Data Cleaning _ EDA (Purchase).ipynb

{"nbformat":4,"nbformat_minor":0,"metadata":{"colab":{"name":"Data Cleaning & EDA (Purchase).ipynb","provenance":[],"collapsed_sections":["oDOpE24qiOUZ","1jDoQ139dWtQ","6R-__CASWLSg"]},"kernelspec":{"name":"python3","display_name":"Python 3"},"language_info":{"name":"python"}},"cells":[{"cell_type":"markdown","source":["# Data Cleaning & Exploratory Data Analysis (EDA) - Purchase\n","\n","This notebook aims to perform Data Cleaning and EDA on the Flipkart purchase data."],"metadata":{"id":"0xQnOe1hGDqe"}},{"cell_type":"code","source":["from google.colab import drive\n","drive.mount('/content/drive', force_remount=True)"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"YmgdaugDGG5Q","executionInfo":{"status":"ok","timestamp":1655920142057,"user_tz":-480,"elapsed":22651,"user":{"displayName":"Goh Jia Yi","userId":"03217675921799541747"}},"outputId":"c0ff3917-4d89-4397-b064-fbd474d21fc1"},"execution_count":null,"outputs":[{"output_type":"stream","name":"stdout","text":["Mounted at /content/drive\n"]}]},{"cell_type":"code","source":["import os\n","import datetime\n","import numpy as np\n","import pandas as pd\n","import matplotlib.pyplot as plt\n","%matplotlib inline"],"metadata":{"id":"uEQVZXwNGJLF"},"execution_count":null,"outputs":[]},{"cell_type":"code","source":["# Change to your own directory\n","try:\n","    os.chdir(\"/content/drive/MyDrive/BT4211 Data-driven Marketing\")\n","    print(\"Directory changed\")\n","except OSError:\n","    print(\"Error: Can't change the Current Working Directory\")"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"Q4vipnXBGPul","executionInfo":{"status":"ok","timestamp":1649830322333,"user_tz":-480,"elapsed":5,"user":{"displayName":"Goh Jia Yi","userId":"03217675921799541747"}},"outputId":"50fc393f-371c-467c-8b5f-616a1fa3457b"},"execution_count":null,"outputs":[{"output_type":"stream","name":"stdout","text":["Directory changed\n"]}]},{"cell_type":"code","source":["# Load dataset\n","purchase_df = pd.read_csv('Data/purchase_data.csv', index_col=0)\n","purchase_df = purchase_df.drop(purchase_df.columns[0:1], axis=1)\n","purchase_df['Order Date'] = pd.to_datetime(purchase_df['Order Date'])"],"metadata":{"id":"Cv06gy43GcmG"},"execution_count":null,"outputs":[]},{"cell_type":"code","source":["purchase_df.shape"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"oHnaOb58Iow8","executionInfo":{"status":"ok","timestamp":1649823034286,"user_tz":-480,"elapsed":340,"user":{"displayName":"Goh Jia Yi","userId":"03217675921799541747"}},"outputId":"6199dd41-119f-45ec-df26-fb44def2991f"},"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["(3179, 18)"]},"metadata":{},"execution_count":5}]},{"cell_type":"code","source":["purchase_df.head()"],"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":354},"id":"f3Y5H1e3Ie_M","executionInfo":{"status":"ok","timestamp":1649823035589,"user_tz":-480,"elapsed":8,"user":{"displayName":"Goh Jia Yi","userId":"03217675921799541747"}},"outputId":"c318d6c4-1af3-416c-bbeb-c94fdb8ae698"},"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["             Invoice ID    Name Order Date  State       City  \\\n","0  OD103719706054443200  G3M1R1 2015-08-23  Delhi  New Delhi   \n","1  OD106420064045076000  G3M1R1 2016-07-01  Delhi  New Delhi   \n","2  OD106420064045076001  G3M1R1 2016-07-01  Delhi  New Delhi   \n","3  OD109711988579254000  G3M1R2 2017-07-17  Delhi  New Delhi   \n","4  OD109711988579254000  G3M1R2 2017-07-18  Delhi  New Delhi   \n","\n","                          Categories        Subcategories  Ratings  Quantity  \\\n","0                     Home & Kitchen   Kitchen Appliances      4.1         1   \n","1  Health & Personal Care Appliances          Health Care      4.3         1   \n","2           Clothing and Accessories                Books      4.5         1   \n","3                 Exercise & Fitness  Fitness Accessories      4.3         1   \n","4                        Health Care   Health Supplements      4.1         1   \n","\n","       MRP  Final Price GST%% City_Tier  Discount%  Delivery Fee%       Brand  \\\n","0  1370.33       1545.0   18%    Tier_1          0             13        Nova   \n","1  1164.76       1260.0    5%    Tier_1          0              9       Omron   \n","2   596.67        730.0    5%    Tier_1          0             23     Johnson   \n","3   199.00        199.0   18%    Tier_1          0              0       HAANS   \n","4  4162.00       4162.0   28%    Tier_1          0              0  Muscletech   \n","\n","  Sale Covid  \n","0   No    No  \n","1   No    No  \n","2   No    No  \n","3   No    No  \n","4   No    No  "],"text/html":["\n","  <div id=\"df-41d06eb5-82d1-4559-905f-af9008f683df\">\n","    <div class=\"colab-df-container\">\n","      <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>Invoice ID</th>\n","      <th>Name</th>\n","      <th>Order Date</th>\n","      <th>State</th>\n","      <th>City</th>\n","      <th>Categories</th>\n","      <th>Subcategories</th>\n","      <th>Ratings</th>\n","      <th>Quantity</th>\n","      <th>MRP</th>\n","      <th>Final Price</th>\n","      <th>GST%%</th>\n","      <th>City_Tier</th>\n","      <th>Discount%</th>\n","      <th>Delivery Fee%</th>\n","      <th>Brand</th>\n","      <th>Sale</th>\n","      <th>Covid</th>\n","    </tr>\n","  </thead>\n","  <tbody>\n","    <tr>\n","      <th>0</th>\n","      <td>OD103719706054443200</td>\n","      <td>G3M1R1</td>\n","      <td>2015-08-23</td>\n","      <td>Delhi</td>\n","      <td>New Delhi</td>\n","      <td>Home &amp; Kitchen</td>\n","      <td>Kitchen Appliances</td>\n","      <td>4.1</td>\n","      <td>1</td>\n","      <td>1370.33</td>\n","      <td>1545.0</td>\n","      <td>18%</td>\n","      <td>Tier_1</td>\n","      <td>0</td>\n","      <td>13</td>\n","      <td>Nova</td>\n","      <td>No</td>\n","      <td>No</td>\n","    </tr>\n","    <tr>\n","      <th>1</th>\n","      <td>OD106420064045076000</td>\n","      <td>G3M1R1</td>\n","      <td>2016-07-01</td>\n","      <td>Delhi</td>\n","      <td>New Delhi</td>\n","      <td>Health &amp; Personal Care Appliances</td>\n","      <td>Health Care</td>\n","      <td>4.3</td>\n","      <td>1</td>\n","      <td>1164.76</td>\n","      <td>1260.0</td>\n","      <td>5%</td>\n","      <td>Tier_1</td>\n","      <td>0</td>\n","      <td>9</td>\n","      <td>Omron</td>\n","      <td>No</td>\n","      <td>No</td>\n","    </tr>\n","    <tr>\n","      <th>2</th>\n","      <td>OD106420064045076001</td>\n","      <td>G3M1R1</td>\n","      <td>2016-07-01</td>\n","      <td>Delhi</td>\n","      <td>New Delhi</td>\n","      <td>Clothing and Accessories</td>\n","      <td>Books</td>\n","      <td>4.5</td>\n","      <td>1</td>\n","      <td>596.67</td>\n","      <td>730.0</td>\n","      <td>5%</td>\n","      <td>Tier_1</td>\n","      <td>0</td>\n","      <td>23</td>\n","      <td>Johnson</td>\n","      <td>No</td>\n","      <td>No</td>\n","    </tr>\n","    <tr>\n","      <th>3</th>\n","      <td>OD109711988579254000</td>\n","      <td>G3M1R2</td>\n","      <td>2017-07-17</td>\n","      <td>Delhi</td>\n","      <td>New Delhi</td>\n","      <td>Exercise &amp; Fitness</td>\n","      <td>Fitness Accessories</td>\n","      <td>4.3</td>\n","      <td>1</td>\n","      <td>199.00</td>\n","      <td>199.0</td>\n","      <td>18%</td>\n","      <td>Tier_1</td>\n","      <td>0</td>\n","      <td>0</td>\n","      <td>HAANS</td>\n","      <td>No</td>\n","      <td>No</td>\n","    </tr>\n","    <tr>\n","      <th>4</th>\n","      <td>OD109711988579254000</td>\n","      <td>G3M1R2</td>\n","      <td>2017-07-18</td>\n","      <td>Delhi</td>\n","      <td>New Delhi</td>\n","      <td>Health Care</td>\n","      <td>Health Supplements</td>\n","      <td>4.1</td>\n","      <td>1</td>\n","      <td>4162.00</td>\n","      <td>4162.0</td>\n","      <td>28%</td>\n","      <td>Tier_1</td>\n","      <td>0</td>\n","      <td>0</td>\n","      <td>Muscletech</td>\n","      <td>No</td>\n","      <td>No</td>\n","    </tr>\n","  </tbody>\n","</table>\n","</div>\n","      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-41d06eb5-82d1-4559-905f-af9008f683df')\"\n","              title=\"Convert this dataframe to 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Yi","userId":"03217675921799541747"}},"outputId":"ee7c0571-5798-42a6-c383-79b81ba46d2f"},"execution_count":null,"outputs":[{"output_type":"stream","name":"stdout","text":["<class 'pandas.core.frame.DataFrame'>\n","Int64Index: 3179 entries, 0 to 3178\n","Data columns (total 18 columns):\n"," #   Column         Non-Null Count  Dtype         \n","---  ------         --------------  -----         \n"," 0   Invoice ID     3179 non-null   object        \n"," 1   Name           3179 non-null   object        \n"," 2   Order Date     3179 non-null   datetime64[ns]\n"," 3   State          3179 non-null   object        \n"," 4   City           3179 non-null   object        \n"," 5   Categories     3179 non-null   object        \n"," 6   Subcategories  3179 non-null   object        \n"," 7   Ratings        3179 non-null   float64       \n"," 8   Quantity       3179 non-null   int64         \n"," 9   MRP            3179 non-null   float64       \n"," 10  Final Price    3179 non-null   float64       \n"," 11  GST%%          3179 non-null   object        \n"," 12  City_Tier      3179 non-null   object        \n"," 13  Discount%      3179 non-null   int64         \n"," 14  Delivery Fee%  3179 non-null   int64         \n"," 15  Brand          3161 non-null   object        \n"," 16  Sale           3179 non-null   object        \n"," 17  Covid          3179 non-null   object        \n","dtypes: datetime64[ns](1), float64(3), int64(3), object(11)\n","memory usage: 471.9+ KB\n"]}]},{"cell_type":"markdown","source":["# Data Cleaning"],"metadata":{"id":"ZYHP8TOgny83"}},{"cell_type":"markdown","source":["## Drop duplicated rows"],"metadata":{"id":"InV0Z2-1ITku"}},{"cell_type":"code","source":["purchase_df.duplicated().sum()"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"DQuzwNEfIT6Q","executionInfo":{"status":"ok","timestamp":1649621810077,"user_tz":-480,"elapsed":8,"user":{"displayName":"Goh Jia Yi","userId":"03217675921799541747"}},"outputId":"14d99ecb-cd5b-4107-9b04-856b8e6fa11c"},"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["13"]},"metadata":{},"execution_count":8}]},{"cell_type":"code","source":["purchase_df.drop_duplicates(inplace=True)"],"metadata":{"id":"55xOAg61IYCX"},"execution_count":null,"outputs":[]},{"cell_type":"code","source":["purchase_df.shape"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"DoXU61m7IrJQ","executionInfo":{"status":"ok","timestamp":1648656147852,"user_tz":-480,"elapsed":5,"user":{"displayName":"Goh Jia Yi","userId":"03217675921799541747"}},"outputId":"d41c189e-e2df-4ff3-841f-df50101fadc0"},"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["(3166, 18)"]},"metadata":{},"execution_count":31}]},{"cell_type":"markdown","source":["## Check for null values"],"metadata":{"id":"weJ_kgfkmgg9"}},{"cell_type":"code","source":["purchase_df.isna().sum()"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"GvPo2L44mie4","executionInfo":{"status":"ok","timestamp":1648656150246,"user_tz":-480,"elapsed":4,"user":{"displayName":"Goh Jia Yi","userId":"03217675921799541747"}},"outputId":"3d1b189f-37b2-4ab6-ab13-b860b7ae4b4d"},"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["Invoice ID        0\n","Name              0\n","Order Date        0\n","State             0\n","City              0\n","Categories        0\n","Subcategories     0\n","Ratings           0\n","Quantity          0\n","MRP               0\n","Final Price       0\n","GST%%             0\n","City_Tier         0\n","Discount%         0\n","Delivery Fee%     0\n","Brand            18\n","Sale              0\n","Covid             0\n","dtype: int64"]},"metadata":{},"execution_count":32}]},{"cell_type":"code","source":["null_brand_purchase_df = purchase_df[purchase_df['Brand'].isna()]\n","null_brand_purchase_df.head()"],"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":392},"id":"MZEERKjumihP","executionInfo":{"status":"ok","timestamp":1648656151716,"user_tz":-480,"elapsed":5,"user":{"displayName":"Goh Jia Yi","userId":"03217675921799541747"}},"outputId":"e5d86a43-a5c1-4923-d72d-ca4a470ad930"},"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["               Invoice ID    Name Order Date           State       City  \\\n","420      FAG0R42100000093  G3M4R1 2021-02-18  Andhra Pradesh    Nellore   \n","454      FAAD5K3976012244  G3M4R2 2020-04-21             Goa  South Goa   \n","464      FAB2Y72100018466  G3M4R4 2020-06-23       Karnataka  Bengaluru   \n","503      FABQ2X2000115297  G3M4R9 2020-03-11       Karnataka  Bengaluru   \n","835  OD114580344804554000  G5M1R7 2019-12-11     Maharashtra     Nagpur   \n","\n","                   Categories       Subcategories  Ratings  Quantity     MRP  \\\n","420                 Computers              Gaming      4.3         1   179.0   \n","454                 Computers  Laptop Accessories      4.2         1   310.0   \n","464                     Books               Books      4.4         1   501.0   \n","503               Health Care  Health Supplements      4.2         1  1104.0   \n","835  Clothing and Accessories             Topwear      3.7         1   479.0   \n","\n","     Final Price GST%% City_Tier  Discount%  Delivery Fee% Brand Sale  \\\n","420        179.0   18%    Tier_2          0              0   NaN  Yes   \n","454        310.0    5%    Tier 3          0              0   NaN   No   \n","464        451.0    0%    Tier_1         10              0   NaN   No   \n","503       1104.0   18%    Tier_1          0              0   NaN  Yes   \n","835        519.0    0%    Tier_2          0              9   NaN   No   \n","\n","        Covid  \n","420        No  \n","454  1st Wave  \n","464  1st Wave  \n","503        No  \n","835        No  "],"text/html":["\n","  <div id=\"df-56825dde-3f3e-4189-84b8-7cc8d835c704\">\n","    <div class=\"colab-df-container\">\n","      <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>Invoice ID</th>\n","      <th>Name</th>\n","      <th>Order Date</th>\n","      <th>State</th>\n","      <th>City</th>\n","      <th>Categories</th>\n","      <th>Subcategories</th>\n","      <th>Ratings</th>\n","      <th>Quantity</th>\n","      <th>MRP</th>\n","      <th>Final Price</th>\n","      <th>GST%%</th>\n","      <th>City_Tier</th>\n","      <th>Discount%</th>\n","      <th>Delivery Fee%</th>\n","      <th>Brand</th>\n","      <th>Sale</th>\n","      <th>Covid</th>\n","    </tr>\n","  </thead>\n","  <tbody>\n","    <tr>\n","      <th>420</th>\n","      <td>FAG0R42100000093</td>\n","      <td>G3M4R1</td>\n","      <td>2021-02-18</td>\n","      <td>Andhra Pradesh</td>\n","      <td>Nellore</td>\n","      <td>Computers</td>\n","      <td>Gaming</td>\n","      <td>4.3</td>\n","      <td>1</td>\n","      <td>179.0</td>\n","      <td>179.0</td>\n","      <td>18%</td>\n","      <td>Tier_2</td>\n","      <td>0</td>\n","      <td>0</td>\n","      <td>NaN</td>\n","      <td>Yes</td>\n","      <td>No</td>\n","    </tr>\n","    <tr>\n","      <th>454</th>\n","      <td>FAAD5K3976012244</td>\n","      <td>G3M4R2</td>\n","      <td>2020-04-21</td>\n","      <td>Goa</td>\n","      <td>South Goa</td>\n","      <td>Computers</td>\n","      <td>Laptop Accessories</td>\n","      <td>4.2</td>\n","      <td>1</td>\n","      <td>310.0</td>\n","      <td>310.0</td>\n","      <td>5%</td>\n","      <td>Tier 3</td>\n","      <td>0</td>\n","      <td>0</td>\n","      <td>NaN</td>\n","      <td>No</td>\n","      <td>1st Wave</td>\n","    </tr>\n","    <tr>\n","      <th>464</th>\n","      <td>FAB2Y72100018466</td>\n","      <td>G3M4R4</td>\n","      <td>2020-06-23</td>\n","      <td>Karnataka</td>\n","      <td>Bengaluru</td>\n","      <td>Books</td>\n","      <td>Books</td>\n","      <td>4.4</td>\n","      <td>1</td>\n","      <td>501.0</td>\n","      <td>451.0</td>\n","      <td>0%</td>\n","      <td>Tier_1</td>\n","      <td>10</td>\n","      <td>0</td>\n","      <td>NaN</td>\n","      <td>No</td>\n","      <td>1st Wave</td>\n","    </tr>\n","    <tr>\n","      <th>503</th>\n","      <td>FABQ2X2000115297</td>\n","      <td>G3M4R9</td>\n","      <td>2020-03-11</td>\n","      <td>Karnataka</td>\n","      <td>Bengaluru</td>\n","      <td>Health Care</td>\n","      <td>Health Supplements</td>\n","      <td>4.2</td>\n","      <td>1</td>\n","      <td>1104.0</td>\n","      <td>1104.0</td>\n","      <td>18%</td>\n","      <td>Tier_1</td>\n","      <td>0</td>\n","      <td>0</td>\n","      <td>NaN</td>\n","      <td>Yes</td>\n","      <td>No</td>\n","    </tr>\n","    <tr>\n","      <th>835</th>\n","      <td>OD114580344804554000</td>\n","      <td>G5M1R7</td>\n","      <td>2019-12-11</td>\n","      <td>Maharashtra</td>\n","      <td>Nagpur</td>\n","      <td>Clothing and Accessories</td>\n","      <td>Topwear</td>\n","      <td>3.7</td>\n","      <td>1</td>\n","      <td>479.0</td>\n","      <td>519.0</td>\n","      <td>0%</td>\n","      <td>Tier_2</td>\n","      <td>0</td>\n","      <td>9</td>\n","      <td>NaN</td>\n","      <td>No</td>\n","      <td>No</td>\n","    </tr>\n","  </tbody>\n","</table>\n","</div>\n","      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-56825dde-3f3e-4189-84b8-7cc8d835c704')\"\n","              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ID'].unique())\n","len(unique_invoice_ids)"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"jxFB61A9qbO3","executionInfo":{"status":"ok","timestamp":1648656153727,"user_tz":-480,"elapsed":6,"user":{"displayName":"Goh Jia Yi","userId":"03217675921799541747"}},"outputId":"075ba12a-21d9-485b-b24c-0f92860cacbf"},"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["2759"]},"metadata":{},"execution_count":34}]},{"cell_type":"code","source":["def get_mismatched_invoice_ids(col_name):\n","  mismatch_invoice_ids = []\n","\n","  global purchase_df, unique_invoice_ids\n","\n","  for invoice_id in unique_invoice_ids:\n","    rows = purchase_df[purchase_df['Invoice ID']==invoice_id].drop_duplicates(subset=['Invoice ID', col_name])\n","    if rows.shape[0] > 1:\n","      mismatch_invoice_ids.append(invoice_id)\n","\n","  return mismatch_invoice_ids"],"metadata":{"id":"S5CUgJpzJdSm"},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":["### Option 1: Drop all mismatched rows (selected)"],"metadata":{"id":"oDOpE24qiOUZ"}},{"cell_type":"code","source":["mismatch_name_invoice_ids = get_mismatched_invoice_ids('Name')\n","mismatch_date_invoice_ids = get_mismatched_invoice_ids('Order Date')\n","mismatch_state_invoice_ids = get_mismatched_invoice_ids('State')\n","mismatch_city_invoice_ids = get_mismatched_invoice_ids('City')"],"metadata":{"id":"EOJppKTZmqL7"},"execution_count":null,"outputs":[]},{"cell_type":"code","source":["mismatch_invoice_id = list(set(mismatch_name_invoice_ids + mismatch_date_invoice_ids + mismatch_state_invoice_ids + mismatch_city_invoice_ids))"],"metadata":{"id":"hclFHef_lxTS"},"execution_count":null,"outputs":[]},{"cell_type":"code","source":["len(mismatch_invoice_id)"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"2IWxEQXHl029","executionInfo":{"status":"ok","timestamp":1648655910822,"user_tz":-480,"elapsed":21,"user":{"displayName":"Goh Jia Yi","userId":"03217675921799541747"}},"outputId":"78b7f569-2914-4bc9-b711-deb0b97725cb"},"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["66"]},"metadata":{},"execution_count":16}]},{"cell_type":"code","source":["mismatch_purchase_df = purchase_df[purchase_df['Invoice ID'].isin(mismatch_invoice_id)]\n","mismatch_purchase_df.shape"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"T7kd26Ysl06y","executionInfo":{"status":"ok","timestamp":1648656157322,"user_tz":-480,"elapsed":4,"user":{"displayName":"Goh Jia Yi","userId":"03217675921799541747"}},"outputId":"a63d57c8-da92-487d-9558-4aa512d344a9"},"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["(175, 18)"]},"metadata":{},"execution_count":35}]},{"cell_type":"code","source":["purchase_df = purchase_df[~purchase_df['Invoice ID'].isin(mismatch_invoice_id)]\n","purchase_df.shape"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"Z2ILkAQll3Um","executionInfo":{"status":"ok","timestamp":1648656158869,"user_tz":-480,"elapsed":3,"user":{"displayName":"Goh Jia Yi","userId":"03217675921799541747"}},"outputId":"5fa0cff4-9adf-4da0-99cc-ee804f2f3f80"},"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["(2991, 18)"]},"metadata":{},"execution_count":36}]},{"cell_type":"markdown","source":["### Option 2: Customised rules to fix mismatched rows"],"metadata":{"id":"uWY4ddfziRjm"}},{"cell_type":"markdown","source":["#### Name"],"metadata":{"id":"kpeFz_P9LXjB"}},{"cell_type":"code","source":["# Get number of mismatches\n","mismatch_name_invoice_ids = get_mismatched_invoice_ids('Name')\n","len(mismatch_name_invoice_ids)"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"nksLb48DVwQE","executionInfo":{"status":"ok","timestamp":1648304649618,"user_tz":-480,"elapsed":7833,"user":{"displayName":"Goh Jia Yi","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GhFu0U58SdJXrGt1uy0jxtX61Nw2fV0y_9fhi_y4g=s64","userId":"03217675921799541747"}},"outputId":"469a2de0-cc8e-4aba-e261-3cec906c41bf"},"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["32"]},"metadata":{},"execution_count":35}]},{"cell_type":"code","source":["mismatch_name_df = purchase_df[purchase_df['Invoice ID'].isin(mismatch_name_invoice_ids)]\n","mismatch_name_df.shape"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"YbRRd5uCYqcl","executionInfo":{"status":"ok","timestamp":1648304649620,"user_tz":-480,"elapsed":36,"user":{"displayName":"Goh Jia Yi","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GhFu0U58SdJXrGt1uy0jxtX61Nw2fV0y_9fhi_y4g=s64","userId":"03217675921799541747"}},"outputId":"2fb1c97a-94df-4b45-ec55-b385d2fcdf29"},"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["(87, 18)"]},"metadata":{},"execution_count":36}]},{"cell_type":"code","source":["mismatch_name_agg_df = mismatch_name_df.groupby(['Invoice ID', 'Name'], dropna=False).size().to_frame('Count')\n","mismatch_name_agg_df.head()"],"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":238},"id":"UP-zRlX8Yqhp","executionInfo":{"status":"ok","timestamp":1647868774457,"user_tz":-480,"elapsed":29,"user":{"displayName":"Koh Min","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GgrFWpWsT8Z1-IQfqu-u7S84THi1ekfXNEkxkvq=s64","userId":"01657176849649349485"}},"outputId":"3a53e717-354f-4f16-9abe-caf91d42e580"},"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["                              Count\n","Invoice ID           Name          \n","FAA40880590163969925 G3M2R1       1\n","                     G3M2R6       1\n","FAAALJ2100721443     G1M3R1       1\n","                     G2M1R10      1\n","FAACPC2100005469     G2M4R6       1"],"text/html":["\n","  <div id=\"df-0ff7848e-a8e7-4b87-98be-c5894a2c11fa\">\n","    <div class=\"colab-df-container\">\n","      <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></th>\n","      <th>Count</th>\n","    </tr>\n","    <tr>\n","      <th>Invoice ID</th>\n","      <th>Name</th>\n","      <th></th>\n","    </tr>\n","  </thead>\n","  <tbody>\n","    <tr>\n","      <th rowspan=\"2\" valign=\"top\">FAA40880590163969925</th>\n","      <th>G3M2R1</th>\n","      <td>1</td>\n","    </tr>\n","    <tr>\n","      <th>G3M2R6</th>\n","      <td>1</td>\n","    </tr>\n","    <tr>\n","      <th rowspan=\"2\" valign=\"top\">FAAALJ2100721443</th>\n","      <th>G1M3R1</th>\n","      <td>1</td>\n","    </tr>\n","    <tr>\n","      <th>G2M1R10</th>\n","      <td>1</td>\n","    </tr>\n","    <tr>\n","      <th>FAACPC2100005469</th>\n","      <th>G2M4R6</th>\n","      <td>1</td>\n","    </tr>\n","  </tbody>\n","</table>\n","</div>\n","      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-0ff7848e-a8e7-4b87-98be-c5894a2c11fa')\"\n","          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Update rows and their Invoice IDs - adding an extension\n","  for i, row in rows.iterrows():\n","    index = name_to_index[row['Name']]\n","    purchase_df.loc[i, 'Invoice ID'] = invoice_id + \"-\" + str(index)"],"metadata":{"id":"sK1OL244Rl6M"},"execution_count":null,"outputs":[]},{"cell_type":"code","source":["# Check if issue still persists\n","mismatch_date_invoice_ids = get_mismatched_invoice_ids('Name')\n","len(mismatch_date_invoice_ids)"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"uL5PqjHfhxFV","executionInfo":{"status":"ok","timestamp":1648304700266,"user_tz":-480,"elapsed":7484,"user":{"displayName":"Goh Jia Yi","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GhFu0U58SdJXrGt1uy0jxtX61Nw2fV0y_9fhi_y4g=s64","userId":"03217675921799541747"}},"outputId":"cef72c50-0f40-4637-a75d-be32dc1c22c8"},"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["0"]},"metadata":{},"execution_count":42}]},{"cell_type":"markdown","source":["#### Order Date\n","There is no combination of Invoice ID and Order Date which has occurred more than once."],"metadata":{"id":"1jDoQ139dWtQ"}},{"cell_type":"code","source":["# Get number of mismatches\n","mismatch_date_invoice_ids = get_mismatched_invoice_ids('Order Date')\n","len(mismatch_date_invoice_ids)"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"Bh73-JmXqTwS","executionInfo":{"status":"ok","timestamp":1648304658058,"user_tz":-480,"elapsed":7328,"user":{"displayName":"Goh Jia Yi","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GhFu0U58SdJXrGt1uy0jxtX61Nw2fV0y_9fhi_y4g=s64","userId":"03217675921799541747"}},"outputId":"c7e81a71-08c8-48a5-c0f9-671186c6bd94"},"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["51"]},"metadata":{},"execution_count":37}]},{"cell_type":"code","source":["# Fix data issues: Matching dates that are one day apart\n","for invoice_id in mismatch_date_invoice_ids:\n","  rows = purchase_df[purchase_df['Invoice ID']==invoice_id]\n","  rows.sort_values('Order Date')\n","\n","  current_date = rows['Order Date'].tolist()[0] # Start from earliest date\n","  for i, row in rows.iterrows():\n","    this_date = row['Order Date']\n","    date_diff = this_date - current_date\n","    if this_date == current_date:\n","      continue\n","    elif date_diff <= datetime.timedelta(days=1):\n","      purchase_df.loc[i, 'Order Date'] = current_date\n","    else:\n","      current_date = this_date"],"metadata":{"id":"8tRkbcn6KYOK"},"execution_count":null,"outputs":[]},{"cell_type":"code","source":["# Check if issue still persists\n","mismatch_date_invoice_ids = get_mismatched_invoice_ids('Order Date')\n","len(mismatch_date_invoice_ids)"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"kZUvU4WfRE6Q","executionInfo":{"status":"ok","timestamp":1647513004690,"user_tz":-480,"elapsed":8540,"user":{"displayName":"Goh Jia Yi","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GhFu0U58SdJXrGt1uy0jxtX61Nw2fV0y_9fhi_y4g=s64","userId":"03217675921799541747"}},"outputId":"02b8a33e-1a45-4ac1-bcbf-7ea80c26afbc"},"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["16"]},"metadata":{},"execution_count":313}]},{"cell_type":"code","source":["# Fix data issues: Split the Invoice ID for remaining issues\n","for invoice_id in mismatch_date_invoice_ids:\n","  # Get rows with matching Invoice ID\n","  rows = purchase_df[purchase_df['Invoice ID']==invoice_id]\n","  sub_id = 1\n","\n","  # Update rows and their Invoice IDs - adding an extension\n","  for i, row in rows.iterrows():\n","    purchase_df.loc[i, 'Invoice ID'] = invoice_id + \"-\" + str(sub_id)\n","    sub_id += 1"],"metadata":{"id":"i0XbXG3pSMmm"},"execution_count":null,"outputs":[]},{"cell_type":"code","source":["# Check if issue still persists\n","mismatch_date_invoice_ids = get_mismatched_invoice_ids('Order Date')\n","len(mismatch_date_invoice_ids)"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"rRHLzBLOSbEt","executionInfo":{"status":"ok","timestamp":1647513016643,"user_tz":-480,"elapsed":8899,"user":{"displayName":"Goh Jia Yi","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GhFu0U58SdJXrGt1uy0jxtX61Nw2fV0y_9fhi_y4g=s64","userId":"03217675921799541747"}},"outputId":"8927e5bc-d064-48f8-c636-1bd7d55e06e9"},"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["0"]},"metadata":{},"execution_count":315}]},{"cell_type":"markdown","source":["#### Check City/State issues"],"metadata":{"id":"6R-__CASWLSg"}},{"cell_type":"code","source":["# Get number of mismatches\n","mismatch_city_invoice_ids = get_mismatched_invoice_ids('City')\n","len(mismatch_city_invoice_ids)"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"gPV86GqzUehC","executionInfo":{"status":"ok","timestamp":1648304702508,"user_tz":-480,"elapsed":538,"user":{"displayName":"Goh Jia Yi","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GhFu0U58SdJXrGt1uy0jxtX61Nw2fV0y_9fhi_y4g=s64","userId":"03217675921799541747"}},"outputId":"db727c86-4274-45b3-dfbe-5d47b7d3be80"},"execution_count":null,"outputs":[{"output_type":"stream","name":"stdout","text":["2\n"]}]},{"cell_type":"code","source":["# Get number of mismatches\n","mismatch_state_invoice_ids = get_mismatched_invoice_ids('State')\n","len(mismatch_state_invoice_ids)"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"yOX5yIXRUejN","executionInfo":{"status":"ok","timestamp":1648304709741,"user_tz":-480,"elapsed":471,"user":{"displayName":"Goh Jia Yi","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GhFu0U58SdJXrGt1uy0jxtX61Nw2fV0y_9fhi_y4g=s64","userId":"03217675921799541747"}},"outputId":"1d5be848-e113-4624-f200-47ae97609756"},"execution_count":null,"outputs":[{"output_type":"stream","name":"stdout","text":["1\n"]}]},{"cell_type":"markdown","source":["#### Update time-related columns"],"metadata":{"id":"rwYwCLMSUbRf"}},{"cell_type":"code","source":["# Drop time-related columns\n","purchase_df.drop(columns=['Covid', 'Sale', 'City_Tier'], inplace=True)"],"metadata":{"id":"q343Ctv1VWQw"},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":["##### Covid"],"metadata":{"id":"zeC9Nw4Qh7YJ"}},{"cell_type":"code","source":["def covid_or_not(df,start_date,end_date,wave):\n","    df.loc[(df['Order Date']>start_date)  & (df['Order Date']<=end_date),'Covid'] = wave\n","    df['Order Date'] = pd.to_datetime(df['Order Date'])\n","    return df\n","\n","purchase_df['Covid'] = 'No'\n","purchase_df = covid_or_not(purchase_df,'2020-04-01','2020-10-30','1st Wave')\n","purchase_df = covid_or_not(purchase_df,'2021-03-20','2021-06-03','2nd Wave')"],"metadata":{"id":"156REGowlzN2"},"execution_count":null,"outputs":[]},{"cell_type":"code","source":["purchase_df['Covid'].value_counts()"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"a5tTBYJcS13k","executionInfo":{"status":"ok","timestamp":1647513039197,"user_tz":-480,"elapsed":9,"user":{"displayName":"Goh Jia Yi","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GhFu0U58SdJXrGt1uy0jxtX61Nw2fV0y_9fhi_y4g=s64","userId":"03217675921799541747"}},"outputId":"c1d91a78-493b-4cba-e876-b23d1e1663ff"},"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["No          1939\n","1st Wave     879\n","2nd Wave     348\n","Name: Covid, dtype: int64"]},"metadata":{},"execution_count":320}]},{"cell_type":"markdown","source":["##### Sale"],"metadata":{"id":"cMC3BT5ch9SF"}},{"cell_type":"code","source":["def sale_or_not(df,start_date,end_date):\n","    df.loc[(df['Order Date']>start_date)  & (df['Order Date']<=end_date),'Sale'] = 'Yes'\n","    df['Order Date'] = pd.to_datetime(df['Order Date'])\n","    return df\n","\n","purchase_df['Sale'] = 'No'\n","\n","purchase_df = sale_or_not(purchase_df,'2019-01-20','2019-01-22')\n","purchase_df = sale_or_not(purchase_df,'2019-06-01','2019-06-03')\n","purchase_df = sale_or_not(purchase_df,'2019-03-07','2019-06-08')\n","purchase_df = sale_or_not(purchase_df,'2019-05-15','2019-05-19')\n","purchase_df = sale_or_not(purchase_df,'2019-06-11','2019-06-15')\n","purchase_df = sale_or_not(purchase_df,'2019-07-05','2019-07-18')\n","purchase_df = sale_or_not(purchase_df,'2019-08-08','2019-08-10')\n","purchase_df = sale_or_not(purchase_df,'2019-09-29','2019-10-04')\n","purchase_df = sale_or_not(purchase_df,'2019-10-12','2019-10-16')\n","purchase_df = sale_or_not(purchase_df,'2019-12-01','2019-12-05')\n","purchase_df = sale_or_not(purchase_df,'2019-12-21','2019-12-23')\n","\n","purchase_df = sale_or_not(purchase_df,'2020-01-19','2020-01-22')\n","purchase_df = sale_or_not(purchase_df,'2020-03-19','2020-03-22')\n","purchase_df = sale_or_not(purchase_df,'2020-06-23','2020-06-27')\n","purchase_df = sale_or_not(purchase_df,'2020-07-08','2020-07-12')\n","purchase_df = sale_or_not(purchase_df,'2020-08-06','2020-08-10')\n","purchase_df = sale_or_not(purchase_df,'2020-09-18','2020-09-20')\n","purchase_df = sale_or_not(purchase_df,'2020-10-16','2020-10-21')\n","purchase_df = sale_or_not(purchase_df,'2020-10-29','2020-11-04')\n","purchase_df = sale_or_not(purchase_df,'2020-11-08','2020-11-13')\n","\n","purchase_df = sale_or_not(purchase_df,'2021-01-01','2021-01-03')\n","purchase_df = sale_or_not(purchase_df,'2021-01-20','2021-02-24')\n","purchase_df = sale_or_not(purchase_df,'2021-02-01','2021-02-03')\n","purchase_df = sale_or_not(purchase_df,'2021-03-24','2021-03-26')\n","purchase_df = sale_or_not(purchase_df,'2021-04-01','2021-04-03')\n","purchase_df = sale_or_not(purchase_df,'2021-04-09','2021-04-14')\n","purchase_df = sale_or_not(purchase_df,'2021-05-02','2021-05-07')\n","purchase_df = sale_or_not(purchase_df,'2021-06-13','2021-06-16')\n","purchase_df = sale_or_not(purchase_df,'2021-06-23','2021-06-28')\n","purchase_df = sale_or_not(purchase_df,'2021-07-25','2021-07-29')\n","purchase_df = sale_or_not(purchase_df,'2021-07-01','2021-07-03')\n","purchase_df = sale_or_not(purchase_df,'2021-08-10','2021-08-12')\n","purchase_df = sale_or_not(purchase_df,'2021-08-18','2021-08-20')\n","purchase_df = sale_or_not(purchase_df,'2021-08-05','2021-08-09')\n","purchase_df = sale_or_not(purchase_df,'2021-09-07','2021-09-11')"],"metadata":{"id":"OuKyb09XS7Zp"},"execution_count":null,"outputs":[]},{"cell_type":"code","source":["purchase_df['Sale'].value_counts()"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"2a6koak4TYwl","executionInfo":{"status":"ok","timestamp":1647513044661,"user_tz":-480,"elapsed":503,"user":{"displayName":"Goh Jia Yi","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GhFu0U58SdJXrGt1uy0jxtX61Nw2fV0y_9fhi_y4g=s64","userId":"03217675921799541747"}},"outputId":"105869e2-055e-4d87-9721-e065924facef"},"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["No     2507\n","Yes     659\n","Name: Sale, dtype: int64"]},"metadata":{},"execution_count":322}]},{"cell_type":"markdown","source":["##### City Tier"],"metadata":{"id":"zD1RGk2zh-9T"}},{"cell_type":"code","source":["tier_1 = ['Delhi','Pune','Ahmedabad','Bengaluru','Chennai','Hyderabad','Kolkata','Mumbai']\n","tier_2 = ['Agra','Ajmer','Aligarh','Amravati','Amritsar','Asansol','Aurangabad','Bareilly','Belgaum','Bhavnagar','Bhiwandi','Bhopal','Bhubaneswar',\n","'Bikaner','Bilaspur','Bokaro Steel City','Chandigarh','Coimbatore','Cuttack','Dehradun','Dhanbad','Bhilai','Durgapur','Erode','Faridabad',\n","'Firozabad','Ghaziabad','Gorakhpur','Gulbarga','Guntur','Gwalior','Gurugram','Guwahati','Hamirpur','Hubli–Dharwad','Indore','Jabalpur',\n","'Jaipur','Jalandhar','Jalgaon','Jammu','Jamnagar','Jamshedpur','Jhansi','Jodhpur','Navi Mumbai ','Kakinada','Kannur','Kanpur','Karnal',\n","'Kochi','Kolhapur','Kollam','Kozhikode','Kurnool','Ludhiana','Lucknow','Madurai','Malappuram','Mathura','Mangalore','Meerut','Moradabad',\n","'Mysore','Nagpur','Nanded','Nashik','Nellore','Navi Mumbai','Noida','Patna','Puducherry','Purulia','Prayagraj','Raipur','Rajkot','Rajamahendravaram',\n","'Ranchi','Rourkela','Ratlam','Salem','Sangli','Shimla','Siliguri','Solapur','Srinagar','Surat','Thanjavur','Thiruvananthapuram','Thrissur',\n","'Tiruchirappalli','Tirunelveli','Tiruvannamalai','Ujjain','Vijayapura','Vadodara','Varanasi','Vasai-Virar City','Vijayawada','Visakhapatnam','Vellore Andhra Pradesh']"],"metadata":{"id":"BvzKUezHTpkx"},"execution_count":null,"outputs":[]},{"cell_type":"code","source":["purchase_df['City Tier'] = 'Tier 3'\n","\n","for i in tier_1:\n","    purchase_df.loc[purchase_df['State']==i,'City Tier'] = 'Tier 1'\n","for i in tier_1:\n","    purchase_df.loc[purchase_df['City']==i,'City Tier'] = 'Tier 1'\n","    \n","for i in tier_2:\n","    purchase_df.loc[purchase_df['City']==i,'City Tier'] = 'Tier 2'"],"metadata":{"id":"zwLu1HXPT5Bw"},"execution_count":null,"outputs":[]},{"cell_type":"code","source":["purchase_df['City Tier'].value_counts()"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"WhXvOwPzUIND","executionInfo":{"status":"ok","timestamp":1647513047724,"user_tz":-480,"elapsed":12,"user":{"displayName":"Goh Jia Yi","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GhFu0U58SdJXrGt1uy0jxtX61Nw2fV0y_9fhi_y4g=s64","userId":"03217675921799541747"}},"outputId":"459bd542-8634-4674-9d31-6c8e0faefff8"},"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["Tier 2    1177\n","Tier 3    1118\n","Tier 1     871\n","Name: City Tier, dtype: int64"]},"metadata":{},"execution_count":325}]},{"cell_type":"markdown","source":["## Rename GST% column"],"metadata":{"id":"YvGMwYITiCN7"}},{"cell_type":"code","source":["# Rename column\n","purchase_df.rename(columns={\"GST%%\": \"GST%\"}, inplace=True)"],"metadata":{"id":"DWcDzMj6VIfD"},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":["## Remove 2011 rows"],"metadata":{"id":"PvL7ctq_jGu8"}},{"cell_type":"code","source":["purchase_df = purchase_df[purchase_df['Order Date'] >= '2012-01-01']"],"metadata":{"id":"5FPPiaiSjN8C"},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":["## Export"],"metadata":{"id":"1AsaRLdPnvZ3"}},{"cell_type":"code","source":["purchase_df.shape"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"G0BDZ2Msj94g","executionInfo":{"status":"ok","timestamp":1648656166170,"user_tz":-480,"elapsed":5,"user":{"displayName":"Goh Jia Yi","userId":"03217675921799541747"}},"outputId":"e74fd1a7-d416-4f25-a5f1-b94e5a9e7cdb"},"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["(2969, 18)"]},"metadata":{},"execution_count":39}]},{"cell_type":"code","source":["# # Save to CSV\n","# purchase_df.to_csv('Data/purchase_clean.csv', index=False)"],"metadata":{"id":"v0pQqIqmnvCt"},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":["# Exploratory Data Analysis (EDA)"],"metadata":{"id":"bEE8WH6-np6H"}},{"cell_type":"code","source":["# Load clean CSV file\n","purchase_df = pd.read_csv('Data/purchase_clean.csv')\n","purchase_df['Order Date'] = pd.to_datetime(purchase_df['Order Date'])"],"metadata":{"id":"I78L7B9boSUL"},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":["## Numerical Variables"],"metadata":{"id":"h9UKzmWXn9k4"}},{"cell_type":"code","source":["purchase_df.describe()"],"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":300},"id":"8RC5-g-CnttJ","executionInfo":{"status":"ok","timestamp":1649830329981,"user_tz":-480,"elapsed":11,"user":{"displayName":"Goh Jia Yi","userId":"03217675921799541747"}},"outputId":"64474495-1902-49c5-c65f-40aa3d936960"},"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["           Ratings     Quantity            MRP    Final Price    Discount%  \\\n","count  2969.000000  2969.000000    2969.000000    2969.000000  2969.000000   \n","mean      4.119603     1.158976    2028.402203    1980.691866     7.401819   \n","std       0.349349     2.225114    5880.672807    6491.488838    17.468432   \n","min       1.300000     1.000000      11.000000       1.000000     0.000000   \n","25%       4.000000     1.000000     237.003000     234.000000     0.000000   \n","50%       4.200000     1.000000     451.910000     449.000000     0.000000   \n","75%       4.300000     1.000000     999.000000     996.000000     6.000000   \n","max       5.000000   100.000000  102990.000000  174999.000000   100.000000   \n","\n","       Delivery Fee%  \n","count    2969.000000  \n","mean        3.576962  \n","std         9.731446  \n","min         0.000000  \n","25%         0.000000  \n","50%         0.000000  \n","75%         0.000000  \n","max       130.000000  "],"text/html":["\n","  <div id=\"df-f72ee694-5790-4bed-80de-50304f094b16\">\n","    <div class=\"colab-df-container\">\n","      <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>Ratings</th>\n","      <th>Quantity</th>\n","      <th>MRP</th>\n","      <th>Final Price</th>\n","      <th>Discount%</th>\n","      <th>Delivery Fee%</th>\n","    </tr>\n","  </thead>\n","  <tbody>\n","    <tr>\n","      <th>count</th>\n","      <td>2969.000000</td>\n","      <td>2969.000000</td>\n","      <td>2969.000000</td>\n","      <td>2969.000000</td>\n","      <td>2969.000000</td>\n","      <td>2969.000000</td>\n","    </tr>\n","    <tr>\n","      <th>mean</th>\n","      <td>4.119603</td>\n","      <td>1.158976</td>\n","      <td>2028.402203</td>\n","      <td>1980.691866</td>\n","      <td>7.401819</td>\n","      <td>3.576962</td>\n","    </tr>\n","    <tr>\n","      <th>std</th>\n","      <td>0.349349</td>\n","      <td>2.225114</td>\n","      <td>5880.672807</td>\n","      <td>6491.488838</td>\n","      <td>17.468432</td>\n","      <td>9.731446</td>\n","    </tr>\n","    <tr>\n","      <th>min</th>\n","      <td>1.300000</td>\n","      <td>1.000000</td>\n","      <td>11.000000</td>\n","      <td>1.000000</td>\n","      <td>0.000000</td>\n","      <td>0.000000</td>\n","    </tr>\n","    <tr>\n","      <th>25%</th>\n","      <td>4.000000</td>\n","      <td>1.000000</td>\n","      <td>237.003000</td>\n","      <td>234.000000</td>\n","      <td>0.000000</td>\n","      <td>0.000000</td>\n","    </tr>\n","    <tr>\n","      <th>50%</th>\n","      <td>4.200000</td>\n","      <td>1.000000</td>\n","      <td>451.910000</td>\n","      <td>449.000000</td>\n","      <td>0.000000</td>\n","      <td>0.000000</td>\n","    </tr>\n","    <tr>\n","      <th>75%</th>\n","      <td>4.300000</td>\n","      <td>1.000000</td>\n","      <td>999.000000</td>\n","      <td>996.000000</td>\n","      <td>6.000000</td>\n","      <td>0.000000</td>\n","    </tr>\n","    <tr>\n","      <th>max</th>\n","      <td>5.000000</td>\n","      <td>100.000000</td>\n","      <td>102990.000000</td>\n","      <td>174999.000000</td>\n","      <td>100.000000</td>\n","      <td>130.000000</td>\n","    </tr>\n","  </tbody>\n","</table>\n","</div>\n","      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-f72ee694-5790-4bed-80de-50304f094b16')\"\n","              title=\"Convert this dataframe to an interactive table.\"\n","              style=\"display:none;\">\n","        \n","  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n","       width=\"24px\">\n","    <path d=\"M0 0h24v24H0V0z\" fill=\"none\"/>\n","    <path d=\"M18.56 5.44l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94zm-11 1L8.5 8.5l.94-2.06 2.06-.94-2.06-.94L8.5 2.5l-.94 2.06-2.06.94zm10 10l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94z\"/><path d=\"M17.41 7.96l-1.37-1.37c-.4-.4-.92-.59-1.43-.59-.52 0-1.04.2-1.43.59L10.3 9.45l-7.72 7.72c-.78.78-.78 2.05 0 2.83L4 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FAE03O2100113149  G3M3R2 2021-02-21  Maharashtra  Pune   \n","247  FAE03O2100113149  G3M3R2 2021-02-21  Maharashtra  Pune   \n","248  FAE03O2100113149  G3M3R2 2021-02-21  Maharashtra  Pune   \n","249  FAE03O2100113149  G3M3R2 2021-02-21  Maharashtra  Pune   \n","250  FAE03O2100113149  G3M3R2 2021-02-21  Maharashtra  Pune   \n","251  FAE03O2100113149  G3M3R2 2021-02-21  Maharashtra  Pune   \n","252  FAE03O2100113149  G3M3R2 2021-02-21  Maharashtra  Pune   \n","253  FAE03O2100113149  G3M3R2 2021-02-21  Maharashtra  Pune   \n","\n","                   Categories                         Subcategories  Ratings  \\\n","235             Food Products                                Pulses      4.8   \n","236             Food Products                         Food Products      4.2   \n","237             Food Products                                Noodle      4.3   \n","238             Food Products                                Cheese      4.5   \n","239             Food Products                         Food Products      4.3   \n","240             Food Products                           Fruit Juice      4.4   \n","241             Food Products                                 Sugar      4.5   \n","242             Food Products                                Cheese      4.5   \n","243             Food Products                         Food Products      4.0   \n","244             Food Products                         Food Products      4.2   \n","245             Food Products                          Food Spreads      4.2   \n","246             Food Products                                Noodle      4.1   \n","247             Food Products                                Butter      4.5   \n","248             Food Products                 Dry Fruit, Nut & Seed      4.4   \n","249             Food Products                         Food Products      3.9   \n","250       Beauty and Grooming                 Body & Face Skin Care      4.1   \n","251       Beauty and Grooming                 Body & Face Skin Care      4.8   \n","252    Automotive Accessories  Home Cleaning & Bathroom Accessories      3.9   \n","253  Clothing and Accessories                         Food Products      4.3   \n","\n","     Quantity     MRP  Final Price GST% City_Tier  Discount%  Delivery Fee%  \\\n","235         1   110.0         1.00   0%    Tier_1        100              0   \n","236         1    65.0        46.00   0%    Tier_1         30              0   \n","237         1    91.0        63.00   0%    Tier_1         31              0   \n","238         1    85.0        73.00   0%    Tier_1         15              0   \n","239         1    95.0        89.00   0%    Tier_1          7              0   \n","240         1    75.0        57.00   0%    Tier_1         24              0   \n","241         1    60.0         1.00   0%    Tier_1         99              0   \n","242         1   114.0        99.00   0%    Tier_1         14              0   \n","243         1    35.0         8.00   0%    Tier_1         78              0   \n","244         1    80.0         1.00   0%    Tier_1         99              0   \n","245         1    50.0         8.00   0%    Tier_1         84              0   \n","246         1    91.0        40.00   0%    Tier_1         57              0   \n","247         1    48.0        42.00   0%    Tier_1         13              0   \n","248         1   145.0         1.00   0%    Tier_1        100              0   \n","249         1    20.0        16.00   0%    Tier_1         20              0   \n","250         1   150.0        67.00   0%    Tier_1         56              0   \n","251         1    99.0        34.00   0%    Tier_1         66              0   \n","252         1   210.0        91.00   0%    Tier_1         57              0   \n","253        19  1643.0       862.91   5%    Tier_1         54              4   \n","\n","           Brand Sale Covid  \n","235         Toor  Yes    No  \n","236        Slice  Yes    No  \n","237        Maggi  Yes    No  \n","238         Amul  Yes    No  \n","239        Fanta  Yes    No  \n","240       Minute  Yes    No  \n","241       Madhur  Yes    No  \n","242         Amul  Yes    No  \n","243    Priyagold  Yes    No  \n","244      Prabhat  Yes    No  \n","245  Shubhalaxmi  Yes    No  \n","246      Ching's  Yes    No  \n","247         Amul  Yes    No  \n","248      Happilo  Yes    No  \n","249         Amul  Yes    No  \n","250     Everyuth  Yes    No  \n","251    Mamaearth  Yes    No  \n","252     Flipkart  Yes    No  \n","253     Shreyash  Yes    No  "],"text/html":["\n","  <div id=\"df-8459f574-0921-44f8-b720-fdb992896ef3\">\n","    <div class=\"colab-df-container\">\n","      <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>Invoice ID</th>\n","      <th>Name</th>\n","      <th>Order Date</th>\n","      <th>State</th>\n","      <th>City</th>\n","      <th>Categories</th>\n","      <th>Subcategories</th>\n","      <th>Ratings</th>\n","      <th>Quantity</th>\n","      <th>MRP</th>\n","      <th>Final Price</th>\n","      <th>GST%</th>\n","      <th>City_Tier</th>\n","      <th>Discount%</th>\n","      <th>Delivery Fee%</th>\n","      <th>Brand</th>\n","      <th>Sale</th>\n","      <th>Covid</th>\n","    </tr>\n","  </thead>\n","  <tbody>\n","    <tr>\n","      <th>235</th>\n","      <td>FAE03O2100113149</td>\n","      <td>G3M3R2</td>\n","      <td>2021-02-21</td>\n","      <td>Maharashtra</td>\n","      <td>Pune</td>\n","      <td>Food Products</td>\n","      <td>Pulses</td>\n","      <td>4.8</td>\n","      <td>1</td>\n","      <td>110.0</td>\n","      <td>1.00</td>\n","      <td>0%</td>\n","      <td>Tier_1</td>\n","      <td>100</td>\n","      <td>0</td>\n","      <td>Toor</td>\n","      <td>Yes</td>\n","      <td>No</td>\n","    </tr>\n","    <tr>\n","      <th>236</th>\n","      <td>FAE03O2100113149</td>\n","      <td>G3M3R2</td>\n","      <td>2021-02-21</td>\n","      <td>Maharashtra</td>\n","      <td>Pune</td>\n","      <td>Food Products</td>\n","      <td>Food Products</td>\n","      <td>4.2</td>\n","      <td>1</td>\n","      <td>65.0</td>\n","      <td>46.00</td>\n","      <td>0%</td>\n","      <td>Tier_1</td>\n","      <td>30</td>\n","      <td>0</td>\n","      <td>Slice</td>\n","      <td>Yes</td>\n","      <td>No</td>\n","    </tr>\n","    <tr>\n","      <th>237</th>\n","      <td>FAE03O2100113149</td>\n","      <td>G3M3R2</td>\n","      <td>2021-02-21</td>\n","      <td>Maharashtra</td>\n","      <td>Pune</td>\n","      <td>Food Products</td>\n","      <td>Noodle</td>\n","      <td>4.3</td>\n","      <td>1</td>\n","      <td>91.0</td>\n","      <td>63.00</td>\n","      <td>0%</td>\n","      <td>Tier_1</td>\n","      <td>31</td>\n","      <td>0</td>\n","      <td>Maggi</td>\n","      <td>Yes</td>\n","      <td>No</td>\n","    </tr>\n","    <tr>\n","      <th>238</th>\n","      <td>FAE03O2100113149</td>\n","      <td>G3M3R2</td>\n","      <td>2021-02-21</td>\n","      <td>Maharashtra</td>\n","      <td>Pune</td>\n","      <td>Food Products</td>\n","      <td>Cheese</td>\n","      <td>4.5</td>\n","      <td>1</td>\n","      <td>85.0</td>\n","      <td>73.00</td>\n","      <td>0%</td>\n","      <td>Tier_1</td>\n","      <td>15</td>\n","      <td>0</td>\n","      <td>Amul</td>\n","      <td>Yes</td>\n","      <td>No</td>\n","    </tr>\n","    <tr>\n","      <th>239</th>\n","      <td>FAE03O2100113149</td>\n","      <td>G3M3R2</td>\n","      <td>2021-02-21</td>\n","      <td>Maharashtra</td>\n","      <td>Pune</td>\n","      <td>Food Products</td>\n","      <td>Food Products</td>\n","      <td>4.3</td>\n","      <td>1</td>\n","      <td>95.0</td>\n","      <td>89.00</td>\n","      <td>0%</td>\n","      <td>Tier_1</td>\n","      <td>7</td>\n","      <td>0</td>\n","      <td>Fanta</td>\n","      <td>Yes</td>\n","      <td>No</td>\n","    </tr>\n","    <tr>\n","      <th>240</th>\n","      <td>FAE03O2100113149</td>\n","      <td>G3M3R2</td>\n","      <td>2021-02-21</td>\n","      <td>Maharashtra</td>\n","      <td>Pune</td>\n","      <td>Food Products</td>\n","      <td>Fruit Juice</td>\n","      <td>4.4</td>\n","      <td>1</td>\n","      <td>75.0</td>\n","      <td>57.00</td>\n","      <td>0%</td>\n","      <td>Tier_1</td>\n","      <td>24</td>\n","      <td>0</td>\n","      <td>Minute</td>\n","      <td>Yes</td>\n","      <td>No</td>\n","    </tr>\n","    <tr>\n","      <th>241</th>\n","      <td>FAE03O2100113149</td>\n","      <td>G3M3R2</td>\n","      <td>2021-02-21</td>\n","      <td>Maharashtra</td>\n","      <td>Pune</td>\n","      <td>Food Products</td>\n","      <td>Sugar</td>\n","      <td>4.5</td>\n","      <td>1</td>\n","      <td>60.0</td>\n","      <td>1.00</td>\n","      <td>0%</td>\n","      <td>Tier_1</td>\n","      <td>99</td>\n","      <td>0</td>\n","      <td>Madhur</td>\n","      <td>Yes</td>\n","      <td>No</td>\n","    </tr>\n","    <tr>\n","      <th>242</th>\n","      <td>FAE03O2100113149</td>\n","      <td>G3M3R2</td>\n","      <td>2021-02-21</td>\n","      <td>Maharashtra</td>\n","      <td>Pune</td>\n","      <td>Food Products</td>\n","      <td>Cheese</td>\n","      <td>4.5</td>\n","      <td>1</td>\n","      <td>114.0</td>\n","      <td>99.00</td>\n","      <td>0%</td>\n","      <td>Tier_1</td>\n","      <td>14</td>\n","      <td>0</td>\n","      <td>Amul</td>\n","      <td>Yes</td>\n","      <td>No</td>\n","    </tr>\n","    <tr>\n","      <th>243</th>\n","      <td>FAE03O2100113149</td>\n","      <td>G3M3R2</td>\n","      <td>2021-02-21</td>\n","      <td>Maharashtra</td>\n","      <td>Pune</td>\n","      <td>Food Products</td>\n","      <td>Food Products</td>\n","      <td>4.0</td>\n","      <td>1</td>\n","      <td>35.0</td>\n","      <td>8.00</td>\n","      <td>0%</td>\n","      <td>Tier_1</td>\n","      <td>78</td>\n","      <td>0</td>\n","      <td>Priyagold</td>\n","      <td>Yes</td>\n","      <td>No</td>\n","    </tr>\n","    <tr>\n","      <th>244</th>\n","      <td>FAE03O2100113149</td>\n","      <td>G3M3R2</td>\n","      <td>2021-02-21</td>\n","      <td>Maharashtra</td>\n","      <td>Pune</td>\n","      <td>Food Products</td>\n","      <td>Food Products</td>\n","      <td>4.2</td>\n","      <td>1</td>\n","      <td>80.0</td>\n","      <td>1.00</td>\n","      <td>0%</td>\n","      <td>Tier_1</td>\n","      <td>99</td>\n","      <td>0</td>\n","      <td>Prabhat</td>\n","      <td>Yes</td>\n","      <td>No</td>\n","    </tr>\n","    <tr>\n","      <th>245</th>\n","      <td>FAE03O2100113149</td>\n","      <td>G3M3R2</td>\n","      <td>2021-02-21</td>\n","      <td>Maharashtra</td>\n","      <td>Pune</td>\n","      <td>Food Products</td>\n","      <td>Food Spreads</td>\n","      <td>4.2</td>\n","      <td>1</td>\n","      <td>50.0</td>\n","      <td>8.00</td>\n","      <td>0%</td>\n","      <td>Tier_1</td>\n","      <td>84</td>\n","      <td>0</td>\n","      <td>Shubhalaxmi</td>\n","      <td>Yes</td>\n","      <td>No</td>\n","    </tr>\n","    <tr>\n","      <th>246</th>\n","      <td>FAE03O2100113149</td>\n","      <td>G3M3R2</td>\n","      <td>2021-02-21</td>\n","      <td>Maharashtra</td>\n","      <td>Pune</td>\n","      <td>Food Products</td>\n","      <td>Noodle</td>\n","      <td>4.1</td>\n","      <td>1</td>\n","      <td>91.0</td>\n","      <td>40.00</td>\n","      <td>0%</td>\n","      <td>Tier_1</td>\n","      <td>57</td>\n","      <td>0</td>\n","      <td>Ching's</td>\n","      <td>Yes</td>\n","      <td>No</td>\n","    </tr>\n","    <tr>\n","      <th>247</th>\n","      <td>FAE03O2100113149</td>\n","      <td>G3M3R2</td>\n","      <td>2021-02-21</td>\n","      <td>Maharashtra</td>\n","      <td>Pune</td>\n","      <td>Food Products</td>\n","      <td>Butter</td>\n","      <td>4.5</td>\n","      <td>1</td>\n","      <td>48.0</td>\n","      <td>42.00</td>\n","      <td>0%</td>\n","      <td>Tier_1</td>\n","      <td>13</td>\n","      <td>0</td>\n","      <td>Amul</td>\n","      <td>Yes</td>\n","      <td>No</td>\n","    </tr>\n","    <tr>\n","      <th>248</th>\n","      <td>FAE03O2100113149</td>\n","      <td>G3M3R2</td>\n","      <td>2021-02-21</td>\n","      <td>Maharashtra</td>\n","      <td>Pune</td>\n","      <td>Food Products</td>\n","      <td>Dry Fruit, Nut &amp; Seed</td>\n","      <td>4.4</td>\n","      <td>1</td>\n","      <td>145.0</td>\n","      <td>1.00</td>\n","      <td>0%</td>\n","      <td>Tier_1</td>\n","      <td>100</td>\n","      <td>0</td>\n","      <td>Happilo</td>\n","      <td>Yes</td>\n","      <td>No</td>\n","    </tr>\n","    <tr>\n","      <th>249</th>\n","      <td>FAE03O2100113149</td>\n","      <td>G3M3R2</td>\n","      <td>2021-02-21</td>\n","      <td>Maharashtra</td>\n","      <td>Pune</td>\n","      <td>Food Products</td>\n","      <td>Food Products</td>\n","      <td>3.9</td>\n","      <td>1</td>\n","      <td>20.0</td>\n","      <td>16.00</td>\n","      <td>0%</td>\n","      <td>Tier_1</td>\n","      <td>20</td>\n","      <td>0</td>\n","      <td>Amul</td>\n","      <td>Yes</td>\n","      <td>No</td>\n","    </tr>\n","    <tr>\n","      <th>250</th>\n","      <td>FAE03O2100113149</td>\n","      <td>G3M3R2</td>\n","      <td>2021-02-21</td>\n","      <td>Maharashtra</td>\n","      <td>Pune</td>\n","      <td>Beauty and Grooming</td>\n","      <td>Body &amp; Face Skin Care</td>\n","      <td>4.1</td>\n","      <td>1</td>\n","      <td>150.0</td>\n","      <td>67.00</td>\n","      <td>0%</td>\n","      <td>Tier_1</td>\n","      <td>56</td>\n","      <td>0</td>\n","      <td>Everyuth</td>\n","      <td>Yes</td>\n","      <td>No</td>\n","    </tr>\n","    <tr>\n","      <th>251</th>\n","      <td>FAE03O2100113149</td>\n","      <td>G3M3R2</td>\n","      <td>2021-02-21</td>\n","      <td>Maharashtra</td>\n","      <td>Pune</td>\n","      <td>Beauty and Grooming</td>\n","      <td>Body &amp; Face Skin Care</td>\n","      <td>4.8</td>\n","      <td>1</td>\n","      <td>99.0</td>\n","      <td>34.00</td>\n","      <td>0%</td>\n","      <td>Tier_1</td>\n","      <td>66</td>\n","      <td>0</td>\n","      <td>Mamaearth</td>\n","      <td>Yes</td>\n","      <td>No</td>\n","    </tr>\n","    <tr>\n","      <th>252</th>\n","      <td>FAE03O2100113149</td>\n","      <td>G3M3R2</td>\n","      <td>2021-02-21</td>\n","      <td>Maharashtra</td>\n","      <td>Pune</td>\n","      <td>Automotive Accessories</td>\n","      <td>Home Cleaning &amp; Bathroom Accessories</td>\n","      <td>3.9</td>\n","      <td>1</td>\n","      <td>210.0</td>\n","      <td>91.00</td>\n","      <td>0%</td>\n","      <td>Tier_1</td>\n","      <td>57</td>\n","      <td>0</td>\n","      <td>Flipkart</td>\n","      <td>Yes</td>\n","      <td>No</td>\n","    </tr>\n","    <tr>\n","      <th>253</th>\n","      <td>FAE03O2100113149</td>\n","      <td>G3M3R2</td>\n","      <td>2021-02-21</td>\n","      <td>Maharashtra</td>\n","      <td>Pune</td>\n","      <td>Clothing and Accessories</td>\n","      <td>Food Products</td>\n","      <td>4.3</td>\n","      <td>19</td>\n","      <td>1643.0</td>\n","      <td>862.91</td>\n","      <td>5%</td>\n","      <td>Tier_1</td>\n","      <td>54</td>\n","      <td>4</td>\n","      <td>Shreyash</td>\n","      <td>Yes</td>\n","      <td>No</td>\n","    </tr>\n","  </tbody>\n","</table>\n","</div>\n","      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-8459f574-0921-44f8-b720-fdb992896ef3')\"\n","              title=\"Convert this dataframe to an interactive table.\"\n","              style=\"display:none;\">\n","        \n","  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n","       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Name\n","len(purchase_df['Name'].unique())"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"oaiZB7YvoAv8","executionInfo":{"status":"ok","timestamp":1648656246501,"user_tz":-480,"elapsed":364,"user":{"displayName":"Goh Jia Yi","userId":"03217675921799541747"}},"outputId":"ee768853-0cda-4d67-b3e0-d2fcc47db523"},"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["293"]},"metadata":{},"execution_count":43}]},{"cell_type":"code","source":["# Number of unique Order Date\n","len(purchase_df['Order Date'].unique())"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"yCam1pgxoC7Q","executionInfo":{"status":"ok","timestamp":1648656246799,"user_tz":-480,"elapsed":4,"user":{"displayName":"Goh Jia Yi","userId":"03217675921799541747"}},"outputId":"9a2f24a8-ad88-4bcf-8a69-67145969f9db"},"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["806"]},"metadata":{},"execution_count":44}]},{"cell_type":"code","source":["# Number of unique State\n","len(purchase_df['State'].unique())"],"metadata":{"id":"kQVmoRxTUwfu","colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"status":"ok","timestamp":1648656247743,"user_tz":-480,"elapsed":4,"user":{"displayName":"Goh Jia Yi","userId":"03217675921799541747"}},"outputId":"4bf250ed-88f3-4385-dca4-f5d0d933f37d"},"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["26"]},"metadata":{},"execution_count":45}]},{"cell_type":"code","source":["# Number of unique City\n","len(purchase_df['City'].unique())"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"IEwpJiy8oEaZ","executionInfo":{"status":"ok","timestamp":1648656248273,"user_tz":-480,"elapsed":13,"user":{"displayName":"Goh Jia Yi","userId":"03217675921799541747"}},"outputId":"7b7e7d69-296d-477f-b801-aea18aafe276"},"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["185"]},"metadata":{},"execution_count":46}]},{"cell_type":"code","source":["# Number of unique Categories\n","len(purchase_df['Categories'].unique())"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"GAh6LCSioGqw","executionInfo":{"status":"ok","timestamp":1648656248274,"user_tz":-480,"elapsed":12,"user":{"displayName":"Goh Jia Yi","userId":"03217675921799541747"}},"outputId":"7714bd73-c7e6-492d-dd2f-fed2bb45d5bc"},"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["45"]},"metadata":{},"execution_count":47}]},{"cell_type":"code","source":["# Number of unique Subcategories\n","len(purchase_df['Subcategories'].unique())"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"_Kj6EOf5oHlZ","executionInfo":{"status":"ok","timestamp":1648656248275,"user_tz":-480,"elapsed":8,"user":{"displayName":"Goh Jia Yi","userId":"03217675921799541747"}},"outputId":"25c1905b-2f1d-450d-ba5b-b01d405e1556"},"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["222"]},"metadata":{},"execution_count":48}]},{"cell_type":"code","source":["# Number of unique GST%\n","len(purchase_df['GST%'].unique())"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"haq7FRiHoJKc","executionInfo":{"status":"ok","timestamp":1648656249156,"user_tz":-480,"elapsed":5,"user":{"displayName":"Goh Jia Yi","userId":"03217675921799541747"}},"outputId":"b16fff2a-62c3-4cba-bf22-c9dde9364595"},"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["5"]},"metadata":{},"execution_count":49}]},{"cell_type":"code","source":["# Number of unique Brand\n","len(purchase_df['Brand'].unique())"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"cnpc0NrPoLBI","executionInfo":{"status":"ok","timestamp":1648656249730,"user_tz":-480,"elapsed":5,"user":{"displayName":"Goh Jia Yi","userId":"03217675921799541747"}},"outputId":"4394ed93-2674-4d4e-fb13-03207c7c3053"},"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["1488"]},"metadata":{},"execution_count":50}]},{"cell_type":"code","source":["# Purchase records across Sale\n","purchase_df['Sale'].value_counts()"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"ETx3QJtcokkj","executionInfo":{"status":"ok","timestamp":1648656250093,"user_tz":-480,"elapsed":6,"user":{"displayName":"Goh Jia Yi","userId":"03217675921799541747"}},"outputId":"923ff722-35d3-4bd6-8b00-f432c839761f"},"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["No     2293\n","Yes     676\n","Name: Sale, dtype: int64"]},"metadata":{},"execution_count":51}]},{"cell_type":"code","source":["# Purchase records across Covid\n","purchase_df['Covid'].value_counts()"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"_ncqj5_ponrn","executionInfo":{"status":"ok","timestamp":1648656250439,"user_tz":-480,"elapsed":4,"user":{"displayName":"Goh Jia Yi","userId":"03217675921799541747"}},"outputId":"68a16834-5d20-4150-b8e9-255962192aec"},"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["No          1824\n","1st Wave     781\n","2nd Wave     364\n","Name: Covid, dtype: int64"]},"metadata":{},"execution_count":52}]},{"cell_type":"markdown","source":["## Visualisations"],"metadata":{"id":"VaQFv3n4pJg9"}},{"cell_type":"markdown","source":["### Purchase Volume across time\n","Based on the number of Invoices"],"metadata":{"id":"3ykKSmHspRp1"}},{"cell_type":"code","source":["purchase_df['Order Month'] = purchase_df['Order Date'].dt.to_period('M') \n","s = purchase_df.drop_duplicates(subset=['Invoice ID'])['Order Month'].value_counts().sort_index()\n","s.plot()\n","plt.title('Purchase Volume across Months')\n","plt.xlabel('Year')\n","plt.ylabel('No. of Purchases')\n","plt.show()"],"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":295},"id":"eODFGsm1pKdj","executionInfo":{"status":"ok","timestamp":1649777200691,"user_tz":-480,"elapsed":450,"user":{"displayName":"Goh Jia Yi","userId":"03217675921799541747"}},"outputId":"02b230e7-c46a-4dbb-e774-e01655f84e83"},"execution_count":null,"outputs":[{"output_type":"display_data","data":{"text/plain":["<Figure size 432x288 with 1 Axes>"],"image/png":"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\n"},"metadata":{"needs_background":"light"}}]},{"cell_type":"code","source":["purchase_df['Order Year'] = purchase_df['Order Date'].dt.to_period('Y') \n","s = purchase_df.drop_duplicates(subset=['Invoice ID'])['Order Year'].value_counts().sort_index()\n","s.plot.bar()\n","plt.title('Purchase Volume across Year')\n","plt.xlabel('Year')\n","plt.ylabel('No. of Purchases')\n","plt.show()"],"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":311},"id":"-JG6fIbwpaSq","executionInfo":{"status":"ok","timestamp":1648656256556,"user_tz":-480,"elapsed":302,"user":{"displayName":"Goh Jia Yi","userId":"03217675921799541747"}},"outputId":"176a2fe3-a41a-4f97-dca8-1af4f291c788"},"execution_count":null,"outputs":[{"output_type":"display_data","data":{"text/plain":["<Figure size 432x288 with 1 Axes>"],"image/png":"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\n"},"metadata":{"needs_background":"light"}}]},{"cell_type":"markdown","source":["### Purchase Final Price across Time"],"metadata":{"id":"1wz9VilIprRz"}},{"cell_type":"code","source":["s = purchase_df.groupby('Order Year').mean()['Final Price'].sort_index()\n","s.plot.bar()\n","plt.title('Purchase Final Price across Year')\n","plt.xlabel('Year')\n","plt.ylabel('Average Final Price')\n","plt.show()"],"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":311},"id":"_dvVTCFIptTG","executionInfo":{"status":"ok","timestamp":1648656257143,"user_tz":-480,"elapsed":590,"user":{"displayName":"Goh Jia Yi","userId":"03217675921799541747"}},"outputId":"dea4e2b1-fffe-4459-d7ef-7a73f7b79169"},"execution_count":null,"outputs":[{"output_type":"display_data","data":{"text/plain":["<Figure size 432x288 with 1 Axes>"],"image/png":"iVBORw0KGgoAAAANSUhEUgAAAYsAAAEmCAYAAACTYry7AAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAALEgAACxIB0t1+/AAAADh0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uMy4yLjIsIGh0dHA6Ly9tYXRwbG90bGliLm9yZy+WH4yJAAAfcklEQVR4nO3deZxcdZ3u8c8DYZOwBAkREkIQwj6yGIFBfF3c2BcdRwQV2QTmjoxw1ZHoqDBycZi5KFcvigaIoiiICpIBBgiMoIiBEEQgLBIhEEKAQMIWRASe+8f5tRZNd59K0tVVlX7er1e96tTvbE9Vdde3zu8sJdtEREQMZKV2B4iIiM6XYhEREbVSLCIiolaKRURE1EqxiIiIWikWERFRK8UiWkbSBEmWNKLdWXqT9HlJ5w7Ssixp80Fa1mxJewzGsiIGU4rFMCVprqQ/Snpe0uOSvidpZLtzDTZJR0h6pTzPnttZtr9i++NDsP7rJb1Y1vukpEskbdjf9La3tX19q3N1GklrSLpf0uG92r8k6deS8lnVZnkDhrcDbI8EdgImAV9Y2gV04lZDH35je2TD7fghXv/x5XXeAlgXOLP3BJ3+OqrSss8L238EjgbOkDSmrHNr4NPA0bZfHYz1dPrr3MlSLALb84H/Arbrq+uofDv+eBk+onzTO1PSU8Ap5VvhVyU9JOkZSTdKWqNhFR+R9HD5Zv0vDcvdWdJvJD0taYGksyStWsaprOMJSc9KulPSdmXcapLOKMt8XNK3e62vlqRTJF1Qhnue8+FLm3MpX+dFwM+AnucxV9JJku4AlkgaUdreU8avXLrL/iDpOUmzJG1cxm0labqkRZLuk3TwAM/1SEn3lGU8IOm4XuMPknR7eZ3/IGnv0n69pNMk/Rp4AXizpN0kzSzv80xJuzUs54iy/OckPSjpI6V9c0k3lHmelPTjfl6fXwIXA2dJEnAu8G+275V0VHkOiyVdLWmThvV+XdK8kn+WpHc0jDtF0k8lXSDpWeCIpt+weC3buQ3DGzAXeE8Z3hiYDZwKTAAMjGiY9nrg42X4COBl4J+AEcAawDfLNGOBlYHdgNUalnVOmW574E/A1mVZbwV2LcuZANwDnFjG7QXMovomLmBrYMMy7kxgGrAesBbwn1QfKn09zyOAG/toPwW4oAwvc84y3sDm/ay/8bVbH/hv4AcN78Ht5fVfo4/35Z+BO4Ety2uwPfBGYE1gHnBkybQj8CSwTT8Z9gM2K8v4H1Qf/DuVcTsDzwDvpfryOBbYqiH7w8C2ZT1jgMXAYeXxoeVxT6ZngS3LvBsC25bhC4F/KctfHdh9gL/LkeU1uAS4lerv6SBgTvkbGEG1BXxTwzwfLRlGUG2JPAas3vA+/xl4X1n/Gu3+3+vWW9sD5NamN776h3weeBp4CPhW+aDs+eAcqFg83DBuJeCPwPZ9rKNnWeMa2m4BDukn04nApWX4XcDvqT6kV2qYRsASYLOGtr8FHuxnmUdQFbenG2670nexWOqc5XFdsXihrHc+8ENgdMN7cFQf70tPsbgPOKiPZX4I+FWvtu8AJzf53v8cOKFhvjMHyP7lhseHAbf0muY35TVeszzHD/T+QAa+D0xpfH1r8u1XXtPty+P/ouqKavybewHYpJ/5FzfMewrwy3b+r60ot3RDDW/vs72u7U1s/6OrfuNmzGsYXp/q2+IfBpj+sYbhF6i+PSJpC0mXS3qsdBF8pSwP2/8NnEW11fKEpCmS1gZGA28AZpVuoaeBq0p7f2aU59lzmzFYOZv0ybLesbY/Ynthw7h5/c5VbXH09bpuAuzS8/zLa/AR4E19LUTSPpJmlC6rp4F9G/L3t46+8m1E9cWi0UPAWNtLqIrYPwALJF0haasyzWepivwtqo72OmqA9UG1ldt4vwnw9Ybnuqgsb2x5fp8pXVTPlPHr8Nr3Z6DXOJqUYhG9LSn3b2ho6/0h1Hip4ieBF6m6OZbW2cC9wETbawOfp/oQqFZif8P2W4FtqHYO/3NZ3x+pujh6PvzXcbUDuVUGzLmcBrrs8zz6fl3nATf0KoAjbf/P3hNKWo1qP8kZwBjb6wJX8tf8/a2jr3yPUn1wNxpPtcWE7attv5eqC+peqm49bD9m+xjbGwHHAd/S0h1qPA84rtfzXcP2TWX/xGeBg4FR5fk9w2vfn1xaexCkWMRrlG+984GPlh2sRzHAh4mro1SmAl+TtFGZ52/Lh1Sdtaj6uZ8v30L/8mEn6W2SdpG0ClUBexF4tazvHOBMSRuUacdK2mvZnnFT+s3ZYucCp0qaqMpbJL0RuBzYQtJhklYpt7epOnqot1Wp9h8tBF6WtA+wZ8P484AjJb1b0krltdyqj+VAVWS2kPThsjP+Q1SF/HJJY8qO8jWp9vc8D7wKIOmDksaVZSym+vBemqObvg18TtK2ZXnrSPpgGbcWVTfjQmCEpC8Bay/FsqNJKRbRl2OovsU/RbVz86aa6T9DtSN2JlUXwb/T3N/WZ4APA89RFYDGo2TWLm2Lqbo6ngL+Txl3EtUOzxmlW+haqp3ArTJQzlb6GtXRQddQFavzqPYHPEf1gX8I1bf9x6he89cV6DLtJ8tyFlM9j2kN42+h2lF+JtU38ht4/dZDz7RPAftT7UR+iuob/f62n6R6vz9V8iyi2pHeU1TfBtws6fmy7hNsP9Dsi2D70vL8Lirv913APmX01VTdkL+n+jt5kXQ7tYTsbKFFRMTAsmURERG1UiwiIqJWikVERNRKsYiIiFopFhERUWuFvALj+uuv7wkTJrQ7RkREV5k1a9aTtvu8GsIKWSwmTJjArbfe2u4YERFdRVLvy7n8RbqhIiKiVopFRETUSrGIiIhaKRYREVErxSIiImqlWERERK0Ui4iIqJViERERtVbIk/KW1oTJV7R0+XNP36+ly4+IaLVsWURERK0Ui4iIqJViERERtVIsIiKiVopFRETUSrGIiIhaKRYREVErxSIiImqlWERERK0Ui4iIqJViERERtVIsIiKiVopFRETUSrGIiIhaKRYREVErxSIiImqlWERERK0Ui4iIqJViERERtVpWLCRtLOkXku6WNFvSCaX9FEnzJd1ebvs2zPM5SXMk3Sdpr4b2vUvbHEmTW5U5IiL6NqKFy34Z+LTt2yStBcySNL2MO9P2GY0TS9oGOATYFtgIuFbSFmX0N4H3Ao8AMyVNs313C7NHRESDlhUL2wuABWX4OUn3AGMHmOUg4CLbfwIelDQH2LmMm2P7AQBJF5VpUywiIobIkOyzkDQB2BG4uTQdL+kOSVMljSptY4F5DbM9Utr6a4+IiCHS8mIhaSTwM+BE288CZwObATtQbXl8dZDWc6ykWyXdunDhwsFYZEREFC0tFpJWoSoUP7R9CYDtx22/YvtV4Bz+2tU0H9i4YfZxpa2/9tewPcX2JNuTRo8ePfhPJiJiGGvl0VACzgPusf21hvYNGyZ7P3BXGZ4GHCJpNUmbAhOBW4CZwERJm0palWon+LRW5Y6IiNdr5dFQbwcOA+6UdHtp+zxwqKQdAANzgeMAbM+WdDHVjuuXgU/YfgVA0vHA1cDKwFTbs1uYOyIiemnl0VA3Aupj1JUDzHMacFof7VcONF9ERLRWzuCOiIhaKRYREVErxSIiImqlWERERK0Ui4iIqJViERERtVIsIiKiVopFRETUSrGIiIhaKRYREVErxSIiImqlWERERK0Ui4iIqJViERERtVr5exYRES03YfIVLVv23NP3a9myu022LCIiolaKRURE1EqxiIiIWikWERFRK8UiIiJqpVhEREStFIuIiKiV8ywillMrj/OHHOsfnaGpLQtJu0s6sgyPlrRpa2NFREQnqS0Wkk4GTgI+V5pWAS5oZaiIiOgszWxZvB84EFgCYPtRYK1WhoqIiM7STLF4ybYBA0has7WRIiKi0zRTLC6W9B1gXUnHANcC57Q2VkREdJLaYmH7DOCnwM+ALYEv2f5/dfNJ2ljSLyTdLWm2pBNK+3qSpku6v9yPKu2S9A1JcyTdIWmnhmUdXqa/X9Lhy/pkIyJi2dQeOluOfPqV7enl8RqSJtieWzPry8Cnbd8maS1glqTpwBHAdbZPlzQZmEy1A30fYGK57QKcDewiaT3gZGASVVfYLEnTbC9e+qcbERHLopluqJ8ArzY8fqW0Dcj2Atu3leHngHuAscBBwPllsvOB95Xhg4DvuzKDqttrQ2AvYLrtRaVATAf2biJ3REQMkmaKxQjbL/U8KMOrLs1KJE0AdgRuBsbYXlBGPQaMKcNjgXkNsz1S2vprj4iIIdJMsVgo6cCeB5IOAp5sdgWSRlLt7zjR9rON4xqPslpeko6VdKukWxcuXDgYi4yIiKKZYvEPwOclPSxpHtX+heOaWbikVagKxQ9tX1KaHy/dS5T7J0r7fGDjhtnHlbb+2l/D9hTbk2xPGj16dDPxIiKiSc0cDfUH27sC2wBb297N9py6+SQJOA+4x/bXGkZNA3qOaDocuKyh/WPlqKhdgWdKd9XVwJ6SRpUjp/YsbRERMUT6PRpK0kdtXyDpU73aAehVAPryduAw4E5Jt5e2zwOnU527cTTwEHBwGXclsC8wB3gBOLKsZ5GkU4GZZbov217U3NOLiIjBMNChsz1nai/TpT1s3wion9Hv7mN6A5/oZ1lTganLkiMiIpZfv8XC9nckrQw8a/vMIcwUEREdZsB9FrZfAQ4doiwREdGhmvnxo19LOgv4MeXKswA9J9xFRMSKr5lisUO5/3JDm4F3DX6ciIjoRM0Uiw/abvokvIiIWPH0u89C0gGSFgJ3SHpE0m5DmCsiIjrIQDu4TwPeYXsj4APAvw1NpIiI6DQDdUO9bPteANs3l8uMR0TEIJkw+YqWLn/u6fsN2rIGKhYb9Dp7+zWPmziDOyIiVhADFYtzeO3Z270fR0TEMDHQGdz/OpRBIiKiczVzifKIiBjmUiwiIqJWikVERNQa6PcsPtXfOMjRUBERw8lAR0PlyKeIiAByNFRERDSh9kKCklYHjga2BVbvabd9VAtzRUREB2lmB/cPgDcBewE3AOOA51oZKiIiOkszxWJz218Eltg+H9gP2KW1sSIiopM083sWfy73T0vaDngM2KB1kSJiKHXTxeyifZopFlMkjQK+CEwDRgJfammqiIjoKLXFwva5ZfAG4M2tjRMREZ2omaOhVqP68aMJjdPb/nJ/80RExIqlmW6oy4BngFnAn1obJyIiOlEzxWKc7b1bniQiIjpWM4fO3iTpb1qeJCIiOlYzWxa7A0dIepCqG0qAbb+lpckiIqJjNLNlsQ8wEdgTOADYv9wPSNJUSU9Iuquh7RRJ8yXdXm77Noz7nKQ5ku6TtFdD+96lbY6kyUvz5CIiYnAMdInytW0/y7Jf2uN7wFnA93u1n2n7jF7r2gY4hOr6UxsB10raooz+JvBe4BFgpqRptu9exkwREbEMBuqG+hHVVsSsPsaZmnMubP9S0oQmcxwEXGT7T8CDkuYAO5dxc2w/ACDpojJtikVExBAaqFicBmB700Fe5/GSPgbcCnza9mJgLDCjYZpHShvAvF7tfV6XStKxwLEA48ePH+TIERHD20D7LL7ZMyDpN4O0vrOBzYAdgAXAVwdpudieYnuS7UmjR48erMVGRAQDb1moYXj1fqdaCrYf/8vCpXOAy8vD+cDGDZOOK20M0B4REUNkoC2LlSSNkvTGhuH1em7LsjJJGzY8fD/Qc6TUNOAQSatJ2pTq6KtbgJnAREmbSlqVaif4tGVZd0RELLuBtizWodq53bOFcVvDuNod3JIuBPYA1pf0CHAysIekHcr8c4HjAGzPlnQx1Y7rl4FP2H6lLOd44GpgZWCq7dlL8fwiImIQDPQb3BOWZ8G2D+2j+bwBpj+NslO9V/uVwJXLkyUiIpZPMyflRUTEMJdiERERtVIsIiKiVlPFQtLuko4sw6PLEUsRETFM1BYLSScDJwGfK02rABe0MlRERHSWZrYs3g8cCCwBsP0osFYrQ0VERGdppli8ZNtU50Ygac3WRoqIiE7TTLG4WNJ3gHUlHQNcC5zT2lgREdFJan8pz/YZkt4LPAtsCXzJ9vSWJ4uIiI7RzM+qUopDCkRExDBVWywkPUfZX9HgGf76exQPtCJYRER0jma2LP4v1Y8O/YjqooKHUP0mxW3AVKqLBUZExAqsmR3cB9r+ju3nbD9rewqwl+0fA6NanC8iIjpAM8XiBUkHS1qp3A4GXizjendPRUTECqiZYvER4DDgCeDxMvxRSWsAx7cwW0REdIhmDp19ADign9E3Dm6ciIjoRM0cDbU6cDSwLQ2/xW37qBbmioiIDtJMN9QPgDcBewE3AOOA51oZKiIiOkszxWJz218Eltg+H9gP2KW1sSIiopM0Uyz+XO6flrQdsA6wQesiRUREp2nmpLwpkkYBXwCmASOBL7Y0VUREdJQBi4WklYBnbS8Gfgm8eUhSRURERxmwG8r2q8BnhyhLRER0qGb2WVwr6TOSNpa0Xs+t5ckiIqJjNLPP4kPl/hMNbSZdUhERw0YzZ3BvOhRBIiKic9V2Q0l6g6QvSJpSHk+UtH/ro0VERKdoZp/Fd4GXgN3K4/nA/66bSdJUSU9IuquhbT1J0yXdX+5HlXZJ+oakOZLukLRTwzyHl+nvl3T4Uj27iIgYFM0Ui81s/wfl5DzbL1D9CFKd7wF792qbDFxneyJwXXkMsA8wsdyOBc6GqrgAJ1OdMb4zcHJPgYmIiKHTTLF4qVyO3ACSNgP+VDeT7V8Ci3o1HwScX4bPB97X0P59V2YA60rakOp6VNNtLyrnekzn9QUoIiJarJmjoU4BrgI2lvRD4O3AEcu4vjG2F5Thx4AxZXgsMK9hukdKW3/tERExhJo5GuoaSbOAXam6n06w/eTyrti2JQ3aL+1JOpaqC4vx48cP1mIjIoLmjob6T2BP4Hrbly9noXi8dC9R7p8o7fOBjRumG1fa+mt/HdtTbE+yPWn06NHLETEiInprZp/FGcA7gLsl/VTS35cfRFoW04CeI5oOBy5raP9YOSpqV+CZ0l11NbCnpFFlx/aepS0iIoZQM91QNwA3SFoZeBdwDDAVWHug+SRdCOwBrC/pEaqjmk4HLpZ0NPAQcHCZ/EpgX2AO8AJwZFn3IkmnAjPLdF+23XuneUREtFgzO7gpR0MdQHXpj5346xFN/bJ9aD+j3t3HtOa1lxNpHDeVqjhFRESbNPMb3BdTneNwFXAWcEO5Gm1ERAwTzWxZnAccavsVAEm7SzrUdp9bAhERseJpZp/F1ZJ2lHQo1T6GB4FLWp4sIiI6Rr/FQtIWwKHl9iTwY0C23zlE2SIiokMMtGVxL/ArYH/bcwAk/a8hSRURER1loPMs/g5YAPxC0jmS3k1zFxCMiIgVTL9bFrZ/Dvxc0ppUF/o7EdhA0tnApbavGaKMUWPC5Ctauvy5p+/X0uVHROerPYPb9hLbP7J9ANXlNn4LnNTyZBER0TGaudzHX9heXK7B9LoT6yIiYsW1VMUiIiKGpxSLiIiolWIRERG1UiwiIqJWikVERNRKsYiIiFopFhERUSvFIiIiaqVYRERErRSLiIiolWIRERG1UiwiIqJWikVERNRKsYiIiFopFhERUSvFIiIiaqVYRERErRSLiIiolWIRERG12lIsJM2VdKek2yXdWtrWkzRd0v3lflRpl6RvSJoj6Q5JO7Ujc0TEcNbOLYt32t7B9qTyeDJwne2JwHXlMcA+wMRyOxY4e8iTRkQMc53UDXUQcH4ZPh94X0P7912ZAawracN2BIyIGK7aVSwMXCNplqRjS9sY2wvK8GPAmDI8FpjXMO8jpS0iIobIiDatd3fb8yVtAEyXdG/jSNuW5KVZYCk6xwKMHz9+8JJGRER7tixszy/3TwCXAjsDj/d0L5X7J8rk84GNG2YfV9p6L3OK7Um2J40ePbqV8SMihp0hLxaS1pS0Vs8wsCdwFzANOLxMdjhwWRmeBnysHBW1K/BMQ3dVREQMgXZ0Q40BLpXUs/4f2b5K0kzgYklHAw8BB5fprwT2BeYALwBHDn3kaKUJk69o6fLnnr5fS5cfMRwMebGw/QCwfR/tTwHv7qPdwCeGIFpERPSjkw6djYiIDpViERERtVIsIiKiVopFRETUSrGIiIhaKRYREVErxSIiImqlWERERK0Ui4iIqJViERERtVIsIiKiVopFRETUSrGIiIhaKRYREVErxSIiImqlWERERK0Ui4iIqJViERERtVIsIiKiVopFRETUSrGIiIhaKRYREVErxSIiImqlWERERK0Ui4iIqJViERERtVIsIiKiVopFRETU6ppiIWlvSfdJmiNpcrvzREQMJ11RLCStDHwT2AfYBjhU0jbtTRURMXx0RbEAdgbm2H7A9kvARcBBbc4UETFsyHa7M9SS9PfA3rY/Xh4fBuxi+/iGaY4Fji0PtwTua2Gk9YEnW7j8Vkv+9kr+9urm/K3Ovont0X2NGNHClQ4p21OAKUOxLkm32p40FOtqheRvr+Rvr27O387s3dINNR/YuOHxuNIWERFDoFuKxUxgoqRNJa0KHAJMa3OmiIhhoyu6oWy/LOl44GpgZWCq7dltjDQk3V0tlPztlfzt1c3525a9K3ZwR0REe3VLN1RERLRRikVERNRKsYiIiFopFhERUasrjobqJJJ2p7r8yF22r2l3njqSdgHusf2spDWAycBOwN3AV2w/09aANSR9ErjU9rx2Z1kWDYd6P2r7WkkfBnYD7gGm2P5zWwPWkPRm4O+oznN6Bfg98CPbz7Y1WJMkbUV1aaCxpWk+MM32Pe1LtfwkHWn7u0O5zmxZ1JB0S8PwMcBZwFrAyV1y9dupwAtl+OvAOsC/l7Yh/WNbRqcCN0v6laR/lNTnpQg62HeB/YATJP0A+CBwM/A24Nx2BqtTCvW3gdWp8q5GVTRmSNqjjdGaIukkquvICbil3ARc2CX/uwP516FeYQ6drSHpt7Z3LMMzgX1tL5S0JjDD9t+0N+HAJN1je+syfJvtnRrG3W57h/alqyfpt8BbgfcAHwIOBGYBFwKX2H6ujfFqSbrD9lskjaD6VruR7VckCfid7be0OWK/JN0J7FDyvgG40vYeksYDl/X8X3QqSb8Htu299Va29mbbntieZM2RdEd/o4AtbK82lHnSDVVvJUmjqLbCZHshgO0lkl5ub7Sm3NWwyfo7SZNs3yppC6Cju0AK234VuAa4RtIqVJeqPxQ4A+j0LY2VyofTmsAbqLbsFlF9S1+lncGaNIKq+2k1YCSA7YfL+9DpXgU2Ah7q1b5hGdfpxgB7AYt7tQu4aajDpFjUW4fqm6wAS9rQ9gJJI0tbp/s48HVJX6C6WuVvJM0D5pVxne41r3H5ljgNmFa+7Xa684B7qa488C/ATyQ9AOxK1UXSyc4FZkq6GXgHVfclpStwUTuDNelE4DpJ91P9vQOMBzYHju93rs5xOTDS9u29R0i6fqjDpBtqGZUPqjG2H2x3lmZIWhvYlOoLwiO2H29zpKZI2sL279udY3lI2gjA9qOS1qXqUnvY9i0Dz9l+krYFtqY6oOPedudZWpJWojogpXEH90zbr7QvVXdKsVgOkkbafr7dOZZV8rdXN+fv5uyxbHI01PK5u90BllPyt1c35+/47JLeImmGpHmSppR9jz3jumGrrqPyZ59FDUmf6m8UZYdfJ0v+9urm/N2cvfgWcAowg2r/3I2SDrT9B7rj4IKOyp8ti3pfAUZRnVvReBtJd7x+yd9e3Zy/m7MDrGX7KttP2z6Daqf2VZJ2Bbqh/72j8mfLot5twM9tz+o9QlI3HE2U/O3Vzfm7OTsAktbpuUqB7V9I+gDwM2C99iZrTiflzw7uGpK2BBb1nF/Ra9yYTj+qKPnbq5vzd3N2gHJplQdsz+jVPh74ou1j2pOsOZ2WP8UiIiJqdUO/Y1tJWkfS6ZLulbRI0lOS7ilt67Y7X53kb69uzt/N2SH5B1uKRb2LqU6338P2erbfCLyztF3c1mTNSf726ub83Zwdkn9QpRuqhqT7bG+5tOM6RfK3Vzfn7+bskPyDLVsW9R6S9FlJY3oaJI1RdfnjbviNheRvr27O383ZIfkHVYpFvQ8BbwRukLRY0iLgeqpD1w5uZ7AmJX97dXP+bs4OyT+o0g3VBFW/tjWO6vcrnm9o39v2Ve1L1pzkb69uzt/N2SH5B5Xt3Aa4AZ8E7gN+DswFDmoYd1u78yV/+zOuqPm7OXvyD/4tZ3DXOwZ4q+3nJU0Afippgu2v0x2/Z5H87dXN+bs5OyT/oEqxqLeSy+af7bmqfnv4p5I2oTv+4JK/vbo5fzdnh+Qf3DBDvcIu9Likv/xOdXnz9gfWBzr697eL5G+vbs7fzdkh+QdVdnDXkDQOeNn2Y32Me7vtX7chVtOSv726OX83Z4fkH/Q8KRYREVEn3VAREVErxSIiImqlWEQMAlVulLRPQ9sHJXX8iV8Rzcg+i4hBImk74CfAjlSHpf8W2NvVbyYv7bJG2H55kCNGLLMUi4hBJOk/gCXAmuV+E2A7YBXgFNuXlROsflCmATje9k3lOPpTqS5BvZXtLYY2fUT/UiwiBpGkNal+u/ol4HJgtu0LVP1YzS1UWx0GXrX9oqSJwIW2J5VicQWwne0H2/MMIvqWM7gjBpHtJZJ+DDxPdWXQAyR9poxeHRgPPAqcVU64egVo3IK4JYUiOlGKRcTge7XcBHzA9n2NIyWdAjwObE91kMmLDaOXDFHGiKWSo6EiWudq4J8kCUDSjqV9HWCB7VeBw4CV25QvomkpFhGtcyrVju07JM0ujwG+BRwu6XfAVmRrIrpAdnBHREStbFlEREStFIuIiKiVYhEREbVSLCIiolaKRURE1EqxiIiIWikWERFRK8UiIiJq/X+zKtm/nhZHSQAAAABJRU5ErkJggg==\n"},"metadata":{"needs_background":"light"}}]},{"cell_type":"markdown","source":["### No. of Items Purchased in each Invoice"],"metadata":{"id":"L8evbQAqqDlB"}},{"cell_type":"code","source":["s = purchase_df.groupby('Invoice ID').sum()['Quantity'].value_counts().sort_index()\n","s.plot.hist()\n","plt.title('Distribution of No. of Items Purchased in each Invoice')\n","plt.xlabel('No. of Items Purchased')\n","plt.ylabel('Frequency')\n","plt.show()"],"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":295},"id":"75qS9uWmpuHs","executionInfo":{"status":"ok","timestamp":1648656260222,"user_tz":-480,"elapsed":659,"user":{"displayName":"Goh Jia Yi","userId":"03217675921799541747"}},"outputId":"3a078882-62e5-432e-a15e-5731cf2d6718"},"execution_count":null,"outputs":[{"output_type":"display_data","data":{"text/plain":["<Figure size 432x288 with 1 Axes>"],"image/png":"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\n"},"metadata":{"needs_background":"light"}}]},{"cell_type":"code","source":["plt.boxplot(s)\n","plt.title('Box Plot of No. of Items Purchased in each Invoice')\n","plt.show()"],"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":281},"id":"_0K6GlfTqHBQ","executionInfo":{"status":"ok","timestamp":1648656260778,"user_tz":-480,"elapsed":561,"user":{"displayName":"Goh Jia Yi","userId":"03217675921799541747"}},"outputId":"03b2e1a6-c60c-47c5-93c8-2788814e8fb1"},"execution_count":null,"outputs":[{"output_type":"display_data","data":{"text/plain":["<Figure size 432x288 with 1 Axes>"],"image/png":"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\n"},"metadata":{"needs_background":"light"}}]},{"cell_type":"markdown","source":["### Distribution of Final Price across Invoices"],"metadata":{"id":"dCqNuSmbqVyt"}},{"cell_type":"code","source":["s = purchase_df.drop_duplicates('Invoice ID')['Final Price']\n","s.plot.hist()\n","plt.title('Distribution of Final Price in each Invoice')\n","plt.xlabel('Final Price')\n","plt.ylabel('Frequency')\n","plt.show()"],"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":295},"id":"nr8Fk_98qRp7","executionInfo":{"status":"ok","timestamp":1648656261122,"user_tz":-480,"elapsed":350,"user":{"displayName":"Goh Jia Yi","userId":"03217675921799541747"}},"outputId":"d54b0342-e6ee-4911-f06c-832b8303cde6"},"execution_count":null,"outputs":[{"output_type":"display_data","data":{"text/plain":["<Figure size 432x288 with 1 Axes>"],"image/png":"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\n"},"metadata":{"needs_background":"light"}}]},{"cell_type":"code","source":["plt.boxplot(s)\n","plt.title('Box Plot of Final Price in each Invoice')\n","plt.show()"],"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":281},"id":"Vt9SxJ5TqZX5","executionInfo":{"status":"ok","timestamp":1648656261897,"user_tz":-480,"elapsed":780,"user":{"displayName":"Goh Jia Yi","userId":"03217675921799541747"}},"outputId":"363c9fec-875a-4a36-d93b-04e56e08a66f"},"execution_count":null,"outputs":[{"output_type":"display_data","data":{"text/plain":["<Figure size 432x288 with 1 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\n"},"metadata":{"needs_background":"light"}}]},{"cell_type":"markdown","source":["### Top 10 Sub(categories) for Items Purchased\n","Based on the sum of all quantities"],"metadata":{"id":"KLNEP5bsquOq"}},{"cell_type":"code","source":["s = purchase_df.groupby('Categories').sum()['Quantity']\n","s = s.nlargest(10)\n","s.plot.bar()\n","plt.title('Top 10 purchased Categories')\n","plt.xlabel('Category')\n","plt.ylabel('Frequency')\n","plt.show()"],"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":411},"id":"3Ur9cDb0qazG","executionInfo":{"status":"ok","timestamp":1648656263502,"user_tz":-480,"elapsed":831,"user":{"displayName":"Goh Jia Yi","userId":"03217675921799541747"}},"outputId":"2952257a-dace-4113-f79e-a156440b7b42"},"execution_count":null,"outputs":[{"output_type":"display_data","data":{"text/plain":["<Figure size 432x288 with 1 Axes>"],"image/png":"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\n"},"metadata":{"needs_background":"light"}}]},{"cell_type":"code","source":["s = purchase_df.groupby('Subcategories').sum()['Quantity']\n","s = s.nlargest(10)\n","s.plot.bar()\n","plt.title('Top 10 purchased Subcategories')\n","plt.xlabel('Subcategory')\n","plt.ylabel('Frequency')\n","plt.show()"],"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":433},"id":"Fz549nRxq7p7","executionInfo":{"status":"ok","timestamp":1648656265046,"user_tz":-480,"elapsed":548,"user":{"displayName":"Goh Jia Yi","userId":"03217675921799541747"}},"outputId":"69310092-3ff1-40da-bac4-d852aee627c6"},"execution_count":null,"outputs":[{"output_type":"display_data","data":{"text/plain":["<Figure size 432x288 with 1 Axes>"],"image/png":"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\n"},"metadata":{"needs_background":"light"}}]},{"cell_type":"markdown","source":["### Top 10 Final Price (Sub)categories"],"metadata":{"id":"Lw9KQnkxrMEC"}},{"cell_type":"code","source":["s = purchase_df.groupby('Categories').mean()['Final Price']\n","s = s.nlargest(10)\n","s.plot.bar()\n","plt.title('Top 10 Average Final Price Categories')\n","plt.xlabel('Category')\n","plt.ylabel('Frequency')\n","plt.show()"],"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":483},"id":"7ruGDzMfqxkf","executionInfo":{"status":"ok","timestamp":1648656267357,"user_tz":-480,"elapsed":846,"user":{"displayName":"Goh Jia Yi","userId":"03217675921799541747"}},"outputId":"b99f2a3d-42be-4677-92ad-8f6feaa544e8"},"execution_count":null,"outputs":[{"output_type":"display_data","data":{"text/plain":["<Figure size 432x288 with 1 Axes>"],"image/png":"iVBORw0KGgoAAAANSUhEUgAAAZEAAAHSCAYAAAAt7faVAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAALEgAACxIB0t1+/AAAADh0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uMy4yLjIsIGh0dHA6Ly9tYXRwbG90bGliLm9yZy+WH4yJAAAgAElEQVR4nOzdedzlc/3/8cdzxjLWkEkYY4YG2RpMqPimZMlOkTVLoUVoRwspJRVFpZCyZcseJRQqiRlk9zMYMdm3GRGG5++P9/vMfOaac13XceY678+ZuV732+3crnPeZ3m/rnOd6/M6n/cq24QQQgjtGFJ3ACGEEOZckURCCCG0LZJICCGEtkUSCSGE0LZIIiGEENoWSSSEEELbIomE0GGSDpN0ygC9liW9Y4Be6y5JGw3Ea80t4j158yKJzCUkvVi5vCHp5crt3Qaojp0k3SDpJUnXNrl/rKQJ+f4Jksa28Jq/kTRN0tIDEWOdJO0l6fUef4uf2v6u7U8WqP9aSf/L9T4t6cK+3lfbq9m+tgNxbCbpeklTJT0l6TpJ27T43EmSPjTQMbWqU+/J3CySyFzC9sKNC/BvYOtK2VkDVM2zwI+Bo3veIWk+4BLgTGBx4DTgklzelKSFgI8ALwC7D1CM1deXpNKf8X9U/xa2Dyhc/wH5M7ASsBhwXM8HSJqnU5VL+ihwPnA6MAJYCvgmsHWn6hwInXxP5naRROZykuaX9GNJ/8mXH0uaP9+3kaRHc3PL0/lbYK9nLbavtn0e8J8md28EzAP82PYrto8HBHywj/A+AjwPHAnsWYn5HklbVW7Pk7/Rrp1vr5/PiJ6X9K9q80P+Nn6UpL8DLwErSNo7v+ZUSQ9K2r/He/QVSY/l9+eT1Saj/P79UNK/JT0h6ReSFujjd5qFpCMknZmvj8qvv2d+zaclfa3y2HUl/SP/bo9J+mlfibg3tp8FLgBWz687SdJXJd0O/De/p9O/9Usamj8HD+T3aYKk5fJ9q0i6StKzku6TtFMvv6eAY4Fv2z7F9gu237B9ne1982NWlPRnSc/k3/0sSYvl+84ARgKX5bOpr+Tyvv7eoytnPVdL+lnjvc73b6PURPV8/my8s3Jff+/JEEmH5PfkGUnnSVoi3zdM0pm5/HlJN0ta6s3+neYKtuMyl12AScCH8vUjgRuBtwHDgRtI/+SQDvzTSP/48wPvB/4LrNzP638SuLZH2eeBP/Qo+z3wxT5e5xrgGNK31WnAOrn8m8BZlcdtCdyTry8LPANsQfoStEm+PTzffy3pTGw1UlKbNz9/RVJSez8puaydH7858Hh+/IKkMykD78j3HwdcCiwBLAJcBnyvl99nL+BvTcqPAM7M10fl1z8ZWAB4F/AK8M58/zrA+jn2UcA9wMGV15oeW5N6rgU+ma8vCfwZOKPymbgNWA5YoMnn5MvAHcDK+X16F/BWYCHgEWDvHNNawNPAqk3qXyXHN7qPv/k78t9sftLn8XrSF49ZPrst/r3/AfwQmA/YAJhSea9XIn2eN8mfg68AE4H5WnxPDiL974zI8f4SODvft3/+LCwIDM1/t0Xr/t+v41J7AHHpwB915n+EB4AtKvdtBkzK1zciHbwXqtx/HvCNfl6/WRL5BnBOj7KzgCN6eY2RwBvA2Hz7SuAn+fo7gKnAgpXX+Wa+/lXygbHyWlcCe+br1wJH9hP/xcBB+fqpVJJCrtv5p/JBaMXK/e8BHurldffK7+fzlcv6NE8iIyrPuwnYuZfXPBi4qHK7vyTyUq53cn7fGgfbScA+fXxO7gO2bfKaHwP+2qPsl8DhTR77vhzfsDfxWd0OuLVZTP39vfNnaFrjc5LvO7PyXn8DOK9y35D8vmzU4ntyD7Bx5b6lgddIyXQf0heyNWf3/3VOv0Q74NxvGeDhyu2Hc1nDc7b/28f9rXoRWLRH2aKkZNDMHqSzi9vy7bOAH0n6ku2Jku4BtpZ0GbAN6RswwPLAjpKqbezzAn+p3H6kWpGkDwOHk76ZDiF9e7wj370MML6X5w7Pj52QWmrSy5G+efbmRtsb9Kh/8yaPe7xy/SVg4fzYlUhnhuNy3fMAE/qor6cDbfc2EuyRXsohfRt/oEn58sB6kp6vlM0DnNHksc/kn0sDDzWrJDf5/ATYkHRmNwR4ro+4+vp7LwM8a/ulyn2P5N8Fenz2bb8h6RHS2U318X3VfZGkNyplr5POnM/I9ZyTm+POBL5m+7U+Xm+uFH0ic7//kP4ZGkYyc5/G4kod3L3d36q7gDVVOdoCa+byZj5O6q94XNLjpAPnkqRmC4CzgV2AbYG7bU/M5Y+QvpkuVrksZLva2T99aWql/p8LSE0eS9leDLiClAwAHiM1VzQsV7n+NPAysFqlrrc4dVx3yonAvcAY24sCh1VinV19Ldn9CKnJr1n5dT3e74Vtf7rJY+/Lj/9IH/V8N8exRv79dmfm369njH39vR8DlpC0YOXx1b/fTJ/9/NlcjnQ20lt9Pev+cI+6h9mebPs129+yvSrwXmAr0md60IkkMvc7G/i6pOGSliT1N5zZ4zHfkjSfpA1J/wznN3uh3Pk6jPRNdEjuXJw3330t6VvagbkzujEq6c9NXuc9pAPWusDYfFkd+C0z/hHPATYFPp3LG84knaFs1ohHaYBANRFUzUdqz34KmJbPSjat3H8esLekd+aD0Tcad9h+g9R3cZykt+XYl5W0WS91DYRFSO36L0pahfT7l3AK8G1JY5SsKemtpH6tlSTtIWnefHl3tYO6wanN5wvAN5QGMyyaO6c3kHRS5fd7EXhB0rKkvpiqJ4AVKrd7/Xvbfph0FnlE/vy+h5lHgZ0HbClp4/w5/SKp/+mGFt+TXwBHSVoeIP8PbZuvf0DSGpKGkv5er5GaZwedSCJzv++Q/tFuJzXh3JLLGh4nNSf8h9Sk9Cnb9/byWnuQvpmfSGqOeJl0kMX2q6T27Y+T2uT3AbbL5T3tCVxi+w7bjzcupGaOrSQtYfsxUqfpe4FzG0+0/Qjp7OQwUmJ4hHQgavpZtj0VOJB0QHkO2JXUUd64/w/A8aTmkYmkjlRIBxtIbfITgRslTQGuJnU+d8qXcoxTSe/tuX0/fMAcS3qP/kQ6KP6K1Nk8lZR0dyZ9Rh4Hvk9KzLOw/TtSP8o++fFPkD5vl+SHfAtYmzSs+3Lgwh4v8T3Sl57nc9Nmf3/v3Uj9VM/kes4l/+1s30c60zmBdFa5NWnoe7PPZDM/IX1W/iRpKumzsV6+7+3A7/J7dQ9wHc2b+OZ6yh1GYRDKQyXPtN3bt/hBJ3/DvhOY3/a0uuMJb46kc4F7bR9edyyDRZyJhEFP0va5CW5x0rfsyyKBzBly09qKudlsc9JZy8V1xzWYRBIJIY35f5I0Oul1yvVDhNn3dlJ/3IukZslP27611ogGmWjOCiGE0LY4EwkhhNC2QTfZcMkll/SoUaPqDiOEEOYoEyZMeNr28J7lgy6JjBo1ivHjx/f/wBBCCNNJerhZeTRnhRBCaFskkRBCCG2LJBJCCKFtkURCCCG0LZJICCGEtkUSCSGE0LZIIiGEENoWSSSEEELbIomEEEJo26Cbsd6fUYdcPtuvMenoLQcgkhBC6H5xJhJCCKFtkURCCCG0LZJICCGEtkUSCSGE0LZIIiGEENoWSSSEEELbOpZEJJ0q6UlJd1bKzpV0W75MknRbLh8l6eXKfb+oPGcdSXdImijpeEnK5UtIukrS/fnn4p36XUIIITTXyTOR3wCbVwtsf8z2WNtjgQuACyt3P9C4z/anKuUnAvsCY/Kl8ZqHANfYHgNck2+HEEIoqGNJxPb1wLPN7stnEzsBZ/f1GpKWBha1faNtA6cD2+W7twVOy9dPq5SHEEIopK4+kQ2BJ2zfXykbLelWSddJ2jCXLQs8WnnMo7kMYCnbj+XrjwNLdTTiEEIIs6hr2ZNdmPks5DFgpO1nJK0DXCxptVZfzLYlubf7Je0H7AcwcuTINkMOIYTQU/EzEUnzADsA5zbKbL9i+5l8fQLwALASMBkYUXn6iFwG8ERu7mo0ez3ZW522T7I9zva44cOHD+SvE0IIg1odzVkfAu61Pb2ZStJwSUPz9RVIHegP5uaqKZLWz/0oHwcuyU+7FNgzX9+zUh5CCKGQTg7xPRv4B7CypEclfSLftTOzdqj/H3B7HvL7O+BTthud8p8BTgEmks5Q/pDLjwY2kXQ/KTEd3anfJYQQQnMd6xOxvUsv5Xs1KbuANOS32ePHA6s3KX8G2Hj2ogwhhDA7YsZ6CCGEtkUSCSGE0LZIIiGEENoWSSSEEELbIomEEEJoWySREEIIbYskEkIIoW2RREIIIbQtkkgIIYS2RRIJIYTQtkgiIYQQ2hZJJIQQQtsiiYQQQmhbJJEQQghtiyQSQgihbZFEQgghtC2SSAghhLZFEgkhhNC2SCIhhBDa1rEkIulUSU9KurNSdoSkyZJuy5ctKvcdKmmipPskbVYp3zyXTZR0SKV8tKR/5vJzJc3Xqd8lhBBCc508E/kNsHmT8uNsj82XKwAkrQrsDKyWn/NzSUMlDQV+BnwYWBXYJT8W4Pv5td4BPAd8ooO/SwghhCbm6dQL275e0qgWH74tcI7tV4CHJE0E1s33TbT9IICkc4BtJd0DfBDYNT/mNOAI4MSBib5+ow65fLaeP+noLQcokhBC6F0dfSIHSLo9N3ctnsuWBR6pPObRXNZb+VuB521P61EeQgihoNJJ5ERgRWAs8BjwoxKVStpP0nhJ45966qkSVYYQwqBQNInYfsL267bfAE5mRpPVZGC5ykNH5LLeyp8BFpM0T4/y3uo9yfY42+OGDx8+ML9MCCGEsklE0tKVm9sDjZFblwI7S5pf0mhgDHATcDMwJo/Emo/U+X6pbQN/AT6an78ncEmJ3yGEEMIMHetYl3Q2sBGwpKRHgcOBjSSNBQxMAvYHsH2XpPOAu4FpwGdtv55f5wDgSmAocKrtu3IVXwXOkfQd4FbgV536XUIIITTXydFZuzQp7vVAb/so4Kgm5VcAVzQpf5AZzWEhhBBqEDPWQwghtC2SSAghhLZFEgkhhNC2SCIhhBDaFkkkhBBC2yKJhBBCaFskkRBCCG2LJBJCCKFtkURCCCG0LZJICCGEtkUSCSGE0LZIIiGEENoWSSSEEELbIomEEEJoWySREEIIbYskEkIIoW2RREIIIbQtkkgIIYS2RRIJIYTQto4lEUmnSnpS0p2Vsh9IulfS7ZIukrRYLh8l6WVJt+XLLyrPWUfSHZImSjpeknL5EpKuknR//rl4p36XEEIIzXXyTOQ3wOY9yq4CVre9JvD/gEMr9z1ge2y+fKpSfiKwLzAmXxqveQhwje0xwDX5dgghhII6lkRsXw8826PsT7an5Zs3AiP6eg1JSwOL2r7RtoHTge3y3dsCp+Xrp1XKQwghFFJnn8g+wB8qt0dLulXSdZI2zGXLAo9WHvNoLgNYyvZj+frjwFIdjTaEEMIs5qmjUklfA6YBZ+Wix4CRtp+RtA5wsaTVWn0925bkPurbD9gPYOTIke0HHkIIYSbFz0Qk7QVsBeyWm6iw/YrtZ/L1CcADwErAZGZu8hqRywCeyM1djWavJ3ur0/ZJtsfZHjd8+PAB/o1CCGHwKppEJG0OfAXYxvZLlfLhkobm6yuQOtAfzM1VUyStn0dlfRy4JD/tUmDPfH3PSnkIIYRCOtacJelsYCNgSUmPAoeTRmPND1yVR+remEdi/R9wpKTXgDeAT9ludMp/hjTSawFSH0qjH+Vo4DxJnwAeBnbq1O8SQgihuY4lEdu7NCn+VS+PvQC4oJf7xgOrNyl/Bth4dmIMIYQwe2LGegghhLZFEgkhhNC2SCIhhBDa1lISkbRGpwMJIYQw52n1TOTnkm6S9BlJb+loRCGEEOYYLSUR2xsCuwHLARMk/VbSJh2NLIQQQtdruU/E9v3A14GvAu8Hjs/Luu/QqeBCCCF0t1b7RNaUdBxwD/BBYGvb78zXj+tgfCGEELpYq5MNTwBOAQ6z/XKj0PZ/JH29I5GFEELoeq0mkS2Bl22/DiBpCDDM9ku2z+hYdCGEELpaq30iV5PWrmpYMJeFEEIYxFpNIsNsv9i4ka8v2JmQQgghzClaTSL/lbR240beOOrlPh4fQghhEGi1T+Rg4HxJ/wEEvB34WMeiCiGEMEdoKYnYvlnSKsDKueg+2691LqwQQghzgjezn8i7gVH5OWtLwvbpHYkqhBDCHKGlJCLpDGBF4Dbg9VxsIJJICCEMYq2eiYwDVrXtTgYTQghhztLq6Kw7SZ3pIYQQwnStnoksCdwt6SbglUah7W06ElUIIYQ5QqtJ5Ih2XlzSqcBWwJO2V89lSwDnkjrpJwE72X5OkoCfAFsALwF72b4lP2dP0grCAN+xfVouXwf4DWk2/RXAQdHkFkII5bS6n8h1pAP+vPn6zcAtLTz1N8DmPcoOAa6xPQa4Jt8G+DAwJl/2A06E6UnncGA9YF3gcEmL5+ecCOxbeV7PukIIIXRQq0vB7wv8DvhlLloWuLi/59m+Hni2R/G2wGn5+mnAdpXy053cCCwmaWlgM+Aq28/afg64Ctg837eo7Rvz2cfpldcKIYRQQKsd658F3gdMgekbVL2tzTqXsv1Yvv44sFS+vizwSOVxj+ayvsofbVI+C0n7SRovafxTTz3VZtghhBB6ajWJvGL71cYNSfOQ5onMlnwG0fE+DNsn2R5ne9zw4cM7XV0IIQwarSaR6yQdBiyQ91Y/H7iszTqfyE1R5J9P5vLJpD3cG0bksr7KRzQpDyGEUEirSeQQ4CngDmB/0kiodnc0vBTYM1/fE7ikUv5xJesDL+RmryuBTSUtnjvUNwWuzPdNkbR+Htn18cprhRBCKKDVBRjfAE7Ol5ZJOhvYCFhS0qOkUVZHA+dJ+gTwMLBTfvgVpOG9E0lDfPfOdT8r6dukEWEAR9pudNZ/hhlDfP+QLyGEEAppde2sh2jSd2F7hb6eZ3uXXu7auMljTerAb/Y6pwKnNikfD6zeVwwhhBA6582sndUwDNgRWGLgwwkhhDAnaXWy4TOVy2TbPwa27HBsIYQQulyrzVlrV24OIZ2ZvJm9SEIIIcyFWk0EP6pcn0Ze82rAowkhhDBHaXV01gc6HUgIIYQ5T6vNWV/o637bxw5MOCGEEOYkb2Z01rtJEwIBtgZuAu7vRFAhhBDmDK0mkRHA2ranAkg6Arjc9u6dCiyEEEL3azWJLAW8Wrn9KjNW3w1zqVGHXD7brzHp6BgJHsLcrNUkcjpwk6SL8u3tmLEnSAghhEGq1dFZR0n6A7BhLtrb9q2dCyuEEMKcoNVVfAEWBKbY/gnwqKTRHYophBDCHKLV7XEPB74KHJqL5gXO7FRQIYQQ5gytnolsD2wD/BfA9n+ARToVVAghhDlDq0nk1epWtpIW6lxIIYQQ5hStJpHzJP0SWEzSvsDVvMkNqkIIIcx9+h2dlbeePRdYBZgCrAx80/ZVHY4thBBCl+s3idi2pCtsrwFE4gghhDBdq81Zt0h6d0cjCSGEMMdpNYmsB9wo6QFJt0u6Q9Lt7VQoaWVJt1UuUyQdLOkISZMr5VtUnnOopImS7pO0WaV881w2UdIh7cQTQgihfX02Z0kaafvfwGZ9Pe7NsH0fMDa//lBgMnARsDdwnO0f9ohhVWBnYDVgGeBqSSvlu38GbAI8Ctws6VLbdw9UrKE7zO4aXrF+Vwid01+fyMWk1XsflnSB7Y8McP0bAw/k1+/tMdsC59h+BXhI0kRg3XzfRNsPAkg6Jz82kkgIIRTSX3NW9ci+Qgfq3xk4u3L7gNxcdqqkxXPZssAjlcc8mst6K5+FpP0kjZc0/qmnnhq46EMIYZDrL4m4l+uzTdJ8pFnw5+eiE4EVSU1djzHzvu6zxfZJtsfZHjd8+PCBetkQQhj0+mvOepekKaQzkgXydfJt2150Nur+MHCL7SdIL/ZE4w5JJwO/zzcnA8tVnjcil9FHeQghhAL6TCK2h3aw7l2oNGVJWtr2Y/nm9sCd+fqlwG8lHUvqWB9D2ppXwJi8mvBkUtPYrh2MN4QQQg+tbko1oPLaW5sA+1eKj5E0ltRsNqlxn+27JJ1H6jCfBnzW9uv5dQ4ArgSGAqfavqvYLxFCCKGeJGL7v8Bbe5Tt0cfjjwKOalJ+BXDFgAcYQgihJW9mU6oQQghhJpFEQgghtC2SSAghhLZFEgkhhNC2SCIhhBDaVsvorBDmNLO7CCTEQpBh7hRnIiGEENoWSSSEEELbIomEEEJoWySREEIIbYskEkIIoW2RREIIIbQtkkgIIYS2RRIJIYTQtkgiIYQQ2hZJJIQQQtsiiYQQQmhbJJEQQghtiyQSQgihbbUlEUmTJN0h6TZJ43PZEpKuknR//rl4Lpek4yVNlHS7pLUrr7Nnfvz9kvas6/cJIYTBqO4zkQ/YHmt7XL59CHCN7THANfk2wIeBMfmyH3AipKQDHA6sB6wLHN5IPCGEEDqv7iTS07bAafn6acB2lfLTndwILCZpaWAz4Crbz9p+DrgK2Lx00CGEMFjVmUQM/EnSBEn75bKlbD+Wrz8OLJWvLws8Unnuo7mst/KZSNpP0nhJ45966qmB/B1CCGFQq3Nnww1sT5b0NuAqSfdW77RtSR6IimyfBJwEMG7cuAF5zRBCCDWeidienH8+CVxE6tN4IjdTkX8+mR8+GViu8vQRuay38hBCCAXUciYiaSFgiO2p+fqmwJHApcCewNH55yX5KZcCB0g6h9SJ/oLtxyRdCXy30pm+KXBowV8lhKJmd6/32Oc9DLS6mrOWAi6S1Ijht7b/KOlm4DxJnwAeBnbKj78C2AKYCLwE7A1g+1lJ3wZuzo870vaz5X6NEEIY3GpJIrYfBN7VpPwZYOMm5QY+28trnQqcOtAxhhCam92zIYgzorlJtw3xDSGEMAeJJBJCCKFtkURCCCG0LZJICCGEtkUSCSGE0LZIIiGEENoWSSSEEELbIomEEEJoWySREEIIbYskEkIIoW2RREIIIbStzv1EQgihbbGicXeIM5EQQghtiyQSQgihbZFEQgghtC2SSAghhLZFEgkhhNC2SCIhhBDaFkkkhBBC24onEUnLSfqLpLsl3SXpoFx+hKTJkm7Lly0qzzlU0kRJ90narFK+eS6bKOmQ0r9LCCEMdnVMNpwGfNH2LZIWASZIuirfd5ztH1YfLGlVYGdgNWAZ4GpJK+W7fwZsAjwK3CzpUtt3F/ktQgghlE8ith8DHsvXp0q6B1i2j6dsC5xj+xXgIUkTgXXzfRNtPwgg6Zz82EgiIYRQSK19IpJGAWsB/8xFB0i6XdKpkhbPZcsCj1Se9mgu6628WT37SRovafxTTz01gL9BCCEMbrUlEUkLAxcAB9ueApwIrAiMJZ2p/Gig6rJ9ku1xtscNHz58oF42hBAGvVoWYJQ0LymBnGX7QgDbT1TuPxn4fb45GViu8vQRuYw+ykMIIRRQx+gsAb8C7rF9bKV86crDtgfuzNcvBXaWNL+k0cAY4CbgZmCMpNGS5iN1vl9a4ncIIYSQ1HEm8j5gD+AOSbflssOAXSSNBQxMAvYHsH2XpPNIHebTgM/afh1A0gHAlcBQ4FTbd5X8RUIIYbCrY3TW3wA1ueuKPp5zFHBUk/Ir+npeCCGEzooZ6yGEENoWSSSEEELbIomEEEJoWySREEIIbYskEkIIoW2RREIIIbQtkkgIIYS21bLsSQghzA1GHXL5bL/GpKO3rD2O2YkhzkRCCCG0LZJICCGEtkUSCSGE0LZIIiGEENoWSSSEEELbIomEEEJoWySREEIIbYskEkIIoW2RREIIIbQtkkgIIYS2RRIJIYTQtjk+iUjaXNJ9kiZKOqTueEIIYTCZo5OIpKHAz4APA6sCu0hatd6oQghh8JijkwiwLjDR9oO2XwXOAbatOaYQQhg0ZLvuGNom6aPA5rY/mW/vAaxn+4Aej9sP2C/fXBm4bzarXhJ4ejZfY3Z1QwzQHXFEDDN0QxzdEAN0RxzdEAMMTBzL2x7es3BQ7Cdi+yTgpIF6PUnjbY8bqNebU2Poljgihu6Koxti6JY4uiGGTscxpzdnTQaWq9wekctCCCEUMKcnkZuBMZJGS5oP2Bm4tOaYQghh0Jijm7NsT5N0AHAlMBQ41fZdBaoesKax2dANMUB3xBExzNANcXRDDNAdcXRDDNDBOObojvUQQgj1mtObs0IIIdQokkgIIYS2RRKZQ0ga3UpZCAEkLS5pzRrrX1jSwnXVX1IkkRZIep+khfL13SUdK2n5wmFc0KTsd4VjCJmkhSQNyddXkrSNpHnrjqsukoZKWkbSyMalhhiulbSopCWAW4CTJR1bOIY1JN0K3AXcLWmCpNVLxpDjWFHS/Pn6RpIOlLRYJ+qKJNKaE4GXJL0L+CLwAHB6iYolrSLpI8BbJO1QuewFDCsRQ5OYrmmlrMMxHJMPGPNKukbSU5J2LxjC9cAwScsCfwL2AH5TsP7plOwu6Zv59khJ6xas/3PAE8BVwOX58vtS9Ve8xfYUYAfgdNvrAR8qHMMvgS/YXt72SNLxoo4RWhcAr0t6R65/OeC3nagokkhrpjkNY9sW+KntnwGLFKp7ZWArYDFg68plbWDfQjEAIGlY/pa3ZG4uWCJfRgHLlowF2DQfMLYCJgHvAL5csH7Zfol0wPq57R2B1QrWX/Vz4D3ALvn2VNLCpKUcBKxsezXba+RLHU1J80haGtiJepIYwEK2/9K4YftaYKEa4njD9jRge+AE218Glu5ERXP0PJGCpko6lPRtc8PcjFGk6cL2JcAlkt5j+x8l6uzD/sDBwDLABEC5fArw08KxNN7/LYHzbb8gqa/HDzRJeg+wG/CJXDa0ZAAV69leOzejYPu5PPm2lEeAFwrW15sjSXPG/m77ZkkrAPcXjuFBSd8Azsi3dwceLBwDwGuSdgH2JH3phA4dsyKJtOZjwK7APrYfz+29Pygcw0RJhwGjqPzdbO9TKgDbPwF+Iulztk8oVW8vLpV0L/Ay8GlJw4H/Faz/YOBQ4CLbd+UD1l/6eU6nvJa3RTBAfi/eKFj/g8C1ki4HXmkU2i7aH2H7fOD8yu0HgY+UjG3es1QAACAASURBVAHYB/gWcCHp7/HXXFba3sCngKNsP5QH4ZzRz3PaEpMNW5Q70sfYvlrSgsBQ21ML1n8D6QM5AXi9UW67WYd7iXjey6wJrVQ/0RBgfeBe4AXbr+eBD4vYfrxEDJVYFszNWrWRtBvpi87awGnAR4Gv54NqifoPb1Zu+1sl6q/EsRKp/3Ip26vn0Vnb2P5OyThyLAvZ/m/penvEsAAw0vbsrlredz2RRPonaV/SUvJL2F5R0hjgF7Y3LhjDbbbHlqqvL5LOAFYEbmNGQrPtAwvGcKvttUrV16T+9wC/Aha2PTIPutjf9mcKx9FIqM8CG5OaGK+xfU/JOHIstSZUSdeR+sV+2fhsSLrTdrHRUfnL1SnU/7nYGvghMJ/t0ZLGAkfa3mag64rmrNZ8lrQB1j8BbN8v6W2FY/i9pC1sX1G43mbGAau63m8g1+RRaxfWFMePgc3IC37a/pek/ysdhO03JP0sHzTvLV0/zJxQgdoOnMCCtm/q0Tc2rXAMx9EFnwvgCNIx69ocx225yXXAxeis1rySd04EQNI85Pbngg4iJZL/SZoiaaqkKYVjaLgTeHtNdTfsT2r/frWu98P2Iz2KXm/6wM67RtJHVHhkQUUjoT4D6cAJ1HHgfFrSiszoG/oo8FjpILrkc/Ga7Z6DHTrSTxZnIq25LndqLyBpE+AzwGUlA7BdakhxryRdRvoHXYQ0keomZu5IHfBT5d50wfvxSG66sNIkw4OA4k1I2f7AF4Bpkv5HatKy7UVLBWD7kR45rI4D52dJcyJWkTQZeIg0Oqqkbvlc3CVpV2Bobn4/ELihExVFn0gLcrvzJ4BNSf+gVwKnlGxGyd8ydwNG2/62pOWApW3fVDCG9/d1v+3rCsZS6/shaUngJ6TJbCJNODzI9jMl6u8mkn4HHEsa5r0e6cA5zvbONcWzEDCk5MCXSt1d8bnIg3++xszHrG/bHvARjJFE5hCSTiSdjn7Q9jslLQ78yfa7aw6tFvF+zNBbm7vt6wvV3y0Hzu8Cx9h+Pt9eHPii7a+XjGOwiSTSB0nn2d5J0h006QMpOStX0i2NCWWVkSf/sv2uUjFUYpnKrO/HC8B40j9txydX1fV+SPqK7WMknUDzz0SxEWqVmKpNq8NIHaoTbH+wdCx1ajZir/E5KVB3089DQ6nPhaQf2z640vTcM44YnVXYQfnnVrVGkdQ9oazqx8CjpLV4RNqWeEXSonenAhsViKGu96PRvj2+QF0tsb119XZu2vtxqfrze78vNU6EzYZKmt/2KzmuBYD5C9Xd+Dy8D1gVODff3hG4u1AMMGNC4Q9LVRhnIv3IB6qrbX+g5jhqnVDWI5ZZvvE35rGUOjvq5f34hu3zCtQ9FPi+7S91uq525P6iu2yvWqi+rpgIK+mrpCU+fp2L9gYutX1MwRhuBDbI61aRO9f/anv9gjEMJS1AuVuJ+uJMpB95NvQbkt7SZMhcyTjOkjSBGRPKtqtjQln2kqSdmLEU/UeZseRIkW8ldb4f+TPxvhJ1taJHU8oQYCzprLCUBW1/tWB9Tdn+vqTbSZ8JSB3JVxYOY3FgUdLkT0hzZxYvGUD+fC4vab7q1IROiTORFki6BFiLtNT19KUMSrd/547C5Zi5yaDkwaIRxwqkjtT3kA5eNwKfByYD69j+W4EYzrC9R39lHaz/RNLKxecz82fiwhL194hlz8rNacAk238vWP93gBu6ZCJsrSTtTZro9xfSl5v/A46wfVrhOE4H3kma9Fj9fA74emaRRFrQ4590upIfDEnfBvYi7WXS+KN5sHWeNvTsMM2n8HcUbML5dZNi19APgKSDnBbH7LOsA/U2BliItNz5K8BrFJ6nIulvtjdoMuCj+HyZHM/bSUOdAf7pwuu55RiKrWcWSaRFSktrr5Rv3mf7tcL13wesUeL0tI8Yah+ZpLQk/2HAAsBLzFiO/lXgJNuHdjqGbtNsBFKzkUqhcyStYvteSU1HgtXRYgCgvEWv7Rc7VUf0ibRA0kakzttJpIPWcpL2LDUOP7uTtDHVkwXr7Kn2kUm2vwd8T9L36kwYkkYAJ5BG40DqWD7I9qMFY9iFtEXBaEmXVu5ahBlt8iXi2B74c6PPUGkb1o1sX1wqhlzv8cDZrmffnS+QFmn9UZP7DBRtMVDakvcMYIl8+2ng47bvGvC64kykf7kDd1fnJZWVlpw+2/Y6BWMYB1xCSia1LDXSTbpggt1VpCHO1c2HdrO9SYn6cwzLA6OB7wGHVO6aCtzeGCFUII5ZVpiu40woNzt/jLQb6EXAObaLfOGR9G7bN5eoqxV5xNzXnHdZzF+Ev2v7vQNeVySR/km6vefEwmZlHY7hLtL+zXdQmQ9ReKmRphOYKrEUS2h1T7Dr5cDZNcv1l9TL/8cdtteoKZ4lSJtR7UzaT2NMgTpvJY3EOgf4bY0jJxvxNBuG35Hh99Gc1Zrxkk4Bzsy3d6d8k85Lto8vXGdPxSYw9afuCXbAM5J2B87Ot3chr2JbShd1KI+XdCwz9nX/LGnOSF3eAawCLE+hxQ9tryVpZVLiukDSa6TPxjm2J5WIoYdi2/TGmUgLJM1P+sfYIBf9Ffh5Y2ZsoRiOJTVjXcrMzVnFOuwkjbT971L1vRk1TLBbntQn8p5c9HfgwG59fzpJacHDb5DWzjJpKPx3XHiDKknHANuTRjCeA1zsvI5WaUp7quwM7AQ8brvovKI8HeBbzDhmXQ98y/ZzA15XJJE3J58qj7B9e+F6m+3fXXSIb3UUkKQLbJfev7oaS7MJdpNsl176uyvkIc5LMfMcoiIJTdKOPVdOaFZWII79gQtsP12y3iZxDCFNeNwF2AL4h+3ta4xnKLCQ7Y7stxNJpAWSrgW2If2DTiCNkLrB9ufrjKs0zbzYYd3b09Y9we4Y4DvAy8AfgTWBz9s+s88ndiaWzwGHA08wo7/MpfrsehliXGThwx51DiGNVlvB9pGSRgJvd7ntATYkJY7tSH2X55B23iy+0oWk3wKfIi1DczNpFv1PbP9goOuKPpHWvMX2FEmfJK1Jc3heXqGY3KT2EWZd5O7IgmG4l+vF2T4tz91ZJcdyX+EQNrX9lTy8dRKwA6nJoHgSIS0UurLLL73+YdI37WXz8NqGRSm/LS2kPpk3SMNpjySNUrsA6Pj2AJIeAR4mJY4jbNc5FB/S9tVTlNaY+wNp9N4EIJJITeaRtDSpffNrNcVwCWm59QlU+kQKe5fSFrQi7fLYOD0uPjNY0hak0WoP5PpHS9rf9h8KhdD439kSON/2C6ptd1oeIX02SvsPaYDJNszckT6VtAxOaes5bw8AYPu5/EWjhA1sP1yorlbMq7T443bAT22/JqkjX/wiibTmSNLOYH+zfbPS2lH3F45hhO3NC9c5E9tD66y/h2OBD9ieCKC0t/blpG9dJfxe0r2k5qxPKy2HPuC7xrXoQeBaSZcz86CLAV8nqcppL/V/STqr1JyUftS2XUKXJRBIX7AmAf8Crs8DQaJPZDCTdBJwgu076o6lG0i62ZVdDPPorJtccGfDPMjiBadVUxcEFp3b10nqUW/XbNqW4+ma7RK6kaR5OpHsI4m0oBs6USXdTRr//hDp22ajCanoP2q3UFpFd3ngPNIBbEfg38DV0PnVdCXtCPzR9lRJXycduL5Teo0kFd47okfdS9t+LH/L7WmI7YdqiGkVZmwPcE3dk/7qIukg0r4qU4FTSKuQH2L7TwNd15CBfsG51KZ5eNxWpFPEdwBfLhzDh4ExwKakjXe2yj8Hq2Gk0UjvJ+2k+BRpUcbGe9Np38gJZAPS/IhfAScWqHcmtl8Hli/Y9l+1aY7h4eqFtCXAd0sHI2kNYA3S6Mlr60wgks6XtIOk+SUV3Zwr2ycfszYl7WeyB3B0JyqKPpHW1NaJKmnR/GGYWqTCOYTtvWsOobGD35ak1YMvV9pXow4PAn9XWoSxo3tH9HCQ0na0JzUK8sTDi0id/UVIegtp4MlywO2ks5A1JP0b2LZT8yP68X1gT+AkUv9EaY0D1BbAGbbvUocOWpFEWlNnJ+pvSd+sJzBj74YGAysUiqOrSBoNfI5ZhzyXWr9rsqRfApsA389DsOs6s38gX4aQVvAt5UPAHyUNs318/r+4gtSMdEg/zx1I3yaNEvug7TdgejPf94CjSJ+TjlLa7+eUSgf7Q6T13P5IuX3eqyZI+hNpgc5DJS1ChwYZRJ9Ii3p0oi4ELFJHJ2pIJP2L1IRUy4KUuSN9c9JGWPfnIeBrdKLNuZtJWpQ0Iu6vwLbAL9zhzbCaxHA3sGbPTmNJ85D+Pu8sEMP0RShzH9FlwJG2f9dzEEgJeeLlWOBB289LeiuwbCdW2ogzkRbkA8ZngJGkPQOWIS03/fvCcSxO6hcZ1ihz2T1Nusn/6lyQ0vZLkp4krU10P2lyXelh38D0JXGajY7q6JI4knbIV08iDbm+BnikUd7pwQ0VrzYbdWR7mqRSc6qG5hnyI0lfbj5t+8+5CWnBQjFUGViV1IpxJGnnyWF9PqNNkURa82tSc1JjLf7JpL21iyWRPFv+IGAEcBuwPvAPCm9200V+koe2/okaFqTMdY8jfZn4NTAvabZ60YX2si9Vrg8jrWxQYt5GdWDHpT3KDJRKIsMkrcXMTb3k26Wakg4B/kzaYfMO4L2SppFWz61jk6yfU2j2fjRntUDSeNvjeqwd1ZG1+fuI4Q7SB+BG22PzUMbv2t6hn6fOlSR9jzTi5AFmXi+q2H4ipGGTt1Q+E0X3mOmLpJtsr1t3HCWo+eKk09n+QKlYYPqcpc8BmwG3AkfZfrlwDLc0Zu93+pgVZyKteVXSAsyYCbsi5Zce+Z/t/0kij4i5V2n/gsFqR9JCe3XtOf+qbTeWksj9ZLXI/XUNQ4B1gLfUFE5xpZNEf5y+mR+fL3UpNns/kkhrDieNslhO0lmkJou9CsfwqNLe1RcDV0l6jrTg22BV957z5+XRWYtJ2hfYBzi5pliq61ZNI40M+kRNsYTucDxpqPXbJB1Fnr3fiYqiOatFeXTD+qR21htd454Fkt5P+qb5B9uv1RVHnZSW51+TtMx1LXvOS9qENJlLwJW2rypVd66/azcJC/UrNXs/kkgLlJb7/nNjX4B8RrCR7YsLxnCG7T36KxssciKdRcEhvqOBx2z/L99eAFjKBbdCVRdtEpZj+Axwie3Jkg62XXK74lAhaX3STp9T8+1FgXfa/udA1xXLnrTmcFc2lnHacrPponcdtFr1Rm7vXKdwDF0jJ4t7SZPrFgHuKZVAsvOZuY359VxWUnU0UjdMOl0QOF3SFaRleoqSdE0rZR2OYYSkiyQ9JelJSRdIGlEyhuxE4MXK7Rfp0LI8kURa0+x9KtKfJOlQSVOBNSVNyZeppL6AS0rE0I0k7QTcROpg3wn4p6SPFgxhnmqnfr5eev2qWjcJk7StpGUqRT8izZUZQxpOWiqOYXlwwZKSFpe0RL6MApYtFUf2a9Jw56VJ88kuy2WlyZVmpjyTvyPHrGjOaoGkU4HnSTunAXwWWML2XoXqH0JaUmGfEvXNCfKM9U2cd5DLo0+uLjXsWtJVpKX5L823twUOtL1xifpzna+T1soSafHJlxp3UWCTMKXdPcfafkNpA6SzSXOovkpaAHH9TtZfieMg4GDSQXsyM87QpgAn2/5piThyLLfZHttfWYE4LgSuZcbZx2dI++9sN9B1xZlIaz5HmkR0Lmn7y/+REkkR+VtE0WUT5gBDPPMWpM9Q9vP8KeAwSf9WWujvq8D+BevH9lDbi9pexPY8+XrjdoldJueF6Qsg/hG41fZBuZ9ogQL1A5CXWXkHaSn+FWyPzpd3lUwg2TOSdpc0NF92J302S/sUaXL0ZOBRYD3SahsDLob4tsD2f0kzUut0i6R327655ji6xR8lXUn69gtpM6IrSlVu+wFgfUkL59sv9vOUudG5zOiXegK4Lk+024PCQ6/zmnY7kBZjrNM+wAnAcaQmxhuA4itO5y9YO5eoK5qzWpCbLnbMHeqNNazOsb1ZwRjuJX3bepgZTRjulhnSpUh6B2kU1N/zQWODfNfzwFn54F4iju8Cx/T4THzRdkfG4ner3Gk8jTTM+leklX3/BXzchTelkvRD0hIjF3qQH9gknQYc1OPz+aNONIlHEmlBdemAvso6HEOz3eO6cW/njpL0e+BQ99gmWGlDou/aLrJRVy+fielDbkN5ecDJQqSk9j8K9Q3lur9i+xhJJ9B8McwDOx1Dj3iKHbOiOas1b1QnduUDetHsa/thpV30xtj+de5IXrhkDF1iqZ4JBMD2HXk0TilD8/Izr8D0eSJ17BsRMtsl91LpqTGRb3yNMVQNkbS47edg+tI4HTneRxJpzdeAv0m6jvTtZkMKd6Kqu1aNrdNifdxXrDMXOAu4RlJj+ObewOkF6w9NqKbtEmxfln+e1um6WvQj4B+Szicdsz5Kh7YsjuasFklakrTsCcCNpA2qii05oi5fNbYUSWeTVg84uUf5J0lDfj9WMJbNSX0AAFfZvrJU3WFW6mW7BBdY2VnSZfTROlFyOZ4GSasyY6uIP9u+uyP1RBJpXR558kFgV2Ar20sVrPsm2+tqxhLPC5H+QQZbElmKtLDcq8xYeHAcaaLf9q5ht8n8t9gB2Nn2lqXrr5vSpm1fBEba3lfSGGBl26U3battu4TKMjw7AG8ntRIA7AI8YfvznY6hN0qrju9K+nyu1t/j36yYJ9ICSetLOp40MuoS4HpglcJh9Fw19mrglMIx1M72E7bfC3wLmJQv37L9npIJRNJ8krbPzQWPkb5c/KJU/V3m16TRWe/JtycD36khjv9V1jKb3/a9pObfjrN9XV525322P2b7snzZldT8XZSkZSR9XtLNwF2kY31HhvzGmUgf8jDOHYF/k+YjXASMtz26pnhqXTU2gKRNSd8uNwX+QporcYLtUXXGVSd1waZtuc6LSH1TB5OS+nPAvLa3KBjDPcCWth/Mt0cDV7jAPu+5vv1In89lgfPy5ZJOHrOiY71vnwT+H2npgMtsv6K8CVFpkr5v+6vAVU3KQjl/BP4KbNCYByHpJ/WGVLtu2LQN29vnq0co7XbYmElf0ueBayU9SPqytzxlB+H8lDRXZlfb4wE6fcyKM5E+KK2Uuwkps29M+ub5IWA52yX2sK7GMsschMHYsV43SWNJzQI7Ag+SlsH5pu2m83gGg3yG/HVgVdKe9+8D9rJ9bQ2xLA4sR+ULsu1bCscwPzOau+9tDAMvVPdbSZ/NXUh9M+eR/hbLdazOSCKtyR+MrUh/nA1Jm7zsWqDeT5MWT1uBtJ94wyLA323v3ukYQnOS3kv6PHyENEv7Itsn1RtVPdQFm7ZJ+jZpx9EHmbFMv0uMzqrE8PFm5baLD//Oqwl8jPQZXYj0+TxswOuJJPLmKW3wsl2JD0Ze3G5x4HvMvH7XVNvPdrr+0D+lVZY/RBr9MihXWpa0JjCKmc8ALiwcw33AGq4s0V9anrHeMIzUgnGL7ZLbFMxC0kqkz+eRA/7akUTmHLl5bSlm/keN7VFDrZS2SliTNAqoegZQNKFKugD4tGde3blWSrugnmN787pj6ZToWJ9DSDoAOIK0Wur0f1TSP28IdVrf9qp1B0E6W79V0p1UOvbrmOhX8V+gltGcpUQSmXMcTJrAVcfeBCH05R+SVu3UjOg34TTg+8AdzLx1cTE9Zq4PIQ02KL1tclGRRN4ESZ8hjbmeLOlg2z8uWP0jwAv9PioUVT14Slrf9o11x1SD00mJ5HHSGUBd2xS8ZPv4wnX29MPK9WnAw7YfrSOQUv1U0SfyJkj6EvBh0j/KUJfdT+RXpNm3lzPzqfqxpWIIs8pL0y9OWsngk7ZXqjmk4iRNBL5AjzOA0tsUSDqW9L9xKTP/jxQd4tsjpg2AXWwX2wk111usnyrORPqgtG/2zbb/k4t+RNoYamPgB4XD+Xe+zJcvoQZ5uflnbU8BsL2VpM+RvoF2fMh3l3rKea/5mjX2yqju7W5mLEJYhKS1SJ+FHYGHgKKj1LJi/VRxJtIHSbcDY22/IWle0tInk0n7aV9re/0+X6Dz8c1TetLjYCdpAvBB2y/k2weSxuJ/EvhZyTkJ3ULSz0lL9F/GzGcAdRw8a5GH0O6SL0+TlsP5Ul2TUHPLxY9K9FPFAox9mxemz9X4I3Cr7YPyIm9F9q6Q9LfK9TN63H1TiRjCTOarJJDvkpo3N7F9D2mZjcFoAVLy2BTYOl+2KlW5pK1V2flT0jcl/UvSpQU3KruXdMazle0NbJ8AvF6o7mYa/VT3Sbpd0h35S/GAi+asvp1L+nAsQhpae11eDn4PoNRY9IUq11fvcZ8KxRBmmJg3ohpBaj5Z2fZLkoossNeNbO9dcwhHkZuwJG0F7E46I1gL+CVQou9yB9JyOH+R9EfScjh1/n/+inSc6vhItUgifbB9hKRTSKMsXiH9Ya4gLXHRdHmDToTRy/Vmt0PnNdbNepW0vMa1kp4irZW0Z52B1SUvr3ECM3bZ/CtwUMFRSbb9Ur6+A/Ar2xOACXlEZYkALgYuznvLbEsakv82SSeSlhv5U4k4Kor1U0WfSJfLq4F+kdT0+APgS427gGNsr1hXbAEkDQPWAO63/Xzd8dRB0lXAb4FGc+vuwG62NylU/+3Ae4GXSB3ZH6msYHt3XRMh82KQOwIfs71x4bqL9VNFEulymrGHd1Nd0JQQBjlJt9ke219ZB+vfBzgMmAI82VhiJI+S+mHpA3g36OW40ZEhvpFEQgizRdI1pN0Nz85FuwB7lzx4S1oWeBvwL9tv5LKlSZtSxfpyHRRJJIQwW/LIqBNI2+MauAE4MA7e9SnZTxVDfFsgaUdJi+TrX5d0oaS1+3temHtJWjHvMYOkjSQdmFdsHXRsP2x7G9vDbb/N9naRQGr3a9LM/WXy5bJcNuDiTKQFjR0E8xIG3yF1cH/T9no1hxZqIuk2YBxpbaIrSMuerFZyP++65b0zej2A2D6wYDihomQ/VZyJtKYxaWhL4CTbl1N46RFJC0r6hqST8+0xeUx8qMcbebWA7YETbH8ZWLrmmEobD0zIl20q1xuX4iRtIGnvfH24pLl6GfY+PCNpd0lD82V3oCMrgMeZSAvyInuTSfutrw28DNxk+10FYziX9I/5cdurS1oQuKHUCJgwM0n/BH4MfA3Y2vZDku603XNC6KAg6Vbba/X/yI7GcDjp7HBl2ytJWgY43/b7+nnqXKdHPxXA3+lQP1WcibRmJ+BKYLM8F2AJ4MuFY1jR9jHAawB5clXMWK/P3qR/0KNyAhnNjHkSg1E3fBvdnnRG9F+AvHDqIrVGVJMe/VTDO9lPFUmkBbZfypN0XpA0krSm1r2Fw3hV0gLkf1ZJK1KZRBTKygvbfRW4Jd9+yPb3641q0HvVqWml8T+yUD+Pn2tJGiHpIklP5ssFecTWgIsk0gJJ20i6nzQb9rr88w+FwzictAjkcpLOAq4BvlI4hpBJ2hq4jfQ3QdJYSd2wHHoxkqZKmiJpCrBm43qjvIaQzpP0S2AxSfsCVwMn1xBHN4jRWd1E0r9IK3RebXstSR8Adrf9icJxvJW00JyAG20/XbL+MENjSXjSlgBr5bJB2yfSLSRtQlpNWMCVtq+qOaRalBydFQswtuY1289IGiJpiO2/SCq5NW7DssBQ0t/t/yQNqj0busxrtl9IizpPV8u+3mGGnDQGZeLo4Zk8Iqu6ikBHRmdFEmnN85IWBq4HzpL0JLnzrhT1st0l9eyaFuAuSbsCQyWNAQ4kzdQOhUmaSvOO/cZe74sWDqkb7EManXUcM1YR6Mg6e9Gc1YLcQfcyqQ9pN9LmQ2fZ7khm7yWG2lYjDbPKQ6y/RqXpBPh23rAshNpIGgqcbnu3IvVFEulb/oNcbfsDNcdRbLvLEOZUeTmiDUjfvv9m+9aaQ6qF0o6oH7T9aqfriuasfth+XdIbkt7S2Ba1Jo3tLh8nDe1tnKqvWWNMg46ky+h7qY9tCoYTKiR9k7R/R6OJ9zeSzrf9nRrDqsuDwN/ziMHpTe+2jx3oiiKJtOZF4I68+U71D1JybaBi212GPv2w7gBCr3YD3tVoUpR0NGkY9mBMIg/kyxA6POEykkhrLqT+Duxi212G3tm+ru4YQq/+AwwDGv1S85OWKxp0bH+rVF3RJ9KiPFt8pO37aqq/2HaXoXeSzrO9k6Q7mLlZK5oXa1JZTXgk8G7SEF+T1rq7yfYONYZXC0krkbbSHkXlZMH2Bwe8rkgi/cuzk38IzGd7tKSxwJEl279LbncZeidpaduP5QXuZmH74dIxDXaS9uzrftunlYqlW+QJ0r8gLdraWIUc2wO+unIkkRbE7OTQjKS3A+uSvvXebPvxmkMKAUjHLNvrlKgr1s5qzWtNRmYV7dwuuaBa6J+kTwI3ATsAHwVulBRnhTXKe+z8TtLdkh5sXOqOqyRJS0haArhM0mckLd0oy+UDLjrWW9MNs5N/DfyWNIQRYPdctknhOELyZWCtxoTTvK7ZDcCptUY1uP2atFDpccAHSDO0B9sX5QmkM+PGejzVLSsMrDDQFUZzVgu6YXZyyQXVQv8k3QBs1JjMJWk+UnPne+uNbPBqNOFIusP2GtWyumMrTdKwnsenZmUDIc5EWpA3gPpavtSl2IJqoXeSvpCvTgT+KekS0je8bYHbawssALwiaQhwv6QDSMN7F645prrcQNqFtb+y2RZJpAWSxgGHMetwuZLDOYstqBb61Ji41ZjM1XBJDbGEmR0ELEhqbv42qUmrz5Fbc5s82GNZYAFJazGjWWtR0nsz8HVGc1b/JN1HalucabZ4DOcMeXVnbL9YdyyDWV7j7vu2v1R3LHXKw533Iu01P75y11TgN52YVxZJpAWS/mZ7g5rqbkykaqrw0ishk7Q6aU/1xoiXp4GP276rvqgGN0k32l6/7ji6gaSP2L6gSF2RjEuutQAADGtJREFURPonaWNSH8Q1FJ4t3mMi1bdIo0+mG4wTqbpB7lj/mu2/5NsbAd+NjvX6SDqR1JRzPjOvcTcoV3WQtCWwGmkpGABsHznQ9USfSGv2BlYB5qXwhlDVJCHp4EgaXWOhRgIBsH1t3ncm1GcYabBJdWmPQblxm6RfkPpAPgCcQprLdFNH6oozkf5Jus/2yl0Qxy22B3x0RXjzJF0E3EJq0oI0b2cd29vXF1UIiaTbba9Z+bkw8AfbGw50XXEm0pobJK0aG0KFin1IzYuNb7l/zWWhJpKGAZ9g1iacwfh3eTn/fEnSMqQztKU7UVEkkdasD9wm6SEKbwjVY//oBSVNadzF4N0/una2nyMNJQ3d4wzgXmAz4EjS/iL31BpRfX4vaTHgB6QzZgMnd6KiaM5qQazYGhryTnG9ip0N6yPpVttrVZpw5gX+OthHbEmaHxjWqZ1Z40ykBY1kIeltVE6T/3979x9rd33Xcfz5WilQLNBlkyJj0qxOI2DFwdwPnINpiBtsZDqjGyVz6hbjAunmNl0MMpbFETYmGYsyHCK4AgtKt1bGNIrQ2AFCC9JuGcpwQlSooHSUH+Nq3/7x/V572txe2sP3e0/53ucj+eae7+d7znl/Tpt73+fz+X5+aF56HfAQzcoBd7BzMpcmb6r9+Xg7BPth4IgJ1mci2i+9T1bVo0leS7Pn/P3Al/uIZxLZC0neBlwMHAVsBY6haSYfN8l6aSKOpFn08p3Au4AbgWudH7JfuDzJi4HzgLU0S5783mSrNLeSnEcz2bCSXAf8LHALcHqSU6pqVecx7c56bu0GL28C/qZtLp8KrKyqX5tw1TRBbTfBO2n6nS+oqs9NuEqa55J8EziBZnjvg8CRVfVUkgOAe/rYA2m+LZM8rql2ye8XJXlROz/gpElXSpOR5KAkPw98EXg/8FlgzWRrpSRLk1yR5Kb2/Ngk8+2L3jNV9WxVPQ58u108lqr6H+DZPgLanbV3Hm/HWa8HVifZysiMWM0fSa4Gjge+StP62DLhKmmnP6XZU2R6te1/Ar4EXDGpCk3AkvYLToDD2se054f3EdDurL3QzkR+mqbldhbNf8bq6Q2JNH8k2cHOLxCjvzwOuZ6wJHdW1aunR2m1ZfNqz50kV852vao6X/nblsgskvwQsLSqNrRFO4CrkvwUsAT385h3qsou4P3Xk+0OkwXQjkzqZVjr/qqPJPFc/IWY3SXAd2co39Zek7T/+C2aUVnLk2wArgbOmWyVJivJRUle1T7+gz5i2BKZ3dKq2rx7YVVtTrJs7qsjaXdJVtFs0rYJeCPwIzTdi/dV1dRsr50H/gH4SJLjgDv7CGBLZHZLZrm2aM5qIWk2R9P0DGyl2a7hLJpdSA+d5TWDlOQ3krx8pOhGmvky/wX8cx8xTSKzuyvJe3cvTPLrwMYJ1EfSbqrqQ+0+LkcCH6X5g/keYEs7b2I+eX9VPQTQTrz8a+Bm4BSglxWm7c6a3SpgTZKz2Jk0TgIOpKf/EEljW0Szl/jh7fHvNFtazycL29GkL6VZ5uTiqvoiQJJe9lg3icyiqh4BXt/OUJ+e6XljVd08wWpJGpHkcpoliJ6gWc/s68Bn2pWW55uLgQeABcC9AEl+EHg3cF8fAZ0nIukFLcnXaL55b6FJILcBW2qe/nFLsqB9eADwSZql8TcBH6iqRzuPN0//nSUNSJLQtEZe3x7H09wbua2qzp9k3YbOJCJpMJIcDZxMk0jOAF5SVbONstTzZBKR9IKW5Fx2tkCmaLq0po/NVbVjgtUbPG+sS3qhWwZcT9Pn/x8Trsu8Y0tEkgYmyQdnKN4GbKyqezqNZRKRpGFJcg3NnLZ1bdEZNEN+lwHXV9VFncUyiUjSsCRZD7ylqra354tplkD5OZrWyLFdxXLZE0kaniOA742cT9EsKPv0buXPmzfWJWl4VgN3JPlKe/5W4Jp2SZRO1xOzO0uSBijJq2mGPQNsqKq7eoljEpGk4WmXP1nKSI9TVT3YdRy7syRpYJKcA5wPPAL8L80mXQWs6DyWLRFJGpYk9wOvqarH+o7l6CxJGp6HaCYX9s7uLEkangeAW5LcyMiQ3qr6TNeBTCKSNDwPtseB7dEb74lIksZmS0SSBiLJJVW1Ksk6mtFYu6iqt3Ud0yQiScPxZ+3PT89VQLuzJEljsyUiSQOT5GTgY8AxNH/nA1RVvaLzWLZEJGlYknwL+ACwkWbGOgB9TD60JSJJw7Otqm6ai0C2RCRpYJJcCCwAbmDXyYabOo9lEpGkYUnydzMUV1W9qfNYJhFJ0ri8JyJJA5TkdOA44ODpsqr6eNdxXMVXkgYmyWXALwHn0Azv/UWa4b7dx7I7S5KGJcm9VbVi5Odi4KaqekPXsWyJSNLwPN3+fCrJUcAU8AN9BPKeiCQNz18mWQJ8CthEsxjjF/oIZHeWJA1YkoOAg6uql50O7c6SpIFJckiS85L8cVV9DzgiyRl9xDKJSNLwXEkzU/117fm/AZ/oI5BJRJKGZ3lVXURzQ52qeopmqG/nTCKSNDzPJllEu7thkuWMrKHVJUdnSdLwnA98DXh5ktXAycCv9BHI0VmSNEBJXgK8lqYb6/aqerSXOCYRSRqGJK+a7bpLwUuS9mgPS8BPcyl4SdL+xdFZkjQQSVYmOXuG8rOTvKuXmLZEJGkYktwB/ExVbd+t/PuA9VV1YtcxbYlI0nAs3D2BAFTVk8DCPgKaRCRpOBa1rY5dJDkUOLCPgCYRSRqOK4A/T/L/uxgmWQZc117rnDPWJWkgqurTSbYD69vdDAG2AxdW1R/1EdMb65I0QG0XFlX1RK9xTCKSNGxJzgQerqo7un5vu7MkafheA/xYkgOq6s1dvrEtEUnS2BydJUkDM7o9bnv+SrfHlSTtLbfHlSSNze1xJUljc3tcSdLY3B5XkjQ+t8eVJI0tyQpgGSM9TlV1Q9dx7M6SpIFJ8ifACuAbwI62uIDOk4gtEUkamCTfrKpj5yKWo7MkaXhuSzInScSWiCQNTJI3AmuBh2mG9gaoqlrReSyTiCQNS5L7gQ8Cm9l5T4Sq+teuY3ljXZKG5z+rau1cBLIlIkkDk+QPgSXAOkZmqjvEV5K0NxbRJI/TRsoc4itJ2r84xFeSBibJ0UnWJNnaHn+R5Og+YplEJGl4rqQZ4ntUe6xryzpnd5YkDUySe6rqhOcq64ItEUkanseSrEyyoD1WAo/1EciWiCQNTJJjgEtptsct4OvAuVX1YOexTCKSpHE5T0SSBiLJpbRb4s6kqs7tOqZJRJKG466RxxfQbJPbK7uzJGmAktxdVT/RdxxHZ0nSMM1JC8EkIkkam91ZkjQQSZ5gZwvkEOCp6Us0m1Id1nlMk4gkaVx2Z0mSxmYSkSSNzSQiSRqbSUQaQ5Ijk1yX5NtJNib5apIf3sNzlyT5zbmuozQXTCLSPkoSYA1wS1Utr6oTgY8CS/fwkiVA70kkiStQaM6ZRKR9dyowVVWXTRdU1T8Cdyf52ySbkmxOcmZ7+UJgeZJ7knwKIMmHk9yZ5N4kF0y/T5LzktyX5O+TXJvkQ235CUlub5+/JsmL2/JbklyS5C7gd5P8S5KF7bXDRs+lPvjNRdp3xwMbZyh/Bnh7VX03yUuB25OsBX4HOH56Q6AkpwGvBH6SZvz+2iQ/DTwN/ALw48BCYNNInKuBc6rq1iQfp1kTaVV77cCqOql972XA6cCXgV8GbqiqqQ4/u7QLk4jUnQC/3yaEHcDLmLmL67T2uLs9X0yTVA4FvlJVzwDPJFkHkORwYElV3do+/yrg+pH3+9LI4y8AH6FJIu8B3tvB55L2yCQi7btvAO+Yofws4PuBE6tqKsl3gINneF6AT1bV53cpTFbN8Ny98eT0g6rakGRZklOABVW1Zcz3lPaK90SkfXczcFCS900XJFkBHANsbRPIqe05wBM0rYxpfwX8apLF7WtfluQIYAPw1iQHt9fOAKiqbcB/J3lD+/qzgVvZs6uBa4Arn+fnlJ6TLRFpH1VVJXk7cEmS36a5F/Id4GPAZ5NsptnX4Vvt8x9LsiHJFuCmqvpwkh8FbmsGerEdWFlVd7b3UO4FHgE2A9vasO8GLktyCPAATVfVnqwGPgFc2+HHlmbk2lnSfiTJ4qra3iaL9cD7qmrTPr7HO4Azq+rsXiopjbAlIu1fLk9yLM29lKvGSCCXAm8G3tJH5aTd2RKRJI3NG+uSpLGZRCRJYzOJSJLGZhKRJI3NJCJJGtv/ASh3A7/ODVZaAAAAAElFTkSuQmCC\n"},"metadata":{"needs_background":"light"}}]},{"cell_type":"code","source":["s = purchase_df.groupby('Subcategories').mean()['Final Price']\n","s = s.nlargest(10)\n","s.plot.bar()\n","plt.title('Top 10 Average Final Price Subcategories')\n","plt.xlabel('Subcategory')\n","plt.ylabel('Frequency')\n","plt.show()"],"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":400},"id":"tddeBTFJr55i","executionInfo":{"status":"ok","timestamp":1648656267843,"user_tz":-480,"elapsed":491,"user":{"displayName":"Goh Jia Yi","userId":"03217675921799541747"}},"outputId":"65220686-a786-4d0d-c6e1-f87b77b18338"},"execution_count":null,"outputs":[{"output_type":"display_data","data":{"text/plain":["<Figure size 432x288 with 1 Axes>"],"image/png":"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\n"},"metadata":{"needs_background":"light"}}]},{"cell_type":"markdown","source":["### Combination of Frequently-bought Categories"],"metadata":{"id":"Z7jBQTjHr-EK"}},{"cell_type":"code","source":["unique_invoice_ids = purchase_df['Invoice ID'].unique()"],"metadata":{"id":"XYiOV3X4rzSk"},"execution_count":null,"outputs":[]},{"cell_type":"code","source":["cat_combi = {}\n","\n","for invoice_id in unique_invoice_ids:\n","  rows = purchase_df[purchase_df['Invoice ID'] == invoice_id]\n","  categories = rows['Categories'].unique().tolist()\n","  if len(categories) > 1:\n","    categories.sort()\n","    categories = str(categories)\n","\n","    if categories in cat_combi.keys():\n","      cat_combi[categories] += 1\n","    else:\n","      cat_combi[categories] = 1"],"metadata":{"id":"NA0QnaGjsD9D"},"execution_count":null,"outputs":[]},{"cell_type":"code","source":["plt.bar(range(len(cat_combi)), list(cat_combi.values()), align='center')\n","plt.xticks(range(len(cat_combi)), list(cat_combi.keys()), rotation=90)\n","plt.title('Combination of Frequently-bought Categories')\n","plt.xlabel('Category')\n","plt.ylabel('Frequency')\n","plt.show()"],"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":875},"id":"XAJocd5usD_V","executionInfo":{"status":"ok","timestamp":1648656272034,"user_tz":-480,"elapsed":1667,"user":{"displayName":"Goh Jia Yi","userId":"03217675921799541747"}},"outputId":"e5b41171-0bbb-4f91-d1a8-db755b9d52bd"},"execution_count":null,"outputs":[{"output_type":"display_data","data":{"text/plain":["<Figure size 432x288 with 1 Axes>"],"image/png":"iVBORw0KGgoAAAANSUhEUgAAAYIAAANaCAYAAACECEviAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAALEgAACxIB0t1+/AAAADh0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uMy4yLjIsIGh0dHA6Ly9tYXRwbG90bGliLm9yZy+WH4yJAAAgAElEQVR4nOydd9gdRfXHP98UAiH0RHoSmggoaAxNghQF6UhXOqKoP0AsqIhIV0ERaTZUepGqRAGlV6WE0JsECNJ7SegJ5/fHmc3du+/u3vuG3DeBez7Ps8+9uzO7e3Z2ds7MnDMzMjOCIAiC7qXfzBYgCIIgmLmEIgiCIOhyQhEEQRB0OaEIgiAIupxQBEEQBF1OKIIgCIIuJxTBLIqkgyWdURN+r6S1O3Tv30v6SSeu3eK+35T0rKTJkhbo6/v3NZJGSjJJA6bj3Nr80Skk7Srphr6+76yCpDUlPTiz5ZjRhCLoJZK2lzQuFVZPS7pU0pi+lsPMVjCza97vdco+bDP7hpkd9n6v3Us5BgJHA+ub2RAze7EQnhWak3PbnX0p4/tF0kRJn5/ZcnQSSddI+mqLOLMlRfaQpNdTupwkaWQb119b0hMzSt7eYmbXm9myM+v+nSIUQS+Q9F3gGOBnwILAcOC3wOYzU64PCQsCswP3tog3b1IUQ8xspWLg9NSugz7nfGAzYHtgHmAl4DbgczNTqFZ8qPOWmcXWxoZn2MnANjVxBuGK4qm0HQMMSmFrA08APwCeA54GvghsBPwXeAnYP3etg/EP5hxgEjAeWCkXPhH4fC7uucBpKe69wOhc3P2Ah1PYfcAW6fhywFvA1PRsr6TjpwCH587/GjAhyTgWWCQXZsA3gIeAV4DfAOpN+gAfBV5P15oMXFVy7sgUPqBwPEvXHwLPAKfjFZzsmV9MaTN/7pydgMdS2I8LaVl89rWBJ3L7iwAXAM8DjwLfKryz0veQ5HoPeDM94w/yzwRsA9xWeLbvAhdVpGWr/LEccE16J/cCm+XCrgG+mtvfFbght78+8CDwKl7RuTaLn8UFjgJeTmmwYQr7KZ6X3krPeEKJ3J9PabB4zXe0G3B/eq5HgK+n43Omc99L15+c3ker971z7n3/pPC+2/lm83mrN/lhFWAc8BrwLHD0zC7HKtN8ZgvwQdmADYApFAqiQpxDgZuAjwDDgH8Dh+Uy1RTgQGAgXrg+D5wFzAWskDL5Ein+wcC7wNYp/r4pow1M4fnMfHD6+DYC+gM/B27KybVN7oPZDi90F05hu5IrBNKxU0iFIbAu8AIwKn00xwPX5eIa8A9gXryF9DywwXSkz0hKCvrcuaXhuXQ9Msk3B7BPus9i6dgfgLNT/OXxAuSzKezodH5LRZDS77b0DmcDlsQLqi+0+R6mvbPiMyVZXgKWy4XfDmxVkR6V+SNtE4D9k5zr4oXqsunca6hQBMBQvODaMsm1T7pPXhG8i+ff/sA38QJUZdcukfsI4NoW39rGwFKAgLWAN4BRxfeRi9/O+x6T0uKoJH/2vtv5ZvN5qzf54T/ATun/EGC1mV2OVab5zBbgg7IBOwDPtIjzMLBRbv8LwMRcpnoT6J/258ILgVVz8W8Dvpj+H0xzIdIPb0WsmfYn0qwIrsjFXR54s0bOO4DN0/9phUAu/BQaiuDPwC9yYUPShzQy7RswJhd+LrDfdKTPSNpTBK/ktn1Tur4DzJ6Lez/wudz+wknmAemj/UsubM50fjuKYFXgfwW5fgSc3M57oEYRpP3fAT9N/1fAa9yDKtKjMn+k7RmgXy78bODg9P8aqhXBzsB/cmECHqdZEUzIhQ9Oz7BQ2bVL5P5jPv3b/Pb+BuxTfB+9eN9nF+TNv+9W32wxb/UmP1wHHAIM7c3zzowtbATt8yIwtEU/4SJ4EzTjsXRs2jXMbGr6/2b6fTYX/iZe0GY8nv0xs/fwZmr+enmeyf1/A5g9k1XSzpLukPSKpFeAj+M1v3ZoeiYzm4ynxaI1984/Q+W16Jk+7TDUzOZN21Hp2PNm9lYuzgjgr7nnvR/vslgw3S+frq+n52mHEcAi2XXTtfdP182ofA9tcCqwvSTh3VfnmtnbknbIGcgvzcWvyh+LAI+nYxmP0fzOqiimj6Xr5nkmF/5G+lv1zou8iBfUlUjaUNJNkl5KabwR9fm1N+/7DZrfd6s8WcxbxfvW5Yfd8W7PByTdKmmTuueemYQiaJ//AG/j/fpVPIVnjozh6dj0snj2R1I/vOnbq+tJGoHXwvYCFjCzeYF78JoeeG2ujqZnkjQnsADwZG/kKLsW7z99MorP8Djebz1vbpvdzJ7Ea835dB2MP0/G63itMWOhwnUfLVx3LjPbaDrlbA40uwmvga6JG1JPT8fPtIaBfMPcKVX54ylg8XQsYziNd1b3jE+n62TXVX6/DVrlpyuAVSSVXlPSILzP/ShgwZRfL6E+v7Z63/nnmYPm990qT9Y9T21+MLOHzOzLeLfTkcD56fuZ5QhF0CZm9irezPyNpC9KGixpYKq9/CJFOxs4QNIwSUNT/Pfj6/1pSVumGuW3cUV0Uy+vMSeemZ8HkLQb3iLIeBZYTNJsFeefDewm6ZPpI/0ZcLOZTeylHNm1ZmT6VPF74KdJCZLul3l2nQ9sImlMeuZDaf4O7gA2kjS/pIXwdM+4BZgk6YeS5pDUX9LHJa3cplzP4v3IdZwGnAC8a2at/PWr8sfNeGvkBymPrg1sCvwl94xbpjy8NF5zzbgY+ETK4wOAPWlWFK2ofUYzuwK4HK/Bf1rSAElzSfqGpK/gfe2D8Pw6RdKGuPE6f/0FJM2TO9bqfW8q6TPpfR9MQ6nA+8uTtflB0o6ShqWW2SvpnPcqrzYTCUXQC8zsV7gnxwF4Rn0cr2n/LUU5HPcSuAu4G/fkOPx93PIi3Lj7Mt5VsKWZvdtLme8DfoW3aJ4FPgHcmItyFe5V8oykF0rOvwL3tLgAr10tBXyp10/izOj0qeJY3LvpMkmT8MJxVQAzuxcv3M7Cn+dlmrs+TgfuxPvzL8O9ckjnTgU2AT6JG2ZfAP6Ee5S1w8/xQucVSftWxDkdV9TtFEal+cPM3sEL/g2TjL8FdjazB9J5v8ZbHs/i3VFn5p7xBdy54Bd4F8ry+Dt7u81nPBbYWtLLko6riLM1Xss/B/dMugcYjdtXJgHfwm1NL+Mto7E5+R7AC+9HUjouQuv3vTeuBJ/GDcfP5Z5nuvNkG/lhA+BeSZOTjF8yszfLrjWzySz9QdC1SJqIGzivmAVkmQMvqEaZ2UOzgDz9cEW5g5ldPbPleb9IGoLXzpcxs0dntjyzCtEiCIJZi28Ct85MJSDpC5LmTV2B++NdKb3tkpxlkLRp6gabE7c93I23+ILEh3ekXBB8wEgtE1HvkNAXrI53nc2GD0D84qzapdEmm+NdbsK7gb5k0RXSRHQNBUEQdDnRNRQEQdDlhCIIgiDocj5wNoKhQ4fayJEjZ7YYQRAEHyhuu+22F8xsWFnYB04RjBw5knHjxs1sMYIgCD5QSHqsKiy6hoIgCLqcUARBEARdTiiCIAiCLicUQRAEQZcTiiAIgqDL6ZgikDS7pFsk3SnpXkmHlMQZJOkcSRMk3SxpZKfkCYIgCMrpZIvgbWBdM1sJn6Z1A0mrFeLsDrxsZkvjU+Me2UF5giAIghI6pgjMmZx2swW1ixMbbY7Phw6+gMTn0opIQRAEQR/R0QFlkvrjC7IvDfzGzG4uRFmUtJ6omU2R9Cq+jNwLhevsAewBMHz48E6KPEMZud/FPY5NPGLjmSBJEARBNR01FpvZVDP7JL5m6CqSPt7qnIrrnGhmo81s9LBhpSOkgyAIgumkT7yGzOwV4Gp86bY8T5IW4E7ro86DL48XBEEQ9BGd9BoaJmne9H8OYD3ggUK0scAu6f/WwFWxYEQQBEHf0kkbwcLAqclO0A8418z+IelQYJyZjQX+DJwuaQLwEtO/KHoQBEEwnXRMEZjZXcCnSo4fmPv/FrBNp2QIgiAIWhMji4MgCLqcUARBEARdTiiCIAiCLicUQRAEQZcTiiAIgqDLCUUQBEHQ5YQiCIIg6HJCEQRBEHQ5oQiCIAi6nFAEQRAEXU4ogiAIgi4nFEEQBEGXE4ogCIKgywlFEARB0OWEIgiCIOhyQhEEQRB0OaEIgiAIupxQBEEQBF1OKIIgCIIuJxRBEARBlxOKIAiCoMsJRRAEQdDlhCIIgiDockIRBEEQdDmhCIIgCLqcjikCSYtLulrSfZLulbRPSZy1Jb0q6Y60HdgpeYIgCIJyBnTw2lOA75nZeElzAbdJutzM7ivEu97MNumgHEEQBEENHWsRmNnTZjY+/Z8E3A8s2qn7BUEQBNNHn9gIJI0EPgXcXBK8uqQ7JV0qaYW+kCcIgiBo0MmuIQAkDQEuAL5tZq8VgscDI8xssqSNgL8By5RcYw9gD4Dhw4d3WOIgCILuoqMtAkkDcSVwppldWAw3s9fMbHL6fwkwUNLQkngnmtloMxs9bNiwToocBEHQdXTSa0jAn4H7zezoijgLpXhIWiXJ82KnZAqCIAh60smuoTWAnYC7Jd2Rju0PDAcws98DWwPflDQFeBP4kplZB2UKgiAICnRMEZjZDYBaxDkBOKFTMgRBEAStiZHFQRAEXU4ogiAIgi4nFEEQBEGXE4ogCIKgywlFEARB0OWEIgiCIOhyQhEEQRB0OaEIgiAIupxQBEEQBF1OKIIgCIIuJxRBEARBlxOKIAiCoMsJRRAEQdDlhCIIgiDockIRBEEQdDmhCIIgCLqcUARBEARdTiiCIAiCLicUQRAEQZcTiiAIgqDLCUUQBEHQ5YQiCIIg6HJCEQRBEHQ5oQiCIAi6nFAEQRAEXU4ogiAIgi6nY4pA0uKSrpZ0n6R7Je1TEkeSjpM0QdJdkkZ1Sp4gCIKgnAEdvPYU4HtmNl7SXMBtki43s/tycTYElknbqsDv0m8QBEHQR3SsRWBmT5vZ+PR/EnA/sGgh2ubAaebcBMwraeFOyRQEQRD0pJMtgmlIGgl8Cri5ELQo8Hhu/4l07OnC+XsAewAMHz68U2JOFyP3u7jHsYlHbDwTJKmmSsay41lY8MFjRufFyB/dQ8eNxZKGABcA3zaz16bnGmZ2opmNNrPRw4YNm7ECBkEQdDkdVQSSBuJK4Ewzu7AkypPA4rn9xdKxIAiCoI/opNeQgD8D95vZ0RXRxgI7J++h1YBXzezpirhBEARBB+ikjWANYCfgbkl3pGP7A8MBzOz3wCXARsAE4A1gtw7KEwRBEJTQMUVgZjcAahHHgD07JUMQBEHQmra6hiR9otOCBEEQBDOHdm0Ev5V0i6T/kzRPRyUKgiAI+pS2FIGZrQnsgHv43CbpLEnrdVSyIAiCoE9o22vIzB4CDgB+CKwFHCfpAUlbdkq4IAiCoPO0ayNYUdKv8Wki1gU2NbPl0v9fd1C+IAiCoMO06zV0PPAnYH8zezM7aGZPSTqgI5IFQRAEfUK7imBj4E0zmwogqR8wu5m9YWand0y6IAiCoOO0ayO4Apgjtz84HQuCIAg+4LSrCGY3s8nZTvo/uDMiBUEQBH1Ju4rg9fzqYZI+DbxZEz8IgiD4gNCujeDbwHmSnsKnjVgI2K5jUgVBEAR9RluKwMxulfQxYNl06EEze7dzYgVBEAR9RW8mnVsZGJnOGSUJMzutI1IFQRAEfUZbikDS6cBSwB3A1HTYgFAEQRAEH3DabRGMBpZP00YHQRAEHyLa9Rq6BzcQB0EQBB8y2m0RDAXuk3QL8HZ20Mw264hUQRAEQZ/RriI4uJNCBEEQBDOPdt1Hr5U0AljGzK6QNBjo31nRgiAIgr6g3WmovwacD/whHVoU+FunhAqCIAj6jnaNxXsCawCvwbRFaj7SKaGCIAiCvqNdRfC2mb2T7UgagI8jCIIgCD7gtKsIrpW0PzBHWqv4PODvnRMrCIIg6CvaVQT7Ac8DdwNfBy7B1y8OgiAIPuC06zX0HvDHtAVBEAQfItr1GnpU0iPFrcU5J0l6TtI9FeFrS3pV0h1pO3B6HiAIgiB4f/RmrqGM2YFtgPlbnHMKcAL1E9Ndb2abtClDEARB0AHaahGY2Yu57UkzOwZf0L7unOuAl2aEkEEQBEHnaHca6lG53X54C6E3axlUsbqkO4GngH3N7N4ZcM0gCIKgF7RbmP8q938KMBHY9n3eezwwwswmS9oIH6m8TFlESXsAewAMHz78fd42CIIgyNOu19A6M/rGZvZa7v8lkn4raaiZvVAS90TgRIDRo0fHQLYgCIIZSLtdQ9+tCzezo3t7Y0kLAc+amUlaBe9yerG31wmCIAjeH73xGloZGJv2NwVuAR6qOkHS2cDawFBJTwAHAQMBzOz3wNbANyVNAd4EvhQroAVBEPQ97SqCxYBRZjYJQNLBwMVmtmPVCWb25boLmtkJuHtpEARBMBNpd4qJBYF3cvvvpGNBEATBB5x2WwSnAbdI+mva/yJwamdECoIgCPqSdr2GfirpUmDNdGg3M7u9c2IFQRAEfUW7XUMAg4HXzOxY4AlJS3RIpiAIgqAPaXfSuYOAHwI/SocGAmd0SqggCIKg72i3RbAFsBnwOoCZPQXM1SmhgiAIgr6jXUXwTvLxNwBJc3ZOpCAIgqAvaVcRnCvpD8C8kr4GXEEsUhMEQfChoKXXkCQB5wAfA14DlgUONLPLOyxbEARB0Ae0VARpLqBLzOwTQBT+QRAEHzLa7RoaL2nljkoSBEEQzBTaHVm8KrCjpIm455DwxsKKnRIsCIIg6BtqFYGk4Wb2P+ALfSRPEARB0Me0ahH8DZ919DFJF5jZVn0hVBAEQdB3tLIRKPd/yU4KEgRBEMwcWikCq/gfBEEQfEho1TW0kqTX8JbBHOk/NIzFc3dUuiAIgqDj1CoCM+vfV4IEQRAEM4feTEMdBEEQfAgJRRAEQdDlhCIIgiDockIRBEEQdDmhCIIgCLqcUARBEARdTiiCIAiCLicUQRAEQZfTMUUg6SRJz0m6pyJcko6TNEHSXZJGdUqWIAiCoJpOtghOATaoCd8QWCZtewC/66AsQRAEQQUdUwRmdh3wUk2UzYHTzLkJmFfSwp2SJwiCICin3RXKOsGiwOO5/SfSsaeLESXtgbcaGD58+HTfcOR+F5cen3jExr0Om3jExrOUHDNbxnbkqArr6/SYFeTo67w4PXJMz/WmN6wb88D0ytEJPhDGYjM70cxGm9noYcOGzWxxgiAIPlTMTEXwJLB4bn+xdCwIgiDoQ2amIhgL7Jy8h1YDXjWzHt1CQRAEQWfpmI1A0tnA2sBQSU8ABwEDAczs98AlwEbABOANYLdOyRIEQRBU0zFFYGZfbhFuwJ6dun8QBEHQHh8IY3EQBEHQOUIRBEEQdDmhCIIgCLqcUARBEARdTiiCIAiCLicUQRAEQZcTiiAIgqDLCUUQBEHQ5YQiCIIg6HJCEQRBEHQ5oQiCIAi6nFAEQRAEXU4ogiAIgi4nFEEQBEGXE4ogCIKgywlFEARB0OWEIgiCIOhyQhEEQRB0OaEIgiAIupxQBEEQBF1OKIIgCIIuJxRBEARBlxOKIAiCoMsJRRAEQdDlhCIIgiDocjqqCCRtIOlBSRMk7VcSvquk5yXdkbavdlKeIAiCoCcDOnVhSf2B3wDrAU8At0oaa2b3FaKeY2Z7dUqOIAiCoJ5OtghWASaY2SNm9g7wF2DzDt4vCIIgmA46qQgWBR7P7T+RjhXZStJdks6XtHgH5QmCIAhKmNnG4r8DI81sReBy4NSySJL2kDRO0rjnn3++TwUMgiD4sNNJRfAkkK/hL5aOTcPMXjSzt9Pun4BPl13IzE40s9FmNnrYsGEdETYIgqBb6aQiuBVYRtISkmYDvgSMzUeQtHBudzPg/g7KEwRBEJTQMa8hM5siaS/gX0B/4CQzu1fSocA4MxsLfEvSZsAU4CVg107JEwRBEJTTMUUAYGaXAJcUjh2Y+/8j4EedlCEIgiCoZ2Ybi4MgCIKZTCiCIAiCLicUQRAEQZcTiiAIgqDLCUUQBEHQ5YQiCIIg6HJCEQRBEHQ5oQiCIAi6nFAEQRAEXU4ogiAIgi4nFEEQBEGXE4ogCIKgywlFEARB0OWEIgiCIOhyQhEEQRB0OaEIgiAIupxQBEEQBF1OKIIgCIIuJxRBEARBlxOKIAiCoMsJRRAEQdDlhCIIgiDockIRBEEQdDmhCIIgCLqcUARBEARdTiiCIAiCLqejikDSBpIelDRB0n4l4YMknZPCb5Y0spPyBEEQBD3pmCKQ1B/4DbAhsDzwZUnLF6LtDrxsZksDvwaO7JQ8QRAEQTmdbBGsAkwws0fM7B3gL8DmhTibA6em/+cDn5OkDsoUBEEQFJCZdebC0tbABmb21bS/E7Cqme2Vi3NPivNE2n84xXmhcK09gD3S7rLAgzNAxKHAC30U9mG9V8gRcoQcM/devWGEmQ0rDTGzjmzA1sCfcvs7AScU4twDLJbbfxgY2imZCvce11dhH9Z7hRwhR8gxc+81o7ZOdg09CSye218sHSuNI2kAMA/wYgdlCoIgCAp0UhHcCiwjaQlJswFfAsYW4owFdkn/twausqQCgyAIgr5hQKcubGZTJO0F/AvoD5xkZvdKOhRv6owF/gycLmkC8BKuLPqKE/sw7MN6r5Aj5Ag5Zu69ZggdMxYHQRAEHwxiZHEQBEGXE4ogCIKgywlFEARB0OV0zFg8qyDptZrgudLve8DrJeGzAa8BRxSOL5r7/yZwYfp/XSHee7n/c6bfKfQcENc//b4AbFEIOzP9Wjo3Y5Xc/3eAOwrnLQm8gY/ozvPF3P8p+FiOjM/mrndT4byqsE0K13sgtz9P+n0VOJie7ABMBZ4pCftK+p0KPJY7PjD3/2UgG6B4Zu54VVqVpdOGuXPeKoRNzzurk6PuXv0AlVwPPJ2gPK2y91l8l9vn/k8Fns3tD02/k4Hft3k9gEHpdxLws0LYiun3vXTdPB/LXXNC7vg6BRn/l9s/Ov1aul+eEen3HeA/hbCPp9+3gCtyx+vyaZan8vkpzyb4c71RErZp7pr3p/9rFeLk5Zwj/b5BY1aFjOvTr9FcduR53sw+VxE23XzoFQHwsJl9qixA0u1m9qnstyT86fR3rkLQXvgYCAELAmuk4waMS/+XMLORuWvdC2wEXEwj82Q8CDwHLAPcVghbDC8c+gHb5o6fCfwiyfBt4FeF8y7EP66i7CsCV6X/n6E5M26fztukRI6qsG2Bk9L/HQpyXIp/cKNL5Mju/wZwTEnYwsBFwHrAt3LHL8PHmghYAFg9Hc/SCcrT6peUp9NywNeA35jZCvmA6XxndXLU3WsScAuwcomMn8Hz23z0TKvsfRbf5ZY0CtNvFuS/FTgDf6dV+aN4PYA/Aq8A8wJbFcJGAG/j76VYOK+JF+az01yJGEMjrYbg08xkzANcDqxKz7S/BtgPV0bFtDoHOBkfwNpuPs3y1FAa+SnPcLzCd15J2HZ4Hh8JHJuOrYunccaKNJTqAXhazEVzvgavYD6DVzI+U3Iv0dMFf8bQ6RFrM3sDlmwVVhUHL2h7hOHjHabFKbtXPk7aH1N1L+D2fJxC2Lb5OMXjxf8F2cuOf7tM9nxYPk6rsIIcxbCrquTLyXhVRdi2FTLeXnHvbcviFK5Vlh5L1oT1+p21kKPuXlfV3OsXZXmq8F6K6TSmGKfkemX5rfR6hWcuyx9X5eNUhBW/iTOKcUrS/oyS622bj1Mh/7Zl51Skx+1l5+TlLHuuQlqeUTxWtp+7V1n6jsnHqbhfj2eeEVu4j84CSJrdzIpdBb2O0w3MKmk1q8jRl3xYn7kvn2tWTcMPvSKQ9CjeZfO8ma3ablgK3zn9fdPMzssdH57+TjWzJ3PH6+51dQp7ycy27oX8J6fzXjWz77Q63obsB6a/k83s6MI5vQ6rk6MqnVrJ2M7zlVyrTo66sBn6zt7HvSrTqkU6Vb2XStmn53qtaCF/1fcyze5kZjcVzqmTvy6Ne51P23i2Ojl7pGVd+ra4z3SVETOCD72NwMyWmJ6wRBZeNFZlfacv4lNjtHO9XdPv1GJAC4V0Svp9p83jGVWyZ4bXN0vOmZ6wOjlK06kNGSuvW5NWdXJUhnXgnU3vverSKjuvaISFxnspGjJ3Tb89ZG/zej3yQIt8Wid/Vdhu6fcVejon7Jp+y+Q/Jf2Wvete59NWFcIWcpbl4cp83eJeu6bfsmfuLJ3ob5oVN2ApYFD6vzZuqJm3VdiMvtcMepb5gBXbPd7G9foBc7+fMGCfkvAexzrx3L2Jj3ttLFsRfwywW/o/DDf4g3sP9Uv/PwpsBgycHjlwQ+ADMzJd0nW3KTv2fmVvlQd6eY3PTOe5I4DP597fXL3JG1XyT+/30ultRryzXt9zZj90HybuHXgLaGngv7gXySWtwnIv40rgnrS/Im793ybLlGn/QmBUi3tNwl1S89vjwF+zDzfF2xH3+hiR9q8B5gbmBx4Fbk7hpcfbkP2sdN6cwH3AE8D3U5xehwHjS9I8M4yVplMrGVs8t1IaHZjiDcfdRCvTA/c+eRB4NO1/Ehib/h8E/B34b9pfBLgx/b8NGIx7dUzEvUfOTGFrlL2zFnJcBAyvyKeVaYUb1+fG3R2vBJ4HdkxhZek/voXsx5Vsh+ELRtXlgdK0b0P+KoPrPulewucfGw+sn8K+hnvgPJz2lwGurMsbLfJp3Tml7zIn54JJvkvT/vLA7un/MGB/fF6gk9J2PtX5elTJthReblS+s46VjzO7gO6rLftQUmbYO58x68LS/2vxQiZ/7B7grvR/TMpgG6eMVXevw4Cv4+5jc+ML7hyJu6FNTh/DSsDtwJ7AtYXzvwockv7fVXW8DdnvSP8zV7qBuefpTdiOuDJ7GXdty7araXywpenUSsYWz/07fCnU+9Ox+fACozI98A9snsJ97s6eK6V9Piw7L3ufewM/KKTDXWXvrIUc1+EVgivzadYqrXL33AIvkOYBHgGOx8cJ5Av0U3B31DrZT0yy7J22a3DXy7F410X+PefzQGnatyH/UbjbqQrf5p3p9wu44lghJ/cd+HiesndWl8alebjFOaXvMnffS3E31EzeATlZ/o1/x9umZ9wKuNnD7IAAACAASURBVJfqfH0T3k01Ds+Xb+MK8GHgoap31qmtm0YWvyvpy/i01/9Ixwa2EQYw2MxuKVxvCo2+vI2BE83sYjzT1l1vMzP7g5lNMrPXzOxE4Atmdg7eHDS8RnaCmf2Ghp/3AEkL4xktu2bd8VayD5Q0EB9ANNbM3sX7LulNGD4I5jncl/pXue17+IdNTTq1krHu+VY1sz1JA7PM7OV0zbr0eNfMXi0cy57rnZT2XuWV5szFkaTV8ULl4nQsG1A2peKd1cnxE3w8xqE0pxnUp9XAXNh56VnexQuTt/ACJdvG4ulfJ/uKwDpmdryZHQ98Hh/8tQUwV00eqEr7VvJ/Ha/dvi3pNUmT0oDPbHnajYDTzeze3LG3zZe6BaatW5LJUZfGVXm47pyqd5kx1MzOJQ32MrN8GTDYzH5oZuea2QVmdgHwRk2+fgr4lJmNNrNPA5/Clfp6wKI176wjfOiNxTl2A74B/NTMHpW0BHB6G2EAL0haikYhsTXwNDBV0h/wl3ekpEF4f2Td9d6QtC2NwTNb0xhl+p6kH+G17M9K6kfj4z8Un9L7RjO7VdKSwEP4yOGy461kvxRvdt4JXCdpBF6zB/hDu2F4t8DTZrZmddLzZEU6tZKx7rkXk9Q/d84w/AM9vCY97pW0PdBf0jK47ebfKezcJOO8kr6Gj2z+Ywr7NvAj4K/mU6kvibd4ACald7YTsGbunR2S5LihKIeZXTudafV3SQ/ghtBvpmd+xcxOlXRWKuyakFQn+3z4QK5MOc4JzG9mUyW9QHUeeLci7WvlN7OyQYVIOlnSZbiR9UeS5spd71pJ+wNzSFoP+D+8Cw+q8wb4iOky+Y+rOafqXWa8LmmB3HOvlku7f0jayMwuycWvy9cfTQqPlDb3SfqYmT0i6Umq31ln6GRzY1bbqDAU0sLQiU/XcAXumfEkcAPeDzwYH8G5TIq3MI2+zap7LYln5BfwPt6/47aEOXCj0HeBNVPc4cDO7/OZS2WviDug5jq1YSkdHsI/jNdItpAUXplOvZUxd84OeK33CeCneN9/D4Np4ZzBKe6taTscH+0qfKW89XB7zlHAehXXaDI8AguVvTNgjZJz10i/q6X7T8a7B6a2k1b4FA/zA/3T/pzAgtm18ZG4/8Vrlo8Cj+SfvUSe3VO8k/GupEfwLpM5gV9W5YG6tG/jXc+Hd5d8Nrf1w/vIM+eNBWgY14XbCc7DK09fo9C1VPGOigPKRE0ernuXufBRwI14Hr8xpXUm5yRceb1FI/9PoiJf4yOgf4dPR7EW8Fvg3PSOs262Hu+sU1uf3GRW2Kg3FNYZOvsDR6X/c1LwWKDE06TuXi1kPLLqGNVG3zpDa6Xs1Bvo6oxipWH4HDLL1TxblUdOq/Qte76f4EPwP4b34+6V3bsmnfoDV9fId3dNWKXhNIWPoOHVMhjvTig13qbfcbjyvz3JtRvw8zbSqu6aD+BzGX0EL0izbfUk8/9SvJWA3+bOXxjvCtkcWCR3vOo996tK+zbk/ypwN25Puhpv2VxFsiUVrnElLTysqt51lsa9PafqXeby6XfwSs8K+JxGlZ48tM7Xc+Ddp39N277pfv3wKSoq31kntpleQPfVRrmh8HG8Rl5p6Ezxbqq45kGUeJpU3CvLeGXeBSelsLIPPTNkVRl9Kw2tLWSvM9DVGcVKw0geNr1Jp1YytnjuKg+UOsPzlcA8FeedCqxcEVZnPC96tWyDt4wex2uX2XZwLs3G5d9t+p9VPMrS6hbg0/ikZp+i4WWyNqmgJGd8L8h+M97aqcofi+IF+7Qaeht5oG4KhMp3nfLJ7Ln0XDHFvRNvKcyftpG556rzsKp710fgheviuevO3+KcSg+ltH9LzXNnnlQ/SfuLU1O5qNtavbNObN1kI3jXzF6VlD82Gf+wh9I8CdUk3IMg43ZJY/HmaX6W0i3wD3M8gJk9lfo33yi5V9bneRFuYL2ChqFpfUl3A0tJyt93LlyxQDKoFq45peZ4K9l7GOjUuMhQMzs39Zdivuzo1BZh4ySdA/wN94AghV9Yk061MqZzq57vSklbARda+lJapBP4+75b0uWF+3wLn9xsB0mPpTB5kK1Is+HxBDN7V1J2zz3xguXmtP8c3np4j2ZD42s0BlO9IV/H+w5Jv8D7jTM7QFlaLYx3Vy2G51Plrrl/+n+1pF/iSn1a+qdrPF5Ij6kAkjJvtXtp5E/DbT91eaAq7avkz9LhLTN7SxLJdrAOXhExvPKUf64T0v/5cNvOLTS/s82of9fbpd8980kBvFhzTtO7NLOHJH0kF+9GSSfg3Tp5WcbjXTvv4bX5w/C8tmBVvpa0Bl45GEHOVmtmS6bf0nfWKbpJEZQZCq81s2sk7QA8ZWl+D0lz4B/dxHTu7PioyHVz1zOSp0lWKKjhaVJnlBxsZj/MCybpCjzD/xyfVTFjkpm9lP5XGp5qDFJ1st9WY6CrM4pVhc2N94WuX7jPhTXp1ErGC2ue++t4TXuKpLdIBTf+sValx4U0pgwv8oWK41BvPH/bzN7JfbQ34q6cm5rZY8ULJXbCC/698O6GxWnM5lmWVi8DnwO+bGZnllwPXJGBz/SaYcDjkj4DWFJm+9CYLvmLuB2rSXEk6vJAadqb2dwV8mc8IWlevLJweXquK/Dup+MrnusnFceh5puwilHcki6tyR9N71LNHkrgXbzgRuoMw/PtqmY2StLt6f4vp/Or8vWf8Xd/Gz0L+bp31hk62dyYlTYqDIUpbBwwWy7ubCSDTYtr7osXEo/gzcr/4L6/+XuNS/+zex0ObFRyrVb9oWUG1ZFVx9uQvc5AV2cUqwzrbTq1+d569XzTmx658z+CGwmHU9ElkeJlhtNf4LXyB3Bj81/T+76c3GhyXNH/K7df5UxQmVZU9Hu3eJ6h+DTcz+KtlTOABVLYpcCQivN6/Z57865xA+lm+Le2Z0la/d/7yRv4N3gA7sIK3s2zSYtzSt9lm+l8M/4NZ92rw6jvQivtymv1zjq1fegnnWsHSXeY2ScLx+40s5XS/9lxQ9kKeO0VADP7SnJpWx+vFf3LzC5vca9JuPHobdwHfFptStJF+Efzv5rzs+Hnk9o8Xip7OrYDPu3xofKJwRay5PecajPLJvketJxrYlmYpI/iXhALmtnHJa2Ij5k4PJ1TmU516Vv3fJLmwz/w/DnX1cRfBm91LV84Z0lJm+HdLovgH98IfMDUCpIWxOe+X8TMNpS0PLC6mf05uRjunn824E94gdC0xoUa619sinf1zGZmS0j6JHCoeXdHZVpJOgL3Nit2TbxUJyMVSLoAN0ReSXN33rdSeF0eqEv7unc9BvcoOlnudjoEd5Msfn9ZWq2GD5hbDlca/YHXzVsfWdyyd30OXtveOeXHwcC/s/tUnFP6Li1XSEramJ759NDUq7AdrkBPxbsBD8GVWlm5cUR6lqauPPNupj6naxRB6hfexsxeSfvzAX8xsy+ksOPNbGwK2xz4lqWVgCSdh9cStsebhTvghcQ+hXscY2bflvR3mpuUwLR+zToZr8P7V/P9oYuZNzm/W3HaUHxu8/xzfc/MDqiTHf+o3gPWNbPl0nmXmdnKkvbEh7Tnr3lQerYtK+TYBx9J/YesAJR0j5l9vCJ+/rnLZHzPzDaoee7X0j0Xw0efrobXPrfE3TdH0tz3+i1JN+DGzF/jnl274YXBgZLuxJvwV6QCaB18+obdJV2Ku1j+2MxWSgXk7Wb2iVSgvGVmWb97f9wF8Hpgi0ypp+6kv6Z3eVu61zW5tLrbzD7RIp0eLTlsSZGVyojX+g/HPXT+iRtov2NmZ0japeR6y5nZflXv2bx/+6tlaW9m65adk5P/ILzralkz+6ikRfD+87nx1kbWXdMfN6SvIGkc8KUUbzT+brcws82q8oaZHS1pnJmNzimUHfH8WVxsZ9o5dbInuX6PtzTWwZX91rgBefcU/jG8C0+4cj2UinJDPtNokcXNbGlJx1NefhQXsplhdJONYGhWsMG0PrzMEPQN4Ey5IUi4x8fOuXOXNrNtJG1uPnhnD2DVVLvPv7D+kr5CzxWVwLsakDSqTLhUEyjrD82uVToYB9jQzDKDYfZcG+HN4jLZz8ILqdmsZ59mNgL0a+ajKvPX3A4fWFX2bEa54W5keuZiOuX7lKtkzJaGrHru3fDVvG4ys3XSR/gz4BJ8+P7d9Fzubw4zu1KSzPvvD06F8oG4M8GLkvpJ6mdmV0vKVgOrNZziI3KzmTznwFe8+jFwg6Rr0/OuiU8nAuWOC0u2Siurn720Ssb1zewHkrbA7Rxb4sbgM8ysR6Eo6ZD0t+o9X4grgWLa39BKfqoNyf8EzpEPRAO3Qfxz2k3NJkjqn5TtyTkZq/IGwDtyW18mywi85l15jqRNcENvZsAt5tPPmNmKku4ys0Mk/QpXtBkP4RWUrFxdruLbw8zWKbl/lubjimGdppsUwXuShhdqaAZgZg8Dq0kakvaL0/NmTeJXJH0c97m+xUpGSqbazGlmtkPh+In46OLi0nokOdY1s2tTE3/ldPyWdKw/PuDo1yX320rSIEsGv5T5B+WiFGV/Bu8Hf17Vo0P7p8IyX0N7KaXNbpSgciNclunrPtgqGWnx3JtYzgPFzB6QtCxu8KtqRbwtb/4/JClbbnRI7t5D8ELyTEnP0WiV1RlOZ8/nFzObLGmwmf0zKf3VUtC3zSxblrHMmeD0VmklNxx+k8b60dfgLbB3a2RcIMWdNi1FyvvIPdV61DxTQXup+XQKZbxVkvbPtpKfakPyD/HC/5tp/3K8xg3lHlYv1+WNxMG4Mllc0pn4gLvd8ZZH1TnH4Iry7izvF8imtn4jtWZexMdhIGlvvLX5LG78FUm505yvM4VfmkfTc33CzPatkLEjdJMiqKyhqbGYBWkf8L6/dOhEeffIT/BxBkOAAyU9YGYfy59rPjx/hKTZLDdHiplltcENrbD6kLyPHPnUE7/EP3ABx0v6vpmdL5+7qCwDn4m7852c9nejuflbJvtP8BrsX4GPSPop3szNWhFlNbTnqzJvYk98bMTH5EPkHwV2TBn73mI6FSiVMaVl1XM3eaBIehmfi/5y+RQR/6C57/UlvCY7GC94D8Ob+Fn3yOb4h/4dvAk/Dw3vkO8muZaSdCNuCMxcQV+XNCq16JD0aeBNNRYzybyLlpeU9aPvjefHt4Gz8fQ+vI20+h0+huG3aX+ndOyrNTJur57TUjySzs8v6D4NM3tP0g/wka5llKZ9G/KXTuNhZu+l5/hdyTmlHlYt8gZmdllq7a2Gf0v7mNkLkn5edQ7eE3BPhRIAn0ZiXvwbHY8r0Wwakn3wLq8Xs8iSvlqSry9LwaUKMz3XGmVhnaRrbAQAkobSqKHdlNXQJH0vF212/AO533LGyorrlRp3JZ2GG7fG0mzUO1rSeDMbVYg/PnXT3IlPbfBcOj4M77NeSdKv8UKghw+zpA3xvkmAy83sX22mR1Ofppndn473wwv/adfEaz6VmcXMDknnlhnhWhrBa2SsfO5cnLXwgvufuKfKT/FFRKwR3ZaUtFRq/ZXdZ3fgOjN7qCK81HAqaWV8vqenUthCuNHw4Nzps+P+6beZ2bot5KhMK+UcGMqO1cg4P74y11S50XRuM3um7P6561YapgvxpqW9uetl7btWiSFZjcVamkjv7HO4kbdsoZy6b+JKSza+XPwr8fFBVeesjFcQrqW5EtHDfiAfBzG7pUkM5X3+65lPRPe+kPQ7fKBf2biajtBtimBReg7guK4k3iA8k66d9h/G+52vB663NFmUyo274N4KRYbgBcYZuPEo6yCeG/i9mX1MBYNhKpDvNDdKlhmXzFob6EplT2H98akE8unR68I6XWteqo20pelkDS+ZOhlLnxt3abwOLyRez8V/BJ8b/4XiSak1uBju1ns9XvDfncIOwVuJS+B9tNclWe5I4Z8pebbTUthAvACGgndN7t6LA8eY2VYt5KhMK0njcYeHh1PcJYHzUyWiP9790yQjXsv9p5lNknQA7tVyeCr4tsSnTv4Inh/zHmxlhunZgK+aWb5fHLlN6lkzu62F/KXKVt6llTE7Pjp7fnMj/qn4NBkvZWmFT+T3ckXeEN69czU+8jr/nf2T5jE2OfFsXfm4mskU7Eu5Ss4NuJK4Hh8tPSnXSl4BzwMX01Ai++OeR2X5egm8ZTiS5jy1Wa51X5SxtmL6fugaRaCKUZRW4smTmnO3mtnSaX8QPmBnTbyvcVm8ZnFM8dx00WvTedNsDnIPjV1xz4e8MWgScIq5N8Yvca+Os1PYdrj3RNMAtIKslR9zC9mvomefppkbw4qjHrOwJVPhcyzesjLcU+c7uILrYaQ1N5Kt1SKdSmU0sy1qnnu3FH/1lIZZIbEn8EUzKy7dmJ03G26DWRtv9Qwxs/lz4XPgrYp9gUXNrL+k0/FFQ+6gMfjHrOFmWakkctcV3m2yfJ0cdWmVascn4107wt/PbuaG7UvwCc+KRvKt0jsdg3sP/RJfUGZVSRPwgW9tDVaSdFW632OF4yOAk1NhWid/pmxH4pWlJmVbuOZt5tMzZ/uL4F1d++IusqXd2pL2wZ0aFsFbaRmv4d1QJ5Sdl86t9XJLhfeaaVuNhgv4PytO6Y+PWeiRr1Pr/8/0/F7qZqbtGN1kI6gcRalmo1l/vH81P3pwKv7Cp+Iv7TngOSs37j4nNwydjs9tgnxK351TobiV+VzlPTCz76eCfUw6dKKZ/TVdYx684M76nq9NMv6C+o+5VHZK+jRz1I16PAtflCQrpL+EK66BVmGkrUqnNmSsfG4zOxn3IFkInxNnX9zmcwVuWLyagm98KgyzD3le3I5wfbrPAfjHOgR3u9w3C8OV9/JWUmuqUhKpmyGL3w8flZrZESrlqEsrc4+nZWhufWTPuJj5dBhF+b6Y/k5bH0DS4enYs1X5RuWG6bmLSiDJ9Zi827WV/Aela2fK9vvAMSmtMvrh6T0gxd0xpdMn8K6qE2i8s6q8caykva1ktHLNOa8Cl0ha38wuK56X5H9UPpL6nbStg08Md0hZfHlX3cqU5Gvc4H5cxXmL4WMnMlvB9biN44my+DOCbmoRXIo3q3ss2J1qNBlT8A9kSi78DVxzH4332b+YjheNu2vimfu7uD/31Sne2sDPzOwzqfa7FT1rkIemuAvhteP38FZJ5kFzAT7ZWmYI3gkfDLSgmVUal2pkr+zTlHSzlS/ijdx1bsXCsTvxaYwnU2KkrUonMzu/TsYWz/0SPjDsWfxDuQEvaJu8tXJynCppCq7cfo4vHZpf8GQ8/u4vxguH/1jDE+s8fFxJj24FSfdToiTU7KM/BZhoZjemsDo5KtNK7lTwf3hFwdJz/97cg+dI3M7TVIhJ+gfuHbUe3i30Ju6a+118dO9ClMwPJelPeF96Pt23NLN5ytJX0gRzH/g6+YvK9ob0DGcV0wqfufPBVIl6GF9f4Gozm5i7Z2neMLMtJeXdv/NsXnNO5WDPdL+HcWWUuYHeYW7oRuXjlF7AW/9l+Xp7fEDeZRQGlKVrnUVjDZMdgR3MbL2KZ3rfdJMiKBtFOQhfAKIUS4Yx+QCzMbjB7x183qDr8Bfcw7ibzi016kn6J+7W11TbNrNfyQfqHIh32wj/UA81s5NUPvr5DrzQKv2YW8i+PT37NDODduWox1TgvIzbOwzvvpoPL5gPSGFFI22lEbxOxlQDrnruR/Hm/30pDa4zs0eoQW7HWAOvDa6MK9v/mNlPUvjcKXwM3k/9nJmNSUrzk3i/dz49NqtTEtMjR11aSToX7wY7I11qe3xqhm3k4wTOwGvU0woxPG9sgLtEPiSfwO4UmrtN8pj5yNcyw/QL+PQRB2SKL3V5HYKPSt+jhfyVyrZFeq2Q0moMXng+aGY7VeUNM/ukfFBWxuy448N4fMxK6TltyLFPkmFxfKBYlu8erpDlEeACyvP1z3El9DDNXdXr1j1XKxmnl27qGsqmmM5zFF5TEj7g6+X0f17gf7jhEDO7CLhI7mWzId4H+QNgQqGL40X8Q5wg6Sc0a/SskFrMzDaokPH7+PJ1Wa19ATzznIS7JI4xs2zgzhp47a5usrc62Y9IzzgbjaUEswK8agKzdfFuGPB+7TyLAU+a2ciS5+pXkU60kHGOque2ZD+QtBw+YdzVcoPpOlRMI2Fmr6SPc/Ek72dIK1DJu/PWxJXvaNzImnUNHVzyTBlDgfvks2O+jff5G+7K2gMzW7FOjhZp9XFLNobE1ZLuS/+Pxu0lZT7wF0r6iHwaEfABg62cAqYq590ktw09gfvBT0jKGLxyNQ53Ya2V39yonSnb9XB30sk0ZhptIlVK5sa/zRF4K3oeGgVn1TeBme2dv1ZSvn+pOyftV06dYWbHAsfKbX+74fliMbzSNFU9xym9Yt7dW5avt8Gnd5nWGsynWeoSy2yFX07p2DG6RhFYyShKUvNQ0h/x4f+XpP0NcZsCaT9rTTyM16Z3xieZOkzSv2g27l6CF7KH0Jjp8jrcZxrg35I+YclLpMCLeI0vYxKNDPBN4FR5H6fwGviuZnZn3XPXyL6pmZ1XiLsNlI96zLDqWR0vI5dmBf5ZkU6tZISK55aPAl0TrynOi7eirseNqdk0EuuQppFI93kEr8ndgPus75b7EI9I5x+Hd8nlPX82sp4zxh6J1wgPLjxrVlvPlGi+MpDVojM5ri+Roy6txktazcxuStdZlYbjQakPvHrOoTQ83XsF+QCt0ukn8ErJ1UnWomF6SdxLBtwAnm+JVcpfomxfxysjo/GWUVZR2xRvfYG/q2w7wZr7yUvzBuW8jlfstqs6RxVTZ5BmD5WPJB6Dd239G2+9Z5WFsnFKj8sN8mX5+h483+aVZsZXcBtBNt7hRjwfd4xu6hqqm3Csxzwv+WOSRuNzy/SYE1zNxt3rLRl3c+H98X7HG/GCYABe43gEr0HmvXVOw41iF6W4m+MePnclWbMaEmb2Wrp+7YRtVbKrZjxD+l81uVZpPzX+4a+Au+2VTWBWmU516ZuLU3zuzGh4vZk9lYt3m5l9uvD+smP9sj7dinvMgc84+mDheFla9bCVFMJvt56TzmXjRT5rBbdlSWtYw4ZQmlZye8SyeOEJXqg/iHe3LIoXLpfSvB7BLlTPoZR1o2yBj535Lt51kXXZDaLcMF1Ljfz/ILl/klO2cpfTjS2NPZFPO3GxmX02d83BVu0J1pQ30rH8fF/98XE955rZfjXn3E1j6oxPppr8z8xsyxS+dXqeZyvkaBqnhLdgqsqNa3DFeyuF7saya3earmkRUFNTBJ6SG7Ky2twONPeh3ofP2T889YNmnhtXAxeZG9eWBZaVe1ucis9fNBV/0XOnYye2kPHhtGVclH7nwuc2+hPeSvijfPqC/XDviwfw7pH8pHJVsu+O19wXlZT3WpibtECHKibXSvFOSzJkfbDb47Xev6WtB/JBZj3SKVfrLk1fM/uHvF/25OJzm9leqfm9PP7+5sDzc900EkvLB+v0mCFVuRlBgSXkM4KeiueRJVWxYJAqZscEHikU7p+hkd+OwQ23eY4HRrVIq6ouRfCa7Ks0d/VB/RxK2fefn34ie2fb4OMP7krfxihJh1uL2TFbyH+FmR1TiL8PPpYl30XyTjqGpNVxL7YhwHBJKwFfN7P/q8kbl+HvMmMK8JiZPdHinLKpM5bNXedCfKT2EmZ2mHIz9qoxgO0fuWc7Dx/13yNf42VRVRrWtdQ6g3VwjutZacNHdUJu+bjcsflx3/jb03YsPqAli3cO3reXLWk3GG863pb+L4obL8/Dp3yoW9pw/pKtx9qnuAFWuf380pJ/JS0tSWOJw+z6A8kt/Vgi+6p4//VjeG0x27YE5itcK/sdgteEAO4rkbXHsWLal6VTq/Rt8dylywriNbohePP+ZPzjXS3FuZbqZQrLlhe9F6/VnY13jWRbPm+Urj+MLy15J+4B81jKL7vg69TWLWNZllZ/yecRvBLyHdyLp5jWgwv7V6T0OD49x7H4IDzw7rAHkuwDcbfpmwvvfgxe4dmYmjn023nXVKwNjner3JnS4ZCUVj9K4ZXLNlbljVy8hfA1DzbFC+zac9L+vEmO6/CK2CW56/0Od52+P/eNjsO/4bLlNl+jIl+n/QXxltgmwEdyx7O8vwWuBOfJ5O5Y+djJi89KG96n1w8vGPZKifxgIc5clCzUQWON2XxmvDOXgfYGfpC9RLwAGZg+grUKGXAi3lJ4Ae//n5oyzL144TEI7+9+Ce8/zBbSzj7MY/FpeLOP6Jb0/zp8Qe2hwCNtyD6gJq2ywuAmvG95EG4YB281rZaLuyreSlgDn4riv3i316OZHFXp1ErGFs99B17zzZ9Tu0YsabGhwjnZR3dTSVj2AZcp7/kLsvdYfzj9n4e0TjLeN34QPrr1oNz2XXyO/qq0mpwLXzrljeNxxffzdLx0kXq8W7I/XvvfBZ9naYGcfPMD/dP/wTQKzKyC8XNg+5Ln6p/yRtMiPhXyT6TF2uB4C2mfJN+nSvJi23kj/X4V70I7BW/ZTcT73ivPKeSVtUgL5+SOjS+RJZtX6+30m2134q2QKtm3xSsIp+Lfz6PA1oV89ydgg/x5ndq6qWuoOOHYuqQJxyR9An8Z+QFgu5jZPencpilt5bNsvo2vZbs6XvPfPcXtT/3Shpfj0wL8K11rfbzGtzv+4f4ZV1jDgI/iGeUKqpeWLJ0QL/fcRdkzd9Hb1Vh3dxrm/d5lk2tls0F+Gjd4F/upt8ULuFXpOQhNFelUJWOWvtQ89xRrXlZwLbzQzfbPJ71PfEqFq6hZ2pDyGUGzicHKpgwx3IOmdP1hFQYuyY2Ih5oPuDrFfBBW2Wy3ZWk1wBrTMuwCnG1me6f73oa7QB+D13LHpmvemWwR+alPMueIdYGrlFtzQM1TYl8IPCmfIG494MhkL8iM7vmZNvNrHa9YIf9btF4bPBt0ZTSPjK5b9goVlwAAIABJREFUtrFuudUqD7x/15yTpUXWmqEQ9q56ztj7nLntpccANkn/rsnXPwZWtp6u5+fj319xosCmiSpnOJ3UMh+UDc8g6+T21yY1n9P++ni3wvN418/EFGct/MP7YYq3JHBcxT2ypQ171Fpxd0jwWu4FeB9osRZSXFpyftpbOrAo++NJ9hFlW8n5g0g12rRfeh5eS+9xfjqnNp2q0rfuuem5rOBz+JTM2TXvxpXWZ/G+7uy+xWUKR6SwsqVM12ojfUfg7oBz44Xj0Xit/QK8m2PJtB2EL/YO3nK7nUYX3W24a2hVWr2Qu9+N+BQaxRpmU80ZL2Sz1mZ+m4RP1Q3edVbcTsqlx5Y0WiIL42sbAEygYunENt51j+4QvHC/J6XXoendZctz1i21WflN4N90cfnZf1eccyw+7UYW93+4gnqA1EWVju+Qnu2JlFceBA5JYVuWbIdQna/vLqRbP5q7rUtbah0rAzt58Vlhwyf6Am+aji1u+Y+pcN6dhf0F8H7STfBFQIrx++FD8LOMPTfuEfRnvFadfUSX4fOvZwXoD/CZMldMme8lYIncdR9Iv2sAc6b/O+IueSNo7muettXIfmfu+PGFeOvWZOotU9jwiu0IvAWxevrQRgGj6tKpnfQtee6j03P3w+0E5+G1qEdptqlcmPt/Y/rNPqw5gbkK9y+TNd/f/J9e5rs7qo7RouJRTCu88DsKtws8S7ID4P3ZmSI4Hx+PMB7vltwXX4Fver+bpYBBOfm+RaPwvJqarsWqd437zvfoDsHz/Zy5eHPS6MIZVnP90ryR9k/Dle3BuBIej3cTHYcbh/Pn3FO4f6ZM++MT3OXv+TF8Pqu9cAeBTBGUKlWq8/Uv8Qnpdk3bpcCRuXSaK/0/AG+h9cifM3Lrhq6hzI/7qJo4j6h6AFjminYWrjjyM12eRcE7SNKxuHvesZK+gBuQdkrXvgz3sjmIhofNjfh8PefitaWjzezRdP2N8MwMbqhaKXlNfA9vHp+G2xMqKcou6bBccHFqirXS9epWp7o4/RfuWroEXjPK/KF7DEKrSicz+2WZjIX7Fp/7T+m5j8UXAPpjusZDlr4cAEsuf4kF0++j8pHd59Az3X4ln97jfOAc827BfH9Jfr1nJJ1rZtuqYnEXfJ2CqoFLc1qafiTJek3ytinNU7iB0nAD5PrWcKNcnka+/kZKk0Xx1s5lwJ7yKaiLTDJfZ7puupMLgNGSlsa93S7Cu1X+hH8b1+S6GbPzjm7xrg+gvDtENHcnZpMgAtwoaSL+zi6w3CqDVOeNtaj2wPsm8LvCOSMK+e7Y9DxTU9cOSd7jcOX6m9yxo1PcHn7+crfY9SnJ11Yzrxi+Fsd58jmpPo8rjd/RGOg54+mklvmgbHhhfRxea7gN72+dLxe+Ft5//xheUGyNFwyl3kG0aZDqpYxZF9GBwO75Yy3OK8r+CD6Pelvnt3H9UfgC33VxKr2o6tK37rnxGtdjuILdBHfb27jk3pvgPungTextcYU2ER/ROiYXdyG85nsj3j3xdMobC9DTK2S5dM6Iim0lGl5DE3GFnnVb/BW36YxM2wH4gMaWaVWTxqU1Z8qdE55MafhvGh5b38u2Qrr/gEY3TdHInd8ObCU/Fd0heCs28xo6GO8i/XYu3ip4zf2R9J53nN5vouKctyj33BsEPJTb3wVviT+MK+DRuLKbr+TcrLuyNF+nOAvila6i11Ctob4T24d+QFlNjS2bi+VTuH9z5Wja3LX640bmr+E+3Y/jc9CchY96vFY+18p4vGa2BF4g9Me9bhZU+cL2i+HK500rjPbN3fta3Kf4K/ioxf3x1sVZZfGtsNB1TvZL07Pfhzf/J+TSYwFqWk5WvkDHjnhX18lV50i6l5J0sp5z2TSlr/m8+MXnfo7GGg0D8aH72+HdF3PihWzm6/5pvLtkEzP7b+Fe8+GKegcz618I+wReAO5I6nIqfzRbsuyZ03McaWb7qnzg0nx4//G0QVfAweZz7Jel1WR8HMdLZrY1JUj6L17oN9Wc5aPmi84JW+Hv6yozG1xxvZvxPPljfBT6o0rTNEvapphPs2N171oV06zjtfW3aB6EdjsF5AO2jia9sxZ5Y3SSfQTN46VeLjnnGVzB7GWptZVaaCcAz5hZ03xkqZW1Fd6S/ziuINczs+dT+Pa4DWFz83EYZfm6bnK+sokCbyl+LzOSbugaKl2OL8O8+feepHksrTZURmoibopn3lF4P+dDlHsH7Y5/DI+Y2RvJYyErmMsK2l1wpTGpJCxjO7zg/4qZPSNfOORCyj1a6mR/isZaBEX2oX5BcNS8XGU/vIb9VIvz6ryoymTM0hd6Pvdw/APCvHvjUlyxzoEbhq+nMf3BdcA3LLc0qNy7aDtckY9L8iOfs2g7/AN/ES9Qv2fN8+bk5Z0kKf8MWcUi+70vyfha8Vwzexn4VvJYMWv2GipLq/vw8QmVI6/N7KOSVsELpx/L5yD6C+7q+7VcvMskHWVmX5f0hqqnO9kN7+L5aVICS9DoOv0RbpvJkx2rfNdW0R2ixijsHoPVkiLdIj3XUriiXyUFV+YN3Dj7fXquz/B2yTnfx/v7/ycpmyNqOG7f+0lJ2iyN2wpG4Ar6XNwLa/0k0zdwG9DEmnxd5zW0LZ4/jzKfl2rhJGPH+NC3CPKkPuBV8A81P8XzRXjL4HKaV1XKpkc4N52X9S9faxVTFcjnIJ+KN42XNJ+WYdoIxIpzzjGz7dqQfwTuxXGFfMnB/tYYlj+3i2yTCue0LXs7SMorkGzK4AussA5zG9cZYGkK7FYylj03XphkLYFr8I/xMqtZKjD1Nd+e4hbtPf/BC87zLDdlxfSimuUGVXBXxrttdrGGu3LxWgPqnqsk/rSaMz7W4Er82cDTbD28oJmMp+WjFKY7SddpmnJDPgfXRnhBdU7ulnPjU3GvQgmFd70gjW8wW7/jKHxOnwutUCClCs/f8Okh/lNy7dJvQtINZjamGL/FOXPghTx4C/7Nwnm/wJXSwyk9/5ZreW2Dj+34Hz431Qt1+Vo1qxGm/TFJxpOTkhhiyXbYEWZE/9IHYaNigIk1+v56bNbox9yf5HFSuOaCeK3h0rS/PN4aKBuBeGuNbP9rQ/6qkbSj8VrPRLwv8k7g061kb3GvJXEvq+fxpvNFuFIrxps2+hm3meyJ94melG116dSOjDXPfRY+VcagNp+pPzkXwZKws95H3hqFt/j2Jg2Got41s9JrqC6tWsgwd8q3l+KD+o7Eu8aG4gVUNmr+BHyMymz4rJY97BvpepviTgCPpv1P4gp3V+pHpde969JBVHhL+D18aonMxfW19F5+1dtvIv3/HG4I/jLN3m+V57RIX+Gtg6GF43fj3Vt3J5kfzu0/TXW+rvMaOgj//v6b9hcheb51auto4TsrbSlT50dULpCOfRF3tftCzbmlhpr08ral4cI3IGWAshGIlSMDaU8RlI6kTZluzdyxMVSMcu1FWt2EezoNSNuOuO/0x1J4j9HPeM33sPQh7IJ7rRxbl07tyFjz3FdPx3PdUhN2PTm/815c88AkzyFpuxP4Ga6g5604p9JduVVa1cjxKD6P1uq9kL3yupRPuZGNeK0blV4pf0qbvFF0WN13keJUuu1W5Y30ewbe9Xcqze6cvR6RXhePameBEVl6lZwjfNqMLfGW29Ekp5Lcc6kgY0uHgfezdYONIKNsiue5cd/sf+NTSq9iZoeVnHulpK3o2XQdambnSvoRgJlNkTSV8hGIg+QTXBURjbno63jbmkfSDkjXn2pm2VS4mNkN8hWwWsneUxBpAfORmIPN7PRc0Blyt8FsVs5d6Dn6eaD5Aimbm68Glq3iBNXp1I6MVc/d0q5Two3yWUvPobm7ZjxekN4oaWwhbJqBXNLyZnZf+p9NB70DvsLVW+n4M3gNfB188ro9zGxsQY46d+VWaVXFkmZmkoZIGmLJ7iDpo3hFZyTNLqLr4tNar2xmt5Zc713LTUKXWEpp8r3C8eyaK7aQv7hWwXx4Gt2DV2i+b2ZPFi57R3onPbrYqM4b4P3vyxauhXz1vapzWtEjvaxk6c7cvf5Zlq/Te7rEvBvowpJT30lxsvJjzjblm266SRFMAG5O9gDDp3ieHR9YZnjz/Hq8Vlvk67iL21RJb9IwCI6XG4KzF7YaPgPkibhR6yOSfoo3f9+leXh9ngfKDspX7nrGzG4GrpW0PzCHpPXwqaD/DswpnwrgbBorhl2TUzqlslvz8nsX4zWoU/Cm/KWS9qN5FbJXgPnSB/QFfJqDqcD96WPKZhJ9RT7v/DPAR9Kx1yvSqTZ9k4xVz/1x4G75sn6v4wZAqFh5KxVS2QpP+fWoDffoyPzO+1Ft+P6F3OPnIryr8aPpfrPTmAJgb7wWu6Z83v4z6bkg0ldorFdheL7L1qtolVbTkHQqPkr6N2k/Wydbkp7HFfaZ+DThf6KnsXlVYAe5gfR1mm0EZVNuXIAbOeuok7+4VsHRuKvut/F5fY7Ha8l5ZscrcevmjhmedlV5A3zMwzTFnaPsnFsrKml+s8aMq3XpVUZdvq5Twuemb3peSV/D88Yfq+SbEXSNsVjNRs6Mr+NeDpjZISqZd77FNUfhmffj+OjEYfjEUXfJ5zL/HP7yr7TqxeXrrv8zfH2CAfjoxP9n773jLSmK9/937RJ3yUEySxKQHESQjIgKEiQIkqNgAAliDiiCKAgfkqCkJYkBAUFUcs55F1ZyFJEsQUCWUL8/npo7feZ0zzl3lwv7dX/9es3r3jMz3VPd09Oh6qmndkUOKob0iyfR7lDmsfLr9Zx9EZppZ3c/3WSga6a5kFHzbbSTWtFrx7f7Iv85Ie+piPPoB+7+67Z26kO2YYV6N2PSzhp/54y/1Wp7WwAPHvo+njfAe29mCyDIZgr93Cvquo27n2Nmf0KMp5eiAWpbBEWsAqis7nWMh828DiE6sws91Hx+321lCvo+PzJIrkEmTjayoaxYqOuo3HkXD9IINOhXke8uRpxNraCAXvJbJ2poU08CHU3A95ftG7GavhehjB4lMYSjxUAzT7WImAap9MbEtWUQqeDH43nF9upX5kT2+5BhOjupxCQ1IKO7XzrYZwwqDaXeaVI80CBWuW+/Th345e7k99106tkNbd9/EL/nAz4W/0+B4IpLEU4pKDjF9I1nrjyRco8kMTwhQ9qIPvI1Zb8acfCTyHo/WuH+oaWcldHO5YWqrDi/AVrhLZjJk1JldLVTn+1brDeCjC7WKCvHJFnZbNoMmTn2zmfp5FmqnM0+gjD40A0yeAXZR6rjWeSseDQiKOuQqdDWxbZqyZO1OyAHra+gibxyhquYU7N0IX08axVkcP0PMvC+A7xSkh8Fd6murZf8fx9C61WUJPemv+OeRRE4oLJPLINiJvfqGyW9fVuec4Glk2tLIR+MtO6rowUTaJLr6vfJvbNS7tdZ+arvhk7Hs2mBBSZm/Oj5Toey8EnpoBNd81h8JJ9t6TCjkrxZFBBCycyU3DdzfHR3QgfvzTDaP/w141il5Z6bSCiyqcPlzUqnV/RRdBrFm7LfTU3H/Fk0+C0av6vz06At7blolb9P2jEL8uW45qt4D9l26tW+PeqdQ7VcgAxtqyX3r0rt7dpmyMzx3v83+f+nkX9EWrf4fyo0QC2NtvHNyaE6Hk/ylAAIuba6ERk6/6+l/bPeynRSI1dHRQ+eIl4eRLu9cXHt0owcF8f/2RgMLfI/kfxO+ZuubDmqibYthkS2byS/l0WcQHsiO05rnqrujXYdl/x/AD3QPEi9eHTI/CI90IMIYlxNwhUx5W10E+YVUYfvxfGBD9Dv10EPdE2PvFkUEHlisTsL54vPokY1tH3oWRKz+GB/gFYRC6IB4LKS7GjAeyLuewaYO87PQASYQTj7k5HBcx2knzy7INfiyAnrYTphejtRDyrZdurVvj3qnUW1kA8IU60u2+IR5HjvX473cilSi1Wslx+hnuQ2QB7mV6FB6wlg/UJbVSvgFWmsfhMZc/V9ENFwFBFB9KBJ6bOfD9CFkN9ZVX2oGIOhIP/rzXc9CJna3lkbsV/FaHogCaNpjzy/RWrHteM4EdnC0n7XE82DACjvAI9lZP8XPZhOCzL+//EI3qPUC13TlnIooHeBKczMPN5U3DMVcL+ZfQ2tdEG7hEfiHqPb2ex4V7i7DqqDRnrNzFbwMFyZ2YrI9Xwu70Q6HWRmqXNah+zoY/grWs0cCpxiZjcg43llkFrK3ZdIyrjS5KmaS4sh7+2Z6CSrexVhtkEGx1w7ZWVM2ret3ubdqJZ33f12REQ2I4B3ooraDJk53vuLkVpiPDXR2nNo8tsx8h2BfAIeijIXRsb3v2Xa6um4v/k/1EbrXFuNd/er04LCaD2f1xQG53qGJsXMmrYUol1Oz5y7w8wqYrN3TSEWn4hyRlH3oWwMhriWk39Kk0e6IQBF6p2OZ6hLktQWQ6LUN0B2gJU9nAbN7OdoZ/VqS56dESnd3vH7GupvGPJongXNbJSHnSD61JeQ/fHnmX49I52gkRdc8QyGo4XEIcBzZraxB9rMBBp5vqWNJjpNThPB1daCrvH2WKxH040C+j7a/v0+ygW9/IuQM8/RcY+jwWT3uOc4NMh9Aq1UXkXql5VQnN1zgNHejXbYBzjbzJ5CH9ScUYdtzaxiLyVku7iH7F/24IoxsyuQH8C33P2yyHOH1fBIYnC4Lf6f2pMg5u5+vinQx4Pu/tNC+11UaKde7dtW769YN6rlBmswalYThYtRcz+kPlrYzK4nDJnxnJS986lowy97BDaJuq+E1D8Pes2C+Wo1CUR6hAJViLuvXWifNBXbyhTwfGP03d4OPGtm17v7flamSVkp+X8aBGC4AzjduulCVqBGXX0PuM7E51Nx4VR9ePu4f0+0+p0PtXlJ/lupkVgn0oPGpJG+ilB4i5tZFQ1s27hW6hvE7xyjaTGPyxD+f3HkUg7N83IyCXwWOYpt5O4PmCC0zX79tPdmOv0S8BsT1BkEPMhO6O9VmpxQQ1e2XHbvga6xGgUE0l/eG6iF3dFAClIhnOSCVZbKucPdV7CaXwWrSbmmR5wqO6MP7RREe/tK3DclWoGDwmy+ZWavIgNY1dGHUeOt3UVw1SV7j7reG89pRiF7G1jE3adt3H8HihhWohjo2U5tMhbqnaJaKvTHTxAdwctooBwo390Pj7KmiLKsKqutLXolE5XEKDQRO+KSfwLxxuCBEop714x/x1eTbKa8YltVfcbMdkO7gQPMbKy7L2M9aFKS8mdCfeoz1oMuxERVsUpcv8ndn0/K6aCf6Ef+XH37TbH6HubdFCpdfSPO74d2bRW18+eAU939yJY8qyHj+ig6fS4GyAWtRvOAwAAHocXdfNSe5U+ZKF9uQmrSgX6NoMdLNvtdLGDucfcPJ+dyEeyGJE02E0EuxYDXNhCsghxrqo6yGNIJP+7ijBmJDIrvxPXhyOv2eGBvr3lIZkau8ruYWB1XRbrPFWK7eEk1KSSyrYVoFGaipo8+qlHm1u5+XKFuI9pk79EuozKnZ0eomyORwbXSycyAcOp/QwiRLmetlnail4xm9lUU/LxY7zj3Umzb73H3pRr1WQn4h9fcUjugFezjyLbxV3d/0LR9ODm5tlOPnSJmNrpxKuWMr3aDVfokstG85O77FsrLtpWLvPBuNAidhqCityYTwY658tz9tPR3DIJPuvsc8XtJdx+XkWNTNCG/HL9nQtG1/mRmGyEI7VTuvqCZLYfCcG5ckP9H6Dv7j3c66LVBRddAXD7VavuH1O9lbxcRXmvfiPI7GE3b8pggnfvSvYgY2BVGnlkRuOMJtOj4NlIfPox4nG5F/fhMd/+/tF8j0MqctDCdmmDjhzZk/Lq7f5+hSj6EBohJ8UAD667oA30Gzf6HxrF0HD+L4xpagoZTRrS0Gdpy4e4+H9eGo63/ecjovB8afLcgQbA0y0x+L4xUKuN6yT6I9hqJIHB3ITTHq3SiO85Hq54rM0eF/Ci1U08ZaRjOEKVDZdSuqC5eoKa6OIEEAhj33UENmVwTqT82RzuIl6lhv9ugQWDWKOvaCehfO6KB7wQUCnOvOK4BftVH/jZUy+eRYfH4+L0QWsFX96bopaniXBqZ7y9oQfF02jYFOYoGfvKG+rtb5H8w2mXLRnlVP7kRTRS3RdlvocVEhdDaEPEnrYhgzhe3yHg/GWM9GohX7FGvmwttcSF1KNG5kI3izwhxt0/j3uWjjXcs9OtqbHk+6no74vT6GTVqqAiBHqrjAx+Y348D4XC/EB/DP5CX7Npoq1lseDr5cH4C/DL+nwqhEEqIljF0BraZpVFWR7i75PwjaEW6aqbc5+mEpA5HA/7caMK4FXm3HoAGglbZk3ZZLPOsqRDL4tkIFz8a6T0BNp+A9i+1Uz8y3t2o9zhqNNLuCK0zHCF5bomPczwaECpo5BtJ/l8i7v/qd3rtLLTa7Pr46IEfRz4JP0Ee7LehAXGK5PqUSL0yQW3VR74segmhjapjNRT7Iq1XCcaaQ8MMDPbNvNTBZwYtP3n8/kvJ71OIGMjpe8n0jeHIt2FU5hmj0KIhl6fqT9lwq3RCSL+LIuOBbB3Fdurj26sWntM2256ETDHu7YK2vpfH/7yx2MR5swbS5x2DOsND7n5V5222mrtfHz9WRbp2T+75BDUP/ngze5cyauF44EYzOxupULZAOPQqPYNoBaZAru4roMnjVJdRM5dG02mE+znqiFch/fSuwPnu/uOQpVX2dHuPkA/Lhdz3IfXDlYghciXvDMN3vZmdjGCn65vZEujDuTDq2HHe3U9uaaeUQyXXvtBtfJwbDQyQp7pYP9N2l1hNhbwutdGTkGcuFLBkXbRLq9K0cf0AtKVfDL2HKRH/0raI3XJrtIodBXzUxUN/P1KbvRhlTYcgnr1SEQlj4g06HpjDFSBmGeQceBAF9JK7Lx6/K3XGf5Gxc1MiprDJ23cgudRyt5nCMFZhGfekjn2Ro5+4oZf8LWkxT2IiuPs9ZjZN6MhfR+8lVYFWYUNzhun/eMbT1+UtPVshTwVcqNR6zXCrqfp4XQJd56KuzlG69xo3cFFc5+JAgGhBLk/Ujjujb3Ho0lDOMpPCgVaeYxHx1rxx7pHGPVnsOT2ChiNExsNoUL8OrQYrCuglqJ1ZlmisEKqVW1OF0saOOQyhCf4Yx9to5ffR5J5Hkv97yZ7b3nuUuWCuzPhdYlxtc9bKtlMvGQv1fgStomZHg2wq633J/x+idtQ5FHkEn0/i7Ie27X9H0aCeBk5M8q9FHeIyhx9/De1OfkCt3no0ub4z6kunIp3+o4S6oEd/betTbc5VTUelC5NrTXXGzeRpskdTU2WPRCvk2+L4afJ+RqAJ89a4djB1aNGi/C11zuH3b468dwAXJfcuT0013ewbe6BFXuk5DxXyDOsh35+Rem9TtGCYKc5nV+r00a/76AefiTJ+QQsz8ns2Tg71AyaFA6lifoxWu9chndwcmftmpJNSYFpkCDqK8EyM86sC28f/U6KtbOVOP0ejzIXRYFFtP++nQHeMYGvHoh1Mh6NR5t7PUqsB7icmmH5lJ7+9fwB9/A8jtMeuJN6wcU/Wwad0Pvm/q536ad9MvXePj7FEdbEx0km/hgbfd9GAvUp8yCOTPItGG09Bw/kKDYTTxf+3xN87kmsvI/XLsYQqj+5Jc07kn7ExCkxU6p8fJRz72vpUWxujncJfkSPfjsiWcxyy35xJD3VGH9/Q/IgdtJ97W7+JzP3ToEHzvDj2jXPzoIF/WHLvXBRoMNB3cw+amFL1jyGo9gmFPL9sfFffRLao6vgQAkScD3wquXcdYP/GN7fYhPTrlrYZib7Xvwz2nQ3qOUNZ+KR4oJXoL+IjroxwM6KtdbX6OZxkQuijzNQA/RRSX+xLQ28f955DwsneKOfKzHFFcn15tLp9LK5VQcXnRYHHb0Meqz/tQ+aTkXF0LArOcQyJMTM67TFRn78Bu8f5q5AxtRoUV0GTUfZ8WzsNon2z9S7cOybkqAyA6wAnT2Sf2R+REz6CnORuRCvEGdHK/xI06fyb4JKJfBtTr+o2ain/NLRT+X1bW8V7WDhp4y2oeZOaK/sXkv+fAr6QlN3T5hD3zY6cIa+lZme9oHQM9l1H2VuhiXgqtNPrm1+p0De+jhYED6Nv7Ry0E/gd9cRe+o5+hVQw/0Df7N399h0KlCeZ+1ZoO+Keoo1uqI4hK3hSP9AqYc34/xy0Y1gojgOQp2Zb/pwB+hfRsR5A+OJlSNQFke+jSBVxcekjaty/aMhT7Wb2orFKz9yfjcTVuK+4vW/cNwzZDCqVwQpIzfJy/H0g6pk7v2yhndam93Z8UPVO8lX0B2OowQAT7Z6PYIGHxTteL3P9Q0gNeH3U82doENwljkvpMUGjgbcN1LAQ8k94PfrQdRTIyBikOiPJNz3aUVyMJrfDEdwUaqPz2tS0F+kxqHeNABPHRJs9jhYU18Rz15yYvhFttVEcC/WZZ2zj73T0iRyjBUnVuK9a4OWQUn9Hg/4/0S5uI4KmYqiPIX/A/wsHg0Q6IHTJP9Cqej3quK/jadHbx+9xyLi2TvoRxbUcO+a7UeYipTLfg/oPB2bo477Z0UQ2O92Mq1PTzTr5u1w79SnTBNUbDZTTxQDzW7Q9v6GfZ7aUOcBYibb+G9OyakVG47F0qjSGo93a/MA8/fapFnmmb5xbEO1qz0UD8UVoxduqzsiU/Ua0+xrUtpSudqcbuty3/JmybidBr6FB+/aW+4t9g9ouNE+/eZLfFd/UTWhXPzUtNodG3iKSqnB/Dinl9LDRDdXxP48a6jO9YWaru/t1MOBh2IZ0WAKtdu5FzILvBEpnLoT1PtzM5kRonmb0sdfd/ehCuaeiFUEV/OMB9HH9C/H9XIQG1+7wUINIZjYNQt58CTnO3IrQI0e5+2GFPLshg+HDaNBpRt660cU+hCZbAAAgAElEQVQlPy7JszHaljfbqZ+0FcL6D7bem6B3ty/y2ZiRzkA0mNn0Hh6qZraIJxQRZrYBCoP5htXxA64B1gjHnovQKm4raqqDjuRCqIDUIxVqaEbkfXoaUtts0ci2BFq5d7WVmW3n7mdag6PHavqMI5BH9cloJzCAZPEGR5ErXsGVkX8EUqXM7+5fDATQGWiHdxzwWzNLg9R3FDUI+St6hDc8qE0aaUpPPJRd9Awd3411Bpn5NtqB5vpG5UDXbOPN0G6lrT9dGI5zhyEjtdN/QJg2JFVaj2lcnts5pNQjaKdwWfz/OzShDn16P2abSf1A+rwUNXQnsEzmvlsRZn8u1FGKBmgKenu0ajuEBla5Kt+7VxWVMXAk0un/GRlCjydZ6fVRx1T265Nyt0Xb/ylpX8HcA8we/y9ExJJFBtEcm+ba0TZ9GepzMvZTb6Rnnif+36fPthiDBs4tiSDmybVj0YrwOGpdfPV3L+Cb6XtpecbWdKOGtuqRJ9tWwB5x/YDcEddubpQ1mt7U1b9HhtEKXTQi6RcLIcz83cjO9S2ECKpiGoxBcNhZkqMkfyXrfgU5TqEbNXRK454LUb/9JjUN9KC/iX7zoN1A1k6IdPebxT3nJG1XQlLl+nUvptOsjW6ojg98EH6/DlqCkiT3zECLigSYDXmNjge+lpzvMkA38g3o7Wn3wL2KHgbXOD8zQs9cDgNBXary5ycxWJZkRyv3KaNTrxX3jEnubzpQ3dMor5JxR/IexxcAmzXy9GqnbPvm6p2c2z/a4a+Ex2km3wgaAdcRy+Q7wHeICS659kO0ovxC/L4TTdw3IZ4Y6C+g/FxIjdSBGkK7xio40veRmmCFRt6OtkIrw31bnrUNGmyrBcZucbRRV1f2lC7678Z9S6GB7S1kMH80c+Qg2cV33bh3aur4F+ei3dyiNL5FNBG/ScapMdc3+ng/g84T+T6KBunngYP7uL+rX1NASmXydtjohuoYsoIntYN2nHsWNYRWVaOSMhZGA+hBBG974xkDBugJlDFriO2RpxQ0p1V2NBn8Ew2ghvTa18a9B9AdgGM8daSto+mMvHV07uNskdmQc9Og2jfu2YROqKUhtMeDFFZNaABPB+JNkQ7/kwiVkXpxVnr22YHr4txaaGL7VvxeCDg6/m+LoJVFDVEbI1dHk/9nKdMbpKCGNj+TQxBtydVkEGeFPDcgA281qS/c9owJ7NOp/POiQe+56D/nUPv2dKCGCONrUk5XdLj360DQ7LSfzor8HM4EfhHnPhr95g6kDrw3ec89+/UHfXzgAryPL7NN7ZJFDdG5Ql4RwcNWi98T9MHQA6rKIMMUUg6aM2jZqblOcg5U/6AceWtHtKrbBqkTBjDYPWSfEBkHjLAxYPwRGYSnoUHhgCbFZRrP2R1NlJWa642k3c9EW/Sq/J78LhScvGhBDVFDWw9BsY873l/Ls4p+JsgWk/VPaSlvvZD/OeTN+hgilivdnzXEDuJ5lyK47RRx7BTn1qYbNfRwkq8YHe79OOgMwDMq+uAW8bsaV+5HE/+CCP0zKo5sv0Z0H5eixd4j1fF+1is9JidjcVtQkoXdffPk3h+b2V0oSMmaqPMfDGzg7uNMQTkGw6meplPQQLFl/N4erYwrN/+PEVz6wApmhmeCiCSpFNTFCrLvCEzfNDwm6QjyATj+7Q0myzSFAa6if36zdF8jTUj7ThnPmxFN1le4+8FxblrLcPYDMwdNxHxoN7CIu/87qCVeN7PLka1jOrR6fdfE/jpnlPtnuo2juPvGaHC6xToD5LyNHNyWc/d3o4zKV+C7wD+D4mA9FLxkaurALm1pufibGr8d0Rjcg4zTz/ZRTiX/pSYK8VXQxL+3J1TTmVQyxPabZnf30cnvU81sH7QY+pSHwTioNG4OioV5ke1pMRcD60cm4LkVjciLnsTSyNyzGlocvmZm26GJ9ihkAK4mwZNRnIorTC99RGR/zutAMuPRJNDWr08mw3T6QaXJaSJoC0pSQg3tg17k+Mi7r5ldgxAjF9CSggdmATp5zc+lPOlgZmegbeRd1J3DSXhGmogXykFdnijIvn/8bpvIcgE4XjezU1AgjhyF8rzu/pm2NsmkPQoydrVvUu/fI+TSNMh9/+r4ILdHg+Bs7v5KoJxOd3H2j0Pt+QDaEVxionReB+mdnwgZngH+GJw0AN+Iv79oqUMpgtY8dKOGqrQlQSHg7i/FIPUNeiTPRCBL0kzAfWZ2K8lEHJNVW5oH2R+mANaMhUeWprzH8/tJL8QA+9v4vTWaVGb3btTQk/SODge0o8CSdAb69s9x9/0LeY5H0e2WRUCPk9C3923EUTYeGc9XNUU33A6hfAAOMLOTQubfIhvC25T79cvunotil9ZrACllSaCooUiTRTyCWDF/Db2crqAk8eJPp/5Y/414YcY2ytkYEZ3diWb0GVHkoAXonFSnQyqJcdRQPnfFI7gRueqnk84v3P3jpvgIS3jLSzGzMWjrfBZSLWyPBpt1o16XeybwTFP20jNiUJ0XfXBp0Jfxcct4d78xk+8E4BhPIHHJtb3RrudV9HEtD3zb3S/pV8ZGvQ9Fq9g30Xv4JFKH7YA+tCxnf1LW3GhrPtYbgVXi+uzu/lzyeyRSIVWr+zRGwEKIcnpV1G8eRUisVZF66Epqm8i33f33ZnaGu2/feGbHOVMIyN+7++1m9n/uvm/sgg6IskCqlANdITvXatYDuuGjJq77l9F7OIzufroJsjVkU9qObakg/yj0DX4cTZw3oO/yR/H8MyP7tshvY5ekvGnojg5XXev4Jtx94YJMhr6vcbk8VgeN+iHwT3c/uTrXKGMv6n56sAtqfCb6ZnLffFe/NrOfoQn4XDon7juSZ12I1JvnA7u5+6I9mn3C0welk3q/DzI6ZxqcJfRADWXy34BUKTvTqS//e0ueHFR12bh2NopBnN7fhnj5PH3olgtynEZ4m8bvmam9h3siYjLl5eifK2NZZaD/NOr4S9JD/96r3i35Ks7+4+J3B2f/BLZVKZ7CcGpjYc7Jq4QauqNx3/Bmn0E7u99FO1bvZdAe8Jm6fA6tdk/P9VNq3XY2RscgntMlf8u9OdTQ1C33D7pv9JMHTazfQTvHOZG6rq9vAS0sB/MerswcNzAIpNR7eQxZwZPaQd7Qdm9yfdCDRWkwQ6vUJXrk7Zp0ojP8m076iRcpI17+gtQWm5OQbPUpe1vwnNMQ/fRgyhuVO+JaNSEcBWxaen6jvDakT5GAC5h1CPpO0fOcbgP1Jcn/32lc+w7aFb2N0EqvxO8XkKPafMm90yLs/NVVOQU53knKeqVR7is96lXsp4X+UZy8kXNiL/mbCKufUiOslhzE+2jrG68jVVLTr6Jnf0KD/37AGvF7fmCHPmUaXWrLQdTrA0NKDVnBk9pBfgZ+Nbk+6JU1Wrl8Ea38UseatdD2O10dPxWdLHtEeWtljoeS5zURL7fFB/8uWo33NQBE3mLwHOQQ9DbSxXes7jPlfCL5vxmsZbP4OxoRsz2IVmbT0wP5QTvS57aWfA+indUGDHJybCnzehKcP0KCVA51x6MJe3tk8H8kqXdpodAVIY7OYCYzI6K3/ZBaqUKa3Aisnty3WiVHprwDEHIr68SV9LdmPx0IMEMgXeL3qhSc6KL/39OH/B0IKwS1rCaFviNwTUjf6CcPWn3P3K8cjfLvpbAjbsnTZDp9Jrn2viKlJhtjsWcMXYGYGLilVxlmNsIjzmik8UjP+r0kv6OBeXvUGSp94d7UBto9EJtlU8arzWwO5MEJirj1RAviZSp37wu9lJH9cOrgOSCVShWU5dP9lBnpF2h3BVJdrJBcq5yldkUqsUdcevVZkTqtTcYX2urdIs+iaJW3C3C0mf0BBfx5IJ4xCsUPuMwUgH0KV4ARQ7rphdz9wECJzOnut6B3d7aZPYUGtjmR4Q9ktH4BIXdAdqMNo97N+lVtc7Z1x+udLmwRsyGv58Pd/cyqXeKeLwOnha3A0G5xp0I7PBZ/Xy9cB+0Imv20SrsCpyTP+jdq01w6A1jUzI5EO++S/CWEFbTQh5jZ6uidjTah4l7r1Tcy7ftmyDc9Uo/l+tMcwK0xLpyCHBR7jguRikCJzLeHmf0KLYrWQfaaLRBoZTTvEVJqMGmymQgAzOyzSD9dRThazsxeQZ1w2vif+O3uPkPkWxW9rOmA+cO4vAd6+Yt4A3JnZjd6Jw8PaHVUXf+cRySxRr4t0cRyVchwDNIJz0se8fK9yDczopKu6oW7X9ND9jPRCrYawDbzQCh4HTD8Q2mZhTS3mX0rntH8mEc0PsiFGoNAVe+cjI9SRvp8z/I8OYu5+4UIn32pma0T9fxKGAdvQJPELAidNS9yRqsiYL0b7XEg2lmdY4IZr4EMgYuFyANAA++M3oaZvQTMZoKcLmRmaT9YlXJUqjfRbmI4WlESk9GOaJWJu9+FUC0zxO9X8kUpaH0YtX+Odki59Fymn1b5b49nzRi/X87dF9c+aUKXHYKQNFn5aSCsEGLpn2a2OYVIaZaPDjeclr4R2Y9Di5KxqF8uhd731MgBsyuPu3/fzH6AwAY7A8fGQuJkd3/YWiLEufillkV9BbQjGmlmf6Px7bn7V1AMi2UCyPBjMzscqQf7Qkq952kotxuT0sHEcY3fjFYfTaehS4itW+P+4xAaYWs02G5GQrdAWWUwhiRWAYK4jmncMzdavS8Wv3eLuvwbqbveoDOGQUn2oiqMQnCXwr0PUxsfm0bQinbiRtS5U8rdG3vJ2KPeWZ4c5PW5dzzrL9H2U6DB5E20+ssFXc865sXfNo/eaRCd8nFoFfnXOHJqvrV69LPhcUyNQAjj0Gp7tri+N7ItGZo476A3t05WddSrnzJhDoK95G/SaD+DJqnRmaMykOecG8c2ntvRN+LcuSR2B0Qp88eQ4a5cnuTeZYEjkYr0eAToOJT2CHF7o+/qwDjuRruybL+mD6bT6FsrkYA6huqYnHYEuRm4FcebJnf/R2M1+w4aKO8ysyvpdKKaNn5/Ki2CjLqgkYa5e+oQ9AINRyN3f4rOFd7eqLPc5O7rmNnidMZHLsl+eazEzvXodUn6CYJnXubuy8fKeruCzLOiQc7oXAEb8HbIdC4KV3g3gJkthSCDvWRsq/fC7r6VmW0d118P9c6NaPD5nLunMMjbzOwZV9xYQo4pqFenJcc8UJzmY9Hk81oi0x3xrPuQOu1ApF661xuwzTTFbmY/tJvZvbGbqeqec/jbxd2PMrNPo3bfPp5/SZTbpfZC/fOCaLtU9nNp76fn0+0g+F0z2wntJFamkVyxo4vyu/sjwCdDBTbMA8ffI+WcG5vlNvsGwKLuPi655+9mtri7P2LylejKY4I574A4hE5CMO+3zGwYWhi96GXV1q7Ayu7+WpT1c9ROpX7dk+nUxVJ6a1vjvFdpcpoIKlrp10048heAVUx0r9mOnaR/hPrCTfS4eyPj0N+QPrQjecYD18zuNrPKL2GR5P9KDbUMcJGZXUztcLMVWl22pf+6+3/NDDOb2t3vM7PFkusl2fdAH+s7ZvYGneqwt9z9BTMbZmbD3P1KM/utCV/9HxftcZU2Sf5vOl5Vv3OUu6nesyRjWxofg101QCyMBqzlYuCYzsymc/f/JHl+Z2bfRWrA9RBz6Z/jWskxD9o9ehdx98+b2SYudczOwE5mNo+7l7xvR6MBdtX4/U80KF1YuL9K1YiyAXKWGxeTH6Ga2Z1utdcTdNowKtnP9YZaq5FyDoKH95AvL3TBi93MqiDx53menhryzo39UEOPM7PjEYQV9C393eTF/VYhzyxoR/R4etLlab4hcITlnQdB7yZdvLyDFhfZfu3uP4n7zjH5C0zjLeq3IU9DveWYVA4UN3gmBLV8Gr3An/SZdzbExfIM8l49k4ApIlXDQHzWOFeRaz1LTa61MgWIJZ2EVpujbfURBNSyh2znRb1+hHhazgf+2o/sLWXmgrs8iPSURQx/S3m9KHcnRMYsT068hzuRj8YTaMBdKvIYQnmdjdQEX4xzw9CgvDhS8+wJfKTPulWImGvi2cvFc+dtydMX62cm32gK6Cuk7siqvVrKy/XTigTuBJLAKY18K2SOhWng9JP7D4jjrJD98DieR+rQEj21IdVKa3S4Qt5pkcqyYvfcP9psGIlPSCbfsvH+9ySJNxzXchHiRsW1/aIuP4rjLmR7GFS//qCOD1yAD6TSLVzjmXuHA78pXFubTIg9CuRaEylztZ0GIWO6omQhFc3GBPlYD9kr+uofxO/5CPrq6lkh+44IzzwriQPVIGUvUu62ydhS76kQTcOsCIK3IbUe+gZgncY7qpy/7mt5TpvNpEhhjmw0M8d7fyQ++C/1aI8JYv2Md7ICddjJWQh2WmqdcwXNnAIZSps2jFOo9e/Ffkq7g+BNdNp83kTqjYdpsVmgb2T65Pf0wDU96lyczAp9o5WosS1P9POmnr+KZ9zqPBjnV4gyvoYgxsV+3UPGhQmHuui/X2OI7QRDVvCkcqDBbvvM+e0J5sc+yriODLMjhRB75B1/KlRIF90wNd3xqxScgqLcEQhp8RhamXQ5mSC1wYp9yJ6jrx5Lgh1P7l0d6eShxfg4Ee8oK2Oh3mejVVZPvHjzHNotzV/IV3TMo4XCfALrW2T9pNMgfDKJQRj5DYxM+vUR1CvSQ5Fh974o/zwEBz4b2XweRpP6JcBRkafNUa64c6XdEPtki/z300n5PTU9PHJpcW4s9Y2krbrYPXvkGVu1b/weSSfz6E0ZGWZpOW5ikIyw1TuIPrZIyH8YyS5/KI7JwUawF4IHNlMVgvCsPsp4BBkMLyAxuFEOsfecdZNrXefuOTlw99Xjb5tPgLkMorui1d1n0Eq1mcYhFUKlEy7JvrKLV+XOePa/zWwBNAE108sIRbER7cbHDsy0mf3B3bcMmJ5n6l3x1mRldNkiOurt7oeaSPouMrP9qQ24GyId+yMBATwjitkuygdNduPM7JbGczamtpm8bWb/pdNmMpu7/8HMvhP3v21ms5jZru5+clqnkHN6dz8y047V89pYP1OD8Mx0GoRLpGhrIWK0XdEqdg9kWzoJ7TpSG8ZZCNoIZRI4vB1C3GaIndVF+peT/3TgFjM7L7J+DkVwa0srA9ua2ePonaU2tVLfgDK756UteXJ6/tTSe2em7x+fyDUXchytypqNQr8OAEW1y2z6cLwbfWxTxN91TPWdDlWaHCaCKb3TYAiAi2q2GU+4lB6OYxidrJ23mRgHU7Ks2xD2/xjkXAPyTG0zzAHdxGONc2ZmH49n7Iqgb80OhAvPPFtyqiR7DiUz3DOkce5+d0wS0O1ABTKGPU23L0DlRLNhpropGqokI5l6g7bplUPXV+Pv3EhvuyJq/wqhdS21I9QPMnJUdWybhHMU5jOQsMIm6QzUB7ITgQmp9I7LGD8WDXTzIX05dBqEz/DEIIxQWG5mmwDHukjRdg3530W2lw5DqplVhtGXTGitp4EPxbldqPupI5XVzpFvY6THnxupu0YhQ+eStBtiqwm/S353P9iEq6+w9ju7e68Brs25sdQ3oMDuaUrNPKPi72hEf51OVOlEn+v7f/EgxzOzO919+eRZB8S/uX59HGrro01OnaOTReVbJjTcjmjxBd2xz9/bNJTbjUnhQJ13ZOb89BR0xpHnXmDPHmUPiiyrD1mbOPwpCGIwuqNkPUZEycqU81Afz9o2ynsSqRDuB/7Vcn9rmeR9AZ4s3DsFibG4R7nNei+Uq3ez7Saw/WdGOPE1qyPOr0h35LiiSoOM2gipOK6KMp5AhuoH0GB6f1K/0ZQNwhUp2oM0SNHQZHsn8jYeUCtS2zDWok8bRpQ3BtlgKpvDOoTfDe2G2Gr1n8pflZFVoWSevQnasabnPkQdGGf+Xn0DkeQdRiM2eCHPs8lzUj3/8hPz/faZZ0bE0/QP6ol4GYRi2zruWbCSd6iO/3ka6lAfrIs6f7XdXQDpx69y98MK+WYFVnH3v8Rq+Zt0eiXj7p8wBZtYDK2E7nfhjudFK63V4tZr0fY/S+8bKofvog+sWkUbMsid4O7fSe4d4dra/gqtTr7v8RJj5fVjRI2we5xrk31xEvpq5DR0hbs3V5W7IbTGViY64F2b5SGd8crpqsjMXkcB5U9IyhqJBo9/uPuuvWRs1rsh11JIPz0NWgk/A3RQFCdlLRMr+WMQiddUaPX4mrvPEHXcGyFp7kJqmxsrGWIlP0Bhjgbddd39mYZMcyD/i6Ub51dCqJxzkW7/XqRzf97kV3Cruy9pwqxXdBwvRT+cx93HmtmcyMnrVne/1uS5u7a7n25mDyGHsLur/lBKZnYMLZQq7v41M7vN3T9q8she3gWhHOPuy/YoOyf/ue6+lpk92nhupeZZqFHGTxHj6RRI9dK1M3H3JZP7c33jynzVBt5nqsK8D6nFsjQXHtTQpb7v9Y6gSVnd2q+jbbZD6rOnkL1o9aj7+mjC66JJH5I0lLPMpHKgGfdxNHC+EP9/eRD5L0Ed4F60ojgFue6vzXuIGiJDRpZc+zhCcjwRv1dGq66H0QBzDgpX+Ds6KZNLsv+EBO6HVB2/RauSq6ghflcjJ605476s8REZC1dFxsEp0SrxXMSXVAXsnh05yPysn/Yt1HtZtK0+AHktP4NW0W8hvXibkfM2ZIC7E00CO1dtjnTr01AbSxcnKJ6jPRZI5F0JrepvC3mnj2PtqN+OhXdYhItSr5orNNcP4/f8BJorfo8CPhn/jyDQK9EWwzLPzCGeTqamTH+MRtjRuC8HIb4hrhXDLBbk/8xEfLttO5Ns3+hRXi7PeBR45srMkXrp5/r+NdTkkU/SSSZ5P+V+fV7I8R26qecfjLyPxu/lgAuGdIwcysIntaP6YJPfj1JA8jTyVVvzFEFwK4NDDZWYGy9DqJQN43dJPVGiilgI6RE3QoRp/cp+SMi6DEKZ3E+owqgjd+1Fwi4a1+5My0OD/k0UfAHQBHM92qrfi3ZGfcnYo953I1VEheS5mx6TLTV+f2ymPtXz7qKG7o2Lv59GaJyvIDXanUiFsD6aKF9AOv6r0eBwCvB/meffh8jEVoy2WD7KWZEavZVDc1WyfTHe3cPx+8MoEBFocroIDSzpYNSKeKIAm6UAIU7qsT5S18xaHS3yv4X6+S500ixXfXyVPt7ZGGrYZ1WXXN/4R/wtMf3m8rzR5/iR6/sVZU3ueKqlX2+QKb/qd7cjlVGRcuW9PiYHY/FA8oZLu7sv2GfWyuD2LxNx3VNIv/ma948aeqFQ9g4IbbBKST1BGKc8467uctt/hHLKyu7u3zGzy9CH8W804TwUz6lWQ23ldRgfXaiXbdMbrSYROwGpQy5HXsSbxXMqg26pfSnVG3jTpa5420TCdjUilGtLr4cq7y5TBK1/URutnzS5/P8JEdb9G+32cPeLzexLaBX8PFKVPB35OgySVkcKG093+le0A6jdUg/tqrwcmqtix/wqWiTcHNceDFQPaIL6D9rVpOysOcRTiozxjJx4UCUgQELTU74tzGJO/r8jff0XgEPM7Cb0bWyA3uVLaDGRSy+Z2XRo5f0bM3uWTgROs29UqWj8b8nTK+X6/lueIZAEMLP1499cvz6IbtaAG9HC4C1X1Ln0Whcw5L1Mk9VEUEomt/En3f1NM1sbrZJP9zok3kEmFsavo63yDMgwvKn1Rg05CRqjmVycJ08Bt5tgliXeoAmhYSjKbgoafzRynFkaOMYEh3yqXBQAJ5jYTn+AjG7TAT80swXRDmIB6n61HBr8oY7VWqEgnBrZU2rftnq/GAP3iWgFNRXwuJl93st0BdujgX/PKH8+5DuAu28a9/wo9MszohU2Jjjqlmj1ugxihfy6u/+l+QBv4Rjy/mL+tnEevellrqS53X2pZmFmto51I54mlsrgSjM7jHyYxaz87n4xcHFMauujSWEdtKPJxcCu0iaIHmZf9H3NSE31kesb14cspcF56UyefmMB5/r+TZanXoF8v/6xma2IaE6Wp7ZLzIBUfSBU1jbAcBMP1dfQGDJ0aSi3G/+vHPRw4CC8YDP5cqihacl4FBL6RuCPLXK0qScGTcPQQ/ZbSCIqIUNj0fO2j+eMQR12Hfpk2+wlY7/1RpNPZTdoC8SyLjBt4dpPkIoshzA7Ms2H9PS91FB3Iwel9LgWLQ6K7408mqsKpZh1GkuudXn1kkc8vUbttNiMltZPUKOiLr1N/iT/hxEw4QFkU2pzotsVEekNqm8gpM0R6Lu8IDlyea6lx7fZ0hY7xrFlP/067r2Smpm3Oi6gZn4dEW13K1pYHpwr6708JgfU0GZt112c51XQ6m8gErdjGuiXh1DHuTaO69A2fJy7L5555nVItz4+OTcq/n3Hy+ih89DOYR+kDvo38oPYIHPvLM1zjXq9WJLdte0c7jVbZFXmrO5eUmFV98yBdilzu/v6ZrYEMsDt7g3iPjPbIf59w8ur9KKMPeQ4A6kLrnX3+9ruTfKcFrK+GM+5Jp71bxNZ3Bpx/dXqurufXyhrqvT9Zq4fitQelcPiF9AH/jSKMrZRS94ONJe73xvnh6GB8VNx7WLgJHd3M3sV6fXHU6sw3IWI6kA8ecRSGKqUk9/M5kNtsHXI+Vvgdy6SxDHuvqzJCW0PtOI+I77JH6P3siAaFKt3flf3kztkGIMmlY6gO57ZsfXzbcZ9D6Pdw7Uhw7jSvXF/sV+b2ebufk5b/vczTQ4TweiWy+7uu5jZzWjV9z1gI3d/1Mzu8WSrbYLqrYEQExsgvebjiIvkicYzT0cQxZxH4Ug0ML5rCnSxOEJ0vNUoYy20Df40DUrmSDvG3xcL9RqA5DVk3w4hPJYzs73d/ajkvreoWVo7xKEeVP6GUDrfi493CmQ8PQSt9C6hVhfsjvTir3r3trnzAd3tWw0WpXRe3L8G4ma5Ew3cR7XkqZ41N2IX3R9NaFMk1+ZEaqCOa2qALVEAACAASURBVNZw9jOzJ+nU8TfTdp5ACSNPteC427vhpT0n9ug7/60m8FDBTO0N6GSj3OuQ/eRa4Hrvj/oZy3uDT4VsIi/QHflsWmQozqWLEHrpD2jwv73xrLEueO9RCNJ9nnU7Z02LjOX7IxvasSXZXfDXm9OFifUBmS1dS8qYGqH1qn66GDIEb9qSp2vciG/vgIw826BdUknGjXvJOKHpf95G4O1Uu1XaGUFMD45JYEFqigJMfgGroRe6LKJxuA7pOrsoC5DOuuQpew2wRugaL0Hbv62QG/3AYFOtXEzRv06gO90e93VRXqcpI7sjWgbQZJIOnHc3B69MKhkfl0Y6+E9Qr8Dc3b/Uo7xS+75e1TGXXNTY1yCbyjro/S3ZqE/zOdvFM5ZGRt9jCbqFsPUsQb2C24LOcKJL0pmG02KQRPrdj7lCXVZ+BJXX69txbgPgSnd/A9k9KqqCgWrGb0fosMuRQbzylJ8W9aFVo7yNkR0DNKBeiN7JGsgWcpiZvYkm7Bdop1//G907mpXRjmYXuqlZ9kG7lZz8UyNfiNJAfLuZXYJW/d8xs+mJPmRm30d9Yzo02e+PnOl62TmOisG2Wpg8F+cfL2fpmd5Bu613Qr6KtTWbWsYNqN8hyMC/IQJ9TBDV90SnodQ7TWoH3cGif5hcm5ZMtKK49i5CamzSOL9W7ughQ8U4uRfwzfj/rvRacu9wwrO4R5lZyGlOdjohaXfmZEt+57w5r0Jwwaoeq6AV50NMAMFWW/v2yHM52qb/H7JvfKiPPM/Hc3Ym8QuIa+fFtdHI72OhtD0ybdPqRYomqLsRRPkxZCP4GNrpbBn3HBt1OK5XeWk/yZ1D8NzL0SC9C0I4VT4Sc6GB/JcIu35RH8/qkid55xNMuFd4VpNVdVZqVtU7kD3rAOSn0ZfnPtqhPhl9s8OOMRFyvh59ZCv6s8/13a/RZHnVe9mugzn+53cEVbJ8sOhqtbYRYp+cCljQzJYDDvR6K7Y88vjbxsy+jRw+rvYG4VjyrEXRymUBkl2Xy6PQrJvrZM7Q8TbjJlexSzHFwM2tqC6gBXKakX2Ume2FVnTDYmdSreKGx7PaeGa+Hs9c2MyuR05iWyAkx0y0rJBaUq5953L39VrqPRYZQpdCq8OXTLGiO1RbJl6ep939ZnefzcyWRJPlwYHIuN/dt/fY3psC5nwaDRzzmIi/hqHAKJW9yZDarpe36dKWxPw1s5VRaNM/xLk9A3GyNzIIYt1B16vy7kCcRyt47em6IrUqbwMUlKdaSZ+GSNK2RBPgWUhnvpd3k5zlUtuOZpiZHUFn/57O5a3eJn8pOdqNbYj60UiiLV2qtBnQyno9hNwZ6e7zlPpGfLefR34140P+I919nx55eqWtUT/9CrCbmd2A1JGXN280s68gIsA36G/cGIH6c04tlxLtDUmabCYC2kNV/git1q4CcPe7zGxAx+7uY8JQ9DDa5m0HrGXCmv8crZyNehv/KIoOdRLd+v29kdPPeS5CroWAP7j0mod4QicBAx87dEf/qtKxtISqzMi+EtJtV1Gj0g+06nzFUJXufnvYLzqMjyYo531mdiudkMKeH1ihfSssfLbeXqvOpkcr+NFIZTB149aV0YA8BVrJzY8mtgXQYF4NnBvGs9dEE9oVSIVSyX81NfQVpOKDQqjK0CdvHs+ZwgT5/Ao1wRnJYLo42j0cQV414Ghi3wc428yeQm0/JzX5HiF3ZTOaMf4ejQavrdGEe7WZXePuD2eek6bdgFNMGH4jeIvCTjES7XL+TK0G3D/+tslfSsdFOZ9Abfgq8pRfyYTXXwPttj+KHLgeinylbwLkdJguTCpVb1uejhST6evAL939Hhdw4Pz4xtZH7+ObSJvQlR3BkxdC0NGBcQM4uTHYD0cLqkPid46kcWjTB7UVeb8PWoJFEzzjFAJkI7TC3UhnvB01ZcFDZCJZEZ6yBTm6InwBX6bT43IdpOvel0TdggbHZZCOuwo+U4Sctsneo63avDmvQ6vXz9Dppd23mowGqVgvGQv13hPZOh5CXqsH0PCCzjx3LBp0tqERQQxNqFshA/Fg+lXJ0/qikO+baBf1dbQzAS3AzkQ+EFX79kVYFuV3RMSL81sj/fepyAHsUWCr5Pp0SB35OELH9Fu/GWkEcaKHJ34fZR5KxMxAqr1K5dRFwYGoxb+F7CBdQWdyfSPOX4UmxYtJ4KNteTJlr4Qm84oWoqJxuRgBS9aiHfpc7Nd0UqDMQyO6G5rkN0aLjzknpr37eidD/YBJ5aAlVCXaMm8TA8WH0Qz+qyRvVzAT5CF4febcLGiH8RWkm+1gWcx98MhIOHf8vxzayn89PuiT4vxn0WroKrQ6fQKtSnqFqpy/8az54wOYp6Wt2nhmFkTe0CdGJ7+NoFNAyJAN4yjq7NGO5c/U/DfZ9u1R7/3Ran+KuK8fuoIcBcdK8Xf9zLXRUddieE66Q1XOhtR5XZQAaEC4HBkNH6deUKxV9SWkEql8U85Bq84qmttXSSJVIdvQV5Lfc6HBY2NqbqjDkZ56XLyzHXPtkJF1avRNfJeGTS3OH0CD2bOX/EnZWyBOrLsRHcfNaFVcTQizU0+wK2Zkq+hYsn0jadPcUczTR5t8DFG1p+d2KfURWvp18jtnh9st5DoVjQGPoTgVQzc+DmXhk+pBI1QlPRw4gL/QSdC2C1JjHIVWfVsjg+UzaJJ5NHP8Cw2sz6DtenWcCryelP0L4ND4fxj1SvM+FCi9um9hGg5gNEJVFmS/Hm292xzbRsaH2cUzE9e7jI8Icvl4dNzTo85b9Pk+mjLORc0/lK03ESoyOT8aTeRdHD/JPbeTTIDRXhWN8w0kOwq0kn+Q3k5qWZpnCjF/kZrmY2gleGvSP6qB9A9oYbJOHCcCZ8e1nLH4PvIxhKtjC2COPt/DAP06+R3N1+O+oiG2IP/twHzJc6ZFK/2KVrvNie4OIuZ0/N6aenff+k2QWZgU8rxEgR+q0T6nNH5PF+8820do79cbR/96Ld7/u9TOo/fT+b3NSo9IbhN7fOCD8vt5oO3lNmgG3wHYoc98X0Qr7+FIp1ttOUdnjlPIexSuhAbVx+lke9yMTlXOHcCnk9/VRHBrozyjVgsNR+qujpVFQfaxtMSV7aMtHkYruL3RQDOgOiLZBaBV3UP0WKX3krFUb8TTsm1y/pcEK2XLc1aKvHMi4+oYYoBCK/mbkC73YLSanSAUVJRXjPnbuG/2Zr5cWfH3bqhDaUZ7vUY9GL9CJ4vmFQQpXaO8rnPJtSoOdJHkjBaEWEH+/yb/z4zgufvFu6x2VIujHc+eJOpWAr0V178YeWfs45vILkwKee5DE/nHe7zTAwl206jHDSi4zoT06zZW1RvoVgnfMKF9sZ9jsjEWmzxRF0a69MqAuzpwei8kgbufaOJI+RN6oRu6+w1mtpq7X994zmroRTbRE792ISDOQ2R1qVPQumb2B7RrmBl9wJjZXMCIQKvcZmZ/RSsuR6iIWwMBdADaaQzg95EONCf7Hu7eylsSz+sygrvCNmaNj2hCSBFDLyCV2M60k4plZURIqmK9CfSSmb2L7BUvufuuZrY3mpBfRcb65YFvu/sl7n6rmX0NYcv/i+icnwsZng+01GVoBbuFx1fYo606jMLJpfWzGbrr/lzj1B1mtoq73xTlr4x2qRCrdDOr/Bv2QCrMr8e9d3rNdT8N2ule2UCGzYB00iV5XgD+YmabmNnSnolYR7chtpf8b4aReTb0jg939zMDDTTC5Ez3LIkDoZnN4u4vusJffiHyPYG8qtcP43upb4B0+CtVfdLMdkK77b9l8lzhDY/jaLP53H1s0jY/NLNDA4G4IqJTPyfur2KQrB7lXosWS6Vv7y1XlLphZjbM5Rdzppnthybam83s/ChrEzSJDFn6n/csrpKZ3Yu4dTw5t6LXKJhcWjH539AuYixybIGG96jJK/XK+LkNnR/fr9x9cRPz4ic9wmcGKuMSNMDOhRBE/4xryyN8eIkIztGKe2VvUENEhyrK7i2evibX+I08qA0K90yHBvnK0/MINPlUH/NWaAX8rZYy2mT8AtJrN9NUqN5fQw5df0Lqrh/G9Su9m67gemqUDwiq+C9E4bEBnV6yUyGHL6ee/IrJzC5C8NUqNu7UCDU1One/B/VHppwKRTIlQmRV3urzI3XHEiaKid2pWVYvBU70GjI6EBglJsR90E4x7T+voIngFVocykyMoYuglfSbJBBGM7sKvesUIbY20mXn5H8arYqHo/d7Cnofl6JJZQW64ZLzoJV6lT6E2vlN1N+y1B/UbAEd3tsmhoFNCvmqPFchlc0U6H0+i/rOdcm9hvrULQQpoYum5lIE0T0DtfuKUa8TyHx7Jubfz6Hve9Z41qZ0hsZsCpkl0nsv0uQ0EZyNAqT8q3F+OGIa3TaT54BCcfMiaNiS1HGJQWqF9VCnvi05/ypwanSYu9x9ucZzus71m0xMmeu5+9t9yg60dyozu97dVytcOxyteqZDO5/rEO/KI2a2OUlUNnc/L/JkV+nI2DgoGa2OcmXJ34EsiAWySVfwINLll55TZAztlaybiuRCd9+wIWfyqM5oXEm+UW3P8Yiu18izBvAFd/9q/O6IkBXn9nL3Y/qvUbs8rpjYuYXTHAQ9diFVHD5TIBvDp5HKZ1/kW9GkaRl0ezTyH8bgFyZ3uuDSu6HdwAGmuNJFD3fqSWTgG06+vS8hGHkzw49jh/QGsgNWrKq/SRd0sdjCMzHX3+s0OU0EVyJEzi00cO6WIYkrlDFd/LsiWgE1X/SrCA2zjBcIpUxOWHt5p1PQse7eOihaIfwlorxeDBmm0nod0cjf2qlCDfWii4r7KKRH/1OjzHPNbAs0yD+TK6dQdpFUrJeMpXp7mbhvNFpNLojc+oejCaFy1pkD2QpA+ulnk7w5iobcMwac1MzsBOCYggolm0J9eJe7v2aivVgBOMrrUKrLUgd4v9bdxyR5l0dquS3Ran0Y0jeDdlFVQPkq7Y/66UC9EHqpMk52kCaa2Qzu/ooVuI+8JjNsa8ei/IX26OJealzPlterb4RqcfUk33lteWJX9ilkV/heqBLHeh+OXGZ2OVrspDFIdnb3dUvfXkx2H3b3y0zhSoe7+6sm34kzqGMXPI/sma0kdxOTJqeJIKv+cferrYUkLvJmXwxafWZXJqZAFE1v0wNNHpq/Q9v1AacgbxBxZcpLt54gXPK2dG5b03r9uE32ZqeKrerCyEg6a75I38XMLnf3dZN8r9IZa3ngEjVRXSupWJuMLfXeAPlfNAe4dyjH/N0SUYxfFfKtAXzD3f9oZj9DA9tvorytkT9Fh4NfyJvG1B1FWYWyDN3e5efGKnNZtGI9Fe2StnTF9d0bGRmrWA2bIoPjOyHT8wjNs7+7jzKzHZvyNdIaSF1TcVJtj/wIdgsddAdpYj87mh7tmJP/hLZdiclx61h3vzVzrVheqW+4+3qRdw6E0HJismrLE4ucHyKW0K+YnD0Pc/fNo7y2SWRUXPt4PO8G5JtyGPl+/UWk5pvF3Rc2ebn/KiaOG9BEdGU8d23gp+6+aqkNJzr5EFqiJ7WDAs6dQqi55PoNwDrJ77Xj3Ozxov+KDLzV8SuEVKjC2N1Ngmih4BRUkLniV28Nf4lUNdNl7snKXniWoSD0uWvToA49Bhm0K/+IBQjIHuWwh6ORHeRBIs4uidNdm4yleqPB8zTkjfqJeMZJUYdszF/yyKbKcWksScxfQp/dR58aVThOQerB00gQZZGnwsv/kIDBJufGksREQFBeR1DLFPb4SJ99fkzpHNLTv4p8GzqcrnqV2aMdm/K3tiOyBbyNEGkdCKu28kp9I/6WUENteVbLXFst+X9Qsch79Wtkj0qd6Cooc/GdDdUxOaGGmquYY8zsG+7+R69XzyX1yUiP2TmuXxU6vt+g1dmGaPu9I2I5XN8LdBZWc/RXaQUzw91PT2R9GKl6zkQrxiWAFywT/rK5mjaz5oq/JHtXcvW4cYWVzxj0EcxNJy3FK9SUwKXt5a7Uq/TXY5WessK2yZitN0KELJuUcYWJg75IV0Ae2TQs+d2kaBhpiuQ23gMF00wunXmX6sKEnFmi0B6vmthbtwPWNBmBp4xrRictyTvI8PovhAC6CO0oDQZUYY7CR+Yifb1jZgt7UErEKrcq/wcF+Yh750GTWrqjKSHEqnbMyZ/uKnLp021itJRX6hvQjRqaHSHCnm/JcwzdaL/03OzunoIATjWzfaL8RREN9xzuvlTsBhds6ddt0eYeMUXFS3ctbeFoJzpNNhMB5Y7xxz4G09KLmd/dTzbx+l+NoJS3UhOBvW7ivn8BIYKg1quCVtnrooF1YCJwbRX3ReRx1YC5C/nwl79DzizpNvJEgpo4I/sdwNTW4GtvpNFo+/z5pL7buvuCNmHGR6dAKlaQMe34pXr/qTDAtcX8vcjMLqbTgFjFjT0EkbRdiQaaNREKphX+mlFdnBl2gxvNbAl3/3sm21YIVbaruz9t4qw/LK6NRtDB8+L355Cj05ExiGyCUCkfMrPjEermNvIxkgG+gSaQR6Jeo6JOeIuR3Mx+HnL+nXogdrSLaGvHnPwnR5kzIg/4atK8GpE7ZifTTHkW9a+QNaW+AeXJKpfnGDP7OjC7dSLZZqAm2oP2iedE1Na/BnCpIke29Ourzey7iGhyPcRE8OekXj+m7lPXxrmhS0O53ZiUDhrUuahTpF6lRfUJUoUcjQbRO5BH8czUHEUXIyec5dH2NkdncWBBrpmQ7nBUcm4V5Ii0G4KTttWrdRtZkr1HmW3b56kQdPOPcZyIJozNUCffLD0iz/HI4eveRKZbJ1LGddFK+So0oDyGnHKKdAXxezMEdT0C2LRRZhdFQx/9Kqu6QA5KL5NxKCO4axrl/Dz5f4Vo468ByxeeOzPSMRedw5J7p0b2iGVIaJyjn92KuPHHowH/lbh2Py2Uzz3aMSs/2pn9GDmJLYTUpuci0MM9aJFwYLTVXpny9iq1R0a+w9B3uVMcf8u1e9y7VsjyLzrVw/uRhMlEk+gFaNf/HAJTVLQQlSNbh6qHQr9G488XgbPRd/RFqJ0F3+9jcjIWF+FkFqiWxv25c9MjDUrlA7Ahmq3nIwlO7e4XJHmmRp7G2UAapgDar7r7NPH7s6gTf87dHzCzZ6gDyeTSfKiTpauOFb0RNSkje44u+GWkV628pnMIiJPoND7+Gq2srqc7ucvAXEXmSg3Ere1rZke31BkXW+vUCDEFcsF/08y2Re92hZBxC+D7HqEycwbE5Pkpauhqd/9znC86qZmQJiu5+3/j3mnQ4DotGkiaoRIftzzMcxz1ijhX36z/Qa8U/avLqO5ijL0NIY3ORsyeOwCLuvt3TJHoPu9llFlHOxLBdtrktwJ0Gg2KH3f31+LcSOBGD7RO7BbWpHbU2pX2VNGyr0SNGlqUFvVK9KdR3gOWWkrRXnsiOpAVTIbnXV3hXDu+vZYyLmi77v9/hLKJT+7+DeuEk53ggXOnh07OzJZGqptUdbSj1/DCl9FqFDMbZWazuTxVV4nnPYRWD1inF/MwpDJ50YT+mI961fOUyfPyQ1HGH6iRRmk6gM5t5DUk28iS7EiXvgJarRoyXI9DuvEDkLGt8pG4nnrL3dTNfzgG9VTn30xvmfw1PGSYnWRwLMi4DBpEs/WOAW4PkgHOzH7t7r8xs9upY+Z+zuuYv0U7kXWjhr5mZh939+8iwq+jTPDXmRHy5gxkAC+pLrZKFwTx/C+beOoXMiGHqjQ9MrrfRT2gNv0jsv4HfaTj0cR9XPzePs7tBuDuD1kdv3q0mT0XA/HrwF0mWGQKIf5arh3RavnJHvK/YWaru/t1MACjfQMBHbJ2gET1dk6cOxMh/MZS6Bvu7mb2Vxck9dwoZzzadZS+I5DK9ATycUR6wVW/ipzHFjezfyLj9E9CRZn26x+gb+tFtJs6ES0AHkbAhkfRAuzmgoxDkz6orcj7fRBEavH/Ymj7P2X8bqomjiRRTdCtOvoUQsBsHC/rW4hE60b0Ih8CDkJ65Z8hb+Mjvd6GVsdqaOWyCFppHoeoEy5CiJLbkW3jS1HGpegDnqlQx+HADI1zJcTTuSQIITQh/RF9sF2qoeS+O4CFk99fR2qZNobOIqlYi4y3tNWbbtTQmXFultwReSYINZT8PYpQg9CpAuhShcS7PIuakHAztMBYAH3oo5JjFtTnKmP3GrxHagJ6o4amQpPwoci56wk6ubDSY4eWdnyul/wIMDAm+svjyNN2WbRzGoPsBz9GE+I+yXtpqt7GtfWNuO80glk2fs/aR54xaPf0MeQrtCIJ+yl9oIZCvulb+vUrSKW3P/BPpFadBjmi3ozoUk6LtjmIAorvPR8f34+HTAoHGlRHIGejR9F2+DeZ+3KD6ZjG7z8geoI/If30L+MFPofQPjPFCx8R909BC4lXRoblkeHpk43z80YHegrYPs6dhVRSI5Fh70mE6W4dCHLyVOcQb9EMaCV5edRru7jW1M3/G62KiwydkS9LKtYmY496N9/JhVGvR9FurjoeJaCWtNuJxpJQBKPBuZoARlOAvyLfiyoOxDpoMpiJAiFhUv7qBGEZ4uBZEC0q1kEry7vQ4Lxgpm3SOBCLNK/H+Z+iBcoYOifugRCcaBKaJt71AWiFukhc2ztT5t5t7TgI+Weg+xsr2RXuppMJeJr0+bm+EefbIKmlPMU4InE9Zzv7J5rIcsc/M/e/kfz/UKl8ZNfZCX17e/Y7dkzoMaSFT0pH0vlzsYJ7DabnoS3dAnE8E+emIIKNVM+gXm014wG/gyaH7NGH/Cug7fhdSPWwRKMO2yLu+SmhI6hOU/bvx7nfIxVBtTs5Dk1wUxO02NTcJzPSOTBnjY8ZmWeIv8VVepuMPerd3JlULJVdHPDJPTkDYkX5XQzsQntM3buiHyyCdjqHkcSDKMhxAEKIPBC/5yaJbYEmki+hQeCLmfxj0CJkS+DhwjM+h3Zrl5Axqif3ZWN1k4+bUTFlthpim/JTLyJKA2Z2Mk3yVLuFH9G5W8j2jbg2qnC05fkRhTgicf1ytKureJMqFfIBaAx5EH2DhwMPRLs3+/VLpTYmEH1o93g2sjX9gJbYIe/Z+DjUD5hUDrTV+jhS1ywZ56rVYK/BNFUdVWRUlfU/DXBerUI3RyuRSiWwOfHBojCQX0GryhnQVjSLKIr7D4xnnongl81IRuNC3rOJiGCUUUO3E2ovNAB8HQ3C56EV0gg06FXonpOAz6RlxrNS1NCeFJzigAvjb3GV3iLjoT3qXUINtQZWZwJQQ7Q7qVULjG8SSBfU1+aNdn02jnOIqGhoEDK6ESbbIFK0G+J9VIiUEZn6fxktLrIqOTp58EuooY3Q5PVo/F4u2vzPaKd3QXJchQZCQ7asjnZEi6iS/HvE3wMKR+tkSmO3QI9votEO88T7OrJXHvJxRNJ+OooaNfQsnaiha+jcqU0f7dDs169T71Cq/6vfb8W9B5HEYHg/jskJNbQm6pzXu/vPA3e+j8v4NQ59BGchV/erTc5JK6OX+1yjrOfQ6vldhFCp+F0+ibb4Tb4XANx9534RSsm1d1GHrCgcqhdWka6diAjcxiAI6/yos69XkP1DaAfy30JTYWaHoI/7DaQvnQkN6itnUEMDlAWFsgwReD2RuTZNi4xVgJ9svV0OeznUUBddgZktghx9mpThq6PB5z/u/sfGtS2Qk9algdd/F/FRfcREUXyJu69kZjejD/x7iLH1UTO7B0ERS1QGt7j7xxI01UiESBqL+s6DSX1BPg5rufvTIdumSJe+H9rJnRl1GOCXsk4m0mPcfa9M+9+O7CtXeY3mug+t5g9B/apKr6LF0duW4QYys9dC7pz8uPu5FFLSDt9EqpNjzOx+9H3+rXHvBkgNWOobswHHu/uBcf8TyA9kaWSgfSqTx30iA8OHvMtEH5wG7RqvcPfFkns+hL6lNwvFPEpNcZO23wBdy8TI2JYmC9RQIFY29gR+5e6PoBUGCAL5GBpMrzHxhryCZvOLqBE5VToLoWxOp5Nl9PYo+zTK6bWAOP4OveytSfiNEplnRiuvBduqhlamA/zy0fHXQQNETvbVgE+Z2ZloKzyKzn6wCFoRHoYGwnfM7HWEhoGyR282ubub2V/Qh9hMpfZdDaF3vp/J8zkCTeHubxI87Wa2vZm9gybvbc3scdSulRNVjk31ZbSiXSxz7SrUDpfS7qS2Mxo4D45JYEE0+G/tBS9U4A+mmAIzmThndkHG8XtDlqY8syeTwO5I3bKuuz8X6KnHyXM9VSnLJIs48V826wCnjHf3q4CPWyex3L1eM9zeYWYreSc30NmoP+fk/5jJ0bGU3jKzrRF8daM4Nw9S0zbTOATK2KZQ1l/Qrr5KL7gYRRdEi7ctSkKYiN/2Q6v83U38P4sh1elD7v7rxv17IBvIt9FYcEugxzZCaqUTGo9YDQWm+XJBhGGF80Of3s/txwd5EM5fg7h/CtqD0I+bQDkWQNvn5+P4E7BAXLsKqYtmQauDm4EjepR3W+F8q+zImLY+gqfOWh1xPcsZFNeyuvnMfQMB6mkgOPqVsXD+ZvKcSiPRRJzTCxd5WkjChGaujU2e2eWkFue6AAdxT06ffHlyfT002f4C0Yi3veMrkArlJOTJWqkl50IT4XDgF833lPu/cU8xVjdCs3Rx9cS1oiG28Jwd4zgBkSTuFcc1iJdrCbQo2DruXxD4R6/3Uuqfjd879dPf4noVmrMCTYxAaqvbyaOghpGALpAKa2/EMVZyBByP1KM3t8nyfh8fuADvW0VlGL0AqTKanq97owHY4uO4A0FE720pr3htImSsjHG7Ice0nh0HwVP3R7uH1BjbKntbR4zBafNC58/q5jP3DQSoLw0cPWTM1rv5oTeuVQP3ssh2sWf8/2CP5+T0xVNW+WiPqXsdmbCNtHihFuSowqfmgqDPinZHDKPbYwAAIABJREFU34z3cisitXsU2CbuubGRp00XXbVTM1b3QQRCh3aobW6y3bckf1LGTXTaLqaksUBD9qJlaCBqGve8lesbce0BMjaraKu3evT729LvMGmHtrCdlT0t/fbup2Fobt5fKOvRUr2G+pgsVEORpkGrqU8k5xypJUoOQ8+a2cfc/Za0IBOVdDPEYF+ph1PKFKa4AFsinTOI2bNNf7lV/P1qo17/6CH7DSZv63PpdBi6Azlq7YcIy94g0VG6++XJlhlCN98UyuWIVT1zVEH201tkvMnd18zkmdbMRnp4oSZ5pgemsgz3D/CymX3R3U9s5NkNTU4nmtmeXnu2Tod8Bs6NuhSd1NCHe73JK7RJYd7hCWpmr5pZzihnaFA8BOniO5IrWMlBSTk3ov7zc3e/P07fFTKcHXJUBHQXZZ5Xpbnc/XvUfS1NRWI5r+MmzEPNxTMTWkx1yZ+kmeOeykt6OmBmy0cGe83MDkZe4R7PM2QbGe3uuxee8Ufg1/E+X498I9HC5WnP0IonabyZTUvt+LgwQS1uZh929wfTm+M7qDjEbqfW68+FJtw3SRwBe40b7t6mBh7SNNlMBN7u+VopSTdAAVPGRaf7BtLnnkodpahyxf9Cr2eavEjPd/d/mtk+7n4keUK30UhVcCCC5V3nCoqxEDK8tdUr23nM7GM9ZP9Zcm6gOGQQnT5TXso4+gsP46OZrRk65glh6JyQ9j0ZEQV+KRmQFiCC1yP6gZWTQf3naMW7c9hm0udMhQz8ewGPh10BZHA/GSGXsJaYumgieRgNktMn13MT/ke8EFBnMMndn0IDfpqyCx1v6LUb6ZSQ89aQ7xqvA+zkiOVeNLMfehhika7+JdSOp7n7IT1E/xndxH4/QkbhV2JiPt0VGexuNIg+ZKKhAO3ubqMl2hyCWx4MPJF5n61sq0j9dhEwn5n9Br27nRDC7m9mdhCd/ec7xAIs/Q6rbw8tdDZK7u9r3Pgg0uSEGsrRxG7s7gdZS1SrsPR/FRmHQfr1Y72To+Zs9MH8BTjL60AW+yM9/JvIq/nT9t6HqswauNz9wn5kL5RpSB2yoLv/xMzmAy7zQEBYJyKlMoi+5Hka5BxDZxpcZNAymtmX0EdYRYz7DwokfrwVuH/cfWkzWyd9jrtfkZQ5LTKUg9QSb1h3kJaB22mEnTSzEdUKNH7nAqDsiFQ72eQTyCeUS4nMxbjEcd9UyCC8NtoJTufuFSVCR+hRNJCukUyyVWjH4YibafVm+ZnnzYkM+iAVyNPWEhksFkNLxv3jXCCPfurf9T77zDcrIuMztCt9Ps4vhRaGVf+5B6lQq7jLZwHneHCKTei390GlyWkiuJqgifUaKndPTArDKES16rPsj1IbxEa7+95x3tDksy6KdHSCtYe0mx0NmAvQyXVSpKA1s9+jVcoOUZcRiDk1O7GY2XbufqZ10u0OJFdg7Rxc8kl3HxlldJGmtSUTr06RVGxCU6iDcPdXk3P7ofeQcv+cGruxCXlGEf4a1z+OVpvTufv8sfPZA1g1M+G/iTxRcxwyHRPLBMg5DdoNNaPitfWd1dEubQ2k2rkL7dZ+W7i/472b2U7ufmr8f7tHONCW5+VUfaCAUT9A0O4vWyMy2PuZrBBVruX+4WhX+QWkUbgJfdvn9zv5TAppslENIbqHW6wTKlfB4Zx2vvyOZGY/AU7ymqnwUYS3fwcZpCpStN+iD39ppKM8gXYO9fPRyusyOkm42tLC7r6VCX6HK/BLG1lVFRijS/2TpBxcctoY0A1Y2GrStMqf4WQKDJ1xz2CDlfRM6QSQnDvCpHOuVqc7u/udE/GMNvgryIfg08gwTKi81gSesW7u+us8CfM52BQT6Bvu/m7scBcH/ubub6Gdx30hy4FoR3dvsTClq9Ai4hDkwDXeZMfIqZMMGGFmU8bzSCaBqZHuv1f6RvL/NOibud1F6jag6opV/wcxCZyCDNXjqEkRKztiNrnI+i4GLo7d1fpoUjjSFNZ12z6ffRkaO37phVjZQ5r8fbZOf1AHQq8sTA0B3AJ9RNCDLz9TVup1PAqhMbZAH96tiJLhcrTNre4bQwvcMO4pkr1l7r0s6nQv0mFW9VoY0StPTFvl4JL3UHbbH0WNKPk0QWiX5C+Sik2AbFW9NyxcL9IVTER7ZOGvVVvF3ybSJEUNdXihJn3sY0hPviawZqH8FIab8mU9RsKXRY04qxBBd9ADMk3thPhzBFG9DPhJy/0/RWilEcm5kWgBcEgv+TPX5kMe14vG91LBNpdBRuL3tG/0ygP8fWL6SZT3YUQY+QAtCLdMvrkRyd1XM9fujWPIOIcmpx1Bjia2mq3bHIZyabgpqlRlhPqyu18ResTvoJXZMygKkSEU0rMu56xRZjaVu+ciSl1oZhu4+18z15ppB4RO2Im8gas1mRxs9qJ7G7wxwnSfh6JgHUzN6f94pqiqvJLBHX9vV+lVvVcpXD8H+KjJm/hXaDA+K+TqO5nQWy+6EFE5JzV3qbb+YWarAh67wL3R+/+pF/jjTUbRijP/rqjLjXQaequ0MrC0KZShuXZ8uwLHufuhVhtS34q/L0U//AgwzDrprjvEQAuWR9CAPC+KajeLmd3g3R6966M+sTmDM8QOyO/u6zeuPRly5qJ7nUWClOoz7YAm/9XN7KncDS5UXDNP1Z/aosoVU9jQvoB2fSPRLnBjd7+v3zJcAICnqI3R6bWPJLaLoUlDNcNMSgfS/2+BOt0ATWxyvTWqVaa8/4+98w63pKjW/m/NwDAwMGQkyQxBQZISRQEHRK6CBCVJFLlyBRMoRhRFEEFQUMJFQHCIIllBBAkyQ5QwpGGUHMREUpEc1/fHu+p0795Vvfc5Mwe8M996nn7O2d1V3dXd1VWr1nrXu85GwWD3ILjafkirOwENOosije98FKF8DcHCiIJzEpnUAPFWHHsGLUlfjHrP0IOQDoXUL4Q0u82AhXqUT6yUdyFteUNq1Ni1ch1sofTAODMEhs4+2rjgIN7xmkQ+5fjdwf1TqFPUIOPYQ8ghmF0F1Z7/GWjifxzBVRekEF8QdaYi00jiuFoBOL+Pe2zjy9o9+tyEeE9PAt8otT22R1CKyX3RJD0KrQzGZa49DlEmgFagq8Q25yDe0dFIyTgK5bm+Np5XLrtXdnVMD+0Y0UxfhSbWVxDKaEr8f0OP9k2gkFWuUP4zUfYRFBy4Ro/zH4wQZlcD5/b73N6I7U1vwLDfYLVMOzM+kBybYytffqZ8YnY8FWlWeyHE0EG9PgwKxFst5a+Kj/Pcxv7Nkdnhb9Hudft8HqntT2SOvRuZC56ND2nFfs4ZdWcYQ2e08f64t74+GCoO96eQZnYX1eSbDQiiZTkex41qwO0IUqu188vABzN12yb8NPDdTjVBPoSUiXVa7nFC9NOvxe9lgKOm49voMkfRHvDUNii+r4/271rbdkp9lhazbeE810Y/LfYNpIStUvt9E5qo2+rcj+IZlqYx4RfKfxatQC/s83l/BI0RAwSEjeOtytZwbjM9ashEKLeWa0m9IHCpu6+VKbcCVcDQlV4FDM3ItrwLDYbTcucPU0oTtrka6vSveQ2DHkv+7dz9bjN7N6JTnjCItuyI7JmXUQWUnY5MFlejD2J3d/9gn+dLbV/G3Q8M09miLgd9jlRsIG1l4Xzj4t+O++6jHQmvfYO7nxkmsO3c/dA+6o5ECJa6qexPloe//gut3q5H/eYid/9u7Vz7567h7geY+Gh2Q0no34+YPldHq5AiDLd27g6oaux7C9I4F3elR1wRIbVOyp6EPPrLzF70SJuaKX+/uy9XODYx/u3Z/lqdZFI5D62m34uexUOIuvrhQr2efcPMprn7So06lyMkXKnODe7+nn7aPrPJrDARNCFvXTA3U0rJaR4oFFOKyHe4+43xe9Cwzkw7vo2w5FOQ5n2Id0e6Flku+7ivLKSz1HZkytgFLVUTQmJNrwWTWWe8QCtkNNq+DfBks+1WYOh095Xb2ujKd1xEypgiW8c16lxda9P8CPqZiOnWpZNobyAewMw+j1Znj9Weh7uw7Dn461Moc9ZrJsjuNc1+lXlG70JOda/tm4Bs9Zd63m9Ur5+Fqrr7Z0w5cycigMI7w6dwmzdYQmvneS+aiH5UOzQWrXiOJx/Ru6iXI3r7knjX26JV2+Io78SX49gYFNFchwNvhZzZi6D3NRDl3qNvnIn8OafHqXZCcSe7t9Q5FsFoL6Iz2j6lu5wD+UjG09nnUoBd7l5L/foZGgytyCx1C0J9Nf1xz3igtYZDZgVn8TJWJYVO0Mf0G5dD7ydII0vybGPfUGCdTfkY8K76ygQ5yepSdFpnOs7cZvZPZBb6FXLsDsQGeEVJXGr7oUh7Hxh8zOzB+PCSzFf7vVKL4xG0ungC+Tc62k6ZoTNJ2/O9Glg/TSzI3PIxM/szeqZ/qNVxMzuQBl2BmV3n7vugQfSLsb95nb1RIN5TmXvLwV/dBR3Ea5BdEzZ/GXc/NX6fS+SsRWifhU10FdejXNA3NAa+vSnDcEtQVZBv6Gwz2zeOvWpiY83JKDQozkYnjPjfaIWyL/mI3qPNrKgMuPuthfYfgAbYHRFC6Hy06l0y7vlgtKL9V/yeH/iSu++Hors3L6zQs30DDfq7oZwNe9fK/gQ981KdOdEE8F/126JaCf4KDdZTKFNJ16WtX/8Yfbs/R/1re8I8hsyys6PVkaFn93czewyZtrscytMtM8K+9J+80ZkjuGuLMrkUdHWIaN+wzii/VWa7j04Sry4mRFqc1iihzR5UCW0uRLbSs9FSOutzKLUdwRkXaeyb2LKdRbvj8TaEIGl1uBOkYo19rTmS429HZjnka+jKjkaeuG+ARbTlOldRSHBCHv76Mp1EbonY7VnEv5TqTkV+iPehyX8uFMX7DcSr/1ic+9go3wbDzUJV4+8k5JdJZddB0b5t/XRc/J2bBqMr8j9sHtsytWd0FS2O2EL7X0cEhQO5jOlM+JLrJ+k+rmtpfzHr4IysU6vbM90smrjWiP8fbymXS8+awANPUfM7oYnp+Hinw+I/mOlXBO4+uY9iD5rZXkhjAKEB6qHsWVinmR2VOdfTKKhkGfTRgD78sXGde1GQWW5lkoVtRpEtvDMPwBYmaortTIltDijcWwmSOh9wt5ndTOcyOAt57CVm9kOEBOlqu2VIxWpaelsbo7q9B2lsn4x9I9H7mZ1uzSxH3JfkKisT7T0ITDIFj9WPHeEZ+CsVcVpTLqSTbO4+Dw3OzA5x2fYnxXO/EcF9P45yXkMVaNcFwyUPVU2a8pfi2sua2XVoIi5y74fME6vPRCnxJEJr3Qu85O4X1Qu7+4ZR7nxgdQ9eIhNc9Tst7f8rypJ2LHCmKRq+LiPNbA4P8kITPcQcceyWKP9Lus01pb6RMwMmebqlzkS6zTV4ZQK+3sxW8YqPKSc3AV8xs5WAv7b06+fNbDuEOgS9q5Qsai53/23t+peZ2Q/dfY8wT81wmekngj5lTzQI74c6wpVA3Ra6N/ANM3sZaYIpmvYXyMaYoiK3Rtr5Ugid8CkYcORdhGx/RyHzxA+bjfB2lsu2jtPm6Cm1ffOWOoOWHm2f17tJxepmpmwbXRmZ9kamigtiUEkT7BKIcfNKOieDRNx3nXcT9yWOmy6iPUSt/SdkNumIITGxUE5zmT42RJrtqR6mjEbZubwWb+HudVPbsmZ2DIIzv4TMEjcC63kkngGmmNllCLmyr4lGI/ks9kSsqEsgZeIyKtKzKeFvWD6e3z3e26Z8AkIyXRVt3wCZM25FWmlpIlm+Phi6+11m9o6W9j/m7uvEu9geDeqLm9nXkOJzBnClVQ7n3agy4I1Fq62cuabUN6BsBly5pU49onc0AgXU4xHWAz5h4nF6CT3n+ZH/6NEoczGK4/kH0uB/XejXO6F3eWzcz++BnWMSnBrPJmU6/BiKVB9J1RdmrAzHMmNW2eLljaz9ng0tm/9ALUoxOsAf4v/cMrgnbBOtMC5C+PAn4v/lkF1zvSG2/y0o9mAzGmaiQZyjZ4J6ZB5ZDA1ca8W+IhSxcf4cP/+2dEIRB7YZ8E7nyuzrG/4a7+XDmf2bIUqTxJ759kL9Igy3R7uvRdDnD9GIk2mpkzNPFJP41Mqciez/G8T2U+DMwbQfDcjfI/IORLt/GFsXHHcwfSP+9jShRFvH9jh+fe13ziR6d+34/MgnsA/65ocU4Y9iU45G5tbb0Ep7YaSgLDe9fTx7zeE46f+VjSoJxynUApzihf6s9tsQ4udb8futiB7gHqTtpnLzxr5jkYkoDVAXxr4xwFWZdtyCaKjnQIPcb2fgPZbavh2FDFSDPH/PBPVxT3eiXLKgSe28Xm2M/3PZz5Kdd06kndaPFekK0MR3EhW1yIrAJ+P/96AJ/E/x+51UdvvBBKmlyWIiVSauk5G5ZQU0SH4OOQmnIC30mwgpVn8W347fSyH/zFGlLcotjUxMP0UT7y3Aj3q8uwtQnMP42PZDmnLP7wZp2xfE9kWqbynX/rV7nG/pVL/2Xsf38T7b+sb30YT9nnjmafs5WmWMiff9Z+ArhXYtTyNBDloV7Bb/L4xQd2Oo/GQ718reRblfL4z8RCcg2o6fURtz3uhtpoePNiVss2fGdq67r2sZTHt9nxVgnYjCYD/kqEv86gfHuX9O5We4Dg182YdtfUBB26Bocfww4CyXieBHHljulraPQikSH6+d/wqv+SEsn08h1/5Whs5eUmjjjcjEsx0aCJOMRQP4d5H2OMrdlzZBMw9Ek3GJZbYIsTRBXLdBwUHNeq3w18z9LIb8RAP0yYie/MVGubegSfILCEUzsvAspiAndVY8cmTHdScg09WGaFL7UKlenPsAKt/HNcB33P2fpTq9pND+vyNTVpYS28xuQWytL8fvUci0t5blWYMfRiuvbN9w97VNOQ+a4miV+i5TborVga8j4Maq1o3M+zuwr7ufF9fdH5kVl3f3t5vZ4giNNA/yM9yJBvSrkQL4CQQQ6IKDm9n16Hl3mK7c/TwTrPXLdH/rOQqSGSKzoo9gE6SRPYIeNoiTZf70AZgSkdSfTRbW6e4nmdlvkIYN8A0XZwhUyd77kTpMs+u3yzHWC8Jad1LVk4qXIKnFDFQ1mQsl13gJdfTsRODeztBpLbkgWtroSKvdgk7+lWeQBnoFeu6Tos7tYe99wcsss60QS3d/tFEvHesFf8XMHkD24dMR7fWKmeewKsLvp20UgpEejZSF0rN4Jg32JYnrP4kUkJPQyqXVnhz9fa+w47u7P9tWvnatrCPWRaOda//d3gl0aMpsXoMxu1hQk58mxxr8IuoTpb6Bh2M70/ZpJkf7R1B+gFfMzEOZWamHMvNRBIe9Na7xVzN7nipb32yIyXXfKPOsu3828+2l+/pa4TrnICXzRIYOVx+UzPQTQTigvuOVA29epIUdhpaZAIcjwqlzkGa/DdLsk7wSjhqPcy5M5bQZgWz2swHLmcjOFqI7CGY0CqXPyWx0Om8n134nx1hHxzElZ7m4VqfupKpnNSu1/TLrzkB1r5ktXpvMDkemjo3QMrtNbjWztdz95syxXqRiuTY+7+6nmKJwn/PA7Ee5OYBX3P3pxgDxOvBkOHfTubZBVBWg9IcL1o6tg0x40ILIcZGQ7RV15kc2+I5IZXdf1sy+iHw8u5GXk5Et/xJk3sgNOrlnsVj8fxFkUS0JcbYeCtRaDREeXu3uDxTagpmtgsyCddTQru5+V6ZsnYSvLR6j7VspyRNmtoW7Xxh1tkSTGuTf50PufrKZne7ur+ZPCWb2YRr5GVAffBj55K42RRz/u5cyE/JylEttGQMDVNSgZzEQy2NmN7Y8izak3Kvu/pPM/uGTfuxH/5c3as4vhOe+h4rj5KbasRWpuGRWbJwjy0WEBvuH0SB8UWwXIs6SdzTOMSG2I9FyNmG0f04PW27UPwjYtPZ7au3/opOq1PY4thVwRGwfRUvbEXFsdoRQOhJ9SL0ojbMJ6uNYK6lYjzb+nhrGHWHer0eD0Y5xrbchrfo45H+4AiFN/oIG3vFRd3WkeT8df++l4kPKksfFsUnI7LAA8n3cGO99XK1d60S7dwfOno7+mnsWiVtoQm5r1J+bSL2JKBjarnU9sGHt9wbUnKONsnUSvrZ4jFz7H+zRjmVRFPCfgEejXcvGsdz7vJsqhqNri3rHoUnuURRbMxU4qXD92eJvkW48jn8ZTSQPIjPtDYTPaBDPIvXrRDD5Ag2CSbTa+gxSADqAF8O1zfQ+AlN05F7IafU9NJhOiyXaHe7+jkb5ZdEAs713cpV0cRGZ2T1oIHmpcY7r3H1dMmJmt7j7mo19D6HO+oK7N3PRpjLPIKfUSyiAZwz6eFZBcLzD3f30KNthv861Pfa/BZlXHJmWJiMNah60Cvmdu38vyt7hLct7KySod+UrvgRNsOe4zAbbICftJrX6pTZmU3si08o3EazQkD/hu16lqOyiK4j9szE4iOWAv8gEf32rC/76grvPGcc/jFZMH3H3e83sZs/QgvQrpWcRx0Yhp7NH+5Nd/XC0IkgT5bWI9qKY2jH3Ttvec5hPVkTUJCPJx2N0tR+ZSdpybydK7BXjPM82V5f191nqa7V2PGJVqsv0d260Ekur/S5OJjO7G62Ac3TjqR0bU+tz7n55W1va3mVLnYfytzX0DHa9ZKY3DaFo3O8hHO+FwBfN7GpkCklL0cXj945oYD2E7iTT96GZe7aosxTloKa2IJgxZrZM+kDD3jw3Qk50Zdyq1e3IKGZm/4NWCVOQJpTatCvSPHq1fR00eE1CnfRo5Fu4G00EXfkUSm2L9j1imQT18X8uF8TOvdroMp08Z2ar1waZNdCE+TyaCDqCxqydrgA08Y2P66xuZrj7qdbujM8FqbmZ7YqQIJ8HVnPZjKfRmcGt+Zyy6TnNbKwr1mIB9KzPrB1bwN3/ERPOcWjVZcDSZraHK3fADXHfj+XOX5AHzexbdOZVLk4cLq1xmonkEDrjMUYAE3LtR/Dop2mX15CytoOZbR/l17QGv08yBXrw+8Sk8DZ3v8KEwU/vLqWJfD6+76eQhn0yARiI4/eiFfpJKBq6VWLgbx38G9Ls1xu6+1VWoOpw91vdfelBnH+GyEy/ImiKmW2BXvhtqPPugAJ0zo7tV80XYZ2EZCnNoqOX/E6k9dQng1waSHeRTX0IDYoPxnnGAZ9yccnk2ruCi2E013FGxH0kJ9UHkfb1Ra+Sbpfa7mRQQyivwatxPyehfKx3oJzIOU0ltbOYoL5WpqSlZ9sYmtxaKLDmr7F/UTRpP0MGWQHM790IsMR+ehoyQ9xOjZ/I3feydhTHtnTn1D0WLflfRgPzxkgT3xZBKpNdOg2yO8X5vl54fr92982sSjo/cIiKGO9ulDvh/qizLHCxu69gSou4UeOcXfsax+uoIY/7/2jcf2vS+z7ab/W/JW3WzMajb3AHtNIdh8gPH47jl1Lx+9Tfy+GhDH0KmU2WNbO3Ace58n9/Cyk3G6Hsg458VZu4UDt1VODtLiTRae6+S6N9A/usnQBvXmTSSYrQZIQ6+hqd/Xpxd1/Q8qim+WLluVXmWFIkh0f6tSHNjBv6iCejjpf2ddkzkc2/K0kKQwxqQs7Od8bWxZfTKHtC/L0qs/2uj2uV2j618XtEc98gn+WdiI0z/R5DZa89mO44jYN6tbF2fHYUgLQyMHvsuwORiq2NfD9pu7P+TBEmfVr8/0dC+clcY1B8Upn6qyGH+Afid5E/J7N/IBEPtXSWmXI3N34bQlYtEM9jfiqb8nhqwU6NelvV38UQ7/fDKK7i22kbwjluQNDabyGtHuQIrpcp8vugCX0Unb6nrj4c39u88f8kCpxMzfeDzF/1wNAu31/t2HloUl0mtv1RgOhgkislbqyJmW1YYwxmBdNQmyyGNLjDzWxRtCKYPVPuUTJLW29A+szsq670gUeTR3fsZUKk7IFiDkC8M8d7wVbtQVPhBThcH5JtO3CpdaOG+kmRWZIcQ2eC9Gzi7t9IB1wwuk2peJRKbcTMPt7YtXqYB7LIClO6zhJdwV1oRfG3Zj1aUBzWG/6KK/XmbZ3VbF13vy5+vJdueG6Sm9BK5UdoQulArtQ0xFtMcOWzUf/aFplAphDZ2WrV/o0iUnOyH9XK7Uo6mXfTNXMr0KeR/fwYBC3eEEEctwEeKJk7oPIfNOQxtBp/Cwqwuo/u76aN3+clF9Q0tXm2TH1cPry0Yt+Hbk6mS0w+uDnN7N9RzpCieEK9vV628S/r7lvXfh9gZl+m3K9Hosl0PNWK9ulobwl1Nmwyy5mGSmJmS6LBMOUdvYAKwrYScjAmQrKPI0TCbnR2vHmQyeLw3DVccMgT0WSTBqddELpj9x7ty3UcvKKbbpZPMLZm25OcA6xFLZjI3S9oa0OP9u2DVkQXoI9oS4Sn/3HYy9fyTlKxW5DpqdhGF9nb0dVVGI1MMHegQffxuF69zj/C/PaB2HU5clQ7ej/vQgNvqrMpQqQYnc74+rI/F9RUDCiL42ug4KJ541z/BP67MCDW652C8O11R+nEliruMjl+3mtmuB7XqJtFsgmCzOz3aIK4M9q/MtLe50XjxjLW6Yj9M50TYbON2WCoMKlshb67tyEyxA+ivuGor78NmVITv4/HdQ9DCYI+jvw0n0EafJNssHnNLGDARAq4b6Z8mognIEWiy/dnZjegCOVr41sYj8aT+8j369+geIip1OC1rsRF88U9jafzW9+r7b6mR/7/RJCR0AC3p9JomzI3WvadnDvo7Une+0ZqmPDUf3f3G9s6TuE6+5faELKNZ5KWTI+ERlifWG6L/V9DUNm6ln4hMtsUJXdvpqTpCyNtsqsKsgn/zSv00Jwo8OjvmfLpOpPb2mGBAsrZldvqRbl54xpP1/Ydhhz9L6DI01WRX+d06wO5UrjOKBT0NrDSRBNX10ozrrEDWqGcjkASA33dRa4qsd5SAAAgAElEQVR3PqJGmBZ1VkSR219F5pcxMVlshRyx07yQvaxfMbNFkEN+BwSeKGYLc4ETRiAG0Tpy7ETvMajF6mw8nYPsqaZAudvd/Tkz2xlNhEdSMasWmuL/bYpsPwVNlPOhd3sBmX4ag/2dpXca/qrf0/2ttwYVTo/MMhNBDO5foTsacoaHbVtLiLiZ3YqwxA9E2WUQ1UVueX4wMhPMBiyR6zg2yKxJtXpdmmfjePZjaTnfssCf3f0lE0PnKtQYOptautdodgcjYVq7y92XLxxvoytYmu5J4i3u/rCZfRT5XJ6OY/MBG7j7L60P+GumHcX3UnNOfhSR0e0DXO2ivWiD4S6JHKAJmnwNsLe7/3kwK00TpXbpw/fop10rHqsoN/4GvIOGI9bdv21mo5FmXndAH+cNeo1eYmbj4p5bswe21D+filfq9dr+NsDAnchvtypS8k5EaU4nDKLdY+OE/+5R7lAEJ+0CiViPbIDDIbPSRHAHgt410Qc9s/2Y2eVo8K5DEn+Bgku6UAQIHpm9lplthDTjOmpoNw8q4JY2ZDuOtaAqerR9HAXNs+1jaWnf7QhOOB4thS9EIfubtg3AbW109w9aZzTtCIQ1Pxv5Fc5o1NkBIbCacQd3xCDbNknk4hVS/MAyFHLqWiH9JYIlltAuaUA9ESkBl9ZXhVaA4cZz+jmdcM+d3H3jwaw0+xET/PkfdFIhL4QmmGs94iRiwhtdm0DPRubRlCJyRwQU2HaI7bgN5T7w+D0Caco3R/uOQGig9RF6a3cX/fgH0MpzHWQGneju95jZH1HAaNfAZxW67NvAX1yxBfV0raegibfe537p7hOslh2wJnsgyo1cv/5oPKMRdJsiv4gsDr+mYfYcyjPsS3wYPdH/SRuZjGCDqJvLYHYbBRRBr2shFMOqsc2BlvPvA9ZpqfNRNGB3RCLSI2tSS9vH5bY4XkTXtFynyNCJ/AGjamVHUUPAlNoYfyfUtnWBJXvc1+XIkZv2bYkm0FKdlFGrixabbmTVGBoUzyjuYhOkDCxY29rQLt+PerchLX5hquxjeyOn9oGxTa09z1z7U1arW4lo3Pi9DGWUUj/9bU6U7CYxjH4ZOYhH0Mhm1qj3h372DaJf5e75OQQb/TKKNt6Wyn90Y6PsvMhkliKWb0ZBgblrTUY8QfciX0AHko48Eiyx1e6f2f7W0q8fQt9/13eG4m7+haLXH6LG5Dtc27Cd+D9lo4LTfYfusO0N6KSo7dhq55hCDdaHBs1bKaTRK1wrcfPPjiKdz43tc1RBLkWqiVLHQZrqKi31sm2v/V4CBfIsRRVqfw6w2CCf841II78LWDr2Jerg4gDcTxsL15tafxYI6jcNrWR+T56uoG2S+BnSLpeN7Qjk7IYW+CsFuoU+3ssCRC4LNMEsGv+3wXCvRKuAkbHtXGv/RnHPk9CA9jA1+ojGtSf26m/T8b2dTm2CQcFkp07H+c6P72X22PYGnq4db9JE16lLFozyt6AV6seQU/sV5E+4MG1RflFkpls/fi+F4mcG+iw1uG28wyLkuq1fI4bSEYV6DyKCxBk+Hpa2md40ZJ0BLk1ZFA0ao5FZ444otypwi7u/J86RgsAmx/H10bJvEzIoAvKoIXchLYaKGroa2axfj99T6YGqKLT9w8BF7v7xOP4npH2MogqSy6Fr8JY0luFM3BPlrj0zzEHbufuhYdI42jtJxfbyCHYqPN+FqVhDc3IC+lCPj997AI+6+5finHNHmwfoCsKPcQaCWoIGhV3c/QFTsNu3kB/D0aRxkCsxfY6m/I8oSGw7MnQLaEBcDk3gTbRLLmDoaTS5XYkQVsmMNhqtnlYJ/8HRyInqaJLby4O8Lsw0yXdyjzeoTwYjGZMX6AZaaQ7iuSyPJiXQO7oHvcuBfhllszDr2rX2CgfyUSiLnKPns3Ktf2cp3E1khcsjM9rJ7v63OD4B9Zk9GtdqBQxE3Y+jHAKJBmbbuM+7C1WWQkplx7jhMgWejFZtl9CNKLoM0ZU836tNM0pm+okgiZmN9m4++NHu/mI4lvb3Rg5Wd9+mVnYhZG8EEbA9aXlYn3uV4zTXjqIt1xSdOxGZfU5EmPKvu3KWnkxnx5k/qp+Yu47XkEuNtn8P2cmfi2PJDj4SmSo+X2p7Px9LnHN+tPxO1Bf1AdiQpr6L15gxc8839n8X4f5Pi7o7oZXWd5B5oA4T/WltolwRrVC2Rxrkmma2tItGuj5JpH3beoPnKe2zPPz1STRRZh8VBQZSlwP0YjSYXxW7N0Da49JxzpXJwHAL10ptnR0F2PVEDfUjJmRRF8Oouz9VcsRGvXFt5230y13j33WR7yflFtgWmZP2tFosRq3ei8h8Y2j1dn86BCzjQjTlcozPARzoDfpnMzvU3b9mLZHDtbIrokkJ4HcIgl28BxSzkevX+xeezwExia2E+kd9khg2+OgbtvR4szfasxlNyxybVvv/yszxrn2N4ysjbfHjaUvXpGDLpbJXfxBpmCvVjuVskPujBOHNa59Wamdc/8ra70/U/p8Sfw/NnLNrX+P4JLoZOo9olJmbsC9TY3lse74U0ikip11z/wHIxnsnGsCeJJhHW/rAlJZj6dl/DZG4fTK2a4GvpveXqbdM7f9FqExvS8W+3yJneSrzlti3ADKtrY7MIXshZaCYnYwqQ9mJaJX5/tgmIijlUL+XNobRD6CJ/QHk72hmiUvt/zw1E2vL+X5PmCXj9+wE223hvdxFwcdF5efKvs/C/mR6K0YON7+r5r7CPTydKd/8Hge+idq+XXPbUN9lP9tMH1lsihheAkUNrkZlIhqLnF8Ad4bJJiEddop9o6PMQqHl1usuEcc/STfn+SNIy1sRRetuggaPUxGE9Soz60ANpebG301RB5tmprBJL8cL3Nr4PRJYo6Xt89XuG3c/OerNEfcFcro1k2ZsktlXl14J6qFBKmZm6xXaOBa9MxDp3E4IveJIy38OfRxH1u77BmTOOhjY2t3vM7OHXMieFdA7mrdhlhkb1z4avc+jGsdejWd0qAl1llYf3/UK/nou3ZG555jZAchEuDgKfBuHnPArodVSHV/+eOz7R7zvaS4s/4bInLAnGvzOpuJcaspa3rnS/F20eahylZn9gAzDqLtfAVxhipHYIf5/FKF3xiHYbIpcnmhm53gtCjsj86PnnVAxcwOLmdmXgIUbiJyxyJSajdUxs0VNwXzN731n9D2+1uiX81AlBWqLHIYq41y61khEa9JxD/HtLQbMUerXYXU4jc5cEB9392k+jPECJZnpJwKkXX8CWBI5AJM8g+x9oIH408ixBHLk/ATZEb9AOXz/NGQf/CBCeOyEPvZtEB75NnffzUT3fAaAu19pIsfK2XKnhH1waWBfU+aoZOpYGCFy0qSTNCAsHxZfavtcwGNmNpeHDTLs48cgmoCpwDItH0tJcgydWAupWJjC2p4vCH54JNWg/xCyp7/DzC6s1Vku7j9HV7A8wuvPR2cCoGeQX8BoyXZl8ndMcvdL4/ecJhjwfOQnl9EoleY6KP3najGoJ8bVSWb2aypb89axbwyaLF8zJTg6DjkzJyMum4+hyeksBDv9V+26r5nZst4ZnzKo7FZmtibwV1diohzDqBNmEVOCn52Rj+s21L/XQ4rRAl75OL6PYMhtE8H3gdtMRGyGzFtnoAlhNjpJHP+Nvq+SlL73F9D3vQFKT5nkGa9gmVnWYNR/vkFFQZEG9joFRf0eVkQrOSj36xOAfTxg42a2AZpI3xvjwyFxngEF04eRhnrYlhr/aRvSEodaN5t8ggoKlpaWs6Ml4k3xewoaGAx4sVbv6ML5RiDtcr74vSBV4pTL0Ef2RwSl/BmyZx4ymLYjx+b3kdlkSmxPxL5EVnYmncvtnkkxyCeof4oepGJtz7dwnXHoY76BTmjp6tH+3eJZPYQw/2vX6r6n5byztRzLwV/vQ+aXp+gkBzsKxRvcEmXvoEr2k0x/hgazH8W2DZW/rgjDjf+XRLDJvyI/S9rfN2qo5T5PQYP6WT3KXYDs3/vSQJehwa6OsJqP/sgRF0X+kC0JBFV630P8Zrdu/B4bfxfIbXFsYmb7We0cvb61jnto69cUTJ7x99p4n3dGf/8O8m0MafzqZ5vpncWWD/QYEJeXPouQQMEpv7MCLSxy5K5tQvR8BtEY3IRoA76BHJVfQsEhS7n7gtGmbORgmAV2QjbmA015AxZ15Wyd4u5rWMXvsjpakezSPE/IfD3afgnSokEQvBdMXPJF8UEGtJjZL9EAfSFK3n69mT3oodmY2fvb2ujicClG0/a4dp2uYCV3n8/yKJVN3P1tVqGwmm1Y1fLBZsnB/x53vyFz/StQXtxDUCDW48h8894e7b4R5Yb+JrC5y5GdAtBWj/vZGE3ghwP3eqRrtBmAGjJRK/wKUYp3SXwvWUesK6r8l8iBejlBdY6+iT9H/azD08yWoPP7+7y7b2vt6Tlz51nQ5dDev1FvJ7TKyDnx3Vu0bWungsdlxntfbdfqaCXwPjRhNsufHw7hW+kMDlzD3T9a+9anetDApH2lNk6vzAqmoVxugKaUcrDuhZABm2fqOHBC2AC/hQa7uREd73FR5jhT5O9YCrxEDTkWmYLej0xNzyCTwFrIrALwN1OCku8grTsLVUUDZrHtLm7zJqPjFKqPp2mH9rheVizP0HkLsuVvBXwnlrzzmdna7n4T0uTbnu/5SCv7OVpxgD6siSbqgfqH3oHwcOVZOAY4xswSiuuWzHUS4mSzzLHEFprLqbtA8imY2Q6Zulsic8QX0SA0L3qnRNuPRjQNo9Aq7blo+27IJ/C9mASWBv5uZlPQavAXwL61wf9WKh/FD929iPpKEgoGyNb+l8bhMa4sYG3fzUF0M9XeEO1IAWhJJvXRnkOR2WsaFbdO8lf9sI/6D6Bo9tPRd7YiUr6SjEZmnPGeSfpiZkc3/ENNmRNNjKVv7f3I95dkRTT5P4dAAM3y5wP/jcANyZdyTewDeMkUQX2fmX0OBc3N3dK+6ZfhXG78X9koBwXN21JnzZZjhmb4b8fvpRBh3J1o8H2eKsdqPbdvMgvUTQFpubgZGkxWRrCyKdSCo2ZU26fjGU5GuQHqbb+rUWYRFEB3HYKQ9mwjLdG0mf3Z3A7AO1uuc0ph/2zAmfF/LkjtKxTQHfRAeKAJaTlkhhmJBv8uswNyQK6KBscHoq9MbfSdF2rlW4PwauWuiu3cQb7jRZFz9I/IBp6CLzegkPugz/Pe03x3KGlSqXwO1fZFpMR9vFDnNuTnAcW61I8V32Nss7e0ZenMvnlR5rrzSv269nseulFDa6GBf0mkCJ1PSxT4jNiG7cT/aRvSCj6LtO6fpS2OfR+lbXwPndHFN5NJ3IGWu48ix2TCU4M0gU8izfh/gT/G/vmRrXhcaYtyN8bAkCaEhcmEtWfa0wVV7dX2Ps45PxrYEx3B+3qUb01Qnyk/rp820h1Ney55uOnY9KFnjj2Ilt3N/QegSflTjf1jkJ/hpMb+LPx1CH0x+Q/urO1L/qZJdMNwExont91VO0dfE0GfbVwaOVvPp4rAvRVNIM/QmSDpQiLZTbT5webW41qX0D0Y3gt8uLFvBNL4n6TmO0BO+XuA3YGzC9e4k4hC7uebatT9DTUfUW3/qsDDuW8hvp8/NPbX+/UqaHJ6JLYpKFBuhry/wW6zgmkoSQnhA2WExAkIRrexuz8BYGY7oqCsD1POf/qKK7rxNgBXIha8hZ465Ci0rF7EzL6HnIjHNcwSP0IaB8j0sTl5qGqp7T8A9ulh79wdISyWRIiPddDSv42p9UlT4JjHtbYhnwAmXecRM+v1fEHL5aORUzWZgs6qnytQWb+l0yRRl20RpHMnd78hfDE/Qfb0d8Sx0e5+VKCzfoMmm2ZayVxO3YURrLaJ8Gh7Vs+bCO9uN1FS/43KDJWF4Zb6jpklhJfRmSu5J321KQXnpS5T0H5I+TnIlTPhl0jJuYhOKuTJZra1u59XOG39GxqNnn2r7wlNxrebWT3l6/UoYdQod7/AFMR3DnJG/zk9jzCT/gD5U+41sz1if93nMxJ4O/CNQDuNsE5YJ97u/7oVJa/Z3Cuk3QbIFLVb/K77n55BiuIl6QSZfn083aihM83sBx4sv2Z2bu3ZHeTuv2t/jNMhb9YM9EZvFBA+fdTbBS3BF0NQx7uJICUKWjB5zf4lpB0VA3Wi7Apo5fI5NEhdhCKB0/E/ILjhLuhjnYoGkWRCeguieS61/Qakxd2A/A63IG3kFWLJHHVGUxGarQCc36Pdy6Ccx88jm+a11IK5hvh8RyKG0Xr50YiV8Yj4/TZk57+K9sCrVZF55UPI73IeYY5AGvh1aGX4R2rBaghF1RakVkJzbU6ZS2Zc3MdYFBR4BLBc7dkvFuddK/a9XOo7tKwy6YG4ofoW1kMrkQ9Tkd+1BZTtTy1FJT1SVdKbhLFkklkS+Q32jP70o9S2OL4f4vtfvPYe/5B5LksgFNWDVCRu9a0noVtc6xq0KtwKmQnXLNzDTlSEgV39OsrnUEPPIGbU9HsqMsW9D03YwzY+zkorguRs/ZcpmOPvyGYNDGgWHYFh7n6gu59mCmm/Db389TzCxFGw04JUWvA6SFM8gW7NfmdvUBjUrj3WpQUugNAlZ9YOL+nu19d+/9tDGwvt5wV3f93MXjVxoT+O7JO0td1EE7C6N2g14hovuqg3EhrkbjPL8v/XntWDwAeskKC+pV6xje7+mpmNC63w5dj3oonC9ywzOxNBNb9A5VzMhfo/gFAru6LJ8wo00Y4xs48hx+IJaEC+Eng0kEyHINz+L2gEqdVuYUEXXfHeLgqOyWZ2Mxp8fmxm5yET5AAfjVfa/YvIPFWXA9Hq5joXP9IyiBtqazLivVeZbZKAER9GubEvNrOE9z8ykDeX0Qgoo9sRuxmxum6sNEegFULrOOOZAKo4zyJotXUKQiGdFvu/h+I+XgYOA35mSuayJTKjDTwXE3psNEG94cHLNFhx94PM7HmkDBjwfne/v3a84x7M7K3IvJYbNwAeNLNv0YkaetXd6yij+zxo8s3skKG0u1+Z6eGjSWKpfR7SDCdSQ/iY2XF052C9CdnInSoC+Alq3P0ocOVoZKO/C2n+27j7naZo1o2i7JXeErFoZr92982sIsgbOIQS0owq1LsXDWpNqGrKDdDW9pHu3oyUnObuK5mgbbuhAfb9CI8/u7tv2nIPBwOHeSf3+mVo5VGSDdva6IJunopWRhfGsQlR93qEtb8GBQAm2Q59dAlVMzvStJoRuem6CyG/Q07eH2Wy8Nc4/+/dfR1T/uej4jrnuvuyMTHvQJXS9GK0unqcAo9+y7PKSq3PPOHu7+5VvlH312j1tjEyC72AYmDeGQPPLtG2ZBpyz5i8TLDV37r7BqaAqiSvIk38h+5+T0s7cgFUiyEHfU462mGKIP4AWplfEfu2IBPZ3ezzUbaV/A4N6Km/rItWoAMZ7zygrGEm3BaZqmZDZqw5yPfr+ZESUE/gs7m7L5trgJnd79OZAa5NZpmJoE2swubXc7BeQhUJmhWXnbue//RxyoyZV3lLkpCwW9/pjfSR8WF93RsZmWL18X1336C2bzwKnLnTepB/ITPIc3TSaszt7h1QSBNb47xoafpyS/tzDJ0PIzNCiZCrVcuJ57t/Y3eaCEoEeDuiwLF/RBvmRybA1hVNSayQU9cFf8XMNkMf8VuRUjAWOMArn86CaEBNq5ZX0CS2duy7CE0GB7n7uy0Pw73U3RNjaqmdg85qZWZzIVPZ1FjtLIaosy8zs/uRmaL4zmvnmR+ZSYc0UJnZtaif/AiZ1HZDq8pvD+V8cc470ETeEdnt7p/MlN21x+kebjk2JzLH7oj8EOfH/+u01PlztGvDRjsuQtncLm7s3wz4tLt/mOGS4bI5/adtFBA+XrOHIg1kcTSL399yrq0K22NIUxiwPVLZJV+ngv3ltqnAy5lrrR3190cfyebIhPNQHMtBVdfu43mMRpC7hPv+Iso0lY6vhzKngVY6XTC5xvnupAYBRB/ItNpzzZKK9Tjnu9DqrEgElqmzG0JhnIxMCg/FvS2FVlfN8glltW0f5+6Av/You2U816kIaroIWqnNhQaWLI8+eRhuP33nT0P4JtpI1H4JLFKoV4ewTkMK0HF0Inm+jZByF/bRdxLxXz0JzD30SJ7T45zFyO4ZuaFV1GQ0mSfFuh+fw5U04NMIUnwPslh8PraTEQjl7TO67fVtVvIRnEwe4XMS8GtTjtofIISAAz9tWXbnAqBAaBP3DA11Hxo6wA8tuPPTDldU8TrIgfyJ2D0NfSCPmdlPyAShmWidiyYDFxdMojhotnV/ZFpaHj2z2dHKYd1m2ZqcAVxpFTX3blQ5F3KkYvO3mTVM6QJ3RjbZw8zsEHf/aewHeNbd61wy6b4mmnIMp/N9DflctkB0EE2emhRg1NOn4Z1BauOinTkNfgu0eviRuw+YrczsdVd+g0+ivlaXZH6ZK955/dgfKfe5i5GNv8gr1LJaaCNRmw+4O/wdzZwU9eC7V5ECdCsygSQNdme0iloNTRIfLLWPfADVoqgP/YuyiahN/hUr+2uAM8zscbQCTve6ooc93szWcfffWwEBRmVO/YfXqOlD9kVm2WMR6ucs4K0mUsk2c92zwFRTro7navtXRavz9G6uBvb0QeZ8HqzMMqYhM7vZlZt2wIRheeqAjhysg7zGB1Eqw3Mb+7dGTt7Le9S/m0Ie4ZY6KRFH/b565qq1lsQjpvzDqyHUUzrnnW3tiDLZBPVmtltc66q4p/ehfA9FlkUzm4ZQM8+HeeXSeH9pGf+Cu59dqNukK6A+IM9IMbPJSOM/vvas7gIu9m7e+1eINKCUefQvQauOc+K9boNWrpsUrv8C4j0qNhFpnksN7DDblyBRQyivVO5l5DTeN0yCXeK1nBQ1Ryzo/awY+3+GKC4Ojd+tZiszWws9l/kQWd9Y4Afu3vcEYN05MMYgbX0EVWT3Ge7+VBz/NVJQfoX8M283ET6ehbic9kTggifQIA+KxM5Sm5ic+ttTmRD3By5w93sL5bPmqLZvYlhlOJcb/0kbgsctSAXpXAeYPMRz7UOYlRr77wO+mdm/EI1oxsJ5x2W26xENQzYKlKEHoWVz7caxRJqXzjmQLrHlfEvTaVqak064XJZUrOV8tzZ+95VzGkE3H0aa8kWxXTiM/aoEIc7x3v+x8I7HUQUVDgqG23a+2rZkoW4vErW3IO1/M2pmIrTiuQ8pK8ns+SJa6Y1AikwdWjnknMU92jeJlhwYce8fiP9XIGCmteOfR6udret9jM5Av5uH0K6VEbKpaF4u1Evm5FaI+bA8yzf6gm/WhlAR1yF453XINLTqEM81hUzYeezPDpi9BtJauXcijfBz8X+vj3knZIf9c3S+e+jP3t2GE/8yCnh5EHGs3EAPhlB6J6hfAkE9+41U/hdVROtFjd/FgZ0MXcEw96tLkHafJs0TkJmpTiNyZ3zkpw/ivGPQ6nK4voXiFmW2iwH9FJRH4yGEiAPZ3Rekis3ZEJkw7kcmoktr11qNHkmcpuM+0vV3Rw76ge8s+u3NwAPx+y5qkeeIR+w6hEj7XexLyXB+i8xtq6X6M7DNWwKfrf2+kcqXuM0b1W+b2yzjI3BFzE6gQvjc40NM44ccn7m689DJYw4MQBjn7HVSEz///1ARUZ2OlupHl+q4+xkmQrIEVf2ItyfXSNKWeOSHZrYxgr8tjxzRrWYt9EwGECbu/rIperZEKuZ0wj6bsmXjd0/ysZAHkU9jyPl6k/SCFbqYND+LBv8VzOwvCDO+Sezv4L1H+SZabceWh+F+yd33m977qUmOPC2JI3/TN5Fp7vFox8JopXIuipx/ysxGmNkId7/KzH6MEF2LoIkiyd8ppO2cAZLNgRHyWeR0T2g7R5NXesarIT6j5wMZBnBQ/P8lKgTYF9sa0ObnKshXkQkpyRyIW2gM8seVoMzDKjP9RGBlGua3m2gfzrc83cLTwCMeePSGjDCzt3hnlikQ/fTOZjbGq5zAc6OkKuc3T5KRTwLvrtU9FGnjXROBdVJGdwShmdkC3psyujXxSAz8vQb/uuQYOlMAzUdQOsO+B2fvMz9yRnJ0BWnQ7pAYRP6Ra1e0/x9oYinBX/FCIJ2ZNQOX5gYmeO+Apk3cPSVMwkVPsimKbJ0h4g3YYkFGpEkg5CkqGoysI9bFZNrBZuqRNH5GiXUmzzkAae/XehV8l/wlL4Uykqo+ALwvnLOrof74vJm9o9bWX8e/T6NVTk/xDJtpDxnl7o/Wfl/r8ls8FaCQVunlbxmqzPQTAZ1oi82RmSGJowH6WLQsTpwtKyPtdV4z+7S7X9Y4pwH3moJu/jf2rYFI664HHjGzFPG5FEImfauPthqd6I/X6AyCqkuijDYUfPPX2jmcAmW0iSf/FeDwWsdPx56xKttZs13utSTeGdkTDQrHRPlHqXIlDEpLr7Xxf5ttbKnzGTRY/RqZj/qR0xA/z3nu/uXGsXcjYrC1kVOxHqR2HEK4dOW6qA08KYjMkEN1aWS26gpoashIC27/ON+cSGuc4WKKI9gH5cr4lEXmvHjml5qC5JKC8TEq6ulEsf0FGhTbQ2xHjgL6aQQB/VVj/+eBVU3BlEd5DcDg7g+aWUKSTTazlFVsY/QerkHotgdRRrgnkO9g12jHKYhepL4aO9wzKMBa+edRP72rj/u8AljRzDZL/drdP1crMqd1p3ftOAUVz9gMlVkGNQT5oKfYfz7wLXefFr9XRB37q4hjp4ksWhzx/eyFHFWOJo7vu/sl8fF2JH3ps337oE55AXrpWwInu/uPh3JfhbKLo4ljHeRU7aLVGOw5G+efO87zrAUU1kSz8E6EnW7V0pttdPf/zZXJ1Pks+qjHeSFpSaGeocCpaS1l7qE7SO0+qpXaHsinMiDeyDEdq87L3H2hHu35Cy2q91wAACAASURBVLLHT4xduyGfyGH93lO/YoI6TkHUzSvHxHB96u+xml4vil/j7hfU6o5DWeeuiHojvU9akUw7TkDvrp668yFkynnQ3b+QqTMPAnus3tifUHQj0Ar7v9C39FvgRI8Bz5RXeBVE45AG/lxQZPE7CLTTWQjhVcznXWvT4kgp/Ie779QoswfKVZ79JmpSRC5Nj8xqE0EpM9hd7r5ybp9lIKbD3MbV6fz4biuUG9BGEEvlYKNKs7QaHpGXQ12CxiS6A7KDPu3ua76RUDkbZL5XqzJLvewFuKL1gL/2O2ma2evIaVksgjS+T5GB4c5oMbNb4v1koccmVtdEs3JTzV/wP9HGBVxUGm9DEbEbhXljWs1ENhYFBN7Y3YKBdvweWNfdX4vfsyHb/tZo8nx7o/x7qDim6nEwY4GPeg/odEs77gA2cPd/xu8F0GSzSkudQcF3TZDblBM55TNeA636PpIxN78hMiuYhvqRaabArF/E748BfzCzSSiR+7neHUgyw8VE4zzN5djeEFjfRHL2r0zxY5DZKZuq0kRN4eSDYECMpolW4wAzO5wabe4g2z2eQoJ6KA/4bW20QopCxEgJgj7mSPwmUtEVbIg06r2t7KRNjsxi4JJngtTc/e/1Ipl7q5uNUi7qa1AUc5ssjtAwl8Z55jSz8d5JdDej5OVYvSYteVlixWZm26Ggt0loMDvazL7iipHpcMS66CkSgeNPqDKmgQKnmvuaMj/yoaTYnTEIzTMRwaGbMopyYvsvmdnJyL8zWD6nw4EbzOycuOdtgO+ZgiQdKTZN5/EKmfOcmcoDn6Zm7o3J9L1m9n4qM+HFPpwU033ITD8RNAaUZcysw34cZoRPoJzDaQl6HYJQLoLQPkNa8g5BzkMc98uhaMwLUZrGHNnb+vH3McRy2rRXfyL+liJOk7nq+ViyPgUsZ5VzfT5rONpd6S07xMxuQJpYkaGzpKVTOeRybUwooa1QDELiRPoewq8vlakDMKe7X2lm5mKg/I6JRz6b79Xd+0W0jETBRbMhoMHbvT1IrT5AvYriGs7zHhGiYUar5zV+DZlM1uqznYOR/RHA4a1mdgZyin8ijrWhhjocsaHBp2/MkvkFwMWM22ucOQw5+CdRrbj2QgPqd5qFvWJ5PdnFRzWXV3kCrkVw17FoovoC8FH0vRxDNZl3ibufama3UOXd2Mrd/2CV47+Ld8kz7K9WpS4tmnFi4H9TB/+6zPQTAZ2wwyxsLmz4h2eOPwxgZmNMMLnXTZQCKyDOoiz8NOzO2ST0Pdr6uru/GgPwMe5+tJk9ZYrUbGoj9YHmp43f2Q7akBytxmNUzvXJdDrak2O9KY+hGIG3IO3tPro15JyWPqLexobNeU6Ey3/GzA539zqy6aIwaZQgkMV8r9aCDkNa7kQ06Z+IkCVfdxGw5eCvE0ykeqAJtO+EMD2kCMOd0eLul5tyHq+D2r23V1TJbaihydbpiP0MFQjjQTPbC60CiGMP9mjHSWb2G7TKAPiGCxWEmd1kZvN4PnnO4rFSmxtYyszeCazg7idE3T1rq8bLTXBpzGw91NcmxgS3qLtPDVPQ35HyRZRdwDMINmtEMjfu5xETXccV9Ik+etPF36QAhv+kDWlCl6Mgs670esihNhdVgotzEPpgMKkqe0YoIg1mB2RHXjr2PYjw2UMl39oKDc5Po6XzM4juol5mDlryB/dxjXnR4H4ZcvL9kxrxHXlSsSm1/5vBP28jgpBQNO4ytbJLx75c8pnvIgx4Pd/reenZIdPPy1TJeJKd9oHatT+IJryVqILEcjl1x/XYFkaT7G+Q5vc7InCpx7O8nFouagQYmOEBWUgJTD7CtyIzyGq14z9ADtZPxHYJkSsYTQj/E9/BufF/OtciaHX4OFISfk6BvK7RnmzAIT2S50Tb61HdxRzO8a73R5PWvbFvcWSahO40mw/ROQ5MoiWSOXNPXcRy/6nbm96AYb9BOfiKFA1Rpki3UO9QCLr21fj/9vg4tqPKDjYbYmYsJqHv0dYV0YC2Q/xeGpFg5TJ1pcxQ+/Q45/30yd7JIJg4W87RxdCJILUj0AD7ObRUv6dW53Zk960/r6nx90MoSGsSWqU8jJAgJ6CAtMTSOAkN/BcCPy607XxgpcbzPhdBbV+IfUcih+PA+yOTU7eP55DNXNZHvWXRhPUnBMG9Hlh2Bn8T/4Ns6H+K/+9Fg/c90d8MDbBbITv7EemZDMdGCy1I7R0cAuzY2Hdj/Xf8n5hap9IZ3T0VmRRvj/ur1+k36r8YyVwo/6t4xidRU1iG6zlOzzYrmIY+EX+L7IzI7NLmKLVAKuyEPm7Q4LyQu59tIvHCZdZ5DXgllobJCbcwtbyvJXGxIe4VdeZHFAOJuKsjUxcyZ0Bl6y/JY95fpDHQPxNnSTzD0InyH8+F7u27aLlcRxIVbc7ufmn4GJJT7m53f8nMDqQTafIT5IxdD330OXm712CiLvvvCi78+fMm0rGlgX1N8MT0znJBarsic0kporSUuaxV3P0BYB1rwHDRqmVGyRfQhDMPwX/k7k+aYKA3u/uhZvYbF1pmwBwY7+Gb5B2xk919LytEY3sBKhzSFnD4FzM7HiXPOdRECplMVI+a2XsBN0Xv743iSD7fcq1z3N3NLH2bY2r3ty6iA3/OzHZGZqgfexUE2BbJnJPz6TanHmdmnyhV8PZYnWGTmX4i8P5S+RXpFuLfvRHd7AXuPs0UwXgVCmzpN1Vlz8jQcJZtgd7LFOBxM7vO3fdBS9Xrwtk9QFvrGSrmhtxiwosnyFqq12Xv9wb2fXolPXuvkBrPkqcbKNqc4wPfg0g1iAKBjiePNFnAld6yFLhWQofNgZ7v15EpIDGeprYmjqO6TPF2+GvyH/3NlAb1r/RO4l6XpYAdzGx7dI9r9ig/GHnZBZH8pynzVUoN+ryZJUXjVmtQoqMVV5sjFmR2G6y0BRxuh1aFP3T3f8VA/JU4tidawS2BfEGXoRwaT5UuZGZnR/+ZzwSD/W8ivSUy6b4zfA1fQr6i06iSIaU0orlI5i4p9I8EOf4u8Lc4f/IpLlY613DLLBVHUBLrTK+XxD3S4ZnZtt6AKppZyoU73akqa+e8zZVNaXfkiNrfqqxp++fq9Bq8rcoP0FENUf4m/0bP1cpwSjjXdycT/GNmJ6JBIn1Uu6DV3Q1ocp1EhTQ5mECauPtXaEg4oT9DFadxHYoqfxGtWD7C4B38pXtqzVxWqDOeFhjujBIT3fkOSLM+HWXUsthOd/d3WJ4SfTl3nzPO0ZE60cz+4e4LxAroyEG2pzXgMOPcndvdHyqc6yF6cP+EsjHQ1zx4tKwK/Po28JdY0Q3E01iGusXMlm5pSzGmxTJU8bl9b5T8/4mgD7FMcFWt09RTVQ4Q2SVUAZ2c+LfSImY2FXXQUxCd9c3WRx6AoYiZfQBpvOsgp99Eb8krO1wSJrRp7p7DY2c/jrQvtMOENLnZ3f9qg6MrqJ9zIMFPDITzo2Cmtdo+6EHcaqtYJwz3F17BcAfLZdPPtXKKz4C4+4aWT6R0sUfgZfObMAVWLYv8KRtAJzVKcwBttGfX3H53P8VqSZJcOQMWR6uOIjlbmxkqTEEvxspxefTtXuLur5hyS1yKvov3IYf3HWEiw8yuQ1xQ/47fKwJneyMYtXatYgpOM7seAUp+gSauHRAr6Xtz5xpumelNQ21iZju7++mW4YwJ+SPC8C/RGGDGAq/GILYpMB49y/+Scsv8yDfxAJW91KnwySVJS8/rmkvP0IS+SjclROs5rZBBy90PAq4wsS3uEP8/ipbJp3ufzKwlm3Ctfa0h8/FB3mNmS3mekO01M1s2bOfEM0n+nhFU2P7lTPEXo8nTFbzTzHZE5plxNJLxILK/1c3sttj3T6tgmxPJwF/b7qvHc89JPzDcGSLeB+lcMuuZkvyMjN3LmGCyhjia6pDZEUijXwaZNesTgVPgvoprtZnYPkokSYqyfzX54ab0uoeCXI0CNedHg/4tyES4U/zdEeUa+XusCuuZ5A5G8OUPownk1KhXklxMyxQE8tgRmbWORM/nutj3psgsuyIwUTSMR/jxrQvFfony5h6IXl6SZ5CP4AxkVphKpzN4R5QEvGfi70G0N5s9ybuzYCXytfNczuvJZDJoxeC0IEopuAuyYZ+BzCaruPsGtXNuCfzdMzQBNW0uy9Dp7nv20tLN7Gr0sd9Ep/9jCzPbCA3ED6LBZRwaiD9Entp6EbrpCpIT+Xlk/plCZ7TnU2Z2I4Iv3hwTwsJoRbCamU1x9zXMbGpNO5zihSC1OF587i115kVInZTlaj7gg0M1Tw1FTMCH2b3inPoTiroehVAwx5bquvDzP3H3T/d5rbPdfbtYCecczKua2U3uvnZtBT4GJXnKrpJzq/fm8fh3IhqoD7NB0MiY2UeQQjYPCqDMZiCLstejfncuQi7+BfGRLd/Ptd5ImZUngrWoEr0XCaOi7FhEs5sGl5EIe//7XIcMm+envTMgp582FbXI2mA0YCqySL/ZOEcH+ZoVUnQiLXl55Kw62Wt0wRYcNLXfByOCrtm8nDLx93QydM6OuJLWsR6kYsix3iUegTwmZ276eO5xoYbuQYmFOhyMsX9tj1SjMbje5O7Lm9lz7j6GjJhZ0ghXR6a5bYD93P2cwXzQVjGnLhumjNbUqCUxUTZshyaFpdz9rf3Um16JgXJ9r6jQk99qJEIGrVeoN9bd/22d9OgDkjMNmdli7v63ghkqTSxfRpPixsg8998IJJC1y6M4gyKBYJzraQRX/aQL/DHV3Vcxs2eoJqRRyDf1LNL86wPlRmi1/3C0s0SeWEzBGYrG/1BZE9I9Z5lOh1tmWdOQCw1xM0r03uulXIZIwJ6N33PGvkvM7L+8m6b6EOA2U+7aZuLvNvkpoUVG+TvN7OfAQfSJQvFuts4nTRwyCdm0DUIr/NTdf1MvaEF/7J2RvHiNH79Fsgnq4/9VaYF6eoZdstamEmqohDTJ0RUcHJrkXVZOxtOW4KcX/LUuH0foj1MLz70v8TwM9w2RNAmEHBn7XjOztazM2fRzlNKyTo8+cEoypqGkfHgLss8zSZLIUD3U5HSqZDQ5eTcCJlzpnQhA3H0gOt9k490S+dCaQI++zFIxxmBmr3s3lcmv0DdwBe3Q9jdEZvoVgbUTRqUy16OX0jQZnBfHc0nub0eJMU5H9tFXYCAXwKNoMO8wGXmPZCsl7d3d32XdKJTxyHR1vefJ19I5l0Fw1veiiN+HkDno/OYS2sTxvjstTJwt1ykydPbQ0m9DxFxHI6KxUcgm/Zy7j7Uyamh+CkgTyziR47o5J+kId58wGE22z+eRe+47tQ16b5aYEt9c5e4vmNlf0WrylUaZOYC73P1tw3D9rVBQ2SJU6CX3NwlTXxdrMMua/EaJDbU1y6Ep9ugkhHJKFBh7uPtnBrM6fCNkVlgRnBx/27SIuXqYh54zs9U9UD9mtgYK5DoCJaOZ6rUZNQb0nF28l5S0d7yRPckqOGmrycAbGbQQ3n4JhNlfjUpzG4s+xN1oYeJsuU4bQ2ebln4F0ny3R6ajNZFWnT62tbwTNfQ7E13wEZQT0HQ5kd39as84Sc0sPde6Jlv/W6KvviqOZ9ldm8/dh8jV/wbJpsC3wyw0AjjezD7nFZHbGPSOeqZRNLMr3X2jXvsachiweW0FlhA3NMw1UJskbBBoLjP7sbt/wQqstmFGrZMsjkB98cXaOTZACsnD0Y63mtmuXiYf/DGiLLkwrnGHVbTnvzazTZur8jdLZvoVQU6sQRhlZgchzTr7UsLW9wtkjjHEhvkxhCLZwBs4fFOWpJdQB8gFqJXaldXe3f1hGzwKJZ1zDmSTH48GxnfFtjCdwT/PIF9BPyk1S9dagm5EztVxLKulx7HEi1/3fyTb9K2I8qKOGjq3uZqpnStHELeEy9GYRYd576C83HWSuaaLYdKUG/ufYdrbDk189wM/afo03gwxs3ejwLknavu+jUxgn0Mrrd2potdTlr3/annuo5H57M9I0agrGJd6AR4cda9z93WHcB9FeGam7BruPiXeTZe4+2TrjLl5FQ34P/WKgXUKorm4J36/HTjTC6ABM7vR3d9tmXwPMcGNQePDgDXhzVoFzTITgWWidhFS5UX0ElpfStiq6w7LV0y858sg7HT9A6+zdiZx7wH1rF2rS4u0AgoFoWeORvZ2R+ajvdPgZGaXolVEh9kLeDiZvjLX35sCE2dLm7MJ6j38Ij0miauRD+ZExP74N+AT8cE0UUNrIlv0UeThlXPQcCKb2R7ufrzlg/IWQ5NvVvqYvMcgnqLETPsjRMI3CnH4zI1giuuid5qFG9p0wnAHI7GiWturdJhHIEVhDxQ9v55lsuxZexKWBZFyMTtSYNJE8G80mB7TrFDTwCcg5aoj+h3Z0dtiTIaC5hp4X/F7JCIUfL5Up1a3K6Ynt6927Fy0ck3013ujAMHtc+XfTJkVTENJ5nWhGnZHGb32b3uJdTGzZjKR1U3xAg/FNio2oD+cduE6BwOHeWfO1C+5+37IfHWTVTlxQVrLROSo2zb27Rz7No7fS7r7hzLX2t/MuvLnumCD/+3uR5rZB5EtfheELipOBLTwxZQmCYTpJs4/AmmjX0Tmru2iPVeGCSBNwk+70CSbFdpxHA0nsrsn53tXFHaYeEqU1g6831rgr8h5mXDplyEH/kWIk+oviHnzNZODuy0fbVqdZWG4LfWGIrO5kFezIdPpCygi/nUT3xAuavYmZ1NRq6/Jx939u322o64wPY+CKZO4u59v7TEmRcrxFrmSbuDHfaZkNFmpTcK3mHxWKTfGTrRTauQoMD7bLBTm4B0Q2WSvnNbDIrPSRFAkjOrDrlmHaI5GyJJbk23YagRh8XtetGRN9sDJwIEeztIW2cRrCB1XUNOmiEqh5D9YzN3rS9qTzayOwrnezFZx9+ZH/Wzt/9FIy0422jTbbAqc5kJXdMxAGWnji8lOEia01sIusj3Q6uyAmKDOQWgjEM9MB5GYVwFPY+nsxzmCuOREXhoRko2v1XnGe6O5ikFqyMT4vJl9EmHst0cMpy+a2SMeSCl3dzMrOha9Snv5aTphuMehVd6MlGvj+SyKBs73xSQwgRYSQ+/P0f1dExHceDpXf6dmzrcbgJmt6+7X1Y+ZCOBAisg0M+uKMaEbzfV+ymiuJKPTdxrnedaUknM94Gwq829OPo0G8jQxXENLXAXwbMsKcHHUV3ZA0OxD4vebIrPSRJAjjHrAFFS1UGh0dbvmEqlicxAyJXT5hZmtjDTlBWL/k8jReSDiHtouquyCtPSOjF8ZGWkB4YzzzYlMHaAOeAKwglUJzncCfmZiSjwzyu0APGVVkM5swG4m2N9LVGav5hL3h/F8AKZYmYmzJMUBmPIkcTT5D2kBqpSUIC25Q0zJvg9Ak0c9evsAyk7kXyJb90U07ids3ImHKJnYjnNlFGuDvz5rncy0e6H3+CU6M8cZ+bSLTWmD4c4Qcfc9TPw9L6OI5nPNbKE4XAqu7EvM7DRENXE7lSnSERa/JEfTncoy7ftWpvxJZnYsisZ90sX1kyMzzEkO+DEF9YuPoVX2WcgP1ZEiNlZRx6CcEU4P1BCCKz+G+so1wLVxjR3Q+HI26jO/yq1W30iZlXwEOcKoA9DAvTjSBJIU7ZpRb3Y00D+FOIGuiv0boDD0uTwDN23uy5z3a2i5nDT83RAv+2G1Mh3+A5PT8miEXnLEX78XZa0G6NbuYiK82d2Xi+X2u5BD8V8xWS7hmWxMtfptfDFZUjGUNznLqmlmL3hFcJbjeroPeI9XGbV6ioXzrnDsbOQTScv+HYH53H1ba4e/3odWUte56Jt/jLDnWVrzXh+8tcBw+73PoYiZLezuT1g+i9uA9OEz+SOwovcxsFifSehDY0+r8psQuu29tW0MIiG8DoE+inEEZrYmGug7gB/uPiWOL4k0830Q8u20Wt0NaKCGgF29JWWpiaZifaTMbIoc79cgk+8tUeZBn4G8VUORWWlFcJGZNQmjtnb3pc3s8+5+dKmidULORiAb7tnIlDOATXf3STFQP29m67l7gsCtS++8AcRAcgeyYQJ8191/G+d4AEE6k3YxLeo8gpzgpbavgxxuaeIYC7zDBJtM9zQSaasHpqbEPW4W+8bQmWs41/a2gSpH4wyC1pVkDivz2jiK7Bxw8FkfdAXAkSaH8WV0o7lWdvcVa1WuMrNksmqDv/7Sg+k0JtBvpz42FPF2GO6wiVcIouQvGY0c83ege14V2cPf0+NUd6HBtZ/gubYk9Mnsuh3i+5kU7Tga+IorHWVKSbkQGry/gFLTjiQjJsfw+sjM1wH8iOOrI219YzSRNwPHDkfIqQ7UEFBCDS2JJoD1kSI0DVkQ/gIcbmaLonFk9uITeqPE/wOy47wRGwo9n4w63hropbwrjo1CWvS5sX0O8a2kuhNq27rIAQuiRvgWsoeOR7b8C5A2fQfSHB4BbgPe2Ucbl0Y2zPR7TmB8/D8HGoC+idIfPhDXejvStO+KcqsiaoR0jtuIlV/8HoEIvMbVtiWQAzGVGXSqTRS6fy5ybHal+yzUuRjYNLN/E6QRj2vZVkPmh+MRgujE+JstH+c9BMEbJ8f5ryLSR6KVwDq1NrwbgQrS78VQpOmWwOK1/T9HGuyYuPenkYmtNXNcj+eSTdv4Bn8v5yPOqfR7ZVqy/NXKXYWgz7+lUgAu7FEnvZ+5aWSCi+9okdrvhWPfmuibPQtNUL9C+SQm9LjWTZl9B6JB/3Sk/MxWqNuVjSy3r3bsdRTlvGXh+JIo78EtaFV58Bv9ntM2y5iGAKxAGGWF6FV3373H+eZHNunEv3INWsb/M46PBfA+NUQzuwWZS16O36OQyWEtE8JjLTQZrYfgenci7aZIbpYzSVknXn8ROoNx/mQVwVcX/rml7TlM97buvlJJS0f26IuROStpX2sirXMzbyf0ugnZXJvR28WViZndj8wWXcGFYdJYHqUWBC3h70E2Y0eTUxf81arI752QTXsa6hNfcvezS21paWMrDPeNEjOb5g0ES25fpl4Rp99Sp8PXBjyJTC53WQ0aGmVHoHdyK1JWJnkhH0DhWj9C3/pZVM7nW5DPLa0wU1/t8KeZ2c/QO6mjhkZ6gR/IFEm8HprMl0LQ28nuflKm7NuB7T3I/t5omeknAuvGZ3cRRuUGuTDRLEN+ACPqdgR/WJnOOpVvDVwqDNopAOV5NOgdAVzhkYXJWmgp4v/z0bL6J3HKzyCunJ+hpe7iKKZiHFoBrGQtTJwtbc9hulPbx+XquGCgcyB7fGLlnIa07D9COcGINUL/a/uLdAVm9kvgU54hAyy1MeTraCLoGpzNbBpaAf4cOMYVmDTkBCNWINMbDrF8asYj472ciQbK+qA3t7vv0Md5x6FEMleY4KgjvSWy2kTx0uVrc/f3mrihVqUCQ3wMxfo8jFb2ryHOsBsQK+lferTtqszuUbRQQHuFUJsDgTbqit+xbe/KhChcD5mHdo7ztfW1N0VmBR9BE+ebI4zKct57kFBZd1q5a5ENu2n3TrQIZ6LgnOMH2dYnzGwLjyxWJvrn5AzdAXWozwC7x8dzNS20FCF7IpPJflHmSkSwdwVyal7hiuDdkOioUX6wqTZzmO7R0JNU7CUq53hdeiVkucTMPoUQQPUPsYuuoCbzAXebcgd3kAHG4Lc6FWroOq+QJe+nnFP3eDQo3QFcHYPgkH0EtMNwZ7TkUjOeiladuyG45N5R9moqZaIopvSPn0La/bLIzHUcUsBKMsbzvjbc/SsxuafB9wR3H2CrjYlmbaS4HGLK610caH2IMT5R9yWkiPUViR4r/DnQivcaZOL7j+OaAmYdH0GsfEYhzXNlOn0AGyGTwCRkP34Y2LB2/I7GeSYgyoAN0HKv7kOYEGVuG0L7lkUO4T8h4rrrEZ1xvcwKKOjqEeSAXgYN6s+jwfdawq8Q5dfNXGddlAsANICNaN5nXOezyF/yjj7avhay8S6JBvbzCJs7gs3eh+zn/0bonH9P57t8KLM9iAbwUp0JuS2OfRutuA6I7Q7C14Ich3MPom1ZG3Ofdc+LvpV8H0cBRw3T93Br7d4/Wd83Hee8Pb6z22r7pvaok/W1xbExaEUBMt1tgSbKMShuYL94P08if9gxPa71FqoUrSBQxBPRd24s1HkbCrw7Ivr3JSgO5w7EhVW61tqZfUsPx7uc3m2mNw0lsR7QL8tw3tfqFtPKtZgoWhNk9GjrQICaRQJxqyCYDyDt7FrUcV+MOllys1w7TPw9/0CBXt9H/obH0cD9bpvxTJz3U9bSS3V6Pj/rzCfbSlfgwaFkDSiiVzwy9yCHfnqecyKzyfLWklM3zncwciBvYkKjvcczduA+73vX3H4fBviotaRmDLPRd8hnc2s7Zwe/Tvi2bvWWCP42X5uJ32d9BFi4Fq3wN0ImuluQsnQ9yg3ybPPcmWtdghSVb7rMlrOhSWuVljrXopXSWKSEfQGtRNcHDvIyJDn37SUT6vn8h+QMh1nDNJQkB/26xMy6kpwjxsqBwYPOtHKgDplsisMxky4F7GBm2yMtek3khL3Bq6CmfYC1TWn7BsSqAOAb0HJ54YbvYiyC122JVhRfQPbfeakoBBIT58BpaWHi7EMeG8wkEPIOqyCjOTGUQjQxYi6BnLtOhq4AON8yUEQz+4q7n4tw5aOp2CbnQCssKMNfQZriRKpo9XuRI7JjIrBG5rjSTQ3HgN8ibakZT0KDXpOjqpdMNrNvIHbbjZEp86K2Ci5wRYlLybyK3P6JK6PY3WiVOpRvbyF3P9uUiQ1XFr9e9ze3C66Kme3pFe375eHD6Gyw2Qoopey81sloOpYKmHEsmoCPMtFbTPQ3IWd4kllpIpi9/qDd/d7QRHIEcRCDR5R9GA2cACSNOf6OtCoq+dqo9xqaTDqw7z20ovEE3whyho1DBFUPCCnVwAAAIABJREFUR5GjGtrFPMgPMQlpuGmg2hwF3UyhBaPtchAmp94pYWudaJpJJnie22VQUvsIbjGzsyhr6U3t09ByvfRuQA7hu6ns1ilPwUQv0xV8Ey3l0ypgYWRWOxdNuNPMLEWNbgzcZMEz5GXSt34HFkMa7060x330Ta08A+SLXqNfdyHGEiroaXfPBsX1kK+jaNmpqH/+BvkeusQKlNC19myhYh2R2wCvDHESAEUWL5iua4qzWbZHnddr2n3T/5PT5pdHMNT56OzDzyD/HO5+BTMgZ/iMklnJNDQo6Fej7pIokCUNKGOQTbLZCVIgy/q583jBUWRmNyBt4RfAL9z9PjN7yBXstijSdk9H2ludBuM4tJz/sFcBY/MAF7v7++L3uNx16049d182BqDj3H0ja0D2hirWSevbFE/PPjS8Lu3TAxlVOHcJ6fVazhTmQj/loIjJFJIzyXwGaW4HIWx88wZWNQWZbQ1cHtdYBzjU3bMwyl5ig6BWnl4pmC7ujPv6PurPXdncZuD1W5+RC4E14f+xd97hklRV1/+tYYAhgyhIRtIgokhSEFBU+BQEDAQZARHFF/AVMwomEBUk+CKCoggSlCAIKIKiiMSRDBIlSVARJUiSIDKu74996nZ136rq7urue+/M7fU8/dzu6qpT53ZX1zln77XXIhLZWeX2SsAnKgbmdudcl8i7rEkUv72MWIGXUpXTvi8SK86ViRwOxG9xJZfbn25o+8qKvnTkGT4WmEwrgiLBqKmSPtQaz03L0IVsfyttOoHRCp872d6c/uAfxM1+SeLCvJvGTOltwAeIJFWerfA08Hli9pjnxb8ALKlkxEFYHRaN9ssTbIurAdLgs0R674YsN9HpP6Bihc6/EnHcRytm6VBv9tnK9NqWyHW4JBQGcIGkX9NMRfwlFIdkJP3G4al7SUU/PkWsxlaWNJMInx0taXtXOMdVYD6H4qrSAH5AipP3bSBQCNt9BFipJfy2EBFvh0Zlc14CxESCtqjNTiq7W3E7zaKDWVtZAhdH/cGlafsU4lqqLcnthifBdOJGfiexEq2agS9DTFC6rfD+i6RzaEwgRyTi0/bMM3xrNzzDf6JgG40pJs2KAMgKtKaTBKMIhs4GrcuwtN91bhSSNPH7Uyz1V0TO4cHc9vuo4L636dsiBLtmBsFSWBR4m+1r0vvbusA/QNIXCHG7jFL3LiJG/RtXGHEQcteFSb00Q1+FYCY9Q2ehrSqD+g1sL9Gy/w2E+Qmp/13NPjXap2A1IvH5dmKllOFp4Be2707H5amIlztREXPfXRM6Ccmkzy67sWxPrBSfdj3Dm9+n/v0U+B2Rp/iG7emVB3Z3jkWI5OvBRCgnw9OuTwhoa0RfcMzpBA//spbtmwB72X6fwrN7Txr1AgsTtQ5Fsfn1gL85Z3pUsM8lhNfF/en1+sBxravLfiCFGU8lbvaQm0CqwJ1MOcHJscakGQhUzBqaZXuVkv3zhVEXETedbCZ5C8FM+Z0LbAr70NcliJvjDGB528spFE+/TIG0tYL/noWjLrN9o6TNbV9Y0v4hxGfwBCG6tzcxQ7zd9he6+THn2ryKZoXOqQSd7yTihpO3Al0YeDcNhc2S01Ub+aiA6ZWFwtQiDZ47ZkliJWSaWUOL53abRtzQX2L7y2rjqasOZZc7Qbox/ZGYCHyV+KwOc5ce0l2cb2MiT3SCQrNnIadKXUnvIJKe+VxFZeWrQur7ITezr5Z0I9eV3/c6l4sO3upw4mut3N4XuL5oUiLpJKL47C7b7y1p920E6ePbxEx/SyJZXjXpqDXBKwlfZv9PIZuvdduYwROAwzoWDyL+PD33ejWCNbNkwb5LkuM+E0vHc4nl6sNE0nP5Mer3CunvWQTFbqX0OIiYQb+k5HEXkTvItzWFYLlckJ5/mJjB/zQ9z2sSrUXUEHyUznSS7iTMf7LXixD1EPsTy+79c49PETefbN+VCtobta3l/bkp0Ici4rk3EquZB9L3vmY6Zoe07SSCDngfkTgvvWbS33soqaUgZnu/J3IJR6XHt4lQ3jm5a+YskkbVRHmk7+IXxI0Tosp8Znr+vfQZ/SXtdwtwfAdtXgfMk3s9DyU6VcTgXXo9pb+3pe/1TBo1Hze16cNCbd7fNF2TDwEvH+DnexGxCpgrPXYmwkPrEoP92sTgtk7q0x3jdi2M98U4Zv9osWDUn9OF+yYiPrpQ+kKuJWoMSF/gKROg/39oeX0eUbyTFVJlj+z1KwhWzbvT/vOlY04lV0xXcq6PE4m0A9PjFmDvNsd8KJ37BGKwuZcI/SxA6CBBgahY2j6qiCm7CVec7zjihv6W9Dghbfs9zcWAmxLSxFAiYJaer5N7rEeEI7L3qorU/khuAM1tv5BI9E5Njw8QCeVx/y3krylidZMv/rq55O+CRCitq+s0+9xL9q0SHcwKvj5GhMd+mfq6QtYPIva+QHq+M5FDW6FN/76UrucNCVbTHbRMmPr4+eYnkI8QE8hPEsJ8T9MQPrw47feecbsWxvtiHLN/NLR1jks3hk0JmtYP00V3KcHxfjQ936Ll2CvIzXLGqf9XEs5V2eutibqCqmOWJWZUe6b/4Qg6qJIkxOwWyLWzABUqi7n9yhQ6C2fpRE5hW6JI7j25xwcI6eyqc426uaT/oXB7+ntLy/Yp2baWH+WF6fr4aOrPkUTeZUa+n+m4MwmXuNZzFt0QR20b52vqmvQ3qzAe+Z5JVbZEHm1poq7ing7avBDYJvf6ncBFJfuuSqxcTyTCk3sTg/tdwGoV55iau05FrF5vJMggl7bp37eIhHz2egXaDNB0UG3dyT4t+2873t9//jHZWUOZYFQ7xsq9wEyFtlDeLq/rZGAP2As4KSX6RPw4r5f0QaJIqckGUw2Dkc8RP64LiTDGGcRM7AmCMfQJIl6/CQ2TbdFcRDSLBm21ClOImc9Uoo5iFUci8FhClvni1LdN07ZDaMO3rkChPhTwgKQv0Zyguzc9r2INjdKgUdBfM635wiI14KXA7Qo11Hyi7zEVOMe1+Z/GGmcovJQXVdCJP0gMgADnpbzUYYTSp3PvVWFP4BSFk5eI0FKr5zcwwlR7Nc2ig5cCe7iRYyis3CYK3l60bYUm19G2j0+Mv1I4mHT51w+kXEgVOiluXGTUxtG08xHWELCmyj3DxxyTJllcBIVJiQlv0dKbetpvFNziNqXwRP6nR3vz/paISX7H9nkF7bcqpLae52O5fTPF02cIA5sdiYTXVcRN5+e2n1OxyiJE2ONa22+RdI9zyfJcIutThPfrOcRF/k7gRDfotKOgCvnkkqTZyDa14VuXnO8tNEJQWchgNyLcMUqugBj4liWK7/LvvUjMgjOFyS8Tq5QHiB/tfSrx1LU9s4KVdT8FznFuU6inYhrukwSL7edVx9aBovr3/xGf4a9dQDBISflprZONNu0WJutr9K9UEkIVEhkF7Vxhe+P0/Ee2d8m9V5mkLSNPtGBWusHnj6tiDX06t+uIZ7g7qGsaBOb4gUBRKPUFgqHyf8SsZhMaxi73Ac+5RDte0msJKuVtbiOTkG74KxMz9M/kti9NhE02sP2dguN2TU83IipKf5Jeb08wefZMK4H9KWYNzUOEuHYkJKYvcrlpdl6fp+kH0PJepsQJEZO9sc3/XiqfrOBM30DzD2Jdos6gowGwpb25iJXddynRhyo5blShXJrpbeCQMdiKuEZmEIm87W2/rYrhIekQ56pz03ujtnUKVdNw722d0U4USNqaNgNqwTH30YaNowqZdUWx5fuIic3lClr3pi5gbLUc33rdF+qF9QoVy8oXWtamwfbXHuNCsgyTITR0Ag3BqNZQSKlgFIxczDsTMe1DJR1su3R5bHszSSJu5vntfyMqB4sksHEqZlIU+mzspEUj6XvErBUin3ErwXyBqEY8gYhVv6CwVfwjcYN9ZVkfgdVVbgG5UjrvysTAd4NCnnoTRaXzE8VNAtXyyR8kZumZdtPlaVstsxXbsyTNsH0EESdG0i9UXDiXHbMNxYVytp0ZkryHYMZcT4Td9kkztzK9Jggpitab/haSjifkL5Z00CBfQ8TOv9bm33sNzTTcY4jPa2MiydkzJD1N8QDcRIvtEl8nZM1JA+rONAbU71FgS2q7ndQ4FEtCPJmO/zu5Isu02iqj7VbNeAc1G+4mPDg/sWIdF0yGgaArwagWvJews3w2XYwXUBEnTeEYE6uPOvUFixE3mYxfv2DaBiFHvW1u369Iuk0hmjeDSPSdRtxs7qg4R9UgkeEsYD1JqxA/4nOJJe6WFcc8S/j6jlLodLmoWC8CazNTHDpzmsrCJndXHPN6YCdJ+UK5VVIY41lC1fK7uf3npVyv6SxFFW1Rde5M4jrZh+RJYftmRXFUu4FgsXTOLAyzAFHPMEtSX4qNnHw2+oyqAfUjPbTbWrn9Mhp+xkUD2pMEE/DTtu/NbV9U0ruJPNaiauhgFcb3+4QPEuHBI2iEB3dLfc9XYLd6ho85JsNAkNcD6kQwKo9/Zxe37ccUJe5VS9oPpL/dqDXm8Q3gxjSgZCbpB6T3npO0se0rUh9uIUJWSwAfTj+6tnBnxhj/dYinvYdIwh0lqTI0RLFC5yc02rwn35dtABTib59jtNBaVUFZtrzOfjxzE2ySDfI7KSdXQMGslFhh/YG4Nv5o+7p03NrAn2x/RdKJbilSS6G6kympzk0hjWvUUIOFyEe0w6HEgHoJjWvgIIXM+G87OL4tVCIzniH1v1uZZFUMqNNKDuikgOo4ogBwRBLCDSWAbxHhxVPTezsSodkbiBX0prl2LqWxAr2UZnJCU2Vzr5C0ge2r0m+tbNW7Ve75i4RCbyfXx0AwGXIEzxIFQaILwah07BM0LhIR4aSRi8YlPrLpR/uc7f8q5K5XJ35QbRUFU9wzG1yuTstfFC5SJ9OYvbxAFENVsRny7W5JUCNvJ2oKHqiIy15N/Mi+QOig3KecD3KnUAeiYmm/3xAz+88QrJNdiUG24zi7OpAryG1bhkZo529EAeESRKLxv2mfpYh6iz+r2FP3I7avrripnkLQT89MuYTtiArWLTr4X5Yibn4Q8e9SyYQ6yE1kiphgtr2SpM2I2esGRL7iBFfIJCvYa58nBtSHbb89bV8bONz2KIcySc9RvYITUf27UhaWVCj9zrD9XVVX7ta2C+0Vas61XWl7w4p9R3mGj0EXR/djEgwElRn/ohmyGtrxj1A9u3+RAs9XIhaemWnMJArUXnBJArfl3MvQbAayhEMvP3t/4dTvruwQUxhlPWK2tEHVTCzNovck6hROU8gG7GD7kIJ9q8TG5iISroWiYrYfSa8zs46b3dB3utb2+i3tZZS8FXMro08RoZQ9iMrTewqO+TsxSByYXv+ZYBHNA5xk++CyzyLtX+Spe7btl6SbaitMMLqOJTwhHicSvju7QGqh4Hyt1wCtA9xYQQ2Z5C8QVNBSmeTU79IBtWD/Ttg4v7TdRLNUQx/rSiLskv0+tiNoyhtotD5YRmF9zvXEADuGmhPTZcZV21DiGT7IvpXCE6CYYaI9iHqDo4Bz2+xXWNBCo0Bnb+Cz6XnbYiKCV38/wfP/RXo8kXv/rC7+h9cTyo75bV8mBrgdu2hnMYINVPb+UunvCgWPcwmf1tZjNgFOzb2+Kv39NfAOIsH4p5LznQZslXt9JyFT/CglFeCE2Uy+QO7G9Hcu4IoOPoOiIrW7O/z8FqCN5EEH10Dlddjjtb4Ysfp4Y/bIvbc4UWV+Xfou35t+F5cMqj8F/bsFmqRP5iIVGxLkhl+k7/6R9HwVYsW7cUs7+6fHp8agzzelz3Xx3PMR+ZfcPovnrsU304GEx8D6PF4nHsML6T4q/Eh7bLvQ85UYFDYkuP2vStsrfVvTPncC87Zsu7HoeQdt3ZRvi2BXnE0MXpU3P6Kga+F04d5HsK3+r8bnc13Fe7fmnm9FhLzWJMJX15OrTi36zFs/k3TjvLVg/y0Imev8tg/knldKWaR9ijx18wP0lbnnn6p61LkGBvUgJEBuIVYsFxPaW7/L/c+3A/vRUjld9b0OoI+HEUWQb02PM4BvjtX5a/b5fhpyL62Pe/OfISWe4WP9mOOTxa6gqPVhufi0wplqZ+CNKZk8N7Ey2I8w4L5NUfV6cQftFVEwXfK8CZIOBX7ikJ4+gkic/ltRgHMi8SPfjlQZrfJKSRE3oqck7Q6cbHv/iv2z8xcpdM5fccjcI/9Uo8juSWJmVIXWxGMWe/4EcKukE2nQdNcjBuR/SprbKZxh+8TU53mJAS+jJd7mhsHPwoTQ3NUU01/zoY58nzJGznSKnePaoYqG2298nOjjVbbfrLBYPCi99wOXyCS7RDF0QPgcYaC0V3p9IcnxTNI0QuOqVSF1XIqycudfsYPdnkjJ9cuJSuyHyakWjDXm+IGgDbJBom71Y5nn65LOJZJt3yvp8rJGciiiYL5W0lPEjXW+9BxGc76vAfZRlK1fC1yR2nk5EUN/oyN5vSvwWaLYpwwXpNjuDjS8eNvhUFoM6iWdr2Ld9S1oyD6QEuqdcu6flrSa7buIDyCj2s5FrHYupUWugFixfV/SR51YYCmhfzSN+PIxRI4nw7+ybS6gv0q6KSUupwBT1LArPSrt8rN0bDawHECsWtqhlIbbwbHd4nnbz0vKbvJ3SMoK9L5Gkt/I4UqaP6NSSFrDKTeUsWhq9nE+YlD6XmprLoLW+yyRwL+DYIMdSLgOduuN3Xek+wBEtfGDJbsVeYaPG310MiSL21LUyvZRG09VIrkzqqoU2Ly1vQ77sWvRdhe7Z+1JWFL+Jb2ej2B3LARcYPtghdb8C4QD2k8JXRwIwasq/fXtiVDITNt7pRXNYW6uY2g9ZqbtjVq2rUrc/H7P6Fn6VtnNXCEVsA+hUpol2QpZSpLeTsg8f50Iw0EU0X2eqGAdpRuVbh5fJ0IhGTlgeYIe+UUHVbaoCvQpwhO6CJsRjlWFzBtCUmSk0jqtPm52G4OZbq6BXqGo+N6NuBm9hQgRLUDMwgutUW2v3mHb5xGx8Z8Du9terWYfrwI2c5KqSLPo39h+Qy5pnNlrzk1UwW9Q2eiAoYa8y2Ou8CtRwzP8twrP8LmyicNYYzIMBJ1Q1FYkqnTzeJIYsWcSBTIvp+F3PIO4ub7JzaXqWxCzlFk0ZCIgfkRr2H4dfYKajXMWI0IQ5xAsiquLziXpZU5MnT72IyvMeRPxGTUZ1BMDQV5U7DYiUfx8ro1SGYGSc65JrGoyhsWtRIjoBarlCuYjkokQSprP5d47m7jpH5M2fYQIpX2x7H93or+WnKvQOc5tGEpjAYVsyk3O/fgVVN9FiMnCLsSAnbdMfJrQmzqbAkhakdDZeiq3bW/gcOB9LnDX67CvpTINkq6x/TpJlxHf198JRdW2rnK5tt4J/D2FAMcMqvAMH8t+ZJgMoaFOZjAHEQVKRfouSxAl/yNx0URh/GZ6no+dL05I6C5Ds5zE04QOeSXSxXAwzYVVyxG0vdYb3NwpvPFS4ub7Tds/Tu0UxuY7HQS6DNXkC3NGKXSmG0frINuKRxWyFpmMwHaEaUghbN9KiaJlFdKNv0ymYU9ipfHF1I+LiB+qXOGpW3GurysE0zLnuN1codekep6/dXEcURF9PbFam0kkvLPZ6A9VYo1agbPI+RlL+hipMh/4Tnq/Dp6RtE62glWYz2cD+LFpEvQlYiK0YHreDV4PvFrSVHdQ49FH/C/lnuFjj04yynP6g2D3zJV7PZWIh85FMCf+SM4xi9CDuYegMubpkhk1bOGW9uYC5u+gH1cQM9ubU3sHEMJyRft+mFiVPEp42+5MhDu+RBc005K2LyUu0jxjaRQjp+WYjQq2/Y0OGFsEDfC3xEDyYPocVpwA18XpdEB/bXlv4fS30Dmu4lxVNNwVBvC/zU9U3n6eMCz6B8Fg+W56f38it9L0qGgv7+h3ECHtPn963ZaZVdHu+oRA5OXpurgHWHe8r40+fP6Z30PGeptKB54fg3pMhhVBJ2in77IfcImkvOTx/xBVlP90jmki6fVEUdlmNJLQ8wG/IYqLqjCf7YskyVHodkCatX25dUfbP5D0w/RyKrGS2I+Im+/R9SfQjPndvTzCUYxOJP7dHXiwOjRhNksrnCmuESetmwuS9Fnbh6pYCvzNtncs6O/lCjG4IpxK0GGvb2lP6XVh2ML2Q+lvJxIgPcORNL9E0rXErHQjYpX19rRLnkAxIpNc0eQ9Cv+GZYk6kOkOja5OtK2q+nltYjONqMwCL0mhrMcdGk47EDUQ9wDHuFgBN1PtfcED8n/uEpdK+jxBANmcCG39Yrw6MxwIApX6LrYvSGGbLMx0h4OaeSPFTJMpzumwO7RpqqiUGf6toKDeLemjxOx4wbKdnRQqiZzEp4r2UdzNdyJWNAcmRsPLbVdRGTsO1UjakBjgqhQ6C9Gyf3470LXxT5V5yDTie11QDcOeDNlN4zpGY/uK882df5FjyeyeWDKdKGuOgoppuHY9RdCyc7yP+M5eS/z/2WCwsZOkie1vthxzOFHwV4Ydic/rBWIVeImkR4jfTGECvFPY/o+kvxIh2yMJ2YsbgGkK+fMFCUHIjQiNoaIK/t3S3yeICMCYQ81+JfsS1NdbiInbL0m02HHpW1qWTHqoQt8lsRH2ouEFcAmhKnmtRyeybiZyAnu7Oa55tCs0R9J+6xOzrkWBrxI308N6mcGkmet/gbfYfmWKqf7GBfINuWNWokN5hDQz25SIsX8v99bTBK22tGReYfizB/FZZn9H4Bbjn3RMmYlPxt8/oOC9TAZ4XiKsdxNxg30NURj2Mkkft31ky7nOJ8yEiuivH3MuppxjybyGoJTuTYFzXDtIuocWGm6/oVDtvJP4vi5zYm+1OWYx4npfpd2+af9pwKuJCuwq+fKqNuYjaJbvI1YZCxFJ9+/aXiOd40FChmVWmvTc7AJjmokAlfiVTAQMB4IEVei7SDqOmAFmFL5diFn4SxjNNHkzQVU8nYiRi2DTvNcdKoT2E2oYqOQZOR0JcnUTqpG0gkcrdHbC2FrE9vLq0BxEHZj4VBx7NrC/7VvS6zWJZOnqREx7U5rpoCsRoZ4i+useROy7iCVzCJHkH+Uc18H/N4qG228o6LRrEQP9G4iwy0NEXuxK279TiUyy7aMH2bdcH08lcjG/IX5LvyOYXq9Qh+ZKJe1+nCAvPE3MwNcG9rX9m8H9N03nX5WoNbqX0UZZu7vZK2PMMAwNMcL9H2WzSENpdP2WG+fvJN1EmJKMYprYfrg1rukOlEe77HM2Y/xOmx/nf9IPPwvzvIw28tuSDgIOdbPi46dtl1IpgYVSqOwl6ZhHCQnedrPNLLzV0YzEnZn4lGF6Ngiktm6V9Azxva1E3OzzA4EJ/4ZRnroE06aUJeOwAs07x31LUpVzXEbDvU7ST2ih4bqEtlkHKaR4Q3ocrfAF3p6oJziQuPGPt0zyGsRq9I9Evc4sNYyHlkhhReWek16/rE27H7R9pKS3ESu4XQjK95gMBFQbZWWe4WOO4YoAUIXNYnr/BkJFM2+U/tOymYca0hVNcIGFXi9QmOW8hZjVZTTFEQvLtM9OxA1qHWJFsx1RRFUqqVE0O+9gplWk0HmQ7XYJ8o7aL9j/TmBDp8riNFhd5YqCLUmnEWX8WT3IToRx0QxJx9jeq+zYgrbydRwHETPLbVOC9Hrb66b3ViXqTnYmvLHLrpkqiq3dR9kEBR34DbnHPMSq50qiiPC63L7jJpOcJlMziOv3UWJitSYRhixFUUgx12ZWfHYkIZ53Tqer0S76fR8lFpzK1UWoxDO8X/3oBsOBAFDwvbd3idG2pLcSI3mrUfr7KZ7J5jVDphGU0BtcUWVYF5LOIgqq8mGrtWy/J7fP6qkPIvyM23kv30ysgrKq2PkIkayqeH+lQX3JMfnwwyo0e0XYFdx5SbsR+YCLaST4D3BFBW6KKedzPZcRksqPqNhX4EZixVL0gz6HSDzmWTKPKVgyPyFmmXnnuNNd7RyXtbuR7ZnttvWCNLG5gsaNv0giuiuZ5JLPbwRuSIHU7fO6xOe5A/DXTicYBe2cQNT5vIIIj81FDAjr9tK/Ls5fO6w10H4NB4KRm+laRIigUN9FIRHQZJQuKS+5MI1Y4v3NLbowkhYlbgRvpwKSvl2weZfUp0IjmaJZROu2NFtejub8R5XExOeIQrFslrobIYV8aMUxhQb1tt9dccwKZe+lPlZSKVVi4tMNJJ1neysVm7XYJVWq6XrIs2ROIIrMNiZCGicT33lXeaGim8F43CBS6PMtBGtubYV39c62P1Syf9Hnl6H0c6zRLxGx/QeIFVY3zDIUrLzXEiqgT6RV9TLu0OCpy3NtxGi/kr2IvFnXRlmDxDBHECiyWRyBgjW0BznWkKTvu6XyMoUeriho4hkYEbirwjQicZmvcP4ZUbF8b8kxrRaWG9GovETSVwkLzT/RmH2bXHy7FbYPSTeCzdKmr9quog5CuUF9Kdrd6DvAXMTNdyqwmkKMrtTAJX02B9BCCkh96YrumVZLWYgpY3y9mohR/8pdzrDUAw13QPhPWuFMkTTF9sWSvlW2c7efX13YtkJSAnLXeTdNEPmHrYh8yAKUWGn2AccAayncBT9NDGA3EaGuCYXhiqADqIQ1ZHv3lv2mE9o6f6Rx051CXHhn2M572xad5yqiQndWej2VuKFuTKgsrplWIpsSNMWTCZ2kkwidGBHG9x+wfVNq407g1bZf6OL/fQXwkJMeUAoNLekO3LW6QVUstYNjCxP8LrEPTcfcQUh9XE/OeS7d8C5yi86LpKfchr/fr9m6qmm4v7Bdxb7qOxRUx3cRPtqLE+Gh9TsJyaQV6Ko05xbGxWGtFapBp+7hXBlj78vAg7aPH8/wTxUm9UCgDvVdyuLfBNMkWw6bEL3aj0hsZXiRCOv8tYP+3Am8LpfoXYQQ0Zqu8F5emLjRazm2AAAgAElEQVTx/5JQdXyV7S3TvoUWlinstZfth9udP3fMdcAbssFDwX6ZWfRjURuF1qobcy9QmwR/yTFXF8T6pxFyCxfTTB9dmFiF3VrVJIn+2kXX2/VxBbfQcPvVdpf9WICYcU+hIZN8iu3H2hy3O+FzsCzwB6L460rbpSvQsYR6oFPXONelRKHbbkQ04WHCLe+v1Jj8DBKTPTT08fR3q8q9YJakld3MGpple6E2x3WLqgrnpx1yye8m5BweJ2QZmqpzNboq92DgRkm30pz/qLpBT82vIGy/kAaDIhzexf/XT9QxcLlY0mFE+Co7bgbBpFqaZvroU4TeTjumV5WndR0U0XB3dQjtDRQK9tOTwHFplZTJJJ+kJJPcQTNVZjd1+rQoQcpYkeYcV11/hq7p1D2gyK9kd/eZPdgPTOqBwC36LmlWXfSZ7EPcRDLW0KqEDlDrEu9y4gIrvLDahRnS0vGXNCqcP+9U4SzpfkkziHL9rQmVz7lpVNSW4SSiwOmWsn4V4BFJ29g+N537nTSvcvK4nfBG7lqhs5NlcsU+dQxcshlY3mHLjiKlvW0fVXRQOyh8H1a1fUK6sSxo+770XpNznO12KrTHEpaWeRpuVuU9aFxDJDCPUBgp/Q8xIK1MMG2+R8MRrgxVZjd18EuiKK+b67cK3yakwZeQ9HXaSI33iE8651di+88K46gJh0kdGsogaQ8i0fk8zQnV1dwoWMqzhr6d3p9G3FTykgXXEUqaDxEMmkzrZynbo8TjCvpSWOGcbqx7Esvs01Icfwfbh7Rp79pu458KnaFTiFmyCBnsXbIVUcu+pxMl/5e1bN+ECEm9r+I8HVceFxzbdwMXSW9g9MyzcvamkMlYj6CPriZpaeBMp+pghU7TdoR3wrVuUw9QFoYcROiiTT/+QJJJzoVQRmonKo4rMruZOwth1uhHxzF1SR8BHiMkHEqL39Qlnbouivou6Tnb83V73KAxHAgASXcTxUmPtmzPc36Psr13y/tFkgUHELPDrn/MZQlQgpZ6snNVqSqmmo4gmxlL+j9ixnwuzTPnUvpo7hx5uYj1XVD+Luk6l3jYqsRlLPd+JX00YVYn+ZVOIekdjPa4PVDSj4iZ7x/IVTu3C0GkG+baRJ3I2grnuI/bfmV6f5RzXJv2uqbh1kVarXyNyAVcQExkPmn7x1k+RQ0XsKnpf+zYF0ENs5sL3AVZoaWNTxJijufRfP2OqkuQ9L8E626F1tCnpIUdPtyF9Q5F7dWFour9IzTTQyGugeWIVXTp4fQ579QJJnVoKIc/EaGGVuQ50UX6L0WSBa8EnlRU9J5O3Mhn0Jkx9btSm0UyuitImif3g8r46YWaO7lDs4rJvH1fJX00h+WBGZJ2JGLHRTf8qtDU3BXv9UQfVbGJD67gqytkKOYn9KCOI2bqmQrreoSLXLczoxdsWw35g48SNpUZe6bJOS71uQpd03B7wP+z/dmUd7qfcOK7jKDFXqouZJJLbrTZb2NBgs1WBy8Q2jxfoHm1Pup7tv2dinZqyYPXxKmEdtXBhMpohqdpH8qF/ued2mI4EAT2A34v6Wqak4/tbgo3K6ilecmCm1N7R6YHRG1BaYgkh6oE6L3ATEnn0jyovIYKzR3bb+7gvCNQWA7OSI//EGGq9VxOHb1HHRjUDwAnEMncI4gb+24Ew6UKb3DIC9xs+yuSvkn8YCHYQS+nwhmtBGdI+j6wqMJ+cGXgi2m105FzXB62HwcGYVRfhOz3/w4inPWkGh4U3cokt95o1fK37o3208Aq+dW6pPcrZFyec4VUSh6OokER9rIDlclwsP6eVMhYNPmVEBLwY2qL2QmGA0Hg+4S6YWtCaneF3IKAldXQu88u7tcRlYIZ++gywhjjeUI+t1tUJUD/lB5TaJ5VLEZQHbMZ14JpW3Q0KKj70yiGa9IiykPSlamt0wndnLsl3VcxCEDEgs9XmIOMMqjv4H+ui45NfHLICpCeTbH8x4Cl0raXArdLuobO2VXYPjzNmJ8ickjHEH7K+xGTAhRskV0J6edCaHxouOcpaiueA/ZKie7n0/n+Syhj/qCThgZ4o72H0av1rHitKwOjtHI7nyj8GwscQ7FfyYSrIxgOBIG5bY8ySVHQOEuR2BHfIZLDJqmMKjyNj6IRTrqciBu3i3WXVjg7CWlJmt/hLpX18c8EPbRJcyd36A+J2e4O6fUuxGz6PYzGPwh2yJJEhezdtFkVpcHi1RQodDpnUD8AdGXik3Cego54GBGHN40b3QF1OqGg9v7O9oWJHTOdGARepDvnuDGn4dreN+UJnnSoez4LfELSicTEoiuZ5AHdaJ8hJkcX0zk7rAo3lOW7BgDlQ422/5tyLRMOw2QxI/zp+4kYaGVCquW4TQl65v3ETXg5Yub3JWKpnE/47WR78x76uCFwPEFNXF5Rtr6H7Y+oQnNHHWgRtby3CDFIzCBososCb3O1o9mYQz2a+ChYYNPyKyM1ePO/TWGcudzGiyGtQjYhVmFXEKyxF1wiN13RzsuooOHarqTi1oEa0td5fAU4kbieP0ms+H5B/I9fc5siKEknESZMfbnRqoIdlptwbUwM6m0nXGkFtAqhVfQMtBc47KHvZ1PgV2L7Xf0+V8/wBDByHu8H4cDV+rg397fQfJ0IhUzPvV4tbftDwb6jtuXeOyP9vYUIJzQ90ntXEwNNk6E8sQIY9cjtcyWRQ8heb0RQUDv5XJYgkp8zgb9UfHZtDeon+gP4MGHZ+Kf0elWCWtjuuBvS372Bz7b7rivaOT3/veW2bwKcOqD/+Xxi5n9WejxGhLjuJlaO93R6Def2uYNYDf0pXb+30KMpOyGTvWZ6zJ3bfiGRG5qaHh8ALmzT1gpFjwF9vkuk7/VhYrV9KuGmNu7Xe+tjQi5TxhquL5g1t+2RuK/tuxQCdY8o1AYzi8QZxI+sDB1VONv+i5oN5WcRxW4ZphF5i+tpsIL2Ak5KM/0RLaKq8+TO9zBhlnF0GdWzh89uouF/Sbx5GAl5LdHBcUqrtZ2I5CrUE4lbxQV6PLYvV+jjDAJTgVfa/geAwqDmbmJ1eRkxKOTRSUHX2/rZwaJVt6Rd02f1Mtt5H4cTJX2iqj2HfMdaNPw7LnfS5eo30u9nx0G03W8MBwJAJZ7Ebu8qdn0Ba+g6Ynl9FMFoMWH6sVthC4yucC7BXxQFT079/TihD990oUlaDhhRibT9B0IBsVCLqFO06ducgH87pDQASLHcTuKmnyByAOfYvk0hP3JxjfPXpuH2gOWyQSDhYSLPcgnBfnILQaIT5s/XbO+S36Co0dilZP92+CZBc70ztbUaMcFaF3isywkXCqvKD9Og5/5Y0rGuWVXe5lwnUKxhNig6cG0McwSAyj2J13G1K9e8xBI4i59fTpThH+cuY8SpvfcQchBLED+8LH65sKSXEnTUzdL23xAG6v9saUNEQVoV1Q93qeNe0edeZCJ6Oe/ibiOAVnDM2USe5VcOVkz+vUMJo5n3E2GejxAeyF+o2b9FiAR0oXNcwf7nExaXRTTcj9neok4/2vTxu0StSF72/AlCG+iHxI21Ce0mBK3ftULX5xbba9Ts481uid+r4TK2AjHh2pDGhOtjrmAtpYFtQ9vPpNcLEKHSQeQIOvIrmQgYDgSUl/UTMf8qCYTVgIfdUgUo6QpC5rarakpJ9wBbu6DkXSXOVcTSMy95/VpiGZ3v9x4ERXYErrDz67LPtWUiejzv3UQV8Al0qP8vaTNiZbYBcfM7ITfTnEKEdv5f6vOviQG9sF1J37L9iQra539o4xzX0t6qRMz+9xTQcG23837uGmnSsC0NdttMQp6h65uCpP2AzwPz0aB7iigIO9b2fjX7+EMiJJVfdc9Vd1atUBpe3w2J9WmE9MfAKaXpGrvCNd3VBonhQEDMYijwJCZG8Cr8gPD/bWLUSDqZMD1vKv5qNwuXNNNJo6aoj62z6tTvI3ObXgTuLxgwOvJklXQU1Vz2UTOZstxBC/oqE5HOK2J19EFC7fIM4MRObphptj6DqFb9C/E9/riDUGC+jXUdQnJvKtnlSHfB1krvz0szDfc2IlE8SBpuax9qe0Sk4w+ue9MvaW9eIn+zcdp0OaFt9e8UJjqG8MpYU+HFvI3tr1W09ymC2XcOMVC9k7huSk13+oVELz7fOZ/iiYLhQACoxJPYSQGy4rjLCAmHa2iu9i20JyybhedofG8iqlt/RoPGuhoxu/wEkXPIsDDw7oKVzHLAjrYPy23rKDSTo+oVylbYrjQNHy8obBR/TLhN3QTsa/vKkn0XJ+i8uwB/I+olriNWCqMqoduFDFJo4bks1JRCIfMStqf7uNk57nDbG9b5HwcBSRsQoZVXEsycuYBn3EYlt02bRfaMR/aSY1JIoE8nV6uTtl9KkCW+74YwXqW+VdpnHXIDi+0b6/atzXmepsCvxC3OhhMBw2Qx4KhQXZUWT+IODv1SwbZVCF2e24pCPCXYOvf8WSI8kWFJgskyleaE4lOEVk7GQd+emOUuTcx2uoaTcqdCNKtUtmIioOWG/g8irn8uERo7E0ZbgyoE3aYT9R1b235I0lLp75to/h46xUXEyiQzkJmPyN90xdbqdSZeE0cTocUziTDU+4mJRy8osmc8mZjkdI02rKH5bV+jZiZdqepoam9l4rd5Q5pAbKKonn+iTv+q4P77lQwOngAc1vF+EInijxHhoJ8S3Pm5K/afRszQjybi71PT9i8DdxEshnuBD3fZj43KttHCdSYGhV2JWPZ9BLvir7n38zUJz+aet+V1E1IIL8m9XowYHMf9u8r16S5iIF624L3PlRyzZcG2edPfVxAFZtn2+YAVO+hHZc0IsXJbeLw/r5K+X5f+3pzb9mwHx93Q7r30W/hQu/07OFdhrU56/iuC3ZSdczsiX1T5fRGTqlXSdX4Y8Ms+f67rVD3G+3svegxXBIFjiMHgu+n1Lmnb7iX7n0SEay4HtiDCKB8nJKRfa/vZNGO9gA61WhKOYrQOSbbtRDUULiFmWE8B2xAJKCtUJDP0ovPzDaplKyYCvmj7jPwGSdvbPtPlHg1fI8TT8riS+HzPpNn8ZVba1s7L4RlJ6zjJekv6IvCc2jvHTQQ8m8Iuf0isqYeAaTnKaBFESEuX4emUON4ZeGNKkPZCfy2r1YHIHRwLrC7pQWJCtHOb9v7rcPp7D1EBfZTCEa6f+Gb6W+ZXMmHCgxmGA0FgfTfH2n+XWENlWMOJZSDpeBr00X876QA5rP7aqWGS2tiQuAm9rOUGsjCN4qTP5LZPI25q04nB6zRJP8m9j3uIyTqctn5FQ7bic87JVkwQ7EskiPPYjwYVcgQKCY5lCEnltaHJlzhTBO3GnjOPjwNnSvpbanc1YnLQ1UA8TjTcXQim2UcJOYnlCN/mdtdOlUxykT3jYRX7t0NZrQ627yXsWhcApriNHEjCfxROf++nEQrsa52Gk+Kvgq68jkf7lUw4DAeCQKEnccX+I+ySNLvIXq6kkIkGRhRLz83tW6YgOQ9RyFOaB7DdmoB+s0Ipc8f0+BmwtKTPETmCX9NbzHkuwmpyKrCapNVcUPk61lDw6rcEllGzOc/ClMeH30bE55clhNQyPE1QHqE7e86sL3MRdQKr05xf+g8lhIEKvLLHmXjXyE0WnieKIPvR5t/JfcYOTn8vHr17EjP/jLF2OTC1dcUFHa+6dkttft32fQqnvx9V7N8LyvxKJhyGrCFA0lsIoa2OWEOSZtFgCYkGdzqrRi205bN9aZt+rOAogR9xBsu9lzf8mEJUVn7b9vTcPmsSCeP3ugeKmkqc0ioGsjFDSkK+FjiQZsnpp4GLHXr+Zcdu6xLGhortOd9v+56i/XPHXWP7dbnXHTnHFbQzZjTcRIz4AjUURjtoO2PKQExw5gb+ZbvrQSwNtLfZXr1l+/7p6XQidJdNtrYGrrHdLjyUtbMYUV1dNQDXhqTTiPtEfjWzoO1RhXrjjUk/EKSL7WNEiKVb1lC/+7ImMTvJbvqPArummUTGKhEx872PqFS9YgD9uBN4zXh8Bp1C0lRX+NKWHLM/xSX/B+b2GTUIt2nzCOJm9xPiR5+FhJZlglJwFQWPJxOrqK4VRrs4T8bT38D2vu32L2nj58DeLqgWTvTtd7hh/LIQwdN/Y+u+uWMuIfJqU4lV28PATBfI0PcKRbFaXrom71cyoTDpBwIYPasbx378HvhCthJJ1LmDXFCJ2I5u2EvMOeUHtu/0ZjgeyP3/TXC1VeWncy+nETftfxGz4AfSPl8mqm0fICSN72vTj6JVo4ncQ56COzfBWd+gYP8xhXKFbZLuya8e1aboreb5OipoLDm2sFbH9jatExZF8dnN+VVyWV8k7U6sBvZXgYxFv6CSGoiJhmGOIDBT0tE0ZnVAZwbvfcYC+XCU7UtSIiybXXyEhvb6kcD3KmYXvcScq5zSJgry/snTiBl3oTF5BtvfzL+WdDghUvZIer0VwTqZQdx8vkcbNU2XWIGmm1Spc9w4I6+zVEdhtBRq9jiYQnxPvcyAi2p1MpwMXKOoD4Hw/D6xTXtTJS1FGDXV0pHqFKqugZhQGK4IKJ/V2e7E4L2f/TiHcLLKG9qsa/vdks4g4uBZvPF9wKK2ty9pq3bMWRVmIB20OW6QdL3tdbvYfzHg77bnTa9/SMzaDkmvO1lVLUmItC1tewuFkcyGxA31AEKJdISCOxE+Q4UT2T0kQkN6Tnq9ku0Femg7Lwv9InET/IFDkrnvUFQJZ8J+l7lNlbCk7YnBZabtvRIx5DDb21YdV7Nv1wPvc4tyajfX6FhhOBD0EerRdzbdmL5Cs67KAbYfl3S7cwqOCp2haa5QdRwA3XDCIN0AMmQzz73cIrnRcswtNL6fuQh5if8QS/dnibzLtravS/vfXvX5pn1+RciTfMH2Wgr56httv1oVznHjiXaTBE8gyXFVK/IWrgDdxllwrFAUchpkGKoXTOrQkMLqbkU39GA+RcP39tQyxkgLMyKPjPN/HKEZlM3eZxAyCJVIjJey8MsNkjZww4pxDaJwqSz8U5tumFglB6dzTMv1rxM9+rFCPsyTzTx3KN51BHlu/4vEd/J+otr0KcLfIRsE1iYKrNrhpbbPUBRRZXTiWZKyBGHGYpowFNxB3OhVQ7CwQxxKiyKvpPPS0+tbzplp+lTliboWqusBpTUQEw2TekWQ6F2n2D4vvb6TqFScH1jdbTwFJH2VuFn8iLgIdwKWIqQM1mvZ97rWbbn32q4kJP2RmLlm7InlCbrfrHTs2wsOrUU3TKyS/QmRu60J7vUU21+uPHA2gcJ5bFpu0yxixnmTG+JxSxFVraXa9mm/S4jk8oW211EIuR1Cc+x9xDlurMONRWhHNKjZ5kAEC1WgyCvp5XVXV6opVFfzXKXKqf0+V6+Y7ANBq4nGjbmL43Lbm5QfDSr3MZiHoLXdm7a9gtAzKSwmUbmUMRD1B2O5nM9i7ZJucaOCuqv4+1hA0juAV9G8ajmwYv9tiJXE0gRtcAViFfCqHvqwLvBtQjr6ViLctL1b7A+VnOMGEYueSJB0FX1gS6lakfd4YjVwKuGfUGj2U9LutbbXb/mtD4IpVVgDMVExqUNDNM8KAd6ae/7SDo5/RtJOhEG1iRDQM8DngEsk5QvU/qeindsJ/9Xb8xtT4vERGPFaXYyQARj53gbEbPq3Qh7jbkkfBR6kETKbEFAoos4PvJkIxW1HQ+qjDF8lTGl+myiEb6a9Nk0l3PAkmE5813emv634KyH3PKdjMfrDlqpS5P0Z8ZvbETg4DT6nAT+3/Vybdh9VFA8aQNJ2dBYC7Aq2Z0m6U9Ly7VaVEwKeAMp34/Ug5J1XK9i+OlGh2O74FYGfE4VfjxIX6IrpvXmBtdJj3jbtnA68sWD7JkSuAuIm9hfCT/bi9PjdgD6X9Ykf8LJEIvQsoiho3L+zXB9vbvm7IDHzrDomU9u8iQh1QYSDeunHJeRUStNndxMhFvjt9DgauIIwv5kIn11bNdBO9ik5bjeiBuNEgjp5H1EUWbevpYq86fk8RNHaaYTe/ylt2lsJ+C0xuDyYvpcV6/avzbkuI5h+FxHVz+cC547391/0mOyhobcTP9SvE7RNCOmGzxPFRL+q2e7cNFcUXkLEJAuLSdrkD251JLXuBF7tLu0v51RIutr269Ns8D1EPcBtrpDWkPRbgmv+DWBxIjy0vnMFe5LWcFqZtSTny9p8G1HT8W1C2G5LwvIyb31Y6Bw3XtCA7UX7yZYqYr4VhHRXJVbjOxNyFp2YMHUjVFcLZSFft5GaGQ9M6tCQ7QtSLPKzNNg6twLvsX1ru+MT6+goGp6vlxNqlAfQnax1lYFFpox4K7AocfMaAs6TtCihbHkDsdQ/rs0x7wSeIyQVdiJYVa05hUNTCO7nxPdVadRi+9eS9gQuJFaFa6cbX1PITtJykvZxzjluHNFJ3LpKdLEdehYsVBtF3pRz2ZEYABYgVgTb2L6jTbsHAYc6GdGk7/rTtr/YTf/anGMaIWy3CuH/cby7lEMZa0zqgQBCEZCgENbBCUTCKivq2jltW8LdyVrfI2lL201a+Qqlzcw+8WDCI+BWmqt9x10Ibjxg+6vp6VmJTjjNbZKGDvvEFYBVbZ8kaX7gFZL+Y/uptM9WkvYGDieK9ioh6UsEbfWNhN78JZI+bft89ck5rt/wAOsEVCJYSIRJukGVIu8sIqRzBmH+1I3S6xa2M8VZHDU6WwJ9Gwgo9yuZsJjUoaFeUcQ2kPQH4gewvZtlrX9atmRNS9vzgd/TkC9ej6hQ3cphxnEb8H1ihjEiAzARl5ljgXQT/zSwvO0Pp89wuhMVuOSYDxNJ+5fYXjkdcz2hOfNk2udjxI1sd+A7bkP3lPQtwof2ufR6DeIG9SCxmjibUINdtrf/ePaA+ixYqKTI27LtjUQ+qOubl6LuZn039InmI3JHtZljBefIs+2mEvnGCV3YOelXBD3iMYVB92np9QwiVn0QcHELa2i3skZs3y3p1cQMNOMzXwrs4YaW0LO2KyWO+wUVSyk/Sfxgfj4WfegAJxA38czt6UHClKZ0ICA43a8jSALZ5z5PbhA4iNAY2tzhMte2IM/2J1o2XQ9cSxgHFTnHzem4lwhn9osr/6ykwxhNE65bj3EKcJEaUhi7ETP4fqLMr2TCYjgQ9IYPEjmCI9LrmYSPwZ+zGWra3lbWOr1/QsUul0s6mGAe5ENDg6CPTiPiyJnb17YE+2MtSW8uuPmNB1a2/V6F2xTpxt3uF/dvh/MYMDJb+3e6KSxLDALTU1uVVE9JV9jeOD3/ke1d0lv7EeSDQue4SYB+CxaeQhSnbUXE3XclUarrwPYhKUy7Wdr0Vdu/rtteCdaSlBUUinDGe4qcPEafz9czJvVAoB7L4tOSdVSMPrGG9iDHGpJUxRrqpNIzk/HNF+YYGESl6msIit6s1L9jiHjnxkRoaiLghbSsz/jgK9N+FnqppM8TP8zNCTXXY4hE/AvEbPYSSY8QA2Gh+F5CXphtJKxg+1uKKtttKXCOs31XF//j7IiMJtkvLG77eEkfT2HQSyX1YpzzCuAS2xek1/NJWtH2/X3qL7bnar/XxMKkHgho6H4UlsW3O7hfrCHbr2h3LpfIHQ8IixGJuiz5ugARV58laaKUx+8PXEBI+55CfAcfaHPMvgS18xZioP4lcFw+1ixpfYL6eXfGLClBVXzajqryg4CD1HCO+yXBJJlj4f6rq2aTp4cUleR/o0VuXNKhwE8cxX1H2P5kRXtnEmykDLPStvX72OfZDsNkMfXL4iVdSLCG8rLROzGaNVQoR9FlHxchbn7ZKuNSwqGs4/L6Ls71IYJFcQmMSCgfRORCDrC9T7/PWQeSFidWSAKusl3pMdznc99LJKunEBTWz2RvEfTElceqLxMBalZ2HQXXVNxUeERcTlTUH0XQR7/i5C2d9tmOqCx/FXCt7Q9WtFdE8OjptzknYDgQMMJ02NBJvjZxi69yhdNR2q9frKFOdO8fJ4qWshnXLsBatt9TflR9KETXMte2a23/bRDnqYMU25+VErHLEcVLf3KJFr0G4NGrZt39PLZLf2+vCPPNcdDYamHtSVhS/iW9no+Y1S8EXGD74IpjLwSOygYSSe8EPmb7rWXHTAYMBwJA0m7UMBFJCbETaGYN7UbMnk8gYs4jrCHn3Mda2umk0nO67Xlajuu7WFau7WWIfud1jcZdQjlRQA8hLCa/SihJ3kDkUH7oZCrTcsyYePQO0T8oirLeS8h4/4Io+swG782dfCLSpO1cokbjCKKSudR2NuWSTiHqOkTItuySTdomK4YDQYJqlMWnWdBRBIXRwJUko22FBG1HrKF2s6mEswnZi8w7YSPgcNsbVh/WPcqKgjwBitdSPcXGxOzvj8AKth9NdQXXFvHBVe3RewuhcFkIl5icSMqKEJ+zfWbRPpMJHRIeumnvDCI/sACRs7qVGBA2JgbyJQlhyJ8B37T943RcR5LSkhYEsP0vSevXWRVWtF3mV0I655A1NIHRcVm8kgZNK2sohXgypcHDbe/dyYk7WTZL+iBwco7b/jjtk6N18S5iBTJREsN5vOAw8Hk83dQfhRH6aJkOU5VH72oEaaCIelplcpIl+Ju0ajoM881xznGdEB66xBoOja2pwF9tZ4P1BYmVdS/xm70ZQNLyBMvrzg7bXx6YIWlHghRRqPVVB7YXSn0q8yuZcBgOBNQqi/8usE469srcrDx/M9lo1FE9wKFvv5akhdPr1htaP9HvoqB+Yj6Fe9gUYJ70PLMwbJUVz7C6oqJUwMpquLoJeNE1nNdsf6XkrVeq3DUuO2ct57hJhhdgpCCrNT/1CA2Wz1RCfmU/IkS4R1mDklYkwrcziNXGCsB6/aSOtmCbliT0MamGYcIZPA0HgkC3M+D8DT9/8+l7nE0huPWk7eOhMQAkZs9Ctr/V73PS/6KgfuLvRGLCk2AAACAASURBVMK39Xn2uggd+QCkePOqNFewdpsXGbSg24TEAFZCyyoq3JV7Tnq9TFbjQnyWnypqoOXcVxI5otMJX+q7Jd03wEEAyv1KJhyGA0Gg2xnwlHTTmJJ7LmLmma0qWmeerkmh24nmIrIMPyJCGoMYCPpdFNQ32N60xjGdhN52J2pAliU8jDcgcj5dFez1kx0zm6HfK6E8RbnV57eO7+8/CJnwJQkXubsZwMStBe8jJMqPTK+voAMhw/HAMFkMSDqLMJDpaAYs6X7iZt8aV84qCgstLuvcJKo4zsqJW00WqGEK/4LbeAXkjmmbyExJ4/UJ2vBrJa0OHDQoeu6chg4JD7U8tPuFlF97DzEzX5WQdX+b7XbOdnM8hiuCQFczYNsrDq4rozBF0pK2/5HfKGnJfp9I0hm2dygrDqpbFNRnZOJ9TwAdDQQdJjKft/28JCTNa/sOSZV1JEVIvPS/276622NnZ8wOK6FUfHkCcIKkJQj58CMUdpLL9ft8ZcoD4zkYlmG4IqiBxFCAmOE8mNveVwpdavP9hGnOp2l2UTsMOLpdrUOX51rK9kNls7vZ4cdeF5LOIQaZTxDhoMeBuW1v2WU7BxESFVNtb9H3jg4xgjTDP4DGCrxWtb0KpK77gTLlAdub9/tcvWI4EDBSeXowoTeUTxQWskkkZYVhj9nermifPvdvC0InZ01ioLkN+IZrWmlONnSbyFRYDC5CVKkOrUEnKFJI91bGqNq+W5QpDwyqCLQXDAcCRipP9ycqE7cmZoZTbE84mtdYQGHfeQiwBA1qpidiIUwnaFO5PYUYXBcjVFebUFFQ1nWuYoj6kHQmUcF/PnCq7W0n+o22THlgIspZDHMEgflsXyRJaYl4gKTr6ZLvO4hiIkn7Ezeqf9n+v3b79wmHAlvb/uMYnW/QqKJ0/pDwlbicRmGZc3/Lagy6zlUM0RMOIQrGjiWc+gCek7RxS7X9c+PUvyIU+pWMX3fKMRwIAv+WNAW4W9JHCberBWu0M4hiovvT37G8wP8xuw0CktYD/uYCcbw28d+3ShKhPvvniv1a25yQP+g5Bakq97jcd3cfIYJ4ATBv2rYXcFLKFYgQFfxASXs9eY/UQavywETGMDQEmQb9Hwk62VeJwpPDul3yzw4UuiqkkBCE9s7LCR2XPJ327PHoVyeQdBIR2rnL9ntrHF+Liivp48Ty/2ngOEL8bl/bv+m2rSEakHRzxlJLv6tfEIngn0q61vb6uX3bVtsnWQoo8R6xvecA/ocha2gyQiHd/M8JqtHTFiqXVobIEZTqvE8USFrI9tPt9xx13EkEC6sr8bGszkPS2wh5gy8BP5rTtITGGqkwcwtCE+h4YC/bv0urt7/YXjZV3Y9CVQhVNb1Hav4Psw1raBga6i9+RFQUn2X7M233nmDIwh2SNrI9M/9eir+OO8qouxnqDAIJrwd2kvQAIQPQaTV4VlS4JTEA3JZuVkP0hn2B3xGaQ7cAb5D0InEzvT/ts1CNdhcjVvwZCWDBtG0QeJnt/OTqREkTwe97FIYrgj4j3QTWsH3bePelLooS2t0muQeFQVF369ZOpFXUMoQa6VpEdfklttftV98mO9Jvam/gbcCNwNdt18qZqab3SM1zzTasoeFAAEha3PZj492PbiDpI8BjwFnZMrcPbW5I+Ll+ggbTAWIG9e4yqYs5AZJ+ZHuXdtsKjpsCvBa41/YTCvvMZWxXkQaG6AE5AbpCtEv8qob3SB1otF/J7wk3tI5JCWOFKePdgQmCqySdKWnLTpb1ku6TdK+k8ZQREGHS0c8E7jzEUnkqsezOHk/RsGCcEJC0vaRM9/2Lks6W1MuKpcnQRtJcRAV3O5hIPmY3nwUol8Meoj+4Pj2mEXLwd6fHa4lruB0y75HHCe+RN7bZvytI2gBiNWl7G9svs72E7XdNxEEAhisCYGTpuRnB+10fOAM40fZd49qxcUJWcq+ci9N496kVGatE0sbA1wjJjS93K+0haT/g88B8hPw2xCD7AnCs7f3aHH8MIUD4FtuvVCjR/ibPahliMKiT+NUYuO+1VKnn/UomLIbJYuIqAC4ELpT0ZuDHwEcUJhL72r6y6LiSGeiTwAN9DNeMhyXiQpJuBF6S+vAosKvtW8fo/J0g06N/B3HDPl/S17ptxGF0frCkg9vd9EvwetvrpM8L249L6mRWOkTvqJP4HQv3vTK/kgmL4UBA5AgINsIuhG753oQa6WuBM2nYErYicyrL3K/WJGYai0jaq09c8kJLxAHjWOBTti8GkLRp2vaGMexDOzwo6fvA5sAhCo/oXkKd50lawPYzknYmvtcj2yWLgf+kMJIBJL2MZmvMIXpAST7gSaIK/BvAjYlAMJL4bdPkWLjvlfmVAOWyJeOJYWgIkHQXQf08obXYQ9LnbB9SctzZwJcyhpCkNYADgc8CZ08UzZNuoQIPhKJt4wmFWf3bgVscblNLAa+uO/imivC1iKK0E4nisB3c8MotO24nItSwDiF+th3wxTFcvc3RkHQsIRGSfZ7bElXGixM39W/QReJXXXqP1Ozz/RT7laRTdW+NOmgMBwJA0g62z2jZtn27H7OkW22vWbRNfRa/ylUpbkzMPgdWpaiQZL6B5kKYdW2/u9/n6gUpP7Cq7RPSTHxB2/fVbOuGFOL5MvCg7eM7pcwqTGzeSvzwL/JsJs8xkZHyABs5WVMqzOwvJ34HfwLe33qMK+xFcxXGrcf0nT46O2E4EFCfNy/pJ0R88vS06b3AS4kQ0xX9TBiOZZViWsp+hfixQfzwDrD9eL/PVRcKMb71iHjvapKWBs60XavwTdKlhI7NbkSI4WHgJpfITkha2PZTkl5S9P5EXP7PjpB0J/A6J48Bha7QNbanS3oSyG760wgtouttd2Uv2m+0K3qciJjUA4FC539LwqnoJ7m3FiaKwl7X5vj5gI/QuGHOJPIGzwPz95NtU7TC6PeqY3aCpD8Quj432F47bRvRp6nR3ssJP9lrbV+efsyb2j65ZP/zbG+lhhnRyFtM0OX/7AhJHwK+CFxCIw9wEFGkdYDtfXL7Lgd8y/a2Fe115T1Ss89j6lfSD0z2gWAtIiF8IM2S008DF0+wGfDAqxQl/YJqhcYJo6Qo6Rrbr8uFdBYArqw7ENTsg4DlJio3fE5Byv9kk7JrXaAwm/YTcJvtNSraGnqPFGBSDwQZJE2tQ/dU6O8cAKxAjoE1iNngWFQpKpy5SmH70n6dq1dI+gxhQL45McP7IGFYclTN9p6mMQjOQzBL/mW7UjZcNVVLh+gckpZh9G/sMjVLS2cV3vfb3rmirettr5v/3rJtg/sPJj6G9NHA3ZKKzNrb3dCPBz5JVDnOarNvT/DYaJvfTghl3Z7fmNhQjwz43F3B9uGSNieqnqcTxWQX9tDeiIBZmlm+E+hEkfIGSeu7S9XSITpDWQEYkRu4Lrfri8BpbhFLLEC/vEfmKAxXBIzUEWSYRmiUv6TdclHS1d1WstaFpNWAY4AlEyvpNcA2trsuoqo4x+nAd1tZF5I2IWSA39evc80OkHRjln+o2OcOYBWgW9XSITpASha/ppMCsJQj2NH2YRX79MV7ZE7DcCAoQSfLRUnfIHRLzqaZk3zDAPpzKbAP8P1ccnQUfbXHc1xne72S9/p6rrqQdIXtjVtCOUBvvspqmPJAhBnWA97kNvIAqqlaOkRnkPQrYPsy4kWiDW9P5MyWBs7xBJWA1wT2KxmGhhglFZHdBDr5bLLVQP7maWAQ9LX5bV+jZk28vshY5FCl7z53n89VC7Y3Tn/raNFXYevc8xcJzft3dtCfBxLpYJO06XLbN/W5b5MZzwJ/SGSJ7AY6N+ET/T5gNWIi9grby45PFzvGhPUrGQ4EgW/mnmc3gR3aHWT7zYPqUAEelbQyDSmD7YCH+nyOeyRtafuX+Y2JZntvn89VGwpJh9tsV5nSdwXX9CBWWFV+mIYK7I8lHVs3aT3EKJybHnn8gKB/fpGo17GkCVXsWATbm6X8UymrabwwDA3VgKSdbf9YNazyejjnSjT0fh4nyux3tn1/H8+xKnA+wUi6Pm1ej2AqbeUJpMYq6efA3r2yptSjqXmSptjQ9jPp9ZjTWCcbFC5fOxKS36cRNUAXDms36mO4IkiQ9A5Ckz5fZHJgye4LpL/9Dk+Uwva9wGbpRjPF9S0Zq85xt6RXE0vuLB9wKbCH7ef7fb4esRhwm6RriCQtUKvWIWOeFJqad3C8aGaMzaJYY2aILiDpDNs7SLqFgoHaIUG+EjEg/AxYWtLniBxB6YRFFSJ2tn/ep75nRYaPjBWZpFcMVwSApO8B8wNvJsTGtiPK2D80rh0DylYdGQax+pgdUFbzULfWQTVNzdP3sytwDjEAvJPwsvhWnX4MEZC0lO2HOk3GS1qTSBi/1/YqFe1WitjZnpCewoPGcCCgIU2Q+7sg8Cvbm7Q57hWEZPWKNBe79NPkYv/0dDphmpPFS7cmBqvS4pka55qtZjKSliQ+E4jP4uEe2rqTCPH8M71eDLjK9vQOjl2HnC6T7Rvr9mOIwULVIna3VFUl1zjXwP1K+oVhaCiQGWE/qxAvewxYqoPjfkYUlf2CAWnQ2/4KgKTLgHWykJCkA4h4fj/PVea7MOEgaQfClewSYiZ+lKR9bP+0ZpN1tO1JCfzbbN+gMDXaRNJ9tp+o2Y8hcki03kOAJYjvRURo9n7qTVgWIwrInkyvFyBqhmZJ6jetcyz8SvqC4UAQOE/SosSN5QZiVnxcB8c9b7vSSLuPWJKwT8zwQto2WfEFYP1sFZD45L8Fag0EDinrX9GgBH/OnZmanwWsJ2kV4HvEiu1UQsxwiN5xKLC1+yftfShBR72EnIhdyr39tk/nyPA34EMu8SsBJsxAMAwNtUDhdDXNSfa2zb7vI/RufsPgC8q+QFBaz0mb3gX8xGG12K9zdCK93ZFG/6DRqvGTZANKZaM7bLNQ06bNMZno3WcJO9GjOqlIHqIzSJrpmtLiFW12JGLXh/OMmV9JrxiuCACF29WngeVtf1jS8pI2sX1em0NfTXgPvIVmHZS+F5TZ/nqasWZ5i90GEIt+ZaJDlkFApQjbGOICSb+mocb6XuCXFftXoo2mTRX+I2kGYZCSFaVNiOK7OQTXKXw/fkZjsnV4O6pomwnLFEI7ayqwiqRV2g34NXGbpGNo9iu5PU02/zOA89XGcEUAmcHM9cD702g9P/D7diO2pHsI34IXqvbrsW9jZoBSxtBowSwPwBWtDlL8OJ+kPadq/zZtdaxp03LcGsCeRO3AaYlAsINL7E2H6A6STijYvAvV1F4Bi9heftQbJQN+PwkeuXONmV9JrxgOBDQ0dvJLenXg0SvpZ8D/9MJW6aBvQwOUAqSY7vMpyTedYFX9ynatmZbaaNp02MZihD9B1apqiB7Ry4Sl7oA/p2MYGgq8kEbvTL5hZXIx/wosCtwh6VqacwT9nF3sntqcbRg9Y4TLCIbOYoTF5HXETG+nmu0Vadp0Ull8CSEPPpVYVT6c4tqV9R9DdAZJ04APMbrY84M1m7yXCN0NfCDQGPqV9IrhQBDYn7iZLCfpFKLK9AMdHjdo/EHSrQQT5axOktiTBLL9rMLK8BjbhyrsK+uiSNOmEyySQne7Ayfb3r9NnmWI7vAj4A7gbQTjZidCRrouag34NTFmfiW9YjgQALYvlHQDYUQi4OO2H+3guEv7WdRUgmWAzYhS+oNTQcxpwM9tP1d55JwNSdqQuDFkFeBz1W3M9kk1D52aWCg7EJTWIfqLVWxvL+mdtk+SdCpRAFYXdQf8OnjS9q/G6Fw9YdIPBKmycJbtx9JM7vXAckDbgWAARU2jkCogfw38WtI8wBbEoPAtSRfZrhsKmd3xCWA/QlvmNoXuzMVtjhkFlWjZZHB78bgDie9npu1rUz/u7rYfQ5Qiy/k8kWQk/k4Ul9VCDwN+HVws6TDGwK+kV0zqZLGkDxNVi/8i3Ir2IQrK1gZ+2I75IekmYPPWoqZ2SeYe+7wqoamyM+GpO+6c/vFGqiFY0PZTNY6tTDy2atoMMbZIIbezgNcAJxBVwV+2/b0u22krYteP/racs2hiYtuD8CvpCZN9ILiNoHYtRMQdV7D9aKKPXmv7VW2O73tRU8l5liNWATNoSO+ebvuOfp5ndkIKEexJxF6vJSwHj3SFTeGA+jFwC9Eheoe6FLGbbJjsoaEXbD8OPC7pniwvkJKQndQG9LWoqQiSfk/kCc4APmz7+jaHTBaskZK0OwG/AvYlknJdDQTqXWjvByQLUQDbN6dBajgQ9AEpB3cQsLTtLVLdxoa2j++mHdsPpb8Dv+FrHPxKesVkHwjmk7Q2UWk4T3qeCVtNqzwSsL1PS1HTsb0UNZVgX6JYavIu3Yoxt0Iq+l3A0bb/I6nrz6gPtNyxsBCdzDiRCAllifi7CM+IrgaCDCoWsbNrel2XYMz9SnrFZB8I/g78X8Hz7HUnmEkktAxc07+uBQZU+j4n4PuEAuVNwGVpyd91jqAPGAsL0cmMl9o+Q9J+ALZflNQLFbPfInajYDtbHX5lUOfoNyb1QGB7016OHwvW0BDFcKi+5pVfH1DIQI81/pewEF1d0oMkC9Fx6MecimckLU5joN2AhoR0HfxjkINAHhoDv5J+YbIni9+Ynr5g+6oax485a2iIQL9ix33sz8AsRCczFOYuRxFa/rcCLwO261bGI4WEAN4EvJxmETtsn92XDjef8yYihHULOb8S13TRGyQm+0CQCVo9YfuTNY4fE9ZQyzkPJeSnr5d0RJ1+zwlI2kAnAF+wvVaqB7lxkJ99ST8OAg51MqJJkheftv3FsezHnIz03U4nVt131tGTKhGvy+AeJCuqznl1TQLCmGNSDwS9IhWLvIZm1tDNtj83wHNuR3gqv4qguPb9Ap4dIOla2+u3CAX2TeNd0m+J3M93XCFHrgLvAU0Qz4bZGbkZfCHqzuAlbWR7Zrtt/YDG0K+kV0zqHEEvUNBEvk3ISwyMNSRpT+B8239Jm84ndJD+yeSuYO137LgV7yfsSivN64G5JM2bqVkm8cJ5+9iPyYqtK94zUa1bB0cR9pHttvUDY+ZX0iuGK4Ie0BoaGvQ5UtjhXMKl7Ajgatuvqzp+TkW/Ysd96MfniJtWFnrYDTjX9qFj2Y8hqpF0qd5ASJMckXtrYeDdg8jraQz8SvqF4YqgN9wgaX3b1w7wHHOnRORLiQTXN23/GEac1SYlHGbxb6L32PHFxCztn7a3q9GPQ1JScLO06au2f91tO0M0IxVjPdma/FeozS5k+1tdNjkPIU8xlWZ+/1NEqHUQuJWQqh+YX0m/MFwRFEDSesDf3MbLVNIdwCrAA8AzNIpT+qZbkvSQvkYoa94M/JDQ4t8VeK3tbft1rtkJkv4XOKUlSTvD9ne7bCeTHKjlvJYogg/Zfj69no+Qm7i/27aGaEDS9cAGrYN7El68ru5vTNIKth+QtCCAB+gSpvCqeA0hgTIov5K+YDgQFEDSScQXeJft91bsNya6JZIyeeWpwMGENvsNwCfdgVz2nIiixHBR4raL9g5pTfIXbSs47jrgDdnyP92oZtpev+q4IaqhCofAXkKyCgXTHwGZ9eujwK62b63X08pzvalo+0Skjw5DQwWwvSuApMoS8eyGL2kZGlr4lauImv3JKilnAUPnq8BckpRJb6TBcp4e2tscaL3pb1GwrRVT8zFg2y+kwWCI3jBF0pK2/5HfmOpHesGxwKdsX5za2zRte0OP7Y6Cx8avpC+YMt4dGE9IWj49lil6v6w4SNJ+kr6c23QlcB5BE9un/z0dogAXAD+R9FZJbyUovBd024ikvRTSxNMl3Zx73EeE4trhEUkjS31J76QDL4sh2uIw4HxJb5K0UHpsSvzODu+h3QWyQQDA9iU0tIH6iqQ8cA2wPWFcdHWif084TOrQkBp64Y91kyhUuJltYvuZ9PpG22unWemltjeubmGIXpGK9/6HRpL2QuC43Oqp03YWARYjQm775t562vY/Ozh+ZeAUYGkiR/QXYBfbf+qmH0OMhqQtiO9kTSKhfxvwDffg+iXpHCKs+qO0aWdgXdvv7rG7ReeabZQHJvVAUBetBUOSPmD7xPT8etvrjlvnJgkSk+r57MafBuF5bT/bQ5tzAUvSrAvz5w6PHUk+jgGTbIiaSKSCr9Co/bkcOMAhR9/vc4258kBdDHMEgKTtgQtsPy3pi0RxydcqKgAXlDR3xmjIDQLzErzkQfRxEeAAYJO06VLgQE9eM/uLiNVAxvqYjwjN1Yr1Svoo8fn+g+bin07ZKcsDMyTtSBS2rVenH0MMFumGPwij+iIM3K+kXxiuCABJN9v/v707D3esqvI+/v2BQDEPLYjMMhUg86AgYAMtdCugCCJCgTjb6osg7QTIi6gtKK0t4Iug2EAzCQgotNAMyjxKMVUVyiCzqCAgM1gUv/ePvVM395Kbm5uc5Jwk6/M896mck+Rkwa3KPntay+tL2oq0VPMoUjm8hnlClPLLLAv8n9odaL5D/SHwZ9sHdSHGc0nrkms1V/cBNrDddCv+oBpn1VDbKSby5p+3235yEu9ZhVQ1bk9SOoqVgU1j6Wj1SLqQ5rWpu7KkU6PrlVxTdOaBokSPIKmNK+9IShPxK0nNKkwdCvw78LCk2lLRlUiZBg/tUoyrjdkzcLik27v0Wf3gBUkb13ptkjYBXurgeo8wiRQVkm4g9f5+Buxm+15JD0QjUFmdTDB3oqv1SooSDUHyR0knkJYQficP8Yy7oiqPS39V0uGkDWUA99nu5ItoIi9J2sr2tZASZdHZF1+/OwA4R9JjpEnaZUld73bdD1wp6VeM3vwzXlnBv5BKiL6JlN7iXprccYb2qLh043cBS9u+a8z11wGeKCba0dRH9UpiaIi5qRr+BZiR7+zeDKxn+9KSQ5tL0oakYaHFSX+pngI+YvuOUgMrkVKpyqn58G5gqbHrzidxrcManXeTKlN53mZX0tDQGqR0Av9su7J3fv1GBaUbl/Qz4DiPqfgnaWvgM7b3KizokWvHqqF+k+cH1rB9Uv6FLWL7gbLjGkvSYgC2yyjLWDmSlgB2A/YC1ra9XIfXW6idlUeSliGtFd8TWMn2ip3EERIVlG5c0i22G07gS5ppe90i4h1z3Vg11E/y3eCmpLvLk4D5gNOALcuMC0DS3rZPU0rCVX8eaDp0MbCU8vm8j/TlvxEpidgupBxM7V5zC9IczyLASpI2AD5t+7OtvD/f9f0Q+KHGST0S2lJUuvFmWQLmayewFvTNqqFoCJL3k75QbgWw/ZiapJdQSoE8ribLTttR2/XYNN3FsJB0BmkJ7aWkNNS/Ic3PXNnhpX9AyuF0AYDtOzRSynRSis41NeQOJP1OVpN0HTndeBvXuU/Se2yP+iLOm9bu7zzM0aTe1CspSjQEyd9tW1LtrmOiLeffy39OIfUk7iCN268P3AJsUVRgtk/If447Vj1k1gGeBn4H/M72nNrvrVO2H6n1tLJJ7VIOxXNB6cZJiwt+lSdwp+dzm5L+re5USLB18vfJRXkYqPB6yEWLhiA5O68aWkIp7fPHgJ+M92Lb2wJIOg/Y2PaMfLwuaVNSYSQd0+x5273aHFMJtjeUtBZpLP5ySX8FFlWDBGWT9IikdwDOk9D7kxqbUKK82/s9wCqk76sdJE16SDQvAlmPNJxYmw+4ijT893KBIdfrRb2SQsRkcSZpe2AH0l3HJbYva+E9s2y/daJzHca1b364Jelu+Kx8vDtwl+1/Leqz+lHeP7AnaaL2Udvt7ix+I3A0abeySENP+4+3wUzSsTTfoDRUDXS3SLoIeBmYwciO777oIasH9UqKEg1BBySdSfoFn5ZPTSOtNtqzC591I7CV7Vfz8XyknYoT1dQdCnlMduuxywO7+HnRQPdAbdd/Add5gNRwPzFexoCijbdooIpzSEPdEEi61vZWkp5j9N1dreVumjdI0hTgM0BtUvFq4Efd6GpKupu0keapfLwkcKPtqc3fGVqhVGlsP0aGIICJUw9EA91dkr4D/LpKe3omS2PqldT+rlTJUM8ROKeLtt3Wipz8hf+fjC6G3S1HArcppc4WqfH5eg8+d1j8grR89ELqhiBasCQp1UQtZfUi+Vwoxo3A+XkN/mxavEkrk6SDgPlsfyOfugH4G6lw0imklOeVMtQ9Apg7GTXL9lptvHdL0pfxyoy+i1y1sABHf96yQK1be5PtP3fjc4aRpJvaGTKQ9FHS34FRDbTtU5q9L7QmD+m8j7Trv+0vK41JHd/ua1r9LPqsXsnQNwQAkn4J7OcWc8/Xve/3wBdIy9HmLjUcb4KxE+Otae/VmHjVFJiDpna9vUhpIi5ldK6hCfeERAPdPZKuBraxPZleWqPrvETKBzXuS4DFba/Uyefkz+q7eiVDPTRUZ0lglqSbSZO/QEupaZ9xB9WSJqm+BOYU4G2kBmi7Hn1+1ZxMzkGTj+8hTdi21RAA65FSe2/H6HoErfz/nZeUuOwNwJqS1hzWBroLaskAL6a1ZIDjaaXHX9S+kZ7XK+lUNARJu6mjr5B0FGnDyKTuIifL9s71x5JWJO2GHVZvtH12Ho/F9quSOvmHvDuwqusK0bciT2buQSqjWN+ARENQjAfyz/z5py09Xqnzc+AESY3qlVQu8yhEQwCA7avyUMNm+dTNtYyBE6gNB9Qns2r1LrJTjwJr9+BzqqqoHDQ1M0nZQ1v5vdfbBZhq+5UJXxkmrbZfQHWlQMuNqCVl1CvpSMwR0DBv+NZApfKGj9nANA+wIfCg7b3Li6o8eSPZMaRdojPJOWhs39nm9a4kpQj5LaN7dxMtH70Y2L1PvqD6Tt6tfyqwVD71V+DDtmeVF1VrcnLEXtUr6Ug0BHSWN1zSjsBbSeP2ANQtGysyxn3rDl8lNQLXFf05/UQpN32nOWhq1/rHRudtXzXB+84Fv6qEtQAAIABJREFUNiDVUK5vQGJncQEkXU+qRXBFPt4G+Ha7O8hDYzE0lMwzZijoSZpUKKuRdDywELAtcCIpK2JXipKMXY4oaUWlakdHdePzqk7SnaQykWfZ/kOn18vDgyuTalJcrlSsaN6J3kfKjHlBp58fxrVwrREAsH1lC0khwyRFQ5C0mzf8HU5F7++0fbik7wFdW0WUeyq7k3LrLAdUMqVtj+xM+j2dLek10oqhsye7BLgmJxv8FGkIYjVSGcrjgX9q9r7YL9B190s6lDQ8BLA3XUgbPexiaCiTtCsjecOvcQt5w2ubkHKagV1JPYlZtlef4K2TiWvRfO29gDVJK5T2sL1CUZ/R7yStQZqEm2a7lbv4Rte4nbQk9yaPVMIaVWGqyWcfQco3VD882JVNhcMmp1I5nLp/m6QNe0+XF1Vz6m29kkJEj4C5S7t+afs8SVOBqfXrgJv4H6VSiUeRitqYJumr2/Q4abjpa8C1ti3p/QV/Rl/KQzl75J85wJc7uNwrtv+uXI8gzz+0cpd0EnAYKc3ItsBHaWFYMbQmf+H323xLz+qVFCV6BKTdfqSVQksC15J+WX+3PW0S11gAmGK7kyWMja57APAhUqWyM0lDIJcN+x2npJtIJQbPIc0TdDRcIOm7pHwwHyYln/ssKYvoIRO8b7rtTep7D1XdPdpPJF1I8zTfE232LJ1SvZLDPKZeie12Kqx1VTQEjGwJl7QfsKDt76qNAtndJGlVUoOwJykVwmHA+bbvKTWwkkiaavvuAq83D/Bx6mpSACdOlN8mr2rZirRR6DfAH4EjIytsZ+pWcYnUy/5E/fMTreaqAvWgXklRoiEgJYUi3QH+J/Bx27NaGR8uS76z2JM0V1DYfEQ/kLS37dMkHdjo+TZSD9Suuyvwq8luDJO0GamS2RLAN0kpBI6yfWM7cYTXqyVtKzuOyVIP65V0KuYIkgOAg0h32LPy3fcVE7ynNLZnknLsNB22GFC1pYONUod3clezM/CfOcnZWcD/uoW88R4pQ/g8aX4gFK9f71Y/SqpXsn8+vhr4UXnhjC96BGPkIYJFbD/bwmvPI20bv7jT7IhNPqPnlZX6gaQtx26oa3RuktecD3g3afJ5K9JczCeavyt0g6Sl6g6vALYhDRMB4FygKRQjGgJA0hnAv5JWnvyW1L0/eqLNWpLeRWr1NydNWp5U5Lh1GF+j3PFF5JPPjcG/kH6v77T9xk6uF9pTdwOkBk+7HxZLqMf1SjoRDQFpDbntDSVNAzYGvgpMd4u1UiUtThqzPwR4hDS5dVonKQ9CY5K2AN5BGs6rrwy3GPD+VtKCjHPdWk9gG1LOqbOBS1sZHgqhEfWwXkmnYo4gmS/fCe4C/ND2bEkttZA5A+bepFz2twGnk4YV9iV9qXSklbvcIu6E+8j8pHKQb2D0PMGzpBQf7fowaW7g05OZMJZ0TIPTzwC32P5lB/EMNUm1AjFzbP+x1GDa18t6JR2JHgEg6fPAV0gbP3YkpYw9zfbWE7zvfFLSs1OBk23/qe65W2xvOu6bW4+tZ5WV+omklW0/VGR64nZSkUv6ManoyTn51G6k/Pn/ANxv+4BO4xpGSrW5AZ6s4rr7Vkg6kpSvquv1SjoVDcE4JL1homEBSe+xfdGYcwtMdgniBJ+xcgsvm2P70aI+sx+Mk55437yiqp3r7Q78B5NMRZ7Ti2xpe04+fgMpDcJWpDq767QTT+h/dY1ZPduuXFXBaAiYeyc46fq33ZqwDBMrOj1xu6nIJd0NvK22ozzPF91se2q/rn8PwyfmCJKTmUT9W6Vi5csDC0raiJGVDYuR0lKH7is6PXFbqciB7wK3KxW2EfBO4Ns5lss7iCcMAPWoXkmnoiFIJlv/9p+BjwArAPU7WZ8DDu5alKFe0emJ20pFbvunki4iZS4FONj2Y/nxlzqIJ/Q59bBeSadiaAhqZQp3I20g2lip/u13bDesWlX3vt1sn9uLGMNoRaYnVko5ugJponhSqcjz+5fn9WvFo3h9F0h6M/BUkfNw3aJUp2T9uj8XIW0+bboIpQzRI0gOJFWZWk3SdeT6ty28b11Jr0sgVcWu36ApMj2xbUu6KOeWOm8y75X0HVLvYRZQ211uUjqBULxTSf9Oz7X9xbKDmUCtRvGLkpYjDTe+ucR4xhUNAWk5V852ONn6t/VLFqcAO5ESkIUuk7QpaRhuFUbfibe0CbCBWyVtVpc7qFW7AFP74Q51ENh+V+7B9cNqrF7UKylEDA0Bkj4HnG77b/l4SWBP28dN8joLAJfY3qb4KEO9vFrnS8AMRu7Esf1Qm9f7PSm994OkjJFKl2vesEi6GNi9iH0MYXCpS/VKihINASMpJsacm/TSv9yA/HbYUkOXQdK1trea+JUtX6/hfo2JGhZJ5wIbAL9m9KahfquqVSmRbLG3YmgomVeSnFtFSfOSUhk0JWkGIyly5yXNLcT8QG8cJulEXv8FPKkx/rr3PaRUa3Yr0u/0uhZ3gF6Qf0KBbL+l7BiGSfQIAElHkVZ9nJBPfRp4xPa/TfC++rvIV4G/RJKy3pB0Gim1w6hJWtsfa/N6/xfYnZHJ4l2Ac2x/q9NYQ/tyBs/bbb8gaW9SUsij2x0CDI1FQ8DcGgSfAt6VT11GKlPYbC9B/fuXYfSGkYcLDzKMIuluF1gOMs85bGD75Xy8IOkLqOFnSDrb9gfH9Arn6mDSOtSRdCdp6G190sbPE4EPTrS0uwp6Ua+kKDE0lCwI/MT28TB3aGgB4MVmb5L0XuB7wHLA46Rexe9IOwlDd10vaR3bdxV0vcdIjfnL+XgBUv3h8dSqTu1U0OeHxl7Ny3vfR8oM/FNJHy87qBYdR6prcYykStcriR4BcxOHvau28iNv/Lh0orw1OT/NdqScNBtJ2hbY23a//EXtW5J+B6xGyvT5Ci2u8mlyvV+QNpRdRrrD3560C/RRiMnfski6CvhfcqEg0g3XHa5oPfFG+qFeSfQIkin1y/9sPy+plZxBs20/KWkeSfPYvkLSD7oYZxjxLwVf7/z8U3NlK29SKnr/HWAZUmNUa5AWKzi+YbUHsBfwcdt/znUKmlYOrJJu1yspSjQEyQuSNq6tEpG0CSO7Apv5W+49XAOcLulx0hr00GV5lc8GpHTRkFJC3NHB9U5p863fBXa2HRsJu+MLtr9SO7D9cKPd/FWk0fVKdvZIvZKzJN1SXmSvF0NDgKTNgJ+RxokFLAvsYXv6BO9bmNRgzANMAxYnbUyrXCm6QSNpf+CTjKzyeT/wY9vHtnm9nYBvMpIzqKU7e0nX2d6ync8MExsn1fud/TAZ34t6JUWJhiBTKlVZWyFyN7CU7b+08L6VgTVsX56Hk+a1/VwXQw3MXU2yhe0X8vHCwA0dzBHcB+xKKiYz4T+KPCQE8I+kG4dfUMB+hpBI+gzwWdI80H11Ty0KXG97WimBTUI/1SuJoaHMqU7xo6QspEcDa5NWA41L0idJy06XIv2FXR44Hvin7kYbSHfs9ct75zBSF6IdjwAzW2kEsp3rHr8I7FB3bCaZvC68zhnAxcARwFfrzj9n+6lyQmpNP9YrGfqGIK8Xfx9pQmoj0h3HLrSWPfJzpDz0NwHYvjfvKQjddxJwUx6HhfQ7+68Orvdl4KK8SqX+zv77jV5s+6OQNjzZvq7+ubwJKnQg5+R5RtLRpLTTzwFIWkzS223fVG6ETfVdvZKhHhqSdAZpsvFS0hzBb4D7Wt3eLukm22+v5SVSqld7az+MXw6CupQQkCaLb+vgWpeSssmOTWJ3+ATv65vufz+SdBuwcV36l3mAW/rh/6/6qF7JsPcI1gGeJm0C+53tOZIm0zJeJelgUhdwe9KY5oVdiDOMIelU2/uQ0vuOPdeO5WyvO4nP3wJ4B7C0pAPrnlqMlHcqFEP1w3W2X8s3XP2gb+qVtFKTdWDljKMfJA0HXS7pWmBRpWL2rfgq8ATpLvLTpNKGX+tGrOF1Rv0Dy7vBN+ngehdJ2mHil801P7AI6WZq0bqfZ2mtqFFozf2SPi9pvvyzP52VJO2l50nLyV8gzWG9m1Q/o3KGemhorLx/YE9S4/DoRDuLQ+8p1ZU+mJQW5EVGJuL+Tlo+elCb130OWJg0PzCb1pePrpz3NCxCekPUJShQnnM7hrSD36RsswfYfrzUwNqgCtcriYagAUkCtvY4dWclrUHaLv4UaTLoJ6S5hj8An/Dkq1yFSZJ0RLtf+gXHsS5pw9BS+dRfgX1tzywvqlBFqnC9kn4Za+upPCbZbNXQScB/k8aDbwIOIG1o2hr4IRCFNLrvYknvHHtyvMZ7PHnCeVwt1CT4MXCg7Svy9bbJ56I3WQBJJ9E4u2tb6cZ7qZ/qlUSPoA2qq2gm6b76Fl4Nqp2F4kmqn5SfQlrGO932dpO8zhVNnvZE15N0h+0NJjoX2iNpt7rDKaQbrsf6IQmg+qheSfQI2lOfW/zZJs+FLrFdv6ELSSsCk074Z3vbDkO5X9KhpOEhSAnG+mUys/LGLr+UdCZwbUnhTIpz8RyN1CtZTlIl65UM9aqhGklvkvRTpULkSFpngpzna0m6M3f9ao9rx4UVSwmT8ihpN3ivfYzU5T8v/yydz4XuWIOU6bXyJL1X0r2kVOlXAQ+SdktXTvQIkpNJ4/6H5ON7gLNI1YUaKeMLJ9SRdCwj46/zABtSt6egV2w/DVR+mKJf5dVcJq/iAv4MfKXpm6rjm8DmjKlXUnJMDUVDkLzR9tl5aSK2X5U0bplKR73UKqhP4/sqcObYVA/dlOcoxp1gs/3eXsUyyGwvWnYMHeibeiXRECQv5AIStW3smwPPjPdiSQ/k1z5hO1YIlWBs/QBJK0r6ku22ipbkJcPTgFVtf0OpAMqytm8e5y3/0c7nhNYUsJqrCvqmXkmsGmLuRrJjgHWBmaRx3g/YvrPUwEJTkpYGdidtAlwOON/2F9u81o9IE/3b2V47r/m+1PZmTT57aY+pmSxpHdINwhPtxBGSutVcU4BNgTtIw0Prk3INbVFWbK1SH9UriR4BYHu6pH8kTfQKuNsVqicaRkhalFQ3YC9gTdIE7Vtsr9Dhpd9ue+Oc5AzbT0uav8nrjyUVJx/rH0hpRvbqMJ6hVlvNJek8UtK5Gfl4XeDrJYbWMtsvaKReySnK9UrKjquRWDXE3CInXwZetj1zokZA0oTd0lZeE9ryOGlVzrdIwzj/Rkov0anZOV9RbXhwaZovBV690eY129eQ7lpDMabWGgGAvGO7LxZr5HolPwdOyKeWJxUwqpzoESQ7k4pkny3pNdKKobObrPddOzce4xGpGxiKdxDwIdLd+JmSzirouseQitcvI+nfSYnjmiUQbDaJOV9BMQW4U9KJwGn5eBrQL0O2fVOvJOYIxsh5hA4Fptlu2I0bs2NwPHNsP1pocGEuSauSGoQ9SWvLDyPNEdzTwTXXIlWXE/BrNylIL+lXwP/z62vSvhv4vO13txtHGCFpCvAZoJZO5GrgR7ZfLi+q1qiP6pVEQ5DlL/c98s8c4Czb3ys3qtCKPG68J7BHJwm98gTxitT1lMdbnZJvGH4FXA9Mz6c3BbYAduqkQQqj5bmaqaRhu76Zv5P0XeBvwIeB/Uj1Su6yfUjTN5YgGgJSy03qzp9DagAiRcCQkfRNUnnBPzCyP6BprqGcVngv0mozgFnAGf1wt9ovchK/U0i7ckVqqPedbHLBMihVU/s4qZ61gEuAE13BL91oCABJU23fXXYcYWLd2sMh6W5gPdtFTDyHgkiaDuxV+/cpaU3S5sFOihCFMYZ6sljS3rZPA3aUtOPY5z1O4fJQHrdYT7oNM4ElSKuSJhSbCntmvvqbNNv3SKr0ZHw/1isZ6oaAVJEKGq8Aia7ScDkCuE3STFKVMmD8VBFdbJDCaNMbrBq6pcnrq6Dv6pXE0BAgacuxeWoanQvlk3Sr7abpB1p5TYP3zCKt955B3f4B21e1FWgoRJ6H+RywVT51DXCc7VfGf1e5+rFeybD3CGqOBcZ+cTQ6F8rXrT0cL9o+ptUXd6tBCiPyBr87bK9FGmLpF31Xr2SoGwJJW5BKCi4t6cC6pxajolvBA2u18JpxM8c2cY2kI4ALGD00NN4O8dhU2GW250i6W9JKVSzm0sRa+e+GgNXq/p4IWLW8sMY31A0BMD+wCOn/Q/08wbOknaWhYrqYAnyj/Ofm9R8HjLd8tFsNUhhtSWCWpJupy9xZ8TTffZECo17MEZA2k9l+KKeMxfbzZccUQoCcDPJ1Yu6mWMPeI6hZNGedXApA0l9Jm1ZmlhtW6BVJi5PSVNRSGVwFfMP2uHUpQvfk1BL/CqxOmsD/aVULv4/Vj0uLo0cASLoeOMT2Ffl4G+Dbtt9RamChZySdS9pLUCt4sw+wge1dy4tqeOVkgrNJq4TeDTxke/9yoxpc0RAAku6wvcFE58LgarSsr6pL/YaBpBm218uP3wDcHCuwuifqEST3SzpU0ir552tA5BsaLi9Jqq1VR9KWpOpSoRxzE8v1y5BQTT/WK4keAXOzTh7O6E0rX7f9dHlRhV6StCFpWGhx0jK/p4CP2L6j1MCGlKQ5jKwSErAg8GJ+bNuLlRXbRCS9BNzb7CXA4rZX6lFIE4qGIIQ6khYDsD12I1AILenHeiXREACSNgUOBlZhdC76yhWQCMUas5HwdSLxYBgGsXw0OR34EmPyzIShUL+R8NOM1JcNYWhEjwCQdK3trSZ+ZRhktZKCZccRQq9FjyA5LKe6/TWj88ycV15IoQRxVxSGUjQEyUdJuWPmY2RoyEA0BCGUQNJzNGmYq7xqqB9FQ5BsZntq2UGE3pM0g5EvnNXHZIp0LBgoh+1FYW4t6T8Bp5J+J9OAN5cY2kCKOQJA0knAUbbvKjuW0FsTLfXrYrbT0ILY9d8b0SNINgduz8miXiHuBodGfNFX3guSpgE/I/Xc9qQuHXUoRvQIGP+uML4kBl8/ZoocJpJWAY4GtsynrgUOsP1gSSENpGgIMkkbkIpLA1wTqQVCCMMiks4BkvYnbSpbJv+cJmm/cqMKIUhaQdL5kh7PP+dKWqHsuAZN9AiAvFJkC9sv5OOFgRtijmDwRRH6apN0GXAGadUQwN7ANNvblxfV4InJ4kSMri87J58Lgy+K0Ffb0rZPqjs+WdIBpUUzoKIhSE4CbpJ0fj7eBfivEuMJvRNF6KvtSUl7A2fm4z2BJ0uMZyDF0FAmaWPq6hHYvq3MeEIIc1f0HQtskU9dB3ze9sPlRTV4oiEAJJ1qe5+JzoUQwiCKVUPJW+sPJM0LbFJSLCGELFYN9cZQNwSSDsrJrdaX9Kyk5/Lx48AvSw4vhJDm7y4Alss/F+ZzoUAxNARIOsL2QWXHEUIYTdLttjec6FzoTKwaSi6W9M6xJ21fXUYwIYS5YtVQD0SPAJB0Yd3hFOBtwHTb25UUUgiB160aMnA9sWqocNEQNCBpReAHtncrO5YQhpGkzW3fWHYcw2KoJ4ubeBRYu+wgQhhix9UeSLqhzECGQcwRAJKOZaRK1TzAhsCt5UUUwtCrT/EypbQohkQ0BMktdY9fBc60fV1ZwYQQmEfSkqQbs9rjuY2D7adKi2wAxRxBA3mO4EO2jyo7lhCGkaQHgddonPzRtlftbUSDLXoEmaSlgd1Jy9OWA85v/o4QQrfYXqXsGIbJUDcEkhYFdgX2AtYEzgPeYju2sIdQIkkr5YdzbP+x1GCGwFAPDUl6CbgZ+BpwrW1Luj+6nSGUS9IV+eGTtj9QajBDYNgbggOADwELk3YungVcFg1BCGGYDHVDUCNpVVKDsCewBnAYcL7te0oNLIQQeiAagjEkrUtqEPawvXrZ8YQQQrdFQxBCCENuqFNMSHpA0v2Sbio7lhDCxCS9WdICZccxaKJHEELoG5IuB1YDzrX9xbLjGRTREIQQ+ookAevYnlV2LINi2IeGJkws18prQgi94yQagQINdY8gbyi7t9lLgMVtr9TkNSGEgkl6gJQR+Anbby87nkE37A3Byi28bI7tR7seTAghlGSoG4IQQrVJ2rjB6WeAh2y/2ut4BlU0BCGEypJ0I7AxcCdpqHZdYBawOPAZ25eWGN7AGOrJ4hBC5T0GbGR7U9ubABsB9wPbA98tNbIBEg1BCKHK1qxfIWT7LmAt2/eXGNPAGep6BCGEypsl6UfAz/LxHsBdeXfx7PLCGiwxRxBCqCxJCwKfBbbKp64DjgNeBhay/XxZsQ2SaAhCCGHIxdBQCKGyJG0JfB1YmbrvqygeVazoEYQQKkvS74EvANOBObXztp8sLagBFD2CEEKVPWP74rKDGHTRIwghVJakI4F5gfOAV2rnbUcyyAJFQxBCqCxJVzQ4bdvb9TyYARYNQQghDLmYIwghVI6kvW2fJunARs/b/n6vYxpk0RCEEKpo4fznoqVGMSRiaCiEEIZc9AhCCJUl6S3AfsAqjN5Q9t6yYhpE0RCEEKrsF8BPgQuB10qOZWDF0FAIobIk3RQ1i7svGoIQQmVJ2gtYA7iU2FDWNTE0FEKosvWAfYDtGBkacj4OBYkeQQihsiTdB6xj++9lxzLIolRlCKHKZgJLlB3EoIuhoRBClS0B/F7Sbxk9RxDLRwsUDUEIocoOKzuAYRBzBCGESpP0JmCzfHiz7cfLjGcQxRxBCKGyJH0QuBnYHfggcJOkD5Qb1eCJHkEIobIk3QFsX+sFSFoauNz2BuVGNliiRxBCqLJ5xgwFPUl8bxUuJotDCFX2v5IuAc7Mx3sAF5UYz0CKoaEQQqVJ2hXYKh9eY/v8MuMZRNEjCCFU3XXAbFJqiZtLjmUgxVhbCKGy6lYNfYBYNdQ1MTQUQqisWDXUG9EjCCFUWawa6oGYIwghVFmsGuqBGBoKIVSSJAErkNJLxKqhLoqGIIRQWZJm2F6v7DgGXYy1hRCq7FZJm038stCJ6BGEECpL0u+B1YGHgBcAAba9fqmBDZhoCEIIlSVp5UbnbT/U61gGWTQEIYTKk7Q8MG8+fMz2q2XGM2iiIQghVI6kg4D5bH8jHz8M/A2YHzjF9hFlxjdooiEIIVSOpFuBrW2/kI9vs72RpHmBq2xv1fwKYTJi1VAIoZJqjUB2dD43B1iwnIgGVzQEIYQqWkTSfLUD2ycDSFoAWKysoAZVNAQhhCr6OXCCpIVqJyQtDByfnwsFioYghFBFhwKPAw9Lmi5pOvAg8Jf8XChQTBaHECpL0oKkDWUA99l+qcx4BlU0BCGEMORiaCiEEIZcNAQhhDDkojBNCKFyJG3c7Hnbt/YqlmEQcwQhhMqRdEV+OAXYFLiDlHl0feAW21uUFdsgiqGhEELl2N7W9rbAn4CNbW9qexNgI+CP5UY3eKIhCCFU2VTbM2oHtmcCa5cYz0CKOYIQQpXdKelE4LR8PA24s8R4BlLMEYQQKkvSFOAzwDvzqauBH9l+ubyoBk80BCGEMORiaCiEUFmStgS+DqxM3feV7VXLimkQRY8ghFBZuXj9F4DpwJzaedtPlhbUAIoeQQihyp6xfXHZQQy66BGEECpL0pGkovXnAa/UzsfO4mJFQxBCqKy6Hcb1bHu7ngczwKIhCCGEIRdzBCGESpO0I/BWUt4hAGx/o7yIBk+kmAghVJak44E9gP1ISed2Jy0lDQWKoaEQQmVJutP2+nV/LgJcbHvrsmMbJNEjCCFUWa1G8YuSlgNmA28uMZ6BFHMEIYQq+x9JSwBHAbcCBn5SbkiDJ4aGQgh9QdICwBTbz5Qdy6CJhiCEEIZczBGEEMKQi4YghBCGXDQEIYTKknSepB0lxXdVF8X/3BBClR0H7AXcK+lISVPLDmgQxWRxCKHyJC0O7AkcAjxCWkJ6mu3ZpQY2IKJHEEKoNEn/AHwE+ARwG3A0sDFwWYlhDZToEYQQKkvS+cBU4FTgZNt/qnvuFtublhbcAImGIIRQWZLeY/uiMecWsP3KeO8JkxdDQyGEKvtWg3M39DyKARe5hkIIlSNpWWB5YEFJG5FSUAMsBixUWmADKhqCEEIV/TNpgngF4Pt1558DDi4joEEWcwQhhMqStJvtc8uOY9BFjyCEUGXrSnrr2JNRqrJY0RCEEKrs+brHU4CdgN+VFMvAiqGhEELfyDUJLrG9TdmxDJJYPhpC6CcLkSaQQ4FiaCiEUFmSZpDKUwLMCywNxPxAwWJoKIRQWZJWrjt8FfiL7VfLimdQRUMQQqg8ScuQJosBsP1wieEMnJgjCCFUlqT3SroXeAC4CngQuLjUoAZQNAQhhCr7JrA5cI/ttwD/BNxYbkiDJxqCEEKVzbb9JDCPpHlsXwFE6umCxaqhEEKV/U3SIsA1wOmSHgdeKDmmgROTxSGEypK0MPASafRiGrA4cHruJYSCREMQQqi0vIR0DduXS1oImNf2c2XHNUhijiCEUFmSPgn8HDghn1oe+EV5EQ2maAhCCFX2OWBL4FkA2/cCy5Qa0QCKhiCEUGWv2P577UDSGxhJOREKEg1BCKHKrpJ0MKlk5fbAOcCFJcc0cGKyOIRQWZLmAT4O7ECqW3wJcKLji6tQ0RCEEMKQi6GhEELlSFpD0smSvi9pBUkXS3pe0h2SNis7vkETDUEIoYpOAq4HHgNuAv4LeCPwReCHJcY1kGJoKIRQOZJut71hfnyf7dUbPReKET2CEEIVvVb3+Nkmz4UCRI8ghFA5kl4E7iOtFFotPyYfr2p74bJiG0SRfTSEUEVrlx3AMIkeQQghDLnoEYQQKkfSA6RUEk/YfnvZ8Qy66BGEEMKQi1VDIYQw5KIhCCFUjqRbi3hNaE0MDYUQKkfSS8C9zV4CLG57pR6FNNBisjiEUEVrtfCaOV2PYkhEjyCEEIZczBGEEMKQi4YghBCGXDQEYShJWlbSzyT9QdJ0SRdJWnOc1y4h6bO9jjGEXomGIAwdSQLOB660vZrtTYCDgDeN85YlgK43BLkwewg9Fw1BGEbbArNtH187Yftsv5zGAAACPklEQVQO4DZJv5Z0q6QZkt6Xnz4SWE3S7ZKOApD0JUm/lXSnpMNr15F0qKS7JV0r6UxJX8znN5R0Y379+ZKWzOevlPQDSbcAh0h6QNJ8+bnF6o9D6Ja4AwnDaF1geoPzLwPvt/2spDcCN0q6APgqsG5doZQdgDWAt5HWs18g6Z3AS8BuwAbAfMCtdZ/z38B+tq+S9A3gMOCA/Nz8tjfN114F2BH4BfAh4Dzbswv8bw/hdaIhCGGEgG/nL/XXgOVpPFy0Q/65LR8vQmoYFgV+aftl4GVJFwJIWhxYwvZV+fWnAOfUXe+suscnAl8mNQQfBT5ZwH9XCE1FQxCG0SzgAw3OTwOWBjaxPVvSg8CUBq8TcITtE0adlA5o8NpWvFB7YPs6SatI2gaY1/bMNq8ZQstijiAMo98AC0j6VO2EpPWBlYHHcyOwbT4GeI50t19zCfAxSYvk9y4vaRngOmBnSVPyczsB2H4GeFrS1vn9+wBXMb7/Bs4gFXAPoeuiRxCGjm1Lej/wA0lfIc0NPAh8HThG0gzgFuD3+fVPSrpO0kzgYttfkrQ2cENagMTzwN62f5vnFO4E/gLMAJ7JH7svcLykhYD7ScM+4zkd+BZwZoH/2SGMK1JMhFAgSYvYfj5/4V8NfMr2pLJkSvoA8D7b+3QlyBDGiB5BCMX6saR1SHMLp7TRCBwLvBt4TzeCC6GR6BGEEMKQi8niEEIYctEQhBDCkIuGIIQQhlw0BCGEMOSiIQghhCEXDUEIIQy5/w9gjV/QRRONCwAAAABJRU5ErkJggg==\n"},"metadata":{"needs_background":"light"}}]},{"cell_type":"markdown","source":["### Scatter Plot of Final Price and Quantity"],"metadata":{"id":"E2Eqgp4osReS"}},{"cell_type":"code","source":["plt.scatter(purchase_df['Quantity'], purchase_df['Final Price'])\n","plt.title(\"Quantity vs Final Price\")\n","plt.xlabel('Quantity')\n","plt.ylabel('Final Price')\n","plt.show()"],"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":295},"id":"agcq7hwSsIwE","executionInfo":{"status":"ok","timestamp":1648656272035,"user_tz":-480,"elapsed":19,"user":{"displayName":"Goh Jia Yi","userId":"03217675921799541747"}},"outputId":"b8975d30-a2e2-4cb1-b038-618affc55951"},"execution_count":null,"outputs":[{"output_type":"display_data","data":{"text/plain":["<Figure size 432x288 with 1 Axes>"],"image/png":"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\n"},"metadata":{"needs_background":"light"}}]}]}