChzt4NljdXE/HxGRRDHpIyKSsENNFhTlaWf0YbyycKSZS6+0mrmEwmGc63HErLQzqqZEn5CkzxcIoW/ALYnSTiBSClw+0szFFwjBMujhfj4iIoli0kdEJFEOtx9nOuxYs9AEQRCm/bhcnRrZWiVaJdbMpdPshM8filkTl6iaUj0GHD4MOLwxfd4P6rI4IYrSaOISVV6QhW6LMxI72MSFiEiqmPQREUnU0bMWiOLMSjuBaDMXneSauZztjKzG1ZXlxPR5o/sD4z2vL9rEpVwiK31AZGxDMCTicFOkQyzLO4mIpIlJHxHNCw3nrAmdxxZvoiji3YZeFBg0syoXrCzMRo/VNdqOXwqaOweRP7IHL5bKTFlQKWUxKfEcdPrwzrFuhEVxzH0d/cPQqhXI02fM+eckSnRVcv/pfshlAkwGTZIjIiKi2WDSR0Rpr9/uxo/+fAJ/ePNcskOJmRPnbWjtdWDL5eUzKu2MqizKRlgUEzaqYK5EUURz12DMSzsBQCGXYUGRLiYdPH+9uwn/u7sJL+5tHXNfh9mJ8oKsWV2vZCnM1UKllME+7EMhO3cSEUkWf3sTUdr7/Z5mBEMi2vuHEQwlZgh3PImiiD//tRX5+gysX1Y0q+eQWjOXfrsHDncg5k1compK9eg0O+H1B2f9HE0ddhw7Z0WeLgMvvteGY83W0fvCYRFdZifKTNLZzwcAMpmAMmNkJZmlnURE0sWkj4jSWsM5KxpabKgp0SMQDKPLIo2VrckcO2dFe98wtq2vnPXKS06WCvpMFdok0syluXMQAOKy0gcANSU5CIsiWntmlwSLoogdb7XAkK3G43+3DhWF2fjpy6fQP+AGEFlt9gfDo7PvpCRa4skmLkRE0sWkj4jSViAYxv+90YyiPC0+vXURAOD8LD/UpwpRFPHCX1thytHgqqWFs36eSDOXbLRKZKXvbNcgsjRKFOVp4/L8NSWRlc/mWe7rO9RkQWuvA7ddXYUsjRJf/PBSyGUy/NfzJ+D1B9E+MuBcSp07o6KJKlf6iIikS5HsAIiI4uW1gx0w2z34+l0rYTJooMtU4XyPAx9anezIIp59/SwONplRkKOByaCFyaCByaBBiTFrwlWVI2et6DA78ZlbFkEum9v3dtUlejS02OBw+6HTqub0XLPhcPuhVSumtVrZ3DmE2lJ93PbDaTOUKMnPnFUzl2AojD+93YISYybWL42U2+brNfj89iX4/h+O4Re7ziBfnwGFXIhb0hpPK2vycbrejkWVhmSHQkREs8Skj4jS0oDDi5f2tWFNnRFLqnIBAAuKdCm10ne02QqVQgYIAk622jB4wj96363rK7F9Q9UlSU5YFPHC3vMoyNXi8sUFc/75iytz8fy753Gm3Y7LFs39+Wbq2788CFOOBl+7ayWUiokTv0GnD+ZBD65ZVRLXeGpK9TjQaEZYFCGbQXL59tFumAc9+MqdKyCTXXjckspcfGRTNf74dgvUSjmK8zMl2QhFn6XGF25bmuwwiIhoDpj0EVFa2vHWOYgicNeHakZvW1Csw7FzVri8AWRmKJMYHeDzh2BzeHHb1VW4dX3V6G2WQQ9eO9iJF99rg3XIi/tvqh9NFA43WdBlceFz2xbPeZUPiIxt0KgVON02kPCkz+kJwD7sg33Yh5+9fBqf375k3EQrEAzh539phABg6UjyHi81JXq8c6wHPRYXSqc5BsPjC+LF99qwqMKAZQvGxrfl8nKc73XgcJNFkqWdRESUHqT3lSMR0RQa2+040GjG1isqkJ9zYa7YguLIvq1U2MfWN9LgozjvQhmnWiVHqSkLf3dzPW67ugr7TvbhqR0NcHsDCIdFvLC3FUV52pglaDKZgPryHJxus8fk+WbCMugBACyuNODgGTN2jDNOIxAM40d/PolTrQO4/6b6aSdis1VTGukMOpMSz1f2t8PpCeDOa6vHLT0VBAGfunkRVtXm4/IkrKYSEREBTPqIKM2EwmE8u+cs8vUZ2HJ5+SX3VRXpICA1mrn02FwAMO4eL0EQcOv6Knx66yKc7RzEv/32CF492IEeqwvbN1RdUkI4V4src2Ed8sI8koQlitke+Xl3f6gW168pxWsHO/HagY7R+4OhMH688ySOt9hw75aFuHpFcdxjMuVooNMq0TzNeX32YR9eO9CJyxcXjI7AGI9GrcADdywfLTMmIiJKNCZ9RJRW3j7ag26LC3dfVwuVUn7JfRq1AkX5mSmR9PXaXJAJAgpyJ27ssX5ZEb720RUYGPbhj29FGoWsrTfFNI7FI805TrcNxPR5pxJNMo05Gtx9XS3WLDTi92+ew4HGfgRDYfz3C6dw7JwVn7ixDtesjO9evihBEFBTmoNz3YPTOv6FvecRCou4feOC+AZGREQ0R0z6iChtOD0B7PzreSyuNGBVbf64x0SbuYiimODoLtVrdcNo0EzZ2GNRZS4e+cRq1JXq8fHramfUYGQ6CnO1MGSr0ZjgEk/LoAf6TBXUKjlkMgGf27YYtaV6/Ozl03hqRwOOnLXgY9fX4kOrSxMaV12pHpZBL2xD3kmPC4bCeP90P9YvK4TxohJiIiKiVMSkj4jSxgt7W+H2BXH3h2onbO2/oFgHpycAyxQf6uOtx+ZC8TTb95cYs/DwJ9ZgUWXsywMFQcDiCgMa2+0IJzARttg9MBouJEtKhRwP3LEcxhwNGtvt+Oi1NbhhbVnC4omKlmCemmLl83yPA/5AGMsWjP/lAhERUSph0kdEaaHb6sJbR7pxzcqSSRt+RJu5nJ/lEO5YCIbCMNs9KMpLjWHXiyoNcHoC6Ox3Juxnmgc9MH1ghSxLo8Q3P74a37h75Zj9mIlSnJ+JnCwVTrVOnvSdbhuAIAD1FTmJCYyIiGgOmPQRUVr4w5vNUKvk2H511aTHlRgzoVLKkrqvzzLoQSgspsyg7kUVkdWtxvbElHgGgiEMDvvGJH0AoMtUYXEcVjSnSxAELKnMxem2AYTDE698nm6zo7IwO+mjP4iIiKaDSR8RSd7xFitOnh/A9vWV0GlVkx4rl8lQWZCN80kc29BjHRnXkJ8aK32GbDWK8rQJa+ZiGfRCBC4p70wlS6py4fIG0d4/PO79Hl8Q53scSU1OiYiIZoJJHxFJWjAUxu/fOIeCXC0+tGZ6TT8WFOvR0T+MQDAc5+jGFx3XUDhJ585EW1yZi7Odgwl5TaKdO8db6UsF0WTu5AQlnk2dgwiLIhZXGBIZFhER0awx6SMiSXvrSDf6Bty460M1U3bCjFpQrEMwJKLTnLg9bBfrtblgyFZDo1Yk5eePZ3GlAf5gGOd74r/X0TIyoy9VV/p0mSqUF2RNuK/vdNsAlArZ6DB3IiKiVMekj4gka9jtxwt7W7GkKhcrqvOm/bjRZi4JSHDG02t1T7tzZ6IsLDNAEIBTCRjdYB70IEMlR7YmdffDLanKRUv3EDy+4Jj7GtvtqC3VQ6mQj/NIIiKi1MOkj4gk692GHnh8Qdz9oZoJRzSMx5CtRk6WKin7+sKiiN4BV8p07ozSZiiwoEiHxgTs67MMemDM0czomiXa0spchMIimjoHL7l9yOlDt8XF/XxERCQpTPqISLJauh0ozNOixDjxiIbxCIKABcX6pHTwHHB44Q+EU6aJy8UWVeaitXcYbu/Y1a1YMtvHjmtINTWlOVApZGNKPE+PdDhdxP18REQkIUz6iEiy2vocqCzMntVjFxTrYLZ74PQEYhzV5Hptkc6dqTKu4WKLKwwIiyKaOuNX4hkOi7AOeVJ2P1+UUiHDwnLDmKSvsc2OzAwFKgpm9++OiIgoGZj0EZEk2Yd9GHT6UVmom9XjFxRF9/UldrWv1xrp3FmUgit91SV6qBQynI7jvj77sA/BkJjyK31AZF9f34Ab1qFI4xlRFHG6fQD1FQbIZKlbmkpERPRBTPqISJLa+yIz1CqLZrfiUlmUDUFIfDOXHpsbWRrllPMEk0GpkKGuLCeuQ9qj4xpSfaUPiCR9AEaTYLPdgwGHj6MaiIhIcpj0EZEktfU5IAhAuWl2SV+GSoGS/MyEN3PptblSsrQzalGlAT1WF+zDvrg8vyXFZ/RdrDhPC0O2enReX3R4PZu4EBGR1DDpIyJJausbRnF+JtSq2bfNX1CsQ2uPA6IoxjCyyfXa3CnXufNi9eWRVaxz3fFZATXbPZDLBOTq1HF5/lgSBAFLKnPR2DaAcFjE6TY78nRqmCSwSklERHQxJn1EJDmiKKKtd/ZNXKKqS/RweYNo7x+OUWSTc7j9cHoCKTej72JlpiyoFDI0dw3G5fnNgx7k6TMgl0njz8+Sqly4vEGc73XgTIcdiypyU3rUBBER0Xik8VeXiOgi9mEfHO7ArJu4RK2uM0Ihl+G9430ximxyqdzEJUohl6GqSIdzXfFZ6bNIYFzDxRZXGiAAeOX9dri8QSyu5H4+IiKSHiZ9RCQ5rb1za+ISlZmhxOq6fLx/ug+BYDgWoU0qlcc1XKymVI+Ofid8/lDMn9symPrjGi6WrVWhvDAbR5utACKzDImIiKSGSR8RSU57vwNymYCyGQ5lH8+G5UVweYM4ds4ag8gm12NzQaWUIVeXEfefNRc1JXqERRGts2hy09E/jN37O+D1jx3w7vQE4PYFJbXSBwBLR7p4lhgzoc9Mva6rREREU4lr0vf0009j69at2Lp1K773ve8BAPbt24dt27bhxhtvxFNPPTV6bGNjI+644w5s3rwZ3/rWtxAMjv3AQEQEAG29wyjJz4RKOfsmLlGLK3JhyFbjvRO9MYhscr02N4pyMyFL8T1h1SV6AEDzNJu5BENhHGjsxxO/PYx//uVB7HjrHHa91zbmOCl17rxYtFvn4gqu8hERkTTFLenbt28f9u7diz//+c/YuXMnTp06hZdffhmPPPIInnnmGezatQsnT57EO++8AwB46KGH8Nhjj+HVV1+FKIrYsWNHvEIjIgkTRRFtfcNzLu2MkskEXLW0ECfO2+I2piCq1+ZCUX5ql3YCQJZGieL8TLRMkfS5vAG8uLcVD/14H/77hVOwO32460M1qC3V46W95xEKX1oya7ZLZ0bfxWpL9bh2VQmuWVWc7FCIiIhmJW5Jn9FoxMMPPwyVSgWlUonq6mq0tbWhoqICZWVlUCgU2LZtG3bv3o3u7m54vV6sXLkSAHD77bdj9+7d8QqNiCTMNuSF0zP3Ji4X27CsCKII/O1U/Bq6eP1BDDh8KT2u4WI1JZFmLuFJxln84i+N2Lm3FWWmLHz5I8vxb5+7EpsvK8eWy8thHfTgcJPlkuNHB7NLbKVPIZfhk5sXSubaERERfZAiXk9cW1s7+t9tbW3YtWsXPvnJT8JoNI7ebjKZ0N/fD7PZfMntRqMR/f39M/p5eXlz39tDsWc0xmY1hqZv2O3Hf+04Bq9vbIn0xlWluP6y8oTFEo/rf7Yn0sRl1aLCmD2/0ZiNRZW5eP90P+69ZUlcWvI3d9oBAPVVeZJ4X6yqL8S7Db3whoGKcUZjOD0BnDhvw22bqvHpW5dect/1eVl47p3zeONIN26+unr09Rz2BJGrU6O0OCcRp0BJJIV/4xQ/vP7zG69/aopb0hfV3NyMz3/+8/jmN78JhUKB1tbWS+4XBGHcwcgz/dBlszkRDiduwDJNzWjMhsWSmPlndMEbh7vwtxO9qCrSQXbR22hg2Icz7cdRW5QNbUbc3/pxu/4NZ/uhkAvQKoSYPv/li0z41StnsL+he3RPWyydPhdZ9cpUyiTxvijUR4anHzzRA6187O/jv53sQzAkYkl5zrjns31jNf77+eP427Eu1JbmAAA6+hzI02VI4vxp9vi7f37j9Z/feP2TRyYTJl0Ei+snv8OHD+PBBx/EI488gq1bt+LAgQOwWi90yDObzTCZTCgoKLjkdovFApPJFM/QiNLWoTNmFOdn4rH71l5ye3vfML79q4N462gXtl5ZmZzgYqCtdxilxiwoFbGtTl9Xb8Kze85i74neOSV95kEPzrTbx4w7ONk6ALlMgEki+9lMBg2ytUqc6xrCppUlY+4/1GSGIVuNquLxy2yvW1uG3+w6jdcOdo4mfZZBDxZXcM4dERFRosUt6evt7cUXv/hFPPXUU7jyyisBACtWrEBrayva29tRWlqKl19+GXfccQdKSkqgVqtx+PBhrFmzBjt37sTGjRvjFRpR2hpy+XG2axDbrqocc19FYTaWLsjF6wc7ccPasph0vky0aBOXyxcXxPy5NWoF1tSZcKCxH3dfVwv1NF8fXyCEpo5BnDxvw4nWAfQPuCc8trZUD4VcGpNyBEFATYl+3A6eHl8QJ84P4JpVxRN2Is1QK7BpZQle2d8Oy6AH+kwV7MM+yTVxISIiSgdxS/p+/vOfw+fz4Yknnhi97e6778YTTzyBBx54AD6fD5s2bcKWLVsAAE8++SQeffRRuFwuLF68GPfee2+8QiNKW0fPWiCKwNqF46+Ub72iAv/+7FH89XgvrltTmuDoxhJFEYFgeNoJqHnQA48viMpx9pjFwoblRfjbqT4cPWvBFUsKpzy+4ZwVz+w8GTkHhQwLyw340OoSLK3KhW6ceW4ZKmkl2jWlehxttsLh8l9yPsdbbAiGwhP+O4u6bk0pXj3QgT2HurBxZaTzpdSauBAREaWDuCV9jz76KB599NFx73vxxRfH3FZfX4/nnnsuXuEQzQuHmswoMGhQYhy/y2BdWQ5qSvTYvb8dm1YWJ33V6f/2NONQkxnf+fTlyNIopzy+rTeyTyBeSd/C8hzk6zOw90TvtJK+PYc6odMqcd9N9agrzZHk6ulkakbKXM91D2F13YVmW4ebzNBnqkbvn4ghW411i0x493jP6DWT2ow+IiKidCCNOiMimpLTE8CZ9kGsrTdN2AhJEATcfGUFbA4f9p+eWYfcWDPb3XjzSDcGnX78+d3z03pMW58DSoUMxfnxaZ0vEyIz+xrb7LANeSc91u0N4EzHIC5bVIClVXlpl/ABkeRaIRdwrutCiafPH8Lx8zasXmiETDZ1w60b15XB5w/hhb2RJl4s7yQiIko8Jn1EaeLoWQvCojhlyd2K6jyUGjOx6/32SWewxdtL77VBLhdw+eICvH20G+19U3f7ausdRrkpK64rlOuXFUEEsO9k76THHW+xIRQWseqiFbB0o1TIUVmow7mL9vWdOG+DPzB1aWdUZaEOdWU5MA96kKGSI3saK7pEREQUW0z6iNLEoSYL8vUZKC+YfGalIAi4+YoK9NrcONZsnfTYeOm1ubDvVB+uXVWCT95YhyytEr97/ey441uiwqKItv7hmA5lH48xR4P68hy8d6Jv0niONFuhy1RhwQTdK9NFTYkebX0OBIKRbqSHmszI0ihRVzb9Dqeb15UBiJR2xmMGIhEREU2OSR9RGnB5AzjdNjBpaefF1i0ywZiTgb/8rX3SxCZeXnyvDSqFHDdfUQFthhIf2VSNc91D+Nupvgkf0z/ghs8fQmVR/Ie+blheBPOgB2c7B8e9PxAM48R5G1bV5k/YvTJd1JTqEQxFuqYGgiE0tNiwus4IuWz6fz5W1OSjOD8T5QUc2EtERJQMTPqI0sCxZitCYRFrFk6v1FAuk+GmyyvQ2uvAmXZ7nKO7VJfFiQOn+3HdmtLRjpDrlxehqkiHP77VAo8vOO7jok1cKuLUxOVia+pMyFDJsffE+CWejSNz+FbVpm9pZ1T1Rc1cTrYOwOcPYW39zM5bJhPw6L1r8MnNC+MRIhEREU2BSR9RGjjcZEGuTo0FRdMvNVy/rBD6TBX+8n57HCMb64W9rVCr5NhyefnobTJBwCdurIPD5ceL77WO+7jWPgdUShmK8rRxj1GtkmNdvQmHzljg9Y9NQo82W6BWybFoHgwa12eqYDJocK5rCIfOWJCZoUB9+czPO0OlgFLBPzlERETJwL/ARBLn8QVxsnUAa+qmV9oZpVTIceO6Mpxus6PX5opjhBd09A/jcJMFN6wtGzOioapIhw3Li7DnUBd6rBfiEUURvTYXzrTbUV6QPaOywrnYsLwIvkAIh85YLrk9LIo42mzF8gV58yaJqS3Ro7lrCMfOWbGyNj/poz6IiIhoZviXm0jiGlqskUHZMyy5A4DLFxcAAI6ctUxxZGzs/GsrtGoFNl9WNu79d1xTDbVSjt+9fhYnz9vwu9fP4uH/+Ru+9dP96LK4sKI6LyFxApEGJgUGzZgSz/M9Djhcfqyqy09YLMlWXaqH0xOAxxecdtdOIiIiSh1xG85ORIlx+IwF+izV6N6rmcjVZaCyMBtHm63YemVl7IO7yPkeB46ds+LDV1dBmzF+236dVoXbrq7Cs3ua0dhuh0ohQ32FAVsuK8eyBXnIT+Bgb0EQsH5ZEZ5/9zzMdjdMhkhZ6dGzFshlApYvmD9JX+3Ivy2NWo7FlblJjoaIiIhmikkfkYT5/CGcOG/DhuVFs+4iuarOiD+/ex72YR8M2eoYRxgRCIbw29eakKVR4vq146/yRV27ugSCIIyOTkjm0POrlhbiz++ex3sn+vDhjQsgiiKOnLWgvsIAbcb8+fVZlJ8JXaYKy6py501JKxERUTrhX2+iJDrbOYgX9o7fuGQ69jf2wx+c/qDs8ayujaxYHTsXn5l9oijiN6+dRVvfMO6/qR4a9eTJklwmw3VrSrG8Oi+pCR8QWQldXJWLfSd7ERZF9Nrc6Ld7Rl+z+UImRLpvfvyGumSHQkRERLPApI8oiV472IkX9rZOOA9uMnsOdeJ/d59BZWE26spyZh1DcX4mTAYNjsZpX987DT3Ye7wXt1xVgdV10htxsGFZEWwOHxrb7TjaHHmNVs6DUQ0flK/XTJmwExERUWpi0keUJKIo4lz3EADgL3+b/tiEUDiM377WhGf3NGNFdT7+8eOrIJPNfkC4IAhYXWtEY7sdbu/4M/Jmq6V7CL977SyWVuXitg0LYvrcibK6Lh8atQLvnejFkbNWVBXp4lYGS0RERBQPTPqIksQy6IHD5UdhrhYnztvQ0T885WPc3iB+8MfjePNIN7ZcXo4v3b4MGaq5r76sqstHKCzixHnbnJ8ryj7sxTM7T8KQrcbnbl0yp8Q0mZQKOS5fXIBDZyxo7XVg9Tzq2klERETpgUkfUZI0d0VW+e6/qR4ZKjl2TTEk3TzowXd/cwhn2u24/6Z6fPTampglUtXFeui0ytHyxbkKhcP43m8OwekJ4Eu3Lxszk09qNiwrQjAUBgCsmoelnURERCRtTPqIkqSlewgatQI1pXpcu6oEB8+Y0W93j3vskMuPJ357GA6XH1+/ayU2riiOaSwymYCVtfk43mJDIBie03OJoogdb7bgZIsN92+pR3lBdoyiTJ6qomyU5GeiMFeLojxtssMhIiIimhHuyqe0I4oidr3fDpvDN+a+2lI9rlxSmISoxmruHkJ1iQ4yQcCN68rw+qEuvPJ+B+6/qf6S48JhET958RRc3iC+9ck1cUuiVtUa8W5DL8502LFsweyGoA+7/fjf3U04ctaCWzZU4cqlqfFaz5UgCPjSHcsQDosQZjkag4iIiChZmPRR2unod+JP75yHVq2AQn7hA3ogJOKdo90oMGixoFiXxAgBtzeAHosL6+ojoxb0WWpcvbwIfz3eg+0bqi5pFPLC3lY0ttvxqZsXxXXVbHGlAWqlHEfPWmaV9J08b8PP/9IIpyeAj15bg3tuXgybzRmHSJOjwMAVPiIiIpImJn2Udg41mSETBPzb569AtlY1ervHF8QjP30fv3u9Cd+6d+2sh5nHQkuPAyKA2hL96G1bLi/HO8d68OqBDtx9XS0A4HiLDS/ta8OG5UXYsLworjEpFXIsW5CLo81WfGKzOO3Xxx8I4bm3W7DncBdK8jPx1Y+uQHlBtmQbtxARERGlG+7po7QiiiIOnTGjviLnkoQPADRqBT56TQ1ae4fx3vHeJEUY0dw1BJkgoOqiFUdjjgaXLTbhnWM9cHoCsA158dOXTqHUmIVPJGgo9qo6I4ZcfrT2OKZ1vHnQg+/87yHsOdyF69eW4rH71qbFHj4iIiKidMKkj9JKt8WFfrsHaxaaxr3/iiUFqCnV47l3WuD2BhIc3QXnugZRZsoaM27h5isq4AuE8OqBDvz4hZMIhUV88cNLoVLKExLX8uo8yGUCjkyzi+fL77XBNuTF1z66Ah+/vi5hcRIRERHR9DHpo7RyqMkMAcDquvHb6guCgE/cUAenJ4Cdf21NbHAjQuEwzvc6UFOqH3NfqTELK2vy8Ze/teN8jwOfunkRCnITt5csM0OJheU5OHrWOuWxgWAYh89asHahEUtn2fiFiIiIiOKPSR+llUNNFtSV5UCfqZrwmPKCbFyzsgRvHulGlznxjUY6zU74A2HUjpP0AcDWqyogCMANa8uwtn78Fct4WlVrRN+AG70216THnWy1weML4rLFBQmKjIiIiIhmg0kfpY0eqws9Vte0EqUPb1wAbYYCv3v9LERRTEB0F0SHsteUjJ/0VRfr8R9fuAp3X1eTyLBGra4zQhCAvVPsezzQaEaWRolFFYYERUZEREREs8Gkj9LG4SYzgIlLOy+WpVHi9o0L0NQ5iAON5niHdomW7iHk6tTI1WVMeEyuLiNp8+AM2WqsWRhpKOP1B8c9xucP4WhzpLRTIeevESIiIqJUxk9rlDYONVlQU6K/ZMbdZDauKEZFQTZ2vHVuwuQmHpq7hiZc5UsVm9eVwe0L4r0TfePe39BihT8QxmWLWNpJRERElOqY9FFa6B9wo9PsxNqFU6/yRclkAu6+rgb2YR8OnZlet8q5sg15YR/2pXzSV12iR3WxDq8f6kQ4PLb89UCjGfosFerKchIfHBERERHNCJM+SguHRko7JxrVMJG6shzoMlU42WqLR1hjnOuO7OerLc1JyM+bixsvK4fZ7kHDuUs7ebq9QRxvsWHdQhMHsBMRERFJAJM+SguHmyyoKtIhTz/xPrnxCIKAJZW5ON1mRzgBDV3OdQ1BrZSj1JQZ9581V6vr8pGny8CrBzsvuf1oswXBUJhdO4mIiIgkgkkfSZ510IO2vmGsrZ9+aefFllblwukJoKN/OMaRjdXcPYgFxTrIZan/1pPLZLh+bSnOdg6irc8xevuBRjPydBmoLtYlMToiIiIimq7U/+RJNIVDTZH9eDMt7YxaXJULADh5fiBmMY3H6w+i0+xEdYrv57vY1cuLkaGS47WR1b5htx+n2wZw2SJT0rqLEhEREdHMMOkjyTvcZEZ5QRZMOZpZPV6fqUK5KQunWuOb9J3vcUAUMeFQ9lSkzVBg44piHGw0wz7sw+GzFoTCIrt2EhEREUkIkz6StAGHFy09Dqyd5Spf1JIFuTjXPQSPLz6jG5o67PjlrkaolDLJlUVev6YUYVHEG4e7cOB0PwpytSgvyEp2WEREREQ0TYpkB0Dx8ezrZ9E80inyYsYcDT69dRHUSnkSooq9YyOdJdfMYFTDeJZW5uKV9zvQ1DGIlbX5sQgNABAMhbHzr6145f12GHM0eOjuVdBmKGP2/ImQn6PBmjoj3jraBa8vhG3rK1naSURERCQhTPrS0Jl2O/Yc7kJVkQ7Z2gsJRlgUceiMGUW5Wnx444IkRhg7DedsMBk0KMzVzul5akpzoFLKcKp1IGZJX6/NhZ+8eBrt/cPYuKIId19XiwyVNN9yN15WPrp3ch1LO4mIiIgkRZqfQGlCoijiT++0wJCtxjc/vgqqD6zo/c+Lp/DK/g6sX1406z1wqcLnD6Gx3Y5rV5XMeeVJqZChvtwQk3l9oijiraPd2PHmOaiUcnzp9mVYXTe3lchkqynRo6ZUj0AwjJL81B83QUREREQXMOlLM8fOWdHS48B9WxaOSfgA4KPX1uBYsxW/39OMBz+yPAkRxk5jux3BUBjLa/Ji8nxLKnNxvMUGy6AHxlkmxEMuP365qxHHW2xYWpWLT21dhJwsdUziS7avfGRFQmYZEhEREVFssZFLGgmHRTz/znkU5GqxYXnRuMcYstXYtr4Sx85Zcbxl7qtaydTQYoVaJcfCspyYPN+SkdENp9pm18XzWLMV//Tz/Whst+OeG+rw1Y+uSJuED4h08szSSGs/IhEREREx6Usr75/uQ7fVhQ9fXTXp8O8b1pahIFeL/9tzFoFgOIERjuXzh3CgsR/B0MziEEURDeesWFqVC4U8Nv+Mi/K0yNWpcWqG8/p8/hB+vfsM/vNPx2HIUuOf7l+H69aUstkJEREREaUEJn1pItolsrwgC2vrJx9foFTIcM/1tei3e/DawY4ERTi+l/a14b9fOIUf/rEBbm9g2o/r6Hdi0OnHiurYddoUBAFLKnNxut2OUHh6SeiQy49//tVBvHOsBzddXo5H71vLPW9ERERElFKY9KWJd471wDrkxUc2VUM2jRWmpQvysKo2Hy/va8eAw5uACMfyB0J451g3ivK0ONMxiO/+5jDMg55pPfZ4S2RUw7Lq2Ozni1q6IA8eXxCtvcPTOv7A6X70D7jxtbtW4s5ra2K26khEREREFCv8hJoGvP4gXtrXhoVlOaP70qbj7utqEQqL2PHWuThGN7H3T/fD5Q3i3s0L8fW7VsLh8uNf//cQznYOTvnYhhYbqop00GeqYhrTogoDBAAnz09vv+PptgEUGDQzet2JiIiIiBKJSV8aeP1QFxwuP+64pnpG+8iMORrcfEU5DjSa0dRhj2OEY4miiDcOd6HUmIm6shzUVxjw6L1rkalR4snfH8W+k70TPnbI5UdrjwMrYtS182JZGiUqi3TTauYSDIVxpnMQiyuZ8BERERFR6mLSJ3FOTwC793dgZU0+akr0M378zVdUQJ+pwqsHOuMQ3cTOdg6i0+y8pOFJQa4W3/rkGtSU6PGzlxvxxuGucR97osUGEYjpfr6LLa3Kxfkex5R7DFt7HfD5Q1hcaYhLHEREREREscCkT+JeO9gBjy+ID29cMKvHq5RyXL2iCA0t1oTu7XvjcBcyMxS4YknhJbdnaZT42l0rsaI6D394sxldFueYxx5vsSInS4Xygqy4xLakKheiCJxum3z1s7HNDgHAwnImfURERESUupj0JVkgGMKL77Wisd0OcYaDr4fdfrx+qAvr6k0oM80+Adq4ohgQgXcbemb9HDMx4PDiyFkrrl5RDPU4A+QVchn+7uZF0KgV+NnLpy8Z5xAMhXGydQDLq/PjNhJhQbEOGrUCR5utkx53um0AFYXZnF1HRERERCmNSV+SvdvQi51/bcV//N9RPPbzA3jrSBe8/uC0HvvqgU74/SHcuqFqTjHk6zVYVp2Hdxt6pj2qYC7eOtoNESI+tKpkwmN0mSrcv6UeHf1OvPhe2+jtZzsH4fWH4rKfL0ohl+GyRSYcPmuGxzf+tfD6g2jpcXA/HxERERGlPCZ9SRQKh/HqgQ4sKNbh01sXQamQ4TevncXXf/Qenn39LKxDE48vcLj8eONwFy5fXBCTuXCbVhZj0OlHw7npda2crciYhh6srMlHfo5m0mNX1Rmxflkh/vK3NrR0DwEAGs7ZoJDLsLgivsnW+qVF8AfCONRkHvf+s51DCIVFLOJ+PiIiIiJKcUz6kuhwkwXWIS9uurwC65cV4Z/uW4tv3bsGK2vy8dbRbnz3N4cn3Ge3e38H/MEQtq2vjEksy6vzYMhW4+2j3TF5vonsb+yH0xPA9WvLpnX8x66rQ262Gj/7SyN8gRCOt1ixqMIAtWpsWWgsVZfoUGDQYN+JvnHvP902AIVchtpZNM8hIiIiIkokJn1JIooiXtnfgQKDBqtqI10oBUFAdbEen922BI//3Tr4AyH84I8NY0oMh5w+vHmkC1csLkRR3txX+QBALpNh44pinGodmPaA9JkSRRFvHOpCiTET9eU503qMNkOBT21djP4BN/5750n02z1YHuOB7OMRBAHrlxWhqXNw3NfjdJsdtaV6qMbZk0hERERElEqY9CXJmY5BtPcNY/Pl5ZDJxjYkKTVm4R9uW4Yeqxs/fuHkJXvtdr3fgWBIxK0xWuWLunp5ESAA7x6LT0OXU60D6PjAmIbpWFRhwA1ry9DQEik9XZGApA8ArlpaCAHAvhOXzgx0uPzosjg5qoGIiIiIJIFJX5Ls3t8BnVaJ9UsLJzxmSVUuPrm5DifPD+B3rzdDFEXYh314+1g3rlpaiIJcbUxjytVlYGVNPvYe77mkY2Ys+Pwh/PrVJhQYNLhqycTnPJE7Ni1AUZ4W5aasKfcCxkquLgOLKg3Yd7IP4Ys6qza2R0Y5sIkLEREREUmBItkBzEddZidOnLfhw1dXQamYvDxw08oSmAc9eOX9SCmodciLcFjELTFe5bv45x1ttuLIWQsuW1QQs+f981/PwzrkxTc/vmpWJZEqpRz/3yfWIBSe2ViLuVq/rAg/fek0mjsHR+fxnW4bgFatQEVBdkJjISIiIiKaDSZ9SbD7QAdUShmuXV06rePv2FQNi92DHW+eg0wW2WtmitNq19KqXOTrM/DOsZ6YJX2tvQ68fqgT16wsntMg82TMw1tdZ0SGSo69J3qxsNwAURRxus2O+grDuGW5RERERESphuWdCTbg8GL/6X5sXF487SRGJgj4zC2LUVWsgyAAt1xVEbf4ZDIBG1cUo7Hdjr4B95yfLxgK45e7GqHPVOEj19TEIMLEUivlWFdvwqEzFnj9QVgGPbA5vNzPR0RERESSwaQvwfYc6oIoAjeum97IgiiVUo6H7l6Ff/nM5cjXx3dP29XLiyCXCTEZ3/DK++3osrhw7+Z6aDOkubC8flkRfIEQDjdZcLqN+/mIiIiISFqY9CVQe98w3j7WjXWLTLNqRqJWyVFgiG3zlvHos9RYs9CIdxt64PYGJj3W6QngX/73IH71SiM6+ocvua+zfxgv7WvDZYtMWDkylkKKakv1MOVo8N6JXpxuG4AhW40CQ2KayRARERERzZU0l14k6MhZC37y0ilka5T48NVVyQ5nSjddXoEDjWa8eaQbt1xVOeFxrx3sQFvvMLotLrzb0Iu6Uj0+tKYUq2qN+K/njkOtlOPj19clLvA4EAQBVy0rxM6/tkKtkmPtQuOMRk4QERERESUTk744E0URu/d34Lm3W1BVrMMDdyyHPlOV7LCmVFGYjaULcvH6oU7csK4M6nE6brq8Aew51IU19Sbct2Uh9h7vxZtHuvDfL5yCRi2HxxfCZ25ZBJ0EzncqVy2NJH0+fwiLK1jaSURERETSwfLOOIo0MTmDP77dgnWLTPjHj62SRMIXtfWKCgy7A9h7vHfc+18/2AmvP4RtV1UiM0OJzZeV498+fyW+cudy1Jbm4Lp1ZbhyFjP5UlG+XoNFFZHmLYvYxIWIiIiIJIQrfXHi8gbw9J9OoKlzELeur8T2DVWSKwmsK8tBTakeu/e3Y9PKYijkF74jcHuD2HOoC6tq81Fmyhq9XSYIWF6dj+XV+TAas2GxDI/31JL0kWuq0dQxiJwsdbJDISIiIiKaNq70xcnxFhtaeobwuW2LcdvVCySX8AGRvWxbr6iAzeHD/tP9l9z3xpEuuH1B3Lo+9fcnxkpVkQ5bLi9PdhhERERERDPClb44uXxRAVbW5EOjlvZLvLw6D6XGLOx6vx1XLi2ETBDg8QXx2oEOLK/OQ0VhdrJDJCIiIiKiSXClL05kMkHyCR8QWe27+cpy9NrcOHrWCgB4+2g3XN4gtq2vTG5wREREREQ0JSZ9NKV19SYYczLwl7+1wecPYfeBDiytykV1sT7ZoRERERER0RSY9NGU5DIZbrqiAm19w/jJS6cw7A5wlY+IiIiISCKY9NG0rF9aBH2WCkebrVhUYUBtaU6yQyIiIiIiommIe9LndDpxyy23oKurCwCwb98+bNu2DTfeeCOeeuqp0eMaGxtxxx13YPPmzfjWt76FYDAY79BoBpQKGbZcFulceStX+YiIiIiIJCOuSV9DQwM+9rGPoa2tDQDg9XrxyCOP4JlnnsGuXbtw8uRJvPPOOwCAhx56CI899hheffVViKKIHTt2xDM0moUb1pXh25+6DAvLOZyciIiIiEgq4pr07dixA48//jhMJhMA4Pjx46ioqEBZWRkUCgW2bduG3bt3o7u7G16vFytXrgQA3H777di9e3c8Q6NZkAnCJYPYiYiIiIgo9cV1psB3v/vdS/7fbDbDaDSO/r/JZEJ/f/+Y241GI/r7Lx0GTkRERERERDOX0EFyoiiOuU0QhAlvn4m8PK5ApSKjkcPb5zNe//mN13/+4rWf33j95zde/9SU0KSvoKAAVqt19P/NZjNMJtOY2y0Wy2hJ6HTZbE6Ew2OTR0oeozEbFstwssOgJOH1n994/ecvXvv5jdd/fuP1Tx6ZTJh0ESyhIxtWrFiB1tZWtLe3IxQK4eWXX8bGjRtRUlICtVqNw4cPAwB27tyJjRs3JjI0IiIiIiKitJTQlT61Wo0nnngCDzzwAHw+HzZt2oQtW7YAAJ588kk8+uijcLlcWLx4Me69995EhkZERERERJSWBHG8DXUSxPLO1MMl/vmN139+4/Wfv3jt5zde//mN1z95Uqq8k4iIiIiIiBKLSR8REREREVEaY9JHRERERESUxpj0ERERERERpTEmfURERERERGmMSR8REREREVEaY9JHRERERESUxpj0ERERERERpTEmfURERERERGmMSR8REREREVEaUyQ7gFiRyYRkh0Dj4HWZ33j95zde//mL135+4/Wf33j9k2Oq110QRVFMUCxERERERESUYCzvJCIiIiIiSmNM+oiIiIiIiNIYkz4iIiIiIqI0xqSPiIiIiIgojTHpIyIiIiIiSmNM+oiIiIiIiNIYkz4iIiIiIqI0xqSPiIiIiIgojTHpIyIiIiIiSmNM+oiIiIiIiNIYkz6aMafTiVtuuQVdXV0AgOeffx4333wztm3bhn/9139FMBgEAOzcuRMbNmzA9u3bsX37djz11FMAgJ6eHtxzzz3YsmULvvCFL8DlciXtXGjm5nr9Dx8+jDvuuAPbt2/Hfffdh+7u7qSdC83MXK991OnTp7F06dKEx09zM9frbzab8bnPfQ633XYb7r777tHnIWmY6/Xv6urCPffcg+3bt+OTn/wkf/dLyHSv/UTvcYfDgc997nO46aabcM8998BisSTtXOY1kWgGjh07Jt5yyy3ikiVLxM7OTrGlpUW8+uqrxf7+flEURfHxxx8Xf/GLX4iiKIrf+c53xJdeemnMc3zuc58TX375ZVEURfHpp58Wv/e97yXuBGhOYnH9r732WrGxsVEURVH84x//KP793/994k6AZi0W114URdHtdot33XWXWFdXl7DYae5icf3vu+8+8dlnnxVFURSfffZZ8ctf/nLC4qe5icX1/8Y3viH+7ne/E0VRFH/961+LX//61xN3AjRrM7n2E73Hv/3tb4v/8z//I4qiKP75z3/mez9JuNJHM7Jjxw48/vjjMJlMAICmpiasXLly9P+vvfZa7NmzBwBw4sQJ7Ny5E7feeiu+8Y1vYGhoCIFAAAcPHsTmzZsBALfffjt2796dnJOhGZvr9ff7/fjyl7+M+vp6AMDChQvR29ubnJOhGZnrtY964okncP/99yc8fpqbuV7/gYEBnDlzBnfffTcA4I477sBXvvKVpJwLzVws3v/hcBhOpxMA4PF4kJGRkYQzoZma7rWf7D3+9ttvY9u2bQCAW265Be+++y4CgUDiT2aeY9JHM/Ld734Xa9euHf3/+vp6NDQ0oLe3F6FQCLt374bVagUAGI1GPPDAA3jhhRdQVFSE73znO7Db7cjKyoJCoRg9pr+/PynnQjM31+uvUqmwfft2AJEPAE8//TSuv/76pJwLzcxcrz0AvPHGG/B6vdiyZUtSzoFmb67Xv7OzE8XFxfh//+//4dZbb8WDDz4IpVKZrNOhGYrF+//LX/4yfvWrX+Hqq6/GL37xC3z2s59NyrnQzEz32k/2HjebzTAajQAAhUKBrKwsDAwMJOV85jMmfTQnVVVV+PrXv44vfOELuOeee7Bw4cLRN/mPfvQjrFixAoIg4DOf+QzeffddiKI45jkEQUh02BQjM73+UX6/H9/4xjcQDAbx+c9/Plnh0xzM9NpbLBb8+Mc/xmOPPZbkyCkWZnr9g8EgTp8+jauuugovvvgirrvuOjz88MNJPguardn87v/mN7+J73znO/jrX/+Kb3/72/jSl7407mcCSm0TXfuZvsdlMqYgicZXnObE5/Nh+fLl2LlzJ37/+9+juLgYZWVlGB4exq9+9avR40RRhEKhQG5uLpxOJ0KhEADAYrGMlgiQ9Mz0+gOAy+XCZz7zGQSDQfz4xz/mt/0SNdNr//bbb2NwcHC0kQMAbN++fbTci6RlptffaDQiMzMT1157LYBIidfx48eTFD3N1Uyv/8DAAM6fPz9a2bF582ZYLBbY7fYknQHN1kTXfrL3uMlkGl0JDgaDcDqdyMnJSdYpzFtM+mhO3G437rvvPjidTvj9fvzmN7/BzTffDK1Wi5/97GdoaGgAAPz2t7/FDTfcAKVSibVr12LXrl0AIl2+Nm7cmMxToDmY6fUHgIceeggVFRX44Q9/CJVKlczwaQ5meu3vvPNO7NmzBy+88AJeeOEFAMALL7yArKysZJ4GzdJMr395eTkKCgrwzjvvAADeeustLFmyJJmnQHMw0+tvMBigVqtx6NAhAJEuzpmZmcjNzU3madAsTHTtJ3uPb9q0CTt37gQA7Nq1C2vXruUXvkmgSHYAJG0GgwFf+tKXcNdddyEYDOKWW24Z3az7gx/8AP/8z/8Mr9eLyspKfO973wMAPP7443j44Yfx4x//GEVFRfj+97+fzFOgOZjp9T99+jTeeOMN1NTU4LbbbgMQ+Qbwpz/9aRLPgmZjNu99Sh+zuf5PP/00Hn/8cfzHf/wHsrKy8MQTTyTzFGgOZnr9BUHA008/jX/5l3+B1+tFZmYm/uu//ivJZ0GzMdm1n+g9/uUvfxkPP/wwtm7diuzsbDz55JPJPIV5SxBZUE1ERERERJS2WN5JRERERESUxpj0ERERERERpTEmfURERERERGmMSR8REREREVEaY9JHRERERESUxjiygYiIaBxdXV244YYbUFdXBwAIh8NQKpW49957R0eOTOTpp59GfX396DBqIiKiZGLSR0RENIGMjIzRYfIA0N3djfvvvx8ajQabN2+e8HH79+9HTU1NIkIkIiKaEpM+IiKiaSopKcGDDz6In//856irq8N3vvMduN1umM1m1NfX4wc/+AGee+45nDx5Et/73vcgl8uxadMmPPnkkzh48CBCoRAWL16MRx99FFlZWck+HSIimie4p4+IiGgG6uvrcfbsWezYsQO33XYb/vCHP+C1115DV1cX3n77bdxzzz1YunQp/vEf/xE33HADfvKTn0Aul+P555/Hiy++CJPJhCeffDLZp0FERPMIV/qIiIhmQBAEZGRk4KGHHsJ7772Hn/70p2hra4PZbIbb7R5z/Ntvv43h4WHs27cPABAIBJCXl5fosImIaB5j0kdERDQDJ06cQF1dHb72ta8hFArhpptuwjXXXIPe3l6Iojjm+HA4jEceeQSbNm0CALhcLvh8vkSHTURE8xjLO4mIiKaptbUVzzzzDD71qU9h7969+OIXv4ibb74ZgiCgoaEBoVAIACCXyxEMBgEAGzZswO9+9zv4/X6Ew2E89thj+P73v5/M0yAionmGK31EREQT8Hq92L59OwBAJpNBrVbja1/7Gq655hp89atfxRe/+EXo9XpoNBqsW7cOHR0dAIBrr70W//7v/45AIIB/+Id/wL//+7/jwx/+MEKhEBYtWoSHH344madFRETzjCCOV4tCREREREREaYHlnURERERERGmMSR8REREREVEaY9JHRERERESUxpj0ERERERERpTEmfURERERERGmMSR8REREREVEaY9JHRERERESUxv5/RX+WoGMu1lEAAAAASUVORK5CYII=\n",
      "text/plain": [
       "<Figure size 1080x576 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "f.manual_forecast(call_me='lstm_best',\n",
    "                  lags=36,\n",
    "                  batch_size=16,\n",
    "                  epochs=300,\n",
    "                  validation_split=.2,\n",
    "                  shuffle=True,\n",
    "                  activation='tanh',\n",
    "                  optimizer='Adam',\n",
    "                  learning_rate=0.001,\n",
    "                  lstm_layer_sizes=(100,)*15,\n",
    "                  dropout=(0,)*15,\n",
    "                  plot_loss=True)\n",
    "f.plot_test_set(order_by='LevelTestSetMAPE',models='top_2',ci=True)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "835feac5-6288-4ed0-a8c4-e3d29f2080c9",
   "metadata": {},
   "source": [
    "## MLR Modeling"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "af9ad25c-b785-45df-8153-19314b11eaca",
   "metadata": {},
   "outputs": [],
   "source": [
    "f.set_estimator('mlr')\n",
    "f.add_ar_terms(24)\n",
    "f.add_seasonal_regressors('month','quarter',dummy=True)\n",
    "f.add_seasonal_regressors('year')\n",
    "f.add_time_trend()\n",
    "f.diff()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "id": "d37fdfc4-932f-4439-ac85-6f49a34313ad",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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VlQOQl5fPQQcdAkBZWTnNzd42x06dOq3f1xNCCCGEEGKw8gUibAmOwVc0o/Uxg6Jw3MEjWPbhMvzBKErch0bRwC0yC0imL8NMprZxttFo7PRYq3Vop6GFEEIIIYToSnMgSp6pkVxLuM3js/YpJ2Zw0eiPoMT9A7S67CFBnxBCCCGEEEKXfMEoFwz7P4Y3/6vN4xazEaO1gNroMKDzJMtQkdag75133mHBggWceOKJ3H777QAsWbKE+fPnc/zxx3PPPfe0HrtmzRrOOOMMTjjhBH71q18Ri8XSuTQhhBBCCCGEzjUHoziMAcy2/HbPRSyVvOS9grhrUuYXlmXStqdv+/bt3HzzzTz33HMUFRXx/e9/n/fff5+bb76ZJ598koqKCn70ox/x/vvvM3fuXK6//npuv/12ZsyYwQ033MCzzz7L+eefn67lDYgDDjiIAw7YPYfv+ef/2/rfl1zyow7/vxBCCCGEEKJjPn8QpymEwZLX7jmn3UyTPzIAq8o+acv0/e9//2PevHmUl5djNpu55557sNvtjBo1ihEjRmAymZg/fz6LFy9m586dhEIhZsyYAcCCBQtYvHhxupYmhBBCCCGEGAQiocSMPs2U0+45p83EfOeDWGpfGYCVZZe0Zfq2bt2K2Wzmkksuwe12c9RRRzFhwgRKSkpajyktLaWmpoba2to2j5eUlFBTU9Or6xUVudo9VltrwGSSbYsDST7/gWcwGCgpaf+DMBMG6roiO8j9H7rk3g9tcv+HtkzffyXuw2wykFdcAXtdu6TQibOqnjxLY7vnhpq0BX3xeJxly5bx5JNP4nA4uOKKK7Db7e2OUxQFTdM6fLw3PB4fqtr2PKqqEoupvVu4SBmTySCffxZQVRW3uznj1y0pyRmQ64rsIPd/6JJ7P7TJ/R/aBuL+VzcZWZp7BmWRCrS9rm1Awxe14K2vIzzIvy4NBqXDJFhS2oK+4uJiZs6cSWFhIQDHHHMMixcvbjOioLa2ltLSUsrKyqirq2t93O12U1pamq6lCSGEEEIIIQaBOr+F6qIj0KztYweX3UxQtRMLezt45dCSttq7o446io8++giv10s8HufDDz/kxBNPZPPmzWzdupV4PM4rr7zCnDlzqKysxGq1snz5cgBeeukl5syZk66lCSGEEEIIIQaDSB3DbDWgta8uc9rMhOJ24hL0pS/Tt99++3HppZdy/vnnE41GOfzwwznvvPMYO3YsCxcuJBwOM3fuXE488UQAFi1axI033ojf72fq1KlceOGF6VqaEEIIIYQQQufC0ThT7Cs52vA5aEeA0jaf5bKbWROqxGsoIHeA1pgt0hb0AZx55pmceeaZbR6bOXMmL7/8crtjJ0+ezPPPP5/O5Qy4L75YxqOPPsyDDz7c7rmqqp384x+P8Mtf/rrf1/nqq5Xcf//dxGIx8vLy+OUvf015eUXr87W1NXz/++fx6KP/pKJiGI888lcgs2Mi/vSn+2hsbOBXv7oFgCOOOIiPPlqWsev3xMaNG7j55hv45z+fbX3srLNOw+l0tv77rrvupqysPK3rGIj7I4QQQgiR7fzBKE6jH0xOMJjbPe+0m/igYQ772fdl/wFYXzZJa9Anem7Xrmp27tyRknPdeutN/O53dzN+/AReeeU/3HvvH/jd7+4GEk09fve724nFoim5Vl8sW/Y5r7/+X2bOPGLA1tCd119/hb/+9U+YTLu/RZqaGjGbTTz++FMDuDIhhBBCCAHQHIjiMAZRzB135nTZEoGgLzhwv/dmCwn6BsDTT/+T119/FYNBYcqUffj5z3/FffctoqpqJ3/8410cddQxPPHEo2gaVFXt4Mgjj8HpdPLhh++jaRqLFt1HYWFRh+eORCJcdtmPGT9+AgDjx0/ghReeaX3+X/96goMOOoRt27Z0+PoXXniGxYtfIxQKYjAY+M1v7mT06DF88cUy7r33DxiNRvbZZzpbtmziwQcf7vC9dMXrbeLhhx/ie9+7mA0b1rd73u2u5c47b8Pna8bjqePYY0/gxz9eyBVXXMpFF13KIYcchqZpnHfeAh588GHc7lruv/9uwuEQeXn5XH/9DQwbVslVV/2Q3Nw8Nm/eyK9/fRvPP/80mzZtBOA73zmLU0/9Tqdr9Pl8fPTR+9xyy2+5/fabWx9fs+YbNE3jyisvIxgM8N3vXszRRx9LPB7noYfuY8WK5cTjKvPmncI551zQmtk1Gk3U1u5i6tR9+H//7yYsFguvvvoyTz/9TxRFYdKkKVx77c9xOBy8+eZinnjiEUBhypSp/L//d2PLtVdz+eU/wO2uZd68+VxyyY/YsGE9v//9b4nH41gsFm644WZGjBjZ5ecvhBBCCDFYNAcjOIx+FEtBh8877Wam53zJfvWPQPxhMDo7PG4oGFJBX+jux9o9ZjxwGua5B6NFooQf/Ge7500z98c0cwaaL0D44WfaPz/nYEwHTevxGuLxOP/85+O89NJiDAYDd999F253LT/5yc949NGHue66/8cXXyzjm29W8+STz5CXl8/8+cdx5ZXX8MgjT3LHHb/hrbfe5Oyzz+vw/BaLhRNOmAcksnqPPvows2cfCcDatWtYsWIZixbdz4svPtvutX6/jw8+eJ8HH/wrVquNv//9L/z738+xcOFPuf32m/n97+9l/PgJ3HvvIgBisViH76WkpPPOq7///R388IdXUFvb8RzG//3vDY477gROOukUfD4fCxaczHnnfY+TTz6VN954jUMOOYwvv1xBZeUI8vLyue66q7nrrnsoLy/ns88+4a67fst99z0EwLhx47njjj+wYsVyvF4vjz32FE1NjTz44L1dBn0ul4vf/vYPVFdXtXk8Eolw6KEzueqqa3G7a7nyyssYO3YcK1cmGhA9+ui/iEQi/PSnVzF58lQAvvlmNY8//i9GjBjFTTf9ghdffJaDDz6MJ554lIcffpy8vHz++Me7eOyxv3H22efxwAN388gjT1JaWsZtt93EkiUfAVBfX89f/vIogUCAM888hfPO+y7PPvsU5577XY4++ljefvtNVq/+WoI+IYQQQgwZvkAUhyGI0Tq6w+dtFiNGRcEYa0KJ+dEk6BOZYjQamTZtOpdeeiGzZ89lwYKzKCkpZfv2bW2OGzt2XOtesby8fA466BAAysrKaW7uvgNRNBrl9ttvJhaLc+GFPyAUCnH33Xdx662/w2DouGmr0+nilltu56233mT79m189tkSJkyYxMaNG8jPL2jNHp588qncd98iTCZTh++lM//970uUlZVx0EGH8Npr/+3wmPPP/x5ffLGMp556ks2bNxKLRQmFghx99HE8/PCfCIVCvP76K8ybdwrbt2+lqmoHv/jFT1tf7/f7W/976tRprZ/ltm1b+elPr+Kwww7nxz9e2O3n15E5c45kzpwjAaioGMacOUfx+eef8tVXK1i//luWL0/sSQwGA2zcuIHRo8cwY8b+jBw5GoATT5zHyy//G7PZzOGHzyYvLx+AU0/9Dnfe+RumTt2Hfffdj9LSMgBuuuk2ANavX8dhh83CYrFgsVjIy8vH6/Uyc+bh3H337/nssyXMmjWbI488pk/vSwghhBBCj5qDUT7xHMMB5Ydg7OB5RVHA5CSuqihxHxpDdyTckAr6bD+9uNPnFIu56+ddji6f74077/wjq1d/zaefLuG6667m17++rd0xe+4lA9rMN+xOIBDgF7/4Kbm5efzud3/EZDKxfPlS6us9rQFSXZ2b66//CXfc8YfW19XU7GLhwh9xxhlnc9hhsygsLGL9+nUYDAa0DtrgdvZe9t//wA6PffvtN/F46rjoovPxepsIBoPcf/8fufrq61qPeeCBe6iq2slxx53InDlHsmzZ52iaht1u57DDDufdd99i+fKlXHfdL9i6dQvDhlW27rGLx+M0NNS3nstqtQKJoPnJJ59l6dLP+OSTj/nBD77Lk08+S05Ox/Xfnfn44w8pKipqzeKBhslkIh5XueKKq5k792gAGhsbsdttrF69qs19U1UNo9GIqmp7nVkjHo+3u+cNDQ2t/73neRRFQdM0jjrqWKZNm87HH3/Ic8/9H59++nFrOagQQgghxGDnC0TZGhqDubDzqjvFkkMsrqHEfRlcWfZJ25w+0bHGxkYuuOBMxo4dz6WXXs7BBx/Kxo3rMRpNxOPxlFzjtttuorJyBLfd9jssFgsAhx46k+ef/y+PP/4Ujz/+FMXFJfzhD/e1ZqEA1q79huHDR3DOORcwdeo0Pv10CaoaZ/ToMTQ3N7Nx4wYA/ve/xSiKQkNDQ4fvpTP33vsQTz75LI8//hSXXno5Rxwxp03AB7Bs2Wecf/73OProY6mtrcHtrkVVEwHnySefysMPP9Sa9Ro1ajRer5cvv1wBwKuvvswtt7TfU/jRR+9z6603MWvWEVxzzc+w2+2dlpd2ZdeuKh599G+oqkp9vYePPvqAWbOO4MADD+Lll18iFosRCAS44opLWL16FZDopJp8D4sXv8qhh85i//0P5KOPPsDrbQLg5ZdfYv/9D2LKlH345ptVeDx1ADzwwN189NH7na7n17/+Jd98s5rTTz+DSy+9nHXr1vb6PQkhhBBC6JUvGGTf/M0YY/WdHmO05CQyfTF/p8cMBUMq05cN8vPzmT17LpdddiFWq42ysnLmzZtPNBrF52vmtttu4uSTT+vz+b/9di0ffvg+o0eP5eKLLwCguLiYRYvu7/a1Bx98GP/+9/N897tnYTabmTp1Gps2bcRsNnPTTbdx++2/RlEMjBw5CqvVSkFBAaedtqDde+mP7373Im677de4XDkUFhYyefJUqqp2Ulk5nOnTZ6AoSus1LBYLt932O+67bxGRSASHw8mNN/6m3TkTGcK3+d73zsZisTB37tGMGze+12s77bQz2LBhAxdeeA6qqvLjHy+kvLyC008/kx07tnPxxecTj8eZN28+BxxwEF98sYzi4hJuv/1m3O5aDj74UObPPx2j0cj3vncxV131Q2KxGJMmTeH663+Jw+HkJz+5jp/+dCGqGmfatOnMmzefxx//e4fr+d73Luauu27nH//4O0ajkYULr+31exJCCCGE0Kt40MPZ5U9jah5DtOjoDo8xWApZF9iHcnNehleXXRRN0/auNdMlj8fXrmxu166tlJePGqAVDR6qqvKXvzzAxRf/ELvdztNP/xO3291tkGEyGYjFOi4L7S1N09i0aSO33/5rHntMHyMTuprLmEkD9X1QUpKD292c8euK7CD3f+iSez+0yf0f2jJ9/x995mVOcf6JYbNvJ5Z3cIfHPPLqN3yzpYE/Xnl4xtY1EAwGhaIiV6fPS6ZPpxYu/BHNze2/qU4/fQGnn35mSq9lMBjIycnjsssuxGQyU1FRwS9+cVOHx3755QruuSexT1BRYM8/KSxadB/FxSV9WsOzzz7FU089yW23/a5Pr9/bM8/8i9dff7Xd4z3NigohhBBCiIEVDzdhyjWgmTrP4rnsZvyhaOKXUkXJ4Oqyi2T6RNqkMtMn+k4yfWIgyP0fuuTeD21y/4e2TN//hx/5E+cMf5WCuY+g2io6PObVT7ZQuvnnzJp1FNHRP87Y2jKtu0yfNHIRQgghhBBC6IqmaRhiXkxGA6o5t9PjnDYzaBANdT/ybDCToE8IIYQQQgihK8FwjK+9U/jGeRUYHJ0e57KbCao24uGhnYGWoE8IIYQQQgihK83BKM3xXCKu/brcq+e0mQjG7aiRoZ3pk0YuQgghhBBCCF3xBaKMtW+iwmgGOt7PB+C0mwmpdtTo0A76JNMnhBBCCCGE0JXmQJTZhR8yIvx6l8e57GY2BsZQbTgwQyvLTpLpE0IIIYQQQuhKczCC0xjAaMvv8jin3cwq375MZhyjM7Ky7CSZvgz64otlXHXVDzt8rqpqJ3feeWtKrnPmmfOprq7q93kWLvxRClYjhBBCCCFEavmCURzGAOZugj6LyYDJaCAQCIA2dEeJDalM3+3OD9s9dli0kmMjYwkT4w/OT9o9PycykjnRUTQrYe5zfN7u+WMjYzgsOrzfa9u1q5qdO3f0+zyptGLF8oFeghBCCCGEEO34/GHsxjBGax7xLo5TFIUDC9dwXPT3GMJ/R7UNy9gas8mQCvqyxdNP/5PXX38Vg0FhypR9+PnPf8V99y2iqmonf/zjXRx11DE88cSjaBpUVe3gyCOPwel08uGH76NpGosW3UdhYVGX13j00YfZsOFbLBYr119/A+PHT6C+3sMf/nAHNTU1GAwGfvSjKzn44ENZtuxzHnrofhRFIScnh1tuuYPHH/8bAJdd9n3+9rd/ZOJjEUIIIYQQokfCwSbMRqCLGX1JBrOLeFxFifvTv7AsNaSCvhv9szt9zoqpy+dzNGuXz/dUPB7nn/98nJdeWozBYODuu+/C7a7lJz/5GY8++jDXXff/+OKLZXzzzWqefPIZ8vLymT//OK688hoeeeRJ7rjjN7z11pucffZ5XV5n+PAR/OpXt/DJJx/x29/ezGOPPcV99y3i5JNP5Ygj5lJXV8cVV1zC448/xT/+8QjXX/9LpkzZh+eee5pvv13LNddcz/PPPyMBnxBCCCGEyDqNQSPP+3/Ctfmzuj3WaMkhpmoocV8GVpadhlTQlw2MRiPTpk3n0ksvZPbsuSxYcBYlJaVs376tzXFjx46jrKwcgLy8fA466BAAysrKaW7uvuXs/PmnAzBz5hHceuuvaW5uZtmyz9m6dSt///tfAYjFYuzcuYMjjpjDDTdcz+zZc5k9ey4HH3xYCt+xEEIIIYQQqdUUVLFYhqOZ87o91mTNJR7XUGIS9IkMuvPOP7J69dd8+ukSrrvuan7969vaHWMytb01RqOxV9fY+3iz2Uw8rnL//X8mNzfxzVFX56agoJAJEyZx+OFzWLLkQx566H6OPHI13//+Jb18V0IIIYQQQmSGObyTAwqqIT4RjM4ujzXZcoiF1CGd6ZPunRnW2NjIBRecydix47n00ss5+OBD2bhxPUajiXi8q22ovfPmm4sBeP/9dxk1ajQ2m40DDzyIF198DoDNmzfx/e+fSzgc4rLLvk8g4Ofss8/n7LPP59tv1wKJwDEWi6VsTUIIIYQQQqRCIZs4xPJflHio22Mttlw+8swkZh+TgZVlJ8n0ZVh+fj6zZ8/lsssuxGq1UVZWzrx584lGo/h8zdx2202cfPJp/b7O9u1bueii83E4HPzqV7cAcO21P+f3v/8t3//+uWiaxo033orD4eRHP7qS3/72NxiNRqxWK9df/0sAjjhiDhdddD6PPPIkVqu132sSQgghhBCiv2JxFUO8GZNRQTPldHu8027jubqjWGCZwFD9jVbRNE0b6EWkgsfjQ1XbvpVdu7ZSXj5qgFYkTCYDsdjQnYeSLQbq+6CkJAe3uznj1xXZQe7/0CX3fmiT+59dvtpYR3mhg9ICR0aul6n73+SP8PpTN3PahPXYj3y+2+M/+LKK/3tjJXdcchAFRaVpX99AMBgUiopcnT4vmT6dWrjwRzQ3t/+mOv30BZx++pkDsCIhhBBCCJEtNuxs4r7nvmLu/pVceMKkgV5OSvkCEezGAPSgiQuA02bmwmH/xLlzGRT9Os2ry06DPujTNA1FUQZ6GSn3wAN/HeglCB3QNBUYfF//QgghhOhcNKby+Otr0YDmQGSgl5NyvmAUpzGAwdL9jD4Al91ElWojHhm6WehB3cjFZLLg93sZJBWsQvSYpmnEYlEaG+uwWGwDvRwhhBBCZNCrn2yhqs6P02bCH4wO9HJSrjkQ5YWa7+Cp/GmPjnfazQRVG9oQDvoGdaavoKCEhgY3Pl/jQC9lSDIYDKiq7OkbKAaDEbvdhcvVs9IHIYQQQujfDrePVz/ZymH7lBGOxHE3Bgd6SSnXHIwSVm3Yc3q2P89lNxOK29Bi7jSvLHsN6qDPaDRRXFwx0MsYsmQztxBCCCFE5qiqxmOvrcVuNXHeMRN4/r2NbK72DvSyUs4XiHBU4bvkx0uBad0e77SZCap2iPlA02AQbv3qzqAu7xRCCCGEEGKoeGvZdjZXezn/uAnkOCy47GZ8wdig2+oUCPiZU7QEa3hDj443mwxsCU9mlXpymleWvSToE0IIIYQQQudqG4O8+OEmpo8r4tApZUCirDEWV4lEB9d2m2iwEZPR0KMZfUmNhrGsCs0aklk+kKBPCCGEEEIIXdM0jScWr8WgKFx4wqTWzvVOuxlIdLscTKLhpsRgdmPPg748m4YxvBPioTSuLHtJ0CeEEEIIIYSOrd5SzzdbGjjzyHEU5u7u2u0apEGfGk5m+nrerG60q4p5lkUYg5vSuLLsJUGfEEIIIYQQOlZTn+jQedCktt0snbZEz0ZfaHAFfVrUi9Gg9Kq802jNJaaqKHF/GleWvSToE0IIIYQQQsea/BEUZXdmLyn578E2q29Z/RTeNC1CtZb3+DVmWy7xuIYS86VxZdlLgj4hhBBCCCF0zOuPkOOwYDC0bVIyGMs7w9E4kaiK0+kEpeehjNmaS0zVEmMbhiAJ+oQQQgghhNAxrz9CrsPS7vHB2MjFF4iyX86XTDW80avX2ew5aBrEwkNzhrQEfUIIIYQQQuiYNxAhz2lu97jJaMBmMQ6uoC8YZYJzPeXqyl69zmm38HLtKdRb9k/PwrKcBH1CCCGEEELoWJMvQq6zfaYPEiWeg2lPX3MwgsMQxGDpeedOSHwOXzXvR6NWmaaVZTcJ+oQQQgghhNApTdPwBjoP+px2M75gLMOrSp/mQBSn0Y/R1rugz2k3UWSuI+7dmKaVZTcJ+oQQQgghhNCpUCRONKZ2mekbVOWdgSh2YxCzLb9Xr3PZzZxQ/D9K6x9Py7qynQR9QgghhBBC6JTXHwEgb6iUdwYiGBQVs62gV69z2swEVRtEpXunEEIIIYQQQkeaWoK+TjN9NjP+QTSc3ReM8pddvyAy7Jxevc5pNxGK22RkgxBCCCGEEEJfkpm+jkY2QCLYCYRiqKqWyWWlTX1zmIIcKyhK9wfvwWgwEDc6UeI+0AbHZ9EbEvQJIYQQQgihU95A9+WdGgyebJ9/K6cWP48htLP3rzU6icdVUAOpX1eWk6BPCCGEEEIInWryRVAAl6P9nD5IBH0weAa0K+FdTLCtAjXS69fuYl/+578QlI4D5MHMNNALEEIIIYQQQvSNNxDB5TBjNHScy0kGff5BMLYhHIljiDdjMRnQTLm9fn3cWs5aXzEYOg6QBzPJ9AkhhBBCCKFTXn/nM/ogMacPBkemr745hMMQwGwyoplcvX59vj1OibYKJVqfhtVlNwn6hBBCCCGE0CmvP9Lpfj4YZEGfN4zTGMBktoHB2uvXl9i8zMt9EqNvXRpWl90k6BNCCCGEEEKnmrrJ9Llsgyjoaw4R04wojhF9er3Zlkc8rg3JsQ0S9AkhhBBCCKFT3kCk03ENAHarEaNBGRTdOxu8Yd6pP5rwPr/v0+sttjwAIiFvKpelCxL0CSGEEEIIoUOhSIxIVO2yvFNRFJw206DJ9OU6zJhNfQthHHYHMc1ENNiU4pVlPwn6hBBCCCGE0KGm5GD2LoI+SOzrGwxBX4M3wEXD/4G5YUmfXu90mAmpNqJhyfQJIYQQQgghdMDbw6DPZTfjHwRBX9hfx0jbDoj3bbi6027muV1nsMNyfIpXlv0k6BNCCCGEEEKHWoO+Lvb0QSLoGwyZPjVYi9lsRLMU9+n1LruZHaER1EcLUryy7CdBnxBCCCGEEDrU00zfYCjvDIRi2LQGzCYDah+DPqfNzHDbdmzNS1O8uuwnQZ8QQgghhBA61OSPoAA5DnOXxyUyfTE0TcvMwtKgoTlErsmbCPrMfQv6HDYTB+auYHTguRSvLvtJ0CeEEEIIIYQOeQNRnHYzJmPXv9K77GZicZVIVM3QylKvvjlMWLUQc0wGo61P5zAoCqrRAXF/ileX/SToE0IIIYQQQoe8/kiX4xqSXHb9D2iv94ZY7j2I5vG39Os8mjEHRQ2Cqt/Poi8k6BNCCCGEEEKHmvzhbvfzQWIvG+g96AujAPkua7/OEzcVEI+rKLHGlKxLLyToE0IIIYQQQoe8/kiPgj6X3QSAL6TjoK85xNVj/4bD82r/TmQpIBbXMEQbUrMwnZCgTwghhBBCCB3y+qPdjmuARPdOQNez+rxeL+V2D2j925foM4/nHzU/Jm4fnZqF6YQEfUIIIYQQQuhMOBInHI2T6+y6cyfs3tOn56AvFqjFbOr7jL4kqz2Hbb5CMHQfLA8mEvQJIYQQQgihM02BxIy+PGf3e9z03shF0zS0cC2WfoxrSMpzWphiXUrM80WKVqcPpoFegBBCCCGEEOnQHIigQY9KIPWmp4PZAUxGA1aLEV8wlu5lpYU/FMNBY78GsyeVFTgYXvAR0WoDpqIDUrTC7CeZPiGEEEIIMeioqsYf/m8Ff/vvNwO9lLRIBn09GdkA4LKZdZvpq/eGaI65CDhmoJnz+3WuskIHvriLsM+dmsXpRFozfRdeeCEejweTKXGZW2+9lW3btvHnP/+ZaDTKRRddxAUXXADAkiVLuPPOOwmHw5x00klce+216VyaEEIIIYQYxJaurWWH209c1QZ6KWnR1ItMHyRKPP067d5Z3xxmfWAi9cPPo0Ax9utcpQV2VsdcRIN1KVqdPqQt6NM0jU2bNvHee++1Bn01NTVce+21vPjii1gsFs4991wOPfRQhg8fzg033MCTTz5JRUUFP/rRj3j//feZO3duupYnhBBCCCEGKVXVePnjzUCiNHAwSmb6chzdN3KBxNgGvWb6GrwhQKMw19bvc1nNRuKmArTw+v4vTEfSFvRt2rQJRVG47LLL8Hg8nH322TidTg477DDy8/MBOOGEE1i8eDGHHHIIo0aNYsSIEQDMnz+fxYsXS9AnhBBCCCF67bM1NVR7AlQUOahtCKJpGoqiDPSyUsrrj+C0mTAZe7Zby2k3424KpXlV6VHfHOaqUX+hvGEz4ZxL+30+k70ILboc1CgYehY0613agj6v18vMmTO55ZZbCIVCXHjhhZx00kmUlJS0HlNaWspXX31FbW1tu8dramp6db2iIlfK1i5Sp6QkZ6CXIAaQ3P+hTe7/0CX3fmgb6Psfj6u8+slWxgzLZc7+w/nHq9+Qk+fAbh1c/QtDMZXCPFuPP++SQiffbGlI+/1Jx/kDkRgl9mZyCwohBef3FZ7IH1fN4LHSAhhkfwzoTNq++vfff3/2339/ABwOB2eeeSZ33nknl19+eZvjFEVB09rXWvf2rzEejw91kNZs61VJSQ5ud/NAL0MMELn/Q5vc/6FL7v3Qlg33/+Ovq6mq87Nwwb40t5Qzbt3eQFFe/0sDs4m7IYDTaurx521Ewx+MUlPjxWBIT6CTrvvfWFeNNUejKeQkkoLzOx251Plr2by9AZfdjBaNEftoOabZB6GY+rdncKAYDEqXSbC0de9ctmwZn3zySeu/NU2jsrKSurrdmyZra2spLS2lrKysw8eFEEIIIYToqVhc5eWPNzOqLIcZE4px2lqGkuu0gUlXvP5Ij5u4QKK8U0Ofn0ViMHv/xzUkDcuPcXThOzTtWp04/7ufEn3udeKfrEjJ+bNR2oK+5uZmfv/73xMOh/H5fPz73//mD3/4A5988gn19fUEg0HefPNN5syZw3777cfmzZvZunUr8XicV155hTlz5qRraUIIIYQQYhBasmoX7sYQp80eg6IouOyJoja/ThuYdKW3QZ9eB7RrmgbhOszG1AV9ZQV2Di9YQtizJnGNxkT2UAuFU3L+bJS28s6jjjqKL7/8ktNPPx1VVTn//PM58MADufbaa7nwwguJRqOceeaZTJ8+HYDf/e53LFy4kHA4zNy5cznxxBPTtTQhhBBCCDHIxOIq//14C2MqcthvXBHAHpm+wdXBMxyNE4rEezyjD3YHfX6dDWhvDkSpD+dQZ5+Ly1LS/Qt6oKiwFB8Ggs21AGjNfrBYMB07KyXnz0Zp3dF6zTXXcM0117R5bP78+cyfP7/dsTNnzuTll19O53KEEEIIIcQg9dFX1Xi8IS48cVJrbwhnMrulw5LGriTHNeQ6Bn+mr745xM5wJZ6SExltdKTknCaTkZghj0igZXuZwYBx2oRB1+F1T2kr7xRCCCGEECITYnGV/y7ZwrjKXKaNKWx93GkbnOWd3l4OZofdn4Xugj5vGLshSGFOanNVmrkANeQBwHrxAowHTCXy/OKUXiObSNAnhBBCCCF0bXutj4bmMMcdNKJNtsZiNmI2GQZdeWdfgj69ZvoamsNcMOxfjG96MKXnNdiLiEeaW6cIqDt2EXv3c7RYPKXXyRYS9AkhhBBCCF3ztAwdLy9sX/7ntJkGXaavKZAI+nqzp89uNWFQFN1176z3hsg3N2NylqX0vNvzL+evWy/Gu2wNod//HcVgAE1Fa2hK6XWyhQR9QgghhBBC1+pagr7iDmbxOe3mQZvpy+nFnj5FUXDaTbrL9DU2+8izhiBFnTuTyopyAWhatw11yw4MY4YDoNV6UnqdbCFBnxBCCCGE0DWPN4TdasTR0q1zT06bedBl+rz+CE6bCbOpd7/Ku+xm3QV9Ud+ulM7oSxru2MXppS8R2rIJpSAPw4gKANTa+pReJ1tI0CeEEEIIIXTN0xSiKLd9lg9ayjt1VtLYnaZezuhLctr1FwDHA24saQj6CmxhpueuhqodKBUlkONEyXHCIJ3Vl9aRDUIIIYQQQqRbXVOI4jx7h8857Wa27GrO8IrSy+uP9GpcQ5LLZm4thdUDVdXY7nWw2XIqBdbKlJ5bsRZiMRqIuz0YKkpRFAXb7342aMc2SKZPCCGEEELomscb7DTT5xqk5Z19yfS57GZdZT29gQh1kQIa8uejmfNSem7NVIAVIw0lVgzjRgAM2oAPJOgTQgghhBA6FghFCYbjFHXQxAXAaTcRialEooOnFb830PegT097+uq9YQpM9ZQ6Up+d1Ey5WFxm1h+Yh2G/yQDEVnxD6J7HB+XYBgn6hBBCCCGEbnXVuRMSjVyAQdPBMxqLEwzH+7inz0Q0phLWSQBc7w1xcunrTAn+NfUnVxRUyzDicY0Gb8s+vmAYdf2WQTm2QYI+IYQQQgihW8kZfZ1n+pJBn34yXF1p8vd+Rl9SckC7Xspd65vD5Jq8mFM8oy+pacVcct5UqGkIAKCUFAKDc2yDBH1CCCGEEEK36rzdBH22RN9CvQQ63fH6E++jr+WdgG5KPOubguSbvZgdpWk5f663kYjJTE19IugzlCaCPtU9+MY2SPdOIYQQQgihW56mEBaTgRx7+xl9MPjKO5v8iVLE/mT69BL0+X31OMwqmrUk5efWNA1r9TomVnpY0xBMPJjrAosFbRDO6pNMnxBCCCGE0C1PU4iiPFunnRed9sGW6UuUd/ZlZINTZ0FfzF+D2WxANRel/NxafRNKOERFhRt3fWIPn6IoGCePRbF3nDXWM8n0CSGEEEII3arzhjot7YTBl+lrDfqcHWc2u9L6Wegk6NvutbMy/7uUOsen/NxaVS2awYyp2EBzk7v1cevl56b8WtlAMn1CCCGEEEK3PF0MZgewWYwYDcqgauRit5owm4y9fq2eyjsbmsNUe034cg5HMxem/PxKfg7mOftiKTEQ9buJq2rKr5FNJOgTQgghhBC6FIrE8AWjFOVaOz1GURScNpNuslvdqWsKdTqeojtmkwGr2YgvmP1Zz/9761uG2Ws5coI/Lec3jKjActaJ2FxGHIbm1tEf8dXrCd5476Br5iJBnxBCCCGE0CVP64y+zjN9kNjL5hsk5Z21DUFK87t+v11x2U1Zn+lbuaGOZevcXDr9G0Y0PJKWa6h1DahKHjhHoqJQU9/SzMViRqtvRJOgTwghhBBC6EFDc5i6puBALyNtPN2Ma0hy2syDItOnqhp1TUFKCvoe9Dnt5qwudQ1H4vzrzXUMK3YyuTyGaklDExdNI3T7n4m8/AmBKXezzj9599iGksT1BlumTxq5CCGEEEIMErG4yvodTaza5OHrTfXscPvIcZi5d+ERnXa31LNkSV5RbndBn4kGXzgTS0qrhuYwsbjWz0yfOaszff/5aDMeb5hfXLAPpiYPMceMlF9Da/BCJIJSXkyOw4zdamod0E6eK5HtG2RjGyToE0IIIYQYBP6xeC2frq4hHI1jNChMGJ7HPmMKWb25nkA41tq5cTDxNIUwGRXyXF2PL3Dazexwp2dvWCbVNiaytv3J9Lns5tZgOdtsq2nmzaXbmbPfMCZW2lHqGlHNxSm/jlZdC4ChohT7jr9zzvCNLK0/B0jsAVWKC9FqPSm/7kCSoE8IIYQQQucCoSjvr6xinzGFHH1AJZNHFmC3mli6tpbVm+tp8IYHZ9DnDVGYa8PQTRbTacvuksaecrcEff3J9Dnt2Vnqqqoa/1i8DpfdxJlHjsMY2ARoxB2jU3+t6sSIBsOwEgy1TYxy7eKVLbvLoE37TwFNS/l1B5IEfUIIIYQQOlflSZSmHXPgcGaM350ZKchJdLWsbw4xvNQ1IGtLp552snTaTYQicWJxFZNRvy0tahuCGA0KhV10K+1Ojt1MIBTLus/i3RU72Vzt5Yfzp+Kym4mro/GP/zVxx5iUX0utdqO4nChOB6opn3xLAE9TiGgsjtlkxHzykSm/5kDLnjsthBBCCCH6pLouUbo4rMjR5vHCZNDn1f9+to54mkLd7ueD3UPJAzrv4FnbGKQoz4bR0Pdf4QtzbWhAY3P2fE14/RFeeH8j+4wu4NCpZYkHDVbiOdPA6Ez59Uyz9sd81okAaOZCXOYwRiVKbcPubJ+mqmjxeMqvPVAk6BNCCCGE0LlqTwCT0dBudEG+y4pBUahvzs49XP0RjcVp8kd6nOkDdF/i6e7nuAbY3ek0m/b1rdnaQCgSZ8Hcca0Nhyy1r2D0b0jL9YzjRmI6eF8AVHM+FrMRl9GPp+WPI/EtOwj+5Leo67a0e63m12c3XAn6hBBCCCF0rtrjp7zQjsHQdm+bwaCQn2MZlJm+5C/o3Y1rAHC1ZPr8OhhK3hlN06ht7N+4BoDilsxoctxFNthZ58egKAwvSZQgK7FmbDufwOhblfJraYEQ8TUb0YKJ969aK4nn7oeCSmNLh1dDfh7E4+3GNmiRKKHf/pnIy++kfF3pJkGfEEIIIYTOVXsCVBR1XAZXmGOjPot+wU8VTw/HNUCieQmAT8eZPn8oRjAc63emL7kf0JNFmb6dbh9lhXbMpkRoYgxsBCDuGJ/ya6lbdxJ+4EnU7dWJa7gmEZ10Ew2xQpqSYz2SYxvcbTt4xv73MVqjF+OUcSlfV7pJ0CeEEEIIoWPRWBx3U5CKvfbzJRXmWqnPov1bqZIcOr93SWtHnLaW8s4s7FrZU6no3AlgNhnJc1myqryzqs7PsOLdf7RIBH1Kepq4VO0e15BkNhlw2c00+iLAnmMbdmf61IYmom9+hPGAfTBOGJXydaWbBH1CCCGEEDq2qz6IptHml+Y9FeRYaWgOow2yFvQebwiDkihf7U4y0+fXcSOXZJOR/pZ3QqLEM1vKOyPROLWNQSrbBH0bUG3D0tLEJf71tyglheBq+SOJpuH65hqOK/2wtbwTwFBa2Ka8M/rS26CB+TvHpXxNmSBBnxBCCCGEjlV7Ep07uyrvjMZUfDrOcnWkrilEYa61R50s7VYTCvrO9LUOZu9npg8S+yCTmdKBVu0JoGlQWbJ7pIghtJO4o+cllFowROzjL9BUtcvj1IYm1PVbMB0yvbVhDIoCWoRSu6810wdgPHAappkzdv970mjMpx6NoSi/x+vKJjKnTwghhBBCx6rq/CgKlBd2HAwk93DVe8PkOLrPiulFT8c1ABgUBYfNpOvune6GIHkuC1azsd/nKsqzsXydG1XTuh1sn25VyXEje2T6fFPuBbXnQWnsrU+Ib92J8bD9ujwu/tU60DSMh0xv87hmLqDA5qNx5+5Mn+nAfdocY5p1QI/Xk40k0yeEEEIIoWPVngAleXbMpo6DgcKWwGiwjW3o6WD2JKfdrO/yzsb+j2tIKs61EVc1mvbIbA2UnXV+jAaFsj3LVhVDj0s7tVic2JIvEvvwjF0HxKY5B2P71Y8xlBS2PYe5gDyzH68/gtpSBq1pGlpTM7ElXxB977Nus4jZToI+IYQQQggdq/b4O23iAoNzQHssnmiv35NxDUlOm1nX5Z3uFAZ9RS3Nb7KhxLOqzk95oQOTMRGWWNxvYNvxGPRwD2p81bdoTc0Y959C5LnFqDt2dXqsoigYKsvaPa6aCsgx+YirGr5A4mtEa2om+Ms/Evnny8Q/+zJRBqpjUt4phBBCCKFTqqqxqz7ItLFFnR6T47RgNAyuAe2JxjQ9G9eQ5LSbdBv0RaJxGprDKWniArtnG3qaQkwYnpJT9lw8iKLF0Ew5AOxw+xg7LLf1aVPTZyjxQJdB1u3OD2lSwuRpVhzaN+TNz2HcIU4O+dlytFAY6/dOa/ea6H/fRQsEMZ990u79fC1irqn4nQ2ARqMvTK7TgpKXA2YTRGOYzzyx3Wv0RjJ9QgghhBA65W4KEourVBR2nukzKEqig+cgyvQlxw30przTZTPrdji7u+X9prK8ExiQsQ3OTXeR8/UloMYIR+LUNYV27+fTNIyBTe3m8/mJ8pplPRqJ7N/EWBEj4jmogSDblAY+OaKANTnNmA7dj9jSr/mj6UOetq5mpWkXMVS0eJzYh8vQmpo7DN5iBTNpqrgMUNqMbTBMGI1p1gEYx41M62eSCZLpE0IIIYTQqeq6AAAVnYxrSCrMsQ6qAe2tg9l7W96p00Yu7hSOawCwWoy47OYBGdtg9H0DgLnhAzZHDgJoHddgCFehxAOtnTtVNN4zb+FZ2zf4lQjj44VMjBdxdngqAFooTKypAGNsIgRz4cg6vJ8vo7FqG1+O9/AK33JKeCJnLTej+fwYD+280Uu+04yBeJuxDdYrL0jLZzAQJNMnhBBCCKFTyXENw7rY0weJZi6DaUB7XVMQhd1NanrCaTcRCMVQVf3NK6xN0WD2PRXn2VqD54zRNDAk9pjGnZPZ6U58/SbHNRgDGxLPOcajofFb54c8al9JpZrDrb6jmBhvW8as2KyY5x6MoSAPAwqGihJcY8Zyw701/LX+JEpVJ7UGP7HPvgSnHeM+EzpcliFUxejNlzDFtZamPYI+RVF0X9aZJEGfEEIIIYROVXn85DktOGzmLo8ryE0MaFcHyYB2jzdEfo61tflHTzhtZjQgENZfiae7IYjdmsjOpUpiVl9mgz4l7kNTjISGX4xqG0ZVnR+T0bA7mNXiqLbhqLZKGpUQ64weTglP5Eb/bMao+W3OFV+7iegHS9Fi8TaPm4+ZiWHyWGzhOIWanaa4n/hX6zAdOA2lkw63qjkfA3HKHP42s/oGEynvFEIIIYTQqWpPoMvOnUmFOYkW/c3+CHkuawZWll6eplCvSjshkekD8IeiKQ2eMqG2MUhJvj2lWaeiXBtfbfSgaVrGslmaKYfmfR8DVAzBrVR6n2JY0fEYDInrR4uOJlp0dOJY4OjIGA6JDUOh/fqib3yIVluP6YgD2zxu3GdCa0bvwuB0TM0hTDMDmGbu3/nCjA40o4Myp4+1vsGTEd+TZPqEEEIIIXRI07TEuIZu9vPBHgPaB0mJZ11TqLUZSU85W7KhemzmksoZfUnFeTaiMRVvIMP7HBUFFCOGUBWjtA84pHRT4vG9stCFmp0fhGYwNl7Q7hSqux513WZMhx+AYug4nFG3VjG8Js4wZxmWc0/GMGpYl8vSLMUU2wZvpk+CPiGEEEIIHWryRwiG4wwr6kHQl9MyoH0QNHNRVY2G5t7N6IPEcHZAd81cVFWjrjGYsiYuSXuObcgUs+cd7Fv/BJpGs/1AqoOFHOJ6v6Vr50ZyVl2O0bcOgABR4nQ8ED324TJQDJhmHdDh81o4Quiex9m2+FUW131KWOs+0FfNRRRam9s0chlMJOgTQgghhNCh6rpEE4yelHcW5A6eAe2NvjBxVet90GdrKe/U2ay++uYQcVVLQ6Yvcb5MdvA0Na9KdO9UFKo8QT6qP5xiUw2mpqUYAxtRovWolkIAHrOv5Oeut9qdQ4vGiH2yEuP0SSj5OR1eR7FaMB22H+v8W/iH/30am9zdri1acDh11sPw+iODZu/rniToE0IIIYTQoSpPy7iGHmT6cuxmzCbDoBjQ3jqjr7flna2ZPn2VdybHNaQ66CtqndUXTOl5u2II70K1lgGws87Pat9UjM5hWGtewBjYgGbKRTMXA1Br8FOstv+Dhub1YSgtwjT7wHbP7ck09xDyfBo47TQXdb+PNVo4h8bcE4mrGr5Ml7xmgAR9QgghhBA6VO3xY7MYyXdZuj1WaRnQPhgyfX2Z0Qf6zfQlxzWkurzTYTPhsJoyWt5piOxCtZYDsNPtx2Qyw6jziOXsh9G/LjGfr6WpTK0hQKna9g8amqZhKMrHdv0lGKaM6/paFSUUHjkXQ3kJjUoP3qOmUewIYlKig7LEU4I+IYQQQggdSnTudPa482JhTmJsg941tPxCntyn2FNGgwG71YhPZ3v6ahuDGA1Kr99vT2R0bEPcjxLzoVoSmb6qOh8VxU7ihbMJl30HQ7iGuGM8AEGiNCvhNkFf/OtvCd/7D7RwotFKT77uiw8+BMVho8nQ/de90b+GAxr/HyNs27tu5qJ1vM8w20nQJ4QQQgihQ1Uef7dD2feUGNCu//LORl8Ym8WI1dLxzLWuOG1m3XXvdDcEKc63t441SKWiXFvG9vQpMV/LDL5EF82ddX4qWzrPKmqESMkJxHKmA1BjSOxXLWkp74wt+5rwX5+GcASiPb9/uVqirLOpB5k+1VKC2aSQZ/J2memLrf49vs+u6/EasoXM6RNCCCGE0JlAKEaTL9KjcQ1JhblWGpsjqKqWlgAiU5p8fZ816LSZdde9Mx3jGpKK82ys3daQkVl9mrUM35S7gUQH1UZfpDXo08x5hIb/oPXYHM3CWeGpjI0XEP1gKdFnXsMwbiTWH5+HYu95xtOEgT/4jqVA7f7z00wFmI1G8kxNXQZ927atp8ZnY+ahPV5GVpBMnxBCCCGEzlR7et65M6kwx4aqabrfr9ToC1PQg32MHXHaTboK+jRNw53GoK8oz0YoEs94c5ud7sTXb2VJx3+0KNIcnBaeRMH73xB9+lWM+0zAetV3exXwJVWoOdh6kucymMBSQInDT1Nn5Z2ahim6e1+inkjQJ4QQQgihM1UtQV9PZvQlFeQMjgHt/c706ai80xeMEgzHU97EJak4g7P6rFVPYd/8RwCqWsaNDOskU11j8NGgBDFOGYdp7iFYfngOisXcp+suNVXxlmVTj45VLcWU2n2d/mFEjTSgRkOYXV0Pes9GEvQJIYQQQuhMtSeAyahQnN/zzEdhrv4HtGuaRqM/TJ6zr5k+fZV3Jjt3pjPTB2SkmYsxsAFDtAFIZPqsFmPr2Ii9PWpYyt2OTzGUFGI5Zx6Kqff7N5OWmqt41bK+R8eGS05hs3JEp41cmuq2oWkazoIRfV7PQJGgTwghhBBCZ6rr/JQVOjAaev6rXOEgGNAeisSJRFXy+5zpM+EPxtB0Mnw7OaMvfZm+zA1oT8zoaxnXUOdjWCedZ7VAiOrVKylauSMl183XrDQZwmh0f89jBTPx2g7oNNO32VfOg1uvwFk2IyVryyQJ+oQQQgghdCY5rqE3HFYTVrNR1x08k7+M92Q2YUecNjOqphGKxFO5rLRpndHXy5mEPeW0Jb4m0l7eqUYxRDyollIgUd7Z0X4+TdMIPvkiddYI5SWjU3LpXNVGhDghelDWGw8yyrmLQMCP2sEfBqo8IRpihZQVF6ZkbZkkQZ8QQgghhI5EY3HcTcFejWuAxFyzwlx9z+pLlt31eU+fXV8D2t2NQQpyrFjMfS9v7IqiKC2z+oJpOX+SIeIGNFRrOd5ABG8g2tq5c0+xxR9Su3U9VJZQXpKaEsr85NiGHszqMzV/xRzupcDoxhdo/zVibXiXI8q+wW7V3wAECfqEEEIIIXSkpj6IpkF5L4M+SAxo13N5Z1M/M30uW6IZSKa7VfaVuyFISZr28yUV52VgVp8WJ5a7H3HbCKqSnTv3Cvri32wg+sq71M+agFJU0GYwe3/kqYksaZPS/de9ainGbFTINTV3WOJZHv6Ag4vWpmRdmSZBnxBCCCGEjtS1/ILel2CgQOcD2lszfc6+ZvoSQZ9PJ81c0jmjL6ko15b28k7VPoLAuF+hOsawsy45rsHV9iBFwTBhNKOPP4UfBw9kZDwvJdeeEi/m7975TIoXdXusZi7GZDKSZ25s18xF1TQssVoUh/46d4IMZxdCCCGE0JXGlvLMgj6UOBbmWPH6IsTiKiaj/v723+gLYzEbsFv7Vu7otOmnvNPrj9Doi/Qpo9sbxXk2/KEYwXAsfWWLmgYtTVt21vmxW03tsrXGKeMwTB6LTVE4IpqbskubMGDqYZ5LM+ViMls6zPQ11NdhUYIYc4enbG2ZpL/vdiGEEEKIIayhOYyiQF4fShwLc21o7A4c9abJHyHfae2w62NPJDN9eijvXLXZA8DU0QVpvU5ybEN/SzyjMbXT5xybF+HY+DsAtlR7GVHqar2HWiRK9O1P0AIhFEVhrbGOrYamfq1lb09bV/OZaWf3ByoKRlsJeaamdkGfp3YLAK6CkSldW6ZI0CeEEEIIoSMNvjC5TkuvxjUkFep8QHuTL9ynYDdJT5m+rzfVk+swM7IsJ63XScWsvk1VXq685wNWrKvt8HlDuArNYCYUibGtxsfEEbtLN+OffUn0hTdQd9YA8KTtK561re7zWjrykWUbX5lrenRsZOQP+Cp0BE17lXc21VcBkF86OqVryxQJ+oQQQgghdKSxOdyn0k5I7OkD/Q5ob/BF+ty5E8BsMmIxG7J+QLuqaqza5GHfsUUY+pjV7Knilq+Jvu7rUzWNf/1vLcMtm1jz1SftD9A0DJFaVEsZG6u8qJrGxOH5LU9pRN/7DMPwcgzjR6KhUWPwp6yJS1Keau1RIxeAWO7+hCxj2mX6vmqcwJ9qbsKWK5k+IYQQQogBo2maboZu90eDL0xBTt8Cn8GQ6etr584kp82MP5jd5Z2bqr34QzH2Hdd985H+ynFaMBkNfQ76Pvqqmq1VjZwffZnSlU+2e16J1oMaRbWWsX57I4oC4yoTmT517Sa0ajemow5DURSalQghJZb6oE+z9TjoUyIe9s1fT5Ov7RiLqroAZUX5oOgzfNLnqoUQQggh9vLgi1+z6OmVRGP6GLzdVw3eMPl9DPrsVhN2q4kGHY5tCEfihCJx8vuR6YOWoC/LM31fb/SgKDB1dPqHgBuSs/r6kP31h6I8/95Gxg0vxLllOBXLd1Jf1XakgSG8CwDVWsa32xsZUepqbRgTe/czFJcT40HTAKg1JDp7lqU86LPSZOjZ+zN5V3C861/EgnWtj2maxqT4f5hVvCKl68okCfqEEEIIoXuaprF2WwNrtjbwt/9+gzpIM37haJxAONbn8k5omdWnw7ENjf5EoJrn7F+mz2U3Zf2evq83eRhXmYerpfFMuhXnWvuU6Xvpg834Q1EuOH4S5rPOQ2k2EHr1iTbHaCYnkaKjiZgr2VTl3V3aGYujxWKY5hyEYk4EgWkL+lQbUVQ0uv+5oFmKMRmNKJG61p8jDc1hpjpWMtLR8Z5FPZCgTwghhBC65/GGCIbjjKnIZdk6N0+/vX5Qlnq2jmvoY6YPoCBXnwPak+89NZm+7C3vbPJH2LKrmX3Hpr+0M6koz46nKdj9gXvYXuvjnRU7OGr/SkaW5VA4eyYNBSXYPvoSLeRtPU61jyY08nK21JuIxFQmjMgHQDEZsV19IaaTj2w9dnq0jBv8R6S8vPOc8FT+3DwPhe73R6qWYswmAzmGJnyBxB8Hdrk9OI1+7Pn6HNcAEvQJIYQQYhDY4U5kCM49ZjzHHjSct5bt4I3Ptw/wqlKvIQVBX2GOPge0N/kT3RT7vafPbsrq4eyrNiVGNUzPaNBnwxuIEon2rDRa0zT+9eY6nDYzp88eC4DBYKDmqHlEmyD27lu7D475QNNYvz0xhmHi8Dy0cAS1MREY7jl+w4WFqfESzPRtDmNnehLsJanmIsxGhVyTt7WZS6N7KwA5RaNTuq5MkqBPCCGEELq30+0DYHiJi3OPmcBBk0t59t0NfPZNz9q060WDLwVBX66V5kBUd3sfG1ta6PeneyfsbuSSrZngrzd5yHVaGFHmytg1Wzt49nBf32dravh2RxNnzB3bpgS17NiTeTN3NjsNuzNizo234dh0F99ub6S0wE6ey0psyQpCN96L6q5vc96Pzdv5xuhOwTtqq8bg4wH752w2NHZ/sNGOweJqM6vP37Ado9GAPbcy5WvLFAn6hBBCCKF7O9x+inJt2K0mDIrCZadMYeKIfB559RvWbm0Y6OWlTCpKHAtzWsY26KyDZ5MvjMloaJ2111dOu5lYXCXSxTDxdPriWzevf7a1w+fiqsrqzfXsO7Yw7aMa9lScn/iaqG3ovsQzGI7x7DsbGFWew+zpw9o8t9+EEt7b5xC+tBegRJsS4xrCNcQtRWzY2cTE4flomkbsvc8wjKrEUNK2Uc3TttV8aNmWujfWIobKZ+adVBube3R806if83HD4a1/aGjwesGci2otT/naMkWCPiGEEELo3o5aH8NLdu8DMpuMLDxjX0oLHDzw4tcEsricrzcamsPYLMbW7od9UZjbMrZBZ/v6Gn1h8pyWNuWAfTHQA9rfW7GT597dyLK17ZuCbK5qToxqyGBpJ0BFUeJ7Z1d9oNtj31q2nUZfhO8eNxGDoe29cDksjK3IZWzNnSjP3Q4BD0o8QF24EF8wyoTheair1qO56zEddWib10aI06AEU76fDxKNXIAej22wF++LN55Loy+Mpml8WD2J9yx3gtGe8rVlStqDvrvuuotf/OIXAKxZs4YzzjiDE044gV/96lfEYolNtFVVVVxwwQWceOKJ/PjHP8bv96d7WUIIIYQYJGJxlV31AYaXti2Hc9rMnH3UOILhWOueP71raO77jL6kQp0OaG/0RcjP6d9+PqC1HLE5MDBBX7Jk8B+L17a7B19tSoxq2GdM+kc17MllN5PjMFPt6f77ZMNOLyNLXa2z9va2z5hC1m8sJvjKWtTX/w3A5vpEsDR511bCj72Akp+LccaUNq9zt3TuTEfQ58SMEQNNSs++5q2RrRxRspImXwSvP4I/FGNYkSPl68qktAZ9n3zyCf/+979b/3399ddz00038cYbb6BpGs8++ywAv/nNbzj//PNZvHgx06ZN46GHHkrnsoQQQggxiFR7AsRVjcqS9r8slhUmflGraeg+g6EHDb5wv7tXtg5o11nQ1+SPkO/s33sHKMlPBCAD9TXR6Iuwz+gCYnGNR15d02a8yNcbPYyvzMNpy8yohj1VFDqo9nT/mVR7/FQUdx6Y7TOmkPeMh6ONVIgvXozq01i3w0iu00JBRSHGSWOx/uRCFFPbZi21hsS1Uz2uARKNXPI0K42GnmX6TM1fclLJYnw+L1V1fs6v+D+m2T5N+boyKW1BX2NjI/fccw+XX345ADt37iQUCjFjxgwAFixYwOLFi4lGoyxdupQTTjihzeNCCCGEED2xY48mLnsryrVhUJQe7VXSg4bmcGvQ1lcWs5Fch7nHTTuyRZMvTF4/O3cClBUk/hDQk1LGVIvG1ESZ44h8zj92Amu2NvBmS5fZJl+YrTWZHdWwp4piZ7dBXzgax9MUoqKLrNeYilzipny27jsBLRih7okCwu9tYMLwPEzTJ2H90TkYyorbva42jZk+gGHxHMxaz0IfzVyM2WggFqhlV10j4xwbKXbpq/HR3vq3E7YLv/71r7n22muprq4GoLa2lpKSktbnS0pKqKmpoaGhAZfLhclkavO4EEIIIURP7HD7MBoUygvb/yJqMhoozrMNiqBPVTWafBHy+xn0QaJFf1+GcQ+USDSOPxTrd+dOAKvFSGGudUCCvib/7kY8R0yv4KuNHl54fyNTRhW0/vFiwIK+Qge+YJTmQIQcR8fB9S5PAA0YVtR5YGYyGpg8soBX6w/mZwdswhscxmpfKUe3DGXvzDGRMcyIlZGj9T+w78gvAof3+FjVUoTZpKCF62iq347RoGDLHU72TnfsXlqCvueee46KigpmzpzJiy++CNBhW1xFUTp9vLeKijLX1lb0XElJzkAvQQwguf9Dm9z/oSvT997dFGZEWQ4V5R3vMRpelkO9L6z7r8l6bwhV0xhRkdfv9zKsJIct1U1p+UzScc5dLXvNRlbkpuT8I8tzqfNm/mvC40/sIxxVmU9paS4//e5BLFz0Lo+8toZhxS4Kc60cOK2i381q+mLS2GJ4ZwPBOIzt5HNZ3TJrb+qEkk4/u5KSHA7ddxh/edFN/Mrb2dZQSc1TX3DI9GHdft4VdPw9nHE5o/FbTBijHiLNZuw2EwUV4yFXvz9D0hL0vfbaa7jdbk477TSampoIBAIoikJdXV3rMW63m9LSUgoLC/H5fMTjcYxGY+vjveXx+FDV7Jy3MlSVlOTgdvesNa4YfOT+D21y/4eugbj3m3Y2MnFEfqfXzXeaWbPFQ22td0B+mU6VzdWJYdZmtH5/xi6bkdqGYMo/k3Td/807EsGGQev/ewcocllZu6U+418TW3Ykxoco8Xjr+/jBvMksenolO2p9HLFvBXV1voytZ09OU+JzWLPRTWknDXPWbfZgUBTMndyH5P0fVeIAFN75No+quhpsFiMus9Llvfu3dS2j4nkcEKtIyfvZ2yfmHbxt2cwN/iMwdDesXTVjUAy4jE00e8JYRhlx+10Qzt7/XTMYlC6TYGnZ0/fYY4/xyiuv8J///Ierr76ao48+mjvvvBOr1cry5csBeOmll5gzZw5ms5mDDjqI1157rc3jQgghhBDdCYSi1HvDHe7nSyorcBAMx2keoBb9qdI6oy8V5Z25NqIxFe8AdbDsrWTHyzxnakr/yoschCJxmvyRlJyvp5Jz3/ZsxjN1dCEnHjISgOnjBqa0E6Awz4bFZOhyX1+1x09Jvg2zqesQojTfTnGejdWb6/l2RyPjKvMwGjp/jYbGf6zrWGuq6/SY/vIpEdYa6/ApPbjnBhPfltzOxw2z8EethOyTwaTvqsKMzulbtGgRd955JyeddBLBYJALL7wQgJtvvplnn32WefPmsWzZMq655ppMLksIIYQQOpUcxTC8g86dSaUFiW6Net/Xlxym3t+RDZAI+gDd7OtLBn397VyalNz/uasH3SpTqdEXxmhQcDnadudcMHcsV5w+jQMmlnTyyvQzKIl9sV0HfYHWmX5dURSFaWMK+WZrPTvdfiYO77pss14JEkOlTE1fYJWnJr52Gns4tsGWP5KYZmZl8wxqh/8qbevKlLQ1cklasGABCxYsAGDy5Mk8//zz7Y6prKzkySefTPdShBBCCDHIdNW5MykZ9NXUBxjfyWwxPWj0hTEoCrmdNNnojaK83bP6xg7L7ff50q3JH+kwWOqr1qCvPsDkUQUpOWdPNPrC5DotGPYqKTUZDRw0uffbm1KtvMjBpipvh8/FVZWa+gD7je9ZNnKfMYW8t7IKgIkj8rs8dqcxUTZZGk9P506APK1lQLshBGr3PwfKlTUcnv8xHzce3mXjGr1Ie9AnhBBCCJEuO9x+7FZTl9mv4jw7iqL/TF9Dc5j8HAsGQ//3oCWDvjodZfo6Cpb6qiDX2m0pYzo0+iIpy1amQ0WRk6VraolE41jMbefouRtDxFWtxwHQlFEFKEoigzimous/LHxs3o5DMzMpnr7y1nwtmenr2ay+/Pg6jip6j5mFSymPxIlyXNrWlgkS9AkhhBBCt3a4fQwvcXbZjMNsMlCUa6O2Uf9BX0GKAgaH1YTNYtTNrL4mX4T8FMzoSzIoCmWFjoyPbWj0hSltGQ6fjSqKHGgkMqAjy9p2qqyu87cc07Ogz2EzM6klw7d3ALknDQ2PIcjM6HAsdH5cf+WpNkbG83o8q89gK8VkVCgyh8CYnjESmSRBnxBCCCF0SdM0drr9HDa1rNtjSwvs1DZkfi5bKjX6wgwrTk2ZmaIouprV1+gLU5yX2mCpvNDBll0dlzKmS5MvwsRu5tUNpGRA11HQV+VJBn2dD2bf25UL9u32GAWFG/2ziaH2YqW9Z8PEHf6je3y8ai4ix27GajGiWsrTuLLMyGgjFyGEEEKIVKn3hgmGY102cUkqLXAMivLOVGX6INHMRS+ZvsYUDaXfU3mhg7qmENFYeoONpGhMxReMpjRjmWrlhXYUoKolq7enak+AghwrdmvPc0ZOmxmnret9mEESHWRNWRaWqJZiRpXnUF7oQLVK0CeEEEIIMSCSTVwqu2jiklRWYMcfiuHT6diGYDhGKBJPSefOJL1k+mLxlmApReMaksqLHGgaGcsANyXHTmTxnj6zyUhxvq3Dstdqj79XWb6e2GZo4orc1/nSVJPS83bmEdsKHrIv69Gxmnn3/kLNlP3NjrojQZ8QQgghdKknnTuT9D62oXVkQQqDvuJcG4FwjGA4lrJzpoO3ZZZeXoozZMkAJlP7+hr97Wf0ZaOKIidVdW0/E03TejyuoTfet2xFRWNcPDMdVJsNEbYYG9s9HibGG5aNRIi3PqaZcglVXkSkZB6kqIHQQJKgTwghhBC6tMPtpyjXisPWfblZaUHiF3y97utrndGXwoChMDmrL8tLPBvSlCErK8hw0NecnDWYveWdkAiGaxoCqKrW+lhDc5hQJM6wFGb6osT52LydA6MVuLTMfCZ5qhVvB90737Js5knbV7xh2bj7QUUhUjqP0PCLMrK2dJOgTwghhBC6tMPt61FpJ0Bpvg0FqNFrpi+Fg9mTkmMbsr3Es8mXyJClMuAFsFtN5LssGRvQnuoB8+lSUeQkGlPb/DEgOdoilZm+5aZqfEqEI6OjUnbO7uRpVnxKpE3TmDgqb1gTwd6r1vUE0GcJeHd6FPT5fInyiZUrV/LSSy8RjQ7OD0MIIYQQ+hCLq+zyBHpU2gmJvUoFuVbdZvoamlNf3lmkk0zf7r1wqc8GlWdwbEOqB8ynS7Lstdqzu5lLXzp3dud9y1YKNTvTYpkbSp+vtgxoV3Z/za8x1lGvBPlOeDKnhCdmXUOZVOm2HuK+++5j27ZtXHfddVxxxRWMHz+epUuX8tvf/jYT6xNCCCGEaGeXJ0Bc1XrUuTOpNN+u2z19Db4wTpsJaxfzznorz2XBZFSyPtPX6IugKJDrSEPQV+Rk6ZoaNE3rctZjKjQ2h8lzpW7AfLoks3nVngDTx9H63w6ridwUNtP5Xmg6HkMAA5n7PCrUHPaLlbUZDjEtXsqdvmMYruagZHAtmdZtKPv+++9z++238+abb3LyySfzxBNPsHbt2kysTQghhBCiQ71p4pJUWuDQdXlnqkcWGBSFwpzsH9vQ6AuT67BgMKT+F/LyQgf+UIzmQPqr2Bp9YfKc2V3aCeCym3HZzW0yfdV1fiqKHSkNjIepOewb637GZipNiRdzfWAWJVoiY6mR2Lc4Qs1tDfg+Nm/nbcvmjK4rE3qUv7Tb7SxZsoTDDjsMgEgkktZFCSGEEEJ0ZYfbj9GgUN6LcrOyQju+YJRASH/bVFI9oy9JD2MbmvyRtJR2QiLog8w0c2n0R7K+iUvSsCJH6z4+SI5rSM1+Pg2Nx2wr2WisT8n5+uMh+zIes61s89hScxVPW1fhY3DFO90GfQUFBdxyyy2sWrWKWbNmsWjRIkpLM1d7K4QQQgixtx1uH+VFDkzGnu+/Kc1v6eDZqL9sX4Mv9Zk+SOzrq9NBpi9dzU/KMzi2IR3Z2nQpL3K2Bn2+YBRvIMqwFAV9q41u3rZsptaQ+f21MVSuzlnMK5b1uJUAn5p3YNfa7nZbEJpMUInxunVDu9evN3r4r+XbTC03pbr9SXnXXXdRWlrKX//6V+x2O4qicNddd2VibUIIIYQQHdrh9vWqtBMSA9pBf7P6YnEVry+Stkxfky9CNKZ2f/AAafSlL0NWnGvDZDSkvYNnNBbHH4qlfMB8ugwrcuALRmkORFo/m1Q1cXnTugmHZubAaEVKztcbJgyEiFFvCPI/60YUFI6LjG1zzEg1j0OilSy2bsSn7M72fWrawW+dH/GeZQtBHXb47DboKy4uZsGCBdTX1xOPxzn//PMpLi7OxNqEEEIIIdoJhmPUe8NUFvcu81CSnwj69Lavz+uPoJHacQ1JhbmJczY0Z2e2L66qNPsjadsLZzAolBXY057pS46dyPZxDUnlezRzae3c2cvvt46sNO3iC1M1J0cmYCF1TYl6I1ezssvg413zFg6JVlKktQ9mF4QnEyHGK5b1aGj81/ItDzqWMiaez83+udjJ7g6sHek26Hvvvfc499xz+c1vfoPH42HevHm89dZbmVibEEIIIUQ7yT1opS2Zu56yWozkuyzUZqhFf6o0pGFGX1JxbnbP6vP6o2ikd6B5eZGD6jR/TTS2BH2pHjCfLnuObaj2+DGbDK1fK30VJsY/bF8yTM3h5PCEVCyzT/I1G1+ZaggqMU6KjOvwmOFqLqeEJzI2ns+Ttq95xraaQ6KV/NJ/BLmaPu7h3roN+h588EGeffZZcnNzKS0t5amnnuL+++/PxNqEEEIIIdqpawlQivN6F/RBSwdPne3pS2fQlxzQnq37+pr86R9oXl7ooK4xSCyevhLX3YPZ9VHeWZRnw2wyUO0JUO0JUF7o6Hf3VCMGjoyO5uLgjAGdhZerWjFj5Huh6YyLF3Z63DnhfTgkVsnoeB6nhCeyMHjwgGUnU6HbOX2qqrZp3DJlypS0zzERQgghhOiMuykRtBXn9T7zUFZg58uNnlQvKa0afKkfzJ5UmGtDIXszfY3N6c+QlRc6iKsa7sZgyjpU7i2d9zAdDIpCeaGjJejzM3ZYbr/PacLAaeFJKVhd/+wbK6VQs3FCJ1m+vc2JjkrzijKj2zDbbrdTVVXVGugtW7YMq1UfX7BCCCGEGHw8TSEsZgM5jt7vqyktsOP1RwiGY2lYWXo0NocxGRVy7KnfR2QyGshzWbJ2Vl+jP/0Zskx08GzyRTAaFFxpuIfpUlHkYFttM56mUL86d2po/Mm+lC9M1SlcXd8dFR3Nd0PTB3oZGddtpu+6667jBz/4AW63m3POOYctW7bwwAMPZGJtQgghhBDtuBuDFOfZ+1R5VFbgaD3HyLKcVC8tLRpaRhakq9Iqm2f1JRug5Kax62VFclafJwBp2mrW6AuT57Jg0FG1XEWRk8/X1AL0ah7m3j40b+MT8w6mxkpStTTRB90GfQcccADPPvssK1asQFVV9ttvPwoLO69/FUIIIYRIJ09TqE+lnbC7+Uttg36CvnTPdyvKtbG52pu28/dHky9MjsPcq3mMveWwmcl1mNPazCWdswbTZc8RDX3N9PmUCE/ZVjEhXsiRg6RMUq+6/Q5avXo127dvp7i4mNLSUqqrq1m9enUm1iaEEEKIXvh8TQ3L17kHehlp5+5H0Ld7bIN+OnjWN4fTMqMvqSjPRr03jKppabtGXzX60jeuYU/lhY60l3fm6WRGX1Jyf6OiQFlh3zJ9T9lWEVCiXBycgYJ+spyDUbeZvoULF7b+dzQaxe12M23aNJ5//vm0LkwIIYQQvfPvDzfjD0aZPq4Qs0m/Xea6EghFCYZjfercCWC3msh1WnQzoF3TNBqbw8wYn74ZycW5NuKqRpMvkpYOoXvTNI1ITMVq7v5r1OMNZaTjZXmRgy++rUvb+Rt9YSaOzE/b+dOhrMCOQuIPJWZT7zOtG4z1fGDeyinhiYxU81K/QNEr3QZ977zzTpt/r1y5UgI+IYQQIsvEVZW6xiBxVePzNbUcvm/FQC8pLdyNyXENfZ8ZVlpg182A9kA4RiSmpjUYK0zO6vOGMhL0vbtiJ//+YBO/veywLvfqbd3VzPZaH4cd2bMui/1RXujEF6zGF4ymvNlKJBrHH4rprrzTYjZSVuigso9D2cfFC1gYOIQDY4PzZ5He9DpsnzFjhpR3CiGEEFmm3hsmribK8975YucAryZ9Wmf05fc96CsrsFOrk/LOdM7oS0rO6stUM5fNVV78oRivf7a1y+Ne/2wrNouRuTMq076m8sL+d/B8e/kOdrp97R5v8iea0eTrrLwTYOEZ+3Lesb3rbqOh4VECKCgcGqsc0Jl8Yrce7elL/t+qVat4+umnCYWys8OTEEIIMVQlyxUPnFTC5mpv1jbm6C9P64y+vpV3QmJAe6MvQjgST9Wy0qaxOf3DyYv2yPRlQjLL+s4XO1uHlu+trjHIsrVu5s4YhsPWbWFavyWbluzy9C3oczcG+df/vuXZdze2e65RZzP69lRR5GzNBPfUW5bN/DznbXYaBufPIL3q1Z4+RVEoLCzklltuSeeahBBCCNFLtY2JX6RPnz2WVZvqeeeLHVxy8tQBXlXquZtC2CxGnP0IBMpaOni6G4MML3WlamlpkYlMn91qwmkzZSzTV9MQYMqoAtZta+S1T7dy/rET2x3z5tLtKAocd9CIjKypON+G0aD0ucHPivWJ/YCrNnnwNIVas6eQaEYD6Q3cs8V2mnjKtoopsWKGqfrojjtU9HpPnxBCCCGyT21DALPJQEWRg5nTyvn462rOOXqCroZB90RiXEPfZvQlJcc21DQMTNAXDMd4f2UVR+1fidXSdTOTBl/6M32QyPZlItMXCEVpDkTZd2wRRXk23ltRxUmHjmoT1PqCUT74qopDp5b1OsvUV0aDgeI8GzV9LO9cud5NQY6VxuYwH35Vxemzx7Y+l8z05WWgIc1AihJnEZ9g1Yz8MHiAdOvMMp0GfbfffnuXL7zxxhtTvhghhBBC9E1tQ5DSfDsGReHoAyp5b8VOPvwq8Qv1YOJuClLSj9JOgNKWsQ21jQOzr+/rTR6efXcDa7c1sPCMfTEaOt9tU1Xnx2U396l7Ym8U5dlas8XplCztLCuwc+CkEj5ZtYtXP9nCd4+f1HrMu1/sIBJVOfGQkWlfz57KCh19avDjC0b5dnsT82aOZHN1Mx99Xc2ph4/BYEgEPY2+MEaDMuj+ALO3F6xr2EQDVwYPIl/LTLAueq7TnyD5+fld/p8QQgghskdtQ7A1gzW8xMXEEfm8+8VOVDX7Zq/1laZp1DWF+tXEBRLDuF1284CNbUiWUX610cOTb3yL1sl8vFc/2cLna2o5ZEpp2tdUlGvD0xTqdC2pksyklRY6KMm3c8T0Cj74sor6lixjJBrn7eU7mDa2MONZ2NICO7UNwV5/Bl9trEPVNPafUMLc/YZR7w2zarOn9fnG5gj5LguGfmSns52GRliJcyLjpVtnluo003fVVVd1+qJAQB8dr4QQQoihQNU0ahuDTBtb2PrY0QdU8pf/rObrTR72S+OMt0zyBaOEI/F+NXFJKiuw97mUr7883hAOq4mjDqjk1U+2Uphr5dTDx7Q5ZvFn23jh/U0cNrWswz1vqVaUZyMUiRMIx3Da0peR2lUfQAFKWwL3U2aO5qOvqnnlk61ceMIklqzahTcQHZAMdVmBg3A0TmMv5xWuWF9HvsvCqPIcRpS6yHGYeX9lFdPHJb7vmvxh8gb5fj4Fhe+H9qM4x0Ud7TuYioHX7Z6+t956i/vvv59AIICmaaiqSmNjIytWrMjE+oQQQgjRjcbmMNGYSmmBo/WxAyaWkOe08M4XOwdN0Jcc11DSjxl9SaUFDtZtb+j3efqi3humMNfGgjljaWgO89KHmynIsTJ7+jAA/rd0O8++u4GDJ5dyySlTWssE06m1g2dTKK1BX21DkKI8G2ZTYi9jUZ6NOTOG8cHKKk48dCRvfL6NUeU5TB6AQeZlhS1lvw2BHgd90VicVZvqmTmtHIOiYDAqHL5vBW9+vp1GX5h8l5VGX6R1JMRgJ/v4sle3BeK///3vufzyy6moqODmm29m9uzZnHvuuZlYmxBCCCF6IFmmmCzvBDAZDcydMYxVmzy6mUnXnWTQV5SCoK+swE69N0wkmvmxDfXeEIW5VhRF4aKTJrPPmEL+8fo6vtro4e3lO/i/t9dz4MQSLps/tcv9fqmUqVl9NQ2B1u6pSScfNgpFgfue+5KahiAnHTqyX416+qqs5Y8mvdnXt2ZrA+FonP0n7P7Dypz9hqFqGh9/XQ0k/iiTP8ibuIjs1+1PErvdzrx585gxYwZWq5VbbrmFTz/9NBNrE0IIIUQPJBtwlOW3/WV67oxKFEXh3RWDY1h7XQpm9CUlA2R3hsYU7MnjDbVm1kxGA1ecPo3hpU7+9O+v+df/vmXG+GJ+dNo+mIyZG2qdXE9dGjt4aprGrvogpXtlvQpzbcydUUm1J0Bxno0DJ5WkbQ1dKcq1YTIqvRrQvmJ9HTaLkckjC1ofKy90MGlEPh9+WU04miiZHezlnSL7dfvTxGKxEIlEGDlyJGvWrMFgMBCJRDKxNiGEEEL0QE1DAKNBadfeviDHygETi/noq+oByWilWl1TCKfNlJJh3clS2ExnQUORGP5QjMLc3UGA3WrimrP2ozDXxv4Tivnx6dMyGvAB5DjMWEyGtGb6moNRguEY5QXtSx1PnjkKp83E/FmjM5bd3JvBoFCS3/O9nqqmsXJ9HdPGFrXrrjpnxjBqG4N89k0NgGT6xIDr9LvqiiuuYMmSJRxzzDH88Ic/ZPbs2Tz++OMsXLhQuncKIYQQWaS2IUhJvr3DvV+zplXgD8XYXO0dgJWlVl1jKCVZPtid6ct0B896b2JmW9FeAXq+y8pvLz2UhWdMT/t4ho4oSiLgSefnUVvfkpEubH8P811W7v/JbGbvNyxt1++JsgJHjz+DzVVemvyRNqWdSQdNKsFpM/HKki0AFEimTwywTv9UdtBBB3HbbbcBcMopp+ByuXjooYdYunQpp5xySsYWKIQQQoiu7TmuYW9jKnIA2LqrmUl7lKDpUV1TkGFFzpScy2U347SZBiDoS2TSOho6nomGLV0ZVuxky670/XEgWTZZ1kGmDxiQfXx7Kyu0s3pLPaqmdTtiYcX6OgyKwvRxRe2eM5uMzNynnLeW7wCQ8k4x4Dr9U9IPfvADXn/9dW699VY2b97Mcccdx7PPPsusWbMoKmr/xS2EEEKIzNM0rcugL89lpSDHypZdzRleWWppmoanKZSSJi5JiblsmS3v9LQEfXtn+rJBZYkTd2OIcCQ9pcDJMuRU3sNUKytwEI2pNLRkZLuyYr2bSSPzO+12OmfG7qyllHeKgdZt/cDBBx/MokWLeP311xkzZgz/7//9Py688MJMrE0IIYQQ3fAGooSj8U6zJwCjy3PYrPOgzxuIEomplOSnprwTEr/g96ZTYyp4vGEUBfJzsi8IqCxOZFGrPP60nL+mIUhxni3j+xV7I9lZtKabPwbU1Aeo9gQ6LO1MGl7iYtywXIwGBZc9fWMwhOiJHn/XWSwWHA4HTqeThoaBmWsjhBBCiLaSmaqugqHRFbnU1AcIhGKZWlbK1bV0KE11ps/jDRGNqSk7Z3fqvSEKcqwD1qykK8OSQV9d34K+qjo/nqbOg+ia+gBlWT6vLrm+7v4YsGJ9HQAzugj6AM47diLnHTshK0pXxdDWbfur5cuX8/zzz/POO+8wa9YsFi5cyCGHHJKJtQkhhBCiG8k9aXvPPtvTmPKWfX01zUwZpc99fakczJ5UWmBH0xJ7BStStFewO/XeEIU52VneWFpgx2RU2NnLoK/eG+KF9zfxyepd7DO2iOvO3q/dMcky5MlZvq80P8eK2WTotoPnivVuRpa6um0sNHZYLmOH5aZyiUL0SadB38MPP8yLL75IMBjkrLPO4pVXXqGkZGDmpgghhBCiYzUNQQxK1/ukRrUEfVt2eXUc9KUj05cc25DJoC/M6JbmOtnGaDBQUeRkp7tnQV8oEuP1T7fxxufbULVEGfE3mz00+sLk79W4pNEXSZQhd9C5M5sYFIWygq67mHoDETbsbGL+rNGZW5gQ/dRp0PfRRx9x7bXXcuyxx2I0GjO5JiGEEEL0UG1DgKI8a5f7pHIcForzbGyp1u++vrqmEDkOMzZL/2f0JWV6bIOqadQ3hwZs+HhPVBY7Wb+jsdvjPv66muff20iTP8IhU0o5c+44QtE4v37kc1Z86+aoA4a3Ob6mm86d2aSswNHlvsavN3rQNNh/QvbeRyH21ulPzieeeCKT6xBCCCFEHyQ6d3b/i/To8py0tuNPt7rGRBOQVMqxm7FbjRkL+pr9EWJxrcNxDdliWLGTT7+pIRiOYbd2/Gvihh1NPPLqGsYOy+XKBfsyvjIPSJRwVpY4Wbaug6CvZe9ptmf6AEoL7Xy5sQ5V1Toco/HNlgZyHWZGlrkGYHVC9E327SIWQgghRI9omkZNF+Ma9jS6Ihd3YwhfMJqBlaVeXVPqBrMnKYpCab6DmsbMjG3wdDKYPZtUlnTfzGXd9kRDv2vO2q814IPE5zlr+jDWbWts93VWUx/EZDRkdcCbVFbgIBbXWsdr7EnTNNZua2DSyAJpziJ0RYI+IYQQQqf8oRjBcIyyHowxGF2+e0i73qha4hfwVGf6IJF5ylSmb/dg9uwd1J0c29BVM5eNO72UFzo6HEMwc98KVE1jxXp3m8drGgKUFti7HXieDVrHNnTQzKW2IUhDc5jJOt0bK4YuCfqEEEIInUqWzPWkvHPPZi560+RLlEUWp3BGX1JpgZ26xhCxePrHNrQOZs/i4eTF+XYsJkOnmT5N09hY1cS4TjpSjh+eT1GujS/W7R30BbvsMJtNuhrbsGZbIss5eWR+JpckRL9J0CeEEELoVDJD1ZPyTqfNTGmBXZfNXJKdO9OR6SvNd7RmEtPN4w1hNRtxdLJXLhsYFKWlg6evw+fdjUGaA1HG7VHWuSdFUThwUgmrt9QTDCfmQqqqRm1D9s/oS8pzWrBajB1m+tZubSDPZaFcJ+9FiCQJ+oQQQgidqm0IogAl+T0LhvTazKWuMRGQpSXoy2AHzwZvmMJca9bvBasscXZa3rlxZ+Lrp7OgD+CAiSXE4hpfbfQAibLWWFzTTaZPURTK8u3tMn2J/XyNTJH9fEKHJOgTQgghdKq2IUBhrhWzqWejlUaX5+LxhvH6I2leWWq1zuhLQxOQsgwGfR5vKKubuCRVFjtp9EUIhNo3/dlY1YTVYmzd+9eR8cPzyHNaWL6uFthdJqmn7FhpoaO1fDqp2hPA64/Ifj6hSxL0CSGEEDpV2xikpBf73MZUJPf16avE090UIs9pwWJO/dzg3GQpX0P6O3jWe0O66F45rItmLht3ehlbkdvhKIMkg6JwwMQSvtrkIRyNs6u+53tPs0V5Yfu9nmu2tuznk6BP6JAEfUIIIYRO9XRGX9LIshwU9NfMxdMUoriHJay9lSzlS3emLxKN4w1EKcrizp1JrR083W2DvnAkzvZaH+MqO27isqcDJpUQiaqs3lxPTUMAq9lIvsuSlvWmQ1lBy17Ppt17Pddua6Ao10pJFjfiEaIzEvQJIYQQOhQIxWgORHu1T8puNVFe5NBdMxd3YzDlM/r2VFqQ/qCvoTkxo08Pmb7CPBtWi7Fdpm/LLi+qpjFuWOf7+ZImjcjHaTOxfF0ttS2dO/W0D66sINnBM5GlVDWNddsamSz7+YROSdAnhBBC6JC7seedO/c0ujyHrTX6CfriqkpDczgtTVySSgscuBuDqKqWtmu0jmvQQdBnUBSGFTnbjW3YsLMJ6LqJS5LJaGD/CSWs3OBhp9tPqY728wGUFiZn9SW+z3a6/fiCUSntFLolQZ8QQgihQ72Z0ben0eW5NDSHafSF07GslGtsjhBXtTQHfXbianrHNiTPXaiT0sDK4vZjGzZVeSkrsHc4lL0jB04qIRiO4fGGdNO5MynHbsZuNbV+n61N7ucbKUGf0CcJ+oQQQggdap3R18uB5aN11syldUZfGgazJ2Wig2e9NxFkF7iyf08fJMY2eANRmgOJTq+aprFxZ1OPsnxJU0cXYrMkmu/oqXMntOz1LNg9tmHN1gZK8m0U6SRoF2JvEvQJIYQQOlTbECTPleg82RsjS3NQFNhSrY9mLtWeRKYl3eWdkBiBkS713kQHUrNJH796JZu5JEs83U0hvF0MZe+I2WRgv/HFwO49cnpSVuigpj6Aqmqs294oWT6ha/r4ySOEEEKINmobApT1IftltRgZVuQc0ExfNKby8H9X8+6KncRVtcNjNE3j7eU7eOqt9RTn2dK6Fy7PZcFiMrQbxp1KehnXkLT32IaNyf18w7rv3LmnI2cMo7LESWVJ53P9slVZgR2PN8SmKi/BcIwpsp9P6JhpoBcghBBCiN6raQyy75iiPr12dHkOX2+uR9O0AelEuLWmmU9X1/Dp6hreWb6Dc44ez7Sxu9+LLxjlsdfWsGJ9HfuOLeKSk6dgMqbv79QGRUlJB89INE4wHCOvgxJOjzfMcB0FPgU5VuxWY+vYhk07vVjNxl4Hb5NGFnDbJYemY4lpV1boQNPgw6+qAJnPJ/RNMn1CCCGEzoQiMZp8EUr62BxjdEUuXn+kdYxApiVLBs89ZgLRmMrdz37J3c+uZGedn3XbGrj50c/5aqOHc4+ZwE/Omk6uM/3z3UoLHNQ29j3oi0Tj3PmvL/j1o58TDMfaPKdpmu4yfYqiUFnsas30bahqYkxFDkbD0PnVMVmS+tmaGsoLHeTrZD+mEB2RTJ8QQgihM7vqE3vPKvrYHGN0+e5mLgMRiFTV+bGYDBx74HCO2r+Sd77Ywcsfb+HmRz5HQ6M0386NFx7EqJZ1ZkJpgZ2vNnpQNQ1DL7Ofmqbx5Jvr2NpSMvvW8h3MnzW69XlfMEokpupiXMOehhU7+eJbN+FonB21Pk48dORALymjylrGNkSiqmT5hO5J0CeEEELoTLK5SUVx38oFR5S6MCgKW3Z5OWBiSSqX1iNVdX7KixwYDAoGg8IJh4xk1rRyXlmylbiqcuaR47BZMvsrSmmBnVhcpcEb7nWHxvdW7OTjr3dx6uGj2Vbj443PtnHMAcNx2BLvIdm5U0+ZPkg0c/ngyyq+2ughrmq9auIyGDhtZlx2c2I+38j8gV6OEP0ydHL0QgghxCBR7fFjaGkp3xcWs5GKYgfba3zdH5wGO+v8rd0hk3IcFs47dgLfPX5SxgM+oLUpTm87eG7Y0cRTb61n+rgiTj1iDKcdMYZAOMb/lm1vPaZ1Rl+uvsoDk/v3PvgysadtbC+buAwGye8x6dwp9E6CPiGEEEJnqj0BSgrs/WpuMqLExXZ35oO+YDhGQ3O4tTtktkiObajpxb6+Jl+YP730NYW5Vi6bPxWDojCqPIcDJpbw5tJt+ENRING5E9BdeWcyMP9mcz2lBXZyHenfW5ltJo7MZ/LI/IzsKxUinSToE0IIIXRmlyfQ5/18ScNLXdR7w62BSaYkm7hkW9BXkGvFZDT0uINnLK7y0EurCIZiXLVgOk6bufW5044YQzAc583PE9m+em8Yk9FAjsPc2emyUq7TgtNmQgPGDRtapZ1JZx05np+ff8BAL0OIfpOgTwghhNCRuKqyqz5ARVH/gr4RpS4AdtRmNtuXrUFfb8c2PPvOBtbvaOKikya3fpZJI0pdHDS5lP8t244vGMXjDVGUax2Q8Rj9kejgmbhP4yuHXmmnEIOJBH1CCCGEjtQ1hoirGhVF/Quahpe0BH0tc9gyZWedH7PJQEle3/YjplNZgZ1qT/efhzcQ4a3lOzhy/0oO26e8w2NOO3w04UicNz7fprtxDXuqbPk6GTtEM31CDBYS9AkhhBA6UtUSlPQ305fvsuCym9le25yKZfVYlcdPRWGic2e2GVWewy5PoN2cvb1taxnNcPDk0k6PqSxxcfCUUt5atoNd9QHd7edLOnBSCdPHFTG8NLsys0KI3klr0Hffffcxb948Tj75ZB577DEAlixZwvz58zn++OO55557Wo9ds2YNZ5xxBieccAK/+tWviMW6/oErhBBC7K05EGHnADQnyaRdyXEN/Qz6FEVhRKmL7bWZzfRV1fkZVpKdAcTo8lw0YFtN14Hw1pbnR5W5ujzutCPGEInF8YdiuuvcmTR1dCHXnLXfkBrKLsRglLbv4M8//5xPP/2Ul19+mRdeeIEnn3yStWvXcsMNN/DQQw/x2muvsWrVKt5//30Arr/+em666SbeeOMNNE3j2WefTdfShBBCDFLPv7eR3zy+jM3V3oFeStpUewLkOS04bP1vCjK8xMXOOh+qqqVgZd0LhmPUe8MM62dparrsObS+K1t2NVOab+/2HlQUOTlsahmgv86dQojBJW1B3yGHHMITTzyByWTC4/EQj8fxer2MGjWKESNGYDKZmD9/PosXL2bnzp2EQiFmzJgBwIIFC1i8eHG6liaEEGKQ2rqrmVhc5U///hpvIDLQy0mLao+/31m+pOGlTiJRldpejCnoj2Rp6t4z+rJFrtNCUa6126Bv665mRrYEiN057YgxDC9xMX647IkTQgyctE4/NZvN3H///Tz66KOceOKJ1NbWUlJS0vp8aWkpNTU17R4vKSmhpqamV9cqKuq6xEIMjJKSnv2Pohic5P4PbZm+/7G4SpUnwAGTS1m1oY5HX1vLrT+cibEfs+yyjaZp7GoIMmf/ypR8vtMnlsFra/GG4uybwvvV2dq+3FwPwLSJpZSUZOf/bk8cVcjWam+n78EXiFDXFGLe4WN6dA9KSnL48y/KUr3MrCY/+4c2uf/ZKa1BH8DVV1/NZZddxuWXX86WLVvaPa8oCprWvqykt22NPZ7MlaeInikpycHtzmyDAJE95P4PbQNx/3e4fcTiKgdOKGb/cUU88uoa/vLCl5x91PiMriOdmnxh/MEo+Q5zSj5fhwkUBVZvcDNxWGp+Uevq3q/d7MFkNGBU1az9+VBRYOeTr6vZur2+w/LNb7YkAteSHGvWvoeBJD/7hza5/wPHYFC6TIKl7c+fGzduZM2aNQDY7XaOP/54PvvsM+rq6lqPqa2tpbS0lLKysjaPu91uSks774glhBBC7C05b25EiYvD963gqAMqWfzZNpaurR3glaVOdUsTl1TtiTObjJQXOtieoVl9VXWJ+YLZ2LkzaXRFIvjd2kmJZ7KJy8humrgIIUQ2SVvQt2PHDm688UYikQiRSIS3336bc889l82bN7N161bi8TivvPIKc+bMobKyEqvVyvLlywF46aWXmDNnTrqWJoQQYhDa7vZhNCiUt+x3O++YCYyrzOXRV9cMmo6e1fWp6dy5pxGlLnZk6POpqvNl7X6+pNHliSHkne3r27qrmaJcKzkOSyaXJYQQ/ZK28s65c+fy5Zdfcvrpp2M0Gjn++OM5+eSTKSwsZOHChYTDYebOncuJJ54IwKJFi7jxxhvx+/1MnTqVCy+8MF1LE0IIMQhtr/UxrNiJqWUPn8lo4IrT9+U3jy/lwRe/5tcXHYzdmvZdDWlVXefHajZSkJO69v8jSl18vqaWQCiGw5a+zycYjuHxhpmT5UGfy26mOM/G5k4zfT5GlsmeJSGEvqT1f/2uvvpqrr766jaPzZw5k5dffrndsZMnT+b5559P53KEEEIMYjtqfUwZVdjmsYIcKz+aP5U/PL2SZetqmT192ACtLjWq6wOUFzl6ve+9K8NbGqrscPuYOCI/ZefdW7I0NdszfQCjK3LZ0sHYj2A4Rk19gFn7DK3GLEII/Rs8Lc2EEEIMWc2BCI2+CCNK2++zmjSqALvVxOZq/TcXSOW4hqTkZ5buEs+qusS4hmE6CPrGlOdQ1xTCF4y2eTw5tH1UD8c1CCFEtpCgTwghhO7tcCcCio6CPoOiMLo8R/cD20ORxGDzihQPNi/IseKwmlob4aRLVZ0fk9FASX72DylPDmnfu5nL1prEZzRKyjuFEDojQZ8QQgjdS3afHN5B0AcwdlguO2p9RGPxTC4rpWrqEwPUKwpTm+lTFIURpS62pzvT5/FTXujAaMj+Xz2Smbwtu9r+oWDrLi/5Lgt5rtTtqRRCiEzI/p+8QgghRDd21PrIdVrIc3bcUXF0eS5xVWNbhkYTpEOVJ5HNrEhDeeTwUhc7av2oHczNTZWdbj+VJdlf2gngsJkpK7Czpbp9pk+yfEIIPZKgTwghhO5td/sY0UVAMXZYog3/5ir9lnhWewIYFIXSfHvKzz2i1EU4GqeuMZjyc0OiNNXjDTEsxfsR02l0RW6bTF84Eqfa45f9fEIIXZKgTwghhK7FVZWdbn+npZ2Q2LeW57LoupnLLo+fknwbZlPq/6c7uRdye62/X+dZvbme15ZsRtsrY9g6VL5YPwPNR5fn4PGG8fojQOIPC5om+/mEEPokQZ8QQghdq6kPEourraMHOjOmPFfXzVyqPYGUN3FJGlbsRAG21/YtKNY0jTc+38bdz6zkzy98xdNvb2gT+CU7d+qlvBN2N3NJDmlPNnWRTJ8QQo8k6BNCCKFryVEDHXXu3NOYYbnsqg8QCMUysayUiqsqNQ2BlI9rSLKajZQWOlq7oPZGLK7yj8XreOadDRw4qYRTjhjD/5Zt56m31rcGfjvr/JiMii46dyaNLMtBYXczl627mslxmCnIkSYuQgj9SetwdiGEECLdttf6MBqUbrNgYyp2d2ScOrqwy2OzTV1jiFhcS1umD2BEiZNtNb1rdOMPRXno36tYs7WBU2aN4vTZYyktySEaifHG59tRVY0Ljp9IVZ2f8kKnLjp3JtmtJsqLHK3NXLbWNDOqLAdFUQZ4ZUII0XsS9AkhhNC17bU+yosc3e51G13e0sylWn9BX3JPXLoyfZDIlC5b5yYYjmG3dv/rQU19gHuf/4q6xiCXnDyFw/etABIjIM4+ajwGReH1z7ahaho73X7GVeambe3pMro8hzVbG4jG4lTV+Zk+rmiglySEEH2inz+5CSGEEB3Y4fZ1W9oJ4LKbKS2w67KZS3V9y7iGNAZ9yUY4O+u6L/GMxVV+968v8AejXH/e/q0BX5KiKJx55DhOnjmK91dW4fGGqEzDqIl0G12eS6MvwqpN9cRVTZq4CCF0S4I+IYQQuuUPRan3hhnRTROXpLEV+mzmUl0XIM9pwWEzp+0ayc9wRw9mGe6qD9Dkj3DeMROYOCK/w2MURWHBnLGcevhoILFHTm9Gt5QEv/9lFSBNXIQQ+iXlnUIIIXQrGaB0Na5hT6Mrcvn0mxoafWHyXfppyFFd709rlg+gKM+G3Wpku7v7oK+n3TgVReH02WM5bJ9ySgtSP18w3UaW5qAo8PUmD06bieI8/TSiEUKIPUmmTwghhG5tr+1Z586ksRW79/XphaZpVNelb1xDkqIoDC9xtX6mXdnp9qMoPS83LS90YNBhAxSrxciwYiea1tLNU4fvQQghQII+IYQYEr7cUEeTLzzQy0i5HW4fLruZPKelR8ePKHNhUBRdBX3eQJRAOEZ5mjN9kAiet9f6UPcarr63qjo/pQUOzCZj2tc00JLz+qS0UwihZxL0CSHEIPf28h3c9/xXvP7ZtoFeSsptr000celpBsZqNlJZ4tRVM5ddnvQ3cUkaVZZDOBKntiHY5XE76/y6bMzSF8mur9LERQihZ7KnTwghBrHl69w89b9vAdiio+xWT6hqYhTAkftX9up1YypyWb6uFk3Tsq5cLxSJscPtp6Y+QE1DgJr6IFtrEgFqRWH6g6xks5X/396dxrdVnunjv44kS95l2ZZsed9jO87uECAbYUvIQoC0JS1lmbZDp0OBlpYpf5ZhykxnKMOndP6l0JbuLUwbGEgCDQECJCEJJLGTOIsd7/sm2ZYX2dp1fi8UmaTebe2+vq8SnaPj++ixbN1+nue+W7qHkBw/fpJpszuhM5hQWqjxejyBYFl+Is7W96I4S+XvUIiIZo1JHxFRiKprG8Cv3r6AnJRYpKqjcLxSB6dThEQSWInObOn6TbDanUibZuVOt2xtDA5XdEDXb0KSyvuzZ5MRRRFt+mGcb+jFuYZe1LYNwOF0La2UCAISleHQxEfg2pJkxMd6v/BMqjoKUomA5u4hXFWUNO45XX0jcIoiUhL9+9r5SnxsOL77pSX+DoOIaE6Y9BERhaDO3mH8zxsViI9R4KEvLMa5hl4cruhEZ99IyCzLm2kRF7dsdzGXjkG/JX1Op4jXDtTgVI0e/UYrACBNHY2bV6YjPz0OyfGRSFSGQyb17S4MmVSC1MQotHRPXMylvcd1LDVxZq87ERH5D5M+IqIQ02+04Cd/rYBUIuC7dy5FTKR8dF9SU+dgSCV9EkGY8YxTqjoKcpkEjZ1DuHphspeim1yrzoiPTrVjYZYKt6/LQUl2AlQxgdFCIiMpBhX1PRMuf+3oGYFEECZc/klERIGHhVyIiEKIyWLHT1+vgNFkw8NfXAJNnKs3WnJ8JBRyKZq6gqeAyVTadEYkJ8y8gqRUIkFGcoxfK3i69+l9deMCrF2cEjAJHwBkJEVjaMQGw9D41V5dlTsjECbjRwgiomDBn9hERCHkQHkbWrqN+NZtJaPLGAFAIhGQmRSDpq7QKOYiiiKau4dmvLTTLTs5Fs3dQ7A7nB6ObHpau41QyKVQxwVew/LPi7mMv8RzPlXuJCIKFUz6iIhCSNlFHfJSlVicmzDmWFZyDFq6jXA4/ZPoeFLvgBmGIQvyUpWzen52Sgxsdic6eoY9HNn0tOhcCWsgNixP10RDgKuC59+z2R3QGUaQwqSPiCioMOkjIgoR3YYRtOqMKF2gHvd4ltad6Iz4ODLPq20bAADkp80y6bs0C9rghyWeTlFEi86ITE1g9n2LUMigiY8cXYJ6uc7eEYiia18kEREFDyZ9REQhorxaDwBYsWD8/mmXF3MJdjVt/YhQyGbcrsFNExeBqHCZX14Lfb8JFqsD6UmBW/0yMyl63OWd7plRzvQREQUXJn1ERCGi7KIO2doYJCjDxz2uUUUgQhEaxVxq2waQl6qcdc9BQRCQrY1FfYfvk77WS8lURgAnfRlJMegdNMNosl3xeHvPMKQSVu4kIgo2TPqIiEJAT78JTV1DKJ1glg9wNfsOhWIuRpMNHT3DKEif3dJOt7xUJTr0wxgx26Y+2YNadEOQSoSALobiTkhb/26Jp7typ6/7BxIR0dzwpzYRUQgoG13aOf5+PrcsbSxadUa/Va30hNrWfgBAflrcnK6Tl6aECPh8tq+l2wjtLFpN+JK7gmfz3y3xZOVOIqLgxKSPiCgElNfokJEUDY1q8mV3WckxsDtEtOv9U7XSE2rbBiCTCsjWzq0QSrY2FoLweVEYX2npHkJ6gBZxcYuNlEMVo7iigqfV5oDeYOJ+PiKiIMSkj4goyPUNmlHfPjjp0k63rEtVK4N5iWdNWz+ytbFznimLUMiQrolGfbvvkr7BYSv6jdaA3s/nlpkUc0UFz66+EYhgERciomDEpI+IKMiV17iWdpYWTp30qZXhrqqVQVrMxWJzoLlraM5LO93yU+PQ0DHos96FLTrX6+5ePhnIMpKi0dU3AovNAcC1tBMAl3cSEQUhJn1EREGu/KIOqeqoaVVUFAQBWckxaOoMzqTPlaCJcy7i4pabFguLzYFW3dj2BN7grtyZrgn8mb6MpBiIItB26bXpuFS5M4mVO4mIgg6TPiKiIDZgtKC2bWBaSzvdsrSxaNMbYbM7vBiZd9S29kOAq/KmJ+SnxgEA6ny0r69FZ0RCrALREWE++Xpz4V6C6t7X164fRlJ8JCt3EhEFIf7kJiIKYqdq9BABlE5RtfNyWckxcDhFtAVhMZfatn6kqqMRGe6ZpClBGQ5VjAJ1PtrX19I9FBRLOwEgIda1FNhdwbOjZ5j7+YiIghSTPiKiIFZWrYc2IXJGH8azki8Vc+kMrmIuDqcTdR2DHlva6ZaXqvRJ0mexOdDVNxIUSzsB11LgjEvFXCw2B/T9Ju7nIyIKUkz6iIiC1OCIFRdbDFixQANBEKb9vPhYBWIiw9AYZMVcWnVGWKwOjxVxcctLU6Jv0IK+QbNHr/v32vRGiGJwFHFxy0iKRrve6IodLOJCRBSsmPQREQWp0zV6iOLMlnYC7mIusUFXzKWm1TUbV5Ae59HruvcHertfn7uIS0aQzPQBrrYNdoeI8mpXhVgu7yQiCk5M+ohoXqio6/FpPzZvE0URhys6kaSKmNVywazkGHT0DI+W4w8Gta39SLy0B8+T0jXRkIdJPLLEs99owaEz7XCK4phjLd1DiFTIkKAMn/PX8RX3rOTxym5IJQI0qgg/R0RERLPBpI+IQl63YQQ/f+sc/vpRnb9D8ZhzDb1o7BzEplUZM1ra6ZaljYFTFH3WqmCuRFFEbVu/x5d2AoBMKkGONtYjFTz/uL8af9hfjb1HGscca9EZkZEUPavx8pfk+EjIwyQwDFmQzMqdRERBiz+9iSjk/eVALewOEc3dQ7A7fNOE25tEUcRbnzQiURmO1Yu0s7pGsBVz6TaYMDhi83gRF7e8NCVadUaYrfZZX6O6xYAzdT1IiA3H3qNNOFPbM3rM6RTRpjMiXRM8+/kAQCIRkK52zSRzaScRUfBi0kdEIa2irgcV9b3IS1XCZneiTR8cM1uTOVPXg+auIWxbnTXrmZe4aDmUUXI0BUkxl9rWfgDwykwfAOSlxsEpimjsmF0SLIoidn1cD1WMAk//w0pkJsfglXcuoLtvBIBrttlqd472vgsm7iWeLOJCRBS8mPQRUciy2Z343w9roU2IxNe3FAEAGmb5oT5QiKKIPZ80QhMXgWtLkmd9HVcxlxg0BslMX01bP6IjwqBNiPTK9fNSXTOftbPc11dWrUdj5yBuW5uN6IgwPHB7CaQSCX725jmYrXY0X2pwHkyVO93ciSpn+oiIgpfM3wEQEXnL+ydboDOY8L07l0KjikBslBwNHYO4frm/I3N57YManKzWISkuAhpVJDSqCGhUEUhVR084q3KqpgctOiO+sbUIUsnc/m6Xm6pERX0vBkesiI2Uz+laszE4YkWkQjat2cra1gHkpym9th8uMjwMqYlRsyrmYnc48X8H65GqjsLqEtdy20RlBL65fSF+8tcz+O2+i0hUhkMmFbyWtHrT0rxEVBYaUJSl8ncoREQ0S0z6iCgk9Q2a8faxJqwoUGNhdjwAIEcbG1AzfadreyCXSQBBwPnGXvSfs44eu3V1Fravyb4iyXGKIvYcaUBSfCRWFSfN+esXZ8XjzcMNuNhswFVFc7/eTP3wdyehiYvAI3cuRZhs4sSv32iBrt+E65alejWevDQlTlTp4BRFSGaQXB483Q5dvwnf+eISSCSfP29hVjy+sD4Xrx+shyJMipTEqKAshKKMVuBbt5X4OwwiIpoDJn1EFJJ2fVwHUQTuvD5v9LGclFicqevBsNmGqPAwP0YHWKwO9A6acdvabNy6Onv0MX2/Ce+fbMXeo03oGTDjvlsKRxOF8mo92vTDuH9b8Zxn+QBX24YIhQyVTX0+T/qMJhsMQxYYhiz49TuV+Ob2heMmWja7A7/5WxUEACWXkndvyUtV4tCZDnToh5E2zTYYJosde482oShThUU5Y+PbtCoDDZ2DKK/WB+XSTiIiCg3B9ydHIqIpVDUbcKJKhy1XZyIx7vO+Yjkprn1bgbCPretSgY+UhM+XcSrkUqRpovEPmwtx29psHDvfhRd2VWDEbIPTKWLPkUZoEyI9lqBJJAIKM+JQ2WTwyPVmQt9vAgAUZ6lw8qIOu8Zpp2GzO/Hzt87jQmMf7rulcNqJ2Gzlpbkqg85kiee7x5thNNnwxQ254y49FQQBX9tchGX5iVjlh9lUIiIigEkfEYUYh9OJ1w7UIFEZjk2rMq44lq2NhYDAKObS0TsMAOPu8RIEAbeuzsbXtxShprUf//XnU3jvZAs6eoaxfU32FUsI56o4Kx49A2boLiVhvqIzuL7ezuvzceOKNLx/shXvn2gZPW53OPHy7vM4W9+LezYtwNolKV6PSRMXgdjIMNROs1+fYciC90+0YlVx0mgLjPFEKGR4cMfi0WXGREREvsakj4hCysHTHWjXD2PnDfmQh0mvOBahkEGbGBUQSV9n7zAkgoCk+IkLe6xepMUjX1qCviELXv/YVSiktFDj0TiKLxXnqGzq8+h1p+JOMtVxEdh5Qz5WLFDjLx/V4URVN+wOJ36x5wLO1PXgqzcX4Lql3t3L5yYIAvLS4lDX3j+t8/ccaYDDKeKOdTneDYyIiGiOmPQRUcgwmmzY/UkDirNUWJafOO457mIuoij6OLordfaMQK2KmLKwR1FWPB7/6nIUpCnxlRvyZ1RgZDqS4yOhilGgysdLPPX9Jiij5FDIpZBIBNy/rRj5aUr8+p1KvLCrAqdq9Pjyjfm4fnmaT+MqSFNC329G74B50vPsDic+q+zG6kXJUF+2hJiIiCgQMekjopCx50gjRix27Lw+f8LS/jkpsTCabNBP8aHe2zp6h5EyzfL9qepoPPbVFSjK8vzyQEEQUJypQlWzAU4fJsJ6gwlq1efJUphMigd3LIY6LgJVzQZ8aUMebipN91k8bu4lmBemmPls6BiE1ebEopzx/7hAREQUSJj0EVFIaO8Zxsen2nHd0tRJC364i7k0zLIJtyfYHU7oDCZoEwKj2XVRlgpGkw2t3UaffU1dvwmav5shi44Iww++shzf37l0zH5MX0lJjEJctBwXGidP+iqb+iAIQGFmnG8CIyIimgMmfUQUEv76US0Ucim2r82e9LxUdRTkYRK/7uvT95vgcIoB06i7KNM1u1XV7Jslnja7A/1DljFJHwDERslR7IUZzekSBAELs+JR2dQHp3Pimc/KJgOykmP83vqDiIhoOpj0EVHQO1vfg/MNfdi+OguxkfJJz5VKJMhKikGDH9s2dPRcateQGBgzfaoYBbQJkT4r5qLvN0MErljeGUgWZsdj2GxHc/fQuMdNFjsaOgb9mpwSERHNBJM+IgpqdocTf/mwDknxkbh+xfSKfuSkKNHSPQSb3enl6MbnbteQPEnlTl8rzopHTWu/T14Td+XO8Wb6AoE7mTs/wRLP6tZ+OEURxZkqX4ZFREQ0a0z6iCiofXyqHV19I7jz+rwpK2G65aTEwu4Q0arz3R62y3X2DkMVo0CEQuaXrz+e4iwVrHYnGjq8v9dRf6lHX6DO9MVGyZGRFD3hvr7Kpj6EySSjzdyJiIgCHZM+IgpaQyNW7DnSiIXZ8ViSmzDt540Wc/FBgjOezp6RaVfu9JUF6SoIAnDBB60bdP0mhMuliIkI3P1wC7PjUd8+AJPFPuZYVbMB+WlKhMmk4zyTiIgo8DDpI6KgdbiiAyaLHTuvz5uwRcN4VDEKxEXL/bKvzymK6OwbDpjKnW6R4TLkaGNR5YN9ffp+E9RxETMaM18ryYqHwymiurX/iscHjBa064e5n4+IiIIKkz4iClr17YNITohEqnriFg3jEQQBOSlKv1Tw7Bs0w2pzBkwRl8sVZcWjsXMII+axs1uepDOMbdcQaPLS4iCXScYs8ay8VOG0iPv5iIgoiDDpI6Kg1dQ1iKzkmFk9NyclFjqDCUaTzcNRTa6z11W5M1DaNVyuOFMFpyiiutV7SzydThE9A6aA3c/nFiaTYEGGakzSV9VkQFS4DJlJs/u+IyIi8gcmfUQUlAxDFvQbrchKjp3V83O07n19vp3t6+xxVe7UBuBMX26qEnKZBJVe3NdnGLLA7hADfqYPcO3r6+obQc+Aq/CMKIqobO5DYaYKEkngLk0lIiL6e0z6iCgoNXe5eqhlaWc345KljYEg+L6YS0fvCKIjwqbsJ+gPYTIJCtLjvNqk3d2uIdBn+gBX0gdgNAnWGUzoG7SwVQMREQUdJn1EFJSaugYhCECGZnZJX7hchtTEKJ8Xc+nsHQ7IpZ1uRVkqdPQMwzBk8cr19QHeo+9yKQmRUMUoRvv1uZvXs4gLEREFGyZ9RBSUmrqGkJIYBYV89mXzc1Ji0dgxCFEUPRjZ5Dp7RwKucuflCjNcs1h17d6ZAdUZTJBKBMTHKrxyfU8SBAELs+JR1dQHp1NEZZMBCbEKaIJglpKIiOhyTPqIKOiIooimztkXcXHLTVVi2GxHc/eQhyKb3OCIFUaTLeB69F0uXRMNuUyC2rZ+r1xf129CgjIcUklw/PpZmB2PYbMdDZ2DuNhiQFFmfEC3miAiIhpPcPzWJSK6jGHIgsER26yLuLgtL1BDJpXg6NkuD0U2uUAu4uImk0qQrY1FXZt3Zvr0QdCu4XLFWSoIAN79rBnDZjuKs7ifj4iIgg+TPiIKOo2dcyvi4hYVHoblBYn4rLILNrvTE6FNKpDbNVwuL02Jlm4jLFaHx6+t7w/8dg2Xi4mUIyM5BqdrewC4ehkSEREFGyZ9RBR0mrsHIZUISJ9hU/bxrFmsxbDZjjN1PR6IbHIdvcOQh0kQHxvu9a81F3mpSjhFEY2zKHLT0j2E/cdbYLaObfBuNNkwYrEH1UwfAJRcquKZqo6CMirwqq4SERFNxatJ34svvogtW7Zgy5YteO655wAAx44dw7Zt23DzzTfjhRdeGD23qqoKO3bswMaNG/HEE0/Abh/7gYGICACaOoeQmhgFedjsi7i4FWfGQxWjwNFznR6IbHKdvSPQxkdBEuB7wnJTlQCA2mkWc7E7nDhR1Y1n/1yOf/vdSez6uA77jjaNOS+YKndezl2tsziTs3xERBScvJb0HTt2DEeOHMFbb72F3bt348KFC3jnnXfw+OOP46WXXsK+fftw/vx5HDp0CADw6KOP4qmnnsJ7770HURSxa9cub4VGREFMFEU0dQ3NeWmnm0Qi4NqSZJxr6PVamwK3zt5haBMDe2knAERHhCElMQr1UyR9w2Yb9h5pxKMvH8Mv9lyAwWjBndfnIT9NibePNMDhvHLJrM4QPD36LpefpsSGZam4blmKv0MhIiKaFa8lfWq1Go899hjkcjnCwsKQm5uLpqYmZGZmIj09HTKZDNu2bcP+/fvR3t4Os9mMpUuXAgDuuOMO7N+/31uhEVEQ6x0ww2iaexGXy61ZpIUoAp9e8F5BF7PVjr5BS0C3a7hcXqqrmItzknYWv/1bFXYfaUS6JhoPf2Ex/uv+a7DxqgxsWpWBnn4Tyqv1V5w/2pg9yGb6ZFIJ7t64IGjGjoiI6O/JvHXh/Pz80X83NTVh3759uPvuu6FWq0cf12g06O7uhk6nu+JxtVqN7u7uGX29hIS57+0hz1OrPTMbQ9M3NGLFz3adgdkydon0umVpuPGqDJ/F4o3xr+lwFXFZVpTsseur1TEoyorHZ5XduGfrQq+U5K9tNQAACrMTguJ9sawwGYcrOmF2ApnjtMYwmmw419CL29bn4uu3llxx7MaEaLxxqAEfnmrH5rW5o6/nkMmO+FgF0lLifHEL5EfB8D1O3sPxn984/oHJa0mfW21tLb75zW/iBz/4AWQyGRobG684LgjCuI2RZ/qhq7fXCKfTdw2WaWpqdQz0et/0P6PPfVjehk/PdSJbGwvJZW+jviELLjafRb42BpHhXn/re238K2q6IZMKiJQJHr3+qiINfv/uRRyvaB/d0+ZJlXWuWa+oMElQvC+Sla7m6SfPdSBSOvbn8afnu2B3iFiYETfu/Wxfl4tfvHkWn55pQ35aHACgpWsQCbHhQXH/NHv82T+/cfznN46//0gkwqSTYF795FdeXo6HHnoIjz/+OLZs2YITJ06gp+fzCnk6nQ4ajQZJSUlXPK7X66HRaLwZGlHIKruoQ0piFJ66t/SKx5u7hvDD35/Ex6fbsOWaLP8E5wFNnUNIU0cjTObZ1ekrCzV47UANjpzrnFPSp+s34WKzYUy7g/ONfZBKBGiCZD+bRhWBmMgw1LUNYP3S1DHHy6p1UMUokJ0y/jLbG0rT8ad9lXj/ZOto0qfvN6E4k33uiIiIfM1rSV9nZyceeOABvPDCC7jmmmsAAEuWLEFjYyOam5uRlpaGd955Bzt27EBqaioUCgXKy8uxYsUK7N69G+vWrfNWaEQha2DYipq2fmy7NmvMsczkGJTkxOODk624qTTdI5Uvfc1dxGVVcZLHrx2hkGFFgQYnqrqx84Z8KKb5+lhsDlS39ON8Qy/ONfahu29kwnPz05SQSYOjU44gCMhLVY5bwdNkseNcQx+uW5YyYSXScIUM65em4t3jzdD3m6CMksMwZAm6Ii5EREShwGtJ329+8xtYLBY8++yzo4/t3LkTzz77LB588EFYLBasX78emzZtAgA8//zzePLJJzE8PIzi4mLcc8893gqNKGSdrtFDFIHSBePPlG+5OhM/fu00PjnbiRtWpPk4urFEUYTN7px2AqrrN8FksSNrnD1mnrBmsRafXujC6Ro9rl6YPOX5FXU9eGn3edc9yCRYkKHC9ctTUZIdj9hx+rmFy4Mr0c5LU+J0bQ8Gh61X3M/Z+l7YHc4Jv8/cbliRhvdOtOBAWRvWLXVVvgy2Ii5EREShwGtJ35NPPoknn3xy3GN79+4d81hhYSHeeOMNb4VDNC+UVeuQpIpAqnr8KoMF6XHIS1Vi//FmrF+a4vdZp/89UIuyah2e+foqREeETXl+U6drn4C3kr4FGXFIVIbjyLnOaSV9B8paERsZhntvKURBWlxQzp5OJu/SMte69gEsL/i82FZ5tQ7KKPno8YmoYhRYWaTB4bMdo2MWbD36iIiIQkFwrDMioikZTTZcbO5HaaFmwkJIgiBg8zWZ6B204HjlzCrkeprOMIKPTrWj32jFW4cbpvWcpq5BhMkkSEn0Tul8ieDq2VfVZEDvgHnSc0fMNlxs6cdVRUkoyU4IuYQPcCXXMqmAurbPl3harA6cbejF8gVqSCRTF9y6eWU6LFYH9hxxFfHi8k4iIiLfY9JHFCJO1+jhFMUpl9wtyU1AmjoK+z5rnrQHm7e9fbQJUqmAVcVJOHi6Hc1dU1f7auocQoYm2qszlKsXaSECOHa+c9Lzztb3wuEUseyyGbBQEyaTIis5FnWX7es719ALq23qpZ1uWcmxKEiPg67fhHC5FDHTmNElIiIiz2LSRxQiyqr1SFSGIyNp8p6VgiBg89WZ6OwdwZnanknP9ZbO3mEcu9CFDctScffNBYiODMOrH9SM277FzSmKaOoe8mhT9vGo4yJQmBGHo+e6Jo3nVG0PYqPkyJmgemWoyEtVoqlrEDa7qxppWbUO0RFhKEiffoXTjSvTAbiWdnqjByIRERFNjkkfUQgYNttQ2dQ36dLOy60s0kAdF46/fdo8aWLjLXuPNkEuk2Lz1ZmIDA/DF9bnoq59AJ9e6JrwOd19I7BYHcjSer/p65rFWuj6Tahp7R/3uM3uxLmGXizLT5ywemWoyEtTwu5wVU212R2oqO/F8gI1pJLp//pYkpeIlMQoZCSxYS8REZE/MOkjCgFnanvgcIpYsWB6Sw2lEgluWZWJxs5BXGw2eDm6K7XpjThR2Y0bVqSNVoRcvViLbG0sXv+4HiaLfdznuYu4ZHqpiMvlVhRoEC6X4si58Zd4Vl3qw7csP3SXdrrlXlbM5XxjHyxWB0oLZ3bfEomAJ+9Zgbs3LvBGiERERDQFJn1EIaC8Wo/4WAVytNNfarh6UTKUUXL87bNmL0Y21p4jjVDIpdi0KmP0MYkg4Ks3F2Bw2Iq9RxvHfV5j1yDkYRJoEyK9HqNCLsXKQg3KLuphto5NQk/X6qGQS1E0DxqNK6Pk0KgiUNc2gLKLekSFy1CYMfP7DpfLECbjrxwiIiJ/4G9goiBnsthxvrEPKwqmt7TTLUwmxc0r01HZZEBn77AXI/xcS/cQyqv1uKk0fUyLhmxtLNYs1uJAWRs6ej6PRxRFdPYO42KzARlJMTNaVjgXaxZrYbE5UHZRf8XjTlHE6doeLM5JmDdJTH6qErVtAzhT14Ol+Yl+b/VBREREM8Pf3ERBrqK+x9Uoe4ZL7gBgVXESAOBUjX6KMz1j9yeNiFTIsPGq9HGP77guF4owKV79oAbnG3rx6gc1eOyXn+KJV46jTT+MJbkJPokTcBUwSVJFjFni2dAxiMFhK5YVJPosFn/LTVPCaLLBZLFPu2onERERBQ6vNWcnIt8ov6iHMlo+uvdqJuJjw5GVHIPTtT3Yck2W54O7TEPHIM7U9eD2tdmIDB+/bH9spBy3rc3GawdqUdVsgFwmQWGmCpuuysCinAQk+rCxtyAIWL1IizcPN0BnGIFG5VpWerpGD6lEwOKc+ZP05V/63opQSFGcFe/naIiIiGimmPQRBTGL1YFzDb1Ys1g76yqSywrUeOtwAwxDFqhiFB6O0MVmd+DP71cjOiIMN5aOP8vntmF5KgRBGG2d4M+m59eWJOOtww04eq4Lt6/LgSiKOFWjR2GmCpHh8+fHpzYxCrFRcizKjp83S1qJiIhCCX97E/lRTWs/9hwZv3DJdByv6obVPv1G2eNZnu+asTpT552efaIo4k/v16Cpawj33VKICMXkyZJUIsENK9KwODfBrwkf4JoJLc6Ox7HznXCKIjp7R9BtMI2+ZvOFRHBV3/zKTQX+DoWIiIhmgUkfkR+9f7IVe440TtgPbjIHylrxh/0XkZUcg4L0uFnHkJIYBY0qAqe9tK/vUEUHjpztxNZrM7G8IPhaHKxZpEXvoAVVzQacrnW9RkvnQauGv5eojJgyYSciIqLAxKSPyE9EUURd+wAA4G+fTr9tgsPpxJ/fr8ZrB2qxJDcR//KVZZBIZt8gXBAELM9Xo6rZgBHz+D3yZqu+fQCvvl+Dkux43LYmx6PX9pXlBYmIUMhw9FwnTtX0IFsb67VlsERERETewKSPyE/0/SYMDluRHB+Jcw29aOkemvI5I2Y7fvr6WXx0qh2bVmXg23csQrh87rMvywoS4XCKONfQO+druRmGzHhp93moYhS4/9aFc0pM/SlMJsWq4iSUXdSjsXMQy+dR1U4iIiIKDUz6iPykts01y3ffLYUIl0uxb4om6bp+E370pzJcbDbgvlsK8aUNeR5LpHJTlIiNDBtdvjhXDqcTz/2pDEaTDd++Y9GYnnzBZs0iLewOJwBg2Txc2klERETBjUkfkZ/Utw8gQiFDXpoSG5al4uRFHboNI+OeOzBsxbN/LsfgsBXfu3Mp1i1J8WgsEomApfmJOFvfC5vdOadriaKIXR/V43x9L+7bVIiMpBgPRek/2doYpCZGITk+EtqESH+HQ0RERDQj3JVPIUcURez7rBm9g5Yxx/LTlLhmYbIfohqrtn0AuamxkAgCbl6Zjg/K2vDuZy2475bCK85zOkX8au8FDJvteOLuFV5Lopblq3G4ohMXWwxYlDO7JuhDI1b8YX81TtXosXVNNq4pCYzXeq4EQcC3dyyC0ylCmGVrDCIiIiJ/YdJHIael24j/O9SASIUMMunnH9BtDhGHTrcjSRWJnJRYP0YIjJht6NAPY2Whq9WCMlqBtYu1+ORsB7avyb6iUMieI42oajbga5uLvDprVpylgiJMitM1+lklfecbevGbv1XBaLLhSxvycNfmYvT2Gr0QqX8kqTjDR0RERMGJSR+FnLJqHSSCgP/65tWIiZSPPm6y2PH4K5/h1Q+q8cQ9pbNuZu4J9R2DEAHkpypHH9u0KgOHznTgvRMt2HlDPgDgbH0v3j7WhDWLtVizWOvVmMJkUizKicfp2h58daM47dfHanPgjYP1OFDehtTEKHz3S0uQkRQTtIVbiIiIiEIN9/RRSBFFEWUXdSjMjLsi4QOACIUMX7ouD42dQzh6ttNPEbrUtg1AIgjIvmzGUR0XgauKNTh0pgNGkw29A2a88vYFpKmj8VUfNcVeVqDGwLAVjR2D0zpf12/CM38ow4HyNtxYmoan7i0NiT18RERERKGESR+FlHb9MLoNJqxYoBn3+NULk5CXpsQbh+oxYrb5OLrP1bX1I10TPabdwuarM2GxOfDeiRa8vOc8HE4RD9xeAnmY1CdxLc5NgFQi4NQ0q3i+c7QJvQNmPPKlJfjKjQU+i5OIiIiIpo9JH4WUsmodBADLC8Yvqy8IAr56UwGMJht2f9Lo2+AucTidaOgcRF6acsyxNHU0luYl4m+fNqOhYxBf21yEpHjf7SWLCg/Dgow4nK7pmfJcm92J8ho9SheoUTLLwi9ERERE5H1M+iiklFXrUZAeB2WUfMJzMpJicN3SVHx0qh1tOt8XGmnVGWG1OZE/TtIHAFuuzYQgADeVpqO0cPwZS29alq9GV98IOnuHJz3vfGMvTBY7ripO8lFkRERERDQbTPooZHT0DKOjZ3haidLt63IQGS7Dqx/UQBRFH0T3OXdT9rzU8ZO+3BQl/vtb12LnDXm+DGvU8gI1BAE4MsW+xxNVOkRHhKEoU+WjyIiIiIhoNpj0Ucgor9YBmHhp5+WiI8Jwx7ocVLf240SVztuhXaG+fQDxsQrEx4ZPeE58bLjf+sGpYhRYscBVUMZstY97jsXqwOla19JOmZQ/RoiIiIgCGT+tUcgoq9YjL1V5RY+7yaxbkoLMpBjs+rhuwuTGG2rbBiac5QsUG1emY8Rix9FzXeMer6jvgdXmxFVFXNpJREREFOiY9FFI6O4bQavOiNIFU8/yuUkkAnbekAfDkAVlF6dXrXKuegfMMAxZAj7py01VIjclFh+UtcLpHLv89USVDspoOQrS43wfHBERERHNCJM+Cglll5Z2TtSqYSIF6XGIjZLjfGOvN8Iao67dtZ8vPy3OJ19vLm6+KgM6gwkVdVdW8hwx23G2vhcrF2jYgJ2IiIgoCDDpo5BQXq1HtjYWCcqJ98mNRxAELMyKR2WTAU4fFHSpaxuAIkyKNE2U17/WXC0vSERCbDjeO9l6xeOna/WwO5ys2klEREQUJJj0UdDr6TehqWsIpYXTX9p5uZLseBhNNrR0D3k4srFq2/uRkxILqSTw33pSiQQ3lqahprUfTV2Do4+fqNIhITYcuSmxfoyOiIiIiKYr8D95Ek2hrNq1H2+mSzvdirPjAQDnG/o8FtN4zFY7WnVG5Ab4fr7LrV2cgnC5FO9fmu0bGrGisqkPVxVp/FZdlIiIiIhmhkkfBb3yah0ykqKhiYuY1fOVUXJkaKJxodG7SV9DxyBEERM2ZQ9EkeEyrFuSgpNVOhiGLCiv0cPhFFm1k4iIiCiIMOmjoNY3aEZ9xyBKZznL57YwJx517QMwWbzTuqG6xYDf7auCPEwSdMsib1yRBqco4sPyNpyo7EZSfCQykqL9HRYRERERTZPM3wGQd7z2QQ1qL1WKvJw6LgJf31IERZjUD1F53plLlSVXzKBVw3hKsuLx7mctqG7px9L8RE+EBgCwO5zY/Ukj3v2sGeq4CDy6cxkiw8M8dn1fSIyLwIoCNT4+3QazxYFtq7O4tJOIiIgoiDDpC0EXmw04UN6GbG0sYiI/TzCcooiyizpo4yNx+7ocP0boORV1vdCoIpAcHzmn6+SlxUEeJsGFxj6PJX2dvcP41d5KNHcPYd0SLXbekI9weXC+5W6+KmN07+RKLu0kIiIiCirB+QmUJiSKIv7vUD1UMQr84CvLIP+7Gb1f7r2Ad4+3YPVi7az3wAUKi9WBqmYDNixLnfPMU5hMgsIMlUf69YmiiI9Pt2PXR3WQh0nx7TsWYXnB3GYi/S0vVYm8NCVsdidSEwO/3QQRERERfY5JX4g5U9eD+o5B3LtpwZiEDwC+tCEPZ2p78JcDtXjoC4v9EKHnVDUbYHc4sTgvwSPXW5gVj7P1vdD3m6CeZUI8MGzF7/ZV4Wx9L0qy4/G1LUWIi1Z4JD5/+84XlviklyEREREReRYLuYQQp1PEm4cakBQfiTWLteOeo4pRYNvqLJyp68HZ+rnPavlTRX0PFHIpFqTHeeR6Cy+1brjQNLsqnmdqe/CvvzmOqmYD7rqpAN/90pKQSfgAVyXP6Ijg2o9IREREREz6QspnlV1o7xnG7WuzJ23+fVNpOpLiI/G/B2pgszt9GOFYFqsDJ6q6YXfMLA5RFFFR14OS7HjIpJ75NtYmRCI+VoELM+zXZ7E68Mf9F/H//99ZqKIV+Nf7VuKGFWksdkJEREREAYFJX4hwV4nMSIpGaeHk7QvCZBLcdWM+ug0mvH+yxUcRju/tY034xZ4L+J/XKzBitk37eS3dRvQbrViS67lKm4IgYGFWPCqbDXA4p5eEDgxb8W+/P4lDZzpwy6oMPHlvKfe8EREREVFAYdIXIg6d6UDPgBlfWJ8LyTRmmEpyErAsPxHvHGtG36DZBxGOZbU5cOhMO7QJkbjY0o8f/akcun7TtJ57tt7VqmFRrmf287mV5CTAZLGjsXNoWuefqOxGd98IHrlzKb64Ic9js45ERERERJ7CT6ghwGy14+1jTViQHje6L206dt6QD4dTxK6P67wY3cQ+q+zGsNmOezYuwPfuXIrBYSv+4w9lqGntn/K5FfW9yNbGQhkl92hMRZkqCADON0xvv2NlUx+SVBEzet2JiIiIiHyJSV8I+KCsDYPDVuy4LndG+8jUcRHYfHUGTlTpUN1i8GKEY4miiA/L25CmjkJBehwKM1V48p5SREWE4fm/nMax850TPndg2IrGjkEs8VDVzstFR4QhSxs7rWIudocTF1v7UZzFhI+IiIiIAheTviBnNNmw/3gLluYlIi9VOePnb746E8ooOd470eqF6CZW09qPVp3xioInSfGReOLuFchLVeLX71Thw/K2cZ97rr4XIuDR/XyXK8mOR0PH4JR7DBs7B2GxOlCcpfJKHEREREREnsCkL8i9f7IFJosdt6/LmdXz5WFSrF2iRUV9j0/39n1Y3oaocBmuXph8xePREWF45M6lWJKbgL9+VIs2vXHMc8/W9yAuWo6MpGivxLYwOx6iCFQ2TT77WdVkgABgQQaTPiIiIiIKXEz6/Mxmd2Dv0UZUNRsgzrDx9dCIFR+UtWFloQbpmtknQOuWpAAicLiiY9bXmIm+QTNO1fRg7ZIUKMZpIC+TSvAPm4sQoZDh1+9UXtHOwe5w4nxjHxbnJnqtJUJOSiwiFDKcru2Z9LzKpj5kJsewdx0RERERBTQmfX52uKITuz9pxH//72k89ZsT+PhUG8xW+7Se+96JVlitDty6JntOMSQqI7AoNwGHKzqm3apgLj4+3Q4RIq5fljrhObFRcty3qRAt3UbsPdo0+nhNaz/MVodX9vO5yaQSXFWkQXmNDibL+GNhttpR3zHI/XxEREREFPCY9PmRw+nEeydakJMSi69vKUKYTII/vV+D7/38KF77oAY9AxO3LxgctuLD8jasKk7ySF+49UtT0G+0oqJuelUrZ8vVpqEDS/MSkRgXMem5ywrUWL0oGX/7tAn17QMAgIq6XsikEhRnejfZWl2ihdXmRFm1btzjNa0DcDhFFHE/HxEREREFOCZ9flRerUfPgBm3rMrE6kVa/Ou9pXjinhVYmpeIj0+340d/Kp9wn93+4y2w2h3YtjrLI7Eszk2AKkaBg6fbPXK9iRyv6obRZMONpenTOv/LNxQgPkaBX/+tChabA2fre1CUqYJCPnZZqCflpsYiSRWBY+e6xj1e2dQHmVSC/FkUzyEiIiIi8iUmfX4iiiLePd6CJFUEluW7qlAKgoDcFCX+cdtCPP0PK2G1OfDT1yvGLDEcMFrw0ak2XF2cDG3C3Gf5AEAqkWDdkhRcaOybdoP0mRJFER+WtSFVHYXCjLhpPScyXIavbSlGd98IfrH7PLoNJiz2cEP28QiCgNWLtKhu7R/39ahsMiA/TQn5OHsSiYiIiIgCCZM+P7nY0o/mriFsXJUBiWRsQZI0dTT++bZF6OgZwct7zl+x127fZy2wO0Tc6qFZPre1i7WAABw+452CLhca+9Dyd20apqMoU4WbStNRUe9aerrEB0kfAFxbkgwBwLFzV/YMHBy2ok1vZKsGIiIiIgoKTPr8ZP/xFsRGhmF1SfKE5yzMjsfdGwtwvqEPr35QC1EUYRiy4OCZdlxbkoyk+EiPxhQfG46leYk4crbjioqZnmCxOvDH96qRpIrAtQsnvueJ7FifA21CJDI00VPuBfSU+NhwFGWpcOx8F5yXVVatana1cmARFyIiIiIKBjJ/BzAftemMONfQi9vXZiNMNvnywPVLU6HrN+Hdz1xLQXsGzHA6RWz18Czf5V/vdG0PTtXocVVRkseu+9YnDegZMOMHX1k2qyWR8jAp/r+vroDDObO2FnO1epEWr7xdidrW/tF+fJVNfYhUyJCZFOPTWIiIiIiIZoNJnx/sP9ECeZgEG5anTev8HetzoTeYsOujOkgkrr1mGi/NdpVkxyNRGY5DZzo8lvQ1dg7ig7JWXLc0ZU6NzP3RD295gRrhcimOnOvEggwVRFFEZZMBhZmqcZflEhEREREFGi7v9LG+QTOOV3Zj3eKUaScxEkHAN7YWIzslFoIAbL0202vxSSQC1i1JQVWzAV19I3O+nt3hxO/2VUEZJccXrsvzQIS+pQiTYmWhBmUX9TBb7dD3m9A7aOZ+PiIiIiIKGkz6fOxAWRtEEbh55fRaFrjJw6R4dOcy/Ps3ViFR6d09bWsXayGVCB5p3/DuZ81o0w/jno2FiAwPzonl1Yu0sNgcKK/Wo7KJ+/mIiIiIKLgw6fOh5q4hHDzTjpVFmlkVI1HIpUhSebZ4y3iU0QqsWKDG4YoOjJhtk55rNNnw7384id+/W4WW7qErjrV2D+HtY024qkiDpZfaUgSj/DQlNHEROHquE5VNfVDFKJCk8k0xGSIiIiKiuQrOqZcgdKpGj1+9fQExEWG4fW22v8OZ0i2rMnGiSoePTrVj67VZE573/skWNHUOoV0/jMMVnShIU+L6FWlYlq/Gz944C0WYFF+5scB3gXuBIAi4dlEydn/SCIVcitIF6hm1nCAiIiIi8icmfV4miiL2H2/BGwfrkZ0Siwd3LIYySu7vsKaUmRyDkpx4fFDWiptWpkMxTsXNYbMNB8rasKJQg3s3LcCRs5346FQbfrHnAiIUUpgsDnxjaxFig+B+p3JtiSvps1gdKM7k0k4iIiIiCh5c3ulFriImF/H6wXqsLNLgX768LCgSPrctV2diaMSGI2c7xz3+wclWmK0ObLs2C1HhYdh4VQb+65vX4DtfXIz8tDjcsDId18yiJ18gSlRGoCjTVbyliEVciIiIiCiIcKbPS4bNNrz4f+dQ3dqPW1dnYfua7KBbEliQHoe8NCX2H2/G+qUpkEk//xvBiNmOA2VtWJafiHRN9OjjEkHA4txELM5NhFodA71+aLxLB6UvXJeL6pZ+xEUr/B0KEREREdG0cabPS87W96K+YwD3byvGbWtzgi7hA1x72bZcnYneQQuOV3ZfcezDU20Ysdhx6+rA35/oKdnaWGxaleHvMIiIiIiIZoQzfV6yqigJS/MSEaEI7pd4cW4C0tTR2PdZM64pSYZEEGCy2PH+iRYszk1AZnKMv0MkIiIiIqJJcKbPSyQSIegTPsA127f5mgx09o7gdE0PAODg6XYMm+3YtjrLv8EREREREdGUmPTRlFYWaqCOC8ffPm2CxerA/hMtKMmOR26K0t+hERERERHRFJj00ZSkEgluuToTTV1D+NXbFzA0YuMsHxERERFRkGDSR9OyukQLZbQcp2t7UJSpQn5anL9DIiIiIiKiafB60mc0GrF161a0tbUBAI4dO4Zt27bh5ptvxgsvvDB6XlVVFXbs2IGNGzfiiSeegN1u93ZoNANhMgk2XeWqXHkrZ/mIiIiIiIKGV5O+iooKfPnLX0ZTUxMAwGw24/HHH8dLL72Effv24fz58zh06BAA4NFHH8VTTz2F9957D6IoYteuXd4MjWbhppXp+OHXrsKCDDYnJyIiIiIKFl5N+nbt2oWnn34aGo0GAHD27FlkZmYiPT0dMpkM27Ztw/79+9He3g6z2YylS5cCAO644w7s37/fm6HRLEgE4YpG7EREREREFPi82lPgRz/60RX/1+l0UKvVo//XaDTo7u4e87harUZ395XNwImIiIiIiGjmfNpIThTFMY8JgjDh4zORkMAZqECkVrN5+3zG8Z/fOP7zF8d+fuP4z28c/8Dk06QvKSkJPT09o//X6XTQaDRjHtfr9aNLQqert9cIp3Ns8kj+o1bHQK8f8ncY5Ccc//mN4z9/ceznN47//Mbx9x+JRJh0EsynLRuWLFmCxsZGNDc3w+Fw4J133sG6deuQmpoKhUKB8vJyAMDu3buxbt06X4ZGREREREQUknw606dQKPDss8/iwQcfhMViwfr167Fp0yYAwPPPP48nn3wSw8PDKC4uxj333OPL0IiIiIiIiEKSII63oS4IcXln4OEU//zG8Z/fOP7zF8d+fuP4z28cf/8JqOWdRERERERE5FtM+oiIiIiIiEIYkz4iIiIiIqIQxqSPiIiIiIgohDHpIyIiIiIiCmFM+oiIiIiIiEIYkz4iIiIiIqIQxqSPiIiIiIgohDHpIyIiIiIiCmFM+oiIiIiIiEKYzN8BeIpEIvg7BBoHx2V+4/jPbxz/+YtjP79x/Oc3jr9/TPW6C6Ioij6KhYiIiIiIiHyMyzuJiIiIiIhCGJM+IiIiIiKiEMakj4iIiIiIKIQx6SMiIiIiIgphTPqIiIiIiIhCGJM+IiIiIiKiEMakj4iIiIiIKIQx6SMiIiIiIgphTPqIiIiIiIhCGJM+IiIiIiKiEMakj2bMaDRi69ataGtrAwC8+eab2Lx5M7Zt24b/+I//gN1uBwDs3r0ba9aswfbt27F9+3a88MILAICOjg7cdddd2LRpE771rW9heHjYb/dCMzfX8S8vL8eOHTuwfft23HvvvWhvb/fbvdDMzHXs3SorK1FSUuLz+Glu5jr+Op0O999/P2677Tbs3Llz9DoUHOY6/m1tbbjrrruwfft23H333fzZH0SmO/YTvccHBwdx//3345ZbbsFdd90FvV7vt3uZ10SiGThz5oy4detWceHChWJra6tYX18vrl27Vuzu7hZFURSffvpp8be//a0oiqL4zDPPiG+//faYa9x///3iO++8I4qiKL744ovic88957sboDnxxPhv2LBBrKqqEkVRFF9//XXxn/7pn3x3AzRrnhh7URTFkZER8c477xQLCgp8FjvNnSfG/9577xVfe+01URRF8bXXXhMffvhhn8VPc+OJ8f/+978vvvrqq6IoiuIf//hH8Xvf+57vboBmbSZjP9F7/Ic//KH4y1/+UhRFUXzrrbf43vcTzvTRjOzatQtPP/00NBoNAKC6uhpLly4d/f+GDRtw4MABAMC5c+ewe/du3Hrrrfj+97+PgYEB2Gw2nDx5Ehs3bgQA3HHHHdi/f79/boZmbK7jb7Va8fDDD6OwsBAAsGDBAnR2dvrnZmhG5jr2bs8++yzuu+8+n8dPczPX8e/r68PFixexc+dOAMCOHTvwne98xy/3QjPnife/0+mE0WgEAJhMJoSHh/vhTmimpjv2k73HDx48iG3btgEAtm7disOHD8Nms/n+ZuY5Jn00Iz/60Y9QWlo6+v/CwkJUVFSgs7MTDocD+/fvR09PDwBArVbjwQcfxJ49e6DVavHMM8/AYDAgOjoaMpls9Jzu7m6/3AvN3FzHXy6XY/v27QBcHwBefPFF3HjjjX65F5qZuY49AHz44Ycwm83YtGmTX+6BZm+u49/a2oqUlBT853/+J2699VY89NBDCAsL89ft0Ax54v3/8MMP4/e//z3Wrl2L3/72t/jHf/xHv9wLzcx0x36y97hOp4NarQYAyGQyREdHo6+vzy/3M58x6aM5yc7Oxve+9z1861vfwl133YUFCxaMvsl//vOfY8mSJRAEAd/4xjdw+PBhiKI45hqCIPg6bPKQmY6/m9Vqxfe//33Y7XZ885vf9Ff4NAczHXu9Xo+XX34ZTz31lJ8jJ0+Y6fjb7XZUVlbi2muvxd69e3HDDTfgscce8/Nd0GzN5mf/D37wAzzzzDP45JNP8MMf/hDf/va3x/1MQIFtorGf6XtcImEK4mt8xWlOLBYLFi9ejN27d+Mvf/kLUlJSkJ6ejqGhIfz+978fPU8URchkMsTHx8NoNMLhcAAA9Hr96BIBCj4zHX8AGB4exje+8Q3Y7Xa8/PLL/Gt/kJrp2B88eBD9/f2jhRwAYPv27aPLvSi4zHT81Wo1oqKisGHDBgCuJV5nz571U/Q0VzMd/76+PjQ0NIyu7Ni4cSP0ej0MBoOf7oBma6Kxn+w9rtFoRmeC7XY7jEYj4uLi/HUL8xaTPpqTkZER3HvvvTAajbBarfjTn/6EzZs3IzIyEr/+9a9RUVEBAPjzn/+Mm266CWFhYSgtLcW+ffsAuKp8rVu3zp+3QHMw0/EHgEcffRSZmZn4n//5H8jlcn+GT3Mw07H/4he/iAMHDmDPnj3Ys2cPAGDPnj2Ijo72523QLM10/DMyMpCUlIRDhw4BAD7++GMsXLjQn7dAczDT8VepVFAoFCgrKwPgquIcFRWF+Ph4f94GzcJEYz/Ze3z9+vXYvXs3AGDfvn0oLS3lH3z9QObvACi4qVQqfPvb38add94Ju92OrVu3jm7W/elPf4p/+7d/g9lsRlZWFp577jkAwNNPP43HHnsML7/8MrRaLX7yk5/48xZoDmY6/pWVlfjwww+Rl5eH2267DYDrL4CvvPKKH++CZmM2730KHbMZ/xdffBFPP/00/vu//xvR0dF49tln/XkLNAczHX9BEPDiiy/i3//932E2mxEVFYWf/exnfr4Lmo3Jxn6i9/jDDz+Mxx57DFu2bEFMTAyef/55f97CvCWIXFBNREREREQUsri8k4iIiIiIKIQx6SMiIiIiIgphTPqIiIiIiIhCGJM+IiIiIiKiEMakj4iIiIiIKISxZQMREdE42tracNNNN6GgoAAA4HQ6ERYWhnvuuWe05chEXnzxRRQWFo42oyYiIvInJn1EREQTCA8PH20mDwDt7e247777EBERgY0bN074vOPHjyMvL88XIRIREU2JSR8REdE0paam4qGHHsJvfvMbFBQU4JlnnsHIyAh0Oh0KCwvx05/+FG+88QbOnz+P5557DlKpFOvXr8fzzz+PkydPwuFwoLi4GE8++SSio6P9fTtERDRPcE8fERHRDBQWFqKmpga7du3Cbbfdhr/+9a94//330dbWhoMHD+Kuu+5CSUkJ/uVf/gU33XQTfvWrX0EqleLNN9/E3r17odFo8Pzzz/v7NoiIaB7hTB8REdEMCIKA8PBwPProozh69CheeeUVNDU1QafTYWRkZMz5Bw8exNDQEI4dOwYAsNlsSEhI8HXYREQ0jzHpIyIimoFz586hoKAAjzzyCBwOB2655RZcd9116OzshCiKY853Op14/PHHsX79egDA8PAwLBaLr8MmIqJ5jMs7iYiIpqmxsREvvfQSvva1r+HIkSN44IEHsHnzZgiCgIqKCjgcDgCAVCqF3W4HAKxZswavvvoqrFYrnE4nnnrqKfzkJz/x520QEdE8w5k+IiKiCZjNZmzfvh0AIJFIoFAo8Mgjj+C6667Dd7/7XTzwwANQKpWIiIjAypUr0dLSAgDYsGEDfvzjH8Nms+Gf//mf8eMf/xi33347HA4HioqK8Nhjj/nztoiIaJ4RxPHWohAREREREVFI4PJOIiIiIiKiEMakj4iIiIiIKIQx6SMiIiIiIgphTPqIiIiIiIhCGJM+IiIiIiKiEMakj4iIiIiIKIQx6SMiIiIiIgph/w8Jjg1yzsTjeAAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<Figure size 1080x576 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "f.manual_forecast()\n",
    "f.plot_test_set(order_by='LevelTestSetMAPE',models='top_3')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "6371f835-4c4f-42d9-a635-cc99209ac5dd",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x576 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "f.plot_test_set(models='mlr',ci=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "id": "fb16c781-4b16-4989-9871-91ebdb8bbb3e",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x576 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "f.plot(order_by='LevelTestSetMAPE',models='top_3')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ec974c3a-1624-442b-9686-00836286cf08",
   "metadata": {},
   "source": [
    "## Benchmarking"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "5c83272f-9cc3-4722-90e8-992e09cb6d03",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>ModelNickname</th>\n",
       "      <th>LevelTestSetMAPE</th>\n",
       "      <th>LevelTestSetRMSE</th>\n",
       "      <th>LevelTestSetR2</th>\n",
       "      <th>best_model</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>mlr</td>\n",
       "      <td>0.023420</td>\n",
       "      <td>13.932124</td>\n",
       "      <td>0.964960</td>\n",
       "      <td>True</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>lstm_24lags_4layers_15epochs</td>\n",
       "      <td>0.114650</td>\n",
       "      <td>81.210940</td>\n",
       "      <td>-0.190586</td>\n",
       "      <td>False</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>lstm_best</td>\n",
       "      <td>0.154356</td>\n",
       "      <td>93.090478</td>\n",
       "      <td>-0.564380</td>\n",
       "      <td>False</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>lstm_24lags_earlystop_3layers</td>\n",
       "      <td>0.375480</td>\n",
       "      <td>198.842435</td>\n",
       "      <td>-6.137560</td>\n",
       "      <td>False</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>lstm_24lags</td>\n",
       "      <td>0.712334</td>\n",
       "      <td>362.077454</td>\n",
       "      <td>-22.666530</td>\n",
       "      <td>False</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>lstm_24lags_5epochs</td>\n",
       "      <td>0.719090</td>\n",
       "      <td>347.686110</td>\n",
       "      <td>-20.822590</td>\n",
       "      <td>False</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>lstm_default</td>\n",
       "      <td>0.779915</td>\n",
       "      <td>379.298924</td>\n",
       "      <td>-24.971368</td>\n",
       "      <td>False</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                   ModelNickname  LevelTestSetMAPE  LevelTestSetRMSE  \\\n",
       "0                            mlr          0.023420         13.932124   \n",
       "1   lstm_24lags_4layers_15epochs          0.114650         81.210940   \n",
       "2                      lstm_best          0.154356         93.090478   \n",
       "3  lstm_24lags_earlystop_3layers          0.375480        198.842435   \n",
       "4                    lstm_24lags          0.712334        362.077454   \n",
       "5            lstm_24lags_5epochs          0.719090        347.686110   \n",
       "6                   lstm_default          0.779915        379.298924   \n",
       "\n",
       "   LevelTestSetR2  best_model  \n",
       "0        0.964960        True  \n",
       "1       -0.190586       False  \n",
       "2       -0.564380       False  \n",
       "3       -6.137560       False  \n",
       "4      -22.666530       False  \n",
       "5      -20.822590       False  \n",
       "6      -24.971368       False  "
      ]
     },
     "execution_count": 24,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "f.export('model_summaries',determine_best_by='LevelTestSetMAPE')[\n",
    "    ['ModelNickname','LevelTestSetMAPE','LevelTestSetRMSE','LevelTestSetR2','best_model']\n",
    "]"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c84a2760-784a-4a72-9aa5-39ff9cbe59d3",
   "metadata": {},
   "source": [
    "## Export Results"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "id": "3593dd1f-7c64-4fa4-924f-084449d891d0",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
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       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>DATE</th>\n",
       "      <th>UpperForecast</th>\n",
       "      <th>Forecast</th>\n",
       "      <th>LowerForecast</th>\n",
       "      <th>ModelNickname</th>\n",
       "      <th>CILevel</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>1961-01-01</td>\n",
       "      <td>47.711290</td>\n",
       "      <td>30.246319</td>\n",
       "      <td>12.781347</td>\n",
       "      <td>mlr</td>\n",
       "      <td>0.95</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>1961-02-01</td>\n",
       "      <td>-27.057760</td>\n",
       "      <td>-44.522731</td>\n",
       "      <td>-61.987702</td>\n",
       "      <td>mlr</td>\n",
       "      <td>0.95</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>1961-03-01</td>\n",
       "      <td>61.142910</td>\n",
       "      <td>43.677939</td>\n",
       "      <td>26.212968</td>\n",
       "      <td>mlr</td>\n",
       "      <td>0.95</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>1961-04-01</td>\n",
       "      <td>46.528396</td>\n",
       "      <td>29.063425</td>\n",
       "      <td>11.598454</td>\n",
       "      <td>mlr</td>\n",
       "      <td>0.95</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>1961-05-01</td>\n",
       "      <td>29.862361</td>\n",
       "      <td>12.397390</td>\n",
       "      <td>-5.067581</td>\n",
       "      <td>mlr</td>\n",
       "      <td>0.95</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>1961-06-01</td>\n",
       "      <td>90.724956</td>\n",
       "      <td>73.259985</td>\n",
       "      <td>55.795014</td>\n",
       "      <td>mlr</td>\n",
       "      <td>0.95</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>1961-07-01</td>\n",
       "      <td>123.005797</td>\n",
       "      <td>105.540825</td>\n",
       "      <td>88.075854</td>\n",
       "      <td>mlr</td>\n",
       "      <td>0.95</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>1961-08-01</td>\n",
       "      <td>-16.122173</td>\n",
       "      <td>-33.587144</td>\n",
       "      <td>-51.052115</td>\n",
       "      <td>mlr</td>\n",
       "      <td>0.95</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>1961-09-01</td>\n",
       "      <td>-73.067354</td>\n",
       "      <td>-90.532325</td>\n",
       "      <td>-107.997296</td>\n",
       "      <td>mlr</td>\n",
       "      <td>0.95</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9</th>\n",
       "      <td>1961-10-01</td>\n",
       "      <td>-41.907826</td>\n",
       "      <td>-59.372797</td>\n",
       "      <td>-76.837768</td>\n",
       "      <td>mlr</td>\n",
       "      <td>0.95</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>10</th>\n",
       "      <td>1961-11-01</td>\n",
       "      <td>-54.975544</td>\n",
       "      <td>-72.440515</td>\n",
       "      <td>-89.905487</td>\n",
       "      <td>mlr</td>\n",
       "      <td>0.95</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11</th>\n",
       "      <td>1961-12-01</td>\n",
       "      <td>66.035665</td>\n",
       "      <td>48.570694</td>\n",
       "      <td>31.105723</td>\n",
       "      <td>mlr</td>\n",
       "      <td>0.95</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "         DATE  UpperForecast    Forecast  LowerForecast ModelNickname  CILevel\n",
       "0  1961-01-01      47.711290   30.246319      12.781347           mlr     0.95\n",
       "1  1961-02-01     -27.057760  -44.522731     -61.987702           mlr     0.95\n",
       "2  1961-03-01      61.142910   43.677939      26.212968           mlr     0.95\n",
       "3  1961-04-01      46.528396   29.063425      11.598454           mlr     0.95\n",
       "4  1961-05-01      29.862361   12.397390      -5.067581           mlr     0.95\n",
       "5  1961-06-01      90.724956   73.259985      55.795014           mlr     0.95\n",
       "6  1961-07-01     123.005797  105.540825      88.075854           mlr     0.95\n",
       "7  1961-08-01     -16.122173  -33.587144     -51.052115           mlr     0.95\n",
       "8  1961-09-01     -73.067354  -90.532325    -107.997296           mlr     0.95\n",
       "9  1961-10-01     -41.907826  -59.372797     -76.837768           mlr     0.95\n",
       "10 1961-11-01     -54.975544  -72.440515     -89.905487           mlr     0.95\n",
       "11 1961-12-01      66.035665   48.570694      31.105723           mlr     0.95"
      ]
     },
     "execution_count": 25,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "f.export_forecasts_with_cis('mlr')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "id": "ca2f5816-026d-4e8d-aebe-9fe9f2add841",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
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       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>DATE</th>\n",
       "      <th>UpperPreds</th>\n",
       "      <th>Preds</th>\n",
       "      <th>Actuals</th>\n",
       "      <th>LowerPreds</th>\n",
       "      <th>ModelNickname</th>\n",
       "      <th>CILevel</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>1960-01-01</td>\n",
       "      <td>28.066682</td>\n",
       "      <td>10.601711</td>\n",
       "      <td>12.0</td>\n",
       "      <td>-6.863261</td>\n",
       "      <td>mlr</td>\n",
       "      <td>0.95</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>1960-02-01</td>\n",
       "      <td>0.741874</td>\n",
       "      <td>-16.723097</td>\n",
       "      <td>-26.0</td>\n",
       "      <td>-34.188068</td>\n",
       "      <td>mlr</td>\n",
       "      <td>0.95</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>1960-03-01</td>\n",
       "      <td>65.886942</td>\n",
       "      <td>48.421971</td>\n",
       "      <td>28.0</td>\n",
       "      <td>30.956999</td>\n",
       "      <td>mlr</td>\n",
       "      <td>0.95</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>1960-04-01</td>\n",
       "      <td>2.898761</td>\n",
       "      <td>-14.566210</td>\n",
       "      <td>42.0</td>\n",
       "      <td>-32.031182</td>\n",
       "      <td>mlr</td>\n",
       "      <td>0.95</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>1960-05-01</td>\n",
       "      <td>50.348916</td>\n",
       "      <td>32.883945</td>\n",
       "      <td>11.0</td>\n",
       "      <td>15.418974</td>\n",
       "      <td>mlr</td>\n",
       "      <td>0.95</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>1960-06-01</td>\n",
       "      <td>78.363001</td>\n",
       "      <td>60.898029</td>\n",
       "      <td>63.0</td>\n",
       "      <td>43.433058</td>\n",
       "      <td>mlr</td>\n",
       "      <td>0.95</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>1960-07-01</td>\n",
       "      <td>103.669621</td>\n",
       "      <td>86.204650</td>\n",
       "      <td>87.0</td>\n",
       "      <td>68.739679</td>\n",
       "      <td>mlr</td>\n",
       "      <td>0.95</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>1960-08-01</td>\n",
       "      <td>23.470167</td>\n",
       "      <td>6.005196</td>\n",
       "      <td>-16.0</td>\n",
       "      <td>-11.459775</td>\n",
       "      <td>mlr</td>\n",
       "      <td>0.95</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>1960-09-01</td>\n",
       "      <td>-86.780501</td>\n",
       "      <td>-104.245472</td>\n",
       "      <td>-98.0</td>\n",
       "      <td>-121.710443</td>\n",
       "      <td>mlr</td>\n",
       "      <td>0.95</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9</th>\n",
       "      <td>1960-10-01</td>\n",
       "      <td>-51.156100</td>\n",
       "      <td>-68.621071</td>\n",
       "      <td>-47.0</td>\n",
       "      <td>-86.086042</td>\n",
       "      <td>mlr</td>\n",
       "      <td>0.95</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>10</th>\n",
       "      <td>1960-11-01</td>\n",
       "      <td>-43.972634</td>\n",
       "      <td>-61.437606</td>\n",
       "      <td>-71.0</td>\n",
       "      <td>-78.902577</td>\n",
       "      <td>mlr</td>\n",
       "      <td>0.95</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11</th>\n",
       "      <td>1960-12-01</td>\n",
       "      <td>66.544516</td>\n",
       "      <td>49.079545</td>\n",
       "      <td>42.0</td>\n",
       "      <td>31.614574</td>\n",
       "      <td>mlr</td>\n",
       "      <td>0.95</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "         DATE  UpperPreds       Preds  Actuals  LowerPreds ModelNickname  \\\n",
       "0  1960-01-01   28.066682   10.601711     12.0   -6.863261           mlr   \n",
       "1  1960-02-01    0.741874  -16.723097    -26.0  -34.188068           mlr   \n",
       "2  1960-03-01   65.886942   48.421971     28.0   30.956999           mlr   \n",
       "3  1960-04-01    2.898761  -14.566210     42.0  -32.031182           mlr   \n",
       "4  1960-05-01   50.348916   32.883945     11.0   15.418974           mlr   \n",
       "5  1960-06-01   78.363001   60.898029     63.0   43.433058           mlr   \n",
       "6  1960-07-01  103.669621   86.204650     87.0   68.739679           mlr   \n",
       "7  1960-08-01   23.470167    6.005196    -16.0  -11.459775           mlr   \n",
       "8  1960-09-01  -86.780501 -104.245472    -98.0 -121.710443           mlr   \n",
       "9  1960-10-01  -51.156100  -68.621071    -47.0  -86.086042           mlr   \n",
       "10 1960-11-01  -43.972634  -61.437606    -71.0  -78.902577           mlr   \n",
       "11 1960-12-01   66.544516   49.079545     42.0   31.614574           mlr   \n",
       "\n",
       "    CILevel  \n",
       "0      0.95  \n",
       "1      0.95  \n",
       "2      0.95  \n",
       "3      0.95  \n",
       "4      0.95  \n",
       "5      0.95  \n",
       "6      0.95  \n",
       "7      0.95  \n",
       "8      0.95  \n",
       "9      0.95  \n",
       "10     0.95  \n",
       "11     0.95  "
      ]
     },
     "execution_count": 26,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "f.export_test_set_preds_with_cis('mlr')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8337d835-09cd-47e6-94ec-229c89fd52bb",
   "metadata": {},
   "source": [
    "### Export Feature Info"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "id": "bcaaedfb-e1b4-4ec2-bcbf-b7664646a164",
   "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>weight</th>\n",
       "      <th>std</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>feature</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>AR1</th>\n",
       "      <td>0.360410</td>\n",
       "      <td>0.057652</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>AR12</th>\n",
       "      <td>0.218659</td>\n",
       "      <td>0.026116</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>AR4</th>\n",
       "      <td>0.214434</td>\n",
       "      <td>0.031875</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>AR10</th>\n",
       "      <td>0.184816</td>\n",
       "      <td>0.017657</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>AR21</th>\n",
       "      <td>0.131055</td>\n",
       "      <td>0.009248</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>AR13</th>\n",
       "      <td>0.116967</td>\n",
       "      <td>0.011384</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>AR18</th>\n",
       "      <td>0.111233</td>\n",
       "      <td>0.012176</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>AR2</th>\n",
       "      <td>0.088423</td>\n",
       "      <td>0.019647</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>AR11</th>\n",
       "      <td>0.085070</td>\n",
       "      <td>0.011649</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>AR20</th>\n",
       "      <td>0.080938</td>\n",
       "      <td>0.011092</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>AR3</th>\n",
       "      <td>0.071639</td>\n",
       "      <td>0.014407</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>AR22</th>\n",
       "      <td>0.065199</td>\n",
       "      <td>0.003837</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>AR7</th>\n",
       "      <td>0.063136</td>\n",
       "      <td>0.003587</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>AR8</th>\n",
       "      <td>0.057833</td>\n",
       "      <td>0.006383</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>month_9</th>\n",
       "      <td>0.044074</td>\n",
       "      <td>0.003543</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>AR9</th>\n",
       "      <td>0.043885</td>\n",
       "      <td>0.002790</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>AR14</th>\n",
       "      <td>0.034640</td>\n",
       "      <td>0.007735</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>AR17</th>\n",
       "      <td>0.033160</td>\n",
       "      <td>0.002823</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>AR24</th>\n",
       "      <td>0.031625</td>\n",
       "      <td>0.003686</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>AR23</th>\n",
       "      <td>0.030453</td>\n",
       "      <td>0.002730</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>AR19</th>\n",
       "      <td>0.020941</td>\n",
       "      <td>0.001888</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>month_7</th>\n",
       "      <td>0.013514</td>\n",
       "      <td>0.002930</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>AR5</th>\n",
       "      <td>0.008518</td>\n",
       "      <td>0.000783</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>month_8</th>\n",
       "      <td>0.007976</td>\n",
       "      <td>0.002222</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>month_2</th>\n",
       "      <td>0.007844</td>\n",
       "      <td>0.002097</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>AR16</th>\n",
       "      <td>0.006507</td>\n",
       "      <td>0.002998</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>month_10</th>\n",
       "      <td>0.006464</td>\n",
       "      <td>0.001107</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>month_11</th>\n",
       "      <td>0.003286</td>\n",
       "      <td>0.000805</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>AR6</th>\n",
       "      <td>0.003027</td>\n",
       "      <td>0.000783</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>month_3</th>\n",
       "      <td>0.002440</td>\n",
       "      <td>0.001107</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>year</th>\n",
       "      <td>0.002268</td>\n",
       "      <td>0.000767</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>month</th>\n",
       "      <td>0.001389</td>\n",
       "      <td>0.000671</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>month_12</th>\n",
       "      <td>0.001126</td>\n",
       "      <td>0.000959</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>quarter_2</th>\n",
       "      <td>0.000940</td>\n",
       "      <td>0.000174</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>month_1</th>\n",
       "      <td>0.000728</td>\n",
       "      <td>0.001333</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>AR15</th>\n",
       "      <td>0.000653</td>\n",
       "      <td>0.000701</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>t</th>\n",
       "      <td>0.000439</td>\n",
       "      <td>0.000580</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>month_6</th>\n",
       "      <td>0.000257</td>\n",
       "      <td>0.000201</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>month_5</th>\n",
       "      <td>0.000195</td>\n",
       "      <td>0.000508</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>month_4</th>\n",
       "      <td>0.000147</td>\n",
       "      <td>0.000201</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>quarter_1</th>\n",
       "      <td>0.000085</td>\n",
       "      <td>0.000297</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>quarter_4</th>\n",
       "      <td>0.000043</td>\n",
       "      <td>0.000198</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>quarter</th>\n",
       "      <td>0.000022</td>\n",
       "      <td>0.000066</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>quarter_3</th>\n",
       "      <td>0.000012</td>\n",
       "      <td>0.000040</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "             weight       std\n",
       "feature                      \n",
       "AR1        0.360410  0.057652\n",
       "AR12       0.218659  0.026116\n",
       "AR4        0.214434  0.031875\n",
       "AR10       0.184816  0.017657\n",
       "AR21       0.131055  0.009248\n",
       "AR13       0.116967  0.011384\n",
       "AR18       0.111233  0.012176\n",
       "AR2        0.088423  0.019647\n",
       "AR11       0.085070  0.011649\n",
       "AR20       0.080938  0.011092\n",
       "AR3        0.071639  0.014407\n",
       "AR22       0.065199  0.003837\n",
       "AR7        0.063136  0.003587\n",
       "AR8        0.057833  0.006383\n",
       "month_9    0.044074  0.003543\n",
       "AR9        0.043885  0.002790\n",
       "AR14       0.034640  0.007735\n",
       "AR17       0.033160  0.002823\n",
       "AR24       0.031625  0.003686\n",
       "AR23       0.030453  0.002730\n",
       "AR19       0.020941  0.001888\n",
       "month_7    0.013514  0.002930\n",
       "AR5        0.008518  0.000783\n",
       "month_8    0.007976  0.002222\n",
       "month_2    0.007844  0.002097\n",
       "AR16       0.006507  0.002998\n",
       "month_10   0.006464  0.001107\n",
       "month_11   0.003286  0.000805\n",
       "AR6        0.003027  0.000783\n",
       "month_3    0.002440  0.001107\n",
       "year       0.002268  0.000767\n",
       "month      0.001389  0.000671\n",
       "month_12   0.001126  0.000959\n",
       "quarter_2  0.000940  0.000174\n",
       "month_1    0.000728  0.001333\n",
       "AR15       0.000653  0.000701\n",
       "t          0.000439  0.000580\n",
       "month_6    0.000257  0.000201\n",
       "month_5    0.000195  0.000508\n",
       "month_4    0.000147  0.000201\n",
       "quarter_1  0.000085  0.000297\n",
       "quarter_4  0.000043  0.000198\n",
       "quarter    0.000022  0.000066\n",
       "quarter_3  0.000012  0.000040"
      ]
     },
     "execution_count": 27,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "f.save_feature_importance()\n",
    "f.export_feature_importance('mlr')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "313ff855-dcaa-4c6d-b022-5ba2a874fdf8",
   "metadata": {},
   "outputs": [],
   "source": []
  }
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