data_cleaning.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import pandas as pd\n",
    "import datetime \n",
    "import numpy as np\n",
    "import seaborn as sns\n",
    "import matplotlib.pyplot as plt\n",
    "import os \n",
    "from datetime import datetime\n",
    "from astral.sun import sun\n",
    "from astral import Observer\n",
    "from astral import LocationInfo\n",
    "from astral.location import Location"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "from plot_functions import plot_data_distribution"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Save current directory\n",
    "current_directory = os.getcwd()\n",
    "\n",
    "# Set print options to suppress scientific notation and show 3 decimal places\n",
    "np.set_printoptions(suppress=True, precision=5)\n",
    "pd.options.display.float_format = '{:.5f}'.format\n",
    "\n",
    "# Suppress all warnings globally\n",
    "import warnings\n",
    "warnings.filterwarnings(\"ignore\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Load data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "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>timestamp</th>\n",
       "      <th>power_consumption</th>\n",
       "      <th>ghi</th>\n",
       "      <th>temp</th>\n",
       "      <th>wind</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>2022-01-01 00:00:00+00:00</td>\n",
       "      <td>NaN</td>\n",
       "      <td>0.00000</td>\n",
       "      <td>4.12000</td>\n",
       "      <td>1.10000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2022-01-01 01:00:00+00:00</td>\n",
       "      <td>NaN</td>\n",
       "      <td>0.00000</td>\n",
       "      <td>3.92000</td>\n",
       "      <td>1.31000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>2022-01-01 02:00:00+00:00</td>\n",
       "      <td>NaN</td>\n",
       "      <td>0.00000</td>\n",
       "      <td>3.67000</td>\n",
       "      <td>1.24000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>2022-01-01 03:00:00+00:00</td>\n",
       "      <td>NaN</td>\n",
       "      <td>0.00000</td>\n",
       "      <td>3.51000</td>\n",
       "      <td>1.17000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>2022-01-01 04:00:00+00:00</td>\n",
       "      <td>NaN</td>\n",
       "      <td>0.00000</td>\n",
       "      <td>3.25000</td>\n",
       "      <td>1.17000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>24859</th>\n",
       "      <td>2024-11-01 19:00:00+00:00</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>24860</th>\n",
       "      <td>2024-11-01 20:00:00+00:00</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>24861</th>\n",
       "      <td>2024-11-01 21:00:00+00:00</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>24862</th>\n",
       "      <td>2024-11-01 22:00:00+00:00</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>24863</th>\n",
       "      <td>2024-11-01 23:00:00+00:00</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>24864 rows × 5 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "                       timestamp  power_consumption     ghi    temp    wind\n",
       "0      2022-01-01 00:00:00+00:00                NaN 0.00000 4.12000 1.10000\n",
       "1      2022-01-01 01:00:00+00:00                NaN 0.00000 3.92000 1.31000\n",
       "2      2022-01-01 02:00:00+00:00                NaN 0.00000 3.67000 1.24000\n",
       "3      2022-01-01 03:00:00+00:00                NaN 0.00000 3.51000 1.17000\n",
       "4      2022-01-01 04:00:00+00:00                NaN 0.00000 3.25000 1.17000\n",
       "...                          ...                ...     ...     ...     ...\n",
       "24859  2024-11-01 19:00:00+00:00                NaN     NaN     NaN     NaN\n",
       "24860  2024-11-01 20:00:00+00:00                NaN     NaN     NaN     NaN\n",
       "24861  2024-11-01 21:00:00+00:00                NaN     NaN     NaN     NaN\n",
       "24862  2024-11-01 22:00:00+00:00                NaN     NaN     NaN     NaN\n",
       "24863  2024-11-01 23:00:00+00:00                NaN     NaN     NaN     NaN\n",
       "\n",
       "[24864 rows x 5 columns]"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Load data\n",
    "file_path = os.path.join(current_directory, 'data/dataset_v2.csv')\n",
    "df = pd.read_csv(file_path).rename(columns={\"Unnamed: 0\":\"timestamp\", \"total_p_demand [kW]\":\"power_consumption\"})\n",
    "df"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The dataset comprises time series of power consumption (the target variable) alongside ambient temperature, wind speed, and Global Horizontal Irradiance (GHI), which serve as exogenous variables. Power consumption is influenced by these exogenous factors: ambient temperature can drive heating or cooling demands, wind speed might correlate with ventilation or outdoor equipment usage, and GHI impacts natural lighting and, consequently, electricity demand for lighting or heating. "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Data exploration"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Data statistics and filtering of missing values"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "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>count</th>\n",
       "      <th>mean</th>\n",
       "      <th>std</th>\n",
       "      <th>min</th>\n",
       "      <th>25%</th>\n",
       "      <th>50%</th>\n",
       "      <th>75%</th>\n",
       "      <th>max</th>\n",
       "      <th>nans</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>power_consumption</th>\n",
       "      <td>18174.00000</td>\n",
       "      <td>7953.29239</td>\n",
       "      <td>1488.96223</td>\n",
       "      <td>4641.55953</td>\n",
       "      <td>6820.00000</td>\n",
       "      <td>7777.20835</td>\n",
       "      <td>8770.00000</td>\n",
       "      <td>15450.00000</td>\n",
       "      <td>6690</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>ghi</th>\n",
       "      <td>24840.00000</td>\n",
       "      <td>22.34319</td>\n",
       "      <td>436.87166</td>\n",
       "      <td>-999.00000</td>\n",
       "      <td>0.00000</td>\n",
       "      <td>0.00000</td>\n",
       "      <td>200.09750</td>\n",
       "      <td>984.01000</td>\n",
       "      <td>24</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>temp</th>\n",
       "      <td>24840.00000</td>\n",
       "      <td>8.46177</td>\n",
       "      <td>54.86241</td>\n",
       "      <td>-999.00000</td>\n",
       "      <td>5.19000</td>\n",
       "      <td>10.99000</td>\n",
       "      <td>17.46000</td>\n",
       "      <td>32.73000</td>\n",
       "      <td>24</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>wind</th>\n",
       "      <td>24840.00000</td>\n",
       "      <td>-1.54843</td>\n",
       "      <td>53.78482</td>\n",
       "      <td>-999.00000</td>\n",
       "      <td>0.89000</td>\n",
       "      <td>1.18000</td>\n",
       "      <td>1.66000</td>\n",
       "      <td>6.48000</td>\n",
       "      <td>24</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                        count       mean        std        min        25%  \\\n",
       "power_consumption 18174.00000 7953.29239 1488.96223 4641.55953 6820.00000   \n",
       "ghi               24840.00000   22.34319  436.87166 -999.00000    0.00000   \n",
       "temp              24840.00000    8.46177   54.86241 -999.00000    5.19000   \n",
       "wind              24840.00000   -1.54843   53.78482 -999.00000    0.89000   \n",
       "\n",
       "                         50%        75%         max  nans  \n",
       "power_consumption 7777.20835 8770.00000 15450.00000  6690  \n",
       "ghi                  0.00000  200.09750   984.01000    24  \n",
       "temp                10.99000   17.46000    32.73000    24  \n",
       "wind                 1.18000    1.66000     6.48000    24  "
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Dataset statistics \n",
    "statistics = df.describe().transpose()\n",
    "statistics['nans'] = df.isna().sum()  # Number of NaNs\n",
    "\n",
    "statistics"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "`power_consumption` data is available only for a specific range of timestamps, therefore the dataset is filtered accordingly.\n",
    "More specifically:\n",
    "- Every timestamp before `2022-04-23 10:00` (index < 2458) is missing,\n",
    "- Every timestamp after `2024-06-17 05:00` (idex > 21557) is missing."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "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>count</th>\n",
       "      <th>mean</th>\n",
       "      <th>std</th>\n",
       "      <th>min</th>\n",
       "      <th>25%</th>\n",
       "      <th>50%</th>\n",
       "      <th>75%</th>\n",
       "      <th>max</th>\n",
       "      <th>nans</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>power_consumption</th>\n",
       "      <td>18174.00000</td>\n",
       "      <td>7953.29239</td>\n",
       "      <td>1488.96223</td>\n",
       "      <td>4641.55953</td>\n",
       "      <td>6820.00000</td>\n",
       "      <td>7777.20835</td>\n",
       "      <td>8770.00000</td>\n",
       "      <td>15450.00000</td>\n",
       "      <td>926</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>ghi</th>\n",
       "      <td>19100.00000</td>\n",
       "      <td>162.38451</td>\n",
       "      <td>246.10739</td>\n",
       "      <td>0.00000</td>\n",
       "      <td>0.00000</td>\n",
       "      <td>2.00000</td>\n",
       "      <td>260.00250</td>\n",
       "      <td>984.01000</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>temp</th>\n",
       "      <td>19100.00000</td>\n",
       "      <td>11.69025</td>\n",
       "      <td>7.82706</td>\n",
       "      <td>-13.22000</td>\n",
       "      <td>5.51000</td>\n",
       "      <td>11.46000</td>\n",
       "      <td>17.88000</td>\n",
       "      <td>32.73000</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>wind</th>\n",
       "      <td>19100.00000</td>\n",
       "      <td>1.36697</td>\n",
       "      <td>0.72646</td>\n",
       "      <td>0.00000</td>\n",
       "      <td>0.90000</td>\n",
       "      <td>1.24000</td>\n",
       "      <td>1.72000</td>\n",
       "      <td>6.48000</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                        count       mean        std        min        25%  \\\n",
       "power_consumption 18174.00000 7953.29239 1488.96223 4641.55953 6820.00000   \n",
       "ghi               19100.00000  162.38451  246.10739    0.00000    0.00000   \n",
       "temp              19100.00000   11.69025    7.82706  -13.22000    5.51000   \n",
       "wind              19100.00000    1.36697    0.72646    0.00000    0.90000   \n",
       "\n",
       "                         50%        75%         max  nans  \n",
       "power_consumption 7777.20835 8770.00000 15450.00000   926  \n",
       "ghi                  2.00000  260.00250   984.01000     0  \n",
       "temp                11.46000   17.88000    32.73000     0  \n",
       "wind                 1.24000    1.72000     6.48000     0  "
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Filter the dataset\n",
    "indexes_to_keep_logical = (df.index >= 2458) & (df.index<=21557)\n",
    "indexes_to_drop_list = df[~indexes_to_keep_logical].index.tolist() # save indexes to drop\n",
    "\n",
    "df = df.drop(index=indexes_to_drop_list).reset_index(drop=True)\n",
    "\n",
    "# Dataset (filtered) statistics \n",
    "statistics = df.describe().transpose()\n",
    "statistics['nans'] = df.isna().sum()  # Number of NaNs\n",
    "\n",
    "statistics"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Data distribution and filtering of outliers and non-physical data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Plot Boxplots for numeric columns - Boxplot\n",
    "\n",
    "# 1. Standardized data\n",
    "numeric_columns = df.select_dtypes(include='number').columns\n",
    "\n",
    "from sklearn.preprocessing import StandardScaler\n",
    "scaler = StandardScaler()\n",
    "df_standardized = pd.DataFrame(\n",
    "    scaler.fit_transform(df[numeric_columns]),\n",
    "    columns=numeric_columns,\n",
    "    index=df.index\n",
    ")\n",
    "plt.figure(figsize=(8, 5))\n",
    "df_standardized.boxplot(vert=False)\n",
    "plt.title(\"Boxplots of Standardized Numeric Features\")\n",
    "plt.xlabel(\"Standardized Value\")\n",
    "plt.ylabel(\"Features\")\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x500 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# 2. Original data (not standardized) - Boxplot\n",
    "fig, axes = plt.subplots(nrows=len(numeric_columns), ncols=1, figsize=(8, 5), sharex=False)\n",
    "    \n",
    "for i, feature in enumerate(numeric_columns):\n",
    "    ax = axes[i]\n",
    "    ax.boxplot(df[feature].dropna(), vert=False, patch_artist=True)\n",
    "    ax.set_title(f\"Boxplot of {feature} (Original Scale)\")\n",
    "    ax.set_xlabel(\"Value\")\n",
    "    ax.set_ylabel(feature)\n",
    "\n",
    "plt.tight_layout()\n",
    "plt.draw()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# 1. Standardized Data - Violin Plot \n",
    "plt.figure(figsize=(8, 5))\n",
    "df_standardized_melted = df_standardized.melt(var_name=\"Feature\", value_name=\"Standardized Value\")\n",
    "sns.violinplot(\n",
    "    data=df_standardized_melted,\n",
    "    x=\"Standardized Value\",\n",
    "    y=\"Feature\",\n",
    "    hue=\"Feature\",  # Assign 'Feature' to hue\n",
    "    palette=\"muted\",\n",
    "    density_norm=\"width\",  # Replace deprecated 'scale' parameter\n",
    "    legend=False  # Avoid duplicate legends\n",
    ")\n",
    "plt.title(\"Violin Plots of Standardized Numeric Features\")\n",
    "plt.xlabel(\"Standardized Value\")\n",
    "plt.ylabel(\"Features\")\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x500 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# 2. Original Data (not standardized) - Violin Plot \n",
    "colors = sns.color_palette(\"muted\")\n",
    "plot_data_distribution(df, numeric_columns, colors, 'Violinplot (Original scale)', False, 1)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The `wind`, `power_consumption`, and `ghi` features exhibit outliers in their tails. Appropriate techniques are implemented to address and manage these anomalies."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Remove ghi data < 0\n",
    "df.loc[df.loc[:,'ghi']<0,'ghi']=0"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Negative GHI has no physical meaning."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Missing values imputation\n",
    "\n",
    "Missing `power_consumption` values are imputed using the median value of the corresponding hour, over the entire dataset."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Handle power_consumption missing values\n",
    "\n",
    "# Convert the timestamps to datetime format\n",
    "df['timestamp'] = pd.to_datetime(df['timestamp'])\n",
    "\n",
    "df['year'] = df['timestamp'].dt.year\n",
    "df['month'] = df['timestamp'].dt.month\n",
    "df['day'] = df['timestamp'].dt.day\n",
    "df['hour'] = df['timestamp'].dt.hour\n",
    "\n",
    "# Compute the median for each hour\n",
    "hourly_median = df.groupby('hour')['power_consumption'].median()\n",
    "\n",
    "# Fill missing values with the median of the corresponding hour\n",
    "df['power_consumption'] = df.apply(\n",
    "    lambda row: hourly_median[row['hour']] if pd.isna(row['power_consumption']) else row['power_consumption'],\n",
    "    axis=1\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "##### Techniques for Handling Outliers\n",
    "\n",
    "1. **Trimming**:\n",
    "   - Outliers are replaced by the 1st and 99th percentile values.\n",
    "   - Ensures that extreme values are clipped to a reasonable range without altering the overall structure of the data significantly.\n",
    "\n",
    "2. **Local Outlier Factor (LOF)**:\n",
    "   - Detects outliers using a density-based method.\n",
    "   - Outliers are replaced with the nearest inlier values, ensuring continuity while removing abnormal points.\n",
    "\n",
    "3. **Box-Cox Transformation**:\n",
    "   - Applies a power transformation to make the data more Gaussian-like.\n",
    "   - Useful for handling skewness and stabilizing variance but requires all values to be positive."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Handle data outliers\n",
    "from sklearn.neighbors import LocalOutlierFactor\n",
    "from sklearn.metrics import pairwise_distances\n",
    "from scipy.stats import boxcox\n",
    "\n",
    "def handle_outliers(df, column):\n",
    "    \n",
    "    # -------- 1. Trimming ---------------------\n",
    "    lower_limit = df[column].quantile(0.01)\n",
    "    upper_limit = df[column].quantile(0.99)\n",
    "    trimmed = np.clip(df[column], lower_limit, upper_limit)\n",
    "\n",
    "    # -------- 2. Local outliers ---------------\n",
    "    valid_data = df[[column]].dropna()  # Drop missing values\n",
    "    lof = LocalOutlierFactor(n_neighbors=20)\n",
    "    outlier = lof.fit_predict(valid_data)\n",
    "    \n",
    "    # Align predictions with original DataFrame\n",
    "    df['outlier_flag'] = np.nan\n",
    "    df.loc[valid_data.index, 'outlier_flag'] = outlier\n",
    "\n",
    "    local_outliers_removed = df[column].copy()  # Create a copy to modify\n",
    "    \n",
    "    # Separate inliers and outliers\n",
    "    inliers = df[df['outlier_flag'] == 1][column]\n",
    "    outliers = df[df['outlier_flag'] == -1][column]\n",
    "    \n",
    "    # Replace outliers with the nearest inliers\n",
    "    inlier_values = inliers.values.reshape(-1, 1)  # Reshape for distance calculations\n",
    "    for idx, outlier_value in outliers.items():\n",
    "        # Compute distances to all inliers\n",
    "        distances = pairwise_distances([[outlier_value]], inlier_values)\n",
    "        nearest_inlier_idx = np.argmin(distances)\n",
    "        \n",
    "        # Replace outlier with the nearest inlier's value\n",
    "        local_outliers_removed.loc[idx] = inlier_values[nearest_inlier_idx][0]\n",
    "    \n",
    "    # -------- 3. Make data more normal-like --------\n",
    "    if (df[column] <= -1).any():\n",
    "        raise ValueError(f\"Column {column} contains values <= -1, invalid for Box-Cox transformation.\")\n",
    "    boxcox_transformed, _ = boxcox(df[column] + 1)  # Add 1 to avoid log(0)\n",
    "\n",
    "    # Drop temporary outlier flag column\n",
    "    df.drop(columns=['outlier_flag'], inplace=True)\n",
    "\n",
    "    return trimmed, local_outliers_removed, boxcox_transformed"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x500 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Wind data\n",
    "trimmed, local_outliers_removed, boxcox_transformed = handle_outliers(df, 'wind')\n",
    "\n",
    "# Combine into a DataFrame\n",
    "wind_outliers = pd.DataFrame({\n",
    "    'original': df['wind'],\n",
    "    'trimmed': trimmed,\n",
    "    'local_outliers_removed': local_outliers_removed,\n",
    "    'boxcox': boxcox_transformed\n",
    "})\n",
    "\n",
    "# Define colors for plotting\n",
    "colors = ['grey']\n",
    "colors.extend(sns.color_palette(\"flare\"))\n",
    "\n",
    "plot_data_distribution(\n",
    "    wind_outliers,\n",
    "    wind_outliers.columns,\n",
    "    colors,\n",
    "    'Violinplot for wind data: Original and Processed',\n",
    "    True,\n",
    "    1\n",
    ")\n",
    "\n",
    "# Update the cleaned dataset\n",
    "df['wind'] = local_outliers_removed"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x500 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Power consumption data\n",
    "trimmed, local_outliers_removed, boxcox_transformed = handle_outliers(df, 'power_consumption')\n",
    "\n",
    "# Combine into a DataFrame\n",
    "power_consumption_outliers = pd.DataFrame({\n",
    "    'original': df['power_consumption'],\n",
    "    'trimmed': trimmed,\n",
    "    'local_outliers_removed': local_outliers_removed,\n",
    "    'boxcox': boxcox_transformed\n",
    "})\n",
    "\n",
    "# Define colors for plotting\n",
    "colors = ['grey']\n",
    "colors.extend(sns.color_palette(\"flare\"))\n",
    "\n",
    "plot_data_distribution(\n",
    "    power_consumption_outliers,\n",
    "    power_consumption_outliers.columns,\n",
    "    colors,\n",
    "    'Violinplot for power_consumption data: Original and Processed',\n",
    "    True,\n",
    "    1\n",
    ")\n",
    "\n",
    "# Update the cleaned dataset\n",
    "df['power_consumption'] = local_outliers_removed"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The technique implemented is Local Outlier Factor (LOF) for both `power_consumption` and `wind_data`. "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Cleaned dataset\n",
    "The clean dataset statistics are reported below. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "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>count</th>\n",
       "      <th>mean</th>\n",
       "      <th>std</th>\n",
       "      <th>min</th>\n",
       "      <th>25%</th>\n",
       "      <th>50%</th>\n",
       "      <th>75%</th>\n",
       "      <th>max</th>\n",
       "      <th>nans</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>power_consumption</th>\n",
       "      <td>19100.00000</td>\n",
       "      <td>7942.17550</td>\n",
       "      <td>1455.49391</td>\n",
       "      <td>4795.64188</td>\n",
       "      <td>6866.18898</td>\n",
       "      <td>7788.35772</td>\n",
       "      <td>8700.00000</td>\n",
       "      <td>13540.00000</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>ghi</th>\n",
       "      <td>19100.00000</td>\n",
       "      <td>162.38451</td>\n",
       "      <td>246.10739</td>\n",
       "      <td>0.00000</td>\n",
       "      <td>0.00000</td>\n",
       "      <td>2.00000</td>\n",
       "      <td>260.00250</td>\n",
       "      <td>984.01000</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>temp</th>\n",
       "      <td>19100.00000</td>\n",
       "      <td>11.69025</td>\n",
       "      <td>7.82706</td>\n",
       "      <td>-13.22000</td>\n",
       "      <td>5.51000</td>\n",
       "      <td>11.46000</td>\n",
       "      <td>17.88000</td>\n",
       "      <td>32.73000</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>wind</th>\n",
       "      <td>19100.00000</td>\n",
       "      <td>1.36669</td>\n",
       "      <td>0.72452</td>\n",
       "      <td>0.07000</td>\n",
       "      <td>0.90000</td>\n",
       "      <td>1.24000</td>\n",
       "      <td>1.72000</td>\n",
       "      <td>5.14000</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>year</th>\n",
       "      <td>19100.00000</td>\n",
       "      <td>2022.88147</td>\n",
       "      <td>0.72618</td>\n",
       "      <td>2022.00000</td>\n",
       "      <td>2022.00000</td>\n",
       "      <td>2023.00000</td>\n",
       "      <td>2023.00000</td>\n",
       "      <td>2024.00000</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>month</th>\n",
       "      <td>19100.00000</td>\n",
       "      <td>6.39435</td>\n",
       "      <td>3.33926</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>4.00000</td>\n",
       "      <td>6.00000</td>\n",
       "      <td>9.00000</td>\n",
       "      <td>12.00000</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>day</th>\n",
       "      <td>19100.00000</td>\n",
       "      <td>15.73550</td>\n",
       "      <td>8.78376</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>8.00000</td>\n",
       "      <td>16.00000</td>\n",
       "      <td>23.00000</td>\n",
       "      <td>31.00000</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>hour</th>\n",
       "      <td>19100.00000</td>\n",
       "      <td>11.50084</td>\n",
       "      <td>6.92283</td>\n",
       "      <td>0.00000</td>\n",
       "      <td>5.00000</td>\n",
       "      <td>12.00000</td>\n",
       "      <td>18.00000</td>\n",
       "      <td>23.00000</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                        count       mean        std        min        25%  \\\n",
       "power_consumption 19100.00000 7942.17550 1455.49391 4795.64188 6866.18898   \n",
       "ghi               19100.00000  162.38451  246.10739    0.00000    0.00000   \n",
       "temp              19100.00000   11.69025    7.82706  -13.22000    5.51000   \n",
       "wind              19100.00000    1.36669    0.72452    0.07000    0.90000   \n",
       "year              19100.00000 2022.88147    0.72618 2022.00000 2022.00000   \n",
       "month             19100.00000    6.39435    3.33926    1.00000    4.00000   \n",
       "day               19100.00000   15.73550    8.78376    1.00000    8.00000   \n",
       "hour              19100.00000   11.50084    6.92283    0.00000    5.00000   \n",
       "\n",
       "                         50%        75%         max  nans  \n",
       "power_consumption 7788.35772 8700.00000 13540.00000     0  \n",
       "ghi                  2.00000  260.00250   984.01000     0  \n",
       "temp                11.46000   17.88000    32.73000     0  \n",
       "wind                 1.24000    1.72000     5.14000     0  \n",
       "year              2023.00000 2023.00000  2024.00000     0  \n",
       "month                6.00000    9.00000    12.00000     0  \n",
       "day                 16.00000   23.00000    31.00000     0  \n",
       "hour                12.00000   18.00000    23.00000     0  "
      ]
     },
     "execution_count": 28,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Dataset statistics \n",
    "statistics = df.describe().transpose()\n",
    "statistics['nans'] = df.isna().sum()  # Number of NaNs\n",
    "\n",
    "statistics"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x500 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "colors = sns.color_palette(\"muted\")\n",
    "plot_data_distribution(df, numeric_columns, colors, 'Boxplot for numeric data', False, 0)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Feature engineering \n",
    "\n",
    "Feature engineering or data expansion enhances the predictive power of models by incorporating additional context and features that provide valuable insights into patterns and trends. For time series data, augmenting the dataset with variables such as **day of the week**, **holidays**, and **seasonal information** can capture recurring behaviors and external influences that affect the target variable. For example, power consumption may vary significantly between weekdays and weekends, during public holidays, or across different seasons. Including these features helps the model better understand and adapt to these variations, leading to more accurate and robust predictions."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Day of the week\n",
    "days = ['monday', 'tuesday', 'wednesday', 'thursday', 'friday', 'saturday', 'sunday']\n",
    "\n",
    "for i, day in enumerate(days):\n",
    "    df[f'is_{day}'] = (df.timestamp.dt.dayofweek == i).astype(int)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Weekend\n",
    "df['is_weekend'] = df.timestamp.dt.dayofweek.isin([5, 6]).astype(int)  # 5 = Saturday, 6 = Sunday"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Season\n",
    "seasons_mapping = {\n",
    "    'spring': [3, 4, 5],  # March, April, May\n",
    "    'summer': [6, 7, 8],  # June, July, August\n",
    "    'autumn': [9, 10, 11],  # September, October, November\n",
    "    'winter': [12, 1, 2]  # December, January, February\n",
    "}\n",
    "\n",
    "# Create a season indicator column for each season\n",
    "for season, months in seasons_mapping.items():\n",
    "    df[f'is_{season}'] = df.timestamp.dt.month.isin(months).astype(int)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Holidays\n",
    "\n",
    "# Define the holidays with tuples (start_date, end_date) \n",
    "# start_date: beginning of holiday period based on EPFL Academic Calendar\n",
    "# end_date: end of holiday period based on EPFL Academic Calendar\n",
    "\n",
    "holiday_periods = [\n",
    "    ('2022-04-15', '2022-04-24'),\n",
    "    ('2022-05-26', '2022-05-26'),\n",
    "    ('2022-06-06', '2022-06-06'),\n",
    "    ('2022-07-09', '2022-09-20'),\n",
    "    \n",
    "    ('2023-02-05', '2023-02-19'),\n",
    "    ('2023-04-07', '2023-04-16'),\n",
    "    ('2023-05-18', '2023-05-18'),\n",
    "    ('2023-05-29', '2023-05-29'),\n",
    "    ('2023-07-09', '2023-09-18'),\n",
    "    \n",
    "    ('2023-12-22', '2024-01-15'),\n",
    "    ('2024-02-04', '2024-02-18'),\n",
    "    ('2024-03-29', '2024-04-07'),\n",
    "    ('2024-04-12', '2024-04-12'),\n",
    "    ('2024-05-09', '2024-05-09'),\n",
    "    ('2024-05-20', '2024-05-20'),\n",
    "]\n",
    "\n",
    "# Convert the start and end dates to datetime\n",
    "holiday_periods = [(pd.to_datetime(start), pd.to_datetime(end)) for start, end in holiday_periods]\n",
    "\n",
    "def is_holiday(date):\n",
    "    for start, end in holiday_periods:\n",
    "        if start <= date <= end:\n",
    "            return 1\n",
    "    return 0\n",
    "\n",
    "# Apply the function to create a binary 'vacation' column\n",
    "df['is_holiday'] = df.timestamp.dt.tz_localize(None).apply(is_holiday)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Sunlight\n",
    "def is_sunlight(row):\n",
    "    # Extract the date and full timestamp\n",
    "    timestamp = row['timestamp']\n",
    "    date = timestamp.date()\n",
    "\n",
    "    # Define location information for Lausanne\n",
    "    city = LocationInfo(\"Lausanne\", \"Switzerland\", \"Europe/Paris\", 46.5212, 6.5653)\n",
    "\n",
    "    # Calculate sunrise and sunset for the given date\n",
    "    s = sun(city.observer, date=date, tzinfo=city.timezone)\n",
    "    sunrise = s['sunrise'].replace(tzinfo=None) \n",
    "    sunset = s['sunset'].replace(tzinfo=None) \n",
    "\n",
    "    # Check if the timestamp is during the day\n",
    "    return 1 if sunrise <= timestamp.replace(tzinfo=None)  <= sunset else 0\n",
    "\n",
    "df['is_daylight'] = df.apply(is_sunlight, axis=1)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Clustering\n",
    "\n",
    "Clustering involves grouping data into clusters based on similar patterns or behaviors using techniques such as k-means or hierarchical clustering. These cluster labels are then added as a new feature to the dataset, providing the model with additional insights into underlying structures or trends in the data."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 37,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x500 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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dZzp06CDc3d1FamqqcZtOpxPBwcGibt26xvftB3//SlKRx+vh39unnnpKABALFiww2d6iRQvRqlUr48/59Xp7e5ucM1NSUoSLi4sICwsr9jWU5vUOGTJEABB37twp9H6dTidyc3NF9+7dTd6X7969KwCIGTNmFFtD/j5ycnJEYGCgmDhxYontzRF7KqhQP/30E6Kjo01uR44cKdVjhw4datLl7Ovri44dO2Lv3r0A8r5pu337NoYPH24yp8HBwQHPPPMMDh8+bOwu7969O65cuYLY2FhkZWXh4MGD6N27N7p27Wr8RnvXrl1QqVTo1KlTqV/fc889B6VSidWrV+O3335DfHx8kSs+bd26FcHBwWjRooVJz02vXr1K3eWcb+DAgSY/53fp5w85yD9GD9fSrl07BAUFGbtyIyMjkZWVVWA+RMeOHeHr61vqeh62Z88e2Nvb49lnnzXZnl/Pw13J3bp1g7Ozc5mfrzAPD1do0qQJmjdvbrJt6NChSElJwfHjx8v8PC1atECdOnWMPwcFBQHIG4pgZ2dXYPuDw0LS0tIwbdo0PPbYY7CxsYGNjQ0cHByQnp6Oc+fOlbmmFStWoG/fvhg9ejR+/vlnqNXqMu+LzMPAgQOh1WoRHh5eoLf34d5g8U+v54McHBzw3HPPYenSpdDpdPjpp5+MQ00etn37duh0Orz00ksm+1Wr1QgNDTU5Vz3q73BJ564WLVpAqVTilVdewYoVKwpdYU9u+UN1Bg8ejJ9//hm3bt0q9WP//vtvnD9/3njOffD49u3bF3FxcQW+XX7mmWdKvX9PT0+0a9fOZFuzZs1Mzjv79+9HcHAwGjdubNLuhRdeKHH/6enpOHLkCJ599lk4ODgYt1tbW2P48OG4efNmhX47Xpbj1b9/f5Of88+9/fr1K7C9sKGmgwYNMjln5vfCHDhwoNQjLYpS2N/mt99+i1atWkGtVsPGxgYKhQK7d+8u9XuATqfD7Nmz0bhxYyiVStjY2ECpVOLSpUvleh+REydqU6GCgoLKPFHb09Oz0G0nT54EAOPSoYWtfuHt7Q2DwYCkpCTY2dkZhzTt2rUL/v7+yM3NRbdu3XDnzh189NFHxvsef/zxIicIF8be3h5DhgzB0qVL4evri7CwsCI/jN+5cwd///13kV3XjzLcxdXV1eRnlUoFAMahNSUdm/wTaX67oo51Wd2/fx+enp4FPrC4u7vDxsamwLKvpV3BpF69egCA2NjYItvk3+fj42OyvbjXWJ5laF1cXEx+ViqVxW7Pysoybhs6dCh2796N999/H23btjUuRdy3b99yTShdt24dbG1tMXr06GqzVGhN9/7776NFixb48MMPYTAYsGrVKuNCBA+fU5YtW1bolxsvv/wyOnXqhI8//hh3794t8guQO3fuAPj3w/PDHvwS51F/h0s6d9WvXx+7du3C/PnzMXbsWKSnpyMgIADjx4/HhAkTCq0HKN25oaI88cQT2LRpE7766iu89NJLyM7ORpMmTfDuu++W+ME8/9hOmTIFU6ZMKbTNw+8Fj7LC08PHF8g7xg/+W9y/fx/+/v4F2nl4eJS4/6SkJAghinxvyd9/RSnL8XqUc/KD5+N8Rb1X5OTkIC0trcg5SKVx7do1qFQqYy0LFizA5MmT8dprr+Gjjz6Cm5sbrK2t8f7775c6EEyaNAmLFi3CtGnTEBoaCmdnZ1hZWWH06NEWuzABQwVVuPj4+EK35Z808/8bFxdXoN3t27dhZWVl/Pa7bt26aNCgAXbt2gU/Pz+0adMGtWrVQvfu3fHGG2/gyJEjOHz4MGbNmvXIdY4aNQpLlizBX3/9hdWrVxfZzs3NDba2tgUmSz54f0V58Ng8vGLR7du3jc+V366oY13UxLrSPP+RI0cghDD5UJuQkACdTlfgtZb2g2/Xrl1hY2ODTZs24bXXXiu0Tf4E7YeX2SzqNebXW9W0Wi22bt2KGTNm4O233zZuz87ONo6zLavVq1fj/fffR2hoKHbs2IEWLVqUs1oyB/mTNGfNmgWDwYDVq1fDxsYG0dHRJu0K+8AIAI8//jgaNmyIDz/8ED169CgQvPPl/33+8ssvxfZYVtbvcOfOndG5c2fo9XocPXoUX3/9NcLDw+Hh4YHnn3++0Md07doVCoWi2HNDSdRqdYGFJIDCv/B58skn8eSTTyI7OxuHDx/GnDlzMHToUPj5+SEkJKTI58g/ttOnTy90fhmQN7H+QRX9xYCrq6vxw/qDCjtHPiz/A2tR77tAxb6XleV4lVdR7xVKpdKkd+ZR3bp1C8eOHUNoaChsbPI+Nq9atQpdunTB4sWLTdqmpqaWer+rVq3CSy+9hNmzZ5tsv3fvHmrVqlXmeuXE4U9U4dauXWvSVXjt2jUcOnTIuBJSw4YNUadOHaxZs8akXXp6On799VfjilD5wsLCsGfPHuzcudP4gbNBgwaoV68ePvjgA+Tm5pZ6kvaDQkJCMGrUKDz99NN4+umni2zXv39/XL58Ga6urmjTpk2B24Mf4B/+ZulRdevWDQAKLBMZHR2Nc+fOGSeSd+jQAWq1ukAYOnToULlWIOrevTvS0tIKXGvjp59+Mt5fFp6enhg1ahS2b99unBD4oIsXL2LevHlo0qRJgQmbZ86cMfZy5VuzZg0cHR2N1015+FvTyiRJEoQQxufMt2TJknJ3sbu4uGDXrl0ICgpC165dcfjw4XLtj8zHzJkzMWvWLPz8888YOnQodDpdgXNJcSH5vffew4ABAzB58uQi2/Tq1Qs2Nja4fPlyoeeq/N7nyvwdBvKG1LRv3x6LFi0CgGKHKXp6emL06NHYvn278TzzsMuXL+Ovv/4qch9+fn5ISEgw+cCdk5OD7du3F/kYlUqF0NBQzJs3DwCMq2MVdS5p2LAhAgMDcfLkySKPraOjY5HPVxFCQ0Nx+vRpkwn3QF4PZ0ns7e3Rvn17bNiwweS15fee5X+B96jM6Xht2LDBpAcjNTUVW7ZsQefOncu8THlmZiZGjx4NnU6HqVOnGrdLklTg7+evv/4qMCm8uPemwvaxbdu2RxqWZ27YU0GFOn36tHGVgwfVr1+/xDW2ExIS8PTTT2PMmDHQarWYMWMG1Go1pk+fDiCvC37+/Pl48cUX0b9/f7z66qvIzs7GJ598guTkZMydO9dkf927d8c333yDe/fu4YsvvjDZvmzZMjg7O5d6OdmH/fjjjyW2CQ8Px6+//oonnngCEydORLNmzWAwGHD9+nXs2LEDkydPRvv27QEATZs2xb59+7BlyxZ4eXnB0dHxkb6NadiwIV555RV8/fXXxpUrrl69ivfffx8+Pj6YOHEigLxvnaZMmYL//Oc/GD16NJ577jncuHEDM2fOLNfwp5deegmLFi3CiBEjcPXqVTRt2hQHDx7E7Nmz0bdv3zKFt3wLFizAhQsXMGzYMBw4cAADBgyASqXC4cOH8emnn8LR0RG//vprgZO/t7c3Bg4ciJkzZ8LLywurVq3Czp07MW/ePGP4rF+/PmxtbbF69WoEBQXBwcEB3t7exm79iuTk5IQnnngCn3zyCdzc3ODn54f9+/fjxx9/rJBvlxwdHREREYFBgwYZVwDr2rVr+Qsn2X3wwQewsrLC+++/DyEE1q5da/zmsyTDhg0rsFLcw/z8/PDhhx/i3XffxZUrV9C7d284Ozvjzp07iIqKgr29PWbNmlUpv8Pffvst9uzZg379+qFevXrIysoy9u6WdN5YsGABrly5gpEjR2L79u14+umn4eHhgXv37mHnzp1YtmwZ1q1bV+SyskOGDMEHH3yA559/Hm+99RaysrLw1VdfFQhIH3zwAW7evInu3bujbt26SE5OxpdffgmFQmG8uFtx55LvvvsOffr0Qa9evTBy5EjUqVMHiYmJOHfuHI4fP26y/HllCA8Px9KlS9GnTx98+OGH8PDwwJo1a3D+/HkApsPbCjNnzhz06NEDXbt2xZQpU6BUKvHNN9/g9OnTWLt2bZl6VszpeFlbW6NHjx6YNGkSDAYD5s2bh5SUlFKPZLh+/ToOHz4Mg8EArVaLEydOYOnSpbh27Ro+++wz9OzZ09i2f//++OijjzBjxgzjilwffvgh/P39TT47OTo6wtfXF//73//QvXt3uLi4GP/m+vfvj+XLl6NRo0Zo1qwZjh07hk8++cSyr6sk2xRxMkvFrf4EQPzwww/GtkWt/rRy5Uoxfvx4Ubt2baFSqUTnzp3F0aNHCzzXpk2bRPv27YVarRb29vaie/fu4s8//yzQLikpSVhZWQl7e3uRk5Nj3L569WoBQAwaNKhUr+3B1Z+KU9gKTmlpaeK9994TDRs2FEqlUmg0GtG0aVMxceJEER8fb2wXExMjHn/8cWFnZ2eyCtODq/s8qLDVgfR6vZg3b55o0KCBUCgUws3NTQwbNkzcuHHD5LEGg0HMmTNH+Pj4CKVSKZo1aya2bNkiQkNDy7z6kxBC3L9/X7z22mvCy8tL2NjYCF9fXzF9+nSRlZVl0g6AGDt2bInP86CcnByxaNEi0b59e+Hg4CBUKpVo2LChmDp1qrh3716B9r6+vqJfv37il19+EU2aNBFKpVL4+fkVWA1ECCHWrl0rGjVqJBQKhclqG0Wt/tSvX78C+yjsNRW2MsjNmzfFM888I5ydnYWjo6Po3bu3OH36dJF/E4+y+lO+7Oxs8cwzzwi1Wi22bdtW7OPJ/BT1Ny+EEB9//LHx3PXgOS1faVffeXj1p3ybNm0SXbt2FU5OTkKlUglfX1/x7LPPil27dhnblPZ3uLTnrsjISPH0008LX19foVKphKurqwgNDS121bQH6XQ6sWLFCtGtWzfh4uIibGxsRO3atUWfPn3EmjVrjCsFFbb6kxBC/Pbbb6JFixbC1tZWBAQEiIULFxb429+6davo06ePqFOnjlAqlcLd3V307dtX/PHHHyb7KupcIoQQJ0+eFIMHDxbu7u5CoVAIT09P0a1bN/Htt9+WeMwevO/h1Z8KOxcXtqrV6dOnRVhYmFCr1cLFxUW8/PLLYsWKFQKAOHnyZEmHWfzxxx+iW7duwt7eXtja2ooOHTqILVu2mLR5lNWfhKi841XUe/aIESOEvb19gXrnzZsnZs2aJerWrSuUSqVo2bKl2L59e4n15z8+/2ZtbS2cnZ1F69atRXh4eIHVtoTIOz9PmTJF1KlTR6jVatGqVSuxadOmQv/Ndu3aJVq2bClUKpUAYPz7SkpKEi+//LJwd3cXdnZ2olOnTuKPP/4o9Xu4OZKEKGRKOxGRGfDz80NwcLDxonRERGTqlVdewdq1a3H//n3j5Oaa5OrVq/D398cnn3xS5KRwqhoc/kRERERkAT788EN4e3sjICAAaWlp2Lp1K5YsWYL33nuvRgYKMi8MFUREREQWQKFQ4JNPPsHNmzeh0+kQGBiIBQsWFLtsL1FV4fAnIiIiIiIqFy4pS0RERERE5cJQQURERERE5cJQQURERERE5cKJ2qVkMBhw+/ZtODo6lukCMUREVDQhBFJTU+Ht7V3iRbwexvMzEVHlKe35maGilG7fvg0fHx+5yyAiqtZu3LjxyFeU5fmZiKjylXR+ZqgoJUdHRwB5B9TJyUnmaoiIqpeUlBT4+PgYz7WPgudnIqLKU9rzM0NFKeV3qTs5OfFNi4iokpRl+BLPz0REla+k8zMnahMRERERUbkwVBARERERUbkwVBARERERUbkwVBARERERUbkwVBARERERUbkwVBARERERUbkwVBARERERUbkwVBARERERUbkwVBARERERUbkwVBARERERUbkwVBARERERUbnYyF1Adac3CETFJiIhNQvujmq083eBtZUkd1lERERERBWGoaISRZyOw6wtZxGnzTJu89KoMWNAY/QO9pKxMiIiIiKiisPhT5Uk4nQcXl913CRQAEC8NguvrzqOiNNxMlVGRERERFSxGCoqgd4gMGvLWYhC7svfNmvLWegNhbUgIiIiIrIsDBWVICo2sUAPxYMEgDhtFqJiE6uuKCIiIiKiSsJQUQkSUosOFGVpR0RERERkzhgqKoG7o7pC2xERERERmTOGikrQzt8FXho1ilo4VkLeKlDt/F2qsiwiIiIiokrBUFEJrK0kzBjQGACKDBYzBjTm9SqIiIiIqFpgqKgkvYO9sHhYK3hqTIc42SqssHhYK16ngoiIiIiqDV78rhL1DvZCj8aeiIpNxMG/72LR3suoZatgoCAiIiKiaoU9FZXM2kpCSH1XjO36GKytJMSlZONWcqbcZRERERERVRiGiipip7RBsLcTACCa16cgIiIiomqEoaIKtfXLW+0p6ipDBRERERFVHwwVVajNP6HiKEMFEREREVUjDBVVqK2fMwDg4p00JKXnyFwNEREREVHFYKioQq4OKtSvbQ8AOHYtSeZqiIiIiIgqBkNFFcufVxHNIVBEREREVE0wVFQxhgoiIiIiqm4YKqpYfqg4dUuLrFy9zNUQEREREZUfQ0UV83GxhYeTCrl6gRPXk+Uuh4iIiIio3BgqqpgkSVxaloiIiIiqFYYKGbTjRfCIiIiIqBphqJBB/ryK49eSoNMbZK6GiIiIiKh8GCpk0NDTEY4qG6Tn6HE+PlXucoiIiIiIyoWhQgbWVhJa/3N1bS4tS0RERESWjqFCJrxeBRERERFVFwwVMskPFVGxSRBCyFwNEREREVHZMVTIpFldDZTWVriXlo1r9zPkLoeIiIiIqMwYKmSiVlijWV0NAC4tS0RERESWjaFCRm39eRE8IiIiIrJ8DBUyamtcASpJ5kqIiIiIiMqOoUJGreu5QJKA2HvpSEjNkrscIiIiIqIyYaiQkcZOgYYejgCAY+ytICIiIiILxVAhM+PSspxXQUREREQWiqFCZv9O1mZPBRERERFZJllDxcyZMyFJksnN09PTeL8QAjNnzoS3tzdsbW3RpUsXnDlzxmQf2dnZGDduHNzc3GBvb4+BAwfi5s2bJm2SkpIwfPhwaDQaaDQaDB8+HMnJyVXxEkuUP1n7zG0t0rJ1MldDRERERPToZO+paNKkCeLi4oy3U6dOGe+bP38+FixYgIULFyI6Ohqenp7o0aMHUlNTjW3Cw8OxceNGrFu3DgcPHkRaWhr69+8PvV5vbDN06FDExMQgIiICERERiImJwfDhw6v0dRbFS2OLus62MAjgxHX2VhARERGR5bGRvQAbG5PeiXxCCHzxxRd49913MWjQIADAihUr4OHhgTVr1uDVV1+FVqvFjz/+iJUrVyIsLAwAsGrVKvj4+GDXrl3o1asXzp07h4iICBw+fBjt27cHAPzwww8ICQnBhQsX0LBhw6p7sUVo6+eCm0m3EB2biM6BteUuh4iIiIjokcjeU3Hp0iV4e3vD398fzz//PK5cuQIAiI2NRXx8PHr27Glsq1KpEBoaikOHDgEAjh07htzcXJM23t7eCA4ONraJjIyERqMxBgoA6NChAzQajbFNYbKzs5GSkmJyqyycrE1ERERElkzWUNG+fXv89NNP2L59O3744QfEx8ejY8eOuH//PuLj4wEAHh4eJo/x8PAw3hcfHw+lUglnZ+di27i7uxd4bnd3d2ObwsyZM8c4B0Oj0cDHx6dcr7U4+fMqYm4kI0dnqLTnISIiIiKqDLKGij59+uCZZ55B06ZNERYWhm3btgHIG+aUT5Ikk8cIIQpse9jDbQprX9J+pk+fDq1Wa7zduHGjVK+pLB5zd4CznQJZuQacvq2ttOchIiIiIqoMsg9/epC9vT2aNm2KS5cuGedZPNybkJCQYOy98PT0RE5ODpKSkoptc+fOnQLPdffu3QK9IA9SqVRwcnIyuVUWSZLQxi9/aVkOgSIiIiIiy2JWoSI7Oxvnzp2Dl5cX/P394enpiZ07dxrvz8nJwf79+9GxY0cAQOvWraFQKEzaxMXF4fTp08Y2ISEh0Gq1iIqKMrY5cuQItFqtsY05yB8CFRXLFaCIiIiIyLLIuvrTlClTMGDAANSrVw8JCQn4z3/+g5SUFIwYMQKSJCE8PByzZ89GYGAgAgMDMXv2bNjZ2WHo0KEAAI1Gg5dffhmTJ0+Gq6srXFxcMGXKFONwKgAICgpC7969MWbMGHz33XcAgFdeeQX9+/c3i5Wf8uVP1j52LREGg4CVVfFDvIiIiIiIzIWsoeLmzZt44YUXcO/ePdSuXRsdOnTA4cOH4evrCwCYOnUqMjMz8cYbbyApKQnt27fHjh074OjoaNzH559/DhsbGwwePBiZmZno3r07li9fDmtra2Ob1atXY/z48cZVogYOHIiFCxdW7YstQRNvDdQKKyRl5OLy3TQEejiW/CAiIiIiIjMgCSGE3EVYgpSUFGg0Gmi12kqbX/HC94cReeU+Pn46GC+2962U5yAiMkflOcdWxfmZiKimKu051qzmVNR0+fMqjl7lvAoiIiIishwMFWakrf8/F8GL5QpQRERERGQ5GCrMSMt6zrC2knArORO3kzPlLoeIiIiIqFQYKsyIg8oGjb3yxqpF83oVRERERGQhGCrMTP7SsgwVRERERGQpGCrMDCdrExEREZGlYagwM23+6am4cCcV2oxcmashIiIiIioZQ4WZqe2oQoCbPYQAjl3nECgiIiIiMn8MFWaozT9DoKJiOQSKiIiIiMwfQ4UZyp+sfZSTtYmIiIjIAjBUmKH8UPHXTS2ycvUyV0NEREREVDyGCjPk62qH2o4q5OgNOHkjWe5yiIiIiIiKxVBhhiRJ+ndp2WucV0FERERE5o2hwkzlD4GKiuW8CiIiIiIybwwVZio/VBy/lgS9QchcDRERERFR0RgqzFSQlxMcVDZIzdbhfHyK3OUQERERERWJocJMWVtJaOWbN68imkOgiIiIiMiMMVSYsbb5oYKTtYmIiIjIjDFUmLG2/nnzKqJjEyEE51UQERERkXliqDBjLXxqQWEtISE1GzcSM+Uuh4iIiIioUAwVZkytsEbTOhoAQNRVzqsgIiIiIvPEUGHm8odAHWWoICIiIiIzxVBh5tr6/nMRPIYKIiIiIjJTDBVmro1f3gpQV+6m415atszVEBEREREVxFBh5mrZKdHAwwEAcPQql5YlIiIiIvPDUGEB2vr9s7Qsh0ARERERkRliqLAA7ThZm4iIiIjMGEOFBWjzT0/F6dspSM/WyVwNEREREZEphgoLUKeWLerUsoXeIBBzI1nucoiIiIiITDBUWIj8VaCiYjkEioiIiIjMC0OFheBkbSIiIiIyVwwVFiI/VJy4noxcvUHmaoiIiIiI/sVQYSEC3R2gsVUgM1ePM7dT5C6HiIiIiMiIocJCWFlJaPvPvAouLUtERERE5oShwoLkLy3LydpEREREZE4YKixI/ryKo9eSIISQuRoiIiIiojwMFRakaR0NVDZWSEzPweW76XKXQ0REREQEgKHCoihtrNDCpxYALi1LREREROaDocLC8HoVRERERGRuGCosTFt/hgoiIiIiMi8MFRamVb1asJKAG4mZiNdmyV0OERERERFDhaVxVCsQ5OUEgL0VRERERGQeGCosEOdVEBEREZE5YaiwQP+GiiSZKyEiIiIiYqiwSG39nQEA5+NToM3MlbkaIiIiIqrpGCoskLujGn6udhACOH6dvRVEREREJC+GCgvVJn8IVCznVRARERGRvBgqLFS7f0LFUc6rICIiIiKZMVRYqDZ+efMqYm4mI1unl7kaIiIiIqrJGCoslL+bPdwclMjRGfDXTa3c5RARERFRDcZQYaEkSUIbX16vgoiIiIjkx1Bhwdr6c7I2EREREcmPocKCGSdrX0uCwSBkroaIiIiIaiqGCgsW5OUIe6U1UrN0uHAnVe5yiIiIiKiGYqiwYDbWVmjlm7cKFOdVEBEREZFcGCos3L+TtXm9CiIiIiKSB0OFhWvr/09PRWwihOC8CiIiIiKqegwVFq6ljzNsrCTEp2ThZlKm3OUQERERUQ3EUGHhbJXWCK6jAcB5FUREREQkD4aKaqCdP+dVEBEREZF8GCqqgTZcAYqIiIiIZGQ2oWLOnDmQJAnh4eHGbUIIzJw5E97e3rC1tUWXLl1w5swZk8dlZ2dj3LhxcHNzg729PQYOHIibN2+atElKSsLw4cOh0Wig0WgwfPhwJCcnV8Grqhpt/rkI3t8JaUhMz5G5GiIiIiKqacwiVERHR+P7779Hs2bNTLbPnz8fCxYswMKFCxEdHQ1PT0/06NEDqan/XugtPDwcGzduxLp163Dw4EGkpaWhf//+0Ov1xjZDhw5FTEwMIiIiEBERgZiYGAwfPrzKXl9lc7FX4jF3BwDAUfZWEBEREVEVkz1UpKWl4cUXX8QPP/wAZ2dn43YhBL744gu8++67GDRoEIKDg7FixQpkZGRgzZo1AACtVosff/wRn332GcLCwtCyZUusWrUKp06dwq5duwAA586dQ0REBJYsWYKQkBCEhITghx9+wNatW3HhwgVZXnNlaOuXP6+CoYKIiIiIqpbsoWLs2LHo168fwsLCTLbHxsYiPj4ePXv2NG5TqVQIDQ3FoUOHAADHjh1Dbm6uSRtvb28EBwcb20RGRkKj0aB9+/bGNh06dIBGozG2qQ7a5V+vgpO1iYiIiKiK2cj55OvWrcPx48cRHR1d4L74+HgAgIeHh8l2Dw8PXLt2zdhGqVSa9HDkt8l/fHx8PNzd3Qvs393d3dimMNnZ2cjOzjb+nJKSUspXJY/8K2ufvqVFRo4OdkpZ/2mJiIiIqAaRrafixo0bmDBhAlatWgW1Wl1kO0mSTH4WQhTY9rCH2xTWvqT9zJkzxzixW6PRwMfHp9jnlFtdZ1t4adTQGQRirifLXQ4RERER1SCyhYpjx44hISEBrVu3ho2NDWxsbLB//3589dVXsLGxMfZQPNybkJCQYLzP09MTOTk5SEpKKrbNnTt3Cjz/3bt3C/SCPGj69OnQarXG240bN8r1eiubJEnGVaA4BIqIiIiIqpJsoaJ79+44deoUYmJijLc2bdrgxRdfRExMDAICAuDp6YmdO3caH5OTk4P9+/ejY8eOAIDWrVtDoVCYtImLi8Pp06eNbUJCQqDVahEVFWVsc+TIEWi1WmObwqhUKjg5OZnczF07P16vgoiIiIiqnmwD7x0dHREcHGyyzd7eHq6ursbt4eHhmD17NgIDAxEYGIjZs2fDzs4OQ4cOBQBoNBq8/PLLmDx5MlxdXeHi4oIpU6agadOmxonfQUFB6N27N8aMGYPvvvsOAPDKK6+gf//+aNiwYRW+4sqX31Nx/HoSdHoDbKxln4dPRERERDWAWc/mnTp1KjIzM/HGG28gKSkJ7du3x44dO+Do6Ghs8/nnn8PGxgaDBw9GZmYmunfvjuXLl8Pa2trYZvXq1Rg/frxxlaiBAwdi4cKFVf56KltDD0c4qW2QkqXD2bgUNKtbS+6SiIiIiKgGkIQQQu4iLEFKSgo0Gg20Wq1ZD4UatTwae84n4P3+jfFyJ3+5yyEiKpXynGMt5fxMRGSJSnuO5fiYaqZN/ryKWM6rICIiIqKqwVBRzbR74Mra7IQiIiIioqrAUFHNNK2rgdLGCvfTcxB7L13ucoiIiIioBmCoqGZUNtZo8c8EbS4tS0RERERVgaGiGjLOq+BF8IiIiIioCjBUVENt/f+dV0FEREREVNkYKqqh1r7OkCTg2v0MJKRkyV0OEREREVVzDBXVkJNagUaeeesIcwgUEREREVU2hopqqp1xXgWHQBERERFR5WKoqKba+HFeBRERERFVDYaKaqrtP6HiXFwKUrNyZa6GiIiIiKozhopqylOjho+LLQwCOH49We5yiIiIiKgaY6ioxvJ7K6JjOQSKiIiIiCoPQ0U11u6fUBHFeRVEREREVIkYKqqx/MnaJ28kI1unl7kaIiIiIqquGCqqsfq17eFir0S2zoDTt7Ryl0NERERE1RRDRTUmSRLa+OZfr4IXwSMiIiKiysFQUc218+dkbSIiIiKqXAwV1Vz+ClBHryXBYBAyV0NERERE1RFDRTXX2NsJtgpraDNzcSkhTe5yiIiIiKgaYqio5hTWVmjlWwsAl5YlIiIiosrBUFEDtPH9ZwgUQwURERERVQKGihqAk7WJiIiIqDIxVNQALXxqwdpKwm1tFm4lZ8pdDhERERFVMwwVNYC9ygbB3k4A2FtBRERERBWPoaKGyF9aNprzKoiIiIiogjFU1BBtGCqIiIiIqJIwVNQQbf2cAQAX76QhKT1H5mqIiIiIqDphqKghXB1UCKhtDwA4di1J5mqIiIiIqDphqKhB2nEIFBERERFVAoaKGoTzKoiIiIioMjBU1CD5PRWnbmmRlauXuRoiIiIiqi4YKmoQHxdbeDipkKsXOHE9We5yiIiIiKiaYKioQSRJMg6BOsohUERERERUQRgqapj8IVBRDBVEREREVEEYKmqYNv9cr+L4tSTo9AaZqyEiIiKi6oChooZp5OkER5UN0nP0OB+fKnc5RERERFQNMFTUMNZWElr/01vBpWWJiIiIqCIwVNRAbXm9CiIiIiKqQAwVNVB+qIiKTYIQQuZqiIiIiMjSMVTUQM3qaqC0tsK9tGxcu58hdzlEREREZOEYKmogtcIazepqAHBpWSIiIiIqP4aKGooXwSMiIiKiisJQUUO1889fASpJ5kqIiIiIyNIxVNRQreu5QJKA2HvpSEjNkrscIiIiIrJgDBU1lMZOgYYejgCAY+ytICIiIqJyYKiowYxLy3JeBRERERGVA0NFDdbmnytrH2VPBRERERGVA0NFDdbOP6+n4sxtLdKydTJXQ0RERESWiqGiBvPS2KJOLVsYBHDiOnsriIiIiKhsGCpquPzeiuhYzqsgIiIiorJhqKjhOFmbiIiIiMrLpqwPjI6Oxn//+19cv34dOTk5Jvdt2LCh3IVR1Wj7z2TtmBvJyNEZoLRhziQiIiKiR1OmT5Dr1q3D448/jrNnz2Ljxo3Izc3F2bNnsWfPHmg0moqukSrRY+4OcLZTICvXgNO3tXKXQ0REREQWqEyhYvbs2fj888+xdetWKJVKfPnllzh37hwGDx6MevXqVXSNVIkkSUJr37whUEc5BIqIiIiIyqBMoeLy5cvo168fAEClUiE9PR2SJGHixIn4/vvvK7RAqnzt/POGQEXFcgUoIiIiInp0ZQoVLi4uSE1NBQDUqVMHp0+fBgAkJycjIyOj4qqjKpE/WfvYtUQYDELmaoiIiIjI0pQpVHTu3Bk7d+4EAAwePBgTJkzAmDFj8MILL6B79+4VWiBVvibeGqgVVkjKyMXlu2lyl0NEREREFqZMqz8tXLgQWVlZAIDp06dDoVDg4MGDGDRoEN5///0KLZAqn9LGCi19nBF55T6iriYi0MNR7pKIiIiIyIKUKVS4uLgY/9/KygpTp07F1KlTK6woqnpt/fJCxdGrSXixva/c5RARERGRBSl1qEhJSYGTk5Px/4uT344sR9t/rqwdxStrExEREdEjKnWocHZ2RlxcHNzd3VGrVi1IklSgjRACkiRBr9dXaJFU+VrWc4aVBNxKzsTt5Ex417KVuyQiIiIishClDhV79uwxDnvau3dvhTz54sWLsXjxYly9ehUA0KRJE3zwwQfo06cPgLyQMmvWLHz//fdISkpC+/btsWjRIjRp0sS4j+zsbEyZMgVr165FZmYmunfvjm+++QZ169Y1tklKSsL48eOxefNmAMDAgQPx9ddfo1atWhXyOqoDB5UNmnhrcOqWFtFXE/Fkizpyl0REVOky07OQkZKJ3OxcpCWnw9ZBDZW9ChIAIfLehyAEsjNzYdDrYTAYoFApYa+xgz5XB4VKAaWtEhnaDOj1BuhzddDlGuBQyw4qOxUyUzOhUCmgUNkgIyXv/+2cbJGZmgXt/VRkpWVCqVbC1skW8bF3kZaUChcvZ6SnZuDErr+gTUiBg4s9rK2tkJmWhewsHdR2CmRn5EKykuBVvzb0uQI3L8Yh7ko8DAAkCGRqs5CdnQODwQAhBHKz9chIzURmciYgAEktwcbKGgYhYC0Bkg0g9IBBD+hy9IBB7n8Z82VllY7mnbV49rVEBLXRw95e7ooqX0YGcDFFjZWXgvC/uEAAznKXZHEcAdgpVLCykiD+OcHk6PTI0euhsbeDt70DElLTkJSdDRtJgr1SCQkCAoBaqUIdBwdIkJBj0ENjo0A2gOScbPg710L/wEZQ2VjjYtJ9eNo6oLG7O6ysrJCRmws7hQ2U1jbQCwEnlQpqG0WlvcZSh4rQ0FDj//v7+8PHx6dAb4UQAjdu3Cj1k9etWxdz587FY489BgBYsWIFnnzySZw4cQJNmjTB/PnzsWDBAixfvhwNGjTAf/7zH/To0QMXLlyAo2PeZOLw8HBs2bIF69atg6urKyZPnoz+/fvj2LFjsLa2BgAMHToUN2/eREREBADglVdewfDhw7Fly5ZS11oTtPVzYaggomovOzMb+9YfwoavtuFKzDW5y5GFyBLIhQ4AwLEFpePzWBb6Db+PXi8kws4hL3UZDHk3qzKtpWn+dAZg+01/zD0ZgrhMLuJSHqkAUnOzC70vLT0dt9LTTbYlZub++0NmBi5pC7+W2LE7cfjl/LlS19HOuw5GtGiFMP/6UPzzObmiSEKIR74wgbW1tXEo1IPu378Pd3f3cg1/cnFxwSeffIJRo0bB29sb4eHhmDZtGoC8XgkPDw/MmzcPr776KrRaLWrXro2VK1diyJAhAIDbt2/Dx8cHv/32G3r16oVz586hcePGOHz4MNq3bw8AOHz4MEJCQnD+/Hk0bNiwVHWlpKRAo9FAq9VW2zkjv5+Kw+urj6ORpyMiwp+QuxwiqkHKc459lMdeiP4b7/abA+294ucGEuWzshJ4ZcZtPD3mHnQ6wKZMS9xYpntZaozc3w/ntW5yl0IVzMdJg+VPPQP/WiX3OpX2HFumbJ0/d+JhaWlpUKvVZdkl9Ho91q1bh/T0dISEhCA2Nhbx8fHo2bOnsY1KpUJoaCgOHToEADh27Bhyc3NN2nh7eyM4ONjYJjIyEhqNxhgoAKBDhw7QaDTGNpSnzT8XwbtwJxXajNwSWhMRWZYLRy9jUugMpNxnoKDSEgj/5AaeevkegJoVKIQArCUBba5K7lKoEtxK0eKZn9fguja5wvb5SH8ekyZNAgBIkoT3338fdnZ2xvv0ej2OHDmCFi1aPFIBp06dQkhICLKysuDg4ICNGzeicePGxg/8Hh4eJu09PDxw7Vped3V8fDyUSiWcnZ0LtImPjze2ebhHBQDc3d2NbQqTnZ2N7Ox/u6lKWvGqOqjtqIK/mz1i76Xj2PVEdGvkUfKDiIgsQG5OLj4YOBe6XB0evX+eaqqw55LQ64XCh51Ud5IEOCpy8FXILjy3+2m5y6EKZgCQmp2N17dtxtYXhhfaWfCoHilUnDhxAkBeT8WpU6egVCqN9ymVSjRv3hxTpkx5pAIaNmyImJgYJCcn49dff8WIESOwf/9+4/2Fzdso6YU/3Ka4laqKMmfOHMyaNau0L6PaaOvnjNh76YiKTWKoIKJq4+CGKCTGJ8tdBlkUgWdfuwuDHrCq2KHnFsPGSqClawKaON/FmaTacpdDFUwvBM7du4tjcbfRxrv8c2kfKVTkr/o0cuRIfP3118bJ0uWhVCqNE7XbtGmD6OhofPnll8Z5FPHx8fDy8jK2T0hIMPZeeHp6IicnB0lJSSa9FQkJCejYsaOxzZ07dwo87927dwv0gjxo+vTpxp4ZIK+nwsfHpxyv1DK08XPBz0dv4uhVXq+CiKqPTV//BitrKxj0XNaISqdRqwz4B2XJXYbsdAYJw+qfwfSjXeQuhSqBtSThp5MnKiRUPPKcCp1Oh1WrVhmHIFU0IQSys7Ph7+8PT09P7Ny503hfTk4O9u/fbwwMrVu3hkKhMGkTFxeH06dPG9uEhIRAq9UiKirK2ObIkSPQarXGNoVRqVRwcnIyudUE7f6ZV/HXTS2ycrkmCBFZPoPBgHOHLzJQ0CMJbp8OXnYrr7cixOOW3GVQJdELgSO3Sr9ya3EeecqRjY0NfH19K+QCd++88w769OkDHx8fpKamYt26ddi3bx8iIiIgSRLCw8Mxe/ZsBAYGIjAwELNnz4adnR2GDh0KANBoNHj55ZcxefJkuLq6wsXFBVOmTEHTpk0RFhYGAAgKCkLv3r0xZswYfPfddwDylpTt379/qVd+qkl8Xe3g5qDEvbQcfLP3b4TUd0M7fxdYW5V/rB0RkRyy0rM5j4IemZ2DAcIAoIYOfXqQvQ0Xb6nO0nMr5t+3TOsYvPfee5g+fTpWrVplvCBeWdy5cwfDhw9HXFwcNBoNmjVrhoiICPTo0QMAMHXqVGRmZuKNN94wXvxux44dJsOuPv/8c9jY2GDw4MHGi98tX77ceI0KAFi9ejXGjx9vXCVq4MCBWLhwYZnrrs62n4lHWnbe2uVf7fkbX+35G14aNWYMaIzewV4lPJqIyPyo7JSQJDBY0CPJTLdCBcxdrRYydJV3wTSSn10FXRCvTNepaNmyJf7++2/k5ubC19cX9g9dTvL48eMVUpw5qQnXqYg4HYfXVx3Hw78Q+efUxcNaMVgQUaWo7OtUvNF2Gv4+EQthYLKg0glun4bPNl6WuwzZ6QwStlx/DG9FdZO7FKoE1pKEHgGP4Zt+A4tsU9rzc5l6Kp566qmyPIzMmN4gMGvL2QKBAgAE8oLFrC1n0aOxJ4dCEZHFeXpcX8wfyR5qKr3TR+xx428V6gRkV9srZpeGjZXA6r+byF0GVRK9EBjerEWF7KtMoWLGjBkV8uRkPqJiExGnLXqVCwEgTpuFqNhEhNR3rbrCiIgqQOjgECyevBzpSekwsLeCSkXCr9/VxoT5N+UuRDY6g4QLWhfEJBa83hdZPmtJgl8tZ3SoWzGrm5Y5eycnJ2PJkiWYPn06EhPzlh89fvw4bt3iCgGWKCG1dMvmlbYdEZE5UaqV+HDjVFhZW/07ppOoBBFrXHBgiwaGGrhwmBB5cynGR4aBfzTVjxUAtY0Ci/sNrJAL3+Xv85H99ddfaNCgAebNm4dPP/0UycnJAICNGzdi+vTpFVIYVS13R3WFtiMiMjfBnYIwd8f7sHO0lbsUshBCSJj3pi92rs+7FpauBi2CJElAhs4GDBTVk5udPf773PN4zKXiRp+UKVRMmjQJI0eOxKVLl6BW//shs0+fPjhw4ECFFUdVp52/C7w06iJPHRIAL40a7fzLvtoXEZHcmoc2wZprizH2y1Hw9OeQDiqZXidhweR6GNcnELt/dUZuzr/vlEJU71XFXFWZeKPRUWgUHKVQXTRydcO8sF7YN/JlNHKr2Kukl2n1J41Gg+PHj6N+/fpwdHTEyZMnERAQgGvXrqFhw4bIyqp+v3w1afUnAIVO2P6Wqz8RUSWp7NWfCiOEQGJ8MtK1GUiKS0JWZjYUKiVquTsZPykaDAK6HB2ys3Kgy9YhNycX9k52cHC2h7XCBiq1EjYKa2SmZyMjJRO6nBzodAY4u2ugVCuRm50LpVoBKxtrZKVlQalWwNHVESn3U3Hn6l2kJKbCoZYDJCsg7sodpCelo5ZHLdy5dgcxe89Be08LpZ0CChsFstKzoNfpYWVthVy9DiqVGk4udpCsrXH74m2kJqYhR6eDlZCQq9NBn6uHQQgg/7JS1fjDb1VS2Wai9RNp6DIoGa27ZsDBQe6KKl9GNhBz3xW/XgnEjtt+yIRG7pKqHTsAOQB0D2yT/rnZALC1toFKoYABAgoB5AoD9ABcbe3Q57EGsFUpcTslBRq1LTr7+EClVCIrVweVjTVsbRRQWFvDSaWGm53dI9dWqas/qdVqpKSkFNh+4cIF1K5dsamHqk7vYC8sHtYKs7acLTBp29NJjbAgD5kqIyKqeJIkwdXLGa5ezqjXqE6VPretvRoe9UzfL5s/YbrCzlCOJiYz4QCgky/QqZXclZA5K1OoePLJJ/Hhhx/i559/BpB3Yr5+/TrefvttPPPMMxVaIFWt3sFe6NHYE1GxiUhIzYK9ygaTf45BfEoWfj56E0Pb15O7RCIiIiIyM2WaU/Hpp5/i7t27cHd3R2ZmJkJDQ/HYY4/B0dERH3/8cUXXSFXM2kpCSH1XPNmiDsKCPDChewMAwIKdF5GerSvh0URERERU05Spp8LJyQkHDx7Enj17cPz4cRgMBrRq1QphYWEVXR+ZgWEdfLEi8iqu3c/AdweuYFKPBnKXRERERERmpEyhIl+3bt3QrRsv217dKW2sMK13I7yx+jh+OHAFL7avBw8nLi1LRERERHnKHCp2796N3bt3IyEhAYaHrgqzdOnSchdG5qVPsCda1auF49eTsWDHRcx7tpncJRERERGRmSjTnIpZs2ahZ8+e2L17N+7du4ekpCSTG1U/kiTh3X5BAID/HruB8/EFV/8iIiIiopqpTD0V3377LZYvX47hw4dXdD1kxlr7uqBPsCd+Px2POb+dx4pR7eQuiYiIiIjMQJl6KnJyctCxY8eKroUswLTejWBjJWH/xbs4eOme3OUQERERkRkoU6gYPXo01qxZU9G1kAXwc7PHsA6+AICPfzsHvYGXaCUiIiKq6co0/CkrKwvff/89du3ahWbNmkGhUJjcv2DBggopjszT+O6B+PX4TZyLS8HGE7fwbOu6cpdERERERDIqU6j466+/0KJFCwDA6dOnK7IesgAu9kqM7foY5v5+Hp/tuIB+Tb1gq7SWuywiIiIikkmZQsXevXsrug6yMCM7+mFl5DXcSs7E0j9jMbbrY3KXREREREQyeaRQMWjQoBLbSJKEX3/9tcwFkWVQK6zxVq+GCF8fg8X7LmNIWx+4OajkLouIiIiIZPBIE7U1Gk2JNycnp8qqlczMwObeCK7jhLRsHb7cdUnucoiIiIhIJo/UU7Fs2bLKqoMskJWVhHf6BmHoD0ewJuo6Rj7uh/q1HeQui4iIiIiqWJmWlCXK17G+G7o3cofeIDD39/Nyl0NEREREMmCooHKb3rcRrK0k7Dx7B1GxiXKXQ0RERERVjKGCyu0xd0cMaesDAPh421kYeEE8IiIiohqFoYIqRHhYIOyV1jh5U4utp+LkLoeIiIiIqhBDBVUId0c1Xg2tDwCYH3Ee2Tq9zBURERERUVVhqKAKM7qzP9wdVbiZlImfDl2TuxwiIiIiqiIMFVRh7JQ2mNKzIQDg6z2XkJyRI3NFRERERFQVGCqoQj3Tui4aeToiJUuHr/f8LXc5RERERFQFGCqoQllbSZjeNwgA8FPkVVy/nyFzRURERERU2RgqqMKFNqiNzoFuyNULzN/OC+IRERERVXcMFVQppvcJgiQBW/+Kw4nrSXKXQ0RERESViKGCKkVjbyc806ouAGD2b+cgBC+IR0RERFRdMVRQpZncswHUCitEX03C9jN35C6HiIiIiCoJQwVVGi+NLUZ3CgAAzIs4j1y9QeaKiIiIiKgyMFRQpXo1NACu9krE3kvHmiPX5S6HiIiIiCoBQwVVKke1AuE9GgAAvtx9CSlZuTJXREREREQVjaGCKt3zbX0QUNseiek5WLzvstzlEBEREVEFY6igSqewtsL0PnkXxFt6MBa3kzNlroiIiIiIKhJDBVWJsCB3tPN3QbbOgE93XJC7HCIiIiKqQAwVVCUkScK7ffN6KzaeuIXTt7QyV0REREREFYWhgqpMc59aGNjcG0LwgnhERERE1QlDBVWpt3o1hNLaCocu38e+C3flLoeIiIiIKgBDBVUpHxc7jHzcD0Beb4WOF8QjIiIisngMFVTlxnZ5DBpbBS4lpOG/x27KXQ4RERERlRNDBVU5jZ0C47sHAgAW7LyI9GydzBURERERUXkwVJAshnfwRT0XO9xNzcYPf1yRuxwiIiIiKgeGCpKF0sYK03o3AgB8t/8KElKyZK6IiIiIiMqKoYJk07epJ1rWq4XMXD0+33VR7nKIiIiIqIwYKkg2D14Qb330DVy8kypzRURERERUFgwVJKs2fi7o3cQTBgHM+e2c3OUQERERURkwVJDspvVpBBsrCXsv3MWff9+TuxwiIiIiekQMFSQ7fzd7DOvgCyDvgngGg5C5IiIiIiJ6FAwVZBbGdw+Eo8oGZ26nYFPMLbnLISIiIqJHwFBBZsHFXok3uj4GAPh0+wVk5eplroiIiIiISouhgszG/z3uB2+NGre1WVj6Z6zc5RARERFRKTFUkNlQK6zxVu+GAIBv9l7G/bRsmSsiIiIiotJgqCCz8mTzOgiu44S0bB2+2n1J7nKIiIiIqBQYKsisWFlJeKdP3gXxVh+5jit302SuiIiIiIhKwlBBZqfjY27o1sgdOoPAvIjzcpdDRERERCVgqCCzNL1PI1hJwPYzdxAVmyh3OURERERUDFlDxZw5c9C2bVs4OjrC3d0dTz31FC5cuGDSRgiBmTNnwtvbG7a2tujSpQvOnDlj0iY7Oxvjxo2Dm5sb7O3tMXDgQNy8edOkTVJSEoYPHw6NRgONRoPhw4cjOTm5sl8ilVGghyOGtK0HIO+CeELwgnhERERE5krWULF//36MHTsWhw8fxs6dO6HT6dCzZ0+kp6cb28yfPx8LFizAwoULER0dDU9PT/To0QOpqanGNuHh4di4cSPWrVuHgwcPIi0tDf3794de/++1DoYOHYqYmBhEREQgIiICMTExGD58eJW+Xno0E3sEwk5pjZgbydh2Kk7ucoiIiIioCJIwo6+A7969C3d3d+zfvx9PPPEEhBDw9vZGeHg4pk2bBiCvV8LDwwPz5s3Dq6++Cq1Wi9q1a2PlypUYMmQIAOD27dvw8fHBb7/9hl69euHcuXNo3LgxDh8+jPbt2wMADh8+jJCQEJw/fx4NGzYssbaUlBRoNBpotVo4OTlV3kEgE1/uuoTPd12Ej4stdk0KhcrGWu6SiKgSlOccy/MzEVHlKe051qzmVGi1WgCAi4sLACA2Nhbx8fHo2bOnsY1KpUJoaCgOHToEADh27Bhyc3NN2nh7eyM4ONjYJjIyEhqNxhgoAKBDhw7QaDTGNg/Lzs5GSkqKyY2q3pgn/OHuqMKNxEysjLwmdzlEREREVAizCRVCCEyaNAmdOnVCcHAwACA+Ph4A4OHhYdLWw8PDeF98fDyUSiWcnZ2LbePu7l7gOd3d3Y1tHjZnzhzj/AuNRgMfH5/yvUAqEzulDSb3bAAA+HrP39Bm5MpcERERERE9zGxCxZtvvom//voLa9euLXCfJEkmPwshCmx72MNtCmtf3H6mT58OrVZrvN24caM0L4MqwbOtfdDQwxHazFws3MsL4hERERGZG7MIFePGjcPmzZuxd+9e1K1b17jd09MTAAr0JiQkJBh7Lzw9PZGTk4OkpKRi29y5c6fA8969e7dAL0g+lUoFJycnkxvJw9pKwvS+jQAAKw5dw43EDJkrIiIiIqIHyRoqhBB48803sWHDBuzZswf+/v4m9/v7+8PT0xM7d+40bsvJycH+/fvRsWNHAEDr1q2hUChM2sTFxeH06dPGNiEhIdBqtYiKijK2OXLkCLRarbENmbfQBrXR6TE35OgNmL/9QskPICIiIqIqI2uoGDt2LFatWoU1a9bA0dER8fHxiI+PR2ZmJoC8IUvh4eGYPXs2Nm7ciNOnT2PkyJGws7PD0KFDAQAajQYvv/wyJk+ejN27d+PEiRMYNmwYmjZtirCwMABAUFAQevfujTFjxuDw4cM4fPgwxowZg/79+5dq5SeSnyTl9VZIErDl5G3E3EiWuyQiIiIi+oesoWLx4sXQarXo0qULvLy8jLf169cb20ydOhXh4eF444030KZNG9y6dQs7duyAo6Ojsc3nn3+Op556CoMHD8bjjz8OOzs7bNmyBdbW/y4/unr1ajRt2hQ9e/ZEz5490axZM6xcubJKXy+VTxNvDQa1zBseN3sbL4hHREREZC7M6joV5ozroJuHOG0munyyD9k6A74f3ho9m3jKXRIRVQBep4KIyDxZ5HUqiEripbHF6M55c2/m/n4euXqDzBUREREREUMFWZzXQuvD1V6JK/fSsS7qutzlEBEREdV4DBVkcRzVCoSHBQIAvth1CalZvCAeERERkZwYKsgiPd+uHgLc7HE/PQff7r8sdzlERERENRpDBVkkhbUV3u6Td0G8JX/E4nZypswVEREREdVcDBVksXo09kA7Pxdk6wz4dPsFRF6+j//F3ELk5fvQG7ioGREREVFVsZG7AKKykiQJ7/QLwlOL/sSGE7ew4cQt431eGjVmDGiM3sFeMlZIREREVDOwp4IsWry28GFP8dosvL7qOCJOx1VxRUREREQ1D0MFWSy9QWDWlrOF3pc/+GnWlrMcCkVERERUyRgqyGJFxSYiTptV5P0CQJw2C1GxiVVXFBEREVENxFBBFishtehAUZZ2RERERFQ2DBVksdwd1RXajoiIiIjKhqGCLFY7fxd4adSQimnj6aRCO3+XKquJiIiIqCZiqCCLZW0lYcaAxgBQZLBQKayRmpVbdUURERER1UAMFWTRegd7YfGwVvDUmA5xcnNQwUFlg2v3MzD0hyO4n5YtU4VERERE1R8vfkcWr3ewF3o09kRUbCISUrPg7qhGO38XXL6bhqE/HMHZuBS88MNhrBrdnvMriIiIiCoBeyqoWrC2khBS3xVPtqiDkPqusLaS0MDDEetf7QAPJxUu3knD898fRnwxS9ASERERUdkwVFC1Vr+2A35+NQR1atniyt10DPk+EreSC78KNxERERGVDUMFVXu+rvZY/2oH1HOxw7X7GRj8bSSu38+QuywiIiKiaoOhgmqEus52WP9qBwS42eNWciaGfB+J2HvpcpdFREREVC0wVFCN4aWxxbpXOiDQ3QFx2iwM/i4Sl+6kyl0WERERkcVjqKAaxd1JjXWvdEAjT0fcTc3G898fxrm4FLnLIiIiIrJoDBVU47g6qLB2TAcE13HC/fQcvPDDYZy+pZW7LCIiIiKLxVBBNZKzvRKrR3dAC59aSM7IxdAfDuPE9SS5yyIiIiKySAwVVGNpbBVYNbo92vo5IyVLh+E/RiH6aqLcZRERERFZHIYKqtEcVDZYMaodQgJckZatw4ilUTh0+Z7cZRERERFZFIYKqvHslDZY9n9t8USD2sjI0eP/lkXjwMW7cpdFREREZDEYKogAqBXW+H54a3Rv5I5snQGjVxzFnvN35C6LiIiIyCIwVBD9Q62wxuJhrdG7iSdy9Aa8uvIYIk7Hy10WERERkdljqCB6gNLGCguHtsSA5t7I1QuMXXMcW07elrssIiIiIrPGUEH0EBtrK3wxpAUGtaoDvUFgwroT2HD8ptxlEREREZkthgqiQlhbSfj02eZ4vq0PDAKY/N+TWB99Xe6yiIiIiMwSQwVREaysJMx+uileCvGFEMC0X09hZeRVucsiIiIiMjsMFUTFsLKSMGtgE4zu5A8AeP9/Z/DjwViZqyIiIiIyLwwVRCWQJAnv9gvCG13qAwA+2noWi/ddlrkqIiIiIvPBUEFUCpIk4a1eDTExrAEAYF7EeXy56xKEEDJXRkRERCQ/hgqiUpIkCRPCAjG1d0MAwOe7LuLTHRcYLIiIiKjGY6ggekRvdHkM7/ULAgAs2nsZs387x2BBRERENRpDBVEZjO4cgI+ebAIA+OGPWMzcfAYGA4MFERER1UwMFURlNDzED3MHNYUkASsir+HdTacYLIiIiKhGYqggKofn29XDZ881h5UErI26gbd++Qt6BgsiIiKqYRgqiMppUKu6+PL5lrC2kvDr8ZuYuD4GOr1B7rKIiIiIqgxDBVEFGNDcG4uGtoLCWsLmk7cxbu0J5OgYLIiIiKhmYKggqiC9gz3x7bDWUFpb4ffT8Xhj9TFk6/Ryl0VERERU6RgqiCpQ9yAPLBnRBiobK+w6l4AxPx1DVi6DBREREVVvDBVEFeyJBrWx7P/awlZhjQMX72LU8mhk5OjkLouIiIio0jBUEFWCjvXd8NPL7eCgssGhy/cxcmk00rIZLIiIiKh6YqggqiRt/Vyw8uV2cFTbIOpqIob/eATazFy5yyIiIiKqcAwVRJWoZT1nrB3TAbXsFDhxPRnDlhxBckaO3GURERERVSiGCqJKFlxHg7VjOsDVXolTt7R4/vvDuJ+WDb1BIPLyffwv5hYiL9/nRfOIiIjIYtnIXQBRTRDk5YR1r3TA0CVHcD4+Ff2/Ogi9EEhIzTa28dKoMWNAY/QO9pKxUiIiIqJHx54KoioS6OGI9a90QC1bBeJSskwCBQDEa7Pw+qrjiDgdJ1OFRERERGXDUEFUhXxd7aGwLvzPLn/w06wtZzkUioiIiCwKQwVRFYqKTcTdtOwi7xcA4rRZiIpNrLqiiIiIiMqJoYKoCiWkZlVoOyIiIiJzwFBBVIXcHdWlahd9NRFZufpKroaIiIioYjBUEFWhdv4u8NKoIZXQbtXh6+g8fy+W/xnLcEFERERmj6GCqApZW0mYMaAxABQIFtI/t+Ed6qFOLVvcTc3GzC1n0eWTfVh5+BqydQwXREREZJ4YKoiqWO9gLywe1gqeGtOhUJ4aNRYPa4WPnmqKvVO64OOng+GlUSM+JQvvbzqNbp/ux9qo68jVG2SqnIiIiKhwkhCCa1eWQkpKCjQaDbRaLZycnOQuh6oBvUEgKjYRCalZcHdUo52/C6ytTPsvsnV6rI++gUV7/8adlLxVo+o622J8t0AMalUHNkUsT0tkacpzjuX5mYio8pT2HMtQUUp80yI5ZeXqsebIdXyz7zLu/bMkra+rHSZ0D8TA5t4MF2TxGCqIiMxTac+xsn4SOXDgAAYMGABvb29IkoRNmzaZ3C+EwMyZM+Ht7Q1bW1t06dIFZ86cMWmTnZ2NcePGwc3NDfb29hg4cCBu3rxp0iYpKQnDhw+HRqOBRqPB8OHDkZycXMmvjqjiqBXWGNXJH39M7Yr3+gXB1V6Ja/czMOnnk+j5+QH8L+YWL5hHREREspE1VKSnp6N58+ZYuHBhoffPnz8fCxYswMKFCxEdHQ1PT0/06NEDqampxjbh4eHYuHEj1q1bh4MHDyItLQ39+/eHXv/vpNahQ4ciJiYGERERiIiIQExMDIYPH17pr4+ootkqrTG6cwD+mNYVb/dpBGc7Ba7cS8eEdTHo9cUBbP3rNgwMF0RERFTFzGb4kyRJ2LhxI5566ikAeb0U3t7eCA8Px7Rp0wDk9Up4eHhg3rx5ePXVV6HValG7dm2sXLkSQ4YMAQDcvn0bPj4++O2339CrVy+cO3cOjRs3xuHDh9G+fXsAwOHDhxESEoLz58+jYcOGpaqP3etkjtKydVhx6Cq+P3AF2sxcAEBDD0dM7BGIno09YWVV0uK1ROaBw5+IiMyTRQx/Kk5sbCzi4+PRs2dP4zaVSoXQ0FAcOnQIAHDs2DHk5uaatPH29kZwcLCxTWRkJDQajTFQAECHDh2g0WiMbYgslYPKBmO7PoY/pnXFxLAGcFTb4MKdVLy26jj6f30QO8/egZl8b0BERETVmNmGivj4eACAh4eHyXYPDw/jffHx8VAqlXB2di62jbu7e4H9u7u7G9sUJjs7GykpKSY3InPlpFZgQlggDk7thvHdHoODygZn41Iw5qejGLjwT+w9n8BwQURERJXGbENFPkkyHb4hhCiw7WEPtymsfUn7mTNnjnFit0ajgY+PzyNWTlT1NHYKTOrZEH9M7Yo3utSHndIap25p8X/Lo/H0N4dw4OJdhgsiIiKqcGYbKjw9PQGgQG9CQkKCsffC09MTOTk5SEpKKrbNnTt3Cuz/7t27BXpBHjR9+nRotVrj7caNG+V6PURVydleiam9G+GPqV3x6hMBUCusEHMjGS8tjcJz30biz7/vMVwQERFRhTHbUOHv7w9PT0/s3LnTuC0nJwf79+9Hx44dAQCtW7eGQqEwaRMXF4fTp08b24SEhECr1SIqKsrY5siRI9BqtcY2hVGpVHBycjK5EVkaVwcVpvcNwh9Tu+HlTv5Q2Vjh6LUkvLjkCIZ8fxiHr9yXu0QiIiKqBmzkfPK0tDT8/fffxp9jY2MRExMDFxcX1KtXD+Hh4Zg9ezYCAwMRGBiI2bNnw87ODkOHDgUAaDQavPzyy5g8eTJcXV3h4uKCKVOmoGnTpggLCwMABAUFoXfv3hgzZgy+++47AMArr7yC/v37l3rlJyJLV9tRhff7N8YrTwRg8b7LWHPkOqJiE/H894fx+GOumBjWAG38XOQuk4iIiCyUrEvK7tu3D127di2wfcSIEVi+fDmEEJg1axa+++47JCUloX379li0aBGCg4ONbbOysvDWW29hzZo1yMzMRPfu3fHNN9+YzIFITEzE+PHjsXnzZgDAwIEDsXDhQtSqVavUtXLJQqpO4rSZWLT3b6yPvoFcfd4p4IkGtTExLBAt6zmX8GiiisclZYmIzFNpz7Fmc50Kc8c3LaqObiZlYNHev/Hfozeh++eieV0b1sbEHg3QrG4teYujGoWhgojIPFn8dSqIqPLVdbbDnEHNsHdKFwxuUxfWVhL2XriLgQv/xOgVR3Hmttakvd4gEHn5Pv4XcwuRl+9Dz6t3ExEREdhTUWr8Joxqgth76fh69yVsirmF/LzQu4knwnsE4uq9dMzachZx2ixjey+NGjMGNEbvYC+ZKqbqgj0VRETmicOfKhjftKgm+TshDV/tvoQtf91GcWeI/Cu9LB7WisGCyoWhgojIPHH4ExGV2WPuDvjqhZbYHv4E+jb1LLJdft6YteUsh0IRERHVYAwVRFSkBh6OGN7Br9g2AkCcNgtRsYlVUhMRERGZH4YKIipWQmpWyY0ALPnjCk7eSOaVuomIiGogWS9+R0Tmz91RXap2u88nYPf5BNR1tkXfpl7o29QLzetqIElSyQ8mIiIii8ZQQUTFaufvAi+NGvHaLBTWByEBqGWnQEh9V+w9fxc3kzLx/YEr+P7AFdSpZYu+TT3Rr5k3AwYREVE1xlBBRMWytpIwY0BjvL7qOCTAJFjkR4Q5g5qid7AXMnP02HchAdtOxWHP+QTcSs7ED3/E4oc/Yo0Bo29TL7TwqcWAQUREVI1wSdlS4pKFVNNFnI57pOtUZObosf9iArb+lRcwMnL0xvvq1LJFn2BP9G3mhZYMGAQuKUtEZK54nYoKxjctorwrakfFJiIhNQvujmq083eBtVXJgSArN78HIx67z90xCRjeGjX6/DMHo6VPLViVYn9U/TBUEBGZJ4aKCsY3LaKKkRcw7uK3U3HYfe4O0h8IGF4aNfoEe6FfMwaMmoahgojIPDFUVDC+aRFVvKxcPfZfzAsYu84WFTA80dLHmQGjmmOoICIyT6U9x3KiNhHJRq2wRq8mnujVxBNZuXocuHgX207FYfe5BMRps7D0z1gs/TMWnk5q9GnqiX5NvdCqHgMGERGRuWGoICKzoFZYo2cTT/R8IGD8dioOu84lID4lC8v+vIplf16Fp5MavYM90a+ZF1ozYBAREZkFhgoiMjsPB4w/Lt0zDpGKT8nC8kNXsfzQVXg4qYxzMIoKGGWdXE5ERESlx1BBRGZNrbBGj8Ye6NHYA9k6Pf64mBcwdp69gzsp2QUCRt+mXmjjmxcwHnUZXCIiIiobTtQuJU4EJDIv2To9Dl66h21/5QWM1Gyd8T53RxUaezlh38W7BR6X30exeFgrBgszwonaRETmiRO1iahaU9lYo3uQB7oHefwbMP7pwUhIzUZCasFAAeRdEVwCMGvLWfRo7MmhUERERBWAoYKILN7DAePHP65g/vaLRbYXAOK0Wdh5Np69FURERBWAoYKIqhWVjTXqONuVqu1rq46jfm17tPN3RYcAF7Tzd4GXxraSKyQiIqp+GCqIqNpxd1SXuu3lu+m4fDcda6OuAwDqudihnX9ewOjg7wofF1tIEodIERERFYehgoiqnbweBzXitVkobCUKCYCnRo2t4zrh2LUkRMUmIupqIk7f0uJ6YgauJ2bgl2M3AQCeTnnL0LYPcEF7fxfUr+3AkEFERPQQhgoiqnasrSTMGNAYr686DgkwCRb5cWDGgMZwdVAZr4cBAKlZucaQcSQ2EX/dTEZ8ShY2n7yNzSdvAwBc7ZXGnoz2/q5o5OnIC/AREVGNxyVlS4lLFhJZnvJepyIzR48TN5Jw5EoiomITcfx6ErJ1BpM2TmobtPXL68lo5++KJt5OUFhbVfhrqe64pCwRkXkq7TmWoaKU+KZFZJkq8ora2To9Tt3U4sg/PRnHriYiPUdv0sZOaY3Wvs5o7++C9gGuaFZXA5WNtSz1WhKGCiIi88RQUcH4pkVED9PpDTgbl4IjV/JCRvTVRGgzc03aKG2s0NKnFtoHuKK9vwta1qsFO2XhI09r8hXAGSqIiMwTQ0UF45sWEZXEYBC4cCf1nzkZ9xEVm4h7aTkmbWysJDSrq0E7/7yQ0drPGU5qBSJOx+H1VccLTCyvKVcAZ6ggIjJPDBUVjG9aRPSohBC4ci/9nzkZ93EkNtGkFwIArCQgyMsRV+9lFBhKlS9/taqD07pV26FQDBVEROaptOdYrv5ERFRJJElC/doOqF/bAUPb14MQAjeTMvPmZFy5j6iribh2PwNnbqcWu5/8K4BHxSYipL5r1RRPRET0CBgqiIiqiCRJ8HGxg4+LHZ5tXRcAEK/Nwjf7/sZPkddKfPzkn2PQol4tBLg5IKC2PQJqO8DfzR4aW0Vll05ERFQshgoiIhl5atToE+xVqlBxW5uF26fiC2x3c1Aag4a/W17YCKhtj3oudlzeloiIqgRDBRGRzEpzBfDajirMebopYu+n48q9dFy5m4Yrd9ORkJqNe2k5uJeWd1XwB1lbSajnYocAN3tjz0aAmz38a9ujtoOqwq4MXlOXwSUion8xVBARyaw0VwD/8Mkm6N7Yo8Bj07J1iL2bjiv30nD5bl7YiL2Xjth76cjI0Rv/f/d508c5qmxMhlAF1LZHgFve/9sqS39djZq8DC4REf2Lqz+VElcXIaLKVpEf0IUQiE/JwpW7pj0bV+6l4WZSJoo783tr1MYhVHk9G3k9HHVq2cLqgR6IilwGl6s/ERGZJy4pW8H4pkVEVaEqhhJl5epxPTEDV+7m926kI/ZeGq7cS0dyRm6Rj1PZWMHfLW/ehp+bHdYcuVHgYn/5HnUZXIYKIiLzxCVliYgskLWVVOnLxqoV1mjg4YgGHo4F7ktMz3mgV+OfHo576bh2Px3ZOgPOx6fifHzxS+ACXAaXiKimYaggIiIjF3slXOxd0MbPxWS7Tm/AreRMXLmbjst307DnfAIOXb5f4v4SUrNKbENERJaPoYKIiEpkY20FX1d7+Lrao2sjdzTx1pQqVLg7qqugOiIikhsXMCciokeWvwxuUbMlJORNMm/n71JECyIiqk4YKoiI6JHlL4MLoECwyP95xoDGvF4FEVENwVBBRERl0jvYC4uHtYKnxnSIk6dG/UjLyRIRkeXjnAoiIiqz3sFe6NHYk1fUJiKq4RgqiIioXKpiGVwiIjJvHP5ERERERETlwlBBRERERETlwlBBRERERETlwlBBRERERETlwlBBRERERETlwlBBRERERETlwlBBRERERETlwlBBRERERETlwlBBRERERETlwlBBRERERETlwlBBRERERETlYiN3AZZCCAEASElJkbkSIqLqJ//cmn+ufRQ8PxMRVZ7Snp8ZKkopNTUVAODj4yNzJURE1Vdqaio0Gs0jPwbg+ZmIqDKVdH6WRFm+FqqBDAYDbt++DUdHR0iS9EiPTUlJgY+PD27cuAEnJ6dKqrBiseaqwZqrhqXVbGn1AuWvWQiB1NRUeHt7w8rq0Ubmluf8XJks8d+xMvF4mOLxMMXjUZC5HJPSnp/ZU1FKVlZWqFu3brn24eTkZHF/KKy5arDmqmFpNVtavUD5an7UHop8FXF+rkyW+O9YmXg8TPF4mOLxKMgcjklpzs+cqE1EREREROXCUEFEREREROXCUFEFVCoVZsyYAZVKJXcppcaaqwZrrhqWVrOl1QtYZs2VjcfEFI+HKR4PUzweBVnaMeFEbSIiIiIiKhf2VBARERERUbkwVBARERERUbkwVBARERERUbkwVFSiOXPmoG3btnB0dIS7uzueeuopXLhwQe6yirV48WI0a9bMuCZySEgIfv/9d7nLKrU5c+ZAkiSEh4fLXUqxZs6cCUmSTG6enp5yl1WsW7duYdiwYXB1dYWdnR1atGiBY8eOyV1Wkfz8/AocY0mSMHbsWLlLK5JOp8N7770Hf39/2NraIiAgAB9++CEMBoPcpRUrNTUV4eHh8PX1ha2tLTp27Ijo6Gi5y5LNxx9/jI4dO8LOzg61atUqtM3169cxYMAA2Nvbw83NDePHj0dOTk7VFlqFvvnmG/j7+0OtVqN169b4448/5C6pyhw4cAADBgyAt7c3JEnCpk2bTO4XQmDmzJnw9vaGra0tunTpgjNnzshTbBUozWejmnRMSvrcZUnHgqGiEu3fvx9jx47F4cOHsXPnTuh0OvTs2RPp6elyl1akunXrYu7cuTh69CiOHj2Kbt264cknnzTbX+AHRUdH4/vvv0ezZs3kLqVUmjRpgri4OOPt1KlTcpdUpKSkJDz++ONQKBT4/fffcfbsWXz22WdFfmAyB9HR0SbHd+fOnQCA5557TubKijZv3jx8++23WLhwIc6dO4f58+fjk08+wddffy13acUaPXo0du7ciZUrV+LUqVPo2bMnwsLCcOvWLblLk0VOTg6ee+45vP7664Xer9fr0a9fP6Snp+PgwYNYt24dfv31V0yePLmKK60a69evR3h4ON59912cOHECnTt3Rp8+fXD9+nW5S6sS6enpaN68ORYuXFjo/fPnz8eCBQuwcOFCREdHw9PTEz169EBqamoVV1o1SvPZqCYdk5I+d1nUsRBUZRISEgQAsX//frlLeSTOzs5iyZIlcpdRrNTUVBEYGCh27twpQkNDxYQJE+QuqVgzZswQzZs3l7uMUps2bZro1KmT3GWUy4QJE0T9+vWFwWCQu5Qi9evXT4waNcpk26BBg8SwYcNkqqhkGRkZwtraWmzdutVke/PmzcW7774rU1XmYdmyZUKj0RTY/ttvvwkrKytx69Yt47a1a9cKlUoltFptFVZYNdq1aydee+01k22NGjUSb7/9tkwVyQeA2Lhxo/Fng8EgPD09xdy5c43bsrKyhEajEd9++60MFVa9hz8b8Zj8+7nL0o4FeyqqkFarBQC4uLjIXEnp6PV6rFu3Dunp6QgJCZG7nGKNHTsW/fr1Q1hYmNyllNqlS5fg7e0Nf39/PP/887hy5YrcJRVp8+bNaNOmDZ577jm4u7ujZcuW+OGHH+Quq9RycnKwatUqjBo1CpIkyV1OkTp16oTdu3fj4sWLAICTJ0/i4MGD6Nu3r8yVFU2n00Gv10OtVptst7W1xcGDB2WqyrxFRkYiODgY3t7exm29evVCdna2WQ8pLIucnBwcO3YMPXv2NNnes2dPHDp0SKaqzEdsbCzi4+NNjo9KpUJoaGiNOT4Pfzaqycfk4c9dlnYsbOQuoKYQQmDSpEno1KkTgoOD5S6nWKdOnUJISAiysrLg4OCAjRs3onHjxnKXVaR169bh+PHjFjWGu3379vjpp5/QoEED3LlzB//5z3/QsWNHnDlzBq6urnKXV8CVK1ewePFiTJo0Ce+88w6ioqIwfvx4qFQqvPTSS3KXV6JNmzYhOTkZI0eOlLuUYk2bNg1arRaNGjWCtbU19Ho9Pv74Y7zwwgtyl1YkR0dHhISE4KOPPkJQUBA8PDywdu1aHDlyBIGBgXKXZ5bi4+Ph4eFhss3Z2RlKpRLx8fEyVVU57t27B71eX+D1enh4VLvXWhb5x6Cw43Pt2jU5SqpShX02qonHpKjPXfnBwVKOBXsqqsibb76Jv/76C2vXrpW7lBI1bNgQMTExOHz4MF5//XWMGDECZ8+elbusQt24cQMTJkzAqlWrCnxTas769OmDZ555Bk2bNkVYWBi2bdsGAFixYoXMlRXOYDCgVatWmD17Nlq2bIlXX30VY8aMweLFi+UurVR+/PFH9OnTx+SbYXO0fv16rFq1CmvWrMHx48exYsUKfPrpp2b7e5Fv5cqVEEKgTp06UKlU+OqrrzB06FBYW1vLXVqFKWxxhYdvR48eLfX+CusxE0KYdU9aeTz8uqrzay2Lmnp8ivtsVJOOSUmfuyzlWLCnogqMGzcOmzdvxoEDB1C3bl25yymRUqnEY489BgBo06YNoqOj8eWXX+K7776TubKCjh07hoSEBLRu3dq4Ta/X48CBA1i4cCGys7Mt4oONvb09mjZtikuXLsldSqG8vLwK9FYFBQXh119/lami0rt27Rp27dqFDRs2yF1Kid566y28/fbbeP755wEATZs2xbVr1zBnzhyMGDFC5uqKVr9+fezfvx/p6elISUmBl5cXhgwZAn9/f7lLqzBvvvmm8d+lKH5+fqXal6enJ44cOWKyLSkpCbm5uQW+kbR0bm5usLa2LtArkZCQUO1ea1nkr/oXHx8PLy8v4/aacHyK+mxUE49JUZ+7pk2bBsByjgV7KiqREAJvvvkmNmzYgD179ljsG6wQAtnZ2XKXUaju3bvj1KlTiImJMd7atGmDF198ETExMRYRKAAgOzsb586dMzlpmJPHH3+8wJJ/Fy9ehK+vr0wVld6yZcvg7u6Ofv36yV1KiTIyMmBlZXpatra2NvslZfPZ29vDy8sLSUlJ2L59O5588km5S6owbm5uaNSoUbG30vaWhoSE4PTp04iLizNu27FjB1QqlckXJNWBUqlE69atjauv5du5cyc6duwoU1Xmw9/fH56enibHJycnB/v376+2x6ekz0Y18Zg8LP9zl8UdC3nmh9cMr7/+utBoNGLfvn0iLi7OeMvIyJC7tCJNnz5dHDhwQMTGxoq//vpLvPPOO8LKykrs2LFD7tJKzRJWf5o8ebLYt2+fuHLlijh8+LDo37+/cHR0FFevXpW7tEJFRUUJGxsb8fHHH4tLly6J1atXCzs7O7Fq1Sq5SyuWXq8X9erVE9OmTZO7lFIZMWKEqFOnjti6dauIjY0VGzZsEG5ubmLq1Klyl1asiIgI8fvvv4srV66IHTt2iObNm4t27dqJnJwcuUuTxbVr18SJEyfErFmzhIODgzhx4oQ4ceKESE1NFUIIodPpRHBwsOjevbs4fvy42LVrl6hbt6548803Za68cqxbt04oFArx448/irNnz4rw8HBhb29vtue7ipaammr8HQAgFixYIE6cOCGuXbsmhBBi7ty5QqPRiA0bNohTp06JF154QXh5eYmUlBSZK68cpflsVJOOSUmfuyzpWDBUVCIAhd6WLVsmd2lFGjVqlPD19RVKpVLUrl1bdO/e3aIChRCWESqGDBkivLy8hEKhEN7e3mLQoEHizJkzcpdVrC1btojg4GChUqlEo0aNxPfffy93SSXavn27ACAuXLggdymlkpKSIiZMmCDq1asn1Gq1CAgIEO+++67Izs6Wu7RirV+/XgQEBAilUik8PT3F2LFjRXJystxlyWbEiBGFnvv37t1rbHPt2jXRr18/YWtrK1xcXMSbb74psrKy5Cu6ki1atMj43tKqVSuLW1q9PPbu3Vvo78OIESOEEHlLqM6YMUN4enoKlUolnnjiCXHq1Cl5i65EpflsVJOOSUmfuyzpWEhCCFF1/SJERERERFTdcE4FERERERGVC0MFERERERGVC0MFERERERGVC0MFERERERGVC0MFERERERGVC0MFERERERGVC0MFERERERGVC0MFERERERGVC0MFUQW7evUqJElCTEyM3KUYnT9/Hh06dIBarUaLFi3KtS9JkrBp06YKqYuIiIiqB4YKqnZGjhwJSZIwd+5ck+2bNm2CJEkyVSWvGTNmwN7eHhcuXMDu3buLbBcfH49x48YhICAAKpUKPj4+GDBgQLGPKY99+/ZBkiQkJydXyv6JiCpDly5dEB4eLncZRGaFoYKqJbVajXnz5iEpKUnuUipMTk5OmR97+fJldOrUCb6+vnB1dS20zdWrV9G6dWvs2bMH8+fPx6lTpxAREYGuXbti7NixZX7uqiCEgE6nk7sMIiKiGouhgqqlsLAweHp6Ys6cOUW2mTlzZoGhQF988QX8/PyMP48cORJPPfUUZs+eDQ8PD9SqVQuzZs2CTqfDW2+9BRcXF9StWxdLly4tsP/z58+jY8eOUKvVaNKkCfbt22dy/9mzZ9G3b184ODjAw8MDw4cPx71794z3d+nSBW+++SYmTZoENzc39OjRo9DXYTAY8OGHH6Ju3bpQqVRo0aIFIiIijPdLkoRjx47hww8/hCRJmDlzZqH7eeONNyBJEqKiovDss8+iQYMGaNKkCSZNmoTDhw8X+pjCehpiYmIgSRKuXr0KALh27RoGDBgAZ2dn2Nvbo0mTJvjtt99w9epVdO3aFQDg7OwMSZIwcuRIAHkhYf78+QgICICtrS2aN2+OX375pcDzbt++HW3atIFKpcIff/yBkydPomvXrnB0dISTkxNat26No0ePFlo7EVFZjBw5Evv378eXX34JSZKM57vSnNPHjRuH8PBwODs7w8PDA99//z3S09Pxf//3f3B0dET9+vXx+++/Gx+Tf67btm0bmjdvDrVajfbt2+PUqVNyvHSiYjFUULVkbW2N2bNn4+uvv8bNmzfLta89e/bg9u3bOHDgABYsWICZM2eif//+cHZ2xpEjR/Daa6/htddew40bN0we99Zbb2Hy5Mk4ceIEOnbsiIEDB+L+/fsAgLi4OISGhqJFixY4evQoIiIicOfOHQwePNhkHytWrICNjQ3+/PNPfPfdd4XW9+WXX+Kzzz7Dp59+ir/++gu9evXCwIEDcenSJeNzNWnSBJMnT0ZcXBymTJlSYB+JiYmIiIjA2LFjYW9vX+D+WrVqleXQAQDGjh2L7OxsHDhwAKdOncK8efPg4OAAHx8f/PrrrwCACxcuIC4uDl9++SUA4L333sOyZcuwePFinDlzBhMnTsSwYcOwf/9+k31PnToVc+bMwblz59CsWTO8+OKLqFu3LqKjo3Hs2DG8/fbbUCgUZa6diOhhX375JUJCQjBmzBjExcUhLi4OCoWi1Od0Nzc3REVFYdy4cXj99dfx3HPPoWPHjjh+/Dh69eqF4cOHIyMjw+Rxb731Fj799FNER0fD3d0dAwcORG5ublW+bKKSCaJqZsSIEeLJJ58UQgjRoUMHMWrUKCGEEBs3bhQP/srPmDFDNG/e3OSxn3/+ufD19TXZl6+vr9Dr9cZtDRs2FJ07dzb+rNPphL29vVi7dq0QQojY2FgBQMydO9fYJjc3V9StW1fMmzdPCCHE+++/L3r27Gny3Ddu3BAAxIULF4QQQoSGhooWLVqU+Hq9vb3Fxx9/bLKtbdu24o033jD+3Lx5czFjxowi93HkyBEBQGzYsKHE5wMgNm7cKIQQYu/evQKASEpKMt5/4sQJAUDExsYKIYRo2rSpmDlzZqH7KuzxaWlpQq1Wi0OHDpm0ffnll8ULL7xg8rhNmzaZtHF0dBTLly8v8TUQEZVHaGiomDBhgvHn0p7TO3XqZLw//71j+PDhxm1xcXECgIiMjBRC/HuuW7dunbHN/fv3ha2trVi/fn1lvDSiMrORJ8oQVY158+ahW7dumDx5cpn30aRJE1hZ/dup5+HhgeDgYOPP1tbWcHV1RUJCgsnjQkJCjP9vY2ODNm3a4Ny5cwCAY8eOYe/evXBwcCjwfJcvX0aDBg0AAG3atCm2tpSUFNy+fRuPP/64yfbHH38cJ0+eLOUrzBtuBKBSJrKPHz8er7/+Onbs2IGwsDA888wzaNasWZHtz549i6ysrALDvXJyctCyZUuTbQ8fn0mTJmH06NFYuXIlwsLC8Nxzz6F+/foV92KIiApR2nP6g+e+/PeOpk2bGrd5eHgAQLHvJy4uLmjYsKHx/YTIXHD4E1VrTzzxBHr16oV33nmnwH1WVlbGD9P5CutOfnj4jCRJhW4zGAwl1pP/od1gMGDAgAGIiYkxuV26dAlPPPGEsX1hQ5GK228+IcQjBYTAwEBIkvTIb1L5YevB4/jwMRw9ejSuXLmC4cOH49SpU2jTpg2+/vrrIveZfxy3bdtmcmzOnj1rMq8CKHh8Zs6ciTNnzqBfv37Ys2cPGjdujI0bNz7SayIielSlPaeX9H7y4HtESWrqaoZkvhgqqNqbO3cutmzZgkOHDplsr127NuLj400+EFfktSUenNys0+lw7NgxNGrUCADQqlUrnDlzBn5+fnjsscdMbqUNEgDg5OQEb29vHDx40GT7oUOHEBQUVOr9uLi4oFevXli0aBHS09ML3F/Ukq+1a9cGkDdvI19hx9DHxwevvfYaNmzYgMmTJ+OHH34AACiVSgCAXq83tm3cuDFUKhWuX79e4Nj4+PiU+FoaNGiAiRMnYseOHRg0aBCWLVtW4mOIiB6FUqk0OW9V1Dm9KA++nyQlJeHixYvG9xMic8FQQdVe06ZN8eKLLxb4drxLly64e/cu5s+fj8uXL2PRokUmq26U16JFi7Bx40acP38eY8eORVJSEkaNGgUgb/JyYmIiXnjhBURFReHKlSvYsWMHRo0aZfJGVRpvvfUW5s2bh/Xr1+PChQt4++23ERMTgwkTJjzSfr755hvo9Xq0a9cOv/76Ky5duoRz587hq6++Mul6f1D+B/2ZM2fi4sWL2LZtGz777DOTNuHh4di+fTtiY2Nx/Phx7Nmzxxh4fH19IUkStm7dirt37yItLQ2Ojo6YMmUKJk6ciBUrVuDy5cs4ceIEFi1ahBUrVhRZf2ZmJt58803s27cP165dw59//ono6OhHCldERKXh5+eHI0eO4OrVq7h3716FntML8+GHH2L37t04ffo0Ro4cCTc3Nzz11FPlfyFEFYihgmqEjz76qMBQp6CgIHzzzTdYtGgRmjdvjqioqEJXRiqruXPnYt68eWjevDn++OMP/O9//4ObmxsAwNvbG3/++Sf0ej169eqF4OBgTJgwARqNxmT+RmmMHz8ekydPxuTJk9G0aVNERERg8+bNCAwMfKT9+Pv74/jx4+jatSsmT56M4OBg9OjRA7t378bixYsLfYxCocDatWtx/vx5NG/eHPPmzcN//vMfkzZ6vR5jx45FUFAQevfujYYNG+Kbb74BANSpUwezZs3C22+/DQ8PD7z55psA8v69PvjgA8yZMwdBQUHo1asXtmzZAn9//yLrt7a2xv379/HSSy+hQYMGGDx4MPr06YNZs2Y90nEgIirJlClTYG1tjcaNG6N27drIycmpsHN6YebOnYsJEyagdevWiIuLw+bNm409vUTmQhIPf9IiIiIiItnt27cPXbt2RVJSUrmW9iaqCuypICIiIiKicmGoICIiIiKicuHwJyIiIiIiKhf2VBARERERUbkwVBARERERUbkwVBARERERUbkwVBARERERUbkwVBARERERUbkwVBARERERUbkwVBARERERUbkwVBARERERUbkwVBARERERUbn8P5hGi8wUAW6KAAAAAElFTkSuQmCC",
      "text/plain": [
       "<Figure size 800x500 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x500 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Cluster with k-means\n",
    "from sklearn.cluster import KMeans\n",
    "from sklearn.preprocessing import StandardScaler\n",
    "\n",
    "def cluster_kmeans(df, columns):\n",
    "    \"\"\"\n",
    "    Performs K-Means clustering on specified columns of the DataFrame\n",
    "    and returns clusters in the original scale.\n",
    "\n",
    "    Parameters:\n",
    "        df (pd.DataFrame): Input DataFrame.\n",
    "        columns (list): List of columns to cluster.\n",
    "\n",
    "    Returns:\n",
    "        pd.DataFrame: DataFrame with cluster assignments in original scale.\n",
    "    \"\"\"\n",
    "    augmented_df = df.copy()\n",
    "\n",
    "    for column in columns:\n",
    "        # Step 1: Normalize the data\n",
    "        scaler = StandardScaler()\n",
    "        data_scaled = scaler.fit_transform(augmented_df[[column]])\n",
    "        \n",
    "        # Step 2: Determine optimal number of clusters (Elbow Method)\n",
    "        inertia = []\n",
    "        for k in range(2, 10):\n",
    "            kmeans = KMeans(n_clusters=k, random_state=42)\n",
    "            kmeans.fit(data_scaled)\n",
    "            inertia.append(kmeans.inertia_)\n",
    "\n",
    "        fig, axs = plt.subplots(1, 2, figsize=(8, 5))\n",
    "        axs[0].plot(range(2, 10), inertia, marker='o')\n",
    "        axs[0].set_title(\"Elbow Method for Optimal k\")\n",
    "        axs[0].set_xlabel(\"Number of Clusters\")\n",
    "        axs[0].set_ylabel(\"Inertia\")\n",
    "        \n",
    "        # Step 3: Train K-Means with the optimal number of clusters (e.g., k=3)\n",
    "        kmeans = KMeans(n_clusters=3, random_state=42)\n",
    "        cluster_labels = kmeans.fit_predict(data_scaled)\n",
    "\n",
    "        # Map cluster labels to cluster centers in the original scale\n",
    "        cluster_centers_original = scaler.inverse_transform(kmeans.cluster_centers_)\n",
    "        cluster_map = {i: cluster_centers_original[i, 0] for i in range(len(cluster_centers_original))}\n",
    "\n",
    "        # Assign clusters based on original scale\n",
    "        augmented_df[column + '_clustered'] = [cluster_map[label] for label in cluster_labels]\n",
    "        \n",
    "        # Step 4: Visualize the clusters\n",
    "        axs[1].scatter(\n",
    "            augmented_df[column],\n",
    "            [0] * len(augmented_df[column]),\n",
    "            c=cluster_labels,\n",
    "            cmap='viridis',\n",
    "            s=100\n",
    "        )\n",
    "        axs[1].set_title(f\"K-Means Clustering of {column} Data\")\n",
    "        axs[1].set_xlabel(column)\n",
    "        axs[1].set_yticks([])\n",
    "\n",
    "        plt.tight_layout()\n",
    "        plt.show()\n",
    "\n",
    "    return augmented_df\n",
    "\n",
    "columns = ['ghi', 'temp', 'wind']\n",
    "df = cluster_kmeans(df, columns)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Spectral analysis\n",
    "Augmentation with spectral analysis involves extracting frequency-domain features from time series data using techniques like Fourier or wavelet transforms. These features capture periodic patterns or trends, which are then added as new variables to enrich the dataset and improve predictive performance."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 39,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x500 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x500 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x500 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Spectral analysis\n",
    "from scipy.signal import periodogram\n",
    "\n",
    "def spectral_analysis_over_window(df, columns):\n",
    "\n",
    "    augmented_df = df.copy()\n",
    "    \n",
    "    # Rolling window for spectral features\n",
    "    window_size = 24  # Example: 24-hour window\n",
    "    for column in columns:\n",
    "        dominant_frequencies = []\n",
    "        total_powers = []\n",
    "        for i in range(len(augmented_df)):\n",
    "            # Define the rolling window\n",
    "            if i < window_size:\n",
    "                window_data = augmented_df[column][:i+1]\n",
    "            else:\n",
    "                window_data = augmented_df[column][i-window_size+1:i+1]\n",
    "            \n",
    "            # Perform spectral analysis\n",
    "            frequencies, power_spectral_density = periodogram(window_data, fs=1)\n",
    "            dominant_frequency = frequencies[np.argmax(power_spectral_density)]\n",
    "            total_power = np.sum(power_spectral_density)\n",
    "            \n",
    "            # Append features\n",
    "            dominant_frequencies.append(dominant_frequency)\n",
    "            total_powers.append(total_power)\n",
    "        augmented_df[column + '_dominant_frequencies'] = dominant_frequencies\n",
    "        augmented_df[column + '_total_powers'] = total_powers\n",
    "    return augmented_df\n",
    "\n",
    "# plot function\n",
    "def combined_plot(df, column):\n",
    "    fig, ax1 = plt.subplots(figsize=(8, 5))\n",
    "    \n",
    "    # Plot GHI\n",
    "    ax1.set_xlabel('Time')\n",
    "    ax1.set_ylabel(column, color='blue')\n",
    "    ax1.plot(df['timestamp'], df[column], label='GHI', color='blue', alpha=0.4)\n",
    "    ax1.tick_params(axis='y', labelcolor='blue')\n",
    "    \n",
    "    # Add a third y-axis for total power\n",
    "    ax2 = ax1.twinx()\n",
    "    ax2.spines['right'].set_position(('outward', 60))  # Offset the third y-axis\n",
    "    ax2.set_ylabel('Total Power', color='red')\n",
    "    ax2.plot(df['timestamp'], df[column + '_total_powers'], label='Total Power', color='red', alpha=0.4)\n",
    "    ax2.tick_params(axis='y', labelcolor='red')\n",
    "    \n",
    "    # Add a second y-axis for dominant frequency\n",
    "    ax3 = ax1.twinx()\n",
    "    ax3.set_ylabel('Dominant Frequency [1/hour]', color='green')\n",
    "    ax3.plot(df['timestamp'], df[column + '_dominant_frequencies'], label='Dominant Frequency', color='green', alpha=1)\n",
    "    ax3.tick_params(axis='y', labelcolor='green')\n",
    "    \n",
    "    fig.suptitle('Spectral analysis of '+ column)\n",
    "    fig.tight_layout() \n",
    "    plt.grid()\n",
    "    \n",
    "    plt.show()\n",
    "\n",
    "columns = ['ghi', 'temp', 'wind']\n",
    "df = spectral_analysis_over_window(df, columns)\n",
    "for column in columns:\n",
    "    combined_plot(df, column)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Temperature Feature Augmentation\n",
    "\n",
    "- **Temperature Index:** Captures the absolute deviation of the temperature from a comfortable baseline (e.g., 22°C), quantifying discomfort due to temperature variations.  \n",
    "- **Cumulative Degree Days (CDD):** Measures cumulative heat exposure when temperatures exceed the comfortable range, useful for identifying cooling needs.  \n",
    "- **Heating Degree Days (HDD):** Optionally measures cumulative cold exposure when temperatures fall below the comfortable range, reflecting heating requirements.  "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 41,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Augment with temperature-specific derived features (linked to comfort limit)\n",
    "def augment_temperature_features(df, temp_column, comfortable_temp=22):\n",
    "    augmented_df = df.copy()\n",
    "    \n",
    "    # 1. Temperature Index (absolute deviation from comfortable temperature)\n",
    "    augmented_df['Temperature_Index'] = abs(augmented_df[temp_column] - comfortable_temp)\n",
    "    \n",
    "    # 2. Cumulative Degree Days (CDD)\n",
    "    # Cooling Degree Days: Temperature above comfortable range\n",
    "    augmented_df['CDD'] = (augmented_df[temp_column] - comfortable_temp).clip(lower=0).cumsum()\n",
    "\n",
    "    # Optional: Add Heating Degree Days (HDD) if needed\n",
    "    # Heating Degree Days: Temperature below comfortable range\n",
    "    augmented_df['HDD'] = (comfortable_temp - augmented_df[temp_column]).clip(lower=0).cumsum()\n",
    "    \n",
    "    return augmented_df\n",
    "\n",
    "df = augment_temperature_features(df, temp_column='temp', comfortable_temp=22)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Final Dataset  \n",
    "Two versions of the dataset are prepared for testing with the models:  \n",
    "1. The fully augmented dataset as described above.\n",
    "2. A smaller version for preliminary analysis, to reduce computational burden, allowing for faster experimentation and model testing. This includes only the following features:  \n",
    "   - `power_consumption`, `temp`, `hour`, `is_weekend`, `is_spring`, `is_summer`, `is_autumn`, `is_winter`, `is_holiday`, `is_daylight`.  "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 43,
   "metadata": {},
   "outputs": [],
   "source": [
    "timestamps = df['timestamp']\n",
    "X = df.drop(columns = 'timestamp')\n",
    "columns_small = ['power_consumption', 'temp', 'hour', 'is_weekend', 'is_spring', 'is_summer', 'is_autumn', 'is_winter',\n",
    "       'is_holiday', 'is_daylight']\n",
    "X_small = X[columns_small]"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Categorical variables are one-hot encoded such that they are represented in a numerical format suitable for machine learning models while avoiding the introduction of ordinal relationships that do not exist in the original data."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 45,
   "metadata": {},
   "outputs": [
    {
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       "</table>\n",
       "<p>19100 rows × 32 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "       power_consumption     temp  is_weekend  is_spring  is_summer  \\\n",
       "0             8260.00000 15.20000           0          1          0   \n",
       "1             7780.00000 16.13000           0          1          0   \n",
       "2             7700.00000 17.11000           0          1          0   \n",
       "3             7890.00000 17.69000           0          1          0   \n",
       "4             8390.00000 17.95000           0          1          0   \n",
       "...                  ...      ...         ...        ...        ...   \n",
       "19095         6393.30716 11.24000           0          0          1   \n",
       "19096         6401.60043 10.98000           0          0          1   \n",
       "19097         6450.00000 11.09000           0          0          1   \n",
       "19098         6830.00000 12.11000           0          0          1   \n",
       "19099         7518.25489 14.27000           0          0          1   \n",
       "\n",
       "       is_autumn  is_winter  is_holiday  is_daylight  hour_1  ...  hour_14  \\\n",
       "0              0          0           0            1       0  ...        0   \n",
       "1              0          0           0            1       0  ...        0   \n",
       "2              0          0           0            1       0  ...        0   \n",
       "3              0          0           0            1       0  ...        0   \n",
       "4              0          0           0            1       0  ...        1   \n",
       "...          ...        ...         ...          ...     ...  ...      ...   \n",
       "19095          0          0           0            0       1  ...        0   \n",
       "19096          0          0           0            0       0  ...        0   \n",
       "19097          0          0           0            0       0  ...        0   \n",
       "19098          0          0           0            0       0  ...        0   \n",
       "19099          0          0           0            0       0  ...        0   \n",
       "\n",
       "       hour_15  hour_16  hour_17  hour_18  hour_19  hour_20  hour_21  hour_22  \\\n",
       "0            0        0        0        0        0        0        0        0   \n",
       "1            0        0        0        0        0        0        0        0   \n",
       "2            0        0        0        0        0        0        0        0   \n",
       "3            0        0        0        0        0        0        0        0   \n",
       "4            0        0        0        0        0        0        0        0   \n",
       "...        ...      ...      ...      ...      ...      ...      ...      ...   \n",
       "19095        0        0        0        0        0        0        0        0   \n",
       "19096        0        0        0        0        0        0        0        0   \n",
       "19097        0        0        0        0        0        0        0        0   \n",
       "19098        0        0        0        0        0        0        0        0   \n",
       "19099        0        0        0        0        0        0        0        0   \n",
       "\n",
       "       hour_23  \n",
       "0            0  \n",
       "1            0  \n",
       "2            0  \n",
       "3            0  \n",
       "4            0  \n",
       "...        ...  \n",
       "19095        0  \n",
       "19096        0  \n",
       "19097        0  \n",
       "19098        0  \n",
       "19099        0  \n",
       "\n",
       "[19100 rows x 32 columns]"
      ]
     },
     "execution_count": 45,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "columns_to_dummy = ['hour']\n",
    "X_small = pd.get_dummies(X_small, columns=columns_to_dummy, dtype=int, drop_first=True)\n",
    "X_small"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 46,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array(['power_consumption', 'ghi', 'temp', 'wind', 'is_monday',\n",
       "       'is_tuesday', 'is_wednesday', 'is_thursday', 'is_friday',\n",
       "       'is_saturday', 'is_sunday', 'is_weekend', 'is_spring', 'is_summer',\n",
       "       'is_autumn', 'is_winter', 'is_holiday', 'is_daylight',\n",
       "       'ghi_dominant_frequencies', 'ghi_total_powers',\n",
       "       'temp_dominant_frequencies', 'temp_total_powers',\n",
       "       'wind_dominant_frequencies', 'wind_total_powers',\n",
       "       'Temperature_Index', 'CDD', 'HDD', 'hour_1', 'hour_2', 'hour_3',\n",
       "       'hour_4', 'hour_5', 'hour_6', 'hour_7', 'hour_8', 'hour_9',\n",
       "       'hour_10', 'hour_11', 'hour_12', 'hour_13', 'hour_14', 'hour_15',\n",
       "       'hour_16', 'hour_17', 'hour_18', 'hour_19', 'hour_20', 'hour_21',\n",
       "       'hour_22', 'hour_23', 'month_2', 'month_3', 'month_4', 'month_5',\n",
       "       'month_6', 'month_7', 'month_8', 'month_9', 'month_10', 'month_11',\n",
       "       'month_12', 'ghi_clustered_336.8885817238397',\n",
       "       'ghi_clustered_715.7946309314583',\n",
       "       'temp_clustered_11.893307381344513',\n",
       "       'temp_clustered_21.015200748553937',\n",
       "       'wind_clustered_1.5226987130961398',\n",
       "       'wind_clustered_2.738718621206444'], dtype=object)"
      ]
     },
     "execution_count": 46,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "columns_to_dummy = ['hour', 'month', 'ghi_clustered', 'temp_clustered', 'wind_clustered']\n",
    "X = X.drop(columns = ['year', 'day'])\n",
    "X = pd.get_dummies(X, columns=columns_to_dummy, dtype=int, drop_first=True)\n",
    "X.columns.values"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 47,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Save cleaned and augmented dataset\n",
    "file_path = os.path.join(current_directory, 'data_expanded/timestamps.csv')\n",
    "timestamps.to_csv(file_path)\n",
    "file_path = os.path.join(current_directory, 'data_expanded/X_expanded.csv')\n",
    "X.to_csv(file_path)\n",
    "file_path = os.path.join(current_directory, 'data_expanded/X.csv')\n",
    "X_small.to_csv(file_path)"
   ]
  }
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