online-retail-eda-rfm.ipynb

{"cells":[{"source":"<a href=\"https://www.kaggle.com/code/huseyincosgun/online-retail-eda-rfm-analysis?scriptVersionId=167306544\" target=\"_blank\"><img align=\"left\" alt=\"Kaggle\" title=\"Open in Kaggle\" src=\"https://kaggle.com/static/images/open-in-kaggle.svg\"></a>","metadata":{},"cell_type":"markdown"},{"cell_type":"markdown","id":"8342479e","metadata":{"papermill":{"duration":0.020813,"end_time":"2024-03-16T13:14:57.503687","exception":false,"start_time":"2024-03-16T13:14:57.482874","status":"completed"},"tags":[]},"source":["## <b><span style='color:#F1C40F'> About |</span> Online Retail - II Dataset</b>\n"," \n","### <b><span style='color:#F1C40F'>Overview</span></b>\n","The Online Retail - II dataset provides insights into the sales activities of an online store spanning from December 1, 2009, to December 9, 2011. This dataset encompasses a wide range of souvenir products, primarily targeting corporate customers.\n","\n","### <b><span style='color:#F1C40F'>Objective</span></b>\n","The primary objective of this dataset is to facilitate the development of customer-centric strategies through the integration of Customer Relationship Management (CRM) with Analytics. By leveraging RFM (Recency, Frequency, Monetary) Analysis, businesses can gain deeper insights into customer behavior and preferences.\n","\n","### <b><span style='color:#F1C40F'>Key Questions Addressed</span></b>\n","1. **Recency:** How recent was a customer's latest purchase?\n","2. **Frequency:** How often does a customer make purchases?\n","3. **Monetary:** How much does a customer spend?\n"," \n","### <b><span style='color:#F1C40F'>Methodology</span></b>\n","1. **Calculating RFM Values:** Determine Recency, Frequency, and Monetary values for each customer.\n","2. **Segmentation:** Group customers based on RFM Scores to identify distinct segments.\n","3. **Personalization:** Tailor marketing strategies to address the needs and preferences of specific customer segments.\n","\n","### <b><span style='color:#F1C40F'>Benefits</span></b>\n","- Enhanced understanding of customer behaviors and preferences.\n","- Targeted marketing campaigns leading to improved customer engagement.\n","- Deepened customer relationships through personalized interactions.\n","\n","### <b><span style='color:#F1C40F'>Variables Description</span></b>\n","This section provides a detailed description of the variables included in the Online Retail - II dataset:\n","\n","- **InvoiceNo:** Each transaction is uniquely identified by its invoice number. Invoice numbers prefixed with \"C\" denote refund transactions.\n","- **StockCode:** An exclusive code assigned to each item in the inventory.\n","- **Description:** The descriptive name of the item being purchased.\n","- **Quantity:** The quantity of items included in the transaction.\n","- **InvoiceDate:** Date and time when the purchase transaction occurred.\n","- **UnitPrice:** The price of a single item, denominated in Sterling currency.\n","- **CustomerID:** A unique identifier assigned to each customer.\n","- **Country:** The country of residence for the customer.\n"]},{"cell_type":"markdown","id":"12d5d5c7","metadata":{"_cell_guid":"b1076dfc-b9ad-4769-8c92-a6c4dae69d19","_uuid":"8f2839f25d086af736a60e9eeb907d3b93b6e0e5","papermill":{"duration":0.018839,"end_time":"2024-03-16T13:14:57.54224","exception":false,"start_time":"2024-03-16T13:14:57.523401","status":"completed"},"tags":[]},"source":["<div style=\"color:white;display:fill;border-radius:8px;\n","            background-color:#2C3E50 ;font-size:120%;\n","            font-family:Helvetica;letter-spacing:0.5px\">\n","    <p style=\"padding: 8px;color:white;\"><b>1)  Data Understanding</b></p>\n","</div>"]},{"cell_type":"code","execution_count":1,"id":"e4b796bb","metadata":{"execution":{"iopub.execute_input":"2024-03-16T13:14:57.582748Z","iopub.status.busy":"2024-03-16T13:14:57.582382Z","iopub.status.idle":"2024-03-16T13:15:00.791296Z","shell.execute_reply":"2024-03-16T13:15:00.79029Z"},"papermill":{"duration":3.232635,"end_time":"2024-03-16T13:15:00.794072","exception":false,"start_time":"2024-03-16T13:14:57.561437","status":"completed"},"tags":[]},"outputs":[],"source":["# This code imports the pandas library as pd.\n","# It also imports the datetime library as dt and warnings library to filter warnings.\n","import pandas as pd\n","import datetime as dt\n","import warnings\n","\n","# Visualization\n","import matplotlib.pyplot as plt\n","import plotly.express as px\n","import seaborn as sns\n","import plotly.graph_objs as go\n","import plotly.offline as py\n","\n","# Sets a filter to ignore warnings using the 'ignore' parameter.\n","warnings.filterwarnings('ignore')\n","\n","# Configures some display options in the pandas library.\n","# Uses 'None' to show all columns and rows.\n","# Limits decimal numbers to three digits.\n","pd.set_option('display.max_columns', None)\n","pd.set_option('display.max_rows', None)\n","pd.set_option('display.float_format', lambda x: '%.3f' % x)"]},{"cell_type":"code","execution_count":2,"id":"528850a1","metadata":{"execution":{"iopub.execute_input":"2024-03-16T13:15:00.837028Z","iopub.status.busy":"2024-03-16T13:15:00.836154Z","iopub.status.idle":"2024-03-16T13:16:41.685704Z","shell.execute_reply":"2024-03-16T13:16:41.684711Z"},"papermill":{"duration":100.874199,"end_time":"2024-03-16T13:16:41.68844","exception":false,"start_time":"2024-03-16T13:15:00.814241","status":"completed"},"tags":[]},"outputs":[],"source":["# Reads an Excel file and assigns it to the variable df_.\n","# Assumes the file path is \"/kaggle/input/online-retail-dataset/online_retail_II.xlsx\" and reads the sheet named \"Year 2009-2010\".\n","df_ = pd.read_excel(\"/kaggle/input/online-retail-dataset/online_retail_II.xlsx\", sheet_name=\"Year 2009-2010\")"]},{"cell_type":"code","execution_count":3,"id":"fd394d39","metadata":{"execution":{"iopub.execute_input":"2024-03-16T13:16:41.729413Z","iopub.status.busy":"2024-03-16T13:16:41.728783Z","iopub.status.idle":"2024-03-16T13:16:41.931537Z","shell.execute_reply":"2024-03-16T13:16:41.930409Z"},"papermill":{"duration":0.226291,"end_time":"2024-03-16T13:16:41.934443","exception":false,"start_time":"2024-03-16T13:16:41.708152","status":"completed"},"tags":[]},"outputs":[{"data":{"text/html":["<div>\n","<style scoped>\n","    .dataframe tbody tr th:only-of-type {\n","        vertical-align: middle;\n","    }\n","\n","    .dataframe tbody tr th {\n","        vertical-align: top;\n","    }\n","\n","    .dataframe thead th {\n","        text-align: right;\n","    }\n","</style>\n","<table border=\"1\" class=\"dataframe\">\n","  <thead>\n","    <tr style=\"text-align: right;\">\n","      <th></th>\n","      <th>Invoice</th>\n","      <th>StockCode</th>\n","      <th>Description</th>\n","      <th>Quantity</th>\n","      <th>InvoiceDate</th>\n","      <th>Price</th>\n","      <th>Customer ID</th>\n","      <th>Country</th>\n","    </tr>\n","  </thead>\n","  <tbody>\n","    <tr>\n","      <th>0</th>\n","      <td>489434</td>\n","      <td>85048</td>\n","      <td>15CM CHRISTMAS GLASS BALL 20 LIGHTS</td>\n","      <td>12</td>\n","      <td>2009-12-01 07:45:00</td>\n","      <td>6.950</td>\n","      <td>13085.000</td>\n","      <td>United Kingdom</td>\n","    </tr>\n","    <tr>\n","      <th>1</th>\n","      <td>489434</td>\n","      <td>79323P</td>\n","      <td>PINK CHERRY LIGHTS</td>\n","      <td>12</td>\n","      <td>2009-12-01 07:45:00</td>\n","      <td>6.750</td>\n","      <td>13085.000</td>\n","      <td>United Kingdom</td>\n","    </tr>\n","    <tr>\n","      <th>2</th>\n","      <td>489434</td>\n","      <td>79323W</td>\n","      <td>WHITE CHERRY LIGHTS</td>\n","      <td>12</td>\n","      <td>2009-12-01 07:45:00</td>\n","      <td>6.750</td>\n","      <td>13085.000</td>\n","      <td>United Kingdom</td>\n","    </tr>\n","    <tr>\n","      <th>3</th>\n","      <td>489434</td>\n","      <td>22041</td>\n","      <td>RECORD FRAME 7\" SINGLE SIZE</td>\n","      <td>48</td>\n","      <td>2009-12-01 07:45:00</td>\n","      <td>2.100</td>\n","      <td>13085.000</td>\n","      <td>United Kingdom</td>\n","    </tr>\n","    <tr>\n","      <th>4</th>\n","      <td>489434</td>\n","      <td>21232</td>\n","      <td>STRAWBERRY CERAMIC TRINKET BOX</td>\n","      <td>24</td>\n","      <td>2009-12-01 07:45:00</td>\n","      <td>1.250</td>\n","      <td>13085.000</td>\n","      <td>United Kingdom</td>\n","    </tr>\n","  </tbody>\n","</table>\n","</div>"],"text/plain":["  Invoice StockCode                          Description  Quantity  \\\n","0  489434     85048  15CM CHRISTMAS GLASS BALL 20 LIGHTS        12   \n","1  489434    79323P                   PINK CHERRY LIGHTS        12   \n","2  489434    79323W                  WHITE CHERRY LIGHTS        12   \n","3  489434     22041         RECORD FRAME 7\" SINGLE SIZE         48   \n","4  489434     21232       STRAWBERRY CERAMIC TRINKET BOX        24   \n","\n","          InvoiceDate  Price  Customer ID         Country  \n","0 2009-12-01 07:45:00  6.950    13085.000  United Kingdom  \n","1 2009-12-01 07:45:00  6.750    13085.000  United Kingdom  \n","2 2009-12-01 07:45:00  6.750    13085.000  United Kingdom  \n","3 2009-12-01 07:45:00  2.100    13085.000  United Kingdom  \n","4 2009-12-01 07:45:00  1.250    13085.000  United Kingdom  "]},"execution_count":3,"metadata":{},"output_type":"execute_result"}],"source":["# Creates a copy of the dataframe df_ and assigns it to the variable df.\n","df = df_.copy()\n","\n","# Displays the first 5 rows of the dataframe df.\n","df.head()"]},{"cell_type":"code","execution_count":4,"id":"daf9bc76","metadata":{"execution":{"iopub.execute_input":"2024-03-16T13:16:41.975588Z","iopub.status.busy":"2024-03-16T13:16:41.975066Z","iopub.status.idle":"2024-03-16T13:16:42.243215Z","shell.execute_reply":"2024-03-16T13:16:42.241825Z"},"papermill":{"duration":0.291826,"end_time":"2024-03-16T13:16:42.245797","exception":false,"start_time":"2024-03-16T13:16:41.953971","status":"completed"},"tags":[]},"outputs":[{"name":"stdout","output_type":"stream","text":["<class 'pandas.core.frame.DataFrame'>\n","RangeIndex: 525461 entries, 0 to 525460\n","Data columns (total 8 columns):\n"," #   Column       Non-Null Count   Dtype         \n","---  ------       --------------   -----         \n"," 0   Invoice      525461 non-null  object        \n"," 1   StockCode    525461 non-null  object        \n"," 2   Description  522533 non-null  object        \n"," 3   Quantity     525461 non-null  int64         \n"," 4   InvoiceDate  525461 non-null  datetime64[ns]\n"," 5   Price        525461 non-null  float64       \n"," 6   Customer ID  417534 non-null  float64       \n"," 7   Country      525461 non-null  object        \n","dtypes: datetime64[ns](1), float64(2), int64(1), object(4)\n","memory usage: 32.1+ MB\n"]}],"source":["# Displays general information about the dataframe df, \n","# including the data types, non-null counts, and memory usage.\n","df.info()"]},{"cell_type":"code","execution_count":5,"id":"f78e8e8c","metadata":{"execution":{"iopub.execute_input":"2024-03-16T13:16:42.287442Z","iopub.status.busy":"2024-03-16T13:16:42.286525Z","iopub.status.idle":"2024-03-16T13:16:42.296584Z","shell.execute_reply":"2024-03-16T13:16:42.295641Z"},"papermill":{"duration":0.033335,"end_time":"2024-03-16T13:16:42.298946","exception":false,"start_time":"2024-03-16T13:16:42.265611","status":"completed"},"tags":[]},"outputs":[],"source":["# Define missing plot to detect all missing values in dataset\n","def missing_plot(dataset, key):\n","    null_feat = pd.DataFrame(len(dataset[key]) - dataset.isnull().sum(), columns=['Count'])\n","    percentage_null = pd.DataFrame((len(dataset[key]) - (len(dataset[key]) - dataset.isnull().sum())) / len(dataset[key]) * 100, columns=['Count'])\n","    percentage_null = percentage_null.round(2)\n","\n","    trace = go.Bar(\n","        x=null_feat.index,\n","        y=null_feat['Count'],\n","        opacity=0.8,\n","        text=percentage_null['Count'],\n","        textposition='auto',\n","        marker=dict(\n","            color='#7EC0EE',  # Change the color of bars\n","            line=dict(\n","                color='#000000',\n","                width=1.5\n","            )\n","        ),\n","        width=0.5,  # Adjust the width of bars\n","    )\n","\n","    layout = dict(title=\"Missing Values (count & %)\", plot_bgcolor='rgba(0,0,0,0)',  # Set plot background color to transparent\n","                  xaxis=dict(title=\"Features\"), yaxis=dict(title=\"Count\"))\n","\n","    fig = go.Figure(data=[trace], layout=layout)\n","    py.iplot(fig)\n"]},{"cell_type":"code","execution_count":6,"id":"37beb830","metadata":{"execution":{"iopub.execute_input":"2024-03-16T13:16:42.340449Z","iopub.status.busy":"2024-03-16T13:16:42.339798Z","iopub.status.idle":"2024-03-16T13:16:44.44902Z","shell.execute_reply":"2024-03-16T13:16:44.447703Z"},"papermill":{"duration":2.133069,"end_time":"2024-03-16T13:16:44.451742","exception":false,"start_time":"2024-03-16T13:16:42.318673","status":"completed"},"tags":[]},"outputs":[{"data":{"text/html":["        <script type=\"text/javascript\">\n","        window.PlotlyConfig = {MathJaxConfig: 'local'};\n","        if (window.MathJax && window.MathJax.Hub && window.MathJax.Hub.Config) {window.MathJax.Hub.Config({SVG: {font: \"STIX-Web\"}});}\n","        if (typeof require !== 'undefined') {\n","        require.undef(\"plotly\");\n","        requirejs.config({\n","            paths: {\n","                'plotly': ['https://cdn.plot.ly/plotly-2.27.0.min']\n","            }\n","        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plot\n","fig.show()\n"]},{"cell_type":"markdown","id":"e0b48c20","metadata":{"papermill":{"duration":0.020639,"end_time":"2024-03-16T13:16:45.326697","exception":false,"start_time":"2024-03-16T13:16:45.306058","status":"completed"},"tags":[]},"source":["The graphs above illustrate that the majority of customers are from the UK compared to other countries."]},{"cell_type":"code","execution_count":10,"id":"a8763cad","metadata":{"execution":{"iopub.execute_input":"2024-03-16T13:16:45.372783Z","iopub.status.busy":"2024-03-16T13:16:45.371806Z","iopub.status.idle":"2024-03-16T13:16:45.507759Z","shell.execute_reply":"2024-03-16T13:16:45.506654Z"},"papermill":{"duration":0.16302,"end_time":"2024-03-16T13:16:45.510523","exception":false,"start_time":"2024-03-16T13:16:45.347503","status":"completed"},"tags":[]},"outputs":[{"data":{"text/html":["<div>\n","<style scoped>\n","    .dataframe tbody tr th:only-of-type {\n","        vertical-align: middle;\n","    }\n","\n","    .dataframe tbody tr th 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 Quantity\n","Description                                 \n","WHITE HANGING HEART T-LIGHT HOLDER     57733\n","WORLD WAR 2 GLIDERS ASSTD DESIGNS      54698\n","BROCADE RING PURSE                     47647\n","PACK OF 72 RETRO SPOT CAKE CASES       46106\n","ASSORTED COLOUR BIRD ORNAMENT          44925"]},"execution_count":10,"metadata":{},"output_type":"execute_result"}],"source":["# Descending order of how many units of each product were purchased in total\n","df.groupby(\"Description\").agg({\"Quantity\": \"sum\"}).sort_values(\"Quantity\", 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df[\"Price\"]"]},{"cell_type":"code","execution_count":13,"id":"886150bd","metadata":{"execution":{"iopub.execute_input":"2024-03-16T13:16:45.711982Z","iopub.status.busy":"2024-03-16T13:16:45.711272Z","iopub.status.idle":"2024-03-16T13:16:45.920498Z","shell.execute_reply":"2024-03-16T13:16:45.919361Z"},"papermill":{"duration":0.240842,"end_time":"2024-03-16T13:16:45.923312","exception":false,"start_time":"2024-03-16T13:16:45.68247","status":"completed"},"tags":[]},"outputs":[{"data":{"text/html":["<div>\n","<style scoped>\n","    .dataframe tbody tr th:only-of-type {\n","        vertical-align: middle;\n","    }\n","\n","    .dataframe tbody tr th {\n","        vertical-align: top;\n","    }\n","\n","    .dataframe thead th {\n","        text-align: right;\n","    }\n","</style>\n","<table border=\"1\" class=\"dataframe\">\n","  <thead>\n","    <tr style=\"text-align: right;\">\n","      <th></th>\n","      <th>TotalPrice</th>\n","    </tr>\n","    <tr>\n","      <th>Invoice</th>\n","      <th></th>\n","    </tr>\n","  </thead>\n","  <tbody>\n","    <tr>\n","      <th>533027</th>\n","      <td>49844.990</td>\n","    </tr>\n","    <tr>\n","      <th>531516</th>\n","      <td>45332.970</td>\n","    </tr>\n","    <tr>\n","      <th>493819</th>\n","      <td>44051.600</td>\n","    </tr>\n","    <tr>\n","      <th>524181</th>\n","      <td>33167.800</td>\n","    </tr>\n","    <tr>\n","      <th>526934</th>\n","      <td>26007.080</td>\n","    </tr>\n","  </tbody>\n","</table>\n","</div>"],"text/plain":["         TotalPrice\n","Invoice            \n","533027    49844.990\n","531516    45332.970\n","493819    44051.600\n","524181    33167.800\n","526934    26007.080"]},"execution_count":13,"metadata":{},"output_type":"execute_result"}],"source":["# Descending order of how much was each invoice?\n","df.groupby(\"Invoice\").agg({\"TotalPrice\": \"sum\"}).sort_values(\"TotalPrice\", ascending=False).head()"]},{"cell_type":"markdown","id":"0db49917","metadata":{"papermill":{"duration":0.021724,"end_time":"2024-03-16T13:16:45.966609","exception":false,"start_time":"2024-03-16T13:16:45.944885","status":"completed"},"tags":[]},"source":["<div style=\"color:white;display:fill;border-radius:8px;\n","            background-color:#2C3E50 ;font-size:120%;\n","            font-family:Helvetica;letter-spacing:0.5px\">\n","    <p style=\"padding: 8px;color:white;\"><b>2)  Data Preparation</b></p>\n","</div>"]},{"cell_type":"code","execution_count":14,"id":"d672a3ef","metadata":{"execution":{"iopub.execute_input":"2024-03-16T13:16:46.015647Z","iopub.status.busy":"2024-03-16T13:16:46.015283Z","iopub.status.idle":"2024-03-16T13:16:46.255279Z","shell.execute_reply":"2024-03-16T13:16:46.254152Z"},"papermill":{"duration":0.267727,"end_time":"2024-03-16T13:16:46.257763","exception":false,"start_time":"2024-03-16T13:16:45.990036","status":"completed"},"tags":[]},"outputs":[{"data":{"text/plain":["Invoice             0\n","StockCode           0\n","Description      2928\n","Quantity            0\n","InvoiceDate         0\n","Price               0\n","Customer ID    107927\n","Country             0\n","TotalPrice          0\n","dtype: int64"]},"execution_count":14,"metadata":{},"output_type":"execute_result"}],"source":["# Delete rows without customer ID. Because we will make an analysis over customers.\n","# We also delete product information with empty rows under 1%. \n","# We aim to get healthy results in product-based analysis. \n","df.isnull().sum()"]},{"cell_type":"code","execution_count":15,"id":"a374d566","metadata":{"execution":{"iopub.execute_input":"2024-03-16T13:16:46.303207Z","iopub.status.busy":"2024-03-16T13:16:46.302025Z","iopub.status.idle":"2024-03-16T13:16:46.582469Z","shell.execute_reply":"2024-03-16T13:16:46.581313Z"},"papermill":{"duration":0.306472,"end_time":"2024-03-16T13:16:46.585653","exception":false,"start_time":"2024-03-16T13:16:46.279181","status":"completed"},"tags":[]},"outputs":[],"source":["df.dropna(inplace=True)"]},{"cell_type":"code","execution_count":16,"id":"0ba799f4","metadata":{"execution":{"iopub.execute_input":"2024-03-16T13:16:46.632023Z","iopub.status.busy":"2024-03-16T13:16:46.631385Z","iopub.status.idle":"2024-03-16T13:16:47.036863Z","shell.execute_reply":"2024-03-16T13:16:47.035601Z"},"papermill":{"duration":0.4313,"end_time":"2024-03-16T13:16:47.03947","exception":false,"start_time":"2024-03-16T13:16:46.60817","status":"completed"},"tags":[]},"outputs":[{"data":{"text/html":["<div> 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 <th>count</th>\n","      <th>mean</th>\n","      <th>min</th>\n","      <th>25%</th>\n","      <th>50%</th>\n","      <th>75%</th>\n","      <th>max</th>\n","      <th>std</th>\n","    </tr>\n","  </thead>\n","  <tbody>\n","    <tr>\n","      <th>Quantity</th>\n","      <td>417534.000</td>\n","      <td>12.759</td>\n","      <td>-9360.000</td>\n","      <td>2.000</td>\n","      <td>4.000</td>\n","      <td>12.000</td>\n","      <td>19152.000</td>\n","      <td>101.220</td>\n","    </tr>\n","    <tr>\n","      <th>InvoiceDate</th>\n","      <td>417534</td>\n","      <td>2010-07-01 01:12:19.787609856</td>\n","      <td>2009-12-01 07:45:00</td>\n","      <td>2010-03-26 11:26:00</td>\n","      <td>2010-07-08 19:12:00</td>\n","      <td>2010-10-14 14:08:00</td>\n","      <td>2010-12-09 20:01:00</td>\n","      <td>NaN</td>\n","    </tr>\n","    <tr>\n","      <th>Price</th>\n","      <td>417534.000</td>\n","      <td>3.888</td>\n","      <td>0.000</td>\n","      <td>1.250</td>\n","      <td>1.950</td>\n","      <td>3.750</td>\n","      <td>25111.090</td>\n","      <td>71.132</td>\n","    </tr>\n","    <tr>\n","      <th>Customer ID</th>\n","      <td>417534.000</td>\n","      <td>15360.645</td>\n","      <td>12346.000</td>\n","      <td>13983.000</td>\n","      <td>15311.000</td>\n","      <td>16799.000</td>\n","      <td>18287.000</td>\n","      <td>1680.811</td>\n","    </tr>\n","    <tr>\n","      <th>TotalPrice</th>\n","      <td>417534.000</td>\n","      <td>19.994</td>\n","      <td>-25111.090</td>\n","      <td>4.250</td>\n","      <td>11.250</td>\n","      <td>19.350</td>\n","      <td>15818.400</td>\n","      <td>99.916</td>\n","    </tr>\n","  </tbody>\n","</table>\n","</div>"],"text/plain":["                 count                           mean                  min  \\\n","Quantity    417534.000                         12.759            -9360.000   \n","InvoiceDate     417534  2010-07-01 01:12:19.787609856  2009-12-01 07:45:00   \n","Price       417534.000                          3.888                0.000   \n","Customer ID 417534.000                      15360.645            12346.000   \n","TotalPrice  417534.000                         19.994           -25111.090   \n","\n","                             25%                  50%                  75%  \\\n","Quantity                   2.000                4.000               12.000   \n","InvoiceDate  2010-03-26 11:26:00  2010-07-08 19:12:00  2010-10-14 14:08:00   \n","Price                      1.250                1.950                3.750   \n","Customer ID            13983.000            15311.000            16799.000   \n","TotalPrice                 4.250               11.250               19.350   \n","\n","                             max      std  \n","Quantity               19152.000  101.220  \n","InvoiceDate  2010-12-09 20:01:00      NaN  \n","Price                  25111.090   71.132  \n","Customer ID            18287.000 1680.811  \n","TotalPrice             15818.400   99.916  "]},"execution_count":18,"metadata":{},"output_type":"execute_result"}],"source":["# Canceled invoices start with the letter C. \n","# The reason why the Quantity value is negative is that these refunded invoices are the sum of the refunded charges.\n","df.describe().T"]},{"cell_type":"code","execution_count":19,"id":"327db741","metadata":{"execution":{"iopub.execute_input":"2024-03-16T13:16:47.37048Z","iopub.status.busy":"2024-03-16T13:16:47.37009Z","iopub.status.idle":"2024-03-16T13:16:47.787464Z","shell.execute_reply":"2024-03-16T13:16:47.786352Z"},"papermill":{"duration":0.44402,"end_time":"2024-03-16T13:16:47.790139","exception":false,"start_time":"2024-03-16T13:16:47.346119","status":"completed"},"tags":[]},"outputs":[{"data":{"text/html":["<div>\n","<style scoped>\n","    .dataframe tbody tr th:only-of-type {\n","        vertical-align: middle;\n","    }\n","\n","    .dataframe tbody tr th {\n","        vertical-align: top;\n","    }\n","\n","    .dataframe thead th {\n","        text-align: right;\n","    }\n","</style>\n","<table border=\"1\" class=\"dataframe\">\n","  <thead>\n","    <tr style=\"text-align: right;\">\n","      <th></th>\n","      <th>Invoice</th>\n","      <th>StockCode</th>\n","      <th>Description</th>\n","      <th>Quantity</th>\n","      <th>InvoiceDate</th>\n","      <th>Price</th>\n","      <th>Customer ID</th>\n","      <th>Country</th>\n","      <th>TotalPrice</th>\n","    </tr>\n","  </thead>\n","  <tbody>\n","    <tr>\n","      <th>178</th>\n","      <td>C489449</td>\n","      <td>22087</td>\n","      <td>PAPER BUNTING WHITE LACE</td>\n","      <td>-12</td>\n","      <td>2009-12-01 10:33:00</td>\n","      <td>2.950</td>\n","      <td>16321.000</td>\n","      <td>Australia</td>\n","      <td>-35.400</td>\n","    </tr>\n","    <tr>\n","      <th>179</th>\n","      <td>C489449</td>\n","      <td>85206A</td>\n","      <td>CREAM FELT EASTER EGG BASKET</td>\n","      <td>-6</td>\n","      <td>2009-12-01 10:33:00</td>\n","      <td>1.650</td>\n","      <td>16321.000</td>\n","      <td>Australia</td>\n","      <td>-9.900</td>\n","    </tr>\n","    <tr>\n","      <th>180</th>\n","      <td>C489449</td>\n","      <td>21895</td>\n","      <td>POTTING SHED SOW 'N' GROW SET</td>\n","      <td>-4</td>\n","      <td>2009-12-01 10:33:00</td>\n","      <td>4.250</td>\n","      <td>16321.000</td>\n","      <td>Australia</td>\n","      <td>-17.000</td>\n","    </tr>\n","    <tr>\n","      <th>181</th>\n","      <td>C489449</td>\n","      <td>21896</td>\n","      <td>POTTING SHED TWINE</td>\n","      <td>-6</td>\n","      <td>2009-12-01 10:33:00</td>\n","      <td>2.100</td>\n","      <td>16321.000</td>\n","      <td>Australia</td>\n","      <td>-12.600</td>\n","    </tr>\n","    <tr>\n","      <th>182</th>\n","      <td>C489449</td>\n","      <td>22083</td>\n","      <td>PAPER CHAIN KIT RETRO SPOT</td>\n","      <td>-12</td>\n","      <td>2009-12-01 10:33:00</td>\n","      <td>2.950</td>\n","      <td>16321.000</td>\n","      <td>Australia</td>\n","      <td>-35.400</td>\n","    </tr>\n","  </tbody>\n","</table>\n","</div>"],"text/plain":["     Invoice StockCode                    Description  Quantity  \\\n","178  C489449     22087       PAPER BUNTING WHITE LACE       -12   \n","179  C489449    85206A   CREAM FELT EASTER EGG BASKET        -6   \n","180  C489449     21895  POTTING SHED SOW 'N' GROW SET        -4   \n","181  C489449     21896             POTTING SHED TWINE        -6   \n","182  C489449     22083     PAPER CHAIN KIT RETRO SPOT       -12   \n","\n","            InvoiceDate  Price  Customer ID    Country  TotalPrice  \n","178 2009-12-01 10:33:00  2.950    16321.000  Australia     -35.400  \n","179 2009-12-01 10:33:00  1.650    16321.000  Australia      -9.900  \n","180 2009-12-01 10:33:00  4.250    16321.000  Australia     -17.000  \n","181 2009-12-01 10:33:00  2.100    16321.000  Australia     -12.600  \n","182 2009-12-01 10:33:00  2.950    16321.000  Australia     -35.400  "]},"execution_count":19,"metadata":{},"output_type":"execute_result"}],"source":["df['Invoice'] = df['Invoice'].astype(str)\n","df_refunded = df[df['Invoice'].str.contains('C')]\n","\n","df_refunded.head()"]},{"cell_type":"code","execution_count":20,"id":"2a40685d","metadata":{"execution":{"iopub.execute_input":"2024-03-16T13:16:47.838205Z","iopub.status.busy":"2024-03-16T13:16:47.837799Z","iopub.status.idle":"2024-03-16T13:16:47.855097Z","shell.execute_reply":"2024-03-16T13:16:47.853735Z"},"papermill":{"duration":0.044201,"end_time":"2024-03-16T13:16:47.857306","exception":false,"start_time":"2024-03-16T13:16:47.813105","status":"completed"},"tags":[]},"outputs":[{"name":"stdout","output_type":"stream","text":["<class 'pandas.core.frame.DataFrame'>\n","Index: 9839 entries, 178 to 525282\n","Data columns (total 9 columns):\n"," #   Column       Non-Null Count  Dtype         \n","---  ------       --------------  -----         \n"," 0   Invoice      9839 non-null   object        \n"," 1   StockCode    9839 non-null   object        \n"," 2   Description  9839 non-null   object        \n"," 3   Quantity     9839 non-null   int64         \n"," 4   InvoiceDate  9839 non-null   datetime64[ns]\n"," 5   Price        9839 non-null   float64       \n"," 6   Customer ID  9839 non-null   float64       \n"," 7   Country      9839 non-null   object        \n"," 8   TotalPrice   9839 non-null   float64       \n","dtypes: datetime64[ns](1), float64(3), int64(1), object(4)\n","memory usage: 768.7+ KB\n"]}],"source":["# There are 9839 refunded records\n","df_refunded.info()"]},{"cell_type":"code","execution_count":21,"id":"a8deb979","metadata":{"execution":{"iopub.execute_input":"2024-03-16T13:16:47.906031Z","iopub.status.busy":"2024-03-16T13:16:47.905605Z","iopub.status.idle":"2024-03-16T13:16:48.349234Z","shell.execute_reply":"2024-03-16T13:16:48.348385Z"},"papermill":{"duration":0.470284,"end_time":"2024-03-16T13:16:48.351672","exception":false,"start_time":"2024-03-16T13:16:47.881388","status":"completed"},"tags":[]},"outputs":[{"name":"stdout","output_type":"stream","text":["<class 'pandas.core.frame.DataFrame'>\n","Index: 407695 entries, 0 to 525460\n","Data columns (total 9 columns):\n"," #   Column       Non-Null Count   Dtype         \n","---  ------       --------------   -----         \n"," 0   Invoice      407695 non-null  object        \n"," 1   StockCode    407695 non-null  object        \n"," 2   Description  407695 non-null  object        \n"," 3   Quantity     407695 non-null  int64         \n"," 4   InvoiceDate  407695 non-null  datetime64[ns]\n"," 5   Price        407695 non-null  float64       \n"," 6   Customer ID  407695 non-null  float64       \n"," 7   Country      407695 non-null  object        \n"," 8   TotalPrice   407695 non-null  float64       \n","dtypes: datetime64[ns](1), float64(3), int64(1), object(4)\n","memory usage: 31.1+ MB\n"]}],"source":["# We continue by removing the refunded records. \n","df = df[~df[\"Invoice\"].str.contains(\"C\", na = False)]\n","df.info()"]},{"cell_type":"code","execution_count":22,"id":"33c19818","metadata":{"execution":{"iopub.execute_input":"2024-03-16T13:16:48.399783Z","iopub.status.busy":"2024-03-16T13:16:48.399052Z","iopub.status.idle":"2024-03-16T13:16:48.405361Z","shell.execute_reply":"2024-03-16T13:16:48.404345Z"},"papermill":{"duration":0.03285,"end_time":"2024-03-16T13:16:48.407515","exception":false,"start_time":"2024-03-16T13:16:48.374665","status":"completed"},"tags":[]},"outputs":[{"data":{"text/plain":["417534"]},"execution_count":22,"metadata":{},"output_type":"execute_result"}],"source":["# Check the total records\n","df.shape[0] + df_refunded.shape[0]"]},{"cell_type":"code","execution_count":23,"id":"f32cf232","metadata":{"execution":{"iopub.execute_input":"2024-03-16T13:16:48.455881Z","iopub.status.busy":"2024-03-16T13:16:48.455463Z","iopub.status.idle":"2024-03-16T13:16:48.550421Z","shell.execute_reply":"2024-03-16T13:16:48.549201Z"},"papermill":{"duration":0.121835,"end_time":"2024-03-16T13:16:48.552861","exception":false,"start_time":"2024-03-16T13:16:48.431026","status":"completed"},"tags":[]},"outputs":[{"data":{"text/html":["<div>\n","<style scoped>\n","    .dataframe tbody tr th:only-of-type {\n","        vertical-align: middle;\n","    }\n","\n","    .dataframe tbody tr th {\n","        vertical-align: top;\n","    }\n","\n","    .dataframe thead th {\n","        text-align: right;\n","    }\n","</style>\n","<table border=\"1\" class=\"dataframe\">\n","  <thead>\n","    <tr style=\"text-align: right;\">\n","      <th></th>\n","      <th>count</th>\n","      <th>mean</th>\n","      <th>min</th>\n","      <th>25%</th>\n","      <th>50%</th>\n","      <th>75%</th>\n","      <th>max</th>\n","      <th>std</th>\n","    </tr>\n","  </thead>\n","  <tbody>\n","    <tr>\n","      <th>Quantity</th>\n","      <td>407695.000</td>\n","      <td>13.587</td>\n","      <td>1.000</td>\n","      <td>2.000</td>\n","      <td>5.000</td>\n","      <td>12.000</td>\n","      <td>19152.000</td>\n","      <td>96.842</td>\n","    </tr>\n","    <tr>\n","      <th>InvoiceDate</th>\n","      <td>407695</td>\n","      <td>2010-07-01 10:10:10.782177792</td>\n","      <td>2009-12-01 07:45:00</td>\n","      <td>2010-03-26 14:01:00</td>\n","      <td>2010-07-09 15:46:00</td>\n","      <td>2010-10-14 17:09:00</td>\n","      <td>2010-12-09 20:01:00</td>\n","      <td>NaN</td>\n","    </tr>\n","    <tr>\n","      <th>Price</th>\n","      <td>407695.000</td>\n","      <td>3.294</td>\n","      <td>0.000</td>\n","      <td>1.250</td>\n","      <td>1.950</td>\n","      <td>3.750</td>\n","      <td>10953.500</td>\n","      <td>34.757</td>\n","    </tr>\n","    <tr>\n","      <th>Customer ID</th>\n","      <td>407695.000</td>\n","      <td>15368.504</td>\n","      <td>12346.000</td>\n","      <td>13997.000</td>\n","      <td>15321.000</td>\n","      <td>16812.000</td>\n","      <td>18287.000</td>\n","      <td>1679.796</td>\n","    </tr>\n","    <tr>\n","      <th>TotalPrice</th>\n","      <td>407695.000</td>\n","      <td>21.663</td>\n","      <td>0.000</td>\n","      <td>4.950</td>\n","      <td>11.900</td>\n","      <td>19.500</td>\n","      <td>15818.400</td>\n","      <td>77.147</td>\n","    </tr>\n","  </tbody>\n","</table>\n","</div>"],"text/plain":["                 count                           mean                  min  \\\n","Quantity    407695.000                         13.587                1.000   \n","InvoiceDate     407695  2010-07-01 10:10:10.782177792  2009-12-01 07:45:00   \n","Price       407695.000                          3.294                0.000   \n","Customer ID 407695.000                      15368.504            12346.000   \n","TotalPrice  407695.000                         21.663                0.000   \n","\n","                             25%                  50%                  75%  \\\n","Quantity                   2.000                5.000               12.000   \n","InvoiceDate  2010-03-26 14:01:00  2010-07-09 15:46:00  2010-10-14 17:09:00   \n","Price                      1.250                1.950                3.750   \n","Customer ID            13997.000            15321.000            16812.000   \n","TotalPrice                 4.950               11.900               19.500   \n","\n","                             max      std  \n","Quantity               19152.000   96.842  \n","InvoiceDate  2010-12-09 20:01:00      NaN  \n","Price                  10953.500   34.757  \n","Customer ID            18287.000 1679.796  \n","TotalPrice             15818.400   77.147  "]},"execution_count":23,"metadata":{},"output_type":"execute_result"}],"source":["df.describe().T"]},{"cell_type":"code","execution_count":24,"id":"1403ebaa","metadata":{"execution":{"iopub.execute_input":"2024-03-16T13:16:48.603793Z","iopub.status.busy":"2024-03-16T13:16:48.603361Z","iopub.status.idle":"2024-03-16T13:16:48.612481Z","shell.execute_reply":"2024-03-16T13:16:48.611424Z"},"papermill":{"duration":0.037408,"end_time":"2024-03-16T13:16:48.614759","exception":false,"start_time":"2024-03-16T13:16:48.577351","status":"completed"},"tags":[]},"outputs":[{"data":{"text/plain":["(31, 9)"]},"execution_count":24,"metadata":{},"output_type":"execute_result"}],"source":["# Analyze the products with a sale price of 0 and remove these records as well.\n","# Boolean indexing\n","df_ZeroPrice = df[df['Price'] == 0]\n","df_ZeroPrice.shape"]},{"cell_type":"code","execution_count":25,"id":"03329bc0","metadata":{"execution":{"iopub.execute_input":"2024-03-16T13:16:48.665192Z","iopub.status.busy":"2024-03-16T13:16:48.664752Z","iopub.status.idle":"2024-03-16T13:16:48.679405Z","shell.execute_reply":"2024-03-16T13:16:48.678058Z"},"papermill":{"duration":0.042784,"end_time":"2024-03-16T13:16:48.681747","exception":false,"start_time":"2024-03-16T13:16:48.638963","status":"completed"},"tags":[]},"outputs":[{"data":{"text/html":["<div>\n","<style scoped>\n","    .dataframe tbody tr th:only-of-type {\n","        vertical-align: middle;\n","    }\n","\n","    .dataframe tbody tr th {\n","        vertical-align: top;\n","    }\n","\n","    .dataframe thead th {\n","        text-align: right;\n","    }\n","</style>\n","<table border=\"1\" class=\"dataframe\">\n","  <thead>\n","    <tr style=\"text-align: right;\">\n","      <th></th>\n","      <th>Invoice</th>\n","      <th>StockCode</th>\n","      <th>Description</th>\n","      <th>Quantity</th>\n","      <th>InvoiceDate</th>\n","      <th>Price</th>\n","      <th>Customer ID</th>\n","      <th>Country</th>\n","      <th>TotalPrice</th>\n","    </tr>\n","  </thead>\n","  <tbody>\n","    <tr>\n","      <th>4674</th>\n","      <td>489825</td>\n","      <td>22076</td>\n","      <td>6 RIBBONS EMPIRE</td>\n","      <td>12</td>\n","      <td>2009-12-02 13:34:00</td>\n","      <td>0.000</td>\n","      <td>16126.000</td>\n","      <td>United Kingdom</td>\n","      <td>0.000</td>\n","    </tr>\n","    <tr>\n","      <th>6781</th>\n","      <td>489998</td>\n","      <td>48185</td>\n","      <td>DOOR MAT FAIRY CAKE</td>\n","      <td>2</td>\n","      <td>2009-12-03 11:19:00</td>\n","      <td>0.000</td>\n","      <td>15658.000</td>\n","      <td>United Kingdom</td>\n","      <td>0.000</td>\n","    </tr>\n","    <tr>\n","      <th>16107</th>\n","      <td>490727</td>\n","      <td>M</td>\n","      <td>Manual</td>\n","      <td>1</td>\n","      <td>2009-12-07 16:38:00</td>\n","      <td>0.000</td>\n","      <td>17231.000</td>\n","      <td>United Kingdom</td>\n","      <td>0.000</td>\n","    </tr>\n","    <tr>\n","      <th>18738</th>\n","      <td>490961</td>\n","      <td>22065</td>\n","      <td>CHRISTMAS PUDDING TRINKET POT</td>\n","      <td>1</td>\n","      <td>2009-12-08 15:25:00</td>\n","      <td>0.000</td>\n","      <td>14108.000</td>\n","      <td>United Kingdom</td>\n","      <td>0.000</td>\n","    </tr>\n","    <tr>\n","      <th>18739</th>\n","      <td>490961</td>\n","      <td>22142</td>\n","      <td>CHRISTMAS CRAFT WHITE FAIRY</td>\n","      <td>12</td>\n","      <td>2009-12-08 15:25:00</td>\n","      <td>0.000</td>\n","      <td>14108.000</td>\n","      <td>United Kingdom</td>\n","      <td>0.000</td>\n","    </tr>\n","  </tbody>\n","</table>\n","</div>"],"text/plain":["      Invoice StockCode                     Description  Quantity  \\\n","4674   489825     22076              6 RIBBONS EMPIRE          12   \n","6781   489998     48185             DOOR MAT FAIRY CAKE         2   \n","16107  490727         M                          Manual         1   \n","18738  490961     22065  CHRISTMAS PUDDING TRINKET POT          1   \n","18739  490961     22142    CHRISTMAS CRAFT WHITE FAIRY         12   \n","\n","              InvoiceDate  Price  Customer ID         Country  TotalPrice  \n","4674  2009-12-02 13:34:00  0.000    16126.000  United Kingdom       0.000  \n","6781  2009-12-03 11:19:00  0.000    15658.000  United Kingdom       0.000  \n","16107 2009-12-07 16:38:00  0.000    17231.000  United Kingdom       0.000  \n","18738 2009-12-08 15:25:00  0.000    14108.000  United Kingdom       0.000  \n","18739 2009-12-08 15:25:00  0.000    14108.000  United Kingdom       0.000  "]},"execution_count":25,"metadata":{},"output_type":"execute_result"}],"source":["df_ZeroPrice.head()"]},{"cell_type":"code","execution_count":26,"id":"00fd763b","metadata":{"execution":{"iopub.execute_input":"2024-03-16T13:16:48.732254Z","iopub.status.busy":"2024-03-16T13:16:48.731839Z","iopub.status.idle":"2024-03-16T13:16:48.809141Z","shell.execute_reply":"2024-03-16T13:16:48.80816Z"},"papermill":{"duration":0.10601,"end_time":"2024-03-16T13:16:48.811865","exception":false,"start_time":"2024-03-16T13:16:48.705855","status":"completed"},"tags":[]},"outputs":[],"source":["df.drop(df[df['Price'] == 0.0].index, inplace=True)"]},{"cell_type":"code","execution_count":27,"id":"ce5d8b2b","metadata":{"execution":{"iopub.execute_input":"2024-03-16T13:16:48.861634Z","iopub.status.busy":"2024-03-16T13:16:48.861209Z","iopub.status.idle":"2024-03-16T13:16:48.868446Z","shell.execute_reply":"2024-03-16T13:16:48.867296Z"},"papermill":{"duration":0.034994,"end_time":"2024-03-16T13:16:48.870808","exception":false,"start_time":"2024-03-16T13:16:48.835814","status":"completed"},"tags":[]},"outputs":[{"data":{"text/plain":["(407664, 9)"]},"execution_count":27,"metadata":{},"output_type":"execute_result"}],"source":["# After 31 deleted records, there should be 407664 records.\n","df.shape"]},{"cell_type":"code","execution_count":28,"id":"5216b32b","metadata":{"execution":{"iopub.execute_input":"2024-03-16T13:16:48.923871Z","iopub.status.busy":"2024-03-16T13:16:48.923487Z","iopub.status.idle":"2024-03-16T13:16:48.938833Z","shell.execute_reply":"2024-03-16T13:16:48.937444Z"},"papermill":{"duration":0.045086,"end_time":"2024-03-16T13:16:48.941161","exception":false,"start_time":"2024-03-16T13:16:48.896075","status":"completed"},"tags":[]},"outputs":[{"data":{"text/html":["<div>\n","<style scoped>\n","    .dataframe tbody tr th:only-of-type {\n","        vertical-align: middle;\n","    }\n","\n","    .dataframe tbody tr th {\n","        vertical-align: top;\n","    }\n","\n","    .dataframe thead th {\n","        text-align: right;\n","    }\n","</style>\n","<table border=\"1\" class=\"dataframe\">\n","  <thead>\n","    <tr style=\"text-align: right;\">\n","      <th></th>\n","      <th>Invoice</th>\n","      <th>StockCode</th>\n","      <th>Description</th>\n","      <th>Quantity</th>\n","      <th>InvoiceDate</th>\n","      <th>Price</th>\n","      <th>Customer ID</th>\n","      <th>Country</th>\n","      <th>TotalPrice</th>\n","    </tr>\n","  </thead>\n","  <tbody>\n","    <tr>\n","      <th>0</th>\n","      <td>489434</td>\n","      <td>85048</td>\n","      <td>15CM CHRISTMAS GLASS BALL 20 LIGHTS</td>\n","      <td>12</td>\n","      <td>2009-12-01 07:45:00</td>\n","      <td>6.950</td>\n","      <td>13085.000</td>\n","      <td>United Kingdom</td>\n","      <td>83.400</td>\n","    </tr>\n","    <tr>\n","      <th>1</th>\n","      <td>489434</td>\n","      <td>79323P</td>\n","      <td>PINK CHERRY LIGHTS</td>\n","      <td>12</td>\n","      <td>2009-12-01 07:45:00</td>\n","      <td>6.750</td>\n","      <td>13085.000</td>\n","      <td>United Kingdom</td>\n","      <td>81.000</td>\n","    </tr>\n","    <tr>\n","      <th>2</th>\n","      <td>489434</td>\n","      <td>79323W</td>\n","      <td>WHITE CHERRY LIGHTS</td>\n","      <td>12</td>\n","      <td>2009-12-01 07:45:00</td>\n","      <td>6.750</td>\n","      <td>13085.000</td>\n","      <td>United Kingdom</td>\n","      <td>81.000</td>\n","    </tr>\n","    <tr>\n","      <th>3</th>\n","      <td>489434</td>\n","      <td>22041</td>\n","      <td>RECORD FRAME 7\" SINGLE SIZE</td>\n","      <td>48</td>\n","      <td>2009-12-01 07:45:00</td>\n","      <td>2.100</td>\n","      <td>13085.000</td>\n","      <td>United Kingdom</td>\n","      <td>100.800</td>\n","    </tr>\n","    <tr>\n","      <th>4</th>\n","      <td>489434</td>\n","      <td>21232</td>\n","      <td>STRAWBERRY CERAMIC TRINKET BOX</td>\n","      <td>24</td>\n","      <td>2009-12-01 07:45:00</td>\n","      <td>1.250</td>\n","      <td>13085.000</td>\n","      <td>United Kingdom</td>\n","      <td>30.000</td>\n","    </tr>\n","  </tbody>\n","</table>\n","</div>"],"text/plain":["  Invoice StockCode                          Description  Quantity  \\\n","0  489434     85048  15CM CHRISTMAS GLASS BALL 20 LIGHTS        12   \n","1  489434    79323P                   PINK CHERRY LIGHTS        12   \n","2  489434    79323W                  WHITE CHERRY LIGHTS        12   \n","3  489434     22041         RECORD FRAME 7\" SINGLE SIZE         48   \n","4  489434     21232       STRAWBERRY CERAMIC TRINKET BOX        24   \n","\n","          InvoiceDate  Price  Customer ID         Country  TotalPrice  \n","0 2009-12-01 07:45:00  6.950    13085.000  United Kingdom      83.400  \n","1 2009-12-01 07:45:00  6.750    13085.000  United Kingdom      81.000  \n","2 2009-12-01 07:45:00  6.750    13085.000  United Kingdom      81.000  \n","3 2009-12-01 07:45:00  2.100    13085.000  United Kingdom     100.800  \n","4 2009-12-01 07:45:00  1.250    13085.000  United Kingdom      30.000  "]},"execution_count":28,"metadata":{},"output_type":"execute_result"}],"source":["df.head()"]},{"cell_type":"markdown","id":"5c8836a8","metadata":{"papermill":{"duration":0.024225,"end_time":"2024-03-16T13:16:48.989885","exception":false,"start_time":"2024-03-16T13:16:48.96566","status":"completed"},"tags":[]},"source":["<div style=\"color:white;display:fill;border-radius:8px;\n","            background-color:#2C3E50 ;font-size:120%;\n","            font-family:Helvetica;letter-spacing:0.5px\">\n","    <p style=\"padding: 8px;color:white;\"><b>3)  Extract meaningful insights</b></p>\n","</div>"]},{"cell_type":"code","execution_count":29,"id":"de996bde","metadata":{"execution":{"iopub.execute_input":"2024-03-16T13:16:49.040646Z","iopub.status.busy":"2024-03-16T13:16:49.040235Z","iopub.status.idle":"2024-03-16T13:17:02.17371Z","shell.execute_reply":"2024-03-16T13:17:02.172511Z"},"papermill":{"duration":13.162218,"end_time":"2024-03-16T13:17:02.176639","exception":false,"start_time":"2024-03-16T13:16:49.014421","status":"completed"},"tags":[]},"outputs":[],"source":["# date, month, week, time\n","# Convert 'InvoiceDate' column to datetime format\n","df['InvoiceDate'] = pd.to_datetime(df['InvoiceDate'])\n","\n","# Create 'date', 'month', 'week', and 'time' columns\n","df['date'] = df['InvoiceDate'].dt.strftime('%m/%d/%Y')\n","df['month'] = df['InvoiceDate'].dt.strftime('%B')\n","df['week'] = df['InvoiceDate'].dt.strftime('%A')\n","df['time'] = df['InvoiceDate'].dt.strftime('%H')"]},{"cell_type":"code","execution_count":30,"id":"36472716","metadata":{"execution":{"iopub.execute_input":"2024-03-16T13:17:02.228256Z","iopub.status.busy":"2024-03-16T13:17:02.227793Z","iopub.status.idle":"2024-03-16T13:17:02.247025Z","shell.execute_reply":"2024-03-16T13:17:02.245833Z"},"papermill":{"duration":0.04797,"end_time":"2024-03-16T13:17:02.249581","exception":false,"start_time":"2024-03-16T13:17:02.201611","status":"completed"},"tags":[]},"outputs":[{"data":{"text/html":["<div>\n","<style scoped>\n","    .dataframe tbody tr th:only-of-type {\n","        vertical-align: middle;\n","    }\n","\n","    .dataframe tbody tr th {\n","        vertical-align: top;\n","    }\n","\n","    .dataframe thead th {\n","        text-align: right;\n","    }\n","</style>\n","<table border=\"1\" class=\"dataframe\">\n","  <thead>\n","    <tr style=\"text-align: right;\">\n","      <th></th>\n","      <th>Invoice</th>\n","      <th>StockCode</th>\n","      <th>Description</th>\n","      <th>Quantity</th>\n","      <th>InvoiceDate</th>\n","      <th>Price</th>\n","      <th>Customer ID</th>\n","      <th>Country</th>\n","      <th>TotalPrice</th>\n","      <th>date</th>\n","      <th>month</th>\n","      <th>week</th>\n","      <th>time</th>\n","    </tr>\n","  </thead>\n","  <tbody>\n","    <tr>\n","      <th>0</th>\n","      <td>489434</td>\n","      <td>85048</td>\n","      <td>15CM CHRISTMAS GLASS BALL 20 LIGHTS</td>\n","      <td>12</td>\n","      <td>2009-12-01 07:45:00</td>\n","      <td>6.950</td>\n","      <td>13085.000</td>\n","      <td>United Kingdom</td>\n","      <td>83.400</td>\n","      <td>12/01/2009</td>\n","      <td>December</td>\n","      <td>Tuesday</td>\n","      <td>07</td>\n","    </tr>\n","    <tr>\n","      <th>1</th>\n","      <td>489434</td>\n","      <td>79323P</td>\n","      <td>PINK CHERRY LIGHTS</td>\n","      <td>12</td>\n","      <td>2009-12-01 07:45:00</td>\n","      <td>6.750</td>\n","      <td>13085.000</td>\n","      <td>United Kingdom</td>\n","      <td>81.000</td>\n","      <td>12/01/2009</td>\n","      <td>December</td>\n","      <td>Tuesday</td>\n","      <td>07</td>\n","    </tr>\n","    <tr>\n","      <th>2</th>\n","      <td>489434</td>\n","      <td>79323W</td>\n","      <td>WHITE CHERRY LIGHTS</td>\n","      <td>12</td>\n","      <td>2009-12-01 07:45:00</td>\n","      <td>6.750</td>\n","      <td>13085.000</td>\n","      <td>United Kingdom</td>\n","      <td>81.000</td>\n","      <td>12/01/2009</td>\n","      <td>December</td>\n","      <td>Tuesday</td>\n","      <td>07</td>\n","    </tr>\n","    <tr>\n","      <th>3</th>\n","      <td>489434</td>\n","      <td>22041</td>\n","      <td>RECORD FRAME 7\" SINGLE SIZE</td>\n","      <td>48</td>\n","      <td>2009-12-01 07:45:00</td>\n","      <td>2.100</td>\n","      <td>13085.000</td>\n","      <td>United Kingdom</td>\n","      <td>100.800</td>\n","      <td>12/01/2009</td>\n","      <td>December</td>\n","      <td>Tuesday</td>\n","      <td>07</td>\n","    </tr>\n","    <tr>\n","      <th>4</th>\n","      <td>489434</td>\n","      <td>21232</td>\n","      <td>STRAWBERRY CERAMIC TRINKET BOX</td>\n","      <td>24</td>\n","      <td>2009-12-01 07:45:00</td>\n","      <td>1.250</td>\n","      <td>13085.000</td>\n","      <td>United Kingdom</td>\n","      <td>30.000</td>\n","      <td>12/01/2009</td>\n","      <td>December</td>\n","      <td>Tuesday</td>\n","      <td>07</td>\n","    </tr>\n","  </tbody>\n","</table>\n","</div>"],"text/plain":["  Invoice StockCode                          Description  Quantity  \\\n","0  489434     85048  15CM CHRISTMAS GLASS BALL 20 LIGHTS        12   \n","1  489434    79323P                   PINK CHERRY LIGHTS        12   \n","2  489434    79323W                  WHITE CHERRY LIGHTS        12   \n","3  489434     22041         RECORD FRAME 7\" SINGLE SIZE         48   \n","4  489434     21232       STRAWBERRY CERAMIC TRINKET BOX        24   \n","\n","          InvoiceDate  Price  Customer ID         Country  TotalPrice  \\\n","0 2009-12-01 07:45:00  6.950    13085.000  United Kingdom      83.400   \n","1 2009-12-01 07:45:00  6.750    13085.000  United Kingdom      81.000   \n","2 2009-12-01 07:45:00  6.750    13085.000  United Kingdom      81.000   \n","3 2009-12-01 07:45:00  2.100    13085.000  United Kingdom     100.800   \n","4 2009-12-01 07:45:00  1.250    13085.000  United Kingdom      30.000   \n","\n","         date     month     week time  \n","0  12/01/2009  December  Tuesday   07  \n","1  12/01/2009  December  Tuesday   07  \n","2  12/01/2009  December  Tuesday   07  \n","3  12/01/2009  December  Tuesday   07  \n","4  12/01/2009  December  Tuesday   07  "]},"execution_count":30,"metadata":{},"output_type":"execute_result"}],"source":["df.head()"]},{"cell_type":"code","execution_count":31,"id":"90246c26","metadata":{"execution":{"iopub.execute_input":"2024-03-16T13:17:02.301936Z","iopub.status.busy":"2024-03-16T13:17:02.301542Z","iopub.status.idle":"2024-03-16T13:17:03.014088Z","shell.execute_reply":"2024-03-16T13:17:03.01303Z"},"papermill":{"duration":0.742458,"end_time":"2024-03-16T13:17:03.017442","exception":false,"start_time":"2024-03-16T13:17:02.274984","status":"completed"},"tags":[]},"outputs":[{"data":{"image/png":"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","text/plain":["<Figure size 1200x600 with 1 Axes>"]},"metadata":{},"output_type":"display_data"}],"source":["# Calculate the total sales by month\n","df_months = df.groupby('month').agg({'TotalPrice': 'sum'}).reset_index()\n","\n","# Set the style\n","sns.set_style(\"whitegrid\")\n","\n","# Plot the line plot\n","plt.figure(figsize=(12, 6))\n","sns.lineplot(data=df_months, x='month', y='TotalPrice', marker='o', color='darkblue', linewidth=2)\n","plt.title('Total Sales by Month', fontsize=16)\n","plt.xlabel('Months of the Year', fontsize=12)\n","plt.ylabel('Total Price', fontsize=12)\n","plt.xticks(rotation=45, ha='right', fontsize=10)\n","plt.yticks(fontsize=10)\n","plt.grid(True, linestyle='--', alpha=0.5)  # Add grid lines\n","plt.tight_layout()\n","plt.show()"]},{"cell_type":"code","execution_count":32,"id":"97be5e13","metadata":{"execution":{"iopub.execute_input":"2024-03-16T13:17:03.080871Z","iopub.status.busy":"2024-03-16T13:17:03.080481Z","iopub.status.idle":"2024-03-16T13:17:03.614472Z","shell.execute_reply":"2024-03-16T13:17:03.613401Z"},"papermill":{"duration":0.566027,"end_time":"2024-03-16T13:17:03.61823","exception":false,"start_time":"2024-03-16T13:17:03.052203","status":"completed"},"tags":[]},"outputs":[{"data":{"image/png":"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","text/plain":["<Figure size 1000x600 with 1 Axes>"]},"metadata":{},"output_type":"display_data"}],"source":["import pandas as pd\n","import matplotlib.pyplot as plt\n","\n","# Assume 'data' is your DataFrame containing 'week' and 'Total_sales' columns\n","\n","# Calculating total sales on a daily basis\n","daywise = df.groupby('week').agg({'TotalPrice': 'sum'}).reset_index()\n","\n","# Reordering the table according to weekdays\n","daywise['week'] = pd.Categorical(daywise['week'], categories=[\"Sunday\", \"Monday\", \"Tuesday\", \"Wednesday\", \"Thursday\", \"Friday\", \"Saturday\"], ordered=True)\n","daywise = daywise.sort_values('week')\n","\n","# Line plot\n","plt.figure(figsize=(10, 6))\n","plt.plot(daywise['week'], daywise['TotalPrice'], marker='o', color='skyblue', linewidth=1.2, markersize=6)\n","plt.title('Total Sales by Day')\n","plt.xlabel('Days of the week')\n","plt.ylabel('Total Sales')\n","plt.xticks(rotation=45)\n","plt.grid(True)\n","plt.tight_layout()\n","plt.show()"]},{"cell_type":"code","execution_count":33,"id":"431cb86e","metadata":{"execution":{"iopub.execute_input":"2024-03-16T13:17:03.676297Z","iopub.status.busy":"2024-03-16T13:17:03.675562Z","iopub.status.idle":"2024-03-16T13:17:05.022941Z","shell.execute_reply":"2024-03-16T13:17:05.021997Z"},"papermill":{"duration":1.379576,"end_time":"2024-03-16T13:17:05.02573","exception":false,"start_time":"2024-03-16T13:17:03.646154","status":"completed"},"tags":[]},"outputs":[{"data":{"image/png":"iVBORw0KGgoAAAANSUhEUgAAA2gAAAIoCAYAAAAcOcjlAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjcuNSwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy/xnp5ZAAAACXBIWXMAAA9hAAAPYQGoP6dpAACEVklEQVR4nOzdeVxUZfvH8S+MICMoikvmWqGACAqmkoSaW5ZmieaSkktWVpbaqvUzt0xtM9N6six3yx210hYrt9xLXMrdyu1JWRIFEZA5vz98mBxBthg5wuf9evHSOeee+76uMwMz15z73ONiGIYhAAAAAECRcy3qAAAAAAAAl1GgAQAAAIBJUKABAAAAgElQoAEAAACASVCgAQAAAIBJUKABAAAAgElQoAEAAACASVCgAQAAAIBJUKABAAAAgElQoAFAMbFs2TL5+/tr2bJlRR3KDe3hhx+Wv79/UYdRaKZOnSp/f39t3bq1qEMBAOQBBRpQSE6cOCF/f3/5+/vrzjvv1KVLl7Jtd+TIEXu71q1bX5fYbuQ37jdy7EBe3OgFVObfvuHDhxd1KEVu+/bteuONN/Twww/r9ttvz9Nxsdlsmjt3rjp16qQGDRrojjvu0HPPPafjx4/ne/ykpCRNmDBBrVq1UlBQkFq3bq033nhDycnJThv7ej7+K1as0MiRI9WlSxcFBQXl+tqQ+bt1rZ8TJ07ka/yiOL4omUoVdQBAcVOqVCnFxcVp3bp1atOmTZb9S5Yskasrn40AQHGzdOlSRUdHy2q16uabb1ZSUlKu9xk5cqQWL16sunXr6uGHH9aZM2e0evVq/fTTT1q4cKFuueWWPI194cIFRUVFad++fYqIiFDHjh21b98+zZgxQ9u3b9f8+fNVunRpp4x9vbz33ns6efKkKlSooCpVqujkyZN5ul9kZKSqV6+eZXu5cuXyPHZJOL4wDwo0oJCFhoZq//79Wrp0aZYC7dKlS1q5cqXCw8O1bdu2IooQAOAMvXv31oABA3Tbbbdpz5496tGjR47tt2zZosWLF6tJkyaaMWOG3N3dJUn33XefHn/8cb322mv69NNP8zT2J598on379umxxx7TCy+8YN/+9ttva/r06Zo1a5YGDhzolLGvl3Hjxql27dqqXr26Pv74Y73zzjt5ul9kZKTCwsL+1dgl4fjCPPgYHyhkpUuXVocOHbRu3TrFx8c77Fu7dq3i4uLUtWvXa97/woULmjJliu655x4FBweradOmevzxx/Xzzz9naZuamqoZM2bo/vvv1+23366QkBC1bt1aQ4YM0f79+yVJw4cP18svvyxJevnllx2md+SFYRhaunSpevXqpcaNG6thw4a6++67NXLkSJ06dcrernXr1tecspndNT2FGfvJkyf1yiuvqHnz5goKClKLFi30yiuvOMR3dSxpaWmaNGmS7rrrLjVo0EBdunTRpk2bJEnnz5/XmDFjFBERoeDgYPXo0UO7d+/ONrf4+HiNHz9e7dq1U1BQkMLCwvTMM8/o4MGDWdpmHqNz585p7NixatmypQIDA+1TdM6cOaNx48bp7rvvVoMGDdS4cWPde++9GjlypM6fP5/t+NeyZs0aPfjgg2rYsKHuuOMOvfzyy4qLi3Nok9vUJH9/fz388MP22w899JACAwN15syZbNu/9NJL8vf3186dO3ONL7Pvv/76S88995zCwsLUsGFD9ezZ0/44XGn48OHy9/fX8ePHNWPGDHXo0EFBQUEOsR88eFBDhgxRs2bN7NOPXn/9df3999/ZxrBjxw5FRUUpJCREYWFhGjp0qP773/9m2zZz/OymROU0RXH79u166qmnFB4erqCgILVs2VJPP/20duzYIeny8/H999+XJPXp0yfb6c9//PGHXn75ZbVu3VpBQUFq2rSp7r//fr3++usyDCOHo5zV4sWL1alTJwUHB6t58+YaP378Nc/y7N+/X88++6wiIiIUFBSkVq1a6bXXXnM4nsuWLbN/EBUdHe3wO7p161atWbNG/v7+Wd6Izpo1S/7+/mrRooXD9tTUVAUHBzs876TLf4eWLFminj17qlGjRmrYsKG6dOmiJUuWZBt7ftpf+fh98cUXeuCBB9SgQQNFRERo3LhxunjxYu4H9n+Cg4NVt25dWSyWPLVfvHixJGnIkCH2N/CS1LJlSzVt2lQbN27M9u/Y1QzD0OLFi1WmTBk99dRTDvueeuoplSlTxj5WYY6d2+OfKT+vazkJDw/P9kyYsxXV8UXJxRk0wAkefPBBLVy4UCtWrNAjjzxi375kyRKVL19ebdu2zfZ+qamp6tu3r3bv3q369eurb9++io+P16pVq7Rx40a98847uvfee+3thw0bptWrV8vf319dunSRu7u7/vrrL23dulV79uxRQECA2rZtq3Pnzun7779XmzZtVK9evTznYbPZNHToUH3zzTe66aab1LFjR3l5eenkyZNavXq1WrRooWrVqhXoGBVW7L///rt69eqlhIQEtWrVSnXr1tWhQ4e0dOlS/fjjj/rss8906623Zrnf0KFDdfDgQbVu3VoXL17UF198oYEDB+rzzz/XyJEjlZ6ernvuuUd///23Vq1apUcffVTff/+9ypYta+/j2LFj9iIjIiJCbdu2VXx8vL799ltt3LhRs2bNUsOGDR3GTUtLU9++fXXhwgW1bt1aFotFFStWVEpKih566CGdPHlSd955p9q2bav09HSdOHFCK1eu1IABAxzGzknm+O3bt1d4eLhiYmK0bNky/fzzz1q8eLG8vb3z+Whd1qNHD/3yyy9atmyZnnjiCYd9586d0zfffKO6desqNDQ0T/0lJibqoYceUoUKFdStWzclJCRo9erVevTRRzVlypRsf09ee+017dq1Sy1btlSrVq1UsWJFSZeLrUcffVTp6elq3769qlevrpiYGM2ZM0dr167VwoUL5ePjY+9n8+bNeuyxx+Ti4qIOHTqoSpUq2rx5sx566KF8TXvKyezZszVhwgR5eHiobdu2qlatmk6fPq2ff/5Z33zzjRo3bqzIyEhJ0rZt2xymYWU+1qdPn1a3bt2UkpKili1bqkOHDkpJSdEff/yhzz//XMOGDVOpUnl7KZ85c6a2bNmie++9Vy1bttSmTZs0e/Zs7dq1S/PmzZObm5u97ffff6+hQ4fK1dVVbdq0UdWqVXXkyBHNmzdPGzdu1KJFi+Tt7a169eqpT58+mjNnjv13NlP16tVVtmxZubq6auvWrRowYIB9X+ab99OnT+uPP/6wT/XauXOn0tLSHM52GIahF154QV9++aVuueUW3XfffXJ3d9dPP/2k//u//9ORI0c0bNiwArfPNH/+fG3YsEGtW7fWHXfcoQ0bNmju3Ln6+++/83ymJr+2bt2qMmXKqFGjRln2NW/eXNu2bdO2bdvUuXNn+/bWrVvr5MmT+v7771WjRg1Jl4v4M2fOKCIiQmXKlHHoJ7P/jRs36r///a9uvvnmAo99tdwefyn/r2vOsH37du3atUuurq665ZZb1KxZM3l6embb1kzHFyWYAaBQHD9+3PDz8zMeeeQRwzAM47777jM6duxo33/mzBkjMDDQeO211wzDMIygoCCjVatWDn1MnTrV8PPzM55//nnDZrPZt//6669G/fr1jcaNGxvnz583DMMwzp07Z/j7+xuRkZHGpUuXHPq5dOmSkZiYaL+9dOlSw8/Pz1i6dGm+cpo7d67h5+dn9O3b10hJSXHYl5KSYvz999/2261atcqST6aoqCjDz8/PfrswY3/44YcNPz8/Y8GCBQ7b582bZ/j5+Rl9+vTJNpaHHnrISE5Otm//6quvDD8/P6Nx48bG4MGDjfT0dPu+jz/+2PDz8zNmzJjh0FePHj2MevXqGevXr3fYfvToUSM0NNS47777HLa3atXK/hy5+nh+//33hp+fn/H6669nyTEpKclITU3NNv8rZR4rPz+/LDG9/fbbhp+fnzF27Fj7tszn7LBhw7Ltz8/Pz4iKirLfvnjxotG0aVOjTZs2Ds9Pw/jneM+aNSvXODP79vPzM5577jmHvvbt22fUr1/fuOOOOxyO0bBhwww/Pz+jRYsWxsmTJx36ysjIMNq2bZtt3m+88Ybh5+dnvPzyyw7t27RpY/j7+xvbt2+3b7fZbMZzzz1nj+1KmeMfP348Sy5Tpkwx/Pz8jC1btjjkERAQYERERGS5j81mM/76668c759pzpw51zyuV/7+5SSz//r16xv79u3LNt9PP/3Uvj0hIcFo1KiR0bx5c+PEiRMOfX355Zf5fh5FRkYaoaGh9t+pjIwMo3Hjxkbfvn2z/O5OnjzZ8PPzc3hcFi5caPj5+RnDhw830tLS7NtTU1ONgQMHGn5+fsaePXsK3D7z+Nx+++3GkSNH7NtTUlKMu+++2wgICHB4vPJq586dOR6X5ORkw8/PL8vfiUxff/214efnZ0yePNlhe+bfkSufVz/++GOWx+VKY8eONfz8/IxNmzb9q7Gzk9vjn5/Xtfz46KOPcn1dy3xsr/5p3LixER0dne19zHZ8UTIxxRFwkq5du+rQoUPatWuXpMvTPy5dupTj9Mbly5fLzc1NL7zwglxcXOzbAwMDFRkZqXPnzmnNmjWSJBcXFxmGodKlS2dZdMRisRTKWYDPPvtMFotFo0ePloeHh8M+Dw8PlS9fvkD9Flbsp06d0tatW1WnTh11797dYd9DDz2k2267TVu2bMl22tqzzz7r8EnoPffcIzc3N507dy7LWYn77rtPkuxTLyXpt99+086dO9W5c2c1b97coe9bb71V3bt318GDB7Od6vjiiy9mOZ6Zstvu6enpMEUmN+Hh4VlieuKJJ1SuXDktX75cNpstz31dqXTp0urcubOOHz+uLVu2OOxbsmSJ3N3d9cADD+S5P4vFoueee87huR4QEKAHHnhACQkJWrduXZb7DBgwIMtZ219++UXHjh1TixYtsuQ9aNAglS9fXl9++aXS0tIkST///LOOHz+uu+66S40bN7a3dXFx0XPPPZfn6Wk5WbBggf0MdOan8FeOc9NNN+Wrv+yeF/n9/evcubMCAgIc4sjMNzo62r59xYoVSkpK0nPPPZdlOlnHjh1Vv359ffXVV3keNywsTMnJydq7d6+ky787586dU7du3VStWjWH59LWrVvl4eGhBg0a2LfNmzdPZcqU0ahRoxzO8rm7u+vZZ5+VJId48ts+U58+fXTbbbfZb3t4eOi+++6TzWbTr7/+mud88ypz2rKXl1e2+zO3Xz29edasWVq1apXDcyivfWVOZy3o2AWRn9e1whYQEKDx48drzZo12r17t77//nu9+uqrcnFx0fDhw/X9999nuc+NdnxRPDHFEXCS+++/X2+//baWLl2qhg0batmyZQoMDLzmFMOkpCQdP35cvr6+qlq1apb9YWFhWrRokb1I8PLyUsuWLbVu3TpFRkbqnnvuUdOmTRUcHOzwpqSgkpOTdeTIEdWuXbvQV5oqrNj37dsnSWrSpInDC78kubq6qkmTJjp69Kj27dtnn3aS6erHwdXVVT4+Prp48WKWAqBy5cqS5HDtVUxMjKTL16BNnTo1S2xHjx61/+vn52ffXrp06Wyv/2vSpIkqV66sjz/+WPv379ddd92lpk2bytfXN0tuubn99tuzbPP09FRAQIC2bdum48ePq3bt2vnqM1P37t01a9YsLVq0SM2aNZMk7d27V7/99pvuu+++fBUNN998c7bXkzRu3FhLlizRb7/9pvbt2zvsu/KNe6bffvtNktS0adMs+zw9PRUUFKSNGzfq999/l7+/v/136MriLFP16tVVtWrVPK8Ody2Z1yxGRET8q35atWqlSZMmaezYsdq8ebOaN2+upk2bqmbNmvnuK6d8Dx06pLS0NLm7u9uf27t37852OfDU1FT9/fffSkhIcJg2ei1hYWGaMWOGtm7dqpCQEPv0xjvuuENhYWHasGGDJCklJUW7d+9W48aN7R9IpKSk6ODBg6pSpYqmT5+epe/MrzPJ/H3Lb/sr1a9fP8u2zL/F586dyzXP66VWrVpFHUKe5fd1rbC1a9fO4XaNGjUUFRUlX19f9e/fX5MnT86ymNeNdHxRfFGgAU7i4+OjVq1a6auvvtI999yj33//Xa+++uo122d+8pZ5Tc3VMouEKy/of++99zRt2jR9+eWXevfddyVdLn66dOmi5557TlartcDxZ46T30/686owYs+MsVKlStnuz+6YZcruk81SpUpdc7skh++2S0xMlHR54Ze1a9deM8aUlBSH2xUrVsy24CpbtqwWLVqkKVOm6Mcff7SfPbr55pv12GOPqXfv3tcc42rXOh6Z2//Np7a+vr5q2rSp1qxZo7///lsVKlSwXwx/9VnMgsaZ+TuQ3eOW3e9Hfp8Hmflf63etUqVK/7pAS0pKkouLi33sgqpRo4YWLlyo999/X+vWrdPq1aslSbfddpsGDx6cr2t3css3OTlZ7u7u9uf2/Pnzc+zv6uf2tTRu3FgWi0Vbt27VwIEDtXXrVtWtW1cVK1ZUWFiYoqOjdfjwYZ0+fVrp6ekO15+dO3dOhmHo9OnT9sVUsnPhwoUCtb9Sdr/7mWdTC3rWOSeZ1xlea5GWzO15ufY0r31l5liYY+ekIK9r10OzZs1Uq1YtHTx4UElJSdc805XJrMcXxRcFGuBEDz74oL799lsNHz5cpUuXVqdOna7ZNvMP+9UrP2bKXIHvyhcSq9WqZ599Vs8++6yOHz+urVu3asGCBZozZ45SU1M1duzYAseeOc7p06fz1N7FxUXp6enZ7suuICiM2DNjvHp1wkyxsbEO7QpTZp+vvvqqoqKi8ny/nM6GVatWTRMnTpTNZtOBAwe0ceNGzZ07V2PHjpW3t7d9qmVurnU8MrdnvinInF6a3Zeq51TE9ezZU9u2bdOKFSvUo0cPffXVV7rlllvyvYz1teLM/B3I7nHL7vjl93mQmX9uv2vZjZuRkZFlX3bHqmzZsjIMQ7Gxsf/6Qw4/Pz9NmTJF6enp+vXXX7V+/XrNnTtXzz77rKpUqZLtGdPs5JSvi4uLfdGEzOP0xRdfOJz9LSgvLy/Vr19fv/zyiy5evKiff/7ZvjBC5nNm69at9jPUVz6PMmOqX79+nr6sPr/ti1KZMmVUuXJlnThxQhkZGVmm1v7555+SlKez3Zlt/vjjj2z3Z27PnA1RmGPnpCCva9dLhQoV9OeffyolJSXX8c16fFF8cQ0a4EQRERG66aabdPr0abVt2zbH1fO8vLxUs2ZNHTt2LNuiKHNa0JXXkFypZs2aevDBB+3XX/zwww/2fZlvxLN7c3ktnp6eqlOnjk6cOHHNF6UreXt7KyEhIcub/QsXLthfjK6loLFnTlPcsWNHluXGDcOwL2Wen5Ur8ypzdca8LCmfX66urqpXr54ee+wxTZo0SZIcjkluslu6Ojk5Wfv377c/z6R/vqQ1u+db5rTB7LRr104+Pj5avHixvv76a50/f14PPvhgnuPL9N///jfbM1WZj1tgYGCe+slsl913C164cEF79+6Vh4eHfTXPzN+hzHGudPLkSf31119Ztmf+7mZ3rDKn2l4pcyrmxo0bc40/8zme21kaNzc3hYSEaPDgwfq///s/GYaR49nbq+WUb926de3TCjNjz5zqmJvMN585/X0JCwtTSkqKPvvsMyUlJemOO+6QdPlDiVq1amnLli32Ve+Cg4Pt9/Py8pKvr6+OHj2ap2mG+W1f1Jo2baoLFy7ol19+ybIvc+pnkyZNcu3nlltuUZUqVfTLL79kOTuY2X+NGjUcpnoX1tg5Pf7/9nXNWS5cuKBDhw6pTJkyqlChQq7ti/L4omSiQAOcyGKx6IMPPtAHH3yg5557Ltf2nTt3Vnp6ut555x2HgmP//v2Kjo5W2bJl7csYJyQkZLsARWJiotLT0x0Wlci8Lii7N5456dWrlzIyMjRmzJgs3wWUmpqqs2fP2m8HBQUpPT1dX3zxhX2bYRiaNGlSlhe0woq9WrVqCgsL06FDh7J8v9HChQt15MgR3XHHHVmuPysMDRo0UMOGDfXVV19p1apVWfbbbLZ8fRn5oUOHsj1zk7mtdOnSee5r06ZN9jcAmaZNm6Zz586pc+fO9oLAy8tLt956q3755ReHIjopKcleGGbH3d1dkZGROnz4sCZNmiQ3Nzd16dIlz/FlysjI0KRJk7I811esWCEfHx+1bNkyT/00atRItWrV0vr167N8h9qHH36os2fPqmPHjvbn1e23364aNWpo7dq1DkVL5vM1uzeamUXDlYtpSNLXX3+d7ePcs2dPWSwWTZ48OUsRmjkFL1Pmczy7xWz27t2b7TSpzDMS+XleLF++3OFanyvzzVzuX7q8wJGnp6feffddHTp0KEs/KSkpDsVbuXLl5OLikuPfl8yzYtOnT5erq6vD9YJhYWHasmWL9uzZo0aNGmW5DvXhhx9WSkqKRowYke3UxOPHjzt8P11+2xelzGnB7733nn0RG0lat26dtm3bpoiIiCzXaR47dkxHjhxxmLHg4uKibt266cKFC/rPf/7j0P4///mPLly4kGUKckHGzk5uj39+XtcKU1JSkn7//fcs2y9evKhXX31VycnJuueee7J8TYXZji9KJqY4Ak4WHBzs8IlwTh577DGtW7dOK1as0JEjR9SsWTPFx8dr9erVysjI0GuvveYw9TBzVTZ/f3/ddNNNOnv2rL7//nulp6c7fOdQSEiIPDw8NHv2bCUmJtov7L/6Czev1qtXL23fvl2rV6/W3XffrdatW8vLy0v//e9/tXHjRr3++uv2F9aoqCgtW7ZMI0aM0E8//SQfHx/t2LFD58+fV0BAgMMbw8KMffTo0erVq5deffVV/fjjj6pTp44OHTqkH374QT4+Pho9enSejn1BvPPOO+rbt6+effZZzZ49W4GBgfLw8NCpU6cUExOjhIQE7dmzJ099/fTTT3rrrbfUqFEj3XLLLSpfvryOHz+uH374QaVLl1avXr3yHFerVq305JNPOnwf2NatW1WrVi0NHjzYoe0jjzyiV199VT169NA999wjm82mDRs25Pqc7dmzp2bMmKEzZ86offv217zGJCf+/v765Zdf1LVrV4WHh9u/By3zuX6tlS6v5urqqgkTJujRRx/V448/bs97586d2rZtm2rVqqUXXnjBof1rr72mxx9/XP3797d/D9qWLVsUGxsrf39/HThwwGGMNm3aqFatWlq2bJn++9//ql69ejp69Ki2bNliX/Dm6txeeeUVjRs3Tvfdd5/atGmj6tWrKzY2Vjt27FDLli31f//3f5IuFyguLi6aNGmSDh06pLJly6pcuXKKiorSihUrtHDhQjVp0kQ1a9aUl5eXDh8+rPXr16t8+fL5KowjIiLUs2dPdejQQT4+Ptq8ebP27t2rkJAQh2m6Pj4+mjRpkoYMGaIHHnhAzZs312233aa0tDSdPHlS27ZtU2hoqP3Lpz09PRUcHKzt27frxRdfVO3ateXq6qoHHnjA/gb09ttvl5ubmxISEhQYGOgwmyAsLMx+HWN202R79uypXbt2KTo6Wr/88ovCw8NVpUoVxcfH6+jRo9q1a5feeecd+2qZ+W1fmHbs2GH/sCghIUHS5TPamV+oXqFCBYfvYLvjjjvUrVs3LV68WF26dFHLli0VGxurVatWqXz58hoxYkSWMfr165fle7ok2b+rcfr06dq3b58CAwP122+/aePGjQoODlbfvn0d+inI2NnJ7fHPz+tabhYvXmyfIZD5Id/ixYvtH5Lcfvvt6tatmyTp7NmzuvfeexUcHCxfX19VqlRJ8fHx2rRpk/766y/5+fnppZdeMv3xRclEgQaYSOnSpTV79mxNnz5dq1at0qxZs2S1WtWkSRMNHDjQYRW26tWr65lnntGWLVu0adMmnT17VhUqVFBgYKD69OmjFi1a2NuWL19eU6ZM0dSpU7V48WL72bDcCjQXFxe9++67uvPOO7VkyRKtWLFChmHopptu0j333OOw6pmfn58++eQTTZo0Sd98843KlCmjli1batiwYRo6dKhDv4UZ+2233aalS5fq/fff14YNG7Ru3TpVqFBBXbp00dNPP+3UTyhr1qyp6OhozZw5U99//72WLVsmV1dXValSRY0bN9Y999yT576aN2+ukydPaseOHfr222914cIF3XTTTerQoYMeffRR1alTJ8993X333XrwwQc1bdo0rVmzRh4eHvbFV66eZtu9e3elp6drzpw5WrJkiSpXrqzIyEg9+eST+uabb645Rq1atdSoUSP9/PPP9jdE+eXt7a2PP/5Yb7zxhhYvXqyUlBQFBgbqmWee0Z133pmvvho3bqyFCxfqgw8+0E8//aSkpCRVqVJFffr00ZNPPplltcHw8HDNmjVLkydP1tdffy0PDw/dcccdeu+997L9EmMPDw/NnDlTEyZM0ObNm7Vr1y41bNhQ8+bN09q1a7P9SoCoqCjVrVtXM2fO1IYNG5ScnKyKFSuqYcOGDot71KlTRxMmTNCMGTM0b948paWlqXr16oqKitJ9992n1NRU7dy5U7t371ZaWpqqVq2qhx56KNuvHMhJ//791aZNG82ePVt//vmnvL291adPHw0ZMiTL1zjcddddio6O1qeffqrNmzfrp59+UpkyZXTTTTepS5cuuv/++x3av/nmm5owYYLWrl2r8+fPyzAM3X777fbfvzJlyigoKEg7d+60T2/MdGVRlt1KnC4uLpo4caJatGihxYsXa+3atbpw4YJ8fHxUu3ZtDRs2zL6iaEHaF6Zjx45lOct67NgxHTt2TNLlv31XP7/Gjh0rPz8/LVq0SHPmzFGZMmXUrl07Pfvss/laUbBMmTKaN2+epk6dqm+//VZbt25V5cqV9cgjj2jQoEHZfuBRWGPn9Pjn53UtNz///HOW4/vLL784TCPM/HtUvnx59erVS7t379a6det07tw5lS5dWr6+vnr44YcVFRWV5w+BpKI9vih5XIyrL9wAACAXqampatGihTw9PbVmzZos32eXG39/fzVt2lRz5851UoQAANyYuAYNAJBvS5cu1dmzZ9WjR498F2cAAODamOIIAMizjz/+WAkJCVq4cKEqVqyYr2vjAABA7ijQAAB59s4778jNzU3+/v569dVX+aJVAAAKGdegAQAAAIBJcOEAAAAAAJgEBRoAAAAAmATXoDmJzWbTpUuX5OrqKhcXl6IOBwAAAEARMQxDNptNpUqVynX1Ywo0J7l06ZL27NlT1GEAAAAAMIng4GC5u7vn2IYCzUkyK+Pg4GBZLJYijub6yMjI0J49e274nMnDfIpLLuRhLsUlD6n45EIe5lNcciEP8ylOueRFZr55+e5QCjQnyZzWaLFYSsST7krFJWfyMJ/ikgt5mEtxyUMqPrmQh/kUl1zIw3yKUy55kZdLn1gkBAAAAABMggINAAAAAEyCAg0AAAAATIICDQAAAABMggINAAAAAEyCAg0AAAAATIICDQAAAABMggINAAAAAEyCAg0AAAAATIICDQAAAABMggINAAAAAEyCAg0AAAAATIICDQAAAABMggINAAAAAEyCAg0AAAAATIICDQAAAABMggINAAAAAEyCAg0AAAAATIICDQCuI6vVWtQhAAAAE6NAA4D/MWw2p/ZvsVgUGBgoi8Xi1HGcnQcAAHCeUkUdAACYhYurqy6uXy9bYqJzBjAMJaekyNNqlVxcnDKEq7e3PFq0cErfAADA+SjQAOAKtsRE2RISnNO5YehSUpJsXl5OK9AAAMCNjSmOAAAAAGASFGgAAAAAYBIUaAAAAABgEhRoAAAAAGASFGgAAAAAYBIUaAAAAABgEhRoAAAAAGASFGgAAAAAYBKmKtBat24tf3//LD9jxoyRJKWmpmrMmDEKCwtTaGionnnmGcXFxTn0cerUKT3++ONq2LChmjVrpjfeeEOXLl1yaLN161ZFRkYqKChI7dq107Jly7LEMn/+fLVu3VrBwcHq1q2bdu/e7bzEAQAAAEAmK9CWLFmijRs32n9mzpwpSbrnnnskSePHj9ePP/6oyZMna+7cuTpz5oyefvpp+/0zMjI0cOBApaena8GCBZo4caKio6M1ZcoUe5vjx49r4MCBCgsL04oVK9S3b1+NGDFCGzZssLdZtWqVJkyYoEGDBik6OloBAQEaMGCA4uPjr9ORAAAAAFASmapA8/HxUeXKle0/P/74o2rVqqWmTZvq/PnzWrp0qYYPH65mzZopKChI48eP186dOxUTEyNJ2rhxow4fPqy33npL9erVU8uWLTVkyBDNnz9faWlpkqQFCxaoRo0aGj58uHx9fRUVFaX27dtr1qxZ9jhmzpyp7t27q2vXrqpTp47GjBkjDw8PLV26tAiOCgAAAICSolRRB3AtaWlpWrlypfr37y8XFxft3btX6enpCg8Pt7fx9fVVtWrVFBMTo5CQEMXExMjPz0+VKlWyt4mIiNDo0aN1+PBhBQYGKiYmRs2aNXMYKyIiQuPHj7eP++uvv2rgwIH2/a6urgoPD9fOnTvznUdGRka+73Ojysz1Rs+ZPMzneuVisVgkw7j84wTG//o1DEMuThlB9tideayKy3OruOQhFZ9cyMN8iksu5GE+xSmXvMhPnqYt0NasWaPz588rMjJSkhQXFyc3NzeVK1fOoV3FihUVGxtrb3NlcSbJfju3NklJSbp48aISExOVkZGhihUrZhnn6NGj+c5jz549+b7Pja645Ewe5uPMXKxWqwIDA5WckqJLSUlOG0eSkpKTndZ3KatVZSQdOHBAKSkpThtHKj7PreKSh1R8ciEP8ykuuZCH+RSnXAqLaQu0pUuXqkWLFrrpppuKOpR/JTg4+PKn8iVARkaG9uzZc8PnTB7mcz1z8bRaZfPyckrfhmEoKTlZXp6ecnFxzjk0V6tVkuTv7++U/qXi89wqLnlIxScX8jCf4pILeZhPccolLzLzzQtTFmgnT57Upk2bNHXqVPu2SpUqKT09XefOnXM4ixYfH6/KlSvb21y92mLmKo9Xtrl65ce4uDh5eXnJw8NDrq6uslgsWRYEiY+Pz3LmLS8sFkuJeNJdqbjkTB7mc11ycXG5/OOMru1DOG+MzH6vx2NeXJ5bxSUPqfjkQh7mU1xyIQ/zKU65FBZTLRKSadmyZapYsaLuuusu+7agoCC5ublp8+bN9m1Hjx7VqVOnFBISIkkKCQnRwYMHHYqrTZs2ycvLS3Xq1LG32bJli8N4mzZtsvfh7u6u+vXrO4xjs9m0efNmhYaGFnKmAAAAAPAP0xVoNptNy5YtU+fOnVWq1D8n+MqWLauuXbtq4sSJ2rJli/bu3atXXnlFoaGh9uIqIiJCderU0UsvvaT9+/drw4YNmjx5snr37i13d3dJUs+ePXX8+HG9+eabOnLkiObPn6/Vq1erX79+9rH69++vRYsWKTo6WkeOHNHo0aOVkpKiLl26XM9DAQAAAKCEMd0Ux02bNunUqVPq2rVrln2vvPKKXF1dNXjwYKWlpSkiIkKjRo2y77dYLJo2bZpGjx6tHj16yGq1KjIyUoMHD7a3qVmzpj766CNNmDBBc+bMUdWqVTVu3Dg1b97c3qZDhw5KSEjQlClTFBsbq3r16umTTz4p0BRHAAAAAMgr0xVoEREROnDgQLb7SpcurVGjRjkUZVerXr26pk+fnuMYYWFhWr58eY5toqKiFBUVlWu8AAAAAFBYTDfFEQAAAABKKgo0AAAAADAJCjQAAAAAMAkKNAAAAAAwCQo0AAAAADAJCjQAAAAAMAkKNABAvlmt1qIOAQCAYokCDQCKERerVYbN5tQxLBaLAgMDZbFYnDqOs/MAAMCMTPdF1QCAf8HdXS6urrq4fr1siYnOGcMwlJySIk+rVXJxccoQrt7e8mjRwil9AwBgZhRoAFAM2RITZUtIcE7nhqFLSUmyeXk5rUADAKCkYoojAAAAAJgEBRoAAAAAmAQFGgAAAACYBAUaAAAAAJgEBRoAAAAAmAQFGgAAAACYBAUaAAAAAJgEBRoAAAAAmAQFGgAAAACYBAUaAAAAAJgEBRoAAAAAmAQFGgAAAACYBAUaAAAAAJgEBRoAAAAAmAQFGgAAAACYBAUaAAAAAJgEBRoAAAAAmAQFGgAAAACYBAUaAAAAAJgEBRoAAAAAmAQFGgAAAACYBAUaAAAAAJgEBRoAAAAAmAQFGgAAAACYBAUaAAAAAJgEBRoAAAAAmAQFGgAAAACYBAUaAAAAAJgEBRoAAAAAmAQFGgAAAACYBAUaAAAAAJgEBRoAAAAAmAQFGgAAAACYBAUaAAAAAJgEBRoAAAAAmAQFGgAAAACYBAUaAAAAAJgEBRoAAAAAmAQFGgAAAACYhOkKtNOnT+uFF15QWFiYGjRooE6dOmnPnj32/YZh6L333lNERIQaNGigfv366Y8//nDo4+zZs3r++efVqFEjNW7cWK+88oqSk5Md2uzfv1+9evVScHCwWrZsqenTp2eJZfXq1brnnnsUHBysTp06ad26dU7JGQAAAAAkkxVoiYmJeuihh+Tm5qbp06frq6++0rBhw+Tt7W1vM336dM2dO1ejR4/WokWLZLVaNWDAAKWmptrbvPDCCzp8+LBmzpypadOmaceOHRo5cqR9f1JSkgYMGKBq1app2bJleumll/T+++9r4cKF9ja//PKLnn/+eT344INavny52rRpo0GDBungwYPX52AAAAAAKHFMVaBNnz5dVatW1YQJE9SgQQPVrFlTERERqlWrlqTLZ8/mzJmjJ598Um3btlVAQIDefPNNnTlzRmvWrJEkHTlyRBs2bNC4cePUsGFDNW7cWCNGjNBXX32l06dPS5JWrlyp9PR0jR8/XnXr1lXHjh318MMPa+bMmfZY5syZo+bNm+vRRx+Vr6+vhg4dqsDAQM2bN+/6HxgAAAAAJUKpog7gSj/88IMiIiI0ePBgbd++XTfddJN69eql7t27S5JOnDih2NhYhYeH2+9TtmxZNWzYUDt37lTHjh21c+dOlStXTsHBwfY24eHhcnV11e7du9WuXTvFxMSocePGcnd3t7eJiIjQ9OnTlZiYKG9vb8XExKhfv34O8UVERNgLwbzKyMgowJG4MWXmeqPnTB7mc71ysVgskmFc/nEC43/9GoYhF6eMoH9iLyZ5OPMx53fEfMjDfIpLLuRhPsUpl7zIT56mKtCOHz+uzz//XP3799cTTzyhPXv2aNy4cXJzc1NkZKRiY2MlSRUrVnS4X8WKFRUXFydJiouLk4+Pj8P+UqVKydvb237/uLg41ahRw6FNpUqV7Pu8vb0VFxdn35bdOHl15fVzJUVxyZk8zMeZuVitVgUGBio5JUWXkpKcNo4kJV11TWxh8khNlVXSxYsXlXoD51HKalUZSQcOHFBKSorTxpH4HTEj8jCf4pILeZhPccqlsJiqQDMMQ0FBQXruueckSYGBgTp06JAWLFigyMjIIo6uYIKDgy9/Kl8CZGRkaM+ePTd8zuRhPtczF0+rVTYvL6f0bRiGkpKT5eXpKRcX55x7spQuLUny8PCQ+w2ch6vVKkny9/d3Sv8SvyNmRB7mU1xyIQ/zKU655EVmvnlhqgKtcuXK8vX1ddh222236ZtvvrHvl6T4+HhVqVLF3iY+Pl4BAQGSLp8JS0hIcOjj0qVLSkxMtN+/UqVKWc6EZd7OPGuWXZv4+PgsZ9VyY7FYSsST7krFJWfyMJ/rkouLy+UfZ3RtH8J5Y9j7LSZ5XI/nLr8j5kMe5lNcciEP8ylOuRQWUy0S0qhRI/3+++8O2/744w9Vr15dklSjRg1VrlxZmzdvtu9PSkrSrl27FBoaKkkKDQ3VuXPntHfvXnubLVu2yGazqUGDBpKkkJAQ7dixQ+np6fY2mzZt0q233mpfMTIkJERbtmxxiGXTpk0KCQkpvIQBAAAA4AqmKtD69u2rXbt2adq0afrzzz/1xRdfaNGiRerVq5eky5/W9unTRx9++KG+//57HThwQC+99JKqVKmitm3bSpJ8fX3VvHlzvfrqq9q9e7d+/vlnvfbaa+rYsaNuuukmSVKnTp3k5uam//u//9OhQ4e0atUqzZkzR/3797fH0qdPH23YsEEzZszQkSNHNHXqVO3du1dRUVHX/8AAAAAAKBFMNcWxQYMGev/99zVp0iR98MEHqlGjhl555RXdf//99jaPPfaYUlJSNHLkSJ07d0633367PvnkE5X+33UXkvT222/rtddeU9++feXq6qq7775bI0aMsO8vW7asPv30U40dO1ZdunRRhQoV9NRTT6lHjx72No0aNdLbb7+tyZMna9KkSbrlllv0wQcfyM/P7/ocDAAAAAAljqkKNElq1aqVWrVqdc39Li4uGjJkiIYMGXLNNuXLl9c777yT4zgBAQH67LPPcmxz77336t577805YAAAAAAoJKaa4ggAAAAAJRkFGgAAAACYBAUaAAAAAJgEBRoAAAAAmAQFGgAAAACYBAUaAAAAAJgEBRoAAAAAmAQFGgAAAACYBAUaAAAAAJgEBRoAAAAAmAQFGgAAAACYBAUaAAAAAJgEBRoAAAAAmAQFGgAAAACYBAUaAAAAAJgEBRoAoMSyWq1FHQIAAA4o0AAApuNitcqw2Zw6hsViUWBgoCwWi1PHkeT0XAAAxUepog4AAIAs3N3l4uqqi+vXy5aY6JwxDEPJKSnytFolFxfnjCHJ1dtbHi1aOK1/AEDxQoEGADAtW2KibAkJzuncMHQpKUk2Ly+nFmgAAOQHUxwBAAAAwCQo0AAAAADAJCjQAAAAAMAkKNAAAAAAwCQo0AAAAADAJCjQAAAAAMAkKNAAAAAAwCQo0AAAAADAJCjQAAAAAMAkKNAAAAAAwCQo0AAAAADAJCjQAAAAAMAkKNAAAAAAwCQo0AAAAADAJCjQAAAAAMAkKNAAAAAAwCQo0AAAAADAJCjQAAAAAMAkKNAAAAAAwCQo0AAAAADAJCjQAAAAAMAkKNAAAAAAwCQo0AAAAADAJCjQAAAAAMAkKNAAAAAAwCQo0AAAAADAJCjQAAAAAMAkKNAAAAAAwCQo0ADcEKxWa1GHAAAA4HSlijoAADc2w2aTi6tzP+uxWCwKDAx06hgAAABmQIEG4F9xcXXVxfXrZUtMdN4ghqHklBR5Wq2Si4tThrBUr67SjRo5pW8AAIC8MlWBNnXqVL3//vsO22699VZ9/fXXkqTU1FRNnDhRq1atUlpamiIiIjRq1ChVqlTJ3v7UqVMaPXq0tm7dqjJlyqhz5856/vnnVarUP6lu3bpVEydO1KFDh3TzzTfrySefVJcuXRzGnT9/vj799FPFxsYqICBAr776qho0aODE7IEbly0xUbaEBOcNYBi6lJQkm5eX0wo0F29vp/QLAACQH6a7Bq1u3brauHGj/eezzz6z7xs/frx+/PFHTZ48WXPnztWZM2f09NNP2/dnZGRo4MCBSk9P14IFCzRx4kRFR0drypQp9jbHjx/XwIEDFRYWphUrVqhv374aMWKENmzYYG+zatUqTZgwQYMGDVJ0dLQCAgI0YMAAxcfHX5+DAAAAAKBEMl2BZrFYVLlyZfuPj4+PJOn8+fNaunSphg8frmbNmikoKEjjx4/Xzp07FRMTI0nauHGjDh8+rLfeekv16tVTy5YtNWTIEM2fP19paWmSpAULFqhGjRoaPny4fH19FRUVpfbt22vWrFn2GGbOnKnu3bura9euqlOnjsaMGSMPDw8tXbr0eh8OAAAAACWIqaY4StKff/6piIgIlS5dWiEhIXr++edVrVo17d27V+np6QoPD7e39fX1VbVq1RQTE6OQkBDFxMTIz8/PYcpjRESERo8ercOHDyswMFAxMTFq1qyZw5gREREaP368JCktLU2//vqrBg4caN/v6uqq8PBw7dy5M9/5ZGRk5Ps+N6rMXG/0nMkjfywWi2QYl3+cxPhf34ZhyDkTHPVP/E7MhTzyNcg//97IeVweQJJzfxf5u2UuxSUPqfjkQh7mU5xyyYv85GmqAq1BgwaaMGGCbr31VsXGxuqDDz5Q79699cUXXyguLk5ubm4qV66cw30qVqyo2NhYSVJcXJxDcSbJfju3NklJSbp48aISExOVkZGhihUrZhnn6NGj+c5pz549+b7Pja645EweubNarQoMDFRySoouJSU5bZxMScnJTuvbIzVVVkkXL15UqpNzIY/cFZc8JKmU1aoykg4cOKCUlBSnjsXfLXMpLnlIxScX8jCf4pRLYTFVgdayZUv7/wMCAtSwYUO1atVKq1evloeHRxFGVnDBwcGXzzCUABkZGdqzZ88NnzN55J+n1Xp5AQ8nMQxDScnJ8vL0lIuzVnEsXVqS5OHhIXcn5UIeeVdc8pAk1/99h5+/v7/TxuDvlrkUlzyk4pMLeZhPccolLzLzzQtTFWhXK1eunG655RYdO3ZM4eHhSk9P17lz5xzOosXHx6ty5cqSLp8J2717t0MfcXFxkuTQJnPblW28vLzk4eEhV1dXWSyWLAuCxMfHZznzlhcWi6VEPOmuVFxyJo98cHFx2uqKkuzTz1ycOU5mv04cgzzyM0gxyePyAJJ0Xf6e8HfLXIpLHlLxyYU8zKc45VJYTLdIyJWSk5N1/PhxVa5cWUFBQXJzc9PmzZvt+48ePapTp04pJCREkhQSEqKDBw86FFebNm2Sl5eX6tSpY2+zZcsWh3E2bdpk78Pd3V3169d3GMdms2nz5s0KDQ11UqYAAAAAYLIC7Y033tC2bdt04sQJ/fLLL3r66afl6uqq++67T2XLllXXrl01ceJEbdmyRXv37tUrr7yi0NBQe3EVERGhOnXq6KWXXtL+/fu1YcMGTZ48Wb1795a7u7skqWfPnjp+/LjefPNNHTlyRPPnz9fq1avVr18/exz9+/fXokWLFB0drSNHjmj06NFKSUnJ8l1pAAAAAFCYTDXF8a+//tJzzz2ns2fPysfHR7fffrsWLVpkX2r/lVdekaurqwYPHuzwRdWZLBaLpk2bptGjR6tHjx6yWq2KjIzU4MGD7W1q1qypjz76SBMmTNCcOXNUtWpVjRs3Ts2bN7e36dChgxISEjRlyhTFxsaqXr16+uSTTwo0xREAAAAA8spUBdq7776b4/7SpUtr1KhRDkXZ1apXr67p06fn2E9YWJiWL1+eY5uoqChFRUXl2AYAAAAACpOppjgCAAAAQElGgQYAAAAAJlGgKY6nTp3SqVOn1LhxY/u2/fv3a8aMGUpLS9N9992ntm3bFlqQAAAAAFASFKhAGzdunC5cuKBZs2ZJuvw9Yn369FF6ero8PT31zTff6L333tPdd99dmLECAAAAQLFWoCmOu3fvVnh4uP328uXLdfHiRa1YsULr169Xs2bNNGPGjEILEgAAAABKggIVaImJiapYsaL99tq1a9WkSRPVqlVLrq6uateunY4ePVpoQQIAAABASVCgAs3Hx0enTp2SJJ07d04xMTEO3yOWkZGhS5cuFU6EAAAAAFBCFOgatPDwcM2dO1deXl7aunWrDMNQmzZt7PsPHz6sm2++udCCBAAAAICSoEAF2vPPP6/ff/9db7zxhtzc3PTSSy+pZs2akqS0tDStXr1anTp1KtRAAQAAAKC4K1CBVqlSJS1YsEDnz59X6dKl5e7ubt9ns9k0e/ZsVa1atdCCBAAAAICSIN/XoKWkpKhLly76/PPPVbZsWYfiTJI8PDwUEBCg8uXLF1aMAAAAAFAi5LtAs1qtOnHihFxcXJwRDwAAAACUWAVaxbF58+bauHFjYccCAAAAACVagQq0p556Sn/88YdefPFF7dixQ6dPn9bZs2ez/AAAAAAA8q5Ai4R07NhR0uXl9L/88strttu3b1/BogIAAACAEqhABdqgQYO4Bg0AAAAAClmBCrRnnnmmsOMAAAAAgBKvQNegXe38+fPKyMgojK4AAAAAoMQqcIG2Z88eDRgwQA0bNlRYWJi2bdsmSUpISNCTTz6prVu3FlqQAAAAAFASFKhA++WXX9SrVy/9+eefuv/++2Wz2ez7fHx8lJSUpIULFxZakAAAAABQEhSoQHv33Xfl6+urVatW6dlnn82yPywsTLt27frXwQEAAABASVKgAm3Pnj3q0qWL3N3ds13N8aabblJcXNy/Dg4AAAAASpICFWilSpVymNZ4tdOnT6tMmTIFDgoAAAAASqICFWgNGzbUN998k+2+CxcuaNmyZWrSpMm/CgwAAAAASpoCFWiDBw/W3r179fjjj2v9+vWSpAMHDmjx4sXq0qWLEhIS9NRTTxVqoAAAAABQ3BX4DNrHH3+sP//8U8OGDZMkTZw4Ua+++qpsNps+/vhjBQQEFGqgAAAAAFDclSroHZs1a6ZvvvlG+/bt0x9//CHDMFSzZk0FBQVlu3AIAAAAACBnBS7QMtWrV0/16tUrjFgAAAAAoETLU4G2ffv2AnXOQiEAAAAAkHd5KtAefvhhh2mLhmHkaRrjvn37Ch4ZAADIM6vVWtQhAAAKQZ4KtDlz5jjcTktL01tvvaWLFy+qe/fuuvXWWyVJR48e1eLFi2W1WvXiiy8WfrQAANxgXKxWGTabXFwLtC5XnlgsFgUGBjqt/0zOzgMAkMcCrWnTpg63J0yYIDc3Ny1atEilS5e2b2/durV69+6tqKgobdiwQXfeeWfhRgsAwI3G3V0urq66uH69bImJzhnDMJSckiJPq1Vy0kJdrt7e8mjRwil9AwD+UaBFQr744gs9+eSTDsVZJqvVqgceeEDTpk3T8OHD/3WAAAAUB7bERNkSEpzTuWHoUlKSbF5eTivQAADXR4HmKaSkpCg2Nvaa+2NjY5WSklLgoAAAAACgJCpQgdasWTPNmTNH3377bZZ933zzjebMmaPw8PB/HRwAAAAAlCQFmuI4atQo9enTR0OGDFHlypVVu3ZtSdKxY8d05swZ1apVS6+++mqhBgoAAAAAxV2BCrSbbrpJK1eu1IIFC7R+/XqdOnVKklSnTh0NGDBA3bt3l4eHR6EGCgAAAADFXb4LtNTUVC1cuFD16tVT37591bdvX2fEBQAAAAAlTr6vQStdurTefvtt/f77786IBwAAAABKrAItElK3bl2dPHmysGMBAAAAgBKtQAXas88+qwULFmjTpk2FHQ8AAAAAlFgFWiRk3rx5Kl++vAYMGKAaNWqoRo0aWb602sXFRR9++GGhBAkAAAAAJUGBCrSDBw9Kkm6++WZlZGTozz//zNLGxcXl30UGAAAAACVMgQq0H374obDjAAAAAIASr0DXoAEAAAAACl+BzqDt3r1bP/74o44cOaLk5GR5enrK19dXrVq1UoMGDQo7RgAAAAAoEfJVoCUkJGj48OHasGGDDMPIsn/atGlq3ry5Jk6cKB8fn0ILEgAAAABKgjwXaCkpKerbt6+OHDmiyMhIde7cWQEBAfL09FRycrIOHDig6OhoLV++XP369dOiRYvk4eHhzNgBAAAAoFjJc4E2Y8YMHTlyRP/5z3901113OewrV66cmjRpoiZNmujuu+/WU089pZkzZ+rJJ58s7HgBAAAAoNjK8yIhX3/9tTp16pSlOLvaXXfdpU6dOmnVqlX/NjYAAAAAKFHyXKAdP35cjRs3zlPbxo0b6/jx4wUOSpI+/vhj+fv76/XXX7dvS01N1ZgxYxQWFqbQ0FA988wziouLc7jfqVOn9Pjjj6thw4Zq1qyZ3njjDV26dMmhzdatWxUZGamgoCC1a9dOy5YtyzL+/Pnz1bp1awUHB6tbt27avXv3v8oHAAAAAHKT5wLNzc1NKSkpeWp78eJFubm5FTio3bt3a8GCBfL393fYPn78eP3444+aPHmy5s6dqzNnzujpp5+278/IyNDAgQOVnp6uBQsWaOLEiYqOjtaUKVPsbY4fP66BAwcqLCxMK1asUN++fTVixAht2LDB3mbVqlWaMGGCBg0apOjoaAUEBGjAgAGKj48vcE4AAAAAkJs8F2j+/v767rvv8tT222+/lZ+fX4ECSk5O1osvvqhx48bJ29vbvv38+fNaunSphg8frmbNmikoKEjjx4/Xzp07FRMTI0nauHGjDh8+rLfeekv16tVTy5YtNWTIEM2fP19paWmSpAULFqhGjRoaPny4fH19FRUVpfbt22vWrFn2sWbOnKnu3bura9euqlOnjsaMGSMPDw8tXbq0QDkBAAAAQF7keZGQBx98UMOHD9fbb7+t5557Tq6uWWs7wzA0adIk7dixQxMmTChQQGPHjlXLli0VHh6uDz/80L597969Sk9PV3h4uH2br6+vqlWrppiYGIWEhCgmJkZ+fn6qVKmSvU1ERIRGjx6tw4cPKzAwUDExMWrWrJnDmBERERo/frwkKS0tTb/++qsGDhxo3+/q6qrw8HDt3Lkz3/lkZGTk+z43qsxcb/ScySN/LBaLZBiXf5wk82s9DMOQi/MG+edfJ+VCHvka5J9/b+Q8Lg/wz783ci7/G8OZf1P4+2s+xSUX8jCf4pRLXuQnzzwXaJ07d9batWv1ySef6IcfftB9990nf39/h2X2v/zySx09elTt27dX586d8x34V199pd9++01LlizJsi8uLk5ubm4qV66cw/aKFSsqNjbW3ubK4kyS/XZubZKSknTx4kUlJiYqIyNDFStWzDLO0aNH853Tnj178n2fG11xyZk8cme1WhUYGKjklBRdSkpy2jiZkpKTnda3R2qqrLo8RTvVybmQR+6KSx5S8cmllNWqMpIOHDiQ50seCoq/v+ZTXHIhD/MpTrkUlnx9UfWkSZNUr149zZgxQ1OmTJGLyz+f0xmGoXLlymno0KF6/PHH8x3If//7X73++uuaMWOGSpcune/7m1VwcPDlMwwlQEZGhvbs2XPD50we+edptcrm5eW0/g3DUFJysrw8PR3+7hQmy//+7nh4eMjdSbmQR94Vlzyk4pOLq9UqSVmuDy9M/P01n+KSC3mYT3HKJS8y882LfBVorq6uGjhwoPr166eff/5Zhw8fVnJysjw9PeXr66vbb7+9wF9O/euvvyo+Pl5dunSxb8vIyND27ds1f/58ffrpp0pPT9e5c+cczqLFx8ercuXKki6fCbt6tcXMVR6vbHP1yo9xcXHy8vKSh4eHXF1dZbFYsiwIEh8fn+XMW15YLJYS8aS7UnHJmTzywcXl8o+zurcP48RxMvt14hjkkZ9Bikkelwf4598bOZf/9Xs9/i7y99d8iksu5GE+xSmXwpKvAi1T6dKlFR4e7nA92L91xx136IsvvnDY9vLLL+u2227TY489pptvvllubm7avHmz2rdvL0k6evSoTp06pZCQEElSSEiIpk2bpvj4ePsUxU2bNsnLy0t16tSxt1m/fr3DOJs2bbL34e7urvr162vz5s1q27atJMlms2nz5s2KiooqtHwBAAAA4GoFKtCcwcvLK8vKj2XKlFH58uXt27t27aqJEyfK29tbXl5eGjdunEJDQ+3FVUREhOrUqaOXXnpJL774omJjYzV58mT17t1b7u7ukqSePXtq/vz5evPNN9W1a1dt2bJFq1ev1kcffWQft3///ho2bJiCgoLUoEEDzZ49WykpKQ5n9wAAAACgsJmmQMuLV155Ra6urho8eLDS0tIUERGhUaNG2fdbLBZNmzZNo0ePVo8ePWS1WhUZGanBgwfb29SsWVMfffSRJkyYoDlz5qhq1aoaN26cmjdvbm/ToUMHJSQkaMqUKYqNjVW9evX0ySefFGiKIwAAAADklakLtLlz5zrcLl26tEaNGuVQlF2tevXqmj59eo79hoWFafny5Tm2iYqKYkojAAAAgOsqz19UDQAAAABwrjwVaE8//bR27Nhhv719+3YlJCQ4LSgAAAAAKInyVKB9//33OnXqlP12nz599NNPPzktKAAAAAAoifJUoN10003at2+f/bZhGE79Uk8AAAAAKInytEhIhw4dNGPGDK1evVply5aVJL3zzjsOS9NfzcXFRStXriycKAEAAACgBMhTgfb888+rdu3a2rp1q+Lj4+Xi4iKr1ary5cs7OTwAAAAAKDnyVKBZLBb16NFDPXr0kCQFBAToySefVKdOnZwaHAAAAACUJAX6HrTvv/9ePj4+hR0LAAAAAJRoBSrQqlevLkk6fvy41q9fb1/hsVq1amrRooVq1qxZeBECAAAAQAlRoAJNkiZOnKg5c+bIZrM5bHd1dVXfvn01bNiwfx0cAAAAAJQkBSrQZsyYoVmzZql9+/Z65JFH5OvrK0k6cuSIZs2apVmzZummm25Sv379CjNWAAAAACjWClSgLVq0SK1bt9Z7773nsL1hw4Z69913lZqaqgULFlCgAQAAAEA+5OmLqq928uRJRUREXHN/RESETp48WeCgAAAAAKAkKlCBVrFiRe3fv/+a+/fv388qjwAAAACQTwUq0O655x4tWbJEH3/8sS5cuGDffuHCBX388cdasmSJOnToUGhBAgAAAEBJUKBr0IYMGaJ9+/Zp0qRJmjJliqpUqSJJOnPmjC5duqSwsDANHjy4UAMFAAAAgOKuQAWa1WrV7NmztWbNGofvQYuIiFDLli3VunVrubi4FGqgAPLParUWdQgAAADIhwJ/D5oktW3bVm3bti2sWIASxbDZ5OJaoFnGeWKxWBQYGOi0/gEAAFD4/lWBBqDgXFxddXH9etkSE50zgGEoOSVFnlar5KQz2pbq1VW6USOn9A0AAFASUaABRciWmChbQoJzOjcMXUpKks3Ly2kFmou3t1P6BQAAKKmcN78KAAAAAJAvFGgAAAAAYBIUaAAAAABgEgUq0Pr06aPNmzdfc/+WLVvUp0+fAgcFAAAAACVRgQq0bdu2KS4u7pr7ExIStH379gIHBQAAAAAlUYGnOOb0RdR//vmnPD09C9o1AAAAAJRIeV5mPzo6WtHR0fbbH374oRYtWpSl3fnz53XgwAG1aNGicCIEAAAAgBIizwVaSkqK/v77b/vt5ORkubpmPQFXpkwZ9ezZU4MGDSqcCAEAAACghMhzgdarVy/16tVLktS6dWv93//9n9q0aeO0wAAAAACgpMlzgXalH374obDjAAAAAIASr0AFWqakpCSdOnVK586dk2EYWfY3adLk33QPAAAAACVKgQq0hIQEjRs3Tt9++60yMjKy7DcMQy4uLtq3b9+/DhAAAAAASooCFWgjR47Ujz/+qIcffliNGzdWuXLlCjsuAAAAAChxClSg/fTTT+rbt69eeumlwo4HAAAAAEqsAn1RtYeHh6pXr17YsQAAAABAiVagAu3+++/XmjVrCjsWAAAAACjRCjTFsX379tq+fbsGDBigHj16qGrVqrJYLFna1a9f/18HCAAAAAAlRYEKtMwvrJakTZs2ZdnPKo4AAAAAkH8FKtAmTJhQ2HEAAAAAQIlXoAItMjKysOMAAAAAgBKvQIuEAAAAAAAKX4HOoL388su5tnFxcdH48eML0j0AAAAAlEgFKtC2bt2aZZvNZlNsbKwyMjLk4+Mjq9X6r4MDAAAAgJKkQAXaDz/8kO329PR0LVy4ULNnz9aMGTP+VWAAAAAAUNIU6jVobm5uioqK0p133qnXXnutMLsGAAAAgGLPKYuEBAQEaPv27c7oGgAAAACKLacUaJs2beIaNAAAAADIpwJdg/b+++9nu/38+fPavn27fvvtNz3++OP/KjAAAAAAKGkKtUDz9vZWzZo1NWbMGHXv3v1fBQYAAAAAJU2BCrT9+/cXdhwAAAAAUOI55Rq0gvrss8/UqVMnNWrUSI0aNVKPHj20bt06+/7U1FSNGTNGYWFhCg0N1TPPPKO4uDiHPk6dOqXHH39cDRs2VLNmzfTGG2/o0qVLDm22bt2qyMhIBQUFqV27dlq2bFmWWObPn6/WrVsrODhY3bp10+7du52TNAAAAAD8T4HOoGXatm2b1q5dq1OnTkmSqlWrprvuuktNmzYtUH9Vq1bVCy+8oNq1a8swDC1fvlyDBg1SdHS06tatq/Hjx2vdunWaPHmyypYtq9dee01PP/20FixYIEnKyMjQwIEDValSJS1YsEBnzpzRsGHD5Obmpueee06SdPz4cQ0cOFA9e/bU22+/rc2bN2vEiBGqXLmymjdvLklatWqVJkyYoDFjxqhhw4aaPXu2BgwYoK+//loVK1b8N4cMAAAAAK6pQAVaWlqann/+ea1Zs0aGYahcuXKSpHPnzmnmzJlq166d3nnnHbm5ueWr39atWzvcfvbZZ/X5558rJiZGVatW1dKlS/X222+rWbNmkqTx48erQ4cOiomJUUhIiDZu3KjDhw9r5syZqlSpkurVq6chQ4bo7bff1tNPPy13d3ctWLBANWrU0PDhwyVJvr6++vnnnzVr1ix7gTZz5kx1795dXbt2lSSNGTNGa9eu1dKlS/O9+ElGRka+2t/IMnO90XO+XnlYLBbJMC7/OIHxv34Nw5CLU0bQP7E7MY/L3RePXMgjX4P88++NnMflAf7590bO5X9jOPNvI68j5lNcciEP8ylOueRFfvIsUIH2wQcf6LvvvtMjjzyiRx55RJUqVZIkxcfHa8aMGfr000/1wQcfaOjQoQXpXtLlJL7++mtduHBBoaGh2rt3r9LT0xUeHm5v4+vrq2rVqtkLtJiYGPn5+dnjkaSIiAiNHj1ahw8fVmBgoGJiYuwF3pVtxo8fL+ly8fnrr79q4MCB9v2urq4KDw/Xzp07853Hnj178n2fG11xydmZeVitVgUGBio5JUWXkpKcNo4kJSUnO61vj9RUWSVdvHhRqU7OQyo+uZBH7opLHlLxyaWU1aoykg4cOKCUlBSnjSPxOmJGxSUX8jCf4pRLYSlQgfbFF18oMjJSL730ksP2ihUr6sUXX1R8fLxWrlxZoALtwIED6tmzp1JTU1WmTBl98MEHqlOnjvbt2yc3Nzf72borx4yNjZUkxcXFORRnkuy3c2uTlJSkixcvKjExURkZGVmmMlasWFFHjx7Ndz7BwcGXz5SUABkZGdqzZ88Nn/P1zMPTapXNy8spfRuGoaTkZHl5esrFxTmfqVtKl5YkeXh4yN1JeUjFJxfyyLvikodUfHJx/d/3m/r7+zulf4nXETMqLrmQh/kUp1zyIjPfvChQgRYbG6sGDRpcc3+DBg301VdfFaRr3XrrrVq+fLnOnz+vb775RsOGDdO8efMK1JcZWCyWEvGku1Jxyfm65OHicvnHGV3bh3DeGPZ+nTmGik8u5JGfQYpJHpcH+OffGzmX//V7Pf6+8zpiPsUlF/Iwn+KUS2Ep0CqOVatW1bZt2665f/v27apatWqBAnJ3d1ft2rUVFBSk559/XgEBAZozZ44qVaqk9PR0nTt3zqF9fHy8KleuLOnymbCrV3XMvJ1bGy8vL3l4eKhChQqyWCyKj4/PMs7VZ94AAAAAoDAVqEDr3LmzVq9erZEjR+ro0aPKyMiQzWbT0aNHNWrUKH399deKjIwslABtNpvS0tIUFBQkNzc3bd682b7v6NGjOnXqlEJCQiRJISEhOnjwoENxtWnTJnl5ealOnTr2Nlu2bHEYY9OmTfY+3N3dVb9+fYdxbDabNm/erNDQ0ELJCQAAAACyU6Apjk888YSOHz+uRYsWafHixXJ1vVzn2Ww2GYahyMhIPfHEE/nu95133lGLFi108803Kzk5WV9++aW2bdumTz/9VGXLllXXrl01ceJEeXt7y8vLS+PGjVNoaKi9uIqIiFCdOnX00ksv6cUXX1RsbKwmT56s3r17y93dXZLUs2dPzZ8/X2+++aa6du2qLVu2aPXq1froo4/scfTv31/Dhg1TUFCQGjRooNmzZyslJUVdunQpyOECAAAAgDwpUIFmsVg0ceJE9evXT+vXr9fJkyclSdWrV1eLFi0UEBBQoGDi4+M1bNgwnTlzRmXLlpW/v78+/fRT3XnnnZKkV155Ra6urho8eLDS0tIUERGhUaNGOcQ1bdo0jR49Wj169JDValVkZKQGDx5sb1OzZk199NFHmjBhgubMmaOqVatq3Lhx9iX2JalDhw5KSEjQlClTFBsbq3r16umTTz5hiiMAAE5m/d9iJABQUv2rL6oOCAgocDGWncyl7q+ldOnSGjVqlENRdrXq1atr+vTpOfYTFham5cuX59gmKipKUVFRObYBAKCkcLFaZdhscnEt0NUReWKxWBQYGOi0/jM5Ow8A+DfyXKClpqbq9ddfV926dfXwww9fs92cOXN05MgRjRgxIt9fVA0AAEzK3V0urq66uH69bImJzhnDMJSckiJPq9Vpq1G6envLo0ULp/QNAIUhzwXawoULFR0drVWrVuXY7q677tJbb70lf39/9erV618HCAAAzMOWmChbQoJzOjcMXUpKuvz9kM786gMAMLE8n99fvXq17r77btWsWTPHdrVq1dI999xT4O9BAwAAAICSKs8F2sGDB3X77bfnqW1oaKgOHDhQ4KAAAAAAoCTKc4GWnp6e52vK3NzclJaWVuCgAAAAAKAkynOBVqVKFR06dChPbQ8dOqQqVaoUOCgAAAAAKInyXKCFh4drxYoVio+Pz7FdfHy8VqxYofDw8H8dHAAAAACUJHku0B577DGlpqaqb9++2rVrV7Ztdu3apX79+ik1NVWPPvpooQUJAAAAACVBnpfZr1mzpiZPnqznnntOPXv2VM2aNeXn5ydPT08lJyfr0KFDOnbsmDw8PDRp0iTVqlXLmXEDAAAAQLGT5wJNuvwdZytXrtT06dO1du1arVmzxr6vSpUq6tatmx577LFcl+IHAAAAAGSVrwJNkmrUqKExY8ZIkpKSkpScnCxPT095eXkVenAAAAAAUJLku0C7kpeXF4UZAAAAABSSPC8SAgAAAABwLgo0AAAAADAJCjQAAAAAMAkKNAAAAAAwCQo0AAAAADAJCjQAAAAAMAkKNAAAAAAwCQo0AAAAADAJCjQAAAAAMAkKNAAAAAAwCQo0AAAAADAJCjQAAAAAMAkKNAAAAAAwCQo0AAAAADAJCjQAAAAAMAkKNAAAAAAwCQo0AAAAADAJCjQAAAAAMAkKNAAAAAAwCQo0AAAAADAJCjQAAAAAMAkKNAAAAAAwCQo0AAAAADAJCjQAAAAAMAkKNAAAAAAwCQo0AAAAADAJCjQAAAAAMAkKNAAAAAAwCQo0AAAAADAJCjQAAAAAMAkKNAAAAAAwCQo0AAAAADAJCjQAAAAAMAkKNAAAAAAwCQo0AAAAADAJCjQAAAAAMAkKNAAAAAAwCVMVaB999JG6du2q0NBQNWvWTE899ZSOHj3q0CY1NVVjxoxRWFiYQkND9cwzzyguLs6hzalTp/T444+rYcOGatasmd544w1dunTJoc3WrVsVGRmpoKAgtWvXTsuWLcsSz/z589W6dWsFBwerW7du2r17d+EnDQAAAAD/Y6oCbdu2berdu7cWLVqkmTNn6tKlSxowYIAuXLhgbzN+/Hj9+OOPmjx5subOnaszZ87o6aeftu/PyMjQwIEDlZ6ergULFmjixImKjo7WlClT7G2OHz+ugQMHKiwsTCtWrFDfvn01YsQIbdiwwd5m1apVmjBhggYNGqTo6GgFBARowIABio+Pvz4HAwAAAECJY6oC7dNPP1WXLl1Ut25dBQQEaOLEiTp16pR+/fVXSdL58+e1dOlSDR8+XM2aNVNQUJDGjx+vnTt3KiYmRpK0ceNGHT58WG+99Zbq1aunli1basiQIZo/f77S0tIkSQsWLFCNGjU0fPhw+fr6KioqSu3bt9esWbPsscycOVPdu3dX165dVadOHY0ZM0YeHh5aunTp9T4sAAAAAEqIUkUdQE7Onz8vSfL29pYk7d27V+np6QoPD7e38fX1VbVq1RQTE6OQkBDFxMTIz89PlSpVsreJiIjQ6NGjdfjwYQUGBiomJkbNmjVzGCsiIkLjx4+XJKWlpenXX3/VwIED7ftdXV0VHh6unTt35iuHjIyM/CV9A8vM9UbP+XrlYbFYJMO4/OMExv/6NQxDLk4ZQf/E7sQ8LndfPHIhj3wN8s+/N3Ielwf4598bOZdilocz/8YXl9dDqfjkQh7mU5xyyYv85GnaAs1ms2n8+PFq1KiR/Pz8JElxcXFyc3NTuXLlHNpWrFhRsbGx9jZXFmeS7Ldza5OUlKSLFy8qMTFRGRkZqlixYpZxrr4mLjd79uzJV/vioLjk7Mw8rFarAgMDlZySoktJSU4bR5KSkpOd1rdHaqqski5evKhUJ+chFZ9cyCN3xSUPqfjkUlzyKGW1qoykAwcOKCUlxWnjSMXn9VAqPrmQh/kUp1wKi2kLtDFjxujQoUP67LPPijqUfyU4OPjymZISICMjQ3v27Lnhc76eeXharbJ5eTmlb8MwlJScLC9PT7m4OOezaEvp0pIkDw8PuTspD6n45EIeeVdc8pCKTy7FJQ9Xq1WS5O/v75T+peLzeigVn1zIw3yKUy55kZlvXpiyQBs7dqzWrl2refPmqWrVqvbtlSpVUnp6us6dO+dwFi0+Pl6VK1e2t7l6tcXMVR6vbHP1yo9xcXHy8vKSh4eHXF1dZbFYsiwIEh8fn+XMW24sFkuJeNJdqTjkbLVar08eLi6Xf5zRtX0I541h79eZY6j45EIe+RmkmORxeYB//r2RcylmeVyP16ni8HqYqbjkQh7mU5xyKSymWiTEMAyNHTtW3333nWbPnq2aNWs67A8KCpKbm5s2b95s33b06FGdOnVKISEhkqSQkBAdPHjQobjatGmTvLy8VKdOHXubLVu2OPS9adMmex/u7u6qX7++wzg2m02bN29WaGhoYaaMAjBsNqf2b7FYFBgYyB8LAAAAXHemOoM2ZswYffnll/rPf/4jT09P+zVjZcuWlYeHh8qWLauuXbtq4sSJ8vb2lpeXl8aNG6fQ0FB7cRUREaE6deropZde0osvvqjY2FhNnjxZvXv3lru7uySpZ8+emj9/vt5880117dpVW7Zs0erVq/XRRx/ZY+nfv7+GDRumoKAgNWjQQLNnz1ZKSoq6dOly3Y8LHLm4uuri+vWyJSY6ZwDDUHJKijytVqd9gmupXl2lGzVySt8AAAC4cZmqQPv8888lSQ8//LDD9gkTJtgLo1deeUWurq4aPHiw0tLSFBERoVGjRtnbWiwWTZs2TaNHj1aPHj1ktVoVGRmpwYMH29vUrFlTH330kSZMmKA5c+aoatWqGjdunJo3b25v06FDByUkJGjKlCmKjY1VvXr19Mknn+R7iiOcw5aYKFtCgnM6NwxdSkq6fG2Ys6bx/G9lUgAAAOBKpirQDhw4kGub0qVLa9SoUQ5F2dWqV6+u6dOn59hPWFiYli9fnmObqKgoRUVF5RoTAAAAABQGU12DBgAAAAAlGQUaAAAAAJgEBRoAAAAAmAQFGgAAAACYBAUaAAAAAJgEBRoAAAAAmAQFGgAAAACYBAUaAAAAAJgEBRoAAAAAmAQFGgAAAACYBAUaAAAAAJgEBRoAAAAAmAQFGgAAAACYBAUaAAAAAJgEBRoAAAAAmAQFGgAAAACYBAUaAAAAAJgEBRoAAAAAmAQFGgAAAACYBAUaAAAAAJgEBRoAAAAAmAQFGgAAAACYBAUaAAAAAJgEBRoAAAAAmAQFGgAAAACYBAUaAAAAAJgEBRoAAAAAmAQFGgAAAACYBAUaAAAAAJgEBRoAAEAhs1qtRR0CgBsUBRoAACgxXKxWGTabU8ewWCwKDAyUxWJx6jiSnJ4LgOuvVFEHAAAAcN24u8vF1VUX16+XLTHROWMYhpJTUuRptUouLs4ZQ5Krt7c8WrRwWv8AigYFGgAAKHFsiYmyJSQ4p3PD0KWkJNm8vJxaoAEonpjiCAAAAAAmQYEGAAAAACZBgQYAAAAAJkGBBgAAAAAmQYEGAAAAACZBgQYAAAAAJkGBBgAAAAAmQYEGAAAAACZBgQYAAAAAJkGBBgAAAAAmQYEGAAAAACZBgQYAAAAAJkGBBgAAAAAmQYEGAAAAACZBgQYAAAAAJkGBBgAAAAAmQYEGAAAAACZhqgJt+/bteuKJJxQRESF/f3+tWbPGYb9hGHrvvfcUERGhBg0aqF+/fvrjjz8c2pw9e1bPP/+8GjVqpMaNG+uVV15RcnKyQ5v9+/erV69eCg4OVsuWLTV9+vQssaxevVr33HOPgoOD1alTJ61bt67Q8wUAAACAK5mqQLtw4YL8/f01atSobPdPnz5dc+fO1ejRo7Vo0SJZrVYNGDBAqamp9jYvvPCCDh8+rJkzZ2ratGnasWOHRo4cad+flJSkAQMGqFq1alq2bJleeuklvf/++1q4cKG9zS+//KLnn39eDz74oJYvX642bdpo0KBBOnjwoPOSBwAAAFDimapAa9mypZ599lm1a9cuyz7DMDRnzhw9+eSTatu2rQICAvTmm2/qzJkz9jNtR44c0YYNGzRu3Dg1bNhQjRs31ogRI/TVV1/p9OnTkqSVK1cqPT1d48ePV926ddWxY0c9/PDDmjlzpn2sOXPmqHnz5nr00Ufl6+uroUOHKjAwUPPmzbs+BwIAAABAiVSqqAPIqxMnTig2Nlbh4eH2bWXLllXDhg21c+dOdezYUTt37lS5cuUUHBxsbxMeHi5XV1ft3r1b7dq1U0xMjBo3bix3d3d7m4iICE2fPl2JiYny9vZWTEyM+vXr5zB+RERElimXeZGRkZH/ZG9Qmbk6O2eLxSIZxuUfJzD+169hGHJxygj6J3byyOMwxSMX8sjXIP/8eyPncXmAf/69kXMhj3wMcX2fW8583b1er+3ORh7mU5xyyYv85HnDFGixsbGSpIoVKzpsr1ixouLi4iRJcXFx8vHxcdhfqlQpeXt72+8fFxenGjVqOLSpVKmSfZ+3t7fi4uLs27IbJz/27NmT7/vc6JyZs9VqVWBgoJJTUnQpKclp40hS0lXXLhYmj9RUWSVdvHhRqeSRZ8UlF/LIXXHJQyo+uZBH/jn7uVXKalUZSQcOHFBKSopTxyou72fIw3yKUy6F5YYp0G5UwcHBl8/4lAAZGRnas2fPdcnZ02qVzcvLKX0bhqGk5GR5eXrKxcU5n31aSpeWJHl4eMidPHJVXHIhj7wrLnlIxScX8si76/XccrVaJUn+/v5OG+N6vrY7E3mYT3HKJS8y882LG6ZAq1y5siQpPj5eVapUsW+Pj49XQECApMtnwhISEhzud+nSJSUmJtrvX6lSpSxnwjJvZ541y65NfHx8lrNqeWGxWErEk+5K1yVnF5fLP87o2j6E88aw90seeRvGPtyNnQt55GeQYpLH5QH++fdGzoU88j6Efajr89y6Hu8zisv7GfIwn+KUS2Ex1SIhOalRo4YqV66szZs327clJSVp165dCg0NlSSFhobq3Llz2rt3r73Nli1bZLPZ1KBBA0lSSEiIduzYofT0dHubTZs26dZbb5W3t7e9zZYtWxzG37Rpk0JCQpyVHgAAAACYq0BLTk7Wvn37tG/fPkmXFwbZt2+fTp06JRcXF/Xp00cffvihvv/+ex04cEAvvfSSqlSporZt20qSfH191bx5c7366qvavXu3fv75Z7322mvq2LGjbrrpJklSp06d5Obmpv/7v//ToUOHtGrVKs2ZM0f9+/e3x9GnTx9t2LBBM2bM0JEjRzR16lTt3btXUVFR1/+gAAAAACgxTDXFce/everTp4/99oQJEyRJkZGRmjhxoh577DGlpKRo5MiROnfunG6//XZ98sknKv2/+eSS9Pbbb+u1115T37595erqqrvvvlsjRoyw7y9btqw+/fRTjR07Vl26dFGFChX01FNPqUePHvY2jRo10ttvv63Jkydr0qRJuuWWW/TBBx/Iz8/vOhwFAAAAACWVqQq0sLAwHThw4Jr7XVxcNGTIEA0ZMuSabcqXL6933nknx3ECAgL02Wef5djm3nvv1b333ptzwAAAAABQiEw1xREAAAAASjIKNAAAAAAwCQo0AAAAADAJCjQAAAAAMAkKNAAAAAAwCQo0AAAAADAJCjQAAAAAMAkKNAAAAAAwCQo0AAAAADAJCjQAAAAAMAkKNAAAAAAwCQo0AAAAADAJCjQAAADgBmG1Wos6BDgZBRoAAABQCAybzan9WywWBQYGymKxOHUcyfm54NpKFXUAAAAAQHHg4uqqi+vXy5aY6JwBDEPJKSnytFolFxfnjCHJ1dtbHi1aOK1/5IwCDQAAACgktsRE2RISnNO5YehSUpJsXl5OLdBQtJjiCAAAAAAmQYEGAAAAACZBgQYAAAAAJkGBBgAAAAAmQYEGAAAAACZBgQYAAAAAJkGBBgAAAAAmQYEGAACAYs9qtRZ1CECe8EXVAAAAKFKGzSYXV+edN7BYLAoMDHRa/0BhokADAADANV2PM08urq66uH69bImJzhnAMJSckiJPq1VycXHKEJbq1VW6USOn9I2ShQINAADgBuRitRarM0+2xETZEhKc07lh6FJSkmxeXk4r0Fy8vZ3SL0oeCjQAAIAbkbs7Z56AYogCDQAA4AbGmSegeGEVRwAAAAAwCQo0AAAAADAJCjQAAAAAMAkKNAAAAAAwCQo0AAAAADAJCjQAAAAAMAkKNAAAAAAwCQo0AAAAADAJCjQAAAAAMAkKNAAAAAAwCQo0AAAAADAJCjQAAAAAMAkKNAAAAAAwCQo0AAAAADAJCjQAAAAAMAkKNAAAAAAwCQo0AAAAANed1Wot6hBMiQINAAAAgJ2L1SrDZnPqGBaLRYGBgbJYLE4dx9l5OEOpog4AAAAAgIm4u8vF1VUX16+XLTHROWMYhpJTUuRptUouLk4ZwtXbWx4tWjilb2eiQAMAAACQhS0xUbaEBOd0bhi6lJQkm5eX0wq0GxVTHFGomEsMAAAAFBwFWi7mz5+v1q1bKzg4WN26ddPu3buLOqQCuR7zb6/XXGIAAACguGKKYw5WrVqlCRMmaMyYMWrYsKFmz56tAQMG6Ouvv1bFihWLOrx8cfo8Yum6zCW2VK+u0o0aOaVvAAAAoKhRoOVg5syZ6t69u7p27SpJGjNmjNauXaulS5fq8ccfL+Lo8s+p84il6zKX2MXb2yn9AgAAAGZAgXYNaWlp+vXXXzVw4ED7NldXV4WHh2vnzp253t8wDHs/ZpjyZ7FYZHh7y3DiGIYk1zJlZLNa5axLPQ1PT2VkZDg1F/LIxxjXIQ+p+ORCHvkYo5jkIRWfXMgjH2OI51a+xiCPvI8hnlv5GsPbWxkZGcrIyHDSCHmXGUNmjZATFyMvrUqg06dPq0WLFlqwYIFCQ0Pt2998801t375dixcvzvH+aWlp2rNnj7PDBAAAAHCDCA4Olru7e45tOIPmJKVKlVJwcLBcXV3lwtKhAAAAQIllGIZsNptKlcq9/KJAu4YKFSrIYrEoPj7eYXt8fLwqVaqU6/1dXV1zrY4BAAAA4Eoss38N7u7uql+/vjZv3mzfZrPZtHnzZocpjwAAAABQWDiDloP+/ftr2LBhCgoKUoMGDTR79mylpKSoS5cuRR0aAAAAgGKIAi0HHTp0UEJCgqZMmaLY2FjVq1dPn3zySZ6mOAIAAABAfrGKIwAAAACYBNegAQAAAIBJUKABAAAAgElQoAEAAACASVCgAQAAAIBJUKChQObPn6/WrVsrODhY3bp10+7duyVJJ06ckL+/f7Y/q1evLuKos7pWHpJ07NgxDRo0SHfccYcaNWqkIUOGKC4urgijzd727dv1xBNPKCIiQv7+/lqzZo3DfsMw9N577ykiIkINGjRQv3799McffxRNsDnILY9vv/1WjzzyiMLCwuTv7699+/YVUaS5yymX9PR0vfXWW+rUqZNCQkIUERGhl156SadPny7CiLOX22MydepU3XPPPQoJCVGTJk3Ur18/7dq1q4iivbbc8rjSyJEj5e/vr1mzZl2/APMht1yGDx+e5W/vgAEDiijaa8vLY3LkyBE98cQTuv322xUSEqKuXbvq1KlTRRDtteWWx7VeDz/55JMiijh7ueWRnJyssWPHqkWLFmrQoIE6dOigzz//vIiizVluucTFxWn48OGKiIhQw4YNNWDAAFO+JmbK6X1KbGysXnzxRd15550KCQlRZGSkvvnmmyKMNquPPvpIXbt2VWhoqJo1a6annnpKR48edWiTmpqqMWPGKCwsTKGhoXrmmWdM+X7reqJAQ76tWrVKEyZM0KBBgxQdHa2AgAANGDBA8fHxuvnmm7Vx40aHn2eeeUZlypRRixYtijp0BznlceHCBT3yyCNycXHR7Nmz9fnnnys9PV1PPPGEbDZbUYfu4MKFC/L399eoUaOy3T99+nTNnTtXo0eP1qJFi2S1WjVgwAClpqZe50hzllseFy5cUKNGjfTCCy9c58jyL6dcLl68qN9++01PPvmkli1bpvfff1+///67nnzyySKINGe5PSa33HKLRo4cqS+++EKfffaZqlevrkceeUQJCQnXOdKc5ZZHpu+++067du1SlSpVrlNk+ZeXXJo3b+7wN3jSpEnXMcK8yS2PY8eOqVevXrrttts0d+5crVy5Uk899ZRKly59nSPNWW55XP16OH78eLm4uKh9+/bXOdKc5ZbHxIkTtWHDBr311ltatWqV+vbtq9dee03ff//9dY40dznlYhiGBg0apOPHj+s///mPoqOjVb16dfXv318XLlwogmhzltP7FEkaNmyYfv/9d3344Yf64osv1K5dOw0dOlS//fZbEUf+j23btql3795atGiRZs6cqUuXLmnAgAEOx3v8+PH68ccfNXnyZM2dO1dnzpzR008/XYRRm4AB5NODDz5ojBkzxn47IyPDiIiIMD766KNs2z/wwAPGyy+/fL3Cy7Oc8tiwYYMREBBgnD9/3r7/3Llzhr+/v/HTTz8VRbh54ufnZ3z33Xf22zabzbjzzjuNTz75xL7t3LlzRlBQkPHll18WRYh5cnUeVzp+/Ljh5+dn/Pbbb9c5qoLJKZdMu3btMvz8/IyTJ09ep6jyLy95nD9/3vDz8zM2bdp0naLKv2vl8ddffxnNmzc3Dh48aLRq1cqYOXPm9Q8un7LLZdiwYcaTTz5ZRBEVTHZ5DB061HjhhReKKKKCycvvyJNPPmn06dPnOkVUMNnl0bFjR+P999932BYZGWlMmjTpeoaWb1fncvToUcPPz884ePCgfVtGRoZxxx13GIsWLSqKEHOU2/utkJAQIzo62uE+TZs2NWUumeLj4w0/Pz9j27ZthmFcfk9Sv359Y/Xq1fY2hw8fNvz8/IydO3cWUZRFjzNoyJe0tDT9+uuvCg8Pt29zdXVVeHi4du7cmaX93r17tW/fPj344IPXM8xc5ZZHWlqaXFxc5O7ubt9funRpubq66ueffy6KkAvkxIkTio2NdcizbNmyatiwYbaPF4pGUlKSXFxcVK5cuaIOpcDS0tK0cOFClS1bVv7+/kUdTr7YbDa9+OKLGjBggOrWrVvU4fxr27ZtU7NmzdS+fXuNGjVKf//9d1GHlC82m01r167VLbfcogEDBqhZs2bq1q1bjlNTbwRxcXFat26d6V4P8yI0NFQ//PCDTp8+LcMwtGXLFv3++++KiIgo6tDyJS0tTZIczsS6urrK3d3ddK/teXm/FRoaqtWrV+vs2bOy2Wz66quvlJqaqqZNmxZV2Lk6f/68JMnb21vS5feJ6enpDnn6+vqqWrVqiomJKYoQTYECDfny999/KyMjQxUrVnTYXrFixWznCy9ZskS+vr5q1KjR9QoxT3LLIyQkRFarVW+99ZZSUlJ04cIFvfHGG8rIyFBsbGwRRZ1/mbHm9fHC9Zeamqq3335bHTt2lJeXV1GHk28//vijQkND1aBBA82aNUszZsyQj49PUYeVL9OnT1epUqXUp0+fog7lX2vevLneeOMNzZo1Sy+++KK2b9+uxx57TBkZGUUdWp5lTjOfPn26mjdvrhkzZqhdu3Z6+umntW3btqIOr8Cio6Pl6empu+++u6hDybdXX31VderUUYsWLRQUFKRHH31Uo0aNUpMmTYo6tHy57bbbVK1aNb3zzjtKTExUWlqaPv74Y/3111+me23Py/utyZMn69KlSwoLC1NwcLBGjhyp999/X7Vr1y6KkHNls9k0fvx4NWrUSH5+fpIuf3Dh5uaW5QPKihUrmu4xuZ5KFXUAKL4uXryoL7/8Uk899VRRh5JvPj4+eu+99zR69GjNnTtXrq6u6tixo+rXry8XF5eiDg/FRHp6uoYMGSLDMDRmzJiiDqdAwsLCtHz5cv39999atGiRhg4dqsWLF2d5U2FWe/fu1Zw5c7Rs2bJi8bvdsWNH+/8zF6Ro27at/azajSDzOt82bdqoX79+kqR69erpl19+0YIFC0x9diAnS5cuVadOnUx3HV1ezJ07VzExMfrwww9VrVo17dixQ2PGjFGVKlUcznyYnZubm6ZOnar/+7//U9OmTWWxWNSsWTO1aNFChmEUdXj59t577+ncuXOaNWuWKlSooDVr1mjo0KGaP3++KWcyjBkzRocOHdJnn31W1KGYHgUa8qVChQqyWCz2C1QzxcfHq1KlSg7bvv76a128eFGdO3e+jhHmTV7yiIiI0Jo1a5SQkKBSpUqpXLlyuvPOO9WhQ4eiCLlAKleuLOlyXlcufBAfH6+AgICiCgu6XJwNHTpUp06d0uzZs2/Is2eSVKZMGdWuXVu1a9dWSEiI7r77bi1ZskQDBw4s6tDyZMeOHYqPj1erVq3s2zIyMvTGG29ozpw5+uGHH4owun+vZs2aqlChgv78888bpkCrUKGCSpUqJV9fX4ftvr6+ppuGllc7duzQ77//rsmTJxd1KPl28eJFvfvuu3r//fd11113SZICAgK0b98+ffrppzdUgSZJQUFBWrFihc6fP6/09HT5+PioW7duCgoKKurQHOT2PuXYsWOaN2+evvzyS/vU7ICAAO3YsUPz58/X2LFjiyLsaxo7dqzWrl2refPmqWrVqvbtlSpVUnp6us6dO+dwFi0+Pt7+HqYkYooj8sXd3V3169fX5s2b7dtsNps2b96s0NBQh7ZLly5V69atTTndKT95+Pj4qFy5ctq8ebPi4+PVunXr6x1ugdWoUUOVK1d2yDMpKUm7du3Kkieun8zi7M8//7R/8llc2Gw2+3UeN4IHHnhAK1eu1PLly+0/VapU0YABA0y3FHpB/PXXXzp79uwN9UbH3d1dwcHB+v333x22//HHH6pevXoRRfXvLFmyRPXr178hPxi7dOmS0tPTs5xhtlgsN+RZp0xly5aVj4+P/vjjD+3du1dt2rQp6pAc5PY+JSUlRdLl69KuZLbHxTAMjR07Vt99951mz56tmjVrOuwPCgqSm5ubQ55Hjx7VqVOnFBIScp2jNQ/OoCHf+vfvr2HDhikoKEgNGjTQ7NmzlZKSoi5dutjb/Pnnn9q+fbs+/vjjIow0Z7nlsXTpUvn6+srHx0c7d+7U+PHj1a9fP912221FHLmj5ORkHTt2zH77xIkT2rdvn7y9vVWtWjX16dNHH374oWrXrq0aNWrovffeU5UqVdS2bdsijDqr3PI4e/as/vvf/+rMmTOSZH/zVqlSJdO9+cwpl8qVK2vw4MH67bff9NFHHzlc1+jt7e2wME1RyymP8uXLa9q0aWrdurUqV66sv//+W/Pnz9fp06d1zz33FGHUWeX23Lq6QHZzc1OlSpVM97su5ZyLt7e33n//fbVv316VKlXS8ePH9dZbb6l27dpq3rx5EUadVW6PyYABA/Tss8+qSZMmCgsL04YNG/Tjjz9qzpw5RRh1VrnlIV3+UOzrr7/WsGHDiirMXOWWR9OmTfXWW2/Jw8ND1apV0/bt27V8+XINHz68CKPOXm65rF69Wj4+PqpWrZoOHDig8ePHq23btqZc8CSn9yne3t6qXbu2Ro4cqWHDhql8+fJas2aNfvrpJ3300UdFHbrdmDFj9OWXX+o///mPPD097a93ZcuWlYeHh8qWLauuXbtq4sSJ8vb2lpeXl8aNG6fQ0NASXaC5GGYqs3HDmDdvnj799FPFxsaqXr16GjFihBo2bGjfP2nSJK1cuVI//PBDlk93zCSnPN5++21FR0crMTFR1atXV8+ePdWvXz/TXaeydevWbBc3iIyM1MSJE2UYhqZMmaJFixbp3Llzuv322zVq1CjdeuutRRDtteWWx7Jly/Tyyy9n2f/000/rmWeeuR4h5llOuTz99NPX/KR2zpw5CgsLc3Z4eZZTHmPGjNHzzz+vXbt26e+//1b58uUVHBysJ598Ug0aNCiCaK8tt+fW1Vq3bq0+ffrYr38yk5xyGT16tAYNGqTffvtN58+fV5UqVXTnnXdqyJAhWaagF7W8PCZLliyxL+Bw66236plnnjHdB0t5yWPhwoUaP368Nm7cqLJly17vEPMktzxiY2M1adIkbdy4UYmJiapWrZp69OhxQ74mzpkzR59++ql9Ct0DDzygp556ylQfjl0pp/cpf/zxh9555x39/PPPunDhgmrVqqVHHnnEVJeWXOtauAkTJtg/EE9NTdXEiRP11VdfKS0tTRERERo1apTpPny9nijQAAAAAMAkzHtqAwAAAABKGAo0AAAAADAJCjQAAAAAMAkKNAAAAAAwCQo0AAAAADAJCjQAAAAAMAkKNAAAAAAwCQo0AAAAADAJCjQAwA3D399fY8eOLeowCqx169YaOHBgUYfxr0ydOlX+/v5KSEgo0vEBoLiiQAOAG9SyZcvk7++vPXv2ZLv/4Ycf1n333Xedo/r3fvnlF02dOlXnzp0r6lCKlS+++EKzZs3Kc/tp06ZpzZo1zgsIAJAtCjQAgKns3LlT77//PgVaIfvyyy81Z86cPLf/6KOPKNAAoAhQoAEACtWFCxeKOoRsmTUuAACuRIEGACXIpUuX9MEHH6ht27YKCgpS69atNWnSJKWlpTm08/f319SpU7Pcv3Xr1ho+fLj9duY0y23btmn06NFq1qyZWrZsKUlKSkrS66+/rtatWysoKEjNmjVT//799euvv14zvqlTp+rNN9+UJLVp00b+/v7y9/fXiRMnHNqtWbNG9913n4KCgtSxY0etX78+Sz/+/v46fPiwnn/+eTVp0kS9evVyyjGQpP379ysqKkoNGjRQixYt9J///EdLly7NNnZJ2rFjhx588EEFBwerTZs2Wr58eZY2x48f1+DBg9W0aVM1bNhQ3bt319q1ax3aZB7/q8fYunWr/P39tXXrVkmXp7uuXbtWJ0+etB/T1q1bZxnzytwvXLig6Ohoe/urcz5//ryGDx+uxo0b6/bbb9fLL7+slJSULH2tWLFCXbp0UYMGDdS0aVM9++yz+u9//3vNsa8+Tl27dlVwcLDatm2rBQsWZNtu6dKl6tOnj5o1a6agoCB16NBBn332mUObYcOGKSwsTOnp6Vnu/8gjj6h9+/Z5igkAnK1UUQcAAPh3kpKSsl2wIbs3oiNGjFB0dLTat2+v/v37a/fu3froo4905MgRffDBBwWOYcyYMfLx8dGgQYPsZ6pGjRqlb775RlFRUfL19dXZs2f1888/68iRI6pfv362/bRr105//PGHvvzyS7388suqUKGCJMnHx8fe5ueff9a3336rXr16ydPTU3PnztXgwYP1448/2ttnGjJkiGrXrq1nn31WhmE45RicPn1affv2lSQ9/vjjKlOmjBYvXix3d/ds2//5558aMmSIHnzwQUVGRmrp0qUaPny46tevr7p160qS4uLi1LNnT6WkpOjhhx9WhQoVFB0drSeffFJTpkxRu3bt8hXjE088ofPnz+uvv/7Syy+/LEny9PS8Zvs333xTI0aMUIMGDdS9e3dJUq1atRzaDB06VDVq1NBzzz2n3377TYsXL5aPj49efPFFe5sPP/xQ7733nu699149+OCDSkhI0Lx589S7d28tX75c5cqVu2YMBw4c0IABA+Tj46NnnnlGly5d0tSpU1WxYsUsbT///HPVrVtXrVu3VqlSpfTjjz9qzJgxMgxDvXv3liQ98MADWr58uTZu3KhWrVrZ7xsbG6stW7Zo0KBBeTiSAOB8FGgAcIPr16/fNfdlvuGXLp/liY6OVrdu3TRu3DhJUu/eveXj46MZM2Zoy5YtuuOOOwoUg7e3t2bNmiWLxWLftm7dOnXv3t3hzMtjjz2WYz8BAQEKDAzUl19+qbZt26pGjRpZ2hw5ckSrVq2yFwxhYWF64IEH9NVXXykqKipLf++88479tjOOwfTp05WYmKjo6GjVq1dPktSlS5drnpH5/fffNX/+fDVu3FiSdO+996ply5ZatmyZhg0bJkn6+OOPFRcX59CuW7duuv/++zVhwgS1adNGrq55nwRz5513as6cOTp37pweeOCBXNs/8MADGj16tGrWrHnN9vXq1dP48ePtt8+ePaslS5bYC7STJ09q6tSpGjp0qJ544gl7u7vvvluRkZH67LPPHLZfbcqUKTIMQ/Pnz1e1atUkSe3bt1enTp2ytJ03b548PDzst6OiojRgwADNnDnTXqDdcccdqlq1qlauXOlQoH311Vey2Wy6//77cz0uAHA9MMURAG5wI0eO1MyZM7P8XL0U+bp16yRJ/fv3d9j+yCOPOOwviO7duzsUZ5JUrlw57dq1S6dPny5wv9kJDw93OJsTEBAgLy8vHT9+PEvbnj17Otx2xjHYsGGDQkJC7MWZJJUvXz7bQkKS6tSpYy+6pMtnB2+99VaH+NetW6cGDRo4tPP09FSPHj108uRJHT58ON9xFrarj23jxo119uxZJSUlSZK+++472Ww23XvvvUpISLD/VKpUSbVr17ZPv8xORkaGNm7cqLZt29qLM0ny9fVVRERElvZXFmfnz59XQkKCmjZtquPHj+v8+fOSJFdXV3Xq1Ek//PCDPUZJWrlypUJDQ1WzZs2CHQgAKGScQQOAG1yDBg0UHBycZbu3t7f+/vtv++2TJ0/K1dU1y1S1ypUrq1y5cjp58mSBY8juTNcLL7yg4cOH66677lL9+vXVsmVLde7c+V+/Eb755puzbPP29s521cer43LGMTh58qRCQkKybL96jEzXij8xMdF++9SpU2rYsGGWdrfddpt9v5+fX75jLUxXFk6S7NMVExMT5eXlpT/++EOGYejuu+/O9v6lSl37LUhCQoIuXryo2rVrZ9l36623Zimkf/75Z02dOlUxMTFZroM7f/68ypYtK0nq3Lmzpk+frjVr1qhz5846evSofv31V40ZMyb3hAHgOqFAA4ASxsXFpcD3zcjIyHZ76dKls2zr0KGDGjdurO+++04//fSTPv30U02fPl1Tp061LyRSEFefqcuUeY1ZbnFJzjkGeXWt+AviWnnYbLZCG+NarjXFMvNxsNlscnFx0fTp07PNuUyZMoUSx7Fjx9SvXz/ddtttGj58uG6++Wa5ublp3bp1mjVrlsOxqFOnjurXr6+VK1eqc+fOWrlypdzc3HTvvfcWSiwAUBgo0ACghKhevbpsNpv+/PNP+fr62rfHxcXp3Llzql69un1bdmek0tLSFBsbm68xq1Spot69e6t3796Kj49XZGSkpk2blmOB9m+Kp9w44xhUr15df/75Z5axjh07VuA4q1Wrpt9//z3L9qNHj9r3S/+ctcqcxpcpuzOBzjyu2alVq5YMw1CNGjV066235uu+Pj4+8vDwyPa4Xn1cfvjhB6WlpenDDz90OKt3rSmUnTt31sSJE3XmzBl9+eWXuuuuu+Tt7Z2v+ADAmbgGDQBKiMyiaPbs2Q7bZ86c6bBfkmrWrKkdO3Y4tFu0aFGezx5lZGRkKRoqVqyoKlWqZFnO/mpWq1VS1qKjMDjjGERERCgmJkb79u2zbzt79qy++OKLfxXn7t27tXPnTvu2CxcuaNGiRapevbrq1Kkj6Z9plNu3b7e3y8jI0KJFi7L0abVa83VMy5Qp86++LPzuu++WxWLR+++/n+XspmEYDtNvr2axWBQREaE1a9bo1KlT9u1HjhzRxo0bs7TN7DPT+fPntXTp0mz7vu++++Ti4qLXX39dx48fZ3EQAKbDGTQAKCECAgIUGRmphQsX6ty5c2rSpIn27Nmj6OhotW3b1mH1wm7dumnUqFF65plnFB4erv3792vjxo1ZlrG/luTkZLVs2VLt27dXQECAypQpo02bNmnPnj1Zvk/raplL8L/77rvq0KGD3Nzc1KpVq0KZEueMY/Doo49q5cqV6t+/v6KiouzL7N988806e/Zsgc5cPf744/rqq6/02GOP6eGHH5a3t7eWL1+uEydOaOrUqfbphXXr1lVISIgmTZqkxMREeXt7a9WqVbp06VKWPuvXr69Vq1ZpwoQJCg4OVpkyZXL8LrT69etr8+bNmjlzpqpUqaIaNWpke13ctdSqVUtDhw7VO++8o5MnT6pt27by9PTUiRMntGbNGnXv3l0DBgy45v2feeYZbdiwQb1799ZDDz2kjIwMzZs3T3Xq1NGBAwfs7e688065ubnpiSeeUM+ePZWcnKzFixerYsWK2Z7x9fHxUfPmzfX1/7d3/y7JhWEcxr9u1eAgZzAyiRqEhpYDBbq05hJBGNYfEJThKgZGcEKiCHGqIBJxMPoFQZBiFEhzY7g7BAYtDbZkQxBJJb0YeeC9Ppsg+uh2wbmf++JCTqdT4+PjP/5NAPAXCDQA+I9YliWPx6PT01OVSiUZhqH5+XlFIpGm94VCIVWrVR0dHalcLss0Te3v77e80v+jrq4uhcNh3dzcqFgsqtFoyOv1amVl5X1h9HdGRkYUjUaVz+dVLpf18vKiy8vLX5tZ+u3/oLe3V9lsVpZlaWdnRy6XS3Nzc+ru7pZlWd/OwbViGIby+bw2NjaUy+X0/Pwsn8+n7e3tT0GxubmpRCKh3d1dOZ1OTU9Pa2xs7NNNlbOzs7q7u9PJyYkymYz6+vpaBlosFlMikVAqlVK9XtfU1NQ/BZr0FpoDAwPKZDLvO+bcbrcCgUDL75beYnpvb0/JZFLpdFput1tLS0uq1WpNgTY4OKh0Oq1UKqX19XUZhqFwOCyXy6V4PP7lZ09OTurq6koTExPf7qsDgE5xNL6aqgYAAG1ZW1vTwcGBbm9vf/ViELSvVCppcXGxac8cANgFM2gAALSpXq83vX58fNTZ2ZlM0yTObOjw8FD9/f0yTbPTRwGAT3jEEQCANs3MzGh0dFRDQ0N6eHjQ8fGxnp6etLCw0Omj4YPz83NVKhVdX19reXn5z2+2BICf4BFHAADatLW1pUKhoPv7ezkcDg0PDysSicjv93f6aPjA5/Opp6dHwWBQq6urLZdlA0CnEGgAAAAAYBPMoAEAAACATRBoAAAAAGATBBoAAAAA2ASBBgAAAAA2QaABAAAAgE0QaAAAAABgEwQaAAAAANgEgQYAAAAANvEKOwVd93ZC8AYAAAAASUVORK5CYII=","text/plain":["<Figure size 1000x600 with 1 Axes>"]},"metadata":{},"output_type":"display_data"}],"source":["# Set the style\n","sns.set_style(\"whitegrid\")\n","\n","# Plotting the histogram\n","plt.figure(figsize=(10, 6))\n","sns.histplot(data=df, x='time', bins=24, color='lightcoral', kde=False)\n","plt.xlabel('Hours throughout the day', fontsize=12)\n","plt.ylabel('Count of Orders', fontsize=12)\n","plt.title('Most customers buy products between 10:00 to 15:00', fontsize=14)\n","plt.xticks(fontsize=10)\n","plt.yticks(fontsize=10)\n","plt.grid(True)\n","plt.show()\n"]},{"cell_type":"markdown","id":"7db394f6","metadata":{"papermill":{"duration":0.027266,"end_time":"2024-03-16T13:17:05.081316","exception":false,"start_time":"2024-03-16T13:17:05.05405","status":"completed"},"tags":[]},"source":["#### <b><span style='color:#F1C40F'></span> During data preparation</b>\n","\n","- Columns with missing values were identified. These records were deleted for user-based analysis.\n","\n","- Canceled invoices(C374759) were found and removed for the health of the analysis.\n","\n","- Records with a product sales price of 0.000 were deleted from the data set. 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"}},"cell_type":"markdown","id":"0c452dda","metadata":{"papermill":{"duration":0.027482,"end_time":"2024-03-16T13:17:05.136474","exception":false,"start_time":"2024-03-16T13:17:05.108992","status":"completed"},"tags":[]},"source":["<div style=\"color:white;display:fill;border-radius:8px;\n","            background-color:#2C3E50 ;font-size:120%;\n","            font-family:Helvetica;letter-spacing:0.5px\">\n","    <p style=\"padding: 8px;color:white;\"><b>4)  Calculating RFM Metrics</b></p>\n","</div>\n","\n","### What is RFM?\n","\n","RFM is a method used to analyze and segment customer behaviors. RFM stands for Recency, Frequency, and Monetary Value.\n","\n","- **Recency:** It refers to how recently a customer has made a purchase. More recent customers are considered more valuable.\n","\n","- **Frequency:** It indicates how often a customer makes purchases within a given time frame. Customers who make frequent purchases are typically considered more loyal or engaged.\n","\n","- **Monetary Value:** It represents the total value of purchases made by a customer within a specific time period. Customers who spend more money are generally more valuable to the business.\n","\n","![RFM.png](attachment:14bef9bc-9833-464e-9008-9c5c9a9e0603.png)\n","\n","### How to Use?\n","\n","RFM analysis is conducted by assigning scores or rankings to each customer based on these three metrics. Customers are then grouped into segments based on their RFM scores. These segments can be utilized to tailor marketing strategies and campaigns to better target and serve the needs of different customer groups.\n","\n","For example, customers with high RFM scores (recent, frequent, high monetary value) might be offered loyalty programs or special incentives to encourage repeat purchases. On the other hand, customers with low RFM scores (low frequency, low monetary value) might be targeted with re-engagement campaigns to encourage them to make additional purchases.\n","\n"]},{"cell_type":"code","execution_count":34,"id":"2a139fc2","metadata":{"execution":{"iopub.execute_input":"2024-03-16T13:17:05.194486Z","iopub.status.busy":"2024-03-16T13:17:05.193601Z","iopub.status.idle":"2024-03-16T13:17:05.201298Z","shell.execute_reply":"2024-03-16T13:17:05.200488Z"},"papermill":{"duration":0.038957,"end_time":"2024-03-16T13:17:05.203446","exception":false,"start_time":"2024-03-16T13:17:05.164489","status":"completed"},"tags":[]},"outputs":[{"data":{"text/plain":["Timestamp('2010-12-09 20:01:00')"]},"execution_count":34,"metadata":{},"output_type":"execute_result"}],"source":["# last transaction date\n","df[\"InvoiceDate\"].max()"]},{"cell_type":"code","execution_count":35,"id":"60875e02","metadata":{"execution":{"iopub.execute_input":"2024-03-16T13:17:05.261946Z","iopub.status.busy":"2024-03-16T13:17:05.261203Z","iopub.status.idle":"2024-03-16T13:17:06.416143Z","shell.execute_reply":"2024-03-16T13:17:06.414441Z"},"papermill":{"duration":1.187665,"end_time":"2024-03-16T13:17:06.419045","exception":false,"start_time":"2024-03-16T13:17:05.23138","status":"completed"},"tags":[]},"outputs":[],"source":["# Set a reference date for calculations\n","today_date = dt.datetime(2010, 12, 11)  \n","\n","# Group by customer ID and aggregate metrics: recency (days since last purchase), \n","# frequency (number of purchases), monetary (total spend)\n","df_rfm = df.groupby('Customer ID').agg(\n","        {'InvoiceDate': lambda date: (today_date - date.max()).days,\n","         'Invoice': lambda num: num.nunique(),\n","         'TotalPrice': lambda price: price.sum()})"]},{"cell_type":"code","execution_count":36,"id":"a4987492","metadata":{"execution":{"iopub.execute_input":"2024-03-16T13:17:06.477759Z","iopub.status.busy":"2024-03-16T13:17:06.47698Z","iopub.status.idle":"2024-03-16T13:17:06.498519Z","shell.execute_reply":"2024-03-16T13:17:06.497292Z"},"papermill":{"duration":0.053618,"end_time":"2024-03-16T13:17:06.501185","exception":false,"start_time":"2024-03-16T13:17:06.447567","status":"completed"},"tags":[]},"outputs":[{"data":{"text/html":["<div>\n","<style scoped>\n","    .dataframe tbody tr th:only-of-type {\n","        vertical-align: middle;\n","    }\n","\n","    .dataframe tbody tr th {\n","        vertical-align: top;\n","    }\n","\n","    .dataframe thead th {\n","        text-align: right;\n","    }\n","</style>\n","<table border=\"1\" class=\"dataframe\">\n","  <thead>\n","    <tr style=\"text-align: right;\">\n","      <th></th>\n","      <th>count</th>\n","      <th>mean</th>\n","      <th>std</th>\n","      <th>min</th>\n","      <th>25%</th>\n","      <th>50%</th>\n","      <th>75%</th>\n","      <th>max</th>\n","    </tr>\n","  </thead>\n","  <tbody>\n","    <tr>\n","      <th>recency</th>\n","      <td>4312.000</td>\n","      <td>91.173</td>\n","      <td>96.861</td>\n","      <td>1.000</td>\n","      <td>18.000</td>\n","      <td>53.000</td>\n","      <td>136.000</td>\n","      <td>374.000</td>\n","    </tr>\n","    <tr>\n","      <th>frequency</th>\n","      <td>4312.000</td>\n","      <td>4.456</td>\n","      <td>8.170</td>\n","      <td>1.000</td>\n","      <td>1.000</td>\n","      <td>2.000</td>\n","      <td>5.000</td>\n","      <td>205.000</td>\n","    </tr>\n","    <tr>\n","      <th>monetary</th>\n","      <td>4312.000</td>\n","      <td>2048.238</td>\n","      <td>8914.481</td>\n","      <td>2.950</td>\n","      <td>307.988</td>\n","      <td>706.020</td>\n","      <td>1723.142</td>\n","      <td>349164.350</td>\n","    </tr>\n","  </tbody>\n","</table>\n","</div>"],"text/plain":["             count     mean      std   min     25%     50%      75%        max\n","recency   4312.000   91.173   96.861 1.000  18.000  53.000  136.000    374.000\n","frequency 4312.000    4.456    8.170 1.000   1.000   2.000    5.000    205.000\n","monetary  4312.000 2048.238 8914.481 2.950 307.988 706.020 1723.142 349164.350"]},"execution_count":36,"metadata":{},"output_type":"execute_result"}],"source":["df_rfm.columns = ['recency', 'frequency', \"monetary\"]  # Rename the aggregated columns\n","df_rfm.describe().T"]},{"cell_type":"code","execution_count":37,"id":"ecb73dd4","metadata":{"execution":{"iopub.execute_input":"2024-03-16T13:17:06.55936Z","iopub.status.busy":"2024-03-16T13:17:06.558975Z","iopub.status.idle":"2024-03-16T13:17:06.582486Z","shell.execute_reply":"2024-03-16T13:17:06.581163Z"},"papermill":{"duration":0.055715,"end_time":"2024-03-16T13:17:06.584902","exception":false,"start_time":"2024-03-16T13:17:06.529187","status":"completed"},"tags":[]},"outputs":[{"data":{"text/html":["<div>\n","<style scoped>\n","    .dataframe tbody tr th:only-of-type {\n","        vertical-align: middle;\n","    }\n","\n","    .dataframe tbody tr th {\n","        vertical-align: top;\n","    }\n","\n","    .dataframe thead th {\n","        text-align: right;\n","    }\n","</style>\n","<table border=\"1\" class=\"dataframe\">\n","  <thead>\n","    <tr style=\"text-align: right;\">\n","      <th></th>\n","      <th>recency</th>\n","      <th>frequency</th>\n","      <th>monetary</th>\n","      <th>recency_score</th>\n","      <th>frequency_score</th>\n","    </tr>\n","    <tr>\n","      <th>Customer ID</th>\n","      <th></th>\n","      <th></th>\n","      <th></th>\n","      <th></th>\n","      <th></th>\n","    </tr>\n","  </thead>\n","  <tbody>\n","    <tr>\n","      <th>12346.000</th>\n","      <td>165</td>\n","      <td>11</td>\n","      <td>372.860</td>\n","      <td>2</td>\n","      <td>5</td>\n","    </tr>\n","    <tr>\n","      <th>12347.000</th>\n","      <td>3</td>\n","      <td>2</td>\n","      <td>1323.320</td>\n","      <td>5</td>\n","      <td>2</td>\n","    </tr>\n","    <tr>\n","      <th>12348.000</th>\n","      <td>74</td>\n","      <td>1</td>\n","      <td>222.160</td>\n","      <td>2</td>\n","      <td>1</td>\n","    </tr>\n","    <tr>\n","      <th>12349.000</th>\n","      <td>43</td>\n","      <td>3</td>\n","      <td>2671.140</td>\n","      <td>3</td>\n","      <td>3</td>\n","    </tr>\n","    <tr>\n","      <th>12351.000</th>\n","      <td>11</td>\n","      <td>1</td>\n","      <td>300.930</td>\n","      <td>5</td>\n","      <td>1</td>\n","    </tr>\n","  </tbody>\n","</table>\n","</div>"],"text/plain":["             recency  frequency  monetary recency_score frequency_score\n","Customer ID                                                            \n","12346.000        165         11   372.860             2               5\n","12347.000          3          2  1323.320             5               2\n","12348.000         74          1   222.160             2               1\n","12349.000         43          3  2671.140             3               3\n","12351.000         11          1   300.930             5               1"]},"execution_count":37,"metadata":{},"output_type":"execute_result"}],"source":["# Calculate recency score based on quantiles, assigning labels from 1 to 5 (1 being lowest recency)\n","df_rfm[\"recency_score\"] = pd.qcut(df_rfm['recency'], 5, labels=[5, 4, 3, 2, 1])\n","    \n","# Calculate frequency score based on rank quantiles, assigning labels from 1 to 5 (1 being lowest frequency)\n","df_rfm[\"frequency_score\"] = pd.qcut(df_rfm[\"frequency\"].rank(method=\"first\"), 5, labels=[1, 2, 3, 4, 5])\n","\n","df_rfm.head()"]},{"cell_type":"code","execution_count":38,"id":"5b71dbfc","metadata":{"execution":{"iopub.execute_input":"2024-03-16T13:17:06.645898Z","iopub.status.busy":"2024-03-16T13:17:06.644556Z","iopub.status.idle":"2024-03-16T13:17:06.662033Z","shell.execute_reply":"2024-03-16T13:17:06.660673Z"},"papermill":{"duration":0.050992,"end_time":"2024-03-16T13:17:06.664678","exception":false,"start_time":"2024-03-16T13:17:06.613686","status":"completed"},"tags":[]},"outputs":[{"data":{"text/html":["<div>\n","<style scoped>\n","    .dataframe tbody tr th:only-of-type {\n","        vertical-align: middle;\n","    }\n","\n","    .dataframe tbody tr th {\n","        vertical-align: top;\n","    }\n","\n","    .dataframe thead th {\n","        text-align: right;\n","    }\n","</style>\n","<table border=\"1\" class=\"dataframe\">\n","  <thead>\n","    <tr style=\"text-align: right;\">\n","      <th></th>\n","      <th>recency</th>\n","      <th>frequency</th>\n","      <th>monetary</th>\n","      <th>recency_score</th>\n","      <th>frequency_score</th>\n","      <th>segment</th>\n","    </tr>\n","    <tr>\n","      <th>Customer ID</th>\n","      <th></th>\n","      <th></th>\n","      <th></th>\n","      <th></th>\n","      <th></th>\n","      <th></th>\n","    </tr>\n","  </thead>\n","  <tbody>\n","    <tr>\n","      <th>12346.000</th>\n","      <td>165</td>\n","      <td>11</td>\n","      <td>372.860</td>\n","      <td>2</td>\n","      <td>5</td>\n","      <td>25</td>\n","    </tr>\n","    <tr>\n","      <th>12347.000</th>\n","      <td>3</td>\n","      <td>2</td>\n","      <td>1323.320</td>\n","      <td>5</td>\n","      <td>2</td>\n","      <td>52</td>\n","    </tr>\n","    <tr>\n","      <th>12348.000</th>\n","      <td>74</td>\n","      <td>1</td>\n","      <td>222.160</td>\n","      <td>2</td>\n","      <td>1</td>\n","      <td>21</td>\n","    </tr>\n","    <tr>\n","      <th>12349.000</th>\n","      <td>43</td>\n","      <td>3</td>\n","      <td>2671.140</td>\n","      <td>3</td>\n","      <td>3</td>\n","      <td>33</td>\n","    </tr>\n","    <tr>\n","      <th>12351.000</th>\n","      <td>11</td>\n","      <td>1</td>\n","      <td>300.930</td>\n","      <td>5</td>\n","      <td>1</td>\n","      <td>51</td>\n","    </tr>\n","  </tbody>\n","</table>\n","</div>"],"text/plain":["             recency  frequency  monetary recency_score frequency_score  \\\n","Customer ID                                                               \n","12346.000        165         11   372.860             2               5   \n","12347.000          3          2  1323.320             5               2   \n","12348.000         74          1   222.160             2               1   \n","12349.000         43          3  2671.140             3               3   \n","12351.000         11          1   300.930             5               1   \n","\n","            segment  \n","Customer ID          \n","12346.000        25  \n","12347.000        52  \n","12348.000        21  \n","12349.000        33  \n","12351.000        51  "]},"execution_count":38,"metadata":{},"output_type":"execute_result"}],"source":["# Combine recency and frequency scores to create RFM segment\n","df_rfm['segment'] = df_rfm['recency_score'].astype(str) + df_rfm['frequency_score'].astype(str)\n","df_rfm.head()"]},{"attachments":{"cbe15409-0dcc-43fd-afab-848ac0a769b6.png":{"image/png":"iVBORw0KGgoAAAANSUhEUgAAA/4AAAIdCAYAAACEO6ZVAAAgAElEQVR4Aey9d5RVVdbu/f517/fd73072LYJAVFyzhnJRc4555xzzqDkHEUEJYg5dJtQMbQBI+aECUwIgqIoIFDzu8+sLrqqJJxTnLDP4ecYe3DCOnuv/eynHOu35lxz/ZfxHwqgAAqgAAqgAAqgAAqgAAqgAAqgQNIq8F9Je2fcGAqgAAqgAAqgAAqgAAqgAAqgAAqggAH+mAAFUAAFUAAFUAAFUAAFUAAFUAAFklgBwD+JHy63hgIogAIogAIogAIogAIogAIogAKAPx5AARRAARRAARRAARRAARRAARRAgSRWAPBP4ofLraEACqAACqAACqAACqAACqAACqAA4I8HUAAFUAAFUAAFUAAFUAAFUAAFUCCJFQD8k/jhcmsogAIogAIogAIogAIogAIogAIoAPjjARRAARRAARRAARRAARRAARRAARRIYgUA/yR+uNwaCqAACqAACqAACqAACqAACqAACgD+eAAFUAAFUAAFUAAFUAAFUAAFUAAFklgBwD+JHy63hgIogAIogAIogAIogAIogAIogAKAPx5AARRAARRAARRAARRAARRAARRAgSRWAPBP4ofLraEACqAACqAACqAACqAACqAACqAA4I8HUAAFUAAFUAAFUAAFUAAFUAAFUCCJFQD8k/jhcmsogAIogAIogAIogAIogAIogAIoAPjjARRAARRAARRAARRAARRAARRAARRIYgUA/yR+uNwaCqAACqAACqAACqAACqAACqAACgD+eAAFUAAFUAAFUAAFUAAFUAAFUAAFklgBwD+JHy63hgIogAIogAIogAIogAIogAIogAKAPx5AARRAARRAARRAARRAARRAARRAgSRWAPBP4ofLraEACqAACqAACqAACqAACqAACqAA4I8HUAAFUAAFUAAFUAAFUAAFUAAFUCCJFQD8k/jhcmsogAIogAIogAIogAIogAIogAIoAPjjARRAARRAARRAARRAARRAARRAARRIYgUA/yR+uNwaCqAACqAACqAACqAACqAACqAACgD+eAAFUAAFUAAFUAAFUAAFUAAFUAAFklgBwD9aD/fECbMjR8wOHjT79lsONMADeAAPBMgDv+8/YD8ePmrf/vi7ff6jcaABHsADeCBAHvjiR7O9v560L078Zh+lHrIP7CAHGiS0B/bYIfvGfraf7YSdNrPUaDHoec4L+J9HnIv66qefzPbsMXv1VbNnnuFAAzyAB/BAgDzwy4uv2nvvfGU7P/jF7nnfONAAD+ABPBAgD9z7Yao99PVvdu+R7+yWU7ttlb3KgQYJ7YE77C17yj6zz+xH+93M4f+iWDMbPwb8syHahX6SmmqW+t1+s5deMrvvPrMNGzjQAA/gATwQIA8c3nqfvfDkB3bbM4dt8k7jQAM8gAfwQIA8MOXZ0zb7o+9t8g9vW8+T/7TOdh8HGiS0B4bZY7bWXrfX7Bv73U7b6TjE/AH/C1F8Nr4/fdosde8+s8cfN1u71mz2bA40wAN4AA8EyAMHl6yzx+9+w+Y+cNA63WccaIAH8AAeCJAHOj90ynrt/tI67H/eKp/cZGVsHQcaJLQHGtlWm2rP2E77wk7YKcA/G4wdyJ8A/kx0MNmDB/BAsD0A+DPZwYQPHsADwfUA4M9ER7JN9gD+gcT2i+8U4B/sAT9AxvPBA3gA8A/ugB8Y49ngATwA+AP+gP/FM2nWM5Dqn1WRCLwH/IEKwBIP4IFgewDwByyASzyAB4LrAcAf8Af8IwClWU4B+GcRJBJvAf9gD/gBMp4PHsADgH9wB/zAGM8GD+ABwB/wB/wjQaWZzwH4Z9YjIu8Af6ACsMQDeCDYHgD8AQvgEg/ggeB6APAH/AH/iGBpppMA/pnkiMwbwD/YA36AjOeDB/AA4B/cAT8wxrPBA3gA8Af8Af/IcGnGswD+GdWI0GvAH6gALPEAHgi2BwB/wAK4xAN4ILgeAPwBf8A/QmCa4TSAfwYxIvUS8A/2gB8g4/ngATwA+Ad3wA+M8WzwAB4A/AF/wD9SZPqf8wD+/9EiYq8Af6ACsMQDeCDYHgD8AQvgEg/ggeB6APAH/AH/iKHpmRMB/mekiNwLwD/YA36AjOeDB/AA4B/cAT8wxrPBA3gA8Af8Af/IsWn6mQD/dCUi+C/gD1QAlngADwTbA4A/YAFc4gE8EFwPAP6AP+AfQTj996kA/8hraoB/sAf8ABnPBw/gAcA/uAN+YIxngwfwAOAP+AP+kYdUwD/ymgL+s4EKwBIP4IFgewDwByyASzyAB4LrAcAf8Af8Iw+pgH/kNQX8AX8D+oINfTwfng/gH9wBPzDGs8EDeADwB/wB/8hDKuAfeU0Bf8Af8McDeCDgHgD8AQvgEg/ggeB6APAH/AH/yEMq4B95TQH/gA/4ifYS7cUDeADwD+6AHxjj2eABPAD4A/6Af+QhFfCPvKaAP+BPtBcP4IGAewDwByyASzyAB4LrAcAf8Af8Iw+pgH/kNQX8Az7gJ9pLtBcP4AHAP7gDfmCMZ4MH8ADgD/gD/pGHVMA/8poC/oA/0V48gAcC7gHAH7AALvEAHgiuBwB/wB/wjzykAv6R1xTwD/iAn2gv0V48gAcA/+AO+IExng0ewAOAP+AP+EceUgH/yGsK+AP+RHvxAB4IuAcAf8ACuMQDeCC4HgD8AX/AP/KQCvhHXlPAP+ADfqK9RHvxAB4A/IM74AfGeDZ4AA8A/oA/4B95SAX8I68p4A/4E+3FA3gg4B4A/AEL4BIP4IHgegDwB/wB/8hDKuAfeU0B/4AP+In2Eu3FA3gA8A/ugB8Y49ngATwA+AP+gH/kIRXwj7ymgD/gT7QXD+CBgHsA8AcsgEs8gAeC6wHAH/AH/CMPqYB/5DUF/AM+4CfaS7QXD+ABwD+4A35gjGeDB/AA4A/4A/6Rh1TAP/KaAv6AP9FePIAHAu4BwB+wAC7xAB4IrgcAf8Af8I88pAL+kdcU8A/4gJ9oL9FePIAHAP/gDviBMZ4NHsADgD/gD/hHHlIB/8hrCvgD/kR78QAeCLgHAH/AArjEA3gguB4A/AF/wD/ykAr4R15TwD/gA36ivUR78QAeAPyDO+AHxng2eAAPAP6AP+AfeUgF/COvKeAP+BPtxQN4IOAeAPwBC+ASD+CB4HoA8Af8Af/IQyrgH3lNAf+AD/iJ9hLtxQN4APAP7oAfGOPZ4AE8APgD/oB/5CEV8I+8poA/4E+0Fw/ggYB7APAHLIBLPIAHgusBwB/wB/wjD6mAf+Q1BfwDPuAn2ku0Fw/gAcA/uAN+YIxngwfwAOAP+AP+kYdUwD+LpqdOnbLjx4/bkSNH7Mcffzxz/PTTT/bzzz/bb7/9ZmqTmpqa5Zf/eXv6tFnq3n1mjz9utnYtkT8mAsL2wKmZM+349Ol2bPp0OzFjhqXOmmX6TK9Pz5p11vNlbPPbtGn2+3naBhl8dR8nZ870+1U/U2fP9te/Tptmui/dvz4L8j3Qt+A/H8AfsAAu8QAeCK4HAH/AH/D/D1tG6hXgn0FJwfwPP/xgb775pm3cuNFWrFhx5li3bp3deeed9uKLL9r+/ft9AiDDTzO9BPyDP+gPOph9P2GCvTtkiL0xcKB9PHy4A+/+cePso2HD7MiUKWeFXk0UfD9+vL0/dKi92LevfTFqlP08Zco5JwqCqoEmN74aM8b2jx/vEx6awDgwYYI92b27Pd+7t/00ebJPagS1//QrMf7+Af/gDviBMZ4NHsADgD/gD/hnwsuIvAH8M8ioSP5nn31mDzzwgA0ePNgGDhxo06ZN8+Omm26yNWvW2I4dO2zfvn129OjRDL/M/BLwT4yBf5AB7ZMRI+yRLl3svg4d7NlevezHSZPstf79bVubNvbl6NFnBf9fpk71SYLHu3WzjS1b2qv9+zswK3oe5HvN2Df19YeJEx3w3xw40AH/2LRp9unIEbawYYqta97Evhk31idCMv6O1/zNhesBwB+wAC7xAB4IrgcAf8Af8M/Ml5F4B/hnUPHkyZO2e/duU3S/TZs2Nnr0aHvooYf8eOSRR+yZZ56xd9991w4ePGjHjh3L8MvMLwF/ICRcCMnaXtC7oXlzW9OkiT3UqZMdGD/etrZpY73KlHGgz9pe7zU58PqAAXZHq1Y2s3Zte6pHD/tm7NiEio4rQ+HDYcNsTdOmdm/79vbr1Kn2y5Qp9s6QQda/UgmbWKuSZzIcnTo1YSYzzvas+Cz+/48A/IM74AfGeDZ4AA8A/oA/4J+ZLyPxDvDPoKLAf9euXbZq1Srr0aOHLVmyxD799FM/Pv/8c4/0C/q1zl9tz/Uf4B//QX0kwUprzpVuvm/MGHu6Z0+7u2Mb29S2qW1v38ae693bvhs3zgSiikyrjSLt93fsaHe2bWvb27WznT17eoq+1qdrnb7aPt2jhwP9K/37e0T/H507m45/9elje0ePtpf69rVtbds6xCvK/3DnzjaiSmWrkDOHzapT2697eNIkXwuffq96r2vf1rKlTalZ057o3t1T5gXPn44c6e/v6dDBswbubt/eo+paDqBMAa2b11IBvVeGgfq/uXVrPzSB8Pm/lw0oDV9p91qCcE/79mfu8dGuXW33oEF2aNIkP4/uVdd8rlevM+fRtV/o08czFrKu0U+vT6CJi7VNm1qPMqVsaKWKPtnx1qBB9tbggdatXGHrXq6I3d+po19b+jzQsaO93K+f9ym9HoLuQdeR/rqHu9q1c70+GznS9fpx8mTTa2n1TK9e9mSPHq697lmvX+jb114bMCDTc9HzUCaC7j9db/5N7L9zwB+wAC7xAB4IrgcAf8Af8D8XaWb/c8A/g3a///67Pf/887Zs2TIbNGiQ3XbbbR7dF+wfPnzY0/tPnDiR4Rdnfwn4JzYQZAU6pZ8rmv5Mz542oXp161auiLUoeZ11LlXUZtep4wD95ahRHpVXm+WNGlmfsmWtU4kS1qVkSZtU40a7u31b0xp9wanWro+/8UbrXqqUrWjUyG6uW9dGV6liQytWtJvq1vVIveB7R/fuprR9Aa4+b1Agr135p//XGhXIb4sbNHCA1vnS+3s28Bewfzt2rIPtqCpVrGfp0t6vHqVL+zm1nEATDSqcp35psmB6rVrWt1w5a1u0qLUpWtQmVq9uD3Ts4JMCWl+vbIR1zZpZt1Kl/Fz6V+fe1KqVT3AIkL8dN84nNpR50K5YMT+UraB71X2lT4Kk910TD79Pn+5A37tMGauUK4dVz5Pb9FoTIrsHD7SOpQtao8J5bHrtWja4YkXrWLy4f7+oQQOfdFD/de3Hunb160h/XVv9m1W7tv2zSxevD7BnxAi/z2WNGvkEyeQaNWx45crWr1w5G1W1is2qU8czLdKfy5CKFW1h/fr2zuDBJo3T+8y/if13DvgHd8APjPFs8AAeAPwBf8D/7Jx5MZ8C/hnUE/hrDf+MGTOsZcuW1rFjR0/3V8r/nDlzfO3/hx9+SFX/S6yiuorpqaic0u6HVapkq5s1soe7drANLZrb3JQUG1O1qgPrGwMG2OomTRyoVzRu7NH6O1q3tKFVS9uMlKr25qCBdmjiRF+j3r9CWWtRuKAta9TQHuzUyTMAljZs6BMJq5s29UmGr8eM8Yi9ivspqj2oYnnLfdmfbEH9el74T5kDpzJU+D8b+Csyf2+HDragfn0bUbmyR8Af79rVo/6aPJhcvbpPNKgg4KNduniKvUB4ffPm/jtlG8yoXdPaFits/+jS2WsI3N6qlU88CIYVTVc2glLztRThxT59PFouuJ9UvboDtyLpgndlP+jcyxo2NGU6qIBhOjwrA0Dwr881GdKlZAkbXbWK9031DqRd2xKFrGHBG2xuSl2/D2UcqP8za9XyDAU9I2UYaLJhas2aZ/qm+59Rq5YtqFfPMyqUDaDlE2OrVXPg170qA0IZAj3LlrJOJYt7H5VNoAwP3acmeNRGyxDS+8y/gD9wApzgATyAB6LjAcAf8Af8M0BqhF4C/hmEFPjv3LnT5s6d69DfqVMnL/LXu3dvGzBggE8IPPjgg/btt9/ar7/+muGXmV8S8U9sIMgKdKqUv75ZM5tSo4ZNr1nTU8AVWX578GAHfkGmIFEp6Vtat3bgV8T+Pa/KP8CGVStjQ6uWsR3duznIfzV2jHUvU8KaFS7gbXUeLRcQGGsiQZCp5QHHtSXf9Om+zl3p9VNqVbe8l//F7u/YwU5Mn+4V7zP29Wzgv7NnD5tUs5qNr17VAVZ9VN+1Y8CtzZtb37JlTSCvaPiSBg1sTp06Nq9ePZ/oUGV9pcRrcqJ0jqtsTdMmDtY3p6TYjNq1PbNBuwcopV/9VbaDsgGe6NbNbmnWzAaUL29LGjb0zATVGnhr8GCfFFFGga750fDhf4BoTXJobb8mWDQRor4qNV/g375kYWtTvJDd3rKlX0eRe7WZVrOmX0+1DXRPQytV8usI0nVdXUdZAXp+t7Vo4c9Kz2tklSoO/7p3RfP1HLqUKm5NCuWzjS1beBaBMhfUVz0TZQjs6tfvD33O+Ax4nTh/+0T8ozNYB4LQFQ/ggUh4APAH/AH/zHwZiXeAfwYV04v7bdu2zWbPnm1bt241RfifffZZ395P6f+K/D/11FP2zTffZPhl5peAf+IM/kMBNa3bn3DjjZ6Of3+HDvbpiBG+Vl9r4gXbSpXXv0pf1ySBIP7ghAn+mdpOq1XDRlet7JMEgtV08O9cqpi92LeP/0ZF7ZR2L7ic8+90f63N1zIDrSvXUoPptWta3r//xSPvWhOfte9nA/+HunSw1iXy2qRalT0ar/5peYCAVpkGylYQPK9s3NhfC/wV+VY/dW3VNrinQ3urly+vza9Xz78T9Cu1f3ilSg7RaqvlBOqjzv1I1652U0qKTatVy6PuBydO9EwHTRAog0DnUQ0CRfez3oP0erBjR4/EK/IvXXRojX+P8kVscJXS9tqAtN0KNBmi5QVKyV/esKH/q/MK8G9v3dq+HjvWr6vno8kERe41SbChRQvPUtDyCU1MqB96Zmrfq1wpa1+iiE986J4OT5zo96iMCd2Tajpk7TPvE/PvHfAHTiIBJ5wDH+GB6HgA8Af8Af/MfBmJd4B/BhVPnz7t0fx33nnH1/p/8MEHvq5f2/cpE2D69Ok+IbB582Yv+Jfhp5leAv6JCQLnAjhtnyfQ1aEUdk0EpLdVsT4Bv9LuFZ3e/e+I9/a2bR2S1zVrah1LFLNeZUr7e0W008FfUX9FmbVuXr/X2nQtERD4q8icPkuHb7UR+Of7+1/sn107n7l+ej/079nA//5O7ax+4Zw2uXYV+2DoUL9WeoE+RbpVa0AgrkNRdsGwouGC5fRza4KgUf78/p3S5rXFoJY0KFVe7TVpoGi70uwVYVdNgjHVqlq3MsVtVLVKHoW/tUULb6d6AfqdUv53nQ38R470CQmtuRf4q6K/jreGDLReFYrYqBvL2UfDh5mWX2jZxB2tW3uWhCYvlOI/skpl6162hA2rUt6LBOq6WoagyQBNckyqUcPBX0sPdM+rmjTxyL6enWoE9C5X2jQhoyUSOv9PkybZPzt39skRPRcVA0zXhX8T++8c8I/OYB0IQlc8gAci4QHAH/AH/DPhZUTeAP5ZZDx+/Lin8SuVX4X8UlNT7eeff/Zt/NauXWsLFiywFStWmCYFzvUf4J/YQJAV6ATBgkYdT/67Ur7aaE26IFpgqki61skLgJX6r0JxKvCnteoVcl1jrYoW8jXwGcG/R9mS9sGwoV5VP1TwV8Q/HPC/r1M7Syko8K/q6/MFzMdnzPD+Cn4F4fNSUvxQBF/Rc4G+7lnr7pVZ8ECnjtYgfz6bU7eOFxvUmnstZVjYoIEX2WtfrJgX2tNvVf1eoD2wYjmrkS+H1cyX0/R9+qFie4MqVPDou3YByKq1sgJ0/XOB/5ga5e3zUSN9UiQr+Csdf1jlila3QC6rnjeHtSlaJNN1+5cvb3Pr1fPnkA7+msBQmr92I0gH/66li9s7QwZ7BoPAP+OEDOCfPH/bgD9wEgk44Rz4CA9ExwOAP+AP+J+LNLP/OeCfQTtF/Pfu3Wtvv/22H0rnP3061Q4f/tHeeOMN395v3rx5tn79evv4448z/DLzS8A/eeBAYKoUcEGlotVahy/wVVE9paALkLX1m4BXgKgicoo8a0mA1rqrsF230iWtZ5nSHgmPBPg/1LmjLzXICs1ni/g/3LmTtSlWyCZUr+YRecGt0vG1fl/F8RTl1/KCdU2b+v0pgq86BZ8MH+5p/tqicFu7VlY97zW2oEFdT3XXBMcHw4Z5TQMV81MGgCL4qpy/uVUrj9RPr1XT+pUvYzel1PbrqqDe8336+MSB6gG8PnCgb8GX9R4uBvyVyq8+aNJhWu0aPkmj6+rQbgXallDPSu8B/+T6G83qo1DeA/7RGawDQeiKB/BAJDwA+AP+gH9mvozEO8A/g4pa4y/of/jhh23Lli329NM7be/effbOO+/ao48+6uv7lyxZYirw9+WXX2b4ZeaXgH9yQYWqz6tonOBfKeWK+ir9X8XqBJNb2rRxwBdIj65a1eFfFeaVxq/id4Lr3mXLeuq5iuvpt91Kl7BQI/5K91dWwZy6ta3AFX+1Ta1a+pp0AfyFqvorQ0F9Uqr7xpYt7fUBA0xb/L3Wv78XulOUX1kKqnK/tFEjr/6vFPt/9e5tn48caR8PG2armzW0OvmvtXXNGzs4K6VfRe5UPE/r+/VaafPSZ23Tpn4dFffTZICK6X0xapRPnmiSRJq9N3Sov1eWQ1ZAU1stQVCBPmUQ6PyarEhP9T9fxF8FGLV+X+v4tQPDR8OGpRVTHDPGo/rvDBniyzS0HAPwT66/0aw+CuU94A+cRAJOOAc+wgPR8QDgD/gD/pn5MhLvAP8MKgr8X331VbvllltsyJAhXsX/zju3e4R/4cKFNmHCBH/91ltv2aFDhzL8MvNLwD+5oELp8apYr/Xg2hJPEXIVwNO2e0odV2q/1poLJgXYygwQ8KqQnUC0Z5ky1qF4cS8QqImCT0YM9+rxoYK/lhSokODihvWs2NV/97X+6k969D4dcs4W8VeEW/1QOv/oKlV8AkMRevVLn6mvqlugKv8qLqh7ErCva9bMVKdgY4sWfk/tixe1hzp3cmjXb1WLYEPz5l68T9v4qeCf4F/r+xXRV7aDtNBkgCZElL6v+gA6v7ImlOavon/pfU//V0UHpZF2BBhasaL3QRMooYC/Ji80KaNrCv71jFSvQFkXuh9N0GjCQ1kKgH9y/Y2m+yecfwH/6AzWgSB0xQN4IBIeAPwBf8A/M19G4h3gn0HF9FT/p59+2tfya1s/redfunSpLV++3G699VZ75pln7PvvD9ixY8cy/DLzS8A/uaBC0K1ItAB5Uf36vu3d8kaNvCL82mbNfH93pY8rmi7gX9ygga1q3Ni3gRNsav94LQFQGvrTPXr4Fnkz69Ty/ei/HD3KiwOqQKAi54Lyza1b+7mUZq/igVpnr3+11r5PudJ2c8p/1uFnjJr/MnWqr+PXkgMVtRP0q99awy4AVj8UCVf2gkBYfRWEK21fFfIVwX+8Wzdfo6+97dVO7bUOXhF8Rcy/GTfO2yhLQPeoz3VoMkQTAC/37etRei1p0MSBlhDoWjqXJgx03ke7drUvR43yLIasoHZk8mTvr/oqeFcGgXT9bOQIm1u/lmcffDturEkbTcgohV/XlW5qp10B9Fq/03V1vfTrPty5s3+vIod6XpoQkS7aslDLNrTOf169FJtdt7Z/Jm21s8IrGZ7L2eoSZL0H3ifG3z/gD5xEAk44Bz7CA9HxAOAP+AP+mfkyEu8A/ywqnjp1yvbv32+Cf6X7C/zXrVtnd999t73yyi7fxs/BPjXLDzO8BfwTY+AfKqAJvE/OmOHr+QXGSplXWryAUqn0qgGgqvDaEk5Aqa3jlHauSLe+V3ReleEVIRcYq/K9otMCdBWo05Z5OpRar2rymgAQGOszRfvT+6kUeUWxBeza8k5QL9hP/16FBhVF1xp89UPnENBq4kJr9tUHTSqo3+mRedUrEECn704gCFZ/Bc+Cex1Pde/u19K5NEGh62pbO32ne1J/dK8v9+vnWQhq8+u0aT4JocmS9MmBTS1beqRdExHq0+mZM8/0Pf0e1A9thfholy6ebaDfanmEPpNe6pt2OJA2Wuqge321f3/PIND2e0enTPGJB2UdqF/6vf6V3oJ2gbzOpfsW0HvmwYQJfi6B/uNdu3rmg9pITy2z0P2mP5eMOzqk95l/E/PvHfCPzmAdCEJXPIAHIuEBwB/wB/wzwGWEXgL+WYRUFX9F8wX/X3zxhRfx27Nnjxf9++GHH+y3336z1PNAv04H+CcmCJwP4ATgAkOloguOPxo+3FSITrAv0BXIKgqtyLngUJFnrWnX90rJ1+SA2gvM1V7vdS4H4FmzHPAF8Yo6axJB19I1VVk/vV8CXtUH0PVVnE9tBKbp36cvCVA79UPf++TBzJk+AaBrCmL1e51H/RLMq016VoH6oB0KdA+qBaDju/Hjz1xLYK7zqu6BvtM96Xxqr3vzugMzZ/pEgs6t+9c6fR2a2FAffpw8Oe3eMkxqpN+D+iFNNDmi8+p3WsKgz6SX+pY+IaK+6F6ll9pIV+mh6+re0n+vf78aO9bb6HudS23Sf6f3qpWg73QNXVufSc/0567zq70mNNL7yr//8WYiagH4AyeRgBPOgY/wQHQ8APgD/oB/FkiNwFvAPwIiZj0F4J/YQJCIEEOf8RweCM8DgH90ButAELriATwQCQ8A/oA/4J+VMC/+PeB/8Rr+4QyAf3gDcIAFvfAAHoi1BwB/4CQScMI58BEeiI4HAH/AH/D/A2Je9AeA/0VL+McTAP5ATKwhhuvhOTwQngcA/+gM1oEgdMUDeCASHgD8AX/A/4+MebGfAP4Xq+BZfg/4hzcAB1jQCw/ggVh7APAHTiIBJ5wDH+GB6HgA8Af8Af+zQOZFfn/aUuAAACAASURBVAT4X6SAZ/s54A/ExBpiuB6ewwPheQDwj85gHQhCVzyAByLhAcAf8Af8z0aZF/cZ4H9x+p3114B/eANwgAW98AAeiLUHAH/gJBJwwjnwER6IjgcAf8Af8D8rZl7Uh4D/Rcl39h8D/kBMrCGG6+E5PBCeBwD/6AzWgSB0xQN4IBIeAPwBf8D/7Jx5MZ8C/hej3jl+C/iHNwAHWNALD+CBWHsA8AdOIgEnnAMf4YHoeADwB/wB/3OA5kV8DPhfhHjn+ingD8TEGmK4Hp7DA+F5APCPzmAdCEJXPIAHIuEBwB/wB/zPRZrZ/xzwz7525/wl4B/eABxgQS88gAdi7QHAHziJBJxwDnyEB6LjAcAf8Af8z4ma2f4C8M+2dOf+IeAPxMQaYrgensMD4XkA8I/OYB0IQlc8gAci4QHAH/AH/M/Nmtn9BvDPrnLn+R3gH94AHGBBLzyAB2LtAcAfOIkEnHAOfIQHouMBwB/wB/zPA5vZ/Arwz6Zw5/sZ4A/ExBpiuB6ewwPheQDwj85gHQhCVzyAByLhAcAf8Af8z0eb2fsO8M+ebuf9FeAf3gAcYEEvPIAHYu0BwB84iQSccA58hAei4wHAH/AH/M+Lm9n6EvDPlmzn/xHgD8TEGmK4Hp7DA+F5APCPzmAdCEJXPIAHIuEBwB/wB/zPz5vZ+Rbwz45qF/gN4B/eABxgQS88gAdi7QHAHziJBJxwDnyEB6LjAcAf8Af8LwCc2fga8M+GaBf6CeAPxMQaYrgensMD4XkA8I/OYB0IQlc8gAci4QHAH/AH/C9EnOF/D/iHr9kFfwH4hzcAB1jQCw/ggVh7APAHTiIBJ5wDH+GB6HgA8Af8Af8LImfYDQD/sCW78A8AfyAm1hDD9fAcHgjPA4B/dAbrQBC64gE8EAkPAP6AP+B/YeYMtwXgH65iIbQH/MMbgAMs6IUH8ECsPQD4AyeRgBPOgY/wQHQ8APgD/oB/CNAZZhPAP0zBQmkO+AMxsYYYrofn8EB4HgD8ozNYB4LQFQ/ggUh4APAH/AH/UKgzvDaAf3h6hdQa8A9vAA6woBcewAOx9gDgD5xEAk44Bz7CA9HxAOAP+AP+IWFnWI0A/7DkCq0x4A/ExBpiuB6ewwPheQDwj85gHQhCVzyAByLhAcAf8Af8Q+POcFoB/uGoFWJbwD+8ATjAgl54AA/E2gOAP3ASCTjhHPgID0THA4A/4A/4hwieYTQD/MMQK9SmgD8QE2uI4Xp4Dg+E5wHAPzqDdSAIXfEAHoiEBwB/wB/wD5U8Q28H+IeuVcgtAf/wBuAAC3rhATwQaw8A/sBJJOCEc+AjPBAdDwD+gD/gHzJ6htwQ8A9ZqtAbAv5ATKwhhuvhOTwQngcA/+gM1oEgdMUDeCASHgD8AX/AP3T2DLUl4B+qUmG0A/zDG4ADLOiFB/BArD0A+AMnkYATzoGP8EB0PAD4A/6AfxjwGWJTwD9EocJpBvgDMbGGGK6H5/BAeB4A/KMzWA8EBN2bah3vOWUd7z1t8etPql+/4z2nrdO9qXHsR9bnrL6kH1m/4338/IL2WbW/pMA/da2VPrXGypxeawkDu6lr0/qrf41JilA0aGRbbao9YzvtCzthp+y0pYaDlxFpC/hHRMbMJwH8wxuAAyzohQfwQKw9APgnL2g0X7fPakx6xBov/9Dabv3FJwGyQkW037fb9qvVnf281Z31vLW540frcPfvcYd/9aHN7Yes9e2HrO3mI9bhrhNx71O0nwPnT9y/80sC/E+vtVLHVlrRL+ZYvh3DrchHM6zUryvSJgGCCtOp66zU8ZVW/Nv5VuCFsVb4/elW6uhyK31yDRMAF3hmgH9mXk6ad4A/EBNriOF6eA4PhOcBwD9xgeBCMFdv7itWqNkYh/9WG7+PC+C23nTIyvZYYmW6L7bma/da+zuPxR2y2209ak2Wf2iNl71vzdZ84ZMiF9KS75P37yToz/ZSAH9F+Uv+tNQB+upZTS3v40OtxKHFVvr31cGF6NS1PjlRZM8su/7uvpb/+dF+D6VPrApuny8A5KFE6yPRBvBPGtTPfCOAf3gDcIAFvfAAHoi1BwD/5AWaGhMfsSuL1rIKA2+1luu/sfbbj8cculvd+q0VTOlvBer2tSbLP7J2247GvA9Zwa71xgNWc/JjPiGScvPL1uq27+Pep6x95H3y/l2G+2wvCfA/ucZKHFxkNzw8yC7rUtGu29zTiu9fYKWOBxiiFfE/scqKf6eI/xgr/P40K/XbCiL+IUwuAP6ZeTlp3gH+QEysIYbr4Tk8EJ4HAP/kBYwbxz5gf81T2sr1XmktbvnK2t/5m6fbK9pdd/a/HHxrTXnCUua86NHvVhv2myL0DRa8YQ0X7nYg1m+0Fl61Alpv/MEaLtptjZe+b81Wf24tN3xnzVZ96ueqNXWH1Zz0qNWe/rQ1XPy2td1yxNP6W67/2vLe2MluqNbRf9du6y9/gGyl3ivlXuetO+s5P4/AvM7MZ0zLFTRZoPM1WfGxpcx5wVpu2H9m2YImNJTZ0HTlJ9Zq4wGf3NC9ptz0ktWa+qTVmPhPP1Jm/8uj/Irw15/7ipXsdJMVaTXRSnScY3VmPmstb/3OtWm66lN/L13Uh9rTd1qjxe9Y640HTX1XP3WtBgvetHo3vez3rjZqW+/ml11naVdnxjNWe9pT/lnTVXus7eafvM+6l+br9lq9m3f591qKoWtJ17ZbfrYOd/1u7bcfs+Zrv3Qd1U7PSs+o6co9rnujJe/68on0e6szY6c1XPQWExj3JeffclKA/7/X7guSC789xfI9NcLyPjrE8j053N8X/2quFds3166/r7/9pUUpyzG35b/bDLW8/xzsR+G3p1qJw0s8C0DLAjQxUPjdqZb/mZGW97GhniWQ/9lRVvSz2T5hUPr0Wm+jaxT41xgr9NYUK/D8aMu/c6QVeHGsFdo92WG94K7xfo58Tw23Ih/8J12/+P6FlveR4Zb/6dHeR50j/9MjTNco/N40K/HDYs9KKPJJhoj/j0tMEX+l/Bf5cIZfV/3P9/hQf63PShxYaKVPrrain8+xQq9PtEJvTraCr0+0Ai+Ncz3U30JvTfYJBUXXS/6y3Ip9NdcKvjrB1Ec/31PD/X3xb+Z51kEkovCxPAfgnzSon/lGAP/wBuAAC3rhATwQaw8A/skJC4oqZgJ/AfTWo9Z42QdWcdBtVqDRULu2XHPLXaW9FWo6yioMuMVSbn7JGi55x0p0vMlKdV3ogKxoeMd7Ux2oGyzcbaW6LbTy/df5uQXh1UbfYwUaDrPcVTvateWbW54a3a1Mj6UmgFZdgVDAX8DbZOUnVr7fOstff5DlrNDSclZsZXnr9rWaU56w5rfss2ZrPrfKw7ZYwcYjLOWml70/6pegvUirSVZ52FarP/81n7gQ8BdqOtquu7Gz5SjbxI+CjYdbxcG3WfUJD/v9X1u+mf0tb3m77IZyVrLLPJ9QkDbVRt1jeev2s1yV23kfbqjVy8r2XO6gr0kI3Vfl4VutZOebrXDzcVag4VBTm2srtPT3mgAp1WWB9z1P9a5WuMV4qzLiTp8s6LD9uE8MaIKkSMuJlqdGN7u2XDPLVaWd66pJiTabj/g91Jj0TyvTY4n/XvoWajrGz6NnWq7PKsvfcIjlKJN2bzfU7m2luy/y+w83mkz74P/9JwP4K5VfsK7I+LVL29pl3So54F/WqbzlXNbWgbzIRzPt+nvTwP/vQ2ra1TOb2mWdK9ifGhWzPzUsZtcubefr6EseWebZAQVfHmc5V7a3v/Wtan9pXdr+0qaMv77+3r5W4vBiK31itRV8ebz9tWN5+/vQWnbt4jZ2xdCadnmfqnbFqLqWY15Ly7Wuk101qYFd3q+aXdalguVe38WKfZUG0wV3TbQ/Ny5vf+t2o127pK1dMbyW/a17Jbu8fzXLtbaTTyQU3TPbgV7nyL2xW9pvjy73SYzcG7ra34fVtj83Lm5/bVvGrhhWy3Jv7OqQL5i/4f7+ds2sZt4PLW+4cnx9z3bQPedY2Nq1EoxrQkSTAVdNbWSXda3o59O/ep//uVFW/LsFVibBCgsC/pl5OWneAf5ATKwhhuvhOTwQngcA/+AP/LMLZxnBXxH65mu+sBvHPWA31O7l4CqQrjz0Divbe4UVbTPVqo6622rP2GklO91sxdvPtEqDN1mjpe9Zh7tPWrutv1qdmc9ZvvoDrXSPJVZ9/MP+fdmey6x4h9lWvv8tVnn4Nq8pULT1ZAfspqs/tRbr9l0w4q9odcVBG61U1/lWqtsiqzJ8m5XpudQKtxiX1s+hm63B/NetfL+1dn3NHlZ7xjPWbttvvltArWlP+mSAri/oViS+wsAN3q5srxVWbcx9fr4KA9ZbmV7LPPovXTQRkDelnxVuPtYj7prUqDDgVivZea4V7zDL+1N15F1Wrs9qh3J9Xnf2C6Zoe+nuix3IBf5aRqH+6nW+lAGWv8Fg16LGpEcd1NW2QOMR3jdNHFQf/5CpX8XazfD70TMo3W2hX1egr8mLVhsP+rMo2maKTw6U7DzPf6fMAPVJEzOaXNEEjiYVyvVdY4WajTZdUzUUlJ2RXc/wu+D9/yAZwF+gW/TLm00wLOjOubKD5VrX2XLMb+VALuBWND33uq72P7WL2+V9a/gEwXVbe3m7K8ek+ESAfq9ou6L3uW/tYjkWtrJr5raw627vYTlXdXCAv3ZpG4fmEj8ssvzPjrb/qV3YLu9TzXKt72zXbenp7TSxcOXYFMsxv6XluauPXXdHd/v70Jp+vnw7R3imQIEXx9v/1Cpml3Wo5L9Ruzzbetk1c5rbtYva+Lk0sSAov3xgdb+nYntv9v7d8I9BduXoug72ymK47o4elmt1B7vm5uaW587ePoGhSQdpoXu7dnk7y/v4MLv+/gGWc2VH+1uPqpZzeQcreXS5KSNBv9dvr13W1rMiNPGgSY+8jwz2LAVlGSjDIZZR+4u5FuCfNKif+UZSU81S9+4ze+IJs41rzRbN5EADPIAH8ECAPHBw9Vp74r7Xbe6DB4CFJEsVzgj+TVZ8ZPXm7nLIv6Z0A6s05HaHcqWPVx/3oEeuFUnWb8oI5tvN8FR4RdTb3XnMWt120G4c96DlrNjaoVPp55UG3+5RekXABdzNVn/h0XNF28v2WekQq4J+SvM/W6q/thlUmr/S3fUbwXW1Mfd6hF/ZB4JqQW7ZXss91V2wq0h8rSk7PHtBv6855XHLV3+Qw7T6p7R7nSdH2aZWddQ9XlBQffD+Drnd/9U9aXJDUftKQzb5MgctT1AUXcUQq47c7pkRLdZ/6xkFmui4rlpHh3EtIRC0q7/F2830pQnKFCjbe6VH+a8qXtvbacmEliZUGrzRMyGkd/35r/ukQbG206xU90Werq+U/trTnvRJj5zlm/v9aylDpWGbvS+6X03OKONBSwkqD037vOLADZ6RoQmdunP+5RM1abr8Cvgn2d9xMoB/8e8Xenr9NbOb2eUDqntqvdL0Bc1az5/rls6eDp9zeSf778pF7e+D6zqQq3Be4XemOuRfNbGBg7Kn7b8+yaP1mgi44cGBpnb6/Irhte3qqY3sus09TBCe78kR9n/K3WCX97nRrn9ggBV6c5Lle2KYXTGith+K+hd8Y5IVfGOiXT29sV0zu6ldd3t3T8Mv8K+x9t9VC9hlnSulwfoH0323AUX2NWGge9FyhRseGmiXda3kkwFFv7jJYVwTEn/rVdVyre9iJX9cYkU+mWl5Hxvifbt2SRvLt2OY5Zjbwi4fVMOuGFk7rabBtws8ep9/5yj7U0oxu2J4XSv+/QLL+8gQzzi4Zk4z18R3EXh5nOX95yBftuDLE46vDPYOCFnW/QP+mXk5ud59/bXZ00+ZPbjGbPtUDjTAA3gADwTIAwfvWWk7/vmKzXt4P+CfZMCQEfy1Tl1QXarrAo9Ka/251pIr/b/unBc8gq2Ic5XhWz1KLsi+rlonnwhoc8dPHulWRFxp+Ipwa2u+5uu+sqarP/d1561uO2At1n/jUehi7Wempc/f9KKD97nAX9voaUs9TRwovV5LCAS3WiLQZvNP1uKWrz21vvHSD3wN+4XAv/qEf/i6e63fv7xgVSvZZb5PGOg8LW/73vunaHrDxe94On4a+G+0BgvfdAgXZBdtPSWt0v/mI76mXxMjgvbc1Tqasga0rr5Eh9k+IaGMCEF/y1u/8WUIWnKg9H0tNVBtBGU7aBIhd9UOVq7vaq8DoOi9Jh0qDbnD76nN7T/69Sr2X2eX5y5uFfvfYppwqDT0Ds/CKNBouGckqEaAsh6UzXBDnT5em0DZG7q+Mgk0yaB782j/van8LSfR33IygH/RT2enRa1nNXNgTltLv8JKHl5ixb+Z76DtbTb1tv+uUsxyzG3na+RV6V/r27VGXkCvyH3B1yZaySNLrejemx3uBcJqpzX7OeY0t2tmNLFcKzuYzpcO/leObeBZApoMKPjKeMtxcwsHb0F80U9nmdbp51zR3tPuc67p6O/TwV8ArnMrg0Br6m94eKBH6K+a0siuVxbAlp52WacKaeD/2RzLtaqDTypcPb2J91vr+bVDQaE3JjnAa8mBMg800XDFyDppWQZPDve1/FoOUej1SfbnhiXs74Nqeb0CTSxookHLFHIuS1vuoAkG1TiQftr2sIyi/anriPiHQdD/FUZbmoajwHefm714v9ljs83uH8CBBngAD+CBAHng4EMzbcfjz9q8f34DLCQRLChlOyP4q+BcxcEbHRgLNx/vQKw2iporEl201WSPOiu6rIkAtb2mdENTZLnpyk89tb909yVWoNEwT1tvd+dvXoCu/rzXTLsH6Kg6+h5fu650dy0dUGT9fBF/7TKgbQYrDt5k19fu5en1SvvX51q/L4htr8mBTT9Y4yXveabB+SL+iv4LgLVkIV+9gd4HTRYI3JUGX3/BG9b8lq98EkMTIA7+gzda/XmvmJYMaFJDyxbabvnl30X20tbkK71etQu0JEIgX7z9LK+BoOs0W/2ZFxWsOkop+LM9c0LZBZrUUH2DaqPv9loDSvmvMnK76yyY19KAcn3X+jPSeYq2nGCX5S5q5fuutmZrvrSKQzb5kgPpqFoKOp+0rDX1CZ840LW0NEKTJaqzUGfGs/67jnefsk6Af1L9vywZwF+gr9R0Rcm1xr/YFzedgdT09f8C2Tzb+9n/1ClhuVZ3MQF9qWOrvBieagNcPaOJ/a175TTw/3GpFfl4phfE09Z/OnJv6GZ/H1DbI+XXLmzt36eD/9VTm/jkgq6hqL/gW/1Q6n6xL2/y75R6rwwAfV7kIxXmS4v4XzW+oQm0S/2y3PuiaL2WFWhdf56tPe26Td1NtQqU/q/JBk0qqI6A6gIUeGmcA7lS9rVEQRMS6ptS9fV7pfnnWtPRsyEE/dJCRQz/3KjkGfDXObRdoCYSpIGWSGi5QL4dw/0efdvDk2sSap0/Ef9wQDrR2h5832z3GrMnBpjd04gDDfAAHsADAfLAwQcG2uM7HrW5j+5NqsEya5Uzg78q9QsSi7Wb7tCpKvHpGuk7gb9Hoofe4fCsSYMri9Wy0l0XeDp76W6LPNJdYeB6r/qv6LLS6jUZoCi3ivvlrNTaLi9Qxa4uUc/X3dea9lRo4D8kHfxv8yh4xm0HBf9tbj9sjZeeBfzvyZzqr0r6ykRQkbyakx831RpQ0b0ritxo11XvbCW7zvdJDU10lOoy7wz4p9z0otWa8rjlqtzWMxVUP6DD3afO7BBQbfS9lrduf5940CSFlkGo+GFW8NcSAwG9qv1nBX99p4yJ/A0G2dWlGtpfrytlVxSuYdeUbuzHVcXr2uUFK3t9AC3L0Pr9Ep1u8kOV/bWzQod7TlmLW7+1OrOe88J/qndwdckUy1GuqRVsMtILIWpZBmv8g7dOP/1vLTv/JgP4C3qV4n7NTc0t1+qOHqnPuEa89O+rTcsB0qv6576163/A/+AiK7hrnF0zq6kXBSzw8jiPhKsQ4NXTGjt0X9a5vP2lWWn7/8oXsr+2qejXUQX9M+A/vZkX3it+YOH5wf/mFnbtgta+bv4M+E9sZMW+Tiv4py0H8z81wu/hrOC/Z7YD+t+6VbJcazp59F6R+Izgr8mFnMvb2ZUT6nudAdU30Dr+rOB/xZA6XthPumgpgyYprhxbzwsd/qlBUdM1lG2gJRO+jeCpNWcmUzJqG8TXgH+iwXw4/QX8gZwAQQ6TT0y+4YHMHgD8kwsSMoJFxoh/o8VvO6iW6jLfq/AL2ttvP+HF4JReX7TVJId4/Uap44r6q/K/Is6aELi+Vk8r0nKCb9enZQMNF73tkCqg1fp2FZlTxF9r31VlXlXoLwT+aan+h/23+eoN8HoBglxteaclCNpRQFX0Gy15L1Oqv6L3rW8/7G20rl/FChXZV3E/rZnXundlOCjyrir+Ffrf4rCubIVKQzd7rQIV8DuT6r/gdS9cmLtqe18rrzX2StXXoe0KVYBPEX+dR8X5tAVguOCviL+yBTTBUqDx/93CrMX4M0sHqo//hz8bZVc0WPC61zhQlkJG8O94z2lfAtFi/de+vaCemfTV5IP6owkO7Yqg5QVpWzAmr68zevxSeJ0M4F/0k1le9d7X0c9s4mn8glWlqhf7eq4V3TPLVNU/z7beXu3/nODfuaKvq8//3Oi06PzC1pb7ls52wwMDTL/5W+/qdvnAmhEF//RUf1+WsH9BWqr/0rZpEf87e3s9gYyp/oJ6VfAX4GvrP1XcL/nj0jMTDipoqNoEWiqgAoPnAv/0VH9V9dcSBS030PlueHiQ5VjQyq4cV8//Ve2AEv/eRjCIkH+2PgH+4YB0orUF/AF/wB8P4IHAegDwT15Aygj+Wgtee/rTXqU+b52+Vm3M/b5GPz06XqTlJCvfd6230Xr9xss/9AwBbfWXq1Jru7pEXSvSYrxpD3sdKbP/5cCp6v+qnK/ifo2Xf+RF9hR91hZ0Wg+vPexvqNr+7MX9fLeAo76MQNX1y/Ra7ksGBO9K2Xe4nfqEp+E3XPCmleu9Mq3I3ui7/ftma7/0JQnaklDbDGpCQEsFBP2aQNB5tL6/wfzX0nYEqNXTJykE8krXV7q8ChrWm/uKL33Q2vlibada/Xmvpv12/ddeQE+ZEppc0ORG3ZnPWqnO88IG//Q1/poA0DID7WKg62hyw2sZrNxjDRfttpYbvvPPVNwvI/irCKK+UzaAMjRUe6Dlrd+e2ebwiiI1fYKmyfIPTdsjXgpAfKncYzKAv9bpq0id1t+rsF7+50d7Wryq86son/anV9Q798bu9ufmJR3iz6T6Z4j4/7VTBd/yT+verxhd17cCVLE+pebn/9cY3+JO5xdUC5TzPjrU/k/Z6+3qi4j4X96rWlr1/I9neiZA7k1pxf20Bd/1D/S3PNv7+LaDnur/+U1egE+V/6+e3NCuv7eflfhhcVq9gadHplXmX9LWJyq07OG84D+gpk+QFP5guu8CoAyGop/PseLfzbfrtRXgTc09uyDP3X28hkCp46uI+IfByKzxD0OssJoC/oEd8BP5zBz5RA/0uBQ9APhfGuAvAG+89H0vzKfUfMHnjWPv83XnitgXaTHBI9sC57abj1irDfsd7gs1HGKXX1fCrilV3+FaqfT6ToXmlOavjABVva8yYpuvVy/Wdrrva5+rUhtPVxd056nU6qzgr7XoSksX4GsnAYFume5LfM26Ut0VVfdzD99mylhQFDxv3b5eGV9r6rUbgJYuKN1dv71x3ENeV8DBvt1Mv1dNBmidvQoXplfsrzn5MT+HivHpM+1q4JX+O99s6r+219O6fs8WGHCra1W07VSfgPBlAl0Xhg3+KtanrfoqD9/i19aOALof9UVr9FXgUG20XaAmA7KCv7bp09aKup/yA7R14harPv5Bn1yRdtrFQNsEasvGdtt+BfyTqF5HMoC/iu8poq/idJf3q+Zr5FU9X2n/OnLf1tUr3Sv6fT7wV2RdVfzzPjbUrprc0FTpXmvztURAhfquGFXHLutW0f7Ws4q3ybO1t/2f0nkuCvz/0qqM5VzaztfZKyPhqikNTdCf65ZOvjuBIvDpVf2LfXmz1yDQZMCVKtw3t4X3Q2v01U8tTVBmQsHXJ3ktgfOB/+X9alihd9J2PsizvbdnBmgHBO0koEKEyp5QPYJ8Tw7zwoAqIni26HoQPyPiHxZJJ1hjwB/wJ9qLB/BAYD0A+Ccv+NeesdMryguSW67/Jg3m57zgReG0RZ4i2eX7rfFouNLY68563ttpjb1S7ZXyX7TpKLssR0G7oVYPj3hrJwBFlBVxFhyX6bnUJwS0fl0R8fJ913g0XVvsqXK9oL5I05FWvI2q5X9+1jR0ZR1oj3pVzVdEXEX0SndfZFqWoO3r6sx8xiPwSuXXZ+q7JgZuHHu/XztvSj+P/Gt5gpYg6HNF9Mv1We2fVxhwi1fV13vVNkjb4eA+n2wQ/CszQv3UrgDaQlBLG8r1XePXSP+32tj7HLybrPzEJ0gE6epzi1u+8roCtac/5SAv+Nb5FaFvtfGATxboGgJ8LUHQdQT6qpng5x680fvm9zPuAdP5tRWgsiXUFx1+vu3HvZCg6hio8KLuSYdeSy9dQ79pc/shry9wqUTDL4X7TAbw1/p1rY/3CvXaj35Ra1/zr3/Tt+Qr+OoE//7K0Sl2wwMDvZCe9qfXdnhaxy5gvnpKIyvwwlhTWxW5E/heu6ydXbexuxfZUwFBTQhcMapuGnDfP8Au61TRct/aza+vlHhlB2i9vArkqSigIuiq1n/9ff188iDP5p4eWU9f4//XtuUs16qODt5at69ofq71nX0rQvVL/bl6WhOv1K8sBdUDKPj6RF/HryKCuW/r5tsVqqCfb1v41HCvX6BsAE2EXH//ACv87jRTnYPSp9ealkVoeUGOm1pakU9ne+E/Rfi1W0DOlR38fH7fS9t65F/bHZY6scp/kOI6zwAAIABJREFUG0TIP1ufAP8EY/mwugv4B3bAfylGN7lnovp4ILMHAP/kBf/Gy963sn1Weip7280/e7E6wWjDhW95er7S3AXb1cc94OnjWtve4e6TaRX170311yXbTrO/X1fCSnac49AqoO1w1+++xl7Rb0Gz0tgFoHqtCvTal14TCoqYK+VeEXitjRfQ6vxZYU3R7JYbvrd0qFURvjK9lnlUW1kKbXxrvV+tyco9vo6/6sg7PcOg5pQnHPIVORdQC8I1KaGouSro694ExTq0BaEmELTloLYK1NIH7UQgDQTwKh7Y/JZ9Vm/uy1Zx0IYzEyKVh2/zWgFKs9e2hloGoXvSfWpJgXYc0Jr6tKUJu3yphFL3lcmg3QEaLX3fax9oC0H9Xoe2J1TBwAqDNpzpnyYrtIRChQx1D9JWSzN0qJp/2hr/oz55oOwETbKk35vuX9X+Fe3Pqi3vE//vOxnAP71yv/azV1V8Rb+vXd7Ocm/o4nvRqxq+Ku6rCOD1d/X1ongCfsGwtqsTTBd4foxH+7Xe3d8/N9rhXRX2r7u9h93wj8EO3MoIEGALyLUbgCYICrw41ovnaQJC19GWfpo80PWUjaD1+wVfm+DtVUhQW/elg79S/b2GwIauXo1fUXfVGNDa+/TCe7qmrlHi8GJTyr36XvDltGr8is6rP3nu6mMqTKi+a/u9wm9N8cr82p5QSyHSAVnnVITf1+4fWpy2vv+NSaaUfp3Hz6csh3v6+oSBqvon0lZ+uk/APyySTrDGgD/gT7QXD+CBwHoA8E98MDgX3LW547BHqZU6LlgXjAqyBavahk6p4wJgRdxbbzzoKeLaRk/nU4E9FYor3maqXVOirkf3m6/7ys8hCE3biu+AR/EFzVp7roh+qw3fOYBr0kFr7L1A38pPrPnaL/69Td/pP8BpWr9+cyjXebTWvdGSd86AsPquCQMBu+BeyxaUcdDiln1+Td/D/rb9nqWQNilxyIsC6t40CaDD18Sv/8bvS0UFpU3zdXtdA92ngDu9oKDWyWvCQfeQtpb+O2t3568eSRfk6540EdB600FTBkTHu09aW58U+N5UfE/n0TIG9UXnldY+6XHXCT9H+me6Tnr/pF3bzT+5RuqfJmh0Lh1tt/6Sdr67f/dJAa3tlwbpv9X9p096nMsLfJ64f+fJAP4qcCf4F2QLcgu/P92j+Fq3rmh7ySNLvTJ9icNLfD18iQOLTNF+AXLpk2us1NEVHiXXtnolf1lupY4uT3u/Z5bDu7b2U5q9fqc22j6w+HcLPJqf/lrX9wmI31ZYie8Xph2Hl/h1Sh9P2zbQo//fL/BJgnTwv3J0Pb+GJgnU7yKfzErbcUD9+G1l2j19cZNPKAj6/TonVlmJ7xf47gOK5qsP6ZMb6rtAXWv/pUWJAwv9ftLBX0UP1bbYvput1PGVfr/Klij62Ww/z5nzfTY74db2p98j4J9gLB9WdwH/wA74iXxmjnyiB3pcih4A/BMXCKIBc4JwreMXTNae+qQVazPVlEqvAniaNGCPePwSDd9xznP7KinA39adiWinw1/Q/00H/6unNzVNSPhERALeRxB1BvzDIukEawz4A/5Ee/EAHgisBwD/cw+4L0UYabvliNWZsdPT9ws1G23a9k7r2dPTzS9FTbhn/kbi6QHAPz6TBoB/9HQH/BOM5cPqLuAf2AH/pRjd5J6J6uOBzB4A/IGajFDTbusvlnLTS1Zl+FYvtOdb9S3c7ZX+M7bjNb7BA7HxAOAfPQA9XzS8yAcz7KqJjez6u/p5nQEtOThfe74L/TkB/mGRdII1BvwBf6K9eAAPBNYDgH9sBu+JAklaS68aAKror3XkWs/ebttvvrY/Ue6BfuLpZPIA4B86UEYSvrUW39flf78Q4I/wEgfAP8FYPqzuAv6BHfAT+cwc+UQP9LgUPQD4A0kZIanjvSrcd8wL1CntX+v6te6ftf34JKNPeB07PwD+8QH/0idXW8kjy7zQXyQnFDgXVf3D4uiEawz4A/5Ee/EAHgisBwD/2A3ggSW0xgN4IFwPAP7xAX8APXq6E/FPOJoPo8OAf2AH/JdidJN7JqqPBzJ7APAHRMIFEdrjGTwQOw8A/tEDUOA+PtoC/mFwdMI1BfwBf6K9eAAPBNYDgH/sBvDAElrjATwQrgcA//jAKZMC0dMd8E84mg+jw4B/YAf8RD4zRz7RAz0uRQ8A/oBIuCBCezyDB2LnAcA/egAK3MdHW8A/DI5OuKaAP+BPtBcP4IHAegDwj90AHlhCazyAB8L1AOAfHzhlUiB6ugP+CUfzYXQY8A/sgP9SjG5yz0T18UBmDwD+gEi4IEJ7PIMHYucBwD96AArcx0dbwD8Mjk64poA/4E+0Fw/ggcB6APCP3QAeWEJrPIAHwvUA4B8fOGVSIHq6A/4JR/NhdBjwD+yAn8hn5sgneqDHpegBwB8QCRdEaI9n8EDsPAD4Rw9Agfv4aAv4h8HRCdcU8Af8ifbiATwQWA8A/rEbwANLaI0H8EC4HgD84wOnTApET3fAP+FoPowOA/6BHfBfitFN7pmoPh7I7AHAHxAJF0Roj2fwQOw8APhHD0CB+/hoC/iHwdEJ1xTwB/yJ9uIBPBBYDwD+sRvAA0tojQfwQLgeAPzjA6dMCkRPd8A/4Wg+jA4D/oEd8BP5zBz5RA/0uBQ9APgDIuGCCO3xDB6InQcA/+gBKHAfH20B/zA4OuGaAv6AP9FePIAHAusBwD92A3hgCa3xAB4I1wOAf3zglEmB6OkO+CcczYfRYcA/sAP+SzG6yT0T1ccDmT0A+AMi4YII7fEMHoidBwD/6AEocB8fbQH/MDg64ZoC/oA/0V48gAcC6wHAP3YDeGAJrfEAHgjXA4B/fOCUSYHo6Q74JxzNh9FhwD+wA34in5kjn+iBHpeiBwB/QCRcEKE9nsEDsfMA4B89AAXu46Mt4B8GRydcU8Af8CfaiwfwQGA9APjHbgAPLKE1HsAD4XoA8I8PnDIpED3dAf+Eo/kwOgz4B3bAfylGN7lnovp4ILMHAH9AJFwQoT2ewQOx8wDgHz0ABe7joy3gHwZHJ1xTwB/wJ9qLB/BAYD0A+MduAA8soTUewAPhegDwjw+cMikQPd0B/4Sj+TA6DPgHdsBP5DNz5BM90ONS9ADgD4iECyK0xzN4IHYeAPyjB6DAfXy0BfzD4OiEawr4A/5Ee/EAHgisBwD/2A3ggSW0xgN4IFwPAP7xgVMmBaKnO+CfcDQfRocB/8AO+C/F6Cb3TFQfD2T2AOAPiIQLIrTHM3ggdh4A/KMHoMB9fLQF/MPg6IRrCvgD/kR78QAeCKwHAP/YDeCBJbTGA3ggXA8A/vGBUyYFoqc74J9wNB9GhwH/wA74iXxmjnyiB3pcih4A/AGRcEGE9ngGD8TOA4B/9AAUuI+PtoB/GBwdj6anTp2y3377zfbs2WOvvfaa7d69277++uvQugL4A/5Ee/EAHgisBwD/2A3ggSW0xgN4IFwPAP7xgVMmBaKnO+AfGkLHrdWxY8fswIED9tBDD9mKFSvs1ltvtVdeeSW0/gD+gR3wX4rRTe6ZqD4eyOwBwB8QCRdEaI9n8EDsPAD4Rw9Agfv4aAv4h4bQcWmVmmp26NAhe+edt23mzJnWuXNnGzNmjD3yyCOh9QfwB/yJ9uIBPBBYDwD+sRvAA0tojQfwQLgeAPzjA6dMCkRPd8A/NISOeStB/6lTqfbhhx/Ztm1bbciQwdaqVSvr16+f3XvvvaH1B/AP7ICfyGfmyCd6oMel6AHAHxAJF0Roj2fwQOw8APhHD0CB+/hoC/iHhtAxb5WammonT560HTt22IABA2zw4ME2dOhQGzJkCOBPBJMJDTyAB5LAA4B/7AbwwBJa4wE8EK4HAP/4wCmTAtHTHfCPOdKHdsFffvnF3nvvPdu0aZOD/+zZs23BggU2atQowD8JBvyXYnSTeyaqjwcyewDwB0TCBRHa4xk8EDsPAP7RA1DgPj7aAv6hcXhMW50+fdr27dtnW7dutfnz59u0adNs48aNdscdd9j48eMBf8CfaC8ewANJ4AHAP3YDeGAJrfEAHgjXA4B/fOCUSYHo6Q74xxTpL3wxpfj//PPP9tJLL3l6/9y5c23Xrl2e8g/4Z46WET1EDzyABxLZA4A/IBIuiNAez+CB2HkA8I8egAL38dEW8L8wi8e0xalTp+ztt9/2CH/Pnj1t+fLlHv3fuXOnrVu3zkaOHGnbtm2zEydO2KlTp01FAM/5H8X9iIomQVQ0kcGOvjMxcT4PAP6xG8ADS2iNB/BAuB4A/OMDp0wKRE93wP+c1ByfL44dO+bQP2LECE/x3759u6/1v//++23evHnWt29fW79+vR0+fNiOHTsO+AO2TG7gATyQoB4A/AGRcEGE9ngGD8TOA4B/9AAUuI+PtoB/fPj+nFcV+Cuy37t3b0/1nzp1qi1btszX9nfr1s3q1kmxCRMmePr//v37zx/1J+IPECUoEJ0vSsp3RNGTxQOAf+wG8MASWuMBPBCuBwD/+MApkwLR0x3wPyeCx+eL48eP25YtW0wR/0GDBnlF//79+1u7du2sbt0UK1WyjPXu3ccefPBB+/zzz01LA1QX4Kz/Af6AP+CPB/BAYD0A+AMi4YII7fEMHoidBwD/6AEocB8fbQH/sxJz/D5Mr+ivdf67d++2N9/cba+++rrdeeedpi39evToaatWrbJvvvnGjh49em7o1y0A/oEd8CdLxJL7IPqOB7LvAcA/dgN4YAmt8QAeCNcDgH984JRJgejpDvjHj/FDurKC+b//fsree+99e+CBB2zx4sVe4T+kHwP+gD/RXjyABwLrAcAfEAkXRGiPZ/BA7DwA+EcPQIH7+GgL+IdE0PFrJPA/efK07d27z1599VV77LHH7N133w2tQ4B/YAf8REmzHyVFO7RLFg8A/rEbwANLaI0H8EC4HgD84wOnTApET3fAPzSEjmur06dT7ciRn+27776zL774wn744YfQ+gP4A/5Ee/EAHgisBwB/QCRcEKE9nsEDsfMA4B89AAXu46Mt4B8aQidmK8A/sAP+ZIlYch9E3/FA9j0A+MduAA8soTUewAPhegDwjw+cMikQPd0B/8RE+tB6DfgD/kR78QAeCKwHAH9AJFwQoT2ewQOx8wDgHz0ABe7joy3gHxpCJ2YrwD+wA36ipNmPkqId2iWLBwD/2A3ggSW0xgN4IFwPAP7xgVMmBaKnO+CfmEgfWq8Bf8CfaC8ewAOB9QDgD4iECyK0xzN4IHYeAPyjB6DAfXy0BfxDQ+jEbAX4B3bAnywRS+6D6DseyL4HAP/YDeCBJbTGA3ggXA8A/vGBUyYFoqc74J+YSB9arwF/wJ9oLx7AA4H1AOAPiIQLIrTHM3ggdh4A/KMHoMB9fLQF/END6MRsBfgHdsBPlDT7UVK0Q7tk8QDgH7sBPLCE1ngAD4TrAcA/PnDKpED0dAf8ExPpQ+s14A/4E+3FA3ggsB4A/AGRcEGE9ngGD8TOA4B/9AAUuI+PtoB/aAidmK0A/8AO+JMlYsl9EH3HA9n3AOAfuwE8sITWeAAPhOsBwD8+cMqkQPR0B/wTE+lD6zXgD/gT7cUDeCCwHgD8AZFwQYT2eAYPxM4DgH/0ABS4j4+2gH9oCJ2YrQD/wA74iZJmP0qKdmiXLB4A/GM3gAeW0BoP4IFwPQD4xwdOmRSInu6Af2IifWi9BvwBf6K9eAAPBNYDgD8gEi6I0B7P4IHYeQDwjx6AAvfx0RbwDw2hE7MV4B/YAX+yRCy5D6LveCD7HgD8YzeAB5bQGg/ggXA9APjHB06ZFIie7oB/YiJ9aL0G/AF/or14AA8E1gOAPyASLojQHs/ggdh5APCPHoAC9/HRFvAPDaETsxXgH9gBP1HS7EdJ0Q7tksUDgH/sBvDAElrjATwQrgcA//jAKZMC0dMd8E9MpA+t14A/4E+0Fw/ggcB6APAHRMIFEdrjGTwQOw8A/tEDUOA+PtoC/qEhdGK2AvwDO+BPlogl90H0HQ9k3wOAf+wG8MASWuMBPBCuBwD/+MApkwLR0x3wT0ykD63XgD/gT7QXD+CBwHoA8AdEwgUR2uMZPBA7DwD+0QNQ4D4+2gL+oSF0YrYC/AM74CdKmv0oKdqhXbJ4APCP3QAeWEJrPIAHwvUA4B8fOGVSIHq6A/6JifSh9RrwB/yJ9uIBPBBYDwD+gEi4IEJ7PIMHYucBwD96AArcx0dbwD80hE7MVoB/YAf8yRKx5D6IvuOB7HsA8I/dAB5YQms8gAfC9QDgHx84ZVIgeroD/omJ9KH1GvAH/In24gE8EFgPAP6ASLggQns8gwdi5wHAP3oACtzHR1vAPzSETsxWgH9gB/xESbMfJUU7tEsWDwD+sRvAA0tojQfwQLgeAPzjA6dMCkRPd8A/MZE+tF4D/oA/0V48gAcC6wHAHxAJF0Roj2fwQOw8APhHD0CB+/hoC/iHhtCJ2QrwD+yAP1kiltwH0Xc8kH0PAP6xG8ADS2iNB/BAuB4A/OMDp0wKRE93wD8xkT60XgP+gD/RXjyABwLrAcAfEAkXRGiPZ/BA7DwA+EcPQIH7+GgL+IeG0InZCvAP7ICfKGn2o6Roh3bJ4gHAP3YDeGAJrfEAHgjXA4B/fOCUSYHo6Q74JybSh9ZrwB/wJ9qLB/BAYD0A+AMi4YII7fEMHoidBwD/6AEocB8fbQH/0BA6MVsB/oEd8CdLxJL7IPqOB7LvAcA/dgN4YAmt8QAeCNcDgH984JRJgejpDvgnJtKH1mvAH/APeLT39F0N7cSdDeyXzfX80PtQQfK3rfXtwIa69tmKmvbZ8pr2yx317NQFfn9ye0M7vCnF9q2pZR8sqm6HN6aEfL1Q+0W77IPwpaYd4A+IhAsitMczeCB2HgD8owegwH18tAX8Q0PoxGwF+AN1AQb/1Hsa2fFtDezHTSm2d3Uth3FNAoQKfz/cVtfeXljNHh1fzh4ZW86+Xlvbz3e+32uy4OPlNezpKRXs9n4l7MMl1UO+3vnOy3fAfnY8APjHbgAPLKE1HsAD4XoA8I8PnDIpED3dAf/ERPrQeg34A3UBBf/Tdze043c2sK/W1bJX51axnVMr2iuzq9jRzfVDfmZHbq9nn62sabvmVPZDkfwLZQz8fEc9e/XmKrZ5UAmb3Dyv7ZpTJeTrZQfs+A0TAufzAOAPiIQLIrTHM3ggdh4A/KMHoMB9fLQF/END6MRsBfgDdXECf0H9T7enRfI/XFrd3l10o723+Eb7eFkNO7QxxX7dUt8ObaxrL8yqZCt6FrGFnQrb7QNKOsjru6ywdHBDXXtrQTVP61ea/p7lNfxcHy+rbs/PrGT/mlnJU/g1cXBgfVr6v66n6+r6n6+saT9tSvFrPzu9oq3oUdj61sppz0yraEr//3Fjin13Sx3PPFD6/+93NrDTdwOtWZ8D7yPrCcA/dgN4YAmt8QAeCNcDgH984JRJgejpDvgnJtKH1mvA/w8ACbhEFlzOpef3t9bxyPq6PkVtXNPrbUCdXDak3nU2pWVee35GJft6XW0TtAv6axW53OoWvcL61Mxt948uY5+urPmH5/b4pArWpdq1Nr9jQdvQr5jNbpvf1vYuak9PrWDr+xW32/oXty9X17Q9y2rYI2PKebtBKbmtX+1cNrbJ9bakS2F77eaqtn99HXtmWoVM4K8sAGUb3De8jK3tVcxemlXZDt1W1+H/XPfH57HxUbLrDPgDIuGCCO3xDB6InQcA/+gBKHAfH20B/9AQOjFbAf5/AMhkB4l4359S+H/f3sBem1vFVvcqavM7FLSb2xew5d0L2+SWea1PzZwO7Iq0KyK/oX9xa13+autQKYdNap7PI/f7b63zh+e2eUhJK3Ltn6x/7dy2vFsR2zSwhN0zsrQ9MqGcLehcyOZ2KOgTDTunVrAlnQvZvI4FbV6ngra8R2Gb36mgTWyW1x6dUM4+WHKj7Zhc/gz4PzimjH2wpLrdPqCErepe1G4fWMJ2z6/mhQYvVCgw3lpz/cSffAD8YzeAB5bQGg/ggXA9APjHB06ZFIie7oB/YiJ9aL0G/P8AkMBSdGFJsKxU/QdGl7H+dXLZim5FbOfkiqYMgH+MK2v9a+eyUQ2vt5U9itr7i2+0HZMq2Jy2BXyC4K5hpTwV/2zPaG3fYnbZf/8v61g5h23sX8K+XF3LPllew8F/drv8NrHZDfbI+HK2eXAJG1bvOrtjUAl7c35Vv66WE0xvld/uGVHaXpxVyX+jiYjeNXPa+n7FvF+TW+S1hZ0L2ctzKntWwNn6wGfR9c6lqO/BBwfYjif/aQsf/9y6P3CSAw2SwAOnrPv9p63bfanW7T7jQIPE9sCDp6zvG3uty7cvWPXjm63iqVs50CChPdD81Habcfo5ezb1S/vdTtlpSw2NKSPY6r8ieC5OlVEBwB/wj/Ea/9S7G/maea2pV1R/97yq9sXKml65/4WZlRzwh9XPY7PbFfBU/+emV/TPlIp/38jS59xeT+D/t//5Xzau2Q324qzK3u7zVTXPgP+k5jfYE5PLO/D3rpHT5nUoaA9q2cDyGvbpihoO9Nr2T8sBnppawTMCmpS60kY1ymOLuxSyRZ0K2YOjy5qyDVT5/1KEUO459hMbvzzc0957Yb099cZjdue7uzjQIOE9sO21d2zLc3tt7cNHbdldxoEGCe2B5Xen2spHjtqS57+2ae+8YZPf38WBBgntgYWfvGn37vvYPvjpBzuVmhoH7DcD/DPCeiRfA/4AXBzAX5X1tUWfgF9RfaXO6xBYz21X0PrUzGWTWuS1PStqOMQLupd3K2wPjCpzXvC//E//2+Z3LugFAI9ta+BRf6X6K+I/tWVeXybw0NiyNqHZDTazdX5b0b2IPTy2rL0wq7Ltnp+2vl9FAp+ZWtGmtcpnZfP8xZqVvtIzBFZ3L2ovzax8wV0BgOPYw3Eya37ikc524M05tu+LFfbpodUcaJDwHvh47z323u5d9uyDB+2fG40DDZLCAw9vPmH33X/I7n3wAAcaJLQHHn3ioL326mH75uvf7PRps9TYB/wB/0iyfqZzAf6Af4zBX6n+ipi/t+hGu3d4aY+8q7iejl41clrT0ldZ87JXZQv8//6n/22LuxU2VfU/ngX8Z7bJ5xX8lf6vgn+qLzC28Q3W/cac1rtmLhvT5Hpf2//5ipq2Y0IFX25w9V/+Hyt93Z+tXcVrbFmXIrZrVhXAP8Z+SWaoD+XeUh9vZyc/Hm0nDo2yYyf7c6BBwnvgpx/m2rfv/8Pe2PqV7ZxvHGiQHB5YkGpPLzppTy3+nQMNEtoDL6w/ae8/etIO7DkN+GeC5mR4A/gD/jEGOQG5Kuc/NqG8r91Xkb1l3Qt7MT6l93erdq2DdnYi/gL/Jf93bf7Xa2vZiTszR/zTwf+rtbXs/SU32s6pFW37sFK2okcRXx7QvtI1tqZ3UVPxv3+MKWta018815+sZbmrbXTD6z0T4eExZb0mAKn+RPVDgfaItHmijdlnw8yODDSzThxokPAeOPbjNDv44f321ua99txs40ADPIAH8ECAPLBrudlHD5kd/NgA/2Rg/Uz3APgD/jEGf22N9+HS6ra+bzGv4K9ie6rer4J/r8ypYvPaF7S+tXLZxOZ5vTjfizMr2eJOhWxZ17Q1/oduSzHVCcgKVVrjfz7wn94qn70+t6p9uaqm1w74bn1t++n2FD+U/t+q/FWmOgDr+xSze0aU8kJ+2k1A/dkyoKRNbZHPJwl0jgMb6p61D1n7xPs/Pic0CVMTwD/hQZcJm8wTVoA/kx1M+OABPBBcDwD+mUg5yd4A/n8ASMAkTDAJc+Lg6Jb69tnKGl5df0hKbt/G76HRZX39/F1DSztgd6icwwamXGfPz6hkj08sb0u7FrYpLfLaoi6F7K0F1bw+QNbndCHwVwRfKf4qKLh1cEkv7LdjUnl7blpFW9e7mHWofI0X9FNlf+04sLRbYetWLYdtG1LSJyRW9ShiizsXsk0DStgbc6vakTvqeZHCrP3gfXT9c8npC/gD/kmW5QD4B3fAD4zxbPAAHgD8k4z1M90O4A/4hwnuFwtex7bWt2/W1fYt8ma0zucwvb53Mds+uJRt7FfCVL2/b63cNrR+Hq/I/9iEcrZpQHEH/xlt8ju4f72u9h+e25ahJa3UdX+2DQOK+1KC3+9sYGq3c1oFW96jsEP9s9Mr+kTCyu5FbGWPIra2Z1Hb2K+4ZxQMr5/HK/4/P7OSPTWlgm0aWNzGNb3etKvAt7fUNqX5a4JA/Xt2Wtr2g1pOcLF68HsmCs7rAcAf8Af8SQMOUBowYAgY4oHk9gDgn4mUk+wN4A+4xRj8T25vaEfuSLE351e17cNL2a19i9m6XkVt84CStmNiBXtzXlW7tW9xW9atsAP4y3MqezV+tVvVs4iD/N7Vtf7w3LSF36RmeT1L4JfN9UxFBA9vTPFdAzR58PC4sqYtBD9aWt2enFzBtgwuaZoA0G4Ba3oUtY19S9hrN1XxSYmPl1W352ZUtC1DSviyBC1D0GeaOLhreCl77eYqvtYf8AfazwvtkfjbAvwBf8Af8Af88QAewAMx8gDgn2Ssn+l2AP8/AGTUB/KRgIEEPsfpuxt64T0V+NPa/l1zqtgLMyvZK7Or2KfLa9ih2+ra7nnV7KVZlX2N/941tUwF+V67uWraZ8tq2KGNKX94bl+tqe3b8Kmiv6L9qgOg7AJtz6dtAVXN/8jtKT4Z8MWqmvbGvKoezVeRvxdnVra35laz/bfU8R0HDm+sa7ruOwur2Q+31bWT/95+MP0z9eeXO9ImF/AL8B9VDwD+gD/gz4A/RgN+IrnJHcnl+fJ8Q/EA4J+JlJPsDeD/B4CM6iA+gYEdXQBcPBAHDwD+gD/gD/gD/ngAD+CBGHkA8E8y1s90O4A/4M9kBB7AA8H1AOAP+AP+DPhjNOAPJRr7F2QKAAAgAElEQVRIG6LGeCC5PQD4ZyLlJHsD+Ad3wA+M8WzwAB4A/AF/wB/wB/zxAB7AAzHyAOCfZKyf6XYAf8ACuMQDeCC4HgD8AX/AnwF/jAb8RHKTO5LL8+X5huIBwD8TKSfZG8A/uAN+YIxngwfwAOAP+AP+gD/gjwfwAB6IkQcA/yRj/Uy3A/gDFsAlHsADwfUA4A/4A/4M+GM04A8lGkgbosZ4ILk9APhnIuUkewP4B3fAD4zxbPAAHgD8AX/AH/AH/PEAHsADMfIA4J9krJ/pdgB/wAK4xAN4ILgeAPwBf8CfAX+MBvxEcpM7ksvz5fmG4gHAPxMpJ9kbwD+4A35gjGeDB/AA4A/4A/6AP+CPB/AAHoiRBwD/JGP9TLcD+AMWwCUewAPB9QDgD/gD/gz4YzTgDyUaSBuixngguT0A+Gci5SR7A/gHd8APjPFs8AAeAPwBf8Af8Af88QAewAMx8gDgn2Ssn+l2AH/AArjEA3gguB4A/AF/wJ8Bf4wG/ERykzuSy/Pl+YbiAcA/Eykn2RvAP7gDfmCMZ4MH8ADgD/gD/oA/4I8H8AAeiJEHAP8kY/1MtwP4AxbAJR7AA8H1AOAP+AP+DPhjNOAPJRpIG6LGeCC5PQD4ZyLlJHsD+Ad3wA+M8WzwAB4A/AF/wB/wB/zxAB7AAzHyAOCfZKyf6XYAf8ACuMQDeCC4HgD8AX/AnwF/jAb8RHKTO5LL8+X5huIBwD8TKSfZG8A/uAN+YIxngwfwAOAP+AP+gD/gjwfwAB6IkQcA/yRj/Uy3A/gDFsAlHsADwfUA4A/4A/4M+GM04A8lGkgbosZ4ILk9APhnIuUkewP4B3fAD4zxbPAAHgD8AX/AH/AH/PEAHsADMfIA4J9krJ/pdgB/wAK4xAN4ILgeAPwBf8CfAX+MBvxEcpM7ksvz5fmG4gHAPxMpJ9kbwD+4A35gjGeDB/AA4A/4A/6AP+CPB/AAHoiRBwD/JGP9TLcD+AMWwCUewAPB9QDgD/gD/gz4YzTgDyUaSBuixngguT0A+Gci5SR7A/gHd8APjPFs8AAeAPwBf8Af8Af88QAewAMx8gDgn2Ssn+l2AH/AArjEA3gguB4A/AF/wJ8Bf4wG/ERykzuSy/Pl+YbiAcA/Eykn2RvAP7gDfmCMZ4MH8ADgD/gD/oA/4I8H8AAeiJEHAP8kY/1MtwP4AxbAJR7AA8H1AOAP+AP+DPhjNOAPJRpIG6LGeCC5PQD4ZyLlJHsD+Ad3wA+M8WzwAB4A/AF/wB/wB/zxAB7AAzHyAOCfZKyf6XYAf8ACuMQDeCC4HgD8AX/AnwF/jAb8RHKTO5LL8+X5huIBwD8TKSfZG8A/uAN+YIxngwfwAOAP+AP+gD/gjwfwAB6IkQcuefD/5Zdf7JtvvrH33nvPXn31VXv55ZczHbt27bJXXnnF9u3bZydPnrTU1NSYzA4cO3bM+/Xhhx/a66+/bm+88Yb38auvvrIjR45YSN0A/AEL4BIP4IHgegDwPyv4p6Z2st9/72CHD7exTz5pavv3t7KTJzuaPrdsgnL6OY8caWu//trOz6Nr/PZbe/v557Z27Fj7bJ/7fH3SdU+e7ODXOHq0nZ0+3dF++qmtffttS/v66xZ26FCbi7qv8107Ht8d+3GaHfzwfntr814G8jEayIcS5aMN0WA8gAfkgUse/L/88kvbsWOHLVq0yEaNGmWDBw+2QYMGnTmGDBliI0aMsH/84x/266+/2qlTp6IO/oL6AwcOer9Wr15t48ePt8mTJ9uSJUvskUcesT179tjp03Zh+Af8gzvgB8Z4NngADwD+Z4VtwbEA/e23G9qGDRXt+efrmqBZ8J9dmD11SudsYx9/3MShW0Au4P/uu5b22WdN7cCBVtk+9/n6pHs5erSt7dnT1Pbta+4TGurD00/Xtscfr2lvvdXQ1LfznSORvgP8gQsAEw/ggeB64JIHf0X6t2zZ4mA9evRomzt3ri1dutRWrVrlx5o1/z977x1dVbX2bb9/ft/7fs9zbMeCBaT3DtI7hBpKAoTQO4Teewkd6b1XBaRIlyog6MFejv3YPYrlsWEHRO7vve64OQiSbA3JXjv8HGONJHvPNedcc/1wzOtuc4ktX77cowHOnDljv0LcGfgf/X/66ad2/PgJmzJlik2ePNmA/9mzZ9uMGTMc/vfu3WsfffSx/fDDD6nPROAvsBBcSgPSQHA1IPD/Q+AFlvH2Hz9e24YMKWAbN1a0L7+MtzNnWv1h+7TAGMg/fbq5vfZaA3vooYr21FMx7nn/8MMm9vTTMfbII9Xs5Zcb/KW+0xobA8ZbbzWyhx+ubI89VsvOnk2wDz5oYs8+W9dOnqzj3/G8afUTLd8L/IO74ReM6d1IA9LAdQ/+zz77rIM10D9mzBjbunWrHT582J544gm/Tp48aYT7Z1aoPxEFr732mm3atMn69u1r06dPtyNHjtjWrdvcEDF06FBbvHiRPfvsM/bFF18I/AU1wYUavRu9G2kgdQ0EBPxTwtHxTLf00HO84ITXcxGOzk/C08+cSbgYln72bEooPm0B6I8+amqffx5n33/f0r3agCpASyj9F1/E26lTKe3+/e+m7l0ntB5PdygUnrHxujMeYPzGGw1ty5ZK1qLFPTZ/fmm/n74uB2D64POvvop3Tz5zYQzmzFyYJyH9r73W0LZsrmSDBxawNavK+TiA+No15W3qpGK2c3sVNw7QF3O7vD+ekxQB+go91zffNPdn/uyzZv6TZ+TCaEFbIhTw7u/cUcVGDi9kixeVsY8+auKw/+KL9d3oQCQA/TFPjATMm7XkOU6dauprx7rznLQhNYAx/ud/4n29aMPcMIww90hHDwj8BRaCS2lAGgiuBgT+zz5rS5cutXHjxtn8+fM9lx7I//rrr/365ptvjIuc+8zI7wf8yes/ePCgbdiwwT3/hP2/8cabtm/fPhs/frxHJGCcoDZBqv/J45/6pltQovWRBqSBSGogIOAPzAKOeKG3batsc+aUskWLStvixWVs0qSitmBBaTt8uIYDeQjWgeudO6vYrFklbejQAjZ2bBFbseK+/1sjJ8ZBFJgFvF99tYGtX1/epk4t5t77kSMLeTuAGNClPwwDjL1y5X0+3rBhBe3++0vY6NGFrUGDbD4fYPdy8GcM+nj99Ya2eXMlmzGjhA0eXMBGjCjkc8abjyEBEF+ypKwltMhhlUvfZm1b5LSZM0vYoEH5rU2rHFav6h02pF8BO3iwhr3xRiN7881GV/SH8eHFF+s5bP/4Y4I/19691WzJkjI+1ooVZW369OJ+sS6kKTDu6tXlrHWre63afbdbm+b32tKlZdygsWtXVXvwwQr2+OO1fQ2A/ePHa9nChaVtzJjC/hxTphSzBx4ob+++29gwMtBm+/YqNm1acVu7trynQUyeXMzmzClpGzZUsFdfbejrwbpcbiDJrL8F/sHd8AvG9G6kAWlA4P8b+E+cONFWrFhhb731lhfPSxWoM/BLQv1PnfrEXn/9dXv55Vfs449P2blzv9h7773v4B/K9T969Kh98sknqc9E4C+oiSTUaGzpTxpIXQMBAX9C6AFrQPb++4tbly65bOLEog6pEyYUtXHjijiI/+MfdTwvnsJ0GAKA+FGjCtmlbdasKecQj+f6uefqOkAnJxexceMKW3JyUYd5YBUjwXPP1XPP+CuvNPB2w4cXtBEjCnp/jN+3bz6rWfM2mzmz5BUefyIFMFi8806sh+pjoBg9upDPdcCA/N4P0E1YP5EICxeWsZbx2a1iqVutU5tctmxZWWO8tok5rG61223EoIIO3uTeE5aPoWLs2MI+F0CcZwDyST/47ruW/hNIZ46sw6pV9zmQ0xYDAPDPOi1ffp8lJuSwKvfdZu0Sctq6deXsgQcqGOs0d24p27Gjihs+jh2r5YYW1oZ14ufQoaxHIdu3r7qnImDgwGCRkJDdx1q6tKwbRZgn4x46VMONA5H0+gv8BRaCS2lAGgiuBgT+AQN/SP78+V/t3Lnzv12/eLQBVf3Xrl1r/fr1c4//Cy88b19++aXAX2CROlhofbQ+0kBwNRAg8Meb/NBDlRzkCa/H+07huRCQtm6dw/PjKVAHHAO39eplM+CT4nhPPFHbvdMYAjZtquie/3nzSjmAA+S7dlWx995rbBgP+Dwm5g6/l5B1wBa479cvn99L+DsefPL7q1a91aZPL3EF+OPVJpweLznRCXjvgWm89TwH4DxwYH6vDwCAU0iPKIK2be71kHvGJbefz/r1zece8++/b+HPiPEh9Bw8L5EDFBmMi7vbpkwp7uBPf4zRoUNOh3AiG1gDnp1xiRAgXB8YJ4KiU8ecvmb0R2TBokVl3LjAnFnn+fNLWZ8++dwoQPQDxoqVK8u5EQbPP+vxwgv1HPBZO9aQooeMwbvq2TOPRxBgRMEgklke/svHEfgHd8MvGNO7kQakAYH/s8/a/PkLrEOHjtYqIdGGDB5q48aOt8mTpvg1bdp0L6hHnn9m/UdV/19/veAGAGoQzJw50wYOHGRJSb1szJixtn37w14A8Keffkp9SvL4B3fDLxjTu5EGpIEAgT+h+0Ar3vtevfK495+ce0Ly8VDHx9/tPylUt3x5ire8T5+8tnt3VQ9/xxuNlxvvMykC9EXIPvBOGDzwTN48oArEYjQAnPHI45knfB1jAoYGwtr5HHhu2PBOmz376h5/+gOUAWzy5ok0IHefOfTundeNAeTAHz1a00PyiWZgPGoK8BljDBtWwOf79dfx7tXHAIExAaNCKMT+wIEa7mnHu09IPSH3pBbg8Sd6gbB+QvKBesbFWMHceB6MI4A5sE5aA4YTogUAeuZ58GB1D9cPee2pcUAUBs/BGMyHteE5eT8YIDBuYCAJGSv69s3rUQe0oUbBhQuRCfcX+AssBJfSgDQQXA0I/J991sE+tlFjK12qjFWuVNWqVa1hNarX9CumTl1r2rSpbdmyJXXIvobfUkuAXP9z587Zrl27LD4+3mrXrmNNm8Z5pX/y+6lBcPbs2dRHFfgLLASX0oA0EFwNBAj8Qx5/Qv2BdzzznD8P/JP337jxnbZ2bTmvjM/33brl9rD6nTureo49YA/QjxxZ0KZOLe5e7q5dcxnGgXXrynto/L/+FWtcW7ZUttjYuzyMnb4JXye0Hq863m/GBX4p7kdYOzUG/ijHH7gFcgF2IBvwxuN/+HBN96h37pwS0g/4A9GE6nfvnttrDnAfHnPAG+/+xo0VvJgeEQAYB0gFANBDcwb827a91wYNKuCfY9gA5LmXZyD1APhn3YD8SZOK+ZwYA48864CX/5tvWrgxIAT+c+eWdKMDP2fNKuFwTz/0RxoDfbdrd6/175/PjSGsbfv299qjj9b0Qn9EPmBwIcoAAwNRB0RCRCrPX+Af3A2/YEzvRhqQBgT+zz7r1fL79x9gw4YNtwceeNB2795jhw8d9uvRRx+1Y8eO2QcffJA6ZF/DbwF6ignykzz+Z555znbs2OnzHDVqlC1cuNAee+wx9/qnOqzAP7gbfsGY3o00IA0EDPyBTLzr5LM/+eR/wB9Qx0OPp5xQcrz4DRtm88J7hLqTUw/YAsykCZA7Tz98Fxt7pzVvfo9/B5xyYRCoXz+bgz8AjbHh9+Cf+Fshu8pXBX+gn6PxCJ0/cSLFww9skxOPxx1IZwzy6MMBfwrtYWygj0aN7vQIh44dc/p8mXOPHnn8WYhiwCDAvIkWGD++iOfp/1XwZ50ofkiBPuZKAUGOHqS/Dz5o7CkSpFnwTERBEAGA0QVDBu0E/trIC+akAWlAGghXAwL/33L8qZa/aNEie/nllx2ov//+e7v0StO7niqBh/8lxf0+/fRTe/vtt93Y8NVXX3lxvw8//NAOHTpkY8eOtcmTJ9vGjRvt3XffTb1jgb/AQnApDUgDwdVAgMCf6vcPP1zF4XPCBMA/5qLHH08+eeUUsONYPIr9AfhNmtzlwA+0E7YfKvJH6Duh6L165fV2eN4pVIe3movCfVTsx5BAiD757YS947GmICDH1lEPALiOj7/H5s270uNPHjvgi4GCiALmxPhED5Cjz5gYJy4Ff7z7GB2oiH+lx7+iffxxM085IJQewwEGjdCcMQgQis+cSSkg1B/wZ63wuKcG/qxHUlIej1y43OMP8G/cWNHB/z8e/3jvjzSLhx6q6B5/5gL4c4oCRggiCTjRAAOIPP7a9Ie76Vc7aUUauL41IPC/SnE/wu0vvVIn7Gv37S+//GLk9e/cudMeeeQRe/XVV93zz5F+Tz/9tM2YMcPD/ZctW2Zvvvlm6gML/IO74ReM6d1IA9JAFII/Of6h8HhA+NFHa9i33zb34wAJx3/nncYe4k6xOyIH8P4Dya+91sBPBPjuO86qb+Z/E8rORYE7wJ8ieCdP1vFQdY7Do5YAEQN8fnmoP+HsGCswDmB4AIgJfyfsn3B75khIPOH9IY8/eft48UkpuBz8SSsgxJ60Arzrq1ffZ888E3Nxzl98EedpBBgkgHfSCcIFf56DFAOMEJeD/4IFpRzcMQBwMgF1BZgvnnxOPWD+ePhZa9IpBP7X96Zd0Kb3Lw1IA+nRgMD/KuCfOlFn3LeAP4BPBf8pU6bYmjVr/u9G6KSR179hwwb3+M+aNcsNA0QBpPqfwF9gIbiUBqSB4GogCsGfXHqO8gOiyTvHAw6QPv54Hc9dx4MPtGMgALApSge8UgQQkOYiTJ20Arz7VNznOzz1hNHTH+AOiOPFr1Xrdg9vvxz8AXcK+W3dmnL0HkYGwvXpEw8445JiAExT8A6gxsCQmJjDjQwvv1zfDh2q7sYFCuNhKMDDTjQAkQNA+tatlS7OGQ87x/wxN47zw8gQDvgznw0bKljbtjk86gGvPYaQUI4/URTMj588A4UU6ZuoAiIZAH6egd+ff76uwH+SNv3p2fTrXulHGri+NXDdg/+LL77okE3l/PXr13v4PCH+kfoP8H/ppZd8Lv379zdy+pcvX27z58+36dOn25gxY2zlypX23HPP2RdffJH6NAX+wd3wC8b0bqQBaSAg4E9oPQC+Z081h/QZM1IqyP/yS6J78ingB0QD1njrOb4PWO/fP79DNLDOefVcwDVw/P77Kcf+URAQjzzh/HzHReE8ctuBcbzspBVQAI8K+UA3v+MBHzy4gOfpE+r/6adx7qUPHR9HqD/3UnSPInsAMn0SNo/BgdQDCgNSfG/v3mo+J4CbKACiEDhecP/+av5M1Ccgd55og127qjqEU3eAOYTmjNce4wRHAH7/PccI1najAWu1b181D80/fbqFPfNMXS8AiGeegokUG+R7Ig0I0Wd+wD3h//SPAYTIBdaTvjA4sD4YCwB+1oBwf9aU+goUCKTAICkORE8Q6k//HJnIXDEsqLjf9b2xF9jp/UsD0sDVNHDdg/97771nx44dtd27d9vx48ft888/98J6qRN1xn1LegEV+1955RXP46fuwOzZs/3i902bNhlHC3755Zd25syZ1Cci8BdYCC6lAWkguBoICPifP5/ox9YBrfv3V3ePNEfF8TmQi0cakAV2ySsHOAFacv8BWGB0yZKyDtF4/PH20wagxeON9x6YX7iwjF94rznCjjB/jq2jHWCL15u+8L7jeecYQOoBANtA9aXn0zM3APeNNxr6nLmHezFC4PHHO0+KAPMDjKlN8Pzz9WzmzJJuICBFgDGfeKKOe9+BZgwRtGEduJ++QnNmbnv3VjVSGM6cSfCfPMOOHVX8HgwSP/6Y4Efs0RcGhK++au7H93H8H8YJohAo5Afks060IVqC5yDagEiKDRsqugGFKAmMDUA/aRKE/7NOBw5Ud+8/68941BZgzhgKSLt4882GbiBRVX9t/K+28dfn0oY0cP1q4LoHfyCbInlvvPGGvf/++/bDDz8YXvdI/keBv9OnTzv8U72fI/327NljR44csX/+859e/I/j/jASpPqfwD+4G37BmN6NNCANBAT8gURC50MeauD2yy9TCswRDQBwAsjktwPqtAfEX3+9oR8ft29fdQdZPOYA7Fdfxdv58628SB/HAXJEH1BNO67HH6/tUQMp1etTAP7UqaZuYDh6tJbDLX3hvaaCPpDLuMB+yOOPp5tj/xjrrbdi3ShB3j3tGY9nAOzph0r5pAWEcv0B7JQ5pNQj4HfacQ+RD59/HufedT4PzfnYsVo+D9aFeRD5gIEDgwJzZ14YJoB9cvNZm59+SvB1/eKLeF8/YJ91YH6he1lz1hODCqcKYHTgGRiX9ALmxDphbMCYwn0vvFDPDQqMB/jzfnhGjDWsd8rn/1mr0Jplxk8d53f9AoVgUu9eGgi+Bq578AeygWhgPyyYTpW0r92XQD1z4jQBPPtc/M5nzDms/wT+AgvBpTQgDQRXAwEBf4AQgARoCe8HqEMe49DnGAD4nr9D7WnL50ApYM7vfHbpvfwOiP6nXYL/ntJXCpyGxvhPu1Z+T+hv+gyNezm80j990X/oYv6hudEHF+24Qm34yX2he2kTem7a8TttUp4tZc6XPltKm5T1oo/QvPg8pa+UOTPv0Gf/WaOU+dFf6F4MGfzOvaFx+ck8+I5+uLgn9DyhNQn1z/38HppLJH4K/IO/8Rec6R1JA9evBq578A8LoKO1kcA/uBt+wZjejTQgDQQI/CMBiRozxYiSldZB4H/9AoVgUu9eGgi+BgT+0Qr14cxb4C+wEFxKA9JAcDUg8I+odzorAXdQnkXgH/yNv+BM70gauH41IPAPB6CjtY3AP7gbfsGY3o00IA0I/AX+lrW8/gL/6xcoBJN699JA8DUg8I9WqA9n3gJ/gYXgUhqQBoKrAYG/wF/gb4KF4MOC3pHekTSQNTQg8A8HoKO1jcA/uBt+wZjejTQgDQj8Bf4Cf4H/pKwBFAJDvUdpIPgaEPhHK9SHM2+Bv8BCcCkNSAPB1YDAX+Av8Bf4C/ylAWlAGsgkDQj8wwHoaG0j8A/uhl8wpncjDUgDAn+Bv8BfG/5M2vDLGxt8b6zekd5RRmtA4B+tUB/OvAX+AgvBpTQgDQRXAwJ/gb/AX+Av8JcGpAFpIJM0IPAPB6CjtY3AP7gbfsGY3o00IA0I/AX+An9t+DNpw5/RnkT1L2+1NBB8DQj8oxXqw5m3wF9gIbiUBqSB4GpA4C/wF/gL/AX+0oA0IA1kkgYE/uEAdLS2EfgHd8MvGNO7kQakAYG/wF/grw1/Jm345Y0NvjdW70jvKKM1IPCPVqgPZ94Cf4GF4FIakAaCqwGBv8Bf4C/wF/hLA9KANJBJGhD4hwPQ0dpG4B/cDb9gTO9GGpAGBP4Cf4G/NvyZtOHPaE+i+pe3WhoIvgYE/tEK9eHMW+AvsBBcSgPSQHA1IPAX+Av8Bf4Cf2lAGpAGMkkDAv9wADpa2wj8g7vhF4zp3UgD0oDAX+Av8NeGP5M2/PLGBt8bq3ekd5TRGhD4RyvUhzNvgb/AQnApDUgDwdWAwF/gL/AX+Av8pQFpQBrIJA0I/MMB6GhtI/AP7oZfMKZ3Iw1IAwJ/gb/AXxv+TNrwZ7QnUf3LWy0NBF8DAv9ohfpw5i3wF1gILqUBaSC4GhD4C/wF/gJ/gb80IA1IA5mkAYF/OAAdrW0E/sHd8AvG9G6kAWlA4C/wF/hrw59JG355Y4PvjdU70jvKaA0I/KMV6sOZt8BfYCG4lAakgeBqQOAv8Bf4C/wF/tKANCANZJIGBP7hAHS0thH4B3fDLxjTu5EGpAGBv8Bf4K8NfyZt+DPak6j+5a2WBoKvAYF/tEJ9OPMW+AssBJfSgDQQXA0I/AX+An+Bv8BfGpAGpIFM0oDAPxyAjtY2Av/gbvgFY3o30oA0IPAX+Av8teHPpA2/vLHB98bqHekdZbQGBP7RCvXhzFvgL7AQXEoD0kBwNSDwF/gL/AX+An9pQBqQBjJJAwL/cAA6WtsI/IO74ReM6d1IA9KAwF/gL/DXhj+TNvwZ7UlU//JWSwPB14DAP1qhPpx5C/wFFoJLaUAaCK4GBP4Cf4G/wF/gLw1IA9JAJmlA4B8OQEdrG4F/cDf8gjG9G2lAGhD4C/wF/trwZ9KGX97Y4Htj9Y70jjJaAwL/aIX6cOYt8BdYCC6lAWkguBoQ+Av8Bf4Cf4G/NCANSAOZpAGBfzgAHa1tBP7B3fALxvRupAFpQOAv8Bf4a8OfSRv+jPYkptb/o+PP2MFxP9rRCb/YYxMvXNN3Tn9HJ5y3R5PP2uHxP/sYR5LP2v4x39rukV/YzuGf26FxP4U1LvM7MPZ72z7sE9sz8kvv79jE8xfn+9ikC8bfPMveUV/bjuGf+TipPfu1/s7nMOG8HRz7g+0a8T/+jMxl/5jvfE7bh33qvx+bcD7NZ6ZNaN34eWzir0b/13rO6i84kQwC/2iF+nDmLfAXWAgupQFpILgaEPgL/AX+gozrAPwB1M2D3ncgBdKvJQgC60AwoA6IH+D3UV/Zur6v2fwux21mh0P28NCPU4wOqUAtBgSgf8OAt2xy6522qNs/bMfwT+3w+J8uzhcwxrjAsyzt8bTd336/j3MtnyetvpgDhoyHBr5nszsesQVdHrdlPZ+19X1f959T2+6xB/q/aYfG/ehGitT6o03Kun3qP0Pwn9o9+i44EP9X3oXAPxyAjtY2Av/gbvgFY3o30oA0IPAX+Av8L0LVX9nE6p5gQ8iR5HPuEV/c/Umb1navbRvykXuYr+V7w/u+dci/bVWvF21xt5O2bejH7gl/sP+/bEn3J21e58fcg3+EaINUwB+g3jv6a1vW4xnrGTPDxrV8yI0AeNJD8w15+xlrUuJ269tgvs3rfOzi96F2GfmTeR4c+6Ot6vWSDW2yysa22GT3t9tvq3v/01b2esFmdThkGwe+81u0wq+pzu3hoadsZa8X3Yixvt8bbvjAkJKR81ffkf03K/CPVqgPZ94Cf4GF4FIakAaCqwGBv8Bf4C/ICJDHH6xEnQAAACAASURBVKjE64tHGc85nnS84MAvgE3IPm1C8AYk4gHn+31jvv1Pu2TanbdHRp+2DQPetqFNV1qnmhMcqh8Z/Y2HoHuY+fgz3n/oXjzQhOkzBheGA/rn84PjmMsPPgZzYj60JZpgafenLDlhi4+zPOk52zLkQ3to0HsOw8t7Pms7R3zuz8V8ebbfzXfsD/Zo8hmPCNg14gub0+mIxZXva30bzHNjAmH0oeflmZjDwq6P26DGSy2h0mA3APD9pc8T6p95Mn+e5eiEcz42fzPvxy5Zx9Cas748M1ERv59nytqGvue9LO72pHWpNcmND+NaPOTPur7va2782OoGljN2+LcUC9Y3ZY2/9XeaModzDv3jW26xkfHrbGaHg7Zj2KcXUzJY39BzkDbBszD+tY7YCK2tfmaOQUDgHw5AR2sbgX9wN/yCMb0baUAaEPgL/AX+F6FKG//M2fints5ANGHjExO3O0SPiFtrgxovs6R6M21M8w22sOsTHkYfgv9NA9+xGe0POHx2qzPVkurOdE85nvftw07Zqt4v2ZAmKyymdEcrka+Ota46wr3TQDBeerzxAxottm61p1rPujMtOWGrAe6E6gPceKHndjpqwOno5g/6nPo1XGADYxf733irGQtIj6uUZLXLtLCk+jNsQsJWB1mMAaPjH7QN/d/yPjcPes8jD3rWnWHdak+xpLqzbFjT1R7WD/Q/POzUXwJ/1mPb0I98fTBy8Cxda022gbFLbHq7fZ6CQATClDa7fb0wRgDSwD+gv7THMza1zW5b1O2kpw6wNlPa7LLe9ef42vSIme7POL/LCY9eeGTUN78D/9HNN9j8zse976FNVtjKpBeM5yEdYVyLTda19hQ3EvSMud9Gxq339Ic1fV624c3WWHyFvlanTIK1rjHY57C2z6ueyjC+5WZLqjfLutSabN3rTLMBjRZ56gRzE/xH/t9qav+OU/tO4B+tUB/OvAX+AgvBpTQgDQRXAwJ/gb/AX+AfII8/XvJJiTusY43x1qRsknvp8Sq3qzba2lYd5fD5QL833BOM1/j+dvscKFtVGmotKg60VpWH+t9Dm6y0ZT2fcYgGgisXibP8Ocpb0/J9bEKrbXZg7Hc2u/Nh61FvqiVWGfbbvUMMwAVigVLGmdvpmPVrsMBaVhzkAEoIPgaG1lWG+1j0xXyB05jSra1c4VrWqfZ4Gxm3zsYnbDGMBN3rTHfPPbn7GBa4v1m5Pta8wgBrWXGwJVQaYsObrXaDA23+rMcfQCaKYUHXx93I0abqSI8ESKw8zH8yPnn41BoY2GixpxGMaLbOIxXwoGPkIK2AdhMSttn0do/YtLZ7HLaJPGBtef6m5Xq7IQFjCSH6l3r8gfnpbR9xI0f7amNtdofDtr7f69an4XxrVWWYhebCT97nsKar/Dl71ZtldUu1t0pF61uzyj393fD8pAugAdaJe7jaVx/jhoIl3Z/yKIbU0iZSA099F1mjgcA/HICO1jYC/+Bu+AVjejfSgDQg8Bf4C/wF/gEC/40D3nYIBYoblOpso+LXu5cXzz3wX79kZ5vd8bCH0ePRB1Zjirc34BeP85yOj7pxoH31se6ln9H+oHv421QbZQ1KdzEKz+H5xrPeveEkq1qqkY1qsc7HmNPxiIfPA/EA+sz2Bx1mgc6qheJtRLM1bkzYNPBdnxeGhv4NF3gkAhEBXWtPtuYV+zk4E7Uwre0j7jFn3vwNMNcp1tZhnOfib2C5Q/VxbjgAhsnv/7Pgz30UEhzceJl1qDHenwFwpsAeXnIMCxgsaJecsM3/xjiwZfCHbjDAwEFkAPPAiDG06SprVq6398XvK5KeN9YG7zsRE3jvgfpLwX9Es7V+7+DGyy2+fP+U9et4yCoWjbNG5Xva6t4vuTGF6IgxzTd6XQAiKVhTDAGdaiXbqPh1XhuAWgxEQpCaQTQEYy3v+ZwbeQbFLvVxSBsg7UEQH1mI/yvrL/CPVqgPY97nvnrPfnh1h333+Gw7fXCELq2BNCANSANB0sDx0Xb69Un29dtD7Yu3O+jSGkS9Bj59dZx9+NRme37V+4KCAAF9uIBAPj7F4hKrDHcvMxC8efD7DqiE8dcr0dG9yoAooA+sNivX1/ACkx9OYT1C8gF/YBaP/NzOx6wLUF6hv4fUp3jyj1qbGsOsTplWNrvTYYdgog3IVe9UI9kAWIwJhMa3qTrKjQtEF3DMHrnv/N6+2hgjdJ1UgsmJO61P/bn+GekIwOqMdgesd73Z1qbKCAf6dX1f9bakMaxIesGNF4TY96o32yHXPfNdH//T4N+/4UKb1/m499O55kQP0ecZycMnDYIIg8ZleroRAsMC0I8nHWPEg/3f9EgB+ugRc78XCmS9eAekCNCekwowLIxrudlaVBhoTe/r7YX9Lgf/ia2228DYpd63pzp0PGQl8texaiVaeb9U/WeNKQBIYUAMKFNa7/L0DNaJkwyohYDRoked6T4Wa/pAvzf9Pgw2rC33Hhr/8+9qFISrL7WLvKFA4B8GQEdrkx9Pf26fvvWMffjiQXv3qe26tAbSgDQgDQRJA09vtnefW2VvPpZs/9zeUZfWIOo18OqeMfbaIw/aU4vfFfhHMfh3rjXRc8vX9nklJRd90gUb1my1NbkvyXrXm+MAPaTxCgd/wJbj7UJQN6Pdfs9vB2TJISdcv1udae7pJvyf/PYBsYs9vJ9QdkLkAXquia0eto41kh2iCb8HTDEa4N0HlIF+jt1b0OWEe9HJo+/XYL57oUkJwEtNXjsh+0B3CPwBfAoN7h75pe0c/rmPRa76kh5P+Vw61kx2YwXQ/Wc9/qQyYHjoETPDPeWcYACsk/ePAWBE3DqrmL+xPwfHA5Iv37hMD382DCh4+fs3XGSDYpfZmt4vewoA+f/MFWMKF3n3PA8GA6IW8MCnBv5A/PyuJ6xC0WZWvnAT699okUdqsC47R/yPGyXw2PNuCPenRgKe/j0jv/J+BzZaYg1LdbVWlYa4IQDDA89ESsOh8SnvIPS+9TPyMP9n3oHAP1qpPo15X7hg9t3pr+2Dd163V58/ac89cViX1kAakAakgSBp4MRee+HYA3ZywzA7NKWWLq1B1Gvg+Lwke3rVanti1tsXQfDPbErVNrIQ4R7/lpsc+vHw4+0Fto9PumCj4h+w+Ar93UOMhxpYxONPO8LWQ+8OjzFwS8E+cv0JKb8U/AFzjsGrUTzRCuWs7Hn/wD5XbJkeVrtYW7+XvHXAHwNCm6ojPOT9r4B/6yojDBgHeoFb5tQ9ZnpKrYCqI6xO8bbWsHS3awL+GEUIzd8z8ksH/40D3rER8eusSK5q1rrGaP8cYwhRCNQfGNJ4uQM/68H6PjToffeuYwzhb6Cc5+9QY5zXJKhUoElY4E9KBc87rtUW61lvlqdpUCuAtSD9gHSNncM/8zSMy8Gf+gFERBDW367aGDfYUN+BiAhSMDjKkPcQKvAYeu/6Gdl/u+Guv8A/DYCO1q9//dXs9Olv7d1337Xnn3/eTpw4oUtrIA1IA9JAgDTw+LFDdnL/Jnt08QB7uF8pXVqDqNfA/rEd7MScFXZ82lsXQTDcDanaRR4cQqH+5NlTaA9PLyHrQN7I+PUerk/4N/nsFKojpB+oJ4ScNlR751g4QsWB/xD4k5festIg98avSHrOQ/mrF0+0PNnLeu5/YuXhxhVXrq8DLrnlU1rvtqlt9rhhgcJyVKoPB/yXdH/S8+tDHn8KAc7vctzmd3nMWlcZYi0rDbC21UZ5sTrSD6oUjLO6JTr+ZfAHnJknnn/SBvDG7x75ha8HofxDm62yIrmrW7ta4+zAmO+9rgAQTe4/IM7aAONU8af2AdEJnDqAIYT6BBTZa1V5mDUs3dXK523o4E8KwKJu//D8fIwG5PhfGupPcUD6IuJgVofD3n+bKiOtcdmevr5EABB5wakHverO8jQJngGP/77R39r2YZ/6mg1vutrhP658Py/22KH6eId/TgzgCEL9m438v9k/+w4E/tFK9mnMW+AvQ4eMPdKANBBsDQj8ZezIagYfgX/0gcCl4BACf4AzVBSPqvNAHufWA44UnCNPHtBsW220V+V/oP8bXumdM+4BSI7KA4Ipokc4eedakyy+Qj8PrceYQGg8dQQo+De70xGPGCBqgO/IQafI4Ore/7Tpbff9KfAHlhd2fdzW9n3VvdmE+idWHuph8qPiV1uBuwpZm6qD/JhBiu9R4I/idilV68d6PYI/G+rfp/48D4fH208Rv/ledf9jOzbhvKcn9G+00KoWjncP/9EJv3jePqH91Qu3sJpFEx3+SQcA5DkSkNMI7stT31Mq+Iw0CqIIOO0A+K9drI1h3OA5mfsfgT+h/tRmIHUA+OeYRnL053Q66hEEGBuIKMCrT8QGxfy4h0gFPP7oAGMO6RCkYDDWkCYrrUWFAdaj7v3+PekIl2pHv0fHv32BfxoAHa1fC/yDveEXkOn9SAPSgMBf4C/wj47N8vUCNSHwJ6QfyKRIHPBJeD6eZ0LxAUQ8zsAoAMkxc4TQk4NP1XiK7RExAPTjdedeAJVTAggV5+/lSc85cDa9r5eH8+PN5wIw53U+5uCOAYCq+4Bpah5/0g6o4E8kAl50CgrSB/PkXo4Y5Ii8Ec0A/+LWqvIAN0Awf4oEUheAUwyoI0BqAQUFeSZSGQhr3zvq64uAS148xg3miSEkodJgG9JkubfjJ1EOY1tsdIMCxgfgmv4xLDCfxyb+6gA+Kv5Bq1ywmVXIH+vF+ijct67v6w7Z41pusjK5YzwVgbQJ6ixwHCCnAtQv2cmqF27pc8TA0qXmH4M/hRF5PooETm69ww0qePhZB2oydK091Ys0EpHBunUOVfDv+7q/b94nkRuLuj3h987u+KhHb7C+GHQ2DnzHaz9cL/8ustJzCvyjlezTmLfAX1AhsJQGpIFga0DgL/AX+Av8gwQVKeC/0RqV7maVCjR17/Cgxsusb8P5BqQTio8hgCJ1e0Z96ZX7G5ft4TCI9xgIB/IJZSePfE3vf9r6fm942gCealIAOKaP6vEj4tZ6sTpAcmiTFX4N8CJ3S70uAOPc326/9a4/1zrVTPZq8ofHUU3+gleXx5tPf5wAgCe7T4N5XnyQOQDShLED/m2rjnQDBJ50nqllxcEOxONaPuTwDpQTycBFOgPgTtFBPPUcg3c5+B8c94Mt6nbS50saAf2wHhg1mA9jYhTgdANSClpWGuzPypGIzJ1jEAHrGkUSrHy+hla/VCcP88ezTooAIf+1i7exdtXHeEoF/RIRgFGBwn7VCrdw4wo1EKijwJphYMCwgNEFr/yY5ht8/Rmfi7mQDjCg0WJPISA6gTmwRoNjlxk5/NQSIC2A58cYwHj85N6hTVdanwa8hwneD5EJKbUf9O83SP9+w5mLwD8NgI7WrwX+wd7wC8j0fqQBaUDgL/AX+AscwtmsZ1abkMe/RcVBDqRANDAJKPI7nmQK0OH1fjT5jHv4AXiMAxzfR+4/kIo3mr7IBSdvnGJz1AzoXX+Owzx1AyggR394nQFSLgAWLzzh6YT7E0UA0OK5JvT8SPJZe2zSBeNoPtIN8O4Dq+TSA7J46Rl/UusdXp1/QquHvU+87yt7vWj9vCjhfH8mgJbxHX4bL3Ngn9pmtxsJmAvecULdD4778aLHH3A/knzOvfaMGwrRPzTuR/f6M1eeByPI4CbLfU2YO2kLVOln7hgSiIygpkGzcr2tQ/WxXnwQkD48/oyt6fOyh9WzngNjFztoT0jY5gYT3kHXWlNSPPmJO93YML3tXjeU0CcRFoTkYzRhDTkeMbS2/KRP5sdaPdj/LR+LYxl5x5zSQIQFqRkUZMRQwHjUH0i5b5WfukC0B2H+pDJkli41zrX7/6TAP1rJPo15C/wFFQJLaUAaCLYGBP4Cf4H/tdvQCg7Sv5Yh8KdoHyHyQHHIMwwgkie+f8x3Rsg7601leLziACeeasAxBTrftH1jvrUjE37xCzCf1fGwH11HqD/QCACTZx/6nGPtKMJHnj+QzPfk/ZOnjpGAWgMh2MQ7znnyXFSv3zvqK1vf73Wb2/moX4u7n/S/CdUPFdvbNfIL/x1gB9BndjjkAL6+72ueMz+z/QEPjwfS53c54ffv5xmSz/0OcCliGMqZB4I3D/7AQ/h3j/jiYlg8hg/GIBJhTZ9XLq4Z4M+ReKQ6EBVBqgQF9FjXkH55dp6L8Hr6YP2BesbhCD8iJgj9Z2zasV6sAYYR1oATDFg31otnoR+iBjCCMC/eI0YB4J25bB3yofc3u8Nhj2RgLhg8SGcg9QENMA/WDQMKz66K/un/txZ635n9U+CfBkBH69cC/2Bv+AVkej/SgDQg8Bf4C/yjdwOd2Rv2zBgvBP7kgBP6DTgCekA4oHh4/M+/Qf8FB1WK1eGpBvIfGX3aK8ITDRBqB+hy8TcGA0ATbz/PwgkAl37Od6Ex6Jfv8fDTPx51PqMv7gXGUz7/yR4df+Z3fTEOY9A3bfDYp/T3i/+eMo/TBtSH2vGTvxmHe0LzwMCBl//ytac/vPP0Hapun/JZynPuG33an5Wx6C9kKEkJ9adi/omL1fwB7B3DP7s4Bv1wT2ie9MX8GCc0T+bH2LTjOVkDvud32rBurF+on72jvvH50Nd/nu1XN6TQls8YL+XdnfH7+Yz2KfeyXt95/8zv8vXQ39Hz/zGBf7SSfRrzFvgLKgSW0oA0EGwNCPwF/gL/6NkwXw9w4+DfcpN7ownLx5MMTF4Pz57RzwhIbxn8gacQED5PkT3qDvAZ32X0+Opf/69BAwL/NAA6Wr8W+Ad7wy8g0/uRBqQBgb/AX+CvzXiQgIxq7YSFU3CP/O6NA95xz3aQ5hitc+GYPI4PpEBek/uSrFe9WZ7agKdeofP6/0Bm6VrgH61kn8a8Bf6CCoGlNCANBFsDAn+Bv8BfG/7M2vCHMw5h3eTdL+vJcX0vePh+KEw9nPvV5up6JlR+86D3bUGXE14TgcKFVMcH+kMpDFq/q6+f1ubarI3APw2AjtavBf7B3vALyPR+pAFpQOAv8Bf4X5vNrKDg2qwj+dvkjqfke39/MTdd65v+9Q2tLfUSKOBHeD/59Vrb9K+t1jD8NRT4RyvZpzFvgb+gQmApDUgDwdaAwF/gL/APf8OqzX3GrxWeZzzQePlTws+vLGyn9/DX3gOF/VhTDABc7un/g8KBWt+/tr5at/DWTeCfBkBH69cC/2Bv+AVkej/SgDQg8Bf4C/zD26xqU691kgakAWkg/RoQ+Ecr2acxb4G/oEJgKQ1IA8HWgMBf4C/wT/9GVjCgNZQGpAFpIDwNCPzTAOho/VrgH+wNv4BM70cakAYE/gJ/gX94m1Vt6rVO0oA0IA2kXwMC/2gl+zTmLfAXVAgspQFpINgaEPgL/AX+6d/ICga0htKANCANhKcBgX8aAB2tXwv8g73hF5Dp/UgD0oDAX+Av8A9vs6pNvdZJGpAGpIH0a0DgH61kn8a8Bf6CCoGlNCANBFsDAn+Bv8A//RtZwYDWUBqQBqSB8DQg8E8DoKP1a4F/sDf8AjK9H2lAGhD4C/wF/uFtVrWp1zpJA9KANJB+DQj8o5Xs05i3wF9QIbCUBqSBYGtA4C/wF/infyMrGNAaSgPSgDQQngYE/mkAdLR+LfAP9oZfQKb3Iw1IAwJ/gb/AP7zNqjb1WidpQBqQBtKvAYF/tJJ9GvMW+AsqBJbSgDQQbA0I/AX+Av/0b2QFA1pDaUAakAbC04DAPw2AjtavBf7B3vALyPR+pAFpQOAv8Bf4h7dZ1aZe6yQNSAPSQPo1IPCPVrJPY94Cf0GFwFIakAaCrQGBv8Bf4J/+jaxgQGsoDUgD0kB4GhD4pwHQ0fq1wD/YG34Bmd6PNCANCPwF/gL/8Dar2tRrnaQBaUAaSL8GBP7RSvZpzFvgL6gQWEoD0kCwNSDwF/gL/NO/kRUMaA2lAWlAGghPAwL/NAA6Wr8W+Ad7wy8g0/uRBqQBgb/AX+Af3mZVm3qtkzQgDUgD6deAwD9ayT6NeQv8BRUCS2lAGgi2BgT+An+Bf/o3soIBraE0IA1IA+FpQOCfBkBH69cC/2Bv+AVkej/SgDQg8Bf4C/zD26xqU691kgakAWkg/RoQ+Ecr2acxb4G/oEJgKQ1IA8HWgMBf4C/wT/9GVjCgNZQGpAFpIDwNCPzTAOho/VrgH+wNv4BM70cakAYE/gJ/gX94m1Vt6rVO0oA0IA2kXwMC/2gl+zTmLfAXVAgspQFpINgaEPgL/AX+6d/ICga0htKANCANhKcBgX8aAB2tXwv8g73hF5Dp/UgD0oDAX+Av8A9vs6pNvdZJGpAGpIH0a0DgH61kn8a8Bf6CCoGlNCANBFsDAn+Bv8A//RtZwYDWUBqQBqSB8DQg8E8DoKP1a4F/sDf8AjK9H2lAGhD4C/wF/uFtVrWp1zpJA9KANJB+DQj8o5Xs05i3wF9QIbCUBqSBYGtA4C/wF/infyMrGNAaSgPSgDQQngYE/mkAdLR+LfAP9oZfQKb3Iw1IAwJ/gb/AP7zNqjb1WidpQBqQBtKvAYF/tJJ9GvMW+AsqBJbSgDQQbA0I/AX+Av/0b2QFA1pDaUAakAbC04DAPw2AjtavBf7B3vALyPR+pAFpQOAv8Bf4h7dZ1aZe6yQNSAPSQPo1IPCPVrJPY94Cf0GFwFIakAaCrQGBv8Bf4J/+jaxgQGsoDUgD0kB4GhD4pwHQ0fq1wD/YG34Bmd6PNCANCPwF/gL/8Dar2tRrnaQBaUAaSL8GBP7RSvZpzFvgL6gQWEoD0kCwNSDwF/gL/NO/kRUMaA2lAWlAGghPAwL/NAA6El9fuHDBvv32W3vllVfs0UeP2JYtW23rtodt3/799vzzz9vHH39s586ds1+h+6v8J/AP9oZfQKb3Iw1IAwJ/gb/AP7zNqjb1WidpQBqQBtKvAYH/VcA5kh+fP3/e3n77bZszZ461aN7S8uUtYAWLFLFadWNs/PjxdvjwYfvhhx/sl19+ueo0Bf6CCoGlNCANBFsDAn+Bv8A//RtZwYDWUBqQBqSB8DQg8L8qOkfmC7z4H330ke3fv9/69+9vw4YNs6VLl9mcuXNt0pTJNnz4cFu5cqW9/PLL9vXXX191kgL/YG/4BWR6P9KANCDwF/gL/MPbrGpTr3WSBqQBaSD9GhD4XxWdI/MF3v7XX3/dNm/ebAMGDLB169Y54L/zztu2f/8+Gzp0qE2bNs0OHTpkp06duuokBf6CCoGlNCANBFsDAn+Bv8A//RtZwYDWUBqQBqSB8DQg8L8qOkfmCzz+5PCTy09I/2uvvWZnz561Tz45ZY899pglJ4+3WbNm2b59+zwy4GqzFPgHe8MvINP7kQakAYG/wF/gH95mVZt6rZM0IA1IA+nXgMD/auQcoc9Dhf0+//xz++STT+ybb77xXP533nnHHnnkEUtOTrZFixbZE088YZ999tlVZynwF1QILKUBaSDYGhD4C/wF/unfyAoGtIbSgDQgDYSnAYH/VdE5cl8A/6GL0P+ff/7ZnnrqKVuzZo2NHj3a1q5da++++6599913V52kwD/YG34Bmd6PNCANCPwF/gL/8Dar2tRrnaQBaUAaSL8GBP5XRefIf3Hhgtlnn31uzzzzjK1fv96r/K9YscKOHz9hp09/a2fPnrvqJAX+ggqBpTQgDQRbAwJ/gb/AP/0bWcGA1lAakAakgfA0IPC/KjpH9guO6vv22+/sueeed08/ef0LFiywI0eO2AcffGCAPYaBq/0n8A/2hl9ApvcjDUgDAn+Bv8A/vM2qNvVaJ2lAGpAG0q8Bgf/VyDnCn3NU38mTJx36x4wZ4+H9J048bqdOfWI//fRzmrMT+AsqBJbSgDQQbA0I/AX+Av/0b2QFA1pDaUAakAbC04DAP02EztwG5Pb/+OOPXs2fIn4zZsywxYsXe3j/xx+fsjNnzqbq6Q/NVuAf7A2/gEzvRxqQBgT+An+Bf3ibVW3qtU7SgDQgDaRfAwL/ECkH5CfH+Z06dcr27t1rnTp1sqlTp9orr7xqX375tZ0/T9G/8CYq8BdUCCylAWkg2BoQ+Av8Bf7p38gKBrSG0oA0IA2EpwGBf3gcnWmtzp07Z2zWJ06YYBXLl7V69WJs8LBhNi452abdP8Pmzptn27ZtsxdffNG+/PLLq85L4B/sDb+ATO9HGpAGBP4Cf4F/eJtVbeq1TtKANCANpF8DAv+ronNkvjh79qzt27fPhg8bajWqVrQqlSta/dhGfjVu1tQSW7e2iRMn2v79++2jjz666iQF/oIKgaU0IA0EWwMCf4G/wD/9G1nBgNZQGpAGpIHwNCDwvyo6R+YLQv0/++wze/WVV+zE8cfs2LFj9vgTT/j1xD/+YU8+9ZTn/3/66af2008/XXWSAv9gb/gFZHo/0oA0IPAX+Av8w9usalOvdZIGpAFpIP0aEPhfFZ0j9wXwz3F+Z86csZ9//vmKi6iA8+fPG4UAr/afwF9QIbCUBqSBYGtA4C/wF/infyMrGNAaSgPSgDQQngYE/lcj54B8DtxffoUzNYF/sDf8AjK9H2lAGhD4C/wF/uFtVrWp1zpJA9KANJB+DQj8w6HoKGwj8BdUCCylAWkg2BoQ+Av8Bf7p38gKBrSG0oA0IA2EpwGBfxRCfThTFvgHe8MvINP7kQakAYG/wF/gH95mVZt6rZM0IA1IA+nXgMA/HIqOwjYCf0GFwFIakAaCrQGBv8Bf4J/+jaxgQGsoDUgD0kB4GhD4RyHUhzNlgX+wN/wCMr0faUAaEPgL/AX+4W1WtanXOkkD0oA0kH4NCPzDoegobCPwF1QILKUBaSDYGhD4C/wF/unfyAoGtIbSgDQgDYSnAYF/FEJ9OFMW+Ad7wy8g0/uRBqQBgb/AX+Af3mZVm3qtkzQgDUgD6deAwD8cio7CNgJ/QYXAUhqQBoKtAYG/wF/gn/6NrGBAaygNKR8UsgAAIABJREFUSAPSQHgaEPhHIdSHM2WBf7A3/AIyvR9pQBoQ+Av8Bf7hbVa1qdc6SQPSgDSQfg0I/MOh6ChsI/AXVAgspQFpINgaEPgL/AX+6d/ICga0htKANCANhKcBgX8UQn04Uxb4B3vDLyDT+5EGpAGBv8Bf4B/eZlWbeq2TNCANSAPp14DAPxyKjsI2An9BhcBSGpAGgq0Bgb/AX+Cf/o2sYEBrKA1IA9JAeBoQ+Ech1IczZYF/sDf8AjK9H2lAGhD4C/wF/uFtVrWp1zpJA9KANJB+DQj8w6HoKGwj8BdUCCylAWkg2BoQ+Av8Bf7p38gKBrSG0oA0IA2EpwGBfxRCfThTFvgHe8MvINP7kQakAYG/wF/gH95mVZt6rZM0IA1IA+nXgMA/HIqOwjYCf0GFwFIakAaCrQGBv8Bf4J/+jaxgQGsoDUgD0kB4GhD4RyHUhzNlgX+wN/wCMr0faUAaEPgL/AX+4W1WtanXOkkD0oA0kH4NCPzDoegobCPwF1QILKUBaSDYGhD4C/wF/unfyAoGtIbSgDQgDYSnAYF/FEJ9OFMW+Ad7wy8g0/uRBqQBgb/AX+Af3mZVm3qtkzQgDUgD6deAwD8cio7CNgJ/QYXAUhqQBoKtAYG/wF/gn/6NrGBAaygNSAPSQHgaEPhHIdSHM2WBf7A3/AIyvR9pQBoQ+Av8Bf7hbVa1qdc6SQPSgDSQfg0I/MOh6ChsI/AXVAgspQFpINgaEPgL/AX+6d/ICga0htKANCANhKcBgX8UQn04Uxb4B3vDHwQgO378uB09etQOHDhgjz76qPH3H82Lz48cOfK7dtzHPYcPH7Zjx4794X1/1FekP+NZmO9jjz3mz8tP/uZZuPj9ausQ6blr/Kz3bzrawH9b31K2pU9J25BU3DYmlbBt/TIX3Bl7c5+SaY67tW9J42K+GT1HxmBOrMdDvUv4+mT0mEE2Fuwf28FOzFlhx6e9ZdqIh7cR1zppnaQBaSCzNCDwD4eio7CNwD/rQcK1BL8QzD/00EM2efJkW7NmjYMvIHzpOLQ7dOiQbdy40aZMmXKx3aZNm2zlypW2fPlye/jhh393z6X3B+l3ng243717t+3du9eNFvv27fP58yyswfbt2/15gzRvzSXr/luONvDf2KuELetUxEbG5rYJ8Xltc++SllkQurVPSR97aaciDtpXGxcQX9+jmK3uVtQeTCqeatur9RHu54y1qXcJW9KxsCU3y2OzWhew5Z2LuAEg3D6yWjuBvwAmswBG40hr0sCf14DAPwqhPpwpC/yzLixcCxAMAf2SJUusdds2NmXqVPfoX+69px0RAevWrbMRI0bY0qVLHYwXL15sEyZMsDFjxtjq1aujAvx5NoAfYwVz3rNnj+3atcs2b95sCxcuNNZiy5Yt/rzXYo3Vh/4NpqWBaAP/dd2L2f2tClh82Tusc7W7DUNAZoHrpl4lbFzTvDaqcR4H+j8aFxDH6z63bUGbkZjfVnQp4tEJf9T2WnyGMeKBnsVtekJ+61b9HhsZm8tmtyloG5Iyb12uxXNcyz4E/n9+Iy540ZpJA9JAZmlA4B8ORUdhG4G/oCM16MD7vX//fpt2/3QrX7myDRoy2KGYEP5L7wP8CeffunWrzZkzxz3/RABMnz7d+vTpY926dbP58+f/7p5L7w/S76QrAPYYMMaPH29ELQD+RABg2HjggQds586d/rxBmrfmknX/LUcb+K/sUtTGNMltpXPeYPWK3erQey2hMbW+AOzWFe60Fvdls9Vdi/2hwYEIhLXdi9nw2FzWr24Om9O2gK3r8cdtUxsr3O9IPWC88c3yWvP77rDedXLY5Bb57IEexf9wfuH2G83tBP4CmMwCGI0jrUkDf14DAv8ohPpwpizwz7qwcC1AEPAnzH3ylClWolRpS2zdxu6//34HYqAYsF+7dq0bA4BjvOR9+/Z1yCcCYNKkSdalSxdr2bKlJSUl+X14/0kHIGx+x44dni9/8OBBNxrMmzfP7xk9erSNHTvWZs2a5SH2ofoCpBwQTcAcpk6datOmTfN+mANtZ8+ebUQZzJgxw1MTSE+gPdBO+D5QT8rBsmXLfJxx48b5OPRDH3j7N2zYYMnJE6x+w8bWpGmcDR061PvlHsbFgEFKw6JFi/xvxiMSIDQmz8Y6kA7A+vFs27Zt8/smTpxoPBv9cA9t6Ye5YTy5Fu9MfWS9f9NBAf9tfclRL24L2xeyifH5bGDdnDYgJqcNqZ/LprTI76HsHubfuYiNapzbimX/b7sv9w02pkkeG9Ywl/WNudfD/2e0KmDrexT3FACgmLD36QkFvM3AejltYL1cfv/MxAIeLQDML+tcxCY3z+dec68b0Lek30/Y/JQW+WxRh8JGe8aplO8mK5PzButZM4fNTCxoD/X+LZe/XynP6Sfknvk1LnWb1Sh4i7WrdJc/D9ECyzsXNeY3tEFuf7YBdXP6/GclpsyZ+V4O3KH8/bltCnq//WLutb517jXunRCXzyMLSH0Y1zSPNStzuyXVym6TmufzNSA6YnbrAjamcZ6U8WJy+hpNa5nfVnct6vUHqA2AMeX+hPweycCacxHZsLhjYXuwZ3GvGbCqa1Ffg6ENc3kfY5qmrDspFxPj8/r7wejBfC9/hsz+W+D/5zfighetmTQgDWSWBgT+4VB0FLYR+Gc9SLiW4BcCfwC+aJFiVqd2jHXu3NliY2OtXr16FhcX5yCLFxxgnjptmn8O3GMwSE5OtrZt21q9+vWtbt26Vr9+fatZs6Y1adLEBg0a5FAO1BNGD7h37NjR+65du7bFxMT4vUQQAPyPPPKIA3jv3r0tPj7emjVrZq1atfLxMULEN29urRITrV+/fta+fXv/nnliiMDIEMrZX7BggfXv398aN27sc2Icfh85cqRHNzBex05dLF/B4laoSAlr2rSptydlYcCAAZ62sGLFCh+HOfTo0cONGh06dPD14DPmsGDhwouGBgwarFuDBg2sVq1aPu+uXbv6WnE/qQWs9bV8d+or6/zbDgr4b+5dwsPihzfKZYnl77Rq+f9uVfLeYrUL3WrtK91lo5vk9px5YDQE/gXv/C9LrJDNPf8V895kDYrfaj1qZrd5bQu5FxyonxCfz7pWv8fqFr3Vahb8u18Ni99mPWtm93x9+sND3qbindal2t0OxAA4wNunTg5rX/kuA3L71b3X0wvy3fH/WfZb/rdVL3iLDa6f08P4aY/hYnOfEgZUt6t0pxsmctzyv618rpusd+17fT7JcXmtc7V7LKbwrVYt3y1WvcDfrVnp261X7ew2v10hH/NySAamiRjoF5PDn7NyvputUt6bfX2IPhjaMKc/79hLwH9i83y2plsxw1jQs+Y91rTUHd6+ev6/W6MSt1uHKnelGDl6lfB5MWeePbbk7VY13y1+xZfJZsMa5najBwaX2a0LWlKtHMb4RFoQXdCg+G3WqORt/g7GNcvjfWFIuPwZMvtvgb8AJrMARuNIa9LAn9eAwD8KoT6cKQv8sw4cZATohcA/ecIEy1eggNWJibGBAwd63v6wYcOsefPmHso/c+ZMh+sJEydYpapVbejwYRfBv2VCgpWrWNFrBGBAGD58uPXq1cvhHAPBqlWrPKyeyADAn+8BZTz+pAm0adPGDQiE1+Mxpw2g3r17d/ey49Gn34qVK1ts48belvngxWccwBpgp9369ett8ODBDurAPzDPOPRHv3jz8exzb81adSw2tomPiTGAPjE6DBkyxKMK6BdjRkJCgveJlx/jBfOPa97cevfra7t273bPPkYOjBFEPRAZQB8YLcqXr2itE9t46sDl6RMZ8T7VZ3T+ew8K+AOq5Km3rXiXJZTLZr1r57A+de617jWyW5NSd1inKne7d5vc+RD4F73nvx1Y+9e71wbUu9fhHYAH2PF647EHtFuVv9ND4EfE5rbRjfNY8/uyuXe8b0wOTxsAWpuVvsNaV7jLIwSAbYwGXard47CPl3tCXF4b3SSPe/tL5Pib0RdF/lKgP8XLDfyHPP5NSt9mMUX/br1q57CpLfJ7W1IEqhW42Y0O9ImRo1O1u61tpTt9/sD15ZCMp52oA+6NKfJ3G1g/pxsiGB+DQe/a2W1aQn7vK+TxH9ssj81ILGAD6t5r1QvcYh2r3G0jG+f26IKkmjmsfrFbjWef2jK/YYzoWyeHxZW53bpWu8cG1c/pV8cq91j1/Lfa8IZ53PDAWnaocrfluvX/WKMSt5l7/hvn9nVlXFIMGJNoi8ufIbP/Fvj/+Y244EVrJg1IA5mlAYF/OBQdhW0E/tEJApkFcCHwnzBxohUoXNiaxsU5FD/44IMeoo43HwAHnglZHzNunJWtUN4GDhl8EfwTWrWySlWrWP8BAzx3Hm85kQCALyBNOD5tgHY85fRDXQFC7wmLx/sPMBNRgFe+Xbt21qJFCxs1apSH0BMtMGXKVCtZurQ1bRbnYfbUGiA3n0gA5keqAWkA9EF4P5+HQvYxPDAXAB5oB+C58PQD63xPkT+MEcwDIwJRAxgq6tSp44YJnoGQfsL7586bazH161uLxFZeDwDjAt5+PPz8TuQBhgQ+K1e+grVomeApDwJ//Vu82r/roIA/eerAJaBMODuh9Vx4shsUu93wQAPAfBYC/7K5bvDfMQYsaF/IetfJbq0qZLOW5e5w+B8Rm8vBPbHCne7VJyR+ZdeiHhXQuNTtFlvyNutZK7sDPZ7wFmXvdECnOB8A26Hy3UY7YJiCgnPbFvJQ/wp5brTFHQp7aP/lUEslfwwYeNVbV8hmE5vn9XB7vOq1Ct1i5fPcZHjkSS9Y3qWIDap/r7WumM2NFjwrxoNLj+IjVYHPMSJUynuTg/rSToVtWefCHmJPMT/WhJoCIfDHKACYt610l5XPfaNhGGEsjAi+nsVvc2MDhgNSA5hrk1LAfE5PtSDdgnSConfeaF2r5bCF7Qv7MxH9cM/N/9sNKUQo8AzJ8XmtaenbrGPVu/xdkDYQ6XD/vePb2pFFC+zRhS/a4YXf6dIaRLkGvreDi360fUvP2o7VF2z7GtOlNYhqDezfcsGePfGLffzhr3b+gtmFCDDu/4rAmFl+SIG/YONqsMHnIfCnmn+p+8pat549HJ4Bc7znoTD3kJd+1OjRVuYy8PcQ+Pg4z2cnx568fiAaqAaeAenadWOsXsMGXjMAYCf8H4jGO45XvVOnTm4QwFsPMDMu8AwsEwmAh75cuQrWuVMXB3AKDfI5Xnq8/o0aNXJYDx3TRz0CqvWTjoAxgDYYFOiX3PsQ+DN3CvpxhN8fgT+h+8yJ9tQHYF2Wr1hh9Rs1sibxcT4mkRFEE9COvpkDNQKIoqgVU8cSWrcW+J/Qv8PU/h0GBfw58x7gxgAAPPMzJfe8gDUucYc1K3WHQ+/0VuSip+T41yx0i4fm46EH1Cn617HKXdao5K0O3d1q3O1GgB4173F4xYtPDj/RAO2r3GX35brRi/Xhyf8z4E9aAUaEy6Gfv/8I/JPj8lj/ujmsXtHbrEnJO2xJx5RIAZ6X/Piu1e52eCZ1gJQH1iLUdygSolrBm63Anf/loI6BhOclBYDvWSeAPgT+gxrktHaV77K4srdbbKnbjIgG2nPd3yq/da56l7W47w4fE6MDEQf85HhE+uQaGZvHyue62SMwuJ/vSJkoes/f3DBDSD/RDtQnwNBCHzwjEQ98Hpp/JH7umNzCdq+dbLu2Hbade97SpTWIag3s2PO2bdn3b1vz2Fc286XzNu0V06U1iGoNLPrXL7br4x/sje/O2C9m9msEiFjgnwGLLvAXcKQGHBfBf9pUK12+nPXp188hFXjF648HnAu4nTt3rv0R+APqhOsTBk9/5OpTEA+oBuiB7uq1alq5ypWsdbu21qdvX/e8Ex6PYYCaAPzEQ0+IPCcEECnA3xTEA+KnTZtu5ctVtG5du7sxAIMAn+Plp38AnfkxNh58DApEE3AR8t+gQUOLbRTrRgX6DYE/wJ4a+GNQIAoBwwDPhtd/5apVVj+2kTWOa+ZjMmf6oR39MjeMGjNnzbK6DepbqzYC/9Q0qO9OWFDAnyJ5FJzDq08IfP+6OT03vl3Fu630vTda7cJ/t3HN8rrnOQT+fAbMA5cPJhV3wO1U9S5rWOJWB1s82dQAIPQfDz1H3AHbeMgJ4y9+943W4r47/7TH/8+C/5imua1HjXusQbHbrEXZbLaic1GfM4BPdABed1IDSFcgn/5ScObvFV2KWrca93hufcty2TzknloGrNPUlvlsYYdCXgMhBP6kAxDlQC5+xTy3WPOy2TxlgrQJUiH4vEGJW70Aoefql7jVCyVyP2244stms9I5bnTv/qgmud3ownGBJbL/zSiSGAJ6jg5MKJ/N15nnWNSh0O/mH2qXmT93TG5uO9dNsPW7ttmyg0/o0hpEtwYOn7TFJ1+1ya+dsk6fn7PEr0yX1iCqNdD39K+2+Iez9sy5X+ycwD8DCDxCXQr8Bf6pgdXl4N9/4EAvRIfnPlzwB9qBfDz0of6WLFninwHESQ7+taxIyRJWqtx9VqlKFS+ARxE8wvwpItinTx83FhBZgFf+r4A/sI+nnboCRBuEig3WqlXbihYtblWqVHVAx7P/Z8Af4wHGgcvBv0lcM48S4FQADBy0o8gg4E/UA4YIohwE/vo3mNq/Qb4LCviv61HcgZx8dHLIY34rxlcu1012903/rxFej1cbUA6Bf63Ct7gXm9ByivFR2T4E/vFlb7d2le/8zRN9r4M/xgEMDMBq1+rZrehdN3l4PycDxP4W6o83ngr8zKd95ZSCd5eH+v9Z8KcwYdfqd3vxQcA9BP4APnnxfWJyuLe+f917/TkuLZBH2D/tmDOGAWoRVCtwi5XNeaMbOOh3Sst8vwv1Z74APsUM899+g5XIfqOVy811k/8k0oFCiAA74F85/012xw3/j0cUpLS70aMhGINTCVI8/ilFEotnv8FPFGDNuWa1Lugef/pKiawIBvjvWJdsC3evtcmHd+vSGkS3Bo7stckvPm39PvrAqpw7a6XMdGkNoloDDcxsrJkdMxP4R4jRM2RYgb+gIzXoCIH6lN88/n8F/D3UP+6PQ/2BeGC+QcOGVjsmxvoPHOAnA2AYII8ejz3H9vH3li1bPD//r4A/pwlQE4CoAyIGyPvnb47Vo2Bg06bN3OOPIeJagX/T5vGenoCnH+MHURHULyANAaMJdQZqxcQI/BXmn+ZpDkEBfzzy5KbHlaHI3p3uYaaaPjn/wOgfefyrF7zZlnYs4uH7HF1HTj8V9YFaPP3da9zjIexJXjW/oK3vWdyhnir+FAusmOdmz+OncF/jkndY8zLZPCWAkHjC5xPL3+WV6/GgX5rj/2fBnzx48uzxtDcuefvFcHgMDCkh9HcbhoohDXL6/C4N9cdQwbPhSZ/ZuoAbCsY3y+unDGBEaFr6dsNgwDOGPP5DGuZ0Q0PzsndYrUJ/95oGHJHIkYUU8+MIPvrAUAKsE/Zfp8jfrXvNe3w+zGl049zeLwUACd8nRaBLtexWKNsN1qtWSmQC0QjULmDcNhWz2cB69158tsz08F8+Fh5/gb8MHlnG6CPwj2rIlaHmSkOVwD9DsDvynQr8Bf4ZDf6E+eNdx/MNvONNp7gfOfXk90+fPt29/4mJiV78Dq84ofAc4UeBP9ICOC6QnHyK4/1V8Gd8qv+HChIyLmPRPxEAFPOjCCCRARgaOJaPuRP6D7BTL4CxLy3uR6j/1Tz+cS1aeL5/qMAgUQoYGahhQPQDUQyVq1a1hMRE5fgL/lOF/6CAPwX6AFiOiKOyP3/PblPACDMnlz+myK0OxpOa573o8ScKgHx9Cs3NaVPQi/sB/M3L3u7H2A1rmGII6Fztbi+yN69dQS9eR7V7jAtNSt/uAE24POHwGB0mxefzY/BmtCrgx+DVLXKrV9LHM884lfPdZBQVJPIAAwHe+EuL2a3pXsxmJOb3YwDjy95hwxrldNgGtIlk4FhBABxDBzA/uP693pboBCIaUvr7T448qQyL2hf2kP7JLfL6fawNdQPw6nOcHkX6MHKEwB8DyOAGOf3Eg4YlbvOUgKUdC/uJBRTqw4gxv20hX2PSBdxAUiGbrytzAvSpI0CKAkUTyfnn785Vs1uB22+w9pXusXltC/rFWLElb/UCgRgLVnQp8rsaBZdDeWb8LfAX9GcZ6CdaQ+Av8M9iEQ4C/8gzeobMQOAv8M9o8KdifpUqVRyuqX5PzjsedwCcsHvy46m0Ty4+YA2gT5kyxT8bMWKEF8UDlAmPx2DwV8EfQAfeCbsnCgGA5zQCPPKcEhATE+MpBswJr398fLzFxcX58YWMi9GBaIFwwb95qwQ3XGBgAPJbt27tnn/6oq5Ay5YJVqpUGWvevKVt377DUwBSexf67vr9txpE8MeLjfcYKMYjXSXfzVY1/80OyIBmKNSf4/wIdaeoXP+YHB5yjveas+vx4nM8HgXpMAbQj7erm8O95E1L3+HQP6lFXvekA96MCwTTjiPuMDjULPR3G1Avp4e0L+5Y2Krkv9kK3/VfPga1AjYkpcB/CGiB5DltC1jrinc65FP0jvkuaFfIEu5LCb/vUi1lzjwfdQgAeCICCJu/tKI/fYaO8yO/vlX5bNYvJocNqJvDetZKeS6eDXjnJIQQ+Kcc55ffUwM4zo9q/EQTDG2Q0+/vUv1urwnA/DGcYHAh5J/K/Bzzx0kDGBPoG+8/BQRpGwL/+sVu92MEOUqQ+RNhwboRHUB0QmgtIvVT4C/wF/hf6WWV51lrEhQNCPwzBLsj36nA//qFiXBAMpS3vmjxYmvVurVNmjLZK9eTp75t2zYHcUAWLzlH3s2aPdsS27S2qdOn2aFDh9xbTjV7QujxeBNeP3DgQIdngBtPOtX3gX+gHKMARf2Af+4jDQAvPQX5KMyH9x1Yx4vOZxT3ozL/0qVLrXXrNjZ69BgHaCrs8zlHB4Y87uTUMw4GAMCbizkA+qGigYA+gI/HH8DHyEA7PiMtgPbMh354lp49e3r6AEcKMhfC+DkloBv3DRxoHCvIPDl1gKMKMW4Q8k/fnTp1tnIVKlrLhFby+MvjHxUefwrYEYLfuWrKufbA+6B69/pReoAx0Avk44UG1imGRxE/jvDrUye7gzhADbhSIBCvNcUC8aKTQ0/huaRa97gBABDuXTuHw2zoaLxhjXJ5AT3GoD/y6RmTHHfC45d0KuwADOjWL36rz4WK/Jw+wKkCIcgl/J2j80gPYN4h8Cd1gFQGDBGMASgzJ8LrAW9OKwDyQ/2EfrrHv0NhN4SQxsAzdqt+t/eBMYN8fqIRmCMFAEc2zu2GDDzv9Ml4tEt5/uwO9EA9dQE4jo91Yr1618nhc6Fv1p72tAP4mQNGCUL9i9x1g8WWvN3XmX6ZDwYD0jI46YD0hdDcI/VT4C/wF/gLcoMCuZrHlVoU+Eee0TNkBgJ/gX9qBgBglgr+hKcDvMA9cItBIFQhH7DlaD/C88ldx6tPiD7GAYrpAfcYBvgczz7gze+E2ePFpx19YkggBx+wB8SBftoB2VToDx2Dt2zZMuMCqpk7hQb5nbYAO/2F5s3npBYA7TzD7t27/W+88EB8yGiBgQDDQ9++fT0Mn2J91Bgg8oB2fIdxgeP4eF7mylh8Tlv6ZUzmgiGD/okawPjA36wPtQowFhDFwBoMHDTIqteu5ScZ7Ni50+ed2rvQd9fvv9WgePyptg8cj2+Wx6EbbzKe8ikt8jvU8jtea8LyCdknhJ6oAICTsHaAH7AGginMB4xTJA+w555hDXOmePK9XS4H2pRifyXcaz+vXSEvYkc/jIPBAE86efALOhSy9T2KeWHAqS3y+bgYBwB/vOHMPQS55Odv7AUoF/D7gWOgHHhe2bWIQ/nA3zzqGC0YY1pCfg+nJ8w/1E/oJ/1t6p2SS0+KAgYDLtaH4wsB8tXdqAFQ2Oc/q00BW9G1iM+JOZMWMKpxrovAjzefiACAn3n7unct6qkLzAXY56JOAGvPOwHmKS7YrUZ2K5njBq/0T8FCDBahd8D4m/uUsG2XHEUYeobM/inwF/gL/K+ELQGo1iQoGhD4Zwh2R75Tgf/1CxPhgmTI6//www877ONNB3IBbOCfi/PrgfcDBw4Y7QBe2vA3UAzg8zkgTp5/qC/uoR1jECEAJNOG/H686KG+gH7a0N/evXv9oj3PELqXttQBoL9L+6Q943PUHv3wN0YK+gfg+Y5nYGy89fzkeZh3qB1tuI/PaMu8GYvPaQvwh+bCGHxOP7TjWTAYAP4YNjAUEH1AVEOTpk2tZ1KS9826hvtO1O76+ncbFPB3wO1Vwr3eSzuleKKBTjzqq7umnFW/vHMR/xuI5nc8zHjJ+R2QJWrAof+3vHty7zcmlfB7aEMhwFC7UH4+4wLcnApAX3xPW35f8dtPDAQYEWjLfBiXdinQn/J5CG4J1d/ap6Tn/1O9HyAm8oAxAGhgnPtJG/C5dE55Rvq/tFbA7/r7bVzWhf64uJf14TmAd44qZM78zTjMlT7d4NClqI/HmKE1oz1tuGhPiD7PSxsu1oBn5TsuwJ8jBDlloU/te31s5vOf/ooHAvpZN4G/wF/gL8gNCuRqHldqUeAfeUbPkBkI/K8vgBAwZt77xvgAzGNMIDIAbz8RDxgBSD8g7J9aA3j/MR5gwND7ybz3E01rHRTwD4Gufpa6wusf6TUJgX/PmjmsYu6bbViD3IGb46VrJPAX+Av8r4QtAajWJCgaEPhnCHZHvlOBv0AjmgAo2uYK/BNZQKoBdQ4aN25ssbGx1qBBA/+degecKkD0gsBf/xavpm+Bf/BA+1KIDcLvAn+BdJYCaSrlR9Olqv6q6q+q/tccav/XNe9RHZrAX7BxNdjQ59dGG6QIEN5PjQRqF1AsEOCndgDQT7pBqC6B1vzarHlWW0eBv8A/LeMCKQNefLF5fkuqmcNmJRaUxz+awFFzjS6NLqCPAAAgAElEQVTQv/x9CfwF/gL/a07VAv9rvqQm8Fc1cYWXZ7AG8OST90+BQuobUPCQKADqAODpV26/YD8tQ4XAX+CfFvhTt4AaBRxdSL0F6iakdU8kv1eof5R5tC8HXf39e0OFwF/gL/C/5pQq8L/mSyrwT2vDre8FZenVQKjQIPAP6FOgkEKDFP4LFUpM7xi6P2vrVOAv8A8H0qnWD/xTSJCf4dwTqTYCf4F/VIXyp2XoEPgL/AX+15xSBf7XfEkF/gKmrA1Mer96v1lBAwJ/gX+kAD2jxhX4C/wF/ipkF5RCdprHlVpUcb8MgO4gdKkcf4FRVgAjPYN0nJU1IPAX+GcUgEeqX4G/wF/gfyVsCUC1JkHRgMA/CJSeAXMQ+AuYsjIw6dmk76ygAYG/wD9SgJ5R4wr8Bf4Cf0FuUCBX87hSiwL/DIDuIHQp8BcYZQUw0jNIx1lZAwJ/gX9GAXik+hX4C/wF/lfClgBUaxIUDQj8g0DpGTAHgb+AKSsDk55N+s4KGhD4C/wjBegZNa7AX+Av8BfkBgVyNY8rtSjwzwDoDkKXAn+BUVYAIz2DdJyVNSDwF/hnFIBHql+Bv8Bf4H8lbAlAtSZB0YDAPwiUngFzEPgLmLIyMOnZpO+soAGBv8A/UoCeUeMK/AX+An9BblAgV/O4UosC/wyA7iB0KfAXGGUFMNIzSMdZWQMCf4F/RgF4pPoV+Av8Bf5XwpYAVGsSFA0I/INA6RkwB4G/gCkrA5OeTfrOChoQ+Av8IwXoGTWuwF/gL/AX5AYFcjWPK7Uo8M8A6A5ClwJ/gVFWACM9g3SclTUg8Bf4ZxSAR6pfgb/AX+B/JWwJQLUmQdGAwD8IlJ4BcxD4C5iyMjDp2aTvrKABgb/AP1KAnlHjCvwF/gJ/QW5QIFfzuFKLAv8MgO4gdCnwFxhlBTDSM0jHWVkDAn+Bf0YBeKT6FfgL/AX+V8KWAFRrEhQNCPyDQOkZMAeBv4ApKwOTnk36zgoaEPgL/CMF6Bk1rsBf4C/wF+QGBXI1jyu1KPDPAOgOQpcCf4FRVgAjPYN0nJU1IPAX+GcUgEeqX4G/wF/gfyVsCUC1JkHRgMA/CJSeAXMQ+AuYsjIw6dmk76ygAYG/wD9SgJ5R4wr8Bf4Cf0FuUCBX87hSiwL/DIDuIHQp8BcYZQUw0jNIx1lZAwJ/gX9GAXik+hX4C/wF/lfClgBUaxIUDQj8g0DpGTAHgb+AKSsDk55N+s4KGhD4C/wjBegZNa7AX+Av8BfkBgVyNY8rtSjwzwDoDkKXAn+BUVYAIz2DdJyVNSDwF/hnFIBHql+Bv8Bf4H8lbAlAtSZB0YDAPwiUngFzEPgLmLIyMOnZpO+soAGBv8A/UoCeUeMK/AX+An9BblAgV/O4UosC/wyA7iB0KfAXGGUFMNIzSMdZWQMCf4F/RgF4pPoV+Av8Bf5XwpYAVGsSFA0I/INA6RkwB4G/gCkrA5OeTfrOChoQ+Av8IwXoGTWuwF/gL/AX5AYFcjWPK7Uo8M8A6A5ClwJ/gVFWACM9g3SclTUg8Bf4ZxSAR6pfgb/AX+B/JWwJQLUmQdGAwD8IlJ4BcxD4C5iyMjDp2aTvrKABgb/AP1KAnlHjCvwF/gJ/QW5QIFfzuFKLAv8MgO5r1eWFCxfs119/tV9++cXOnz/vv4fbt8BfYJQVwEjPIB1nZQ0I/AX+GQXgkepX4B858J90aJdNPLjT+BkufNN2Evcc3Bn2PeH2nSXaHdlrk1982vp99IFVOXfWBJJXgmSmrsmFC1YqdFmE5xKl4wv8wyXpTG4H6P/444/2r3/9yw4cOGBHjx61l156yT8LZyoCfwFTVgYmPZv0nRU0IPAX+EcK0DNqXIF/ZMA/ed/DNuyhtdZ19lTrt2qRTdi/PU2YH79nqw3fvNZ6LpxlPRbMtLG7Nwv+D1/2/gT+gTF2lPzlFyt++rQV+/prK/bNN1byrAwxf8XoIvAPh6IzuQ1e/tOnT9srr7xi27Zts0mTJtmMGTNsy5Yt9tVXX4U1G4G/wCgrgJGeQTrOyhoQ+Av8MwrAI9WvwP8ycLwcJDPgb7z2QPzAtUut5agh1m3uNBu/d6tNPLAjVZAfu/MhG7RumbWbNNbaTBhto7dvTLV9lvDg/9n1F/gHAvxL/vqrFf/+eyv8zjtW6M03rdDbb1vx774LxNz+CnxH8h6Bf1gYnXmNCO8/e/asvfHGGzZz5kwbOHCg9ezZ05KSkmzOnDn26aefhjUZgb+AKSsDk55N+s4KGhD4C/wjBegZNa7AP/PBf/LhXYbHf/hDa63bnOnWf9WisMB//N5tNmLLeuu1eI4lLZxl4+Txv9LwIfCPPFxfuGAlzp61Ih9/bHmPHLE8Bw5Y3uPHrehnn0V+blEY7i/wDwujM68R4P/zzz97iP+yZcts4sSJNnr0aOvVq5dNnTrVTp06FdZkBP4Co6wARnoG6Tgra0DgL/DPKACPVL9ZDfzxmo/dtdkGrF1qSYtmW7e50z2cvvOMydZ+yjj/e+jG1TZu9xYPrx+yYZX1XjrvYjtAfODaZR5ST1h972XzrMO0ZGs3eZx1mDre+xr8wAqbsH+Hwzr3d5w+wbrMmmq9lsyxLrOnWueZkz0cn797LZnrn9GGq//qJT4uc+y/erG1GDHIus6aYmN3PeRj9l+12LrMmmLtJ421duNGWqepyQ76ePfH7NxkzL395LGWOG64/z5s0xqfP+H/3efe7/PoPGOSj9Vv5UIbte1BH4+IguGb11nPufdbu+RR/izMs/u8Gb5OzIU5RH3tgAiDf4mff7Yi779vBf/5T8v/1FOW7x//sHzHjzsA53viCSv40ktW9PPPreS5c0bboqdOWf6nn7Y8hw9brt27Lfcjj1j+Z5+1Yl99ZcW/+cZhucALL1ih116zEj/84F7zop9+6n3Trugnn1iJH3/0MPoi//63FXztNR+72OefXwHZtOPeAs8/b3kOHbKc27c7lDN+sf/5H++f7wu++qrPiTmUPH/e50nfBV580T349M1cCr/3nuU7ccJy799vuXbt8ovnxcvPlff4Y3bn5GS7ffQIyzZtmvH89I8BgDF4Zp6XK+/Ro1bo9dc9SoBIgWJffGGF3njDCjz7rOV7/HH/nvZc+Z95xscu8Nxz/nnuAwd8vqwl8wqlGDAH7s1z8GDKGMeOeZ8lfvrpYpu8x44Z99NX/ief9L6LfPRRyrP94x9+78X38tRTPn/uz8wIAIF/WBideY1C4P/JJ5/Yk08+aXv27LG1a9faiBEjBP4nBEFZGYL0bNL39aYBgb/AP1KAnlHjZjXwB3CHPLjSWo4cYrU7trVKzZtahaaxVrZhPStSrbJVbtHMOk4db0M3rHKPOTBfv2dn/7x801ir0iLOEscMs+5zp1u3OdOsQVJXK167uhWuWsmK1axq5Zs28jB7IHnElnUO0CVq17ByTRpa3e6drHyzWLsvtr7VbJdodbt28M8qxMVaiZga3k/8sAE+Lp57AJ/vmg3uayO3PWg95s+wZoP7eV9FK1ewQiVLWKma1S2mS3vDIADkA/N1u3W0qonN3bgAvNfr0dlqdWhtVRLi/VnLNKxrJerUsKYDe1vvJXN9PKCfegI1W8ZZ4dKlrHiNqj7Pqq2aW+1ObS1uaH9LMWhsv9KL/mfD7SPZPsLgX+zLLy33nj129/z5dseoUXb78OF224ABdku3bnbbkCF297x5DpfFv/3WYRvwvGP8eLu5Y0f7W2ys3RAfb9mmTLECL7/sIfJA+V0zZlj2VavcSFDkww8t35NP2h1jx1q2SZMcbIF/+sOznn3FCrt74UIH2cvhFOjOd/Kk3Tl9ut3Urp39V61admOrVpZt3DjL/9xzBvDmP3nSsi9f7p8B5+TlYwAAuO+aPdtyPvywz7/oxx9brp077dZ+/byPvzVqZH9r2NBuHzHC2+TZv9+yL1ts/x1T1f5P+VL2X3Xq2D1LlvjcmT9j8Mw3NG/u1y3du1v21aut8Icf+jwK/POflmPNGn/G2wYOtL/37Gk3d+5sN3foYHckJ1vOHTvszmnT/PMbW7f2z1hLh/+ffvLUgpzbttltgwbZTW3b+rr+PSnJcqxde9FYUvjdd+2WHt3txoSE/7+98w6vqkrX+P1/5t5xvLYRRRnL3AHbOE1n1EEQ6R1CQogQSCAJJfRACi0gnQDSQ4dIKNKroqKMSDUIoQXpTQhI6CUk773vlzm5OE4mOZCTc/Y573me/QDJPnuv9dvfczi/tb71LRuYINNyAwfiufXrrW+P9exp73U9Fz4ntr2sMxck/mXn9CW+U27uHVy9es3S+rf838hdWloa4uPjJf4SfwSaGKm/Ggzw5xiQ+Ev8PSXg3rquP4p/t1lTUK9TtMn8X5s0sL+H9ktA/dgYVGsZirfq1UX4wL5I+GiurbGn/FKUq0e0MpGP/mAEwocMQM12re3gtbgWv0GXDnitYR0Tb66z7zBpNML6xeOl11/Dmw3rIah3dzTu0Rm12objtRrV8HazxmjQpT2a9+mFht064tUa79h7mQXAGfbw9/vhT9XfQd2oNug2ewqa9+2N2tERds+GndsjNDEOtdu1Qe3oSBuI6Dh5LNi2qs2D8Eb9OogeOxwtB/U14Wcf2H72s0nPLqgc2syuE5IUZ0sKIoYNxJ+qV0OV4CaoGxWBpnFdUDOqNX73blW83qAOakVFoMuMSZYd4OjaAN4W/3PnQOF8LKEXHqhfE0+MHI5nV67E02lpBYMBffvazD5n3XmeDRD06YPyEyagwocf4qmpU/HEyJF4lAK9ZInNZFP8Kc02E799u0npw506mdT+euFCm8V+8dQpPDl+PB5PTkaFuXNt9twl/lxvz9R7Sn/58eNN/J9ISUGFtDSUGzzY5J335cy7S/Ap9Mw0+N3Nm5ahwFlviu/Tc+fi2dWrrU/lJ03Cr5KSTKbZVvaR/WD7LQtg+TI80rkjHu4YY+/ltTnrz4EHDm6wTxXmz7d+Pz54MHiwD89/+aVlSjw+aJANJDw+YACenj3bDsr7Q1FRdr0K8+ZZm5+cMMGuR3HnkoIXjhzBM0uW4MkPPsDj/fvbYAjbzYESto2ZDpT+SlkH8GDzIPyiXi27N6/HTAi+t/zkyTZwY89l/nzwHuWnTLFBjReysjTjX2JD9tMT8/OBvLx8cABg3779SE9Pt3R/pfpLgvxZgtQ3xXegxYDEX+LvLUH31H39UfyZql+zXRv8tXF9VG4eZHJsKfETR6N+TFs8+9zzaBDTFj3nTbfZdp7H2XzOxjO9n1Ie2j/eZvfrtI+0dfhMsY+ZkIKqLZvjzaYNUTU0GOFD+iM0qRde/OOfUKVZU0SMeN9m7UMSeuAPb/8NlZs2BMW7y/SJVoX/z/Vq4+0WwQjtF4/ocSPQckAi/vC3N1EzPMxm8ht27Wgz9xxoYLo+Z+k5AMFrUPjbjx9lywIqN26Av9R8F1Gjh1n2wesN6lo/+X4OILAGQL3YGLwT3gK1otqgU+oHaNS1Ix75VTlUa9nCMgW6zpps7Xi1elX8oVZ1uy9rDXB3AYn/vW87xzT4CunpJrw/f+OPeHrOTFvrzhlsSu5jPXrYTDZFmdL8WFwcnhg2DM9v2GAz3RV37waF+udvv40nRo82UeZMe/lx4wrT6jkzTgF+uGNHO5cp/5WysvBoj254pGsXk3fO3heKP2ftf/jBpJX3e3L0aJN3zlxT0CnEJuHp6fZzSvl/R0bakgNbjnDmTMFgRlyczcr/esECk2AT8/h4k+0XT5+22XrKPWWZKfY82De2n4MaTNt/fv16PBQRUTBD/+WX1mfO8nMQ5Fd9++DB0GBUmJ9uKfyPxceb+LsyGDgQwawJZgo80qlTQd2As2dtoKDciBH4Rf36NvhAHrwn+8WBBGZNvHDwoA1QWJsTE20QpNLeTDzQsBZ+Ube6tZlLCJhRwcEUDk7wXlzCwEECzvTboAD/ffBgIVsXY0/+qRl/Hx08cMn//v0HJP6a6ddMv2JAMeCHMSDxl/h7SsC9dV2/FP9Zky1F/+0WzVC3Q1vEjB+JAasXo++KBQhN6IFy5R5FjZYhVlWfM/RVwkJsSQDT/lkwj+IcFN8db4c2s5n+brNTrW4Ai/FR9quGBOGV1163GfkW/ePxytt/Q+2oNnY9Vt1vPTQZbzZugFrtWlt6fe/5s2zLPt6HB7MAmHb/r8SfAxWVQ4Ps/pT47nOn2ow9lxZwCQPrAdwt/pzx/1twE8sUCEtORPzCOWDGA7MH3m39ni054OBB9TbheOChcmjYuZP1sf+qRZaxUDsmwt7PpQIS/3sXfpf4ucT/sYR4/DI4CM+tXVNQ3f7wYTyzYgV+lZhos+6cUX64fXtQbp9ZvBgV9+7Fy9z67vx5VFi4ED+vUsXElbPwHAh4avJkO+/pOXMKsgSSkmzggDPYnOWu+O1OPNiiGR6OjkCl7w7aWndXm6y6/qFDlgnwq/h4m+m32Xyu+T93zgYNuF6fGQUsxles+C9ebNd6LDERD4aG4ulZs1Bx1y67FmsFMN2eAw+/2bzZlilwoOHX8+eb9FPwH+7QwYScQs0lCmwfBy6eHDMS/1n5NTw1dTKYts9U/idGjLABE8o2D87+c/kEl0zwnnwv2XFw4OeVK9sABt/LzIdyw4ZZZkKlAwcsvZ+DKxwQ+GWzZgVZFzsz8ECDmngwLLhg8OLkSePPDA0y4HIIPidmZ/De7BefDwdDXGzL4k+Jv4+KP5vFAn0HDmRJ/P3wC3+gzWyqv5rNVwz8NAYk/hJ/bwm6p+7rj+JP8a3Tvi2qtgq1GX3OeLtmsd8bkIhHH38c77QIRqfUcWjcI9ZqAXBNPgv0sXJ+uzHD0Lh7LKq+F2Kz4nHpM9Fv1SLbPo/V9KtS6CpWQrO4rmgxIMHW7nMZAWfomVlAqf9bcFPU7RBlM/VcUsBig1xLX+W9ENTp0A4RIwYVin/tiJa2vr7V4P6o3znGsgpqRLRE4y4dEJzQw4oF8rocCPiJ+L/fz2b763WKskGJxCUfggUHuRShepuWeLt5M4QNSES1VmF48JFyCIrrXsiC2wky5Z99l/jfv/RTAl3iz7T4hyIjbSaf6fIsjscUeaajU1opw5y55jmcheYafq6f50Hp/M9q1exPvqfCnDm2Jp6z8lwawDT9J1NSbFaa1+PAwfMbPseDLYLxaPfOVhiPRflcUvpKTo4V/eP6dg48UL5ZSI8FBq14361bthSAYmvSXMyMP4vlsXAhr8c19FwuwMEJpvpzfTyzFjiQ4KpPwP4yS4CDGFxe8EjXrnhqxgxbK2+F9piRkJ2N8pPG4WevvYTyE8biuU8/LRg0GDvWZt05E8+iibZMgKn/M2aAQk8J5714/5+98Ybx4X0e6dzZBlY4eMAMCabxc3CAs/jMDGC6/28zduCB+jXwUGRLVNyTacUUWRyQRQy5XOLRuDgbQOD7uNSAM/4coCBPF9uy+FPiL/HXTKIGFhQDigHFgBdiQOIv8feUgHvruv4s/kx1p9jGThtfKLvvJffDo089hyotWtiMNwvrvdvmPTu4AwCLA1KuG3Rub7PzTMv/Z/GvHNQITz3/PJr27Fwo/lz/n/hRmsm/u+Jfr10bJHyUZjP6HHSgxP+lbi1UfOVl/PZPv7c1+CwEyN0H7kn8kxNRPTwMj5Yrh+De/y/+HEhg7QJKv8S/dMWfM9Oc0We6+0/EPyXFZrI5W07B/9lbb1nxOxbHcx3/Vbu2CT5FnGvOOeNPybd16ikpJqJM/2fKO1PrmZ7Ote+UcM6C3y2k3B2As+NPT59eIP6LF1vhQIq/nZefj9/n59ugBWfFbcY/IqLIVH+mvXOHAA4eUJAp8r9o0MCWJ/x3ZGRBqv/mzT8Rf9YJYMbCoz17Wq0Amz2/edMGIF754Qc8lToBP/vzS3hybIoVKuQyAUr3MytX2sDJi0ePGrdygwZZ/7nWnuLPQQGuv6f4P8FBhiVL8MvmzfGzN9/8KdsGDfBAUFDBjL9L/KNa2+ABuXEgxAZKuDTjH4MUv6hdG3weXFrBJQsccLibr6f/LvGX+OsLvxe+8Gv286ezn2IiJoEWAxJ/ib+3BN1T9/VH8ecaf65tZ8o8JTpmwij0X/0RkpamIzihFx4p/yyqhbey1HwWwvuR+K8qmPFv1K2TzaQHJ/Y0Ie+3YiFYiZ9p85WDm+C3f/6jzca7ZvzvR/zrRobbgAF3GugyY2JBtf5hyQjr0wtVQptZpX4uD3gvOclt8a/SIhithyWjZmRrm/Fv1DXWBjfIo+OUsajbMcr6KfEvO/GnsFPWKeoPRUebaFOIrSDeihWW6s8ZcW4vx1lubgfIGW2ez6r5LFrHWW3OQnOtP3cPoCTzd5yFp5TfLaNMp6es8vzCVP+MDKvYT+HmjLml+u/ZY3UELM29ZUsTd16LYs3ieI+wpsCUKQVp8ceP29p3bk/IwQ1KffnUVDyWkGD1AVjPgDPknKF3pfrz3xygcNUmYBYEZ9h5D6b9Pzl2NH7+1l9QPnWyZUowzd9d8X9y4kTLFuDgAgsUMt2fss7MCQ6gMNvBMh6yslAxc5et8X/obvHPzbV0fm4FyFoBHAjh7gVcUsGlDcwCYDYCiyWyaOLdnD31d4m/D4p/bm4url27juzsC9i8eQtSU1PRtWtXJCUlITMzEzk5Obh+/Tru3LlTZOu5TCAn5xIOHTqEHTt2SO4l94oBxYBiwMdiQOIv8feUgHvruv4q/izux638KLRcu0+pZsp//dgOePI3L6BOTDRYsK9pr64/En8T4sljbSac6+25FIBr/nt+WPB+1gRggT5Wwn9vYFKpzPjXbtPS1vJzyz62kcUAubVej7SpqN8pGn9t3MDaGNS7m9vizzR+ZhHU7RCDh8pVQK2otjbgwb63Hj7Qlh680aQBqoW3sC0DVdzv/gYAXKn+/27G/ymmxc+caZLMNH8WA/ztzp2W7s7q/FyzTpnmOnlbw56RYan+3HqPKeyUYVbHp2xTbh9qF4lHOsSg3PBhVtjv1Zs3fySkJu/Hj5t0P96vnw0iUMJfPHnSKvdTiim4v/nqKxtsYHo878VCfXbOzp22Jp/b6XHAgu+lFLNgIWf9ubUfBweY/s/3cvs72yVg5UoTb9uOcOpUE2a2mWv8WYyP1+AsPg/en4MEDzRubDy4AwFl213xZ1o/tybkUggeVj9h925bVsB1+pX277dBEGZBVNq/Fw80qo1C8b98uSCD4OhRq3fAlH/uEMD2Uf5tQKRVK1t6wCwOiX+RSuvfv8jPzzexz8rKwtq1azFx4kTExcUhJCQE4eHhmD17NjZt2oTDhw/j8uXLRcKQ+Gv2NNBmT9VfxbzTYkDiL/H3lqB76r5+Kf7/KO73WoM64J72tWMi0aJ/gqXvU9p/V+0dhCT1sll2yvTdM/7Ja5fYOn3OknPQoEbbcNuij1X+m/TsjDeaNrC1+ty6L2rs8FIR/1rhYbaTANflc6Chcc/OCE6KQ1hyEt5tHYa3ghqjfmy09cHdVP93WnFJwxgEJ/TEs6/+Dm81a2L3II96sdH4Y53qeK1+bVSPaGltkPiXgfhzPf/ixbbNHGfDKcs2489Z6eXLLX2e6/gp0iz4Z7P1c+ZY+roVxktJsYJztjXe4MF4MCzEZq6fnjGtYO1+bu6PxJ8p/bwOlw1wvX3htnYLFthsPGeyeX/KN5cE8N4PNGlihe04KMDCfJzJ/2VQkK2hpwSzFgHX2XN7QM7iW7vnzbN6BcxCYLo9iw7adoV9+9r7WdyQ9QFYZ4A1EJghQDF/ZtEiS+HnYAkHQthOV2V+d8X/6XnzLHuAs/wU/yeGDjWebB8zHjjIYgMaJ078RPy58wFrDZArz2PbeR1W9mfGBcWfmQRsn0k/l0jg/uKlJO/XjH+R6uydX+Tl5eHs2bPYtm0bpk+fjvfffx/dunVDREQEoqOjMWrUKCxduhTffvstLly4UGQjJf6SIKdJkNqrmA20GJD4S/w9JeDeuq4/ij+L+zGFndv0/bleLZPaxt07oWbbcFSPbIV6HaPAIn0shNdqSP8C2e4Ri46Tx2Dgx8vQd/kCm/1mmn/Drh1suQBT+XlN1g3gunieyy3xuJ6/SljBFn1JS+chftEcyxBgYb+QxDjEpo4Df86Cew27dQKLALJgH7MI2o4ajKrBTdC0e6xlJHA3AA4uUPJZ5I/b89Vs19oKFYYPHWC7E3SYmIK6UW1Qo2UoOk4aY7P5rEcQ2re3bRHYZ9l8G9BomzLEBiy4ZIHt5CAFBzgo+LWiI+w+HBB5vVFd/KVxfePCZQYS//sTuZcvXLAZcc54M82cs8av3rqFl86cMaFkgT5KKOXSUuSXLrVZbVaPZ4E/vo9/MiPAqtaz8v6ZM1Y077GkJJsV59pzpqJzQIBp648l9LJq/s99vBYvnT37k5loSipT03m+7RIwYUJB4bwPPrDrsS4AhbzSvn2WZWDX7N27YIu/tDRb615u+HBLc6cQU+gpv5RizspTitlu/smBAPaRs+68Hgc4uC0h2861+qwPwGs8lZpq/eafT02ZYuLP2XpKOTMeKu7ZY/dlUUCy4taDL50+bfLOWgVcFsGlAi62vA8zElhckLUDmDFg8p6S8v/tmzDBivwxs4FMXzx6BI/27IJyQwaCmRavXL6Mly9etCwIDkjYNooTJljfOADBfnHwoNKePWUi/K5BAYl/kersnV9Q/E+ePIkvvvgCY8aMQXJyMvr162cH/z5kyBCkpaVh69atyM7OLrKREn9JVKBJlPqrmHdaDEj8Jf7eEnRP3dcvxX/2FNTv3N7WrjNdn+v9KfCspk9pZzp9wuI0W/ffeep4tBs91A6mv7uq/1P+Wfyu9dAB9t66HdqB8s+Z8tip48A1/6wZ0GXGJLToF28iz8KA/BnT9JkxED1upGUP8OcJi+ZadX7+nBLOrfn4Xg4u8P7cRpDb6fF+Qb26mvxTzFl8kI9YCoMAAB6ISURBVFsIsr5A4uI0G0Bo9X4/u2f3OVNt6z6+v+Pksfa7gloG86xWAOWfAxN8LwckKPbc5o99aRLXBQ27dLDBADLigIjE//6kn6LGNeuU1ue//NLWlTMF/tXcXKsYT/HmdnncSo8p5JxhrnTwoAkxRZ8zzDw4g07pp8CatN+4UXDesmUmvMwEYKo6i9Ax1Z6izoGDivv3WyFBFupzSePdf1rK/4kTBQMT06ebtFO6n12xwqTaCttdu2ZV+TmrT8nlwb/bzPzixTYTb20/e7awsr9rtwFr+0cfWf84AMLaAuwHswOYRcAlAky1p7BTzLkNoA0WTJpkgwj/s3UrXrl61bjY0oFNm8CfkZFt+3fxYuGACRmTn4vtb7dts8EEDjYww4HbFHIbPg4c2KDE+PFW3d8122/3OX/eWHMQ4eVLlwp2OcjNxUvZ2TZwwcKF5Erpt+0Uly1DxX377L53c/X03yX+Raqzd37BVP+rV6/i9OnT2L17t63P3759O3hwrX5GRgYOHjyIc+fO4caNG0U2UuIvCXKaBKm9itlAiwGJv8TfUwLurev6s/hXa9XCJJfb5HWezvXz42z2O3Hxhyb9A9cttVl/ijGPvisWFIo/U/77LEs3cbf3Th1nWQAUdr6fv+fseIHoTzWxd/2Ms+7cfi9+4Rz0XbHQzu2/6iP0Sp/5j5/PNtFnJgAHF3jvAWuWIGnJh/Z7brPHnQhsvf+Mieg5b3phQT4OEHCAovvcqeizfL61ke/nQAYHK5LXLcWA1WzXPJv55xaD3KKQ1+SgR/M+vdByUF8blLAt/yJa2raHzGbgNcnENfjhyD8/XYlBGVsQe+Io3rp9618KsCdFjSJKIbUZZRavY4X9vLyCQno5ObYenunknF3mOnEKLSWXgwIVMzPtYKE7irPtF5+fX1Bp/tIlvMD18MePW/V9ruPnbDcHAFiYjwMA/Pvd2/j9cz/ZNg5MsHYABbwi1+hzlv/o0YKCgLwX23/hgg1MsGo+t6+j6Nta98OH8fK5cwVtv37d2sF2cwa8sO08Jzvb+sb22bUOH7YBANYLsAGLK1dsBt/eu3evtZ3r73ltSju5kBtn+e1+OTnWV9fsPtma9LOWwT/Y8jz2xRgww4Hty862tH/+nAMFNujANly9WnAfbgV46FBh5oCl7/O9N24UvJc1AZh9kJlpf5KTXf+faij8M+fS/rfEv0h1dvYvJP6SqECTKPVXMe+0GJD4S/y9Jeieuq8/i3+NyFY2e86ZdEdK7CfLS63drODPZQOsIcCihNEfjEBYciLeaRlqSyCaxXe3gQLHc/Ky+Je29Ol695+F4XSGEn9n+32RrZf4S4KcJkFqr2I20GJA4i/x95SAe+u6Ev/Sk2tflmbuGMBaAJWbN8Wf69bEm80a4c2gRvhLo3r2cy4XSFoyr9QGGrzGQuJf5lkOThdrX2+/xL9IdXb2LyT+kqhAkyj1VzHvtBiQ+Ev8vSXonrqvv4k/0++ZYt962ECEDUhE5MjBlhrvNREtxVn7++lDr/kzbSvARt062rp+KxrYoa1Jf8TI940RlyPczz184r0Sf4l/GVTaL8vBAom/s/2+yNZL/CVBTpMgtVcxG2gxIPGX+HtKwL11XX8Tf8on16lznT3X4tt6/lWLnC+09zmAwPoDLDLI2gMs4sej26zJJvysG+AT0n6ffbQ+SPwl/hL/Il3zXn/xH/f6Rr2vaAISf0lUoEmU+quYd1oMSPwl/t4SdE/d1y/F/+NlVniPFe55sOCd34jtPcoxtymk/LOAIQv/8WDxQhYEZGFBv+Ej8Zf4S/yLls17/I3E/x7B/bu3SfwlQU6TILVXMRtoMSDxl/h7SsC9dV1/FH+/kdh7lPyA7r/EX+Iv8f93unlPv5P43xO2f/8mib8kKtAkSv1VzDstBiT+En9vCbqn7ivxD4zifgEzGCDxl/hL/P+9cN7DbyX+9wCtuLdI/CVBTpMgtVcxG2gxIPGX+HtKwL11XYm/xN+vBgUk/hJ/iX9xyun27yX+biMr/g0Sf0lUoEmU+quYd1oMSPwl/t4SdE/dV+Iv8Zf4a6/4sqxSr3u5F2+q6l+8QzvyDIm/JMhpEqT2KmYDLQYk/hJ/Twm4t64r8Zf4S/zdEzGJq3iVZQxI/B2p9cU3WuIviQo0iVJ/FfNOiwGJv8TfW4LuqftK/CX+En+JbFmKrO7lXrxJ/It3aEeeIfGXBDlNgtRexWygxYDEX+LvKQH31nUl/hJ/ib97IiZxFa+yjAGJvyO1vvhGS/wlUYEmUeqvYt5pMSDxl/h7S9A9dV+Jv8Rf4i+RLUuR1b3cizeJf/EO7cgzJP6SIKdJkNqrmA20GJD4S/w9JeDeuq7EX+Iv8XdPxCSu4lWWMSDxd6TWF99oib8kKtAkSv1VzDstBiT+En9vCbqn7ivxl/hL/CWyZSmyupd78SbxL96hHXmGxF8S5DQJUnsVs4EWAxJ/ib+nBNxb15X4S/wl/u6JmMRVvMoyBiT+jtT64hst8ZdEBZpEqb+KeafFgMRf4u8tQffUfSX+En+Jv0S2LEVW93Iv3iT+xTu0I8+Q+EuCnCZBaq9iNtBiQOIv8feUgHvruhJ/ib/E3z0Rk7iKV1nGgMTfkVpffKMl/pKoQJMo9Vcx77QYkPhL/L0l6J66r8Rf4i/xl8iWpcjqXu7Fm8S/eId25BkSf0mQ0yRI7VXMBloMSPwl/p4ScG9dV+Iv8Zf4uydiElfxKssYkPg7UuuLb7TEXxIVaBKl/irmnRYDEn+Jv7cE3VP3lfhL/CX+EtmyFFndy714k/gX79COPEPiLwlymgSpvYrZQIsBib/E31MC7q3rSvwl/hJ/90RM4ipeZRkDEn9Han3xjZb4S6ICTaLUX8W802JA4i/x95age+q+En+Jv8RfIluWIqt7uRdvEv/iHdqRZ0j8JUFOkyC1VzEbaDEg8Zf4e0rAvXVdib/EX+LvnohJXMWrLGNA4u9IrS++0RJ/SVSgSZT6q5h3WgxI/CX+3hJ0T91X4i/xl/hLZMtSZHUv9+JN4l+8QzvyDIm/JMhpEqT2KmYDLQYk/hJ/Twm4t64r8Zf4S/zdEzGJq3iVZQxI/B2p9cU3WuIviQo0iVJ/FfNOiwGJv8TfW4LuqftK/CX+En+JbFmKrO7lXrxJ/It3aEeeIfGXBDlNgtRexWygxYDEX+LvKQH31nUl/hJ/ib97IiZxFa+yjAGJvyO1vvhGS/wlUYEmUeqvYt5pMSDxl/h7S9A9dV+Jv8Rf4i+RLUuR1b3cizeJf/EO7cgzJP6SIKdJkNqrmA20GJD4S/w9JeDeuq7EX+Iv8XdPxCSu4lWWMSDxd6TWF99oib8kKtAkSv1VzDstBiT+En9vCbqn7ivxl/hL/CWyZSmyupd78SbxL96hHXmGxF8S5DQJUnsVs4EWAxJ/ib+nBNxb15X4S/wl/u6JmMRVvMoyBiT+jtT64hst8ZdEBZpEqb+KeafFgMRf4u8tQffUfSX+En+Jv0S2LEVW93Iv3iT+xTu0I8+Q+EuCnCZBaq9iNtBiQOIv8feUgHvruhJ/ib/E3z0Rk7iKV1nGgMTfkVpffKMl/pKoQJMo9Vcx77QYkPhL/L0l6J66r8Rf4i/xl8iWpcjqXu7Fm8S/eId25Bn5+cClS5dx5MgR7Ny5E5s2bdIhBooBxYBiwIdiYPPGz7Ft/SJ8MT0BK3pX0SEGjo+BlaNaY0X6cKSumYdRG9boEANnx8CXH2PErh2IO3UctW/fRhVAhxg4OgaCAQwGsBHAbQB5XrDc//DCPQPilteuXcf333+Po0ePIisrS4cYKAYUA4oBH4qBg/szcXjXRuz7bC52zBugQwwcHwNbV6Tiq43r8HHG11i5J0OHGDg6Blbs+xYLjx3DtAsXMfjOHQwAdIiBo2NgDIClAPZJ/P1vLOD27du4fPkyLl68iPPnz+sQA8WAYkAx4EMxcCH7e1w8cxjZhzJwatfnOsTA8TFwfN8OHD5yGFmnT2D/udM6xMDRMbDv3BnsvJiDLddu4ou8fHwO6BADR8fAJgB7AZwDcAdAvhf0VzP+HoKen58PHnl5eTrEQDGgGFAM+GIM3MlFXu5t3Ll9U4cYOD8GGMt37iCXR54OMXB+DNzOy8Ot/HzcBHSIgeNj4BaAXC+l+Lt0V+LvIqE/RUAEREAEREAEREAEREAEREAERMAPCUj8/fChqksiIAIiIAIiIAIiIAIiIAIiIAIi4CIg8XeR0J8iIAIiIAIiIAIiIAIiIAIiIAIi4IcEJP5++FDVJREQAREQAREQAREQAREQAREQARFwEZD4u0joTxEQAREQAREQAREQAREQAREQARHwQwISfz98qIHSpdzcXFy4cAHffPMNvv76a+zYsQPZ2dmB0n31088IXL9+HceOHcO2bduwevVqOz777DN8++23OHPmjFXr5k4heomAUwhwO9sDBw5g48aNhTH91VdfYf/+/bbVLXe90UsEnEqA3z/27t2LLVu22Oc0P8P1EgEnEOB3iWvXruH48eP2+bxmzRosWbLEjqVLl2LFihUW1ydPnrTznNAntbFkBCT+JeOks3yMAD+0zp8/j4yMDEyePBmjRo3ChAkT7D9hH2uqmiMCxRLgIBblft26dRbH8fHx6N27N5KTkzFz5kxs3rwZV69eBc/TSwR8nQCF/tatW/Z5vHDhQowYMQKumOZnNX9G+acoSf59/Wmqff9MgN8/uG3i7t27MXv2bItvfk7zO4leIuAEAozfc+fOmfQPHjwYPXr0QKdOnRAbG4suXbqgZ8+emD59un3H/uGHH5zQJbWxhAQk/iUEpdN8h4DrS+WqVaswcOBAdOvWrfADa9OmTb7TULVEBEpAgPF89uz32LBhAxITE9GnTx+kpqZi4sSJSElJQVJSkv0HzC+Z+g+4BEB1itcJcCbp0KFDmD9/Prp3747Ro0dbDHOQdsiQIYiLiwNnlXjOjRs3vN5eNUAE3CFw+/Zt+yzmAFbLli3RtGlTJCQk4NSpU+5cRueKgNcIcBLhyJEjWLZsmck+43fSpEn2OT1nzhx8+OGH+Pzzz3H48GFcuXLFa+3UjUufgMS/9Jnqih4mwJFKfrFctGiRiVKvXr3Qvn17hIWF2QeVh2+vy4tAqRKg+B89egSrV68CY5myz9ToTz/9FPPmzTNJGjp0KNauXYsTJ06U6r11MRHwBIFLly5Z6jO/QDJzhYLEQVkObjEzq23btvYnf3b58mVPNEHXFAGPEWCKP5esMHslKCgIVapUQUxMjC3V8thNdWERKEUCHLzat28f0tPTER0dbVkr/HzeunUrdu7ciV27dpn0M9aZvaWX/xCQ+PvPswyYnvADi18Wuaafo5VpaWk28y/xD5gQ8KuOusT/73/faDOk/ELJ+GYa3vbt2zFs2DCbJWVK6cGDB/2q7+qMfxJg/O7Zk2miz7Wi3333ncU0v0SyfkXXrl0xfPhw+/xWFot/xoA/94p1KwYNGmSz/AMGDECjRo0k/v78wP2wb5R5ZhFycoFp/pzh//777212n7/jwawAfj9RbSH/CgCJv389z4DoDWf8b9y4ie+/P4vduzPtiyS/REr8A+Lx+10n+Z8qi6CxyM6+fftx+nRBIT/+jOLPL5ZMj2bhnaNHj/pd/9Uh/yPAL41nz57DsWPHcejQYTAD4Pr1azh16iTS0+ehTZs2lv7PVFL+Ti8RcAIBShBrsaxfv96WsHBQlp/LjGfN+DvhCaqNLgL8jGZhbK7jZwaWa0nW6JTRmDIlFSuWr7AaLTyPca+X/xCQ+PvPswyYnrCwOT+HeFy48IPNKjHlTuIfMCHgdx29O6bz8goKR3G9KNP9mf4/cuRIS5U+e/as3/VdHfJPAq7PaMbzpUuXLW30iy+/sFgOCQmxL5x79uyxAn/+SUC98icCHKC9efOmFVqdOnWqLcFiFlZmZiY6d+4s8fenhx0AfaHQc2KBdVf43blu3bqoUaMG3nqrMqq/WwNRUdGWDcAsANVh8a+AkPj71/MMmN5QlHgwTZTrkiT+AfPo/bajrphmeh2L6XBNP6uhc4000/Cys89bpovfAlDH/IqAK54pS/PmpaNjp05o3LQpWoWHW20Wfm4zq0U7VfjVY/fbzhRksZw1Uerfvz8WL15s4sR10qyCrhl/v330ftkxLpndv3+fFVnl7kFjx47FRx99hKVLlmLy5CmIiIiwz2nWZ1GmoX+FgMTfv55nwPVG4h9wj9xvO8wZJf5nzH1zuc5/3Lhx6NevH6ZMmYLNm7fYQBdlSi8R8HUCjGUuySpYlnXDaldQjkJCQ9EuKsqWr3DrSharpFDpJQK+ToAp/vxcpvRzp5UtW7aAa/2ZLt2+QwdEtI3Egaws+wzX57SvP021j5/NZ86cRkbGN1i5cqUV9ePsPr9TM6a5uxAzWRjrLPanl/8QkPj7z7MMyJ5I/APysftlpznzyfXOFCKut+NMPyug88sld7HQSwScQoBfKq9fv24pohzMYlxzQCsjIwMzZsywXVhYl4VbsnLWXy8R8HUCrHbODCwKEbenpPizwDA/r98LD0fzsDBs3bYVOTmXbBmi5N/Xn2hgt4+Dsxx0vXr1KnJycnD16jXcvs3B2jycPn0aLMrKQS5uV8kBL738h4DE33+eZUD2ROIfkI/d7zpN6ed/tqx4zpn++Ph4zJkzF9u2bTdp4n/SeomAUwjwyyQr+XP9M9fx83Oa60Szs7OxZs0ai29ms8yaNct2r3BKv9TOwCVA+WGhVWaucGCW265yiSHjuHLVani7WnWkTp1qldIpT/rMDtxYcULPWbCPg64ckOVuQZztv3mzoJI/f8ailRT/yMhIq2vhhD6pjSUjIPEvGSed5UMEXGmkXDvKAmgccec+5ywYxXXR/ILJWSZVIvWhh6amFEmA8cw1/Vu3bkPPnnG21Rm/UO7Y8Q2uXr1uM6eMdcV0kQj1Cx8jwG37Nm7caF8euV3U3r177UsmxZ+V/Pl53bdvX0yaNMm+cPpY89UcEfgJgW3btllhSko/q6DzCA8PR3BICF546ff43R9eR3xCIj777LPCbdB+chH9QAR8hAAnG44dO2Yp/sy8YqE/biHMwQDWrWABSw5qsbgwU//18h8CEn//eZYB0xOKPT+gmGbHAjtMv4uKikLVqlVtBH7Tpk02gslZJr1EwNcJMC2a/9HOnDkT9erWR3ircBMiFtr55JP19kVy+/ZtOHTokO2F7uv9UftEgJ+9/BxOTU216uec2edMP9NHuXyF8sTBLaX6K1acQoCDWVx2xfXOHATg8cUXX9h3kOahYWjWLMQGtbjzCgdzNePvlCcbmO2k+DMri1mGHIidOHEili9fbp/TaWlp9rk9cOBAKyx85MiRwITkp72W+Pvpg/Xnbl2+fBn8IOKHFL88ci0099HldiSJiYn2QcW0PBaO0ksEfJ0AxZ+DWBPGT0Cjho0RGRFpckRB4n/GLO63ZMliG5nngJdeIuDrBJjBwll+zvZzxoiDs4xnVo4eMmSIzfazWvSuXbtUv8LXH6baVyQBLmnhd5HBgwfb7CiXa+klAk4gQPHnd2RmYLHeCuX/gw8+sM9pfq9OSEiweiysy6JJNCc80ZK3UeJfclY600cIsFAURyrT09MxaNAg+xLJDyl+weQIJWWJ6f88Ry8R8HUCFH+uhV60aBEGDiyIZ36R5EFJ4n/K3C+as0usLK2XCPg6AcY0C1Iyrpm5wpR+xvGwYcPs74x1/o5FpXiuXiLgRAIsjnb+/HnLZGH2oQpVOvEpBmabmZHCJYQu+Z87d65NpHGQdvz48ViwYIEVY+XgFgcJ9PIfAhJ//3mWAdMTflgx7Y6zRdwLmiOWroNyxGq7WVlZ9h9ywEBRRx1LgLUoOJPPdH9mqjCmXQfjmWulucaOM0vMdtFLBHydAL9UMq75Oc3PYq4fZRzz4N+ZMs3fsW6FUqJ9/WmqfUUR4KAVd6/gJAPjnN9N9BIBpxDgZzTFnvK/e/du+/7x97//3bIL9+/fb8VYeY4+o53yREvWTol/yTjpLBEQAREQAREQAREQAREQAREQARFwJAGJvyMfmxotAiIgAiIgAiIgAiIgAiIgAiIgAiUjIPEvGSedJQIiIAIiIAIiIAIiIAIiIAIiIAKOJCDxd+RjU6NFQAREQAREQAREQAREQAREQAREoGQEJP4l46SzREAEREAEREAEREAEREAEREAERMCRBCT+jnxsarQIiIAIiIAIiIAIiIAIiIAIiIAIlIyAxL9knHSWCIiACIiACIiACIiACIiACIiACDiSgMTfkY9NjRYBERABERABERABERABERABERCBkhGQ+JeMk84SAREQAREQAREQAREQAREQAREQAUcSkPg78rGp0SIgAiIgAiIgAiIgAiIgAiIgAiJQMgIS/5Jx0lkiIAIiIAIiIAIiIAIiIAIiIAIi4EgCEn9HPjY1WgREQAREQAREQAREQAREQAREQARKRkDiXzJOOksEREAEREAEREAEREAEREAEREAEHElA4u/Ix6ZGi4AIiIAIiIAIiIAIiIAIiIAIiEDJCEj8S8ZJZ4mACIiACIiACLhB4ObNm7hw4QK2b9+OtWvXFh7r1q3DJ598gg0bNmDbtm347rvvkJOTg1u3brlxdZ0qAiIgAiIgAiLgDgGJvzu0dK4IiIAIiIAIiECJCFy8eBF79uzBiBEjEBERgZiYGLRv396O2NhY9O7dGyNHjsTSpUtx4MAB8Pz8/PwSXVsniYAIiIAIiIAIuEdA4u8eL50tAiIgAiIgAiJQAgJnzpzBxo0bERUdjTr16mHEyJGYNm2aHampqRg3bhySk5ORkpKC9PR07N27F9euXUNeXl4Jrq5TREAEREAEREAE3CEg8XeHls4VAREQAREQAREoEYETJ05g3ccfo2lQM7xbvQaWLF1qqf1M7//6681YvXo1Ro0aZfI/cOBAS/0/f/48bt++XaLr6yQREAEREAEREIGSE5D4l5yVzhQBERABERABESghAYr/xx9/jOYhoWjatBkyMzNtRp+z+leuXMWxY8exatUqjBkzBt27d8fy5ctx7NgxsDaAXiIgAiIgAiIgAqVLQOJfujx1NREQAREQAREQAQAu8Q9t3gIhwaE49N2hQi65uXfs9wsXLsTQoUPRrVs3rFixwn6mIn+FmPQXERABERABESg1AhL/UkOpC4mACIiACIiACLgIuMSfM/5BTZth167duHLlih1M6c/IyMDo0aORmJiIhIQErF+/HufOnVOqvwug/hQBERABERCBUiQg8S9FmLqUCIiACIiACIhAAQFb479uHRo1qI+K//M8WoS1QHRMDKJiYtA2KgoRbdtatf/3338fK1eutG39bty4oeJ+CiAREAEREAER8AABib8HoOqSIiACIiACIhDoBFzi37B+XTxToTyq16iO+g0bok79+nizcmW8VbkymjVrZtX9Dx06hMuXLwc6MvVfBERABERABDxGQOLvMbS6sAiIgAiIgAgELgFXqn9IcAjq1a2Hzz77HPv278c3GRngdn7x8fHo0aOHbeV38eJFaG1/4MaKei4CIiACIuB5AhJ/zzPWHURABERABEQg4Ai4xP/u4n537tyxyv5ff/01pk2bavI/bdo0ZGVlISfnEvLzAw6TOiwCIiACIiACZUJA4l8mmHUTERABERABEQgsAv9K/EkgLy8Px44dxZo1q9G7d2+r6r927VocP34CeXn5kv/AChP1VgREQAREoIwISPzLCLRuIwIiIAIiIAKBRKAo8c/PzwdT+7/5ZgfGjBmDwYMHY+zYsdi6davN+jMrQC8REAEREAEREIHSJSDxL12eupoIiIAIiIAIiACAM2fOYOPGjYiN7YxOHWNx7NixQi5cz89/L1682Ir7DR06FBs2bMDZs2e1nV8hJf1FBERABERABEqPgMS/9FjqSiIgAiIgAiIgAv8gkJOTgwMHDmD27DmYNWsWsrOzC9lw1v/SpUvYtWsXPvnkEyxYsAA7duyQ+BcS0l9EQAREQAREoHQJSPxLl6euJgIiIAIiIAIiAODmzZu4cOGCyT0F/9q1az/iwll/DgYcOXIEmZmZOHXqFK5cuQKl+v8Ik/4hAiIgAiIgAqVCQOJfKhh1EREQAREQAREQAREQAREQAREQARHwTQISf998LmqVCIiACIiACIiACIiACIiACIiACJQKAYl/qWDURURABERABERABERABERABERABETANwlI/H3zuahVIiACIiACIiACIiACIiACIiACIlAqBCT+pYJRFxEBERABERABERABERABERABERAB3yQg8ffN56JWiYAIiIAIiIAIiIAIiIAIiIAIiECpEJD4lwpGXUQEREAEREAEREAEREAEREAEREAEfJOAxN83n4taJQIiIAIiIAIiIAIiIAIiIAIiIAKlQuB/AZZyOVzJ2mBLAAAAAElFTkSuQmCC"}},"cell_type":"markdown","id":"d0f2a0cf","metadata":{"papermill":{"duration":0.028581,"end_time":"2024-03-16T13:17:06.722603","exception":false,"start_time":"2024-03-16T13:17:06.694022","status":"completed"},"tags":[]},"source":["![image.png](attachment:cbe15409-0dcc-43fd-afab-848ac0a769b6.png)\n","\n","\n","##### The RFM grid illustrated above represents a standard practice embraced by most businesses to define their customer base. Subsequently, it aids in the strategic planning of targeted campaigns aimed at engaging each segment effectively. By analyzing the recency, frequency, and monetary value of customer transactions, organizations gain valuable insights that enable them to tailor their marketing initiatives to the preferences and needs of distinct customer segments. This approach fosters enhanced customer engagement and loyalty, contributing to the overall success of the business."]},{"cell_type":"code","execution_count":39,"id":"f5a91546","metadata":{"execution":{"iopub.execute_input":"2024-03-16T13:17:06.782406Z","iopub.status.busy":"2024-03-16T13:17:06.781983Z","iopub.status.idle":"2024-03-16T13:17:06.88994Z","shell.execute_reply":"2024-03-16T13:17:06.888857Z"},"papermill":{"duration":0.140718,"end_time":"2024-03-16T13:17:06.892268","exception":false,"start_time":"2024-03-16T13:17:06.75155","status":"completed"},"tags":[]},"outputs":[{"data":{"text/html":["<div>\n","<style scoped>\n","    .dataframe tbody tr th:only-of-type {\n","        vertical-align: middle;\n","    }\n","\n","    .dataframe tbody tr th {\n","        vertical-align: top;\n","    }\n","\n","    .dataframe thead th {\n","        text-align: right;\n","    }\n","</style>\n","<table border=\"1\" class=\"dataframe\">\n","  <thead>\n","    <tr style=\"text-align: right;\">\n","      <th></th>\n","      <th>recency</th>\n","      <th>frequency</th>\n","      <th>monetary</th>\n","      <th>segment</th>\n","    </tr>\n","    <tr>\n","      <th>Customer ID</th>\n","      <th></th>\n","      <th></th>\n","      <th></th>\n","      <th></th>\n","    </tr>\n","  </thead>\n","  <tbody>\n","    <tr>\n","      <th>12346</th>\n","      <td>165</td>\n","      <td>11</td>\n","      <td>372.860</td>\n","      <td>cant_loose</td>\n","    </tr>\n","    <tr>\n","      <th>12347</th>\n","      <td>3</td>\n","      <td>2</td>\n","      <td>1323.320</td>\n","      <td>potential_loyalists</td>\n","    </tr>\n","    <tr>\n","      <th>12348</th>\n","      <td>74</td>\n","      <td>1</td>\n","      <td>222.160</td>\n","      <td>hibernating</td>\n","    </tr>\n","    <tr>\n","      <th>12349</th>\n","      <td>43</td>\n","      <td>3</td>\n","      <td>2671.140</td>\n","      <td>need_attention</td>\n","    </tr>\n","    <tr>\n","      <th>12351</th>\n","      <td>11</td>\n","      <td>1</td>\n","      <td>300.930</td>\n","      <td>new_customers</td>\n","    </tr>\n","  </tbody>\n","</table>\n","</div>"],"text/plain":["             recency  frequency  monetary              segment\n","Customer ID                                                   \n","12346            165         11   372.860           cant_loose\n","12347              3          2  1323.320  potential_loyalists\n","12348             74          1   222.160          hibernating\n","12349             43          3  2671.140       need_attention\n","12351             11          1   300.930        new_customers"]},"execution_count":39,"metadata":{},"output_type":"execute_result"}],"source":["# Mapping of segments to their corresponding customer segments\n","seg_map = {\n","r'[1-2][1-2]': 'hibernating',\n","r'[1-2][3-4]': 'at_risk',\n","r'[1-2]5': 'cant_loose',\n","r'3[1-2]': 'about_to_sleep',\n","r'33': 'need_attention',\n","r'[3-4][4-5]': 'loyal_customers',\n","r'41': 'promising',\n","r'51': 'new_customers',\n","r'[4-5][2-3]': 'potential_loyalists',\n","r'5[4-5]': 'champions'\n","    }\n","\n","# Map RFM segments to corresponding customer segments using predefined seg_map\n","df_rfm['segment'] = df_rfm['segment'].replace(seg_map, regex=True)\n","\n","# Keep only relevant columns and return the resulting dataframe\n","df_rfm = df_rfm[[\"recency\", \"frequency\", \"monetary\", \"segment\"]]\n","\n","df_rfm.index = df_rfm.index.astype(int)  # Convert index to integer\n","df_rfm.head()"]},{"cell_type":"markdown","id":"8eedfcb8","metadata":{"papermill":{"duration":0.029283,"end_time":"2024-03-16T13:17:06.95132","exception":false,"start_time":"2024-03-16T13:17:06.922037","status":"completed"},"tags":[]},"source":["After calculating the RFM metrics, we proceed to segment the customers. But why do we do this? The purpose is to uncover insights into our customer base, addressing questions such as:\n","\n","- Who are our most profitable customers?\n","- What aspects of our products or services do they value the most?\n","- Who are our new customers, and how do we engage them effectively?\n","- How can we attract new customers to our company?\n","\n","\n","The answers to these questions lie within segmentation. By segmenting our customers based on RFM scores, we gain a deeper understanding of their behavior and preferences.\n","\n","With refined RFM segmentation, we can tailor our approach to each segment, addressing their unique needs and preferences more effectively."]},{"cell_type":"markdown","id":"ad61091c","metadata":{"papermill":{"duration":0.02891,"end_time":"2024-03-16T13:17:07.009713","exception":false,"start_time":"2024-03-16T13:17:06.980803","status":"completed"},"tags":[]},"source":["<div style=\"color:white;display:fill;border-radius:8px;\n","            background-color:#2C3E50 ;font-size:120%;\n","            font-family:Helvetica;letter-spacing:0.5px\">\n","    <p style=\"padding: 8px;color:white;\"><b>5)  Detailed RFM segment analysis</b></p>\n","</div>"]},{"cell_type":"code","execution_count":40,"id":"136b61fd","metadata":{"execution":{"iopub.execute_input":"2024-03-16T13:17:07.070189Z","iopub.status.busy":"2024-03-16T13:17:07.069468Z","iopub.status.idle":"2024-03-16T13:17:07.193357Z","shell.execute_reply":"2024-03-16T13:17:07.192159Z"},"papermill":{"duration":0.157077,"end_time":"2024-03-16T13:17:07.195929","exception":false,"start_time":"2024-03-16T13:17:07.038852","status":"completed"},"tags":[]},"outputs":[{"data":{"text/html":["<div>                            <div id=\"63c96278-f2de-4f08-80b5-3e5f3ef1ef36\" class=\"plotly-graph-div\" style=\"height:525px; width:100%;\"></div>            <script type=\"text/javascript\">                require([\"plotly\"], function(Plotly) {                    window.PLOTLYENV=window.PLOTLYENV || {};                                    if (document.getElementById(\"63c96278-f2de-4f08-80b5-3e5f3ef1ef36\")) {                    Plotly.newPlot(                        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plot\n","fig.show()"]},{"cell_type":"code","execution_count":41,"id":"58f187ea","metadata":{"execution":{"iopub.execute_input":"2024-03-16T13:17:07.265895Z","iopub.status.busy":"2024-03-16T13:17:07.265031Z","iopub.status.idle":"2024-03-16T13:17:07.714057Z","shell.execute_reply":"2024-03-16T13:17:07.71287Z"},"papermill":{"duration":0.489295,"end_time":"2024-03-16T13:17:07.717363","exception":false,"start_time":"2024-03-16T13:17:07.228068","status":"completed"},"tags":[]},"outputs":[{"data":{"image/png":"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","text/plain":["<Figure size 1000x800 with 1 Axes>"]},"metadata":{},"output_type":"display_data"}],"source":["plt.figure(figsize = (10, 8), )\n","explode = (0.1, 0, 0, 0, 0, 0, 0, 0, 0, 0)\n","\n","segments.plot(kind = 'pie',\n","            color=segments.index,\n","            explode = explode,\n","            autopct = '%1.2f%%')\n","plt.axis('equal')\n","plt.legend(labels = segments.index, loc = \"best\")\n","plt.show()"]},{"cell_type":"code","execution_count":42,"id":"77d2f7f6","metadata":{"execution":{"iopub.execute_input":"2024-03-16T13:17:07.78251Z","iopub.status.busy":"2024-03-16T13:17:07.782086Z","iopub.status.idle":"2024-03-16T13:17:08.607828Z","shell.execute_reply":"2024-03-16T13:17:08.606771Z"},"papermill":{"duration":0.861759,"end_time":"2024-03-16T13:17:08.610708","exception":false,"start_time":"2024-03-16T13:17:07.748949","status":"completed"},"tags":[]},"outputs":[{"data":{"image/png":"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","text/plain":["<Figure size 1500x700 with 1 Axes>"]},"metadata":{},"output_type":"display_data"}],"source":["# Set style\n","sns.set_style(\"darkgrid\")\n","\n","# Set color palette\n","colors = sns.color_palette(\"dark\")\n","\n","# Create the plot\n","plt.figure(figsize=(15, 7))\n","sns.barplot(x=\"segment\", y=\"frequency\", data=df_rfm, palette=colors)\n","plt.title(\"Customer Segments by Frequency\", color='black', fontsize=16, fontweight='bold')\n","plt.xlabel(\"Segment\", color='black', fontsize=14)\n","plt.ylabel(\"Frequency\", color='black', fontsize=14)\n","plt.xticks(rotation=45, color='black', fontsize=12)\n","plt.yticks(color='black', fontsize=12)\n","plt.show()"]},{"cell_type":"code","execution_count":43,"id":"c8586ec6","metadata":{"execution":{"iopub.execute_input":"2024-03-16T13:17:08.678173Z","iopub.status.busy":"2024-03-16T13:17:08.677762Z","iopub.status.idle":"2024-03-16T13:17:08.702832Z","shell.execute_reply":"2024-03-16T13:17:08.701693Z"},"papermill":{"duration":0.061895,"end_time":"2024-03-16T13:17:08.705415","exception":false,"start_time":"2024-03-16T13:17:08.64352","status":"completed"},"tags":[]},"outputs":[{"data":{"text/html":["<div>\n","<style scoped>\n","    .dataframe tbody tr th:only-of-type {\n","        vertical-align: middle;\n","    }\n","\n","    .dataframe tbody tr th {\n","        vertical-align: top;\n","    }\n","\n","    .dataframe thead tr th {\n","        text-align: left;\n","    }\n","\n","    .dataframe thead tr:last-of-type th {\n","        text-align: right;\n","    }\n","</style>\n","<table border=\"1\" class=\"dataframe\">\n","  <thead>\n","    <tr>\n","      <th></th>\n","      <th colspan=\"3\" halign=\"left\">recency</th>\n","      <th colspan=\"3\" halign=\"left\">frequency</th>\n","      <th colspan=\"3\" halign=\"left\">monetary</th>\n","    </tr>\n","    <tr>\n","      <th></th>\n","      <th>mean</th>\n","      <th>count</th>\n","      <th>sum</th>\n","      <th>mean</th>\n","      <th>count</th>\n","      <th>sum</th>\n","      <th>mean</th>\n","      <th>count</th>\n","      <th>sum</th>\n","    </tr>\n","    <tr>\n","      <th>segment</th>\n","      <th></th>\n","      <th></th>\n","      <th></th>\n","      <th></th>\n","      <th></th>\n","      <th></th>\n","      <th></th>\n","      <th></th>\n","      <th></th>\n","    </tr>\n","  </thead>\n","  <tbody>\n","    <tr>\n","      <th>about_to_sleep</th>\n","      <td>53.819</td>\n","      <td>343</td>\n","      <td>18460</td>\n","      <td>1.201</td>\n","      <td>343</td>\n","      <td>412</td>\n","      <td>441.320</td>\n","      <td>343</td>\n","      <td>151372.760</td>\n","    </tr>\n","    <tr>\n","      <th>at_risk</th>\n","      <td>152.159</td>\n","      <td>611</td>\n","      <td>92969</td>\n","      <td>3.074</td>\n","      <td>611</td>\n","      <td>1878</td>\n","      <td>1188.878</td>\n","      <td>611</td>\n","      <td>726404.651</td>\n","    </tr>\n","    <tr>\n","      <th>cant_loose</th>\n","      <td>124.117</td>\n","      <td>77</td>\n","      <td>9557</td>\n","      <td>9.117</td>\n","      <td>77</td>\n","      <td>702</td>\n","      <td>4099.450</td>\n","      <td>77</td>\n","      <td>315657.650</td>\n","    </tr>\n","    <tr>\n","      <th>champions</th>\n","      <td>7.119</td>\n","      <td>663</td>\n","      <td>4720</td>\n","      <td>12.554</td>\n","      <td>663</td>\n","      <td>8323</td>\n","      <td>6852.264</td>\n","      <td>663</td>\n","      <td>4543051.143</td>\n","    </tr>\n","    <tr>\n","      <th>hibernating</th>\n","      <td>213.886</td>\n","      <td>1015</td>\n","      <td>217094</td>\n","      <td>1.126</td>\n","      <td>1015</td>\n","      <td>1143</td>\n","      <td>403.978</td>\n","      <td>1015</td>\n","      <td>410037.504</td>\n","    </tr>\n","    <tr>\n","      <th>loyal_customers</th>\n","      <td>36.287</td>\n","      <td>742</td>\n","      <td>26925</td>\n","      <td>6.830</td>\n","      <td>742</td>\n","      <td>5068</td>\n","      <td>2746.067</td>\n","      <td>742</td>\n","      <td>2037581.976</td>\n","    </tr>\n","    <tr>\n","      <th>need_attention</th>\n","      <td>53.266</td>\n","      <td>207</td>\n","      <td>11026</td>\n","      <td>2.449</td>\n","      <td>207</td>\n","      <td>507</td>\n","      <td>1060.357</td>\n","      <td>207</td>\n","      <td>219493.900</td>\n","    </tr>\n","    <tr>\n","      <th>new_customers</th>\n","      <td>8.580</td>\n","      <td>50</td>\n","      <td>429</td>\n","      <td>1.000</td>\n","      <td>50</td>\n","      <td>50</td>\n","      <td>386.199</td>\n","      <td>50</td>\n","      <td>19309.960</td>\n","    </tr>\n","    <tr>\n","      <th>potential_loyalists</th>\n","      <td>18.793</td>\n","      <td>517</td>\n","      <td>9716</td>\n","      <td>2.017</td>\n","      <td>517</td>\n","      <td>1043</td>\n","      <td>729.511</td>\n","      <td>517</td>\n","      <td>377157.180</td>\n","    </tr>\n","    <tr>\n","      <th>promising</th>\n","      <td>25.747</td>\n","      <td>87</td>\n","      <td>2240</td>\n","      <td>1.000</td>\n","      <td>87</td>\n","      <td>87</td>\n","      <td>367.087</td>\n","      <td>87</td>\n","      <td>31936.550</td>\n","    </tr>\n","  </tbody>\n","</table>\n","</div>"],"text/plain":["                    recency               frequency             monetary  \\\n","                       mean count     sum      mean count   sum     mean   \n","segment                                                                    \n","about_to_sleep       53.819   343   18460     1.201   343   412  441.320   \n","at_risk             152.159   611   92969     3.074   611  1878 1188.878   \n","cant_loose          124.117    77    9557     9.117    77   702 4099.450   \n","champions             7.119   663    4720    12.554   663  8323 6852.264   \n","hibernating         213.886  1015  217094     1.126  1015  1143  403.978   \n","loyal_customers      36.287   742   26925     6.830   742  5068 2746.067   \n","need_attention       53.266   207   11026     2.449   207   507 1060.357   \n","new_customers         8.580    50     429     1.000    50    50  386.199   \n","potential_loyalists  18.793   517    9716     2.017   517  1043  729.511   \n","promising            25.747    87    2240     1.000    87    87  367.087   \n","\n","                                       \n","                    count         sum  \n","segment                                \n","about_to_sleep        343  151372.760  \n","at_risk               611  726404.651  \n","cant_loose             77  315657.650  \n","champions             663 4543051.143  \n","hibernating          1015  410037.504  \n","loyal_customers       742 2037581.976  \n","need_attention        207  219493.900  \n","new_customers          50   19309.960  \n","potential_loyalists   517  377157.180  \n","promising              87   31936.550  "]},"execution_count":43,"metadata":{},"output_type":"execute_result"}],"source":["df_rfm[[\"segment\",\"recency\", \"frequency\", \"monetary\"]].groupby(\"segment\").agg([\"mean\", \"count\",\"sum\"])"]},{"cell_type":"markdown","id":"39aae66e","metadata":{"papermill":{"duration":0.032369,"end_time":"2024-03-16T13:17:08.770383","exception":false,"start_time":"2024-03-16T13:17:08.738014","status":"completed"},"tags":[]},"source":["### <b><span style='color:#F1C40F'>Customer Segmentation Analysis and Recommendations</span></b>\n","\n","\n","\n","### About to Sleep\n","- **Mean Recency:** 53.819 days (343 customers)\n","- **Mean Frequency:** 1.201 (412 purchases)\n","- **Mean Monetary Value:** $441.320 (Total: $151,372.760)\n","\n","**Recommendations:**\n","- Offer loyalty rewards or VIP programs to further incentivize their frequent purchases.\n","- Provide exclusive offers or early access to new products/services to maintain their engagement.\n","\n","### At Risk\n","- **Mean Recency:** 152.159 days (611 customers)\n","- **Mean Frequency:** 3.074 (1878 purchases)\n","- **Mean Monetary Value:** $1188.878 (Total: $726,404.651)\n","\n","**Recommendations:**\n","- Implement targeted re-engagement campaigns to remind them of your value proposition.\n","- Offer personalized discounts or promotions to encourage repeat purchases.\n","\n","### New Customers\n","- **Mean Recency:** 8.580 days (50 customers)\n","- **Mean Frequency:** 1.000 (50 purchases)\n","- **Mean Monetary Value:** $386.199 (Total: $19,309.960)\n","\n","**Recommendations:**\n","- Welcome them with a special discount or promotion for their next purchase to encourage repeat business.\n","- Implement an onboarding email series to introduce them to your products/services.\n","\n","### Potential Loyalists\n","- **Mean Recency:** 18.793 days (517 customers)\n","- **Mean Frequency:** 2.017 (1043 purchases)\n","- **Mean Monetary Value:** $729.511 (Total: $377,157.180)\n","\n","**Recommendations:**\n","- Offer incentives for increasing their frequency of purchases, such as referral bonuses or points-based rewards.\n","- Provide personalized product recommendations based on their past purchases to enhance their shopping experience.\n","\n","### Hibernating\n","- **Mean Recency:** 213.886 days (1015 customers)\n","- **Mean Frequency:** 1.126 (1143 purchases)\n","- **Mean Monetary Value:** $403.978 (Total: $410,037.504)\n","\n","**Recommendations:**\n","- Reach out with personalized win-back offers or discounts to encourage them to return.\n","- Conduct surveys or feedback sessions to understand why they stopped purchasing and address any concerns.\n","\n","These recommendations are tailored to each segment's behavior and value, aiming to optimize marketing strategies and improve customer retention and satisfaction.\n"]}],"metadata":{"kaggle":{"accelerator":"none","dataSources":[{"databundleVersionId":26502,"sourceId":3136,"sourceType":"competition"},{"datasetId":1985,"sourceId":3404,"sourceType":"datasetVersion"},{"datasetId":13996,"sourceId":18858,"sourceType":"datasetVersion"},{"datasetId":421200,"sourceId":804181,"sourceType":"datasetVersion"},{"datasetId":430934,"sourceId":821251,"sourceType":"datasetVersion"}],"dockerImageVersionId":30664,"isGpuEnabled":false,"isInternetEnabled":true,"language":"python","sourceType":"notebook"},"kernelspec":{"display_name":"Python 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