EDA RetailStore

{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Technical TASK 3 :- Exploratory Data Analysis - Retail\n",
    "In this task, we will perform ‘Exploratory Data Analysis’ on dataset ‘SampleSuperstore’. As a business manager, we will try to find out the weak areas where we can work to make more profit. Also, what all business problems can be derived by exploring the data.\n",
    "#### Task Completed for The Sparks Foundation Internship Program\n",
    "#### Data Science & Business Analytics Internship Task_3\n",
    "###  Author: KamelSenfro "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Step 0: Importing Libraries needed to perform task"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Importing all the libraries needed in this notebook\n",
    "import numpy as np\n",
    "import pandas as pd\n",
    "import seaborn as sns\n",
    "from plotnine import *\n",
    "import warnings\n",
    "warnings.filterwarnings('ignore')\n",
    "import matplotlib.pyplot as plt"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Step 1 : Reading the dataset"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "sample = pd.read_csv(\"SampleSuperstore.csv\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Ship Mode</th>\n",
       "      <th>Segment</th>\n",
       "      <th>Country</th>\n",
       "      <th>City</th>\n",
       "      <th>State</th>\n",
       "      <th>Postal Code</th>\n",
       "      <th>Region</th>\n",
       "      <th>Category</th>\n",
       "      <th>Sub-Category</th>\n",
       "      <th>Sales</th>\n",
       "      <th>Quantity</th>\n",
       "      <th>Discount</th>\n",
       "      <th>Profit</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>Second Class</td>\n",
       "      <td>Consumer</td>\n",
       "      <td>United States</td>\n",
       "      <td>Henderson</td>\n",
       "      <td>Kentucky</td>\n",
       "      <td>42420</td>\n",
       "      <td>South</td>\n",
       "      <td>Furniture</td>\n",
       "      <td>Bookcases</td>\n",
       "      <td>261.9600</td>\n",
       "      <td>2</td>\n",
       "      <td>0.00</td>\n",
       "      <td>41.9136</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>Second Class</td>\n",
       "      <td>Consumer</td>\n",
       "      <td>United States</td>\n",
       "      <td>Henderson</td>\n",
       "      <td>Kentucky</td>\n",
       "      <td>42420</td>\n",
       "      <td>South</td>\n",
       "      <td>Furniture</td>\n",
       "      <td>Chairs</td>\n",
       "      <td>731.9400</td>\n",
       "      <td>3</td>\n",
       "      <td>0.00</td>\n",
       "      <td>219.5820</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>Second Class</td>\n",
       "      <td>Corporate</td>\n",
       "      <td>United States</td>\n",
       "      <td>Los Angeles</td>\n",
       "      <td>California</td>\n",
       "      <td>90036</td>\n",
       "      <td>West</td>\n",
       "      <td>Office Supplies</td>\n",
       "      <td>Labels</td>\n",
       "      <td>14.6200</td>\n",
       "      <td>2</td>\n",
       "      <td>0.00</td>\n",
       "      <td>6.8714</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>Standard Class</td>\n",
       "      <td>Consumer</td>\n",
       "      <td>United States</td>\n",
       "      <td>Fort Lauderdale</td>\n",
       "      <td>Florida</td>\n",
       "      <td>33311</td>\n",
       "      <td>South</td>\n",
       "      <td>Furniture</td>\n",
       "      <td>Tables</td>\n",
       "      <td>957.5775</td>\n",
       "      <td>5</td>\n",
       "      <td>0.45</td>\n",
       "      <td>-383.0310</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>Standard Class</td>\n",
       "      <td>Consumer</td>\n",
       "      <td>United States</td>\n",
       "      <td>Fort Lauderdale</td>\n",
       "      <td>Florida</td>\n",
       "      <td>33311</td>\n",
       "      <td>South</td>\n",
       "      <td>Office Supplies</td>\n",
       "      <td>Storage</td>\n",
       "      <td>22.3680</td>\n",
       "      <td>2</td>\n",
       "      <td>0.20</td>\n",
       "      <td>2.5164</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "        Ship Mode    Segment        Country             City       State  \\\n",
       "0    Second Class   Consumer  United States        Henderson    Kentucky   \n",
       "1    Second Class   Consumer  United States        Henderson    Kentucky   \n",
       "2    Second Class  Corporate  United States      Los Angeles  California   \n",
       "3  Standard Class   Consumer  United States  Fort Lauderdale     Florida   \n",
       "4  Standard Class   Consumer  United States  Fort Lauderdale     Florida   \n",
       "\n",
       "   Postal Code Region         Category Sub-Category     Sales  Quantity  \\\n",
       "0        42420  South        Furniture    Bookcases  261.9600         2   \n",
       "1        42420  South        Furniture       Chairs  731.9400         3   \n",
       "2        90036   West  Office Supplies       Labels   14.6200         2   \n",
       "3        33311  South        Furniture       Tables  957.5775         5   \n",
       "4        33311  South  Office Supplies      Storage   22.3680         2   \n",
       "\n",
       "   Discount    Profit  \n",
       "0      0.00   41.9136  \n",
       "1      0.00  219.5820  \n",
       "2      0.00    6.8714  \n",
       "3      0.45 -383.0310  \n",
       "4      0.20    2.5164  "
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "sample.head() # loads the first five rows of the dataset"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Ship Mode</th>\n",
       "      <th>Segment</th>\n",
       "      <th>Country</th>\n",
       "      <th>City</th>\n",
       "      <th>State</th>\n",
       "      <th>Postal Code</th>\n",
       "      <th>Region</th>\n",
       "      <th>Category</th>\n",
       "      <th>Sub-Category</th>\n",
       "      <th>Sales</th>\n",
       "      <th>Quantity</th>\n",
       "      <th>Discount</th>\n",
       "      <th>Profit</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>9989</th>\n",
       "      <td>Second Class</td>\n",
       "      <td>Consumer</td>\n",
       "      <td>United States</td>\n",
       "      <td>Miami</td>\n",
       "      <td>Florida</td>\n",
       "      <td>33180</td>\n",
       "      <td>South</td>\n",
       "      <td>Furniture</td>\n",
       "      <td>Furnishings</td>\n",
       "      <td>25.248</td>\n",
       "      <td>3</td>\n",
       "      <td>0.2</td>\n",
       "      <td>4.1028</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9990</th>\n",
       "      <td>Standard Class</td>\n",
       "      <td>Consumer</td>\n",
       "      <td>United States</td>\n",
       "      <td>Costa Mesa</td>\n",
       "      <td>California</td>\n",
       "      <td>92627</td>\n",
       "      <td>West</td>\n",
       "      <td>Furniture</td>\n",
       "      <td>Furnishings</td>\n",
       "      <td>91.960</td>\n",
       "      <td>2</td>\n",
       "      <td>0.0</td>\n",
       "      <td>15.6332</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9991</th>\n",
       "      <td>Standard Class</td>\n",
       "      <td>Consumer</td>\n",
       "      <td>United States</td>\n",
       "      <td>Costa Mesa</td>\n",
       "      <td>California</td>\n",
       "      <td>92627</td>\n",
       "      <td>West</td>\n",
       "      <td>Technology</td>\n",
       "      <td>Phones</td>\n",
       "      <td>258.576</td>\n",
       "      <td>2</td>\n",
       "      <td>0.2</td>\n",
       "      <td>19.3932</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9992</th>\n",
       "      <td>Standard Class</td>\n",
       "      <td>Consumer</td>\n",
       "      <td>United States</td>\n",
       "      <td>Costa Mesa</td>\n",
       "      <td>California</td>\n",
       "      <td>92627</td>\n",
       "      <td>West</td>\n",
       "      <td>Office Supplies</td>\n",
       "      <td>Paper</td>\n",
       "      <td>29.600</td>\n",
       "      <td>4</td>\n",
       "      <td>0.0</td>\n",
       "      <td>13.3200</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9993</th>\n",
       "      <td>Second Class</td>\n",
       "      <td>Consumer</td>\n",
       "      <td>United States</td>\n",
       "      <td>Westminster</td>\n",
       "      <td>California</td>\n",
       "      <td>92683</td>\n",
       "      <td>West</td>\n",
       "      <td>Office Supplies</td>\n",
       "      <td>Appliances</td>\n",
       "      <td>243.160</td>\n",
       "      <td>2</td>\n",
       "      <td>0.0</td>\n",
       "      <td>72.9480</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "           Ship Mode   Segment        Country         City       State  \\\n",
       "9989    Second Class  Consumer  United States        Miami     Florida   \n",
       "9990  Standard Class  Consumer  United States   Costa Mesa  California   \n",
       "9991  Standard Class  Consumer  United States   Costa Mesa  California   \n",
       "9992  Standard Class  Consumer  United States   Costa Mesa  California   \n",
       "9993    Second Class  Consumer  United States  Westminster  California   \n",
       "\n",
       "      Postal Code Region         Category Sub-Category    Sales  Quantity  \\\n",
       "9989        33180  South        Furniture  Furnishings   25.248         3   \n",
       "9990        92627   West        Furniture  Furnishings   91.960         2   \n",
       "9991        92627   West       Technology       Phones  258.576         2   \n",
       "9992        92627   West  Office Supplies        Paper   29.600         4   \n",
       "9993        92683   West  Office Supplies   Appliances  243.160         2   \n",
       "\n",
       "      Discount   Profit  \n",
       "9989       0.2   4.1028  \n",
       "9990       0.0  15.6332  \n",
       "9991       0.2  19.3932  \n",
       "9992       0.0  13.3200  \n",
       "9993       0.0  72.9480  "
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "sample.tail() # loads the last five rows of the dataset"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(9994, 13)"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "sample.shape # Number of elements in each dimension of an array"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Step 2 : Checking for the data's information, i.e type"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<class 'pandas.core.frame.DataFrame'>\n",
      "RangeIndex: 9994 entries, 0 to 9993\n",
      "Data columns (total 13 columns):\n",
      " #   Column        Non-Null Count  Dtype  \n",
      "---  ------        --------------  -----  \n",
      " 0   Ship Mode     9994 non-null   object \n",
      " 1   Segment       9994 non-null   object \n",
      " 2   Country       9994 non-null   object \n",
      " 3   City          9994 non-null   object \n",
      " 4   State         9994 non-null   object \n",
      " 5   Postal Code   9994 non-null   int64  \n",
      " 6   Region        9994 non-null   object \n",
      " 7   Category      9994 non-null   object \n",
      " 8   Sub-Category  9994 non-null   object \n",
      " 9   Sales         9994 non-null   float64\n",
      " 10  Quantity      9994 non-null   int64  \n",
      " 11  Discount      9994 non-null   float64\n",
      " 12  Profit        9994 non-null   float64\n",
      "dtypes: float64(3), int64(2), object(8)\n",
      "memory usage: 1015.1+ KB\n"
     ]
    }
   ],
   "source": [
    "sample.info() # Returns the concise summary of the dataset"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "  <thead>\n",
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       "      <th></th>\n",
       "      <th>Postal Code</th>\n",
       "      <th>Sales</th>\n",
       "      <th>Quantity</th>\n",
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       "      <th>Profit</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>count</th>\n",
       "      <td>9994.000000</td>\n",
       "      <td>9994.000000</td>\n",
       "      <td>9994.000000</td>\n",
       "      <td>9994.000000</td>\n",
       "      <td>9994.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>mean</th>\n",
       "      <td>55190.379428</td>\n",
       "      <td>229.858001</td>\n",
       "      <td>3.789574</td>\n",
       "      <td>0.156203</td>\n",
       "      <td>28.656896</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>std</th>\n",
       "      <td>32063.693350</td>\n",
       "      <td>623.245101</td>\n",
       "      <td>2.225110</td>\n",
       "      <td>0.206452</td>\n",
       "      <td>234.260108</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>min</th>\n",
       "      <td>1040.000000</td>\n",
       "      <td>0.444000</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>-6599.978000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25%</th>\n",
       "      <td>23223.000000</td>\n",
       "      <td>17.280000</td>\n",
       "      <td>2.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>1.728750</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>50%</th>\n",
       "      <td>56430.500000</td>\n",
       "      <td>54.490000</td>\n",
       "      <td>3.000000</td>\n",
       "      <td>0.200000</td>\n",
       "      <td>8.666500</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>75%</th>\n",
       "      <td>90008.000000</td>\n",
       "      <td>209.940000</td>\n",
       "      <td>5.000000</td>\n",
       "      <td>0.200000</td>\n",
       "      <td>29.364000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>max</th>\n",
       "      <td>99301.000000</td>\n",
       "      <td>22638.480000</td>\n",
       "      <td>14.000000</td>\n",
       "      <td>0.800000</td>\n",
       "      <td>8399.976000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "        Postal Code         Sales     Quantity     Discount       Profit\n",
       "count   9994.000000   9994.000000  9994.000000  9994.000000  9994.000000\n",
       "mean   55190.379428    229.858001     3.789574     0.156203    28.656896\n",
       "std    32063.693350    623.245101     2.225110     0.206452   234.260108\n",
       "min     1040.000000      0.444000     1.000000     0.000000 -6599.978000\n",
       "25%    23223.000000     17.280000     2.000000     0.000000     1.728750\n",
       "50%    56430.500000     54.490000     3.000000     0.200000     8.666500\n",
       "75%    90008.000000    209.940000     5.000000     0.200000    29.364000\n",
       "max    99301.000000  22638.480000    14.000000     0.800000  8399.976000"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "sample.describe() # Gives the statistical data "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Ship Mode       0\n",
       "Segment         0\n",
       "Country         0\n",
       "City            0\n",
       "State           0\n",
       "Postal Code     0\n",
       "Region          0\n",
       "Category        0\n",
       "Sub-Category    0\n",
       "Sales           0\n",
       "Quantity        0\n",
       "Discount        0\n",
       "Profit          0\n",
       "dtype: int64"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "sample.isnull().sum() # Checks the missing values."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Step 3 : Checking for the duplicate data. If yes, then dropping those data."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "17"
      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "sample.duplicated().sum() # Checks the duplicated data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [
    {
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       "  <thead>\n",
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       "      <th></th>\n",
       "      <th>Ship Mode</th>\n",
       "      <th>Segment</th>\n",
       "      <th>Country</th>\n",
       "      <th>City</th>\n",
       "      <th>State</th>\n",
       "      <th>Postal Code</th>\n",
       "      <th>Region</th>\n",
       "      <th>Category</th>\n",
       "      <th>Sub-Category</th>\n",
       "      <th>Sales</th>\n",
       "      <th>Quantity</th>\n",
       "      <th>Discount</th>\n",
       "      <th>Profit</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>Second Class</td>\n",
       "      <td>Consumer</td>\n",
       "      <td>United States</td>\n",
       "      <td>Henderson</td>\n",
       "      <td>Kentucky</td>\n",
       "      <td>42420</td>\n",
       "      <td>South</td>\n",
       "      <td>Furniture</td>\n",
       "      <td>Bookcases</td>\n",
       "      <td>261.9600</td>\n",
       "      <td>2</td>\n",
       "      <td>0.00</td>\n",
       "      <td>41.9136</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>Second Class</td>\n",
       "      <td>Consumer</td>\n",
       "      <td>United States</td>\n",
       "      <td>Henderson</td>\n",
       "      <td>Kentucky</td>\n",
       "      <td>42420</td>\n",
       "      <td>South</td>\n",
       "      <td>Furniture</td>\n",
       "      <td>Chairs</td>\n",
       "      <td>731.9400</td>\n",
       "      <td>3</td>\n",
       "      <td>0.00</td>\n",
       "      <td>219.5820</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>Second Class</td>\n",
       "      <td>Corporate</td>\n",
       "      <td>United States</td>\n",
       "      <td>Los Angeles</td>\n",
       "      <td>California</td>\n",
       "      <td>90036</td>\n",
       "      <td>West</td>\n",
       "      <td>Office Supplies</td>\n",
       "      <td>Labels</td>\n",
       "      <td>14.6200</td>\n",
       "      <td>2</td>\n",
       "      <td>0.00</td>\n",
       "      <td>6.8714</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>Standard Class</td>\n",
       "      <td>Consumer</td>\n",
       "      <td>United States</td>\n",
       "      <td>Fort Lauderdale</td>\n",
       "      <td>Florida</td>\n",
       "      <td>33311</td>\n",
       "      <td>South</td>\n",
       "      <td>Furniture</td>\n",
       "      <td>Tables</td>\n",
       "      <td>957.5775</td>\n",
       "      <td>5</td>\n",
       "      <td>0.45</td>\n",
       "      <td>-383.0310</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>Standard Class</td>\n",
       "      <td>Consumer</td>\n",
       "      <td>United States</td>\n",
       "      <td>Fort Lauderdale</td>\n",
       "      <td>Florida</td>\n",
       "      <td>33311</td>\n",
       "      <td>South</td>\n",
       "      <td>Office Supplies</td>\n",
       "      <td>Storage</td>\n",
       "      <td>22.3680</td>\n",
       "      <td>2</td>\n",
       "      <td>0.20</td>\n",
       "      <td>2.5164</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9989</th>\n",
       "      <td>Second Class</td>\n",
       "      <td>Consumer</td>\n",
       "      <td>United States</td>\n",
       "      <td>Miami</td>\n",
       "      <td>Florida</td>\n",
       "      <td>33180</td>\n",
       "      <td>South</td>\n",
       "      <td>Furniture</td>\n",
       "      <td>Furnishings</td>\n",
       "      <td>25.2480</td>\n",
       "      <td>3</td>\n",
       "      <td>0.20</td>\n",
       "      <td>4.1028</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9990</th>\n",
       "      <td>Standard Class</td>\n",
       "      <td>Consumer</td>\n",
       "      <td>United States</td>\n",
       "      <td>Costa Mesa</td>\n",
       "      <td>California</td>\n",
       "      <td>92627</td>\n",
       "      <td>West</td>\n",
       "      <td>Furniture</td>\n",
       "      <td>Furnishings</td>\n",
       "      <td>91.9600</td>\n",
       "      <td>2</td>\n",
       "      <td>0.00</td>\n",
       "      <td>15.6332</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9991</th>\n",
       "      <td>Standard Class</td>\n",
       "      <td>Consumer</td>\n",
       "      <td>United States</td>\n",
       "      <td>Costa Mesa</td>\n",
       "      <td>California</td>\n",
       "      <td>92627</td>\n",
       "      <td>West</td>\n",
       "      <td>Technology</td>\n",
       "      <td>Phones</td>\n",
       "      <td>258.5760</td>\n",
       "      <td>2</td>\n",
       "      <td>0.20</td>\n",
       "      <td>19.3932</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9992</th>\n",
       "      <td>Standard Class</td>\n",
       "      <td>Consumer</td>\n",
       "      <td>United States</td>\n",
       "      <td>Costa Mesa</td>\n",
       "      <td>California</td>\n",
       "      <td>92627</td>\n",
       "      <td>West</td>\n",
       "      <td>Office Supplies</td>\n",
       "      <td>Paper</td>\n",
       "      <td>29.6000</td>\n",
       "      <td>4</td>\n",
       "      <td>0.00</td>\n",
       "      <td>13.3200</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9993</th>\n",
       "      <td>Second Class</td>\n",
       "      <td>Consumer</td>\n",
       "      <td>United States</td>\n",
       "      <td>Westminster</td>\n",
       "      <td>California</td>\n",
       "      <td>92683</td>\n",
       "      <td>West</td>\n",
       "      <td>Office Supplies</td>\n",
       "      <td>Appliances</td>\n",
       "      <td>243.1600</td>\n",
       "      <td>2</td>\n",
       "      <td>0.00</td>\n",
       "      <td>72.9480</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>9977 rows × 13 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "           Ship Mode    Segment        Country             City       State  \\\n",
       "0       Second Class   Consumer  United States        Henderson    Kentucky   \n",
       "1       Second Class   Consumer  United States        Henderson    Kentucky   \n",
       "2       Second Class  Corporate  United States      Los Angeles  California   \n",
       "3     Standard Class   Consumer  United States  Fort Lauderdale     Florida   \n",
       "4     Standard Class   Consumer  United States  Fort Lauderdale     Florida   \n",
       "...              ...        ...            ...              ...         ...   \n",
       "9989    Second Class   Consumer  United States            Miami     Florida   \n",
       "9990  Standard Class   Consumer  United States       Costa Mesa  California   \n",
       "9991  Standard Class   Consumer  United States       Costa Mesa  California   \n",
       "9992  Standard Class   Consumer  United States       Costa Mesa  California   \n",
       "9993    Second Class   Consumer  United States      Westminster  California   \n",
       "\n",
       "      Postal Code Region         Category Sub-Category     Sales  Quantity  \\\n",
       "0           42420  South        Furniture    Bookcases  261.9600         2   \n",
       "1           42420  South        Furniture       Chairs  731.9400         3   \n",
       "2           90036   West  Office Supplies       Labels   14.6200         2   \n",
       "3           33311  South        Furniture       Tables  957.5775         5   \n",
       "4           33311  South  Office Supplies      Storage   22.3680         2   \n",
       "...           ...    ...              ...          ...       ...       ...   \n",
       "9989        33180  South        Furniture  Furnishings   25.2480         3   \n",
       "9990        92627   West        Furniture  Furnishings   91.9600         2   \n",
       "9991        92627   West       Technology       Phones  258.5760         2   \n",
       "9992        92627   West  Office Supplies        Paper   29.6000         4   \n",
       "9993        92683   West  Office Supplies   Appliances  243.1600         2   \n",
       "\n",
       "      Discount    Profit  \n",
       "0         0.00   41.9136  \n",
       "1         0.00  219.5820  \n",
       "2         0.00    6.8714  \n",
       "3         0.45 -383.0310  \n",
       "4         0.20    2.5164  \n",
       "...        ...       ...  \n",
       "9989      0.20    4.1028  \n",
       "9990      0.00   15.6332  \n",
       "9991      0.20   19.3932  \n",
       "9992      0.00   13.3200  \n",
       "9993      0.00   72.9480  \n",
       "\n",
       "[9977 rows x 13 columns]"
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "sample.drop_duplicates() # drop the duplicated data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Ship Mode          4\n",
       "Segment            3\n",
       "Country            1\n",
       "City             531\n",
       "State             49\n",
       "Postal Code      631\n",
       "Region             4\n",
       "Category           3\n",
       "Sub-Category      17\n",
       "Sales           5825\n",
       "Quantity          14\n",
       "Discount          12\n",
       "Profit          7287\n",
       "dtype: int64"
      ]
     },
     "execution_count": 17,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "sample.nunique() # Displays the unique data now"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Step 4 : Dropping irrelevant columns"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
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       "\n",
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       "    }\n",
       "\n",
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       "        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>Ship Mode</th>\n",
       "      <th>Segment</th>\n",
       "      <th>Country</th>\n",
       "      <th>City</th>\n",
       "      <th>State</th>\n",
       "      <th>Region</th>\n",
       "      <th>Category</th>\n",
       "      <th>Sub-Category</th>\n",
       "      <th>Sales</th>\n",
       "      <th>Quantity</th>\n",
       "      <th>Discount</th>\n",
       "      <th>Profit</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>Second Class</td>\n",
       "      <td>Consumer</td>\n",
       "      <td>United States</td>\n",
       "      <td>Henderson</td>\n",
       "      <td>Kentucky</td>\n",
       "      <td>South</td>\n",
       "      <td>Furniture</td>\n",
       "      <td>Bookcases</td>\n",
       "      <td>261.9600</td>\n",
       "      <td>2</td>\n",
       "      <td>0.00</td>\n",
       "      <td>41.9136</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>Second Class</td>\n",
       "      <td>Consumer</td>\n",
       "      <td>United States</td>\n",
       "      <td>Henderson</td>\n",
       "      <td>Kentucky</td>\n",
       "      <td>South</td>\n",
       "      <td>Furniture</td>\n",
       "      <td>Chairs</td>\n",
       "      <td>731.9400</td>\n",
       "      <td>3</td>\n",
       "      <td>0.00</td>\n",
       "      <td>219.5820</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>Second Class</td>\n",
       "      <td>Corporate</td>\n",
       "      <td>United States</td>\n",
       "      <td>Los Angeles</td>\n",
       "      <td>California</td>\n",
       "      <td>West</td>\n",
       "      <td>Office Supplies</td>\n",
       "      <td>Labels</td>\n",
       "      <td>14.6200</td>\n",
       "      <td>2</td>\n",
       "      <td>0.00</td>\n",
       "      <td>6.8714</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>Standard Class</td>\n",
       "      <td>Consumer</td>\n",
       "      <td>United States</td>\n",
       "      <td>Fort Lauderdale</td>\n",
       "      <td>Florida</td>\n",
       "      <td>South</td>\n",
       "      <td>Furniture</td>\n",
       "      <td>Tables</td>\n",
       "      <td>957.5775</td>\n",
       "      <td>5</td>\n",
       "      <td>0.45</td>\n",
       "      <td>-383.0310</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>Standard Class</td>\n",
       "      <td>Consumer</td>\n",
       "      <td>United States</td>\n",
       "      <td>Fort Lauderdale</td>\n",
       "      <td>Florida</td>\n",
       "      <td>South</td>\n",
       "      <td>Office Supplies</td>\n",
       "      <td>Storage</td>\n",
       "      <td>22.3680</td>\n",
       "      <td>2</td>\n",
       "      <td>0.20</td>\n",
       "      <td>2.5164</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9989</th>\n",
       "      <td>Second Class</td>\n",
       "      <td>Consumer</td>\n",
       "      <td>United States</td>\n",
       "      <td>Miami</td>\n",
       "      <td>Florida</td>\n",
       "      <td>South</td>\n",
       "      <td>Furniture</td>\n",
       "      <td>Furnishings</td>\n",
       "      <td>25.2480</td>\n",
       "      <td>3</td>\n",
       "      <td>0.20</td>\n",
       "      <td>4.1028</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9990</th>\n",
       "      <td>Standard Class</td>\n",
       "      <td>Consumer</td>\n",
       "      <td>United States</td>\n",
       "      <td>Costa Mesa</td>\n",
       "      <td>California</td>\n",
       "      <td>West</td>\n",
       "      <td>Furniture</td>\n",
       "      <td>Furnishings</td>\n",
       "      <td>91.9600</td>\n",
       "      <td>2</td>\n",
       "      <td>0.00</td>\n",
       "      <td>15.6332</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9991</th>\n",
       "      <td>Standard Class</td>\n",
       "      <td>Consumer</td>\n",
       "      <td>United States</td>\n",
       "      <td>Costa Mesa</td>\n",
       "      <td>California</td>\n",
       "      <td>West</td>\n",
       "      <td>Technology</td>\n",
       "      <td>Phones</td>\n",
       "      <td>258.5760</td>\n",
       "      <td>2</td>\n",
       "      <td>0.20</td>\n",
       "      <td>19.3932</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9992</th>\n",
       "      <td>Standard Class</td>\n",
       "      <td>Consumer</td>\n",
       "      <td>United States</td>\n",
       "      <td>Costa Mesa</td>\n",
       "      <td>California</td>\n",
       "      <td>West</td>\n",
       "      <td>Office Supplies</td>\n",
       "      <td>Paper</td>\n",
       "      <td>29.6000</td>\n",
       "      <td>4</td>\n",
       "      <td>0.00</td>\n",
       "      <td>13.3200</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9993</th>\n",
       "      <td>Second Class</td>\n",
       "      <td>Consumer</td>\n",
       "      <td>United States</td>\n",
       "      <td>Westminster</td>\n",
       "      <td>California</td>\n",
       "      <td>West</td>\n",
       "      <td>Office Supplies</td>\n",
       "      <td>Appliances</td>\n",
       "      <td>243.1600</td>\n",
       "      <td>2</td>\n",
       "      <td>0.00</td>\n",
       "      <td>72.9480</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>9994 rows × 12 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "           Ship Mode    Segment        Country             City       State  \\\n",
       "0       Second Class   Consumer  United States        Henderson    Kentucky   \n",
       "1       Second Class   Consumer  United States        Henderson    Kentucky   \n",
       "2       Second Class  Corporate  United States      Los Angeles  California   \n",
       "3     Standard Class   Consumer  United States  Fort Lauderdale     Florida   \n",
       "4     Standard Class   Consumer  United States  Fort Lauderdale     Florida   \n",
       "...              ...        ...            ...              ...         ...   \n",
       "9989    Second Class   Consumer  United States            Miami     Florida   \n",
       "9990  Standard Class   Consumer  United States       Costa Mesa  California   \n",
       "9991  Standard Class   Consumer  United States       Costa Mesa  California   \n",
       "9992  Standard Class   Consumer  United States       Costa Mesa  California   \n",
       "9993    Second Class   Consumer  United States      Westminster  California   \n",
       "\n",
       "     Region         Category Sub-Category     Sales  Quantity  Discount  \\\n",
       "0     South        Furniture    Bookcases  261.9600         2      0.00   \n",
       "1     South        Furniture       Chairs  731.9400         3      0.00   \n",
       "2      West  Office Supplies       Labels   14.6200         2      0.00   \n",
       "3     South        Furniture       Tables  957.5775         5      0.45   \n",
       "4     South  Office Supplies      Storage   22.3680         2      0.20   \n",
       "...     ...              ...          ...       ...       ...       ...   \n",
       "9989  South        Furniture  Furnishings   25.2480         3      0.20   \n",
       "9990   West        Furniture  Furnishings   91.9600         2      0.00   \n",
       "9991   West       Technology       Phones  258.5760         2      0.20   \n",
       "9992   West  Office Supplies        Paper   29.6000         4      0.00   \n",
       "9993   West  Office Supplies   Appliances  243.1600         2      0.00   \n",
       "\n",
       "        Profit  \n",
       "0      41.9136  \n",
       "1     219.5820  \n",
       "2       6.8714  \n",
       "3    -383.0310  \n",
       "4       2.5164  \n",
       "...        ...  \n",
       "9989    4.1028  \n",
       "9990   15.6332  \n",
       "9991   19.3932  \n",
       "9992   13.3200  \n",
       "9993   72.9480  \n",
       "\n",
       "[9994 rows x 12 columns]"
      ]
     },
     "execution_count": 22,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Deleting the column\n",
    "col = ['Postal Code']\n",
    "sample1 = sample.drop(columns=col,axis=1)\n",
    "sample1"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Step 5 : Checking statistical relation between the various rows & columns"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
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       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
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       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Sales</th>\n",
       "      <th>Quantity</th>\n",
       "      <th>Discount</th>\n",
       "      <th>Profit</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>Sales</th>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.200795</td>\n",
       "      <td>-0.028190</td>\n",
       "      <td>0.479064</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Quantity</th>\n",
       "      <td>0.200795</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.008623</td>\n",
       "      <td>0.066253</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Discount</th>\n",
       "      <td>-0.028190</td>\n",
       "      <td>0.008623</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>-0.219487</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Profit</th>\n",
       "      <td>0.479064</td>\n",
       "      <td>0.066253</td>\n",
       "      <td>-0.219487</td>\n",
       "      <td>1.000000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "             Sales  Quantity  Discount    Profit\n",
       "Sales     1.000000  0.200795 -0.028190  0.479064\n",
       "Quantity  0.200795  1.000000  0.008623  0.066253\n",
       "Discount -0.028190  0.008623  1.000000 -0.219487\n",
       "Profit    0.479064  0.066253 -0.219487  1.000000"
      ]
     },
     "execution_count": 19,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Correlation between variables\n",
    "sample1.corr()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Sales</th>\n",
       "      <th>Quantity</th>\n",
       "      <th>Discount</th>\n",
       "      <th>Profit</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>Sales</th>\n",
       "      <td>388434.455308</td>\n",
       "      <td>278.459923</td>\n",
       "      <td>-3.627228</td>\n",
       "      <td>69944.096586</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Quantity</th>\n",
       "      <td>278.459923</td>\n",
       "      <td>4.951113</td>\n",
       "      <td>0.003961</td>\n",
       "      <td>34.534769</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Discount</th>\n",
       "      <td>-3.627228</td>\n",
       "      <td>0.003961</td>\n",
       "      <td>0.042622</td>\n",
       "      <td>-10.615173</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Profit</th>\n",
       "      <td>69944.096586</td>\n",
       "      <td>34.534769</td>\n",
       "      <td>-10.615173</td>\n",
       "      <td>54877.798055</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                  Sales    Quantity   Discount        Profit\n",
       "Sales     388434.455308  278.459923  -3.627228  69944.096586\n",
       "Quantity     278.459923    4.951113   0.003961     34.534769\n",
       "Discount      -3.627228    0.003961   0.042622    -10.615173\n",
       "Profit     69944.096586   34.534769 -10.615173  54877.798055"
      ]
     },
     "execution_count": 20,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Covariance of columns \n",
    "sample1.cov()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Ship Mode</th>\n",
       "      <th>Segment</th>\n",
       "      <th>Country</th>\n",
       "      <th>City</th>\n",
       "      <th>State</th>\n",
       "      <th>Region</th>\n",
       "      <th>Category</th>\n",
       "      <th>Sub-Category</th>\n",
       "      <th>Sales</th>\n",
       "      <th>Quantity</th>\n",
       "      <th>Discount</th>\n",
       "      <th>Profit</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>Second Class</td>\n",
       "      <td>Consumer</td>\n",
       "      <td>United States</td>\n",
       "      <td>Henderson</td>\n",
       "      <td>Kentucky</td>\n",
       "      <td>South</td>\n",
       "      <td>Furniture</td>\n",
       "      <td>Bookcases</td>\n",
       "      <td>261.9600</td>\n",
       "      <td>2</td>\n",
       "      <td>0.00</td>\n",
       "      <td>41.9136</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>Second Class</td>\n",
       "      <td>Consumer</td>\n",
       "      <td>United States</td>\n",
       "      <td>Henderson</td>\n",
       "      <td>Kentucky</td>\n",
       "      <td>South</td>\n",
       "      <td>Furniture</td>\n",
       "      <td>Chairs</td>\n",
       "      <td>731.9400</td>\n",
       "      <td>3</td>\n",
       "      <td>0.00</td>\n",
       "      <td>219.5820</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>Second Class</td>\n",
       "      <td>Corporate</td>\n",
       "      <td>United States</td>\n",
       "      <td>Los Angeles</td>\n",
       "      <td>California</td>\n",
       "      <td>West</td>\n",
       "      <td>Office Supplies</td>\n",
       "      <td>Labels</td>\n",
       "      <td>14.6200</td>\n",
       "      <td>2</td>\n",
       "      <td>0.00</td>\n",
       "      <td>6.8714</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>Standard Class</td>\n",
       "      <td>Consumer</td>\n",
       "      <td>United States</td>\n",
       "      <td>Fort Lauderdale</td>\n",
       "      <td>Florida</td>\n",
       "      <td>South</td>\n",
       "      <td>Furniture</td>\n",
       "      <td>Tables</td>\n",
       "      <td>957.5775</td>\n",
       "      <td>5</td>\n",
       "      <td>0.45</td>\n",
       "      <td>-383.0310</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>Standard Class</td>\n",
       "      <td>Consumer</td>\n",
       "      <td>United States</td>\n",
       "      <td>Fort Lauderdale</td>\n",
       "      <td>Florida</td>\n",
       "      <td>South</td>\n",
       "      <td>Office Supplies</td>\n",
       "      <td>Storage</td>\n",
       "      <td>22.3680</td>\n",
       "      <td>2</td>\n",
       "      <td>0.20</td>\n",
       "      <td>2.5164</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "        Ship Mode    Segment        Country             City       State  \\\n",
       "0    Second Class   Consumer  United States        Henderson    Kentucky   \n",
       "1    Second Class   Consumer  United States        Henderson    Kentucky   \n",
       "2    Second Class  Corporate  United States      Los Angeles  California   \n",
       "3  Standard Class   Consumer  United States  Fort Lauderdale     Florida   \n",
       "4  Standard Class   Consumer  United States  Fort Lauderdale     Florida   \n",
       "\n",
       "  Region         Category Sub-Category     Sales  Quantity  Discount    Profit  \n",
       "0  South        Furniture    Bookcases  261.9600         2      0.00   41.9136  \n",
       "1  South        Furniture       Chairs  731.9400         3      0.00  219.5820  \n",
       "2   West  Office Supplies       Labels   14.6200         2      0.00    6.8714  \n",
       "3  South        Furniture       Tables  957.5775         5      0.45 -383.0310  \n",
       "4  South  Office Supplies      Storage   22.3680         2      0.20    2.5164  "
      ]
     },
     "execution_count": 21,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "sample1.head() # loads the first five rows"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Step 6: Data Visualization"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1152x576 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(16,8))\n",
    "plt.bar('Sub-Category','Category', data=sample1)\n",
    "plt.title('Category vs Sub Category')\n",
    "plt.xlabel('Sub-Catgory')\n",
    "plt.ylabel('Category')\n",
    "plt.xticks(rotation=45)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Sales</th>\n",
       "      <th>Quantity</th>\n",
       "      <th>Discount</th>\n",
       "      <th>Profit</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>Sales</th>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.200795</td>\n",
       "      <td>-0.028190</td>\n",
       "      <td>0.479064</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Quantity</th>\n",
       "      <td>0.200795</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.008623</td>\n",
       "      <td>0.066253</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Discount</th>\n",
       "      <td>-0.028190</td>\n",
       "      <td>0.008623</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>-0.219487</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Profit</th>\n",
       "      <td>0.479064</td>\n",
       "      <td>0.066253</td>\n",
       "      <td>-0.219487</td>\n",
       "      <td>1.000000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "             Sales  Quantity  Discount    Profit\n",
       "Sales     1.000000  0.200795 -0.028190  0.479064\n",
       "Quantity  0.200795  1.000000  0.008623  0.066253\n",
       "Discount -0.028190  0.008623  1.000000 -0.219487\n",
       "Profit    0.479064  0.066253 -0.219487  1.000000"
      ]
     },
     "execution_count": 24,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "sample1.corr() # Checking the correlation"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1440x1080 with 4 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "sample1.hist(bins=50,figsize=(20,15))\n",
    "plt.show();"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "So, the data here is not normal as revealed by this histogram graph."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "California              2001\n",
       "New York                1128\n",
       "Texas                    985\n",
       "Pennsylvania             587\n",
       "Washington               506\n",
       "Illinois                 492\n",
       "Ohio                     469\n",
       "Florida                  383\n",
       "Michigan                 255\n",
       "North Carolina           249\n",
       "Virginia                 224\n",
       "Arizona                  224\n",
       "Georgia                  184\n",
       "Tennessee                183\n",
       "Colorado                 182\n",
       "Indiana                  149\n",
       "Kentucky                 139\n",
       "Massachusetts            135\n",
       "New Jersey               130\n",
       "Oregon                   124\n",
       "Wisconsin                110\n",
       "Maryland                 105\n",
       "Delaware                  96\n",
       "Minnesota                 89\n",
       "Connecticut               82\n",
       "Missouri                  66\n",
       "Oklahoma                  66\n",
       "Alabama                   61\n",
       "Arkansas                  60\n",
       "Rhode Island              56\n",
       "Mississippi               53\n",
       "Utah                      53\n",
       "Louisiana                 42\n",
       "South Carolina            42\n",
       "Nevada                    39\n",
       "Nebraska                  38\n",
       "New Mexico                37\n",
       "Iowa                      30\n",
       "New Hampshire             27\n",
       "Kansas                    24\n",
       "Idaho                     21\n",
       "Montana                   15\n",
       "South Dakota              12\n",
       "Vermont                   11\n",
       "District of Columbia      10\n",
       "Maine                      8\n",
       "North Dakota               7\n",
       "West Virginia              4\n",
       "Wyoming                    1\n",
       "Name: State, dtype: int64"
      ]
     },
     "execution_count": 26,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Count the total repeatable states\n",
    "sample1['State'].value_counts()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x1080 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(15,15))\n",
    "sns.countplot(x=sample1['State'])\n",
    "plt.xticks(rotation=90)\n",
    "plt.title(\"STATE\")\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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tt9/m3LlzODk5ERISwowZMx7q/U2NGzfG3d2dyZMn/+HqREVJCb+IWKX+/fsTFhZmTo6rVq16yzWSb3b06FEKCgpYuXLlLVeEAP7wprQbif6NxP9elCtXrtCSoTdWlEhLS7PYvmHDBmbMmEF8fPxdLaVXrVq1e45HRMSaRUZGEhkZWaTHeFwq55Xwi4hVqlKlyj3PphQUFADQvXt3Bg0adF/HdXV1pXLlyhw5coTs7Ox7KuuxtbW9bdvN/9PYuHEjXbp0oVGjRnz88cf4+fmZZ/x79uxpPo+b3Wt5kYiIWA8l/CIi/6tq1aqYTCZycnIe6KvXV155hRkzZrBkyRJef/31hxjh75YtW0aJEiXYvXu3RSJ/5coVLl26dE9jPS5PGhaRhy/K1KZIxn21oPASmfJ404O3RET+l6enJx06dGDLli3s3Lnzln1u9RCb/zZ27FjKli3LW2+9ddunQx48ePC+v0q2tbXFxsam0Ez+1KlTbzm7fyc3alVv90RNERH589MMv4jITb744gsCAwNp27YtYWFhNGrUCJPJxIkTJ9iyZQuNGzdmyZIldxyjTJkybNmyhU6dOtGqVSs6dOhAq1atKFWqFCkpKezatYtt27aZV925V6+88gp///vfCQ4Opn///hiGwbZt2zh06BBeXl73NFatWrVwdXVl7ty5ODs74+HhQZkyZQo9LExERP68lPCLiNykfPny7N+/n48++oiNGzeyevVqHBwcKF++PEFBQQwYMOCuxmnQoAEJCQl88cUXbNq0ialTp5KVlUXp0qUJCAhg8eLFhIWF3VeM3bt3Jysri08++YTx48fj6upK27Zt2bNnD4GBgfc0lpOTE19++SV//etfGTlyJLm5uQQHByvhFxGxInrwloiIiIgVUg2/3KAafhERERGR/zJt2jT69+9f3GE8FJrhFxEREbFCxTHD/5e//IVt27Zx9uxZSpcuXSTHl3unGX4REREReWAXLlwgJiaGkiVLEh0dXdzhPJC8vLziDuGhUsIvIiIiIg9sxYoVPP3004waNYqoqCjz9oyMDIYOHUqFChVwd3cnKCiInJwcAI4cOUL79u3x8vLCy8uLESNGmPfbtm0bDRs2xMPDg4CAAPbs2WNuW7p0KU899ZT5YYc3jvfbb78REhKCu7s7np6edO7c2bzPvn37aNasGe7u7jzzzDNs3brV3Na/f3+GDBlCp06dcHFxYd26dURERNCzZ09zn9jYWIKCgihVqhQ1a9Zk/fr15ratW7eaVz0rV64c06ZNe4hX9sEp4RcRERGRBxYVFUVYWBi9e/dm//79HDx4EIB+/fpx/vx5/vWvf3Hx4kWmT5+OyWQiKyuL5557jhYtWnDq1ClOnTplTrB//vlnwsLC+PTTT7l48SJTp06lc+fOpKamcuXKFd544w1iYmK4fPkyP/30E40aNQJg8uTJtG3blkuXLpGcnMyYMWMAuHTpEu3atWPAgAGkpaXxwQcf0K1bN3777Tdz/CtXrmTUqFFcvnyZv/zlLxbndvbsWdq1a8eYMWNITU1lyZIlDBw4kEOHDgEwYMAA5s+fz+XLl0lMTOT5558v8ut9L5Twi4iIiMgDiYuLIzExkbCwMPz9/WnRogVRUVGcO3eOTZs2sWDBAry9vbG1taVFixY4Ojry9ddf4+7uzqRJk3BycsLJycm8tPD8+fMZOHAggYGBmEwmOnToQP369c2z8iaTiYSEBHJycvDx8aFu3boA2Nvbc+LECc6cOUOJEiUICgoCYMuWLVSqVIlBgwZhZ2dHhw4deP755/nyyy/N59CxY0datWqFjY0NTk5OFue3fPlynnvuOTp37oytrS1Nmzbl5ZdfZu3atebj/vrrr2RmZlKqVCnzHyCPCyX8IiIiIvJAoqKiCAwMpFKlSgD06dOHFStWcOLECdzd3fH29i60z8mTJ6lateotx0tKSmL27Nl4eHiYX3v37uXMmTOULFmSNWvWMH/+fMqWLUu7du1ISEgA4KOPPgKgadOm1KpVi/nz5wOQnJxM5cqVLY5RuXJlkpOTzZ/9/Pxue35JSUls2rTJIp7Vq1dz9uxZANatW0dMTAyVKlUiKCjIovzocaAHb4mIiIjIfcvNzWXVqlXk5ubi6+sLQH5+PmlpaRw7doyMjAxSU1MLPQncz8+P5cuX33JMPz8/xo8fT0RExC3bn3/+eZ5//nmuXr3KO++8w6uvvkpsbCy+vr4sWLAAgH/+85+0bt2aFi1aUL58eU6cOGExRlJSksVMvMl0+3lwPz8/evbsedsnrTdu3JiNGzeSn5/PF198QZcuXUhJSbnteI+aZvhFRERE5L7dSHQTEhI4cOAABw4cICEhgR49erBq1Speeuklhg4dSmpqKtevX+fHH38kNzeXjh07mmv6c3JyyMnJ4YcffgBg8ODBLFiwgB9++IGCggJycnLYuXMnp0+f5vz583z11VdcuXIFBwcHnJ2dsbW1BWDt2rWcPn0aADc3N2xsbLC1taV9+/YkJSWxdOlS8vPziYmJ4dtvv6V79+53dY69e/cmJiaGzZs3k5+fz7Vr1/jpp584dOgQ165dY+XKlWRkZGBnZ4eLi4s5nseFEn4RERERuW9RUVH06dMHf39/fH19za9Ro0YRExPDwoULcXd3p27dunh6ejJx4kQKCgpwcXFh+/bt7Nixg3LlyuHn52euiQ8ICGDp0qWMHTsWT09PKlWqRGRkJAUFBRQUFBAZGUm5cuUoXbo03333nXlWPy4ujqZNm+Li4kLHjh2ZMWMGNWvWpHTp0mzZsoU5c+bg6enJ+PHjWb16NdWqVburc6xQoQJbtmxh1qxZ+Pj4ULZsWSZMmEBubi7we42/v78/bm5ufP755xb3BjwO9OCtP6Hs7GwOHz5MjRo1cHZ2Lu5wRERE5DFUHA/ekseTZvj/hA4fPkzDhg05fPhwcYciIiIiIo85JfwiIiIiIlZMCb+IiIiIiBXTspxSLG63zJbIk0y/FyIiUhQ0wy8iIiIiYsWU8IuIiIiIWDGV9IiIiIhYIS2fKTdohv8BDBw4kPj4+Fu2nT9/nk6dOnHt2rVHHJWIiIiIyP/RDD9YPFb52rVr2Nramh+J3K1bt7t+7LKIiIjI4+LX4M5FMm6t3RuLZFwpOkr4gTVr1pjfjx07lhdffJE2bYrm6XQiIiIiIo+SEv47OHfuHJ9//jnHjx8HoH79+gwbNgwXFxdzn2PHjrFkyRJSUlKoV68eb7zxhkX7DdnZ2URFRREXF8f169dp3rw5r732Gg4ODmRmZjJr1iwOHTqEjY0NFSpU4P3338fe3v6RnauIiIiIWCfV8P+Brl27smTJEubOnUtaWhorVqywaN+xYweTJk1i8eLF5OXlsXDhwluO8+mnn5KXl8ecOXOYO3cuZ8+eZfXq1QBs2LABLy8vli9fzrJly+jfvz8mk/7TiIiIiMiDU1Z5B76+vjRo0AB7e3vc3d3p3LkziYmJFn06dOiAr68vzs7O9OnThz179lBQUGDRJz09nX379jF48GCcnZ1xcXGhe/fufP/99wDY2dlx8eJFLly4gJ2dHbVq1TLfQ3BDamoqhw8f5vDhw+ZvHERERERE/ohKeu4gPT2dhQsXkpiYSE5ODoZh4OTkZNHHy8vL/N7b25v8/HwyMjIs+ly4cIGCggIGDBhg3mYYhvkPg5dffplVq1YRERFBQUEBzz33HD169MDGxsbcf926deZvD7Kzsx/6uYqIiIg8jmxsbDh06BA1atRg6NCh+Pj48O677xZ3WH8qSvjvYNmyZRQUFPDZZ5/h5ubG3r17mTt3rkWf1NRU8/uUlBTs7Oxwc3Oz2O7t7Y2trS3Lli27ZV2+s7MzAwYMYMCAAZw8eZK//vWvVKlShcaNG5v7dO3aleDgYAASExPp1q3bwz5dERERkQfyl7/8hW3btnH27FlKly790MefN2/eQx/zSaCSnjvIycmhRIkSlCxZkrS0NDZuLLwM1datWzl37hzZ2dmsXLmSwMDAQuU4pUqVolGjRixcuJCsrCwMwyAlJcW8hn9sbCxnzpzBMAycnZ0xmUyFavi9vLyoUaMGNWrUwN/fv+hOWkREROQ+XLhwgZiYGEqWLEl0dHRxhyM3UcJ/B6GhoSQlJREaGsqUKVNo2rRpoT6tWrXi/fff57XXXsNkMjFo0KBbjjVy5EhsbW0JDw+nZ8+eREREcObMGQDOnDnD//zP/9CjRw/Gjh1L27ZtadiwYZGem4iIiMjDtGLFCp5++mlGjRpFVFSUeXtERARdunShd+/euLq6Urt2bXbv3m1uDwkJYcKECTRv3hxXV1fatGnDqVOnbnmM/v378/bbbwOQmZnJSy+9RJkyZShVqhTt27fn5MmTFuNOnjyZVq1a4erqSosWLThx4oS5/ciRI7Rv3x4vLy+8vLwYMWKEuW3btm00bNgQDw8PAgIC2LNnj7lt6dKlPPXUU7i6ulK5cmWLc31c2RiGYRR3EHJv9u/fT8OGDYmPjycgIKC4w7kvERERxR2CyGNHvxci8jA96gdv1a1bl9DQUEJDQ3nqqaf4+eefeeaZZ4iIiOC9994jKiqK0NBQVq5cSXh4OMePH6dUqVKEhIRw6NAhYmJiqFWrFuHh4Rw+fNj8R8HNNfz9+/fH19eX6dOnk56eznfffUf79u25fv06r732Gjk5OXz99dfA7wl/UlISW7dupWrVqvTq1QtnZ2eWLVtGVlYWNWvWZOjQoYwePRqA+Ph4AgMD+fnnn2ndujWbNm2iefPmxMTE0LdvX44cOYKTkxNly5YlNjaW6tWrc/78eS5cuEDdunWL5Fo/LJrhFxEREZEHEhcXR2JiImFhYfj7+9OiRQuLme969erRp08f7Ozs6NevH/7+/mzZssXc3rt3bwICAihRogQffvghe/bs4fTp03c8poeHB926dcPZ2RlXV1cmTZpk8c0B/P6NQK1atXBwcKBXr17s378fgK+//hp3d3cmTZqEk5MTTk5OBAYGAjB//nwGDhxIYGAgJpOJDh06UL9+fbZu3QqAyWQiISGBnJwcfHx8HvtkH5Twi4iIiMgDioqKIjAwkEqVKgHQp08fVqxYQV5eHgB+fn4W/StVqkRycrL5883tHh4euLm5WbTfSnZ2NkOGDKFSpUq4ubnRsmVLsrKyyM3NNffx9fU1v3d2diYrKwuAkydPUrVq1VuOm5SUxOzZs/Hw8DC/9u7dy5kzZyhZsiRr1qxh/vz5lC1blnbt2pGQkHA3l6hYKeEXERERkfuWm5vLqlWriI+Px9fXF19fXyZNmkRqaqq5vObm2vobn8uXL2/x+YaMjAwyMzMt2m8lMjKSX3/9lb1795KZmWmus7+banU/Pz/+85//3LZt/PjxpKenm19Xrlwx3zvw/PPP8+2333Lu3Dnq1avHq6+++ofHK25K+EVERETkvm3cuJH8/HwSEhI4cOAABw4cICEhgR49epjLen7++Weio6PJz89n+fLl/Oc//6F9+/bmMVauXMmBAwe4evUqb7/9Ni1atKBChQp3PO7ly5dxcnLCw8ODS5cuMXXq1LuOuWPHjly8eJHp06eTk5NDTk4OP/zwAwCDBw9mwYIF/PDDDxQUFJCTk8POnTs5ffo058+f56uvvuLKlSs4ODjg7OxcaHXGx5HW4ZdioZsTRURErENUVBR9+vQptGz4qFGjCAwMpHz58nTq1ImtW7cyZMgQKlasyIYNGyzW6e/fvz+vv/46v/zyC40bN2blypV/eNyRI0fSq1cvvL29KVeuHGPGjGHdunV3FbOLiwvbt29n5MiRfPjhh9jZ2dGrVy8CAwMJCAhg6dKljB07liNHjmBvb0+TJk2YO3cuBQUFREZG0qdPH2xsbKhbty4LFiy4twtWDLRKz5+QNazSIyIiIkXrUa/SczsREREcPnyYL7/88pbtISEh9OzZk6FDhz6M8OQWVNIjIiIiImLFVNIjIkWqKMq3VBImIiJy95Twi4iIiEiR+aNJml27dj2SOJ5kKukREREREbFiSvgfok6dOpmfCjd37lyio6OLOSIRERERedJZZUnPoUOHWLp0KSdOnACgbNmy9OrVi0aNGj2yGF5//fVHdiwRERERkduxuoQ/Owz9bTsAACAASURBVDubKVOmMHDgQEJCQsjPz+fo0aOYTPoyQ0RERJ4c97p8plgvq0v4k5OTuX79Om3atAHA1taWunXrAvCPf/yDmJgYZs6cae7ft29fxo0bR926dYmOjiYpKQlHR0f27duHl5cXw4YNo06dOgBMnDiR6tWrk5iYyIkTJ3j66acJDw/H29u7UByzZs2iVKlS9OvXD4D4+HhWrFjBuXPn8PHxYdCgQdSuXdsc15dffklmZiaurq707NmT5557rkivk4iIiIg8Gaxu2rt8+fLY29sTGRlJbGwsGRkZ97T/vn37CAgIIDo6mi5duvD++++TlZVlbv/uu+8YMmQIy5cvp2zZsnz88cd/OObx48f5+OOPGTRoECtXriQsLIxp06aRmZnJ1atXWbBgAe+88w6rV69mxowZVK1a9Z7PW0RERETkVqxuht/Z2Znp06ezfv165s2bR1paGrVr12bEiBF3tb+/vz+tWrUCoE2bNnz11VfExsaat4WEhFClShUA+vXrR1hYGKmpqXh5ed12zG3bttG2bVtq1aoFQOPGjfH39ycuLo7mzZtjMpk4efIk3t7elCpVilKlShUaIzU1ldTUVOD3PyBERERE7uTKm0VTLVDys++KZFwpOlaX8ANUrFiR8PBwAM6fP8/cuXP55JNPeOGFF/5w3/8uzylTpgwXL168ZbuLiwvOzs6kpaXdMeG/cOECv/zyC9988415W35+PvXr16dEiRKMHz+eDRs2MHv2bKpVq8Zrr71GpUqVLMZYt24dCxcuBH6/T0FERERE5G5YZcJ/Mx8fHzp27MjMmTMpUaIEubm55rb8/HyLch2AlJSUQp+bN29+y/YrV66QnZ2Np6fnHWPw9vamS5cu9OrV65btDRo0oEGDBly7do3o6Gg+/fTTQqVCXbt2JTg4GIDExES6det2x2OKiIiIiIAV1vCfPn2a9evXk5KSgmEYpKen8+2331K9enX8/f1JTk7m6NGj5OXlsXLlSgoKCiz2P378OLt37+b69evs3LmTc+fOWSznuXv3bo4dO8a1a9dYunQpNWvWvOPsPsALL7zAt99+y6+//kpBQQG5ubkcPHiQ1NRULl26xE8//cTVq1exs7PD0dHxlisKeXl5UaNGDWrUqIG/v//DuVgiIiIiYvWsbobfycmJ3377jc2bN3PlyhWcnZ2pW7cuw4YNo3Tp0oSFhTFlyhRsbW3p0aMHbm5uFvs3adKEuLg45s6di5eXFxMmTMDV1dXc3qZNG+bNm8eJEyeoWrUqY8aM+cOYqlSpQnh4OIsXLyY5ORk7Ozuefvpphg0bhmEYbNy4kU8++QQbGxsqVarE8OHDH/p1EREREZEnk9Ul/J6enowfP/627V27dqVr167mz+3bt7dot7e3v2MSX6ZMGfNSm//tq6++Mr8fOXKkRduNsp1b+eCDD257PBERERGRB2F1JT0iIiIiUjz+8pe/4OjoaLHgya0sWbKEZs2aPaKoRAm/iIiIiDywCxcuEBMTQ8mSJYmOjr5tv7y8vEcYlYAVlvQ8iNutonPDtGnTHlEkIiIiIn8uK1as4Omnn6Znz55ERUWZn4EUERHBwYMHcXNzY+PGjbz11lu8++675OXl4eLiAvy+jHrJkiWLM3yrphl+EREREXlgUVFRhIWF0bt3b/bv38/BgwfNbZs3b6Zdu3ZcvHiRkSNHMm/ePBo3bkxWVhZZWVlK9ouYEn4REREReSBxcXEkJiYSFhaGv78/LVq0ICoqytzesGFDevbsiclkwsnJqRgjfTKppEdEilRERERxhyAiIkUsKiqKwMBAKlWqBECfPn3461//ykcffQSAn59fcYb3xFPCLyIiIiL3LTc3l1WrVpGbm4uvry8A+fn5pKWl8fXXXwMUeqiojY3NI4/zSaaEX0Tuimbq5UHo50fEem3cuJH8/HwSEhIsynVGjhxJVFQUAQEBhfbx8fEhOTmZ3NxcHB0dH2W4TyQl/CIiIiJy36KioujTpw/+/v4W20eNGkVgYCDly5cvtE/r1q2pX78+ZcuWpaCggOTkZN24W4SU8IuIiIjIfdu2bdsttzdt2vS2a+47ODiwefPmogxLbqJVekRERERErJgSfhERERERK/ZElPQcOnSIpUuXcuLECQDKli1Lr169cHR0ZMaMGSxbtqyYIxQRERERKRpWn/BnZ2czZcoUBg4cSEhICPn5+Rw9ehSTyURBQcEDjZ2fn4+dndVfQhERERH5E7P6bDU5OZnr16/Tpk0bAGxtbalbty5Xr16ld+/e5OXl0b17dwAiIyOpUKEC69evJyYmhpycHGrXrs2wYcMoVaoUAJ06dWLw4MFs2bKFixcvsnr1atavX8+2bdvIyMjA09OT3r1707x5cwAKCgpYvnw527dvx8HBgdDQUGbPns3ChQvx8fEhLy+P6Oho9uzZQ05ODg0aNGDo0KG4uLgUzwUTEREREati9TX85cuXx97ensjISGJjY8nIyACgRIkSvPPOO7i7u7NmzRrWrFlDxYoV2bFjBzExMURERLB48WJKlizJzJkzLcb88ccf+eCDD8ylQD4+PnzwwQesWrWK0NBQPv74Y1JTUwHYvn07P/74I5GRkcyZM4f4+HiLsZYtW8axY8eYOXMmixcvxs7Ojvnz5z+CKyMiIiIiTwKrn+F3dnZm+vTprF+/nnnz5pGWlkbt2rUZMWLELfvv2rWLTp06UaFCBQAGDBhAWFgYqampeHl5AdC1a1c8PDzM+7Ro0cL8PigoiL///e8cPXoULy8vvv/+e1566SV8fHwACA0N5ccffwTAMAy++eYbIiMjzeOFhYUxZMgQRo4cia2trXnc1NRU8x8Rx48ff1iXR0RERKxUyc++K+4Q5DFh9Qk/QMWKFQkPDwfg/PnzzJ07l08++YQ+ffoU6puWlkaZMmXMn11cXHB2diYtLc2c8Ht7e1vss2PHDjZt2sSFCxcAyMnJITMzE4CLFy+a9wMs3mdkZHD16lXGjx9vMZ6NjQ3p6el4enqat61bt46FCxcCv9+XICIiIiJyN56IhP9mPj4+dOzYkZkzZ2JjY1Oo3dPTk5SUFPPnrKwssrOzLZJvk+n/KqEuXLjA559/zpQpU6hZsya2traEh4djGAYApUuXNs/MAxbv3dzccHBwYNasWeZvAG6na9euBAcHA5CYmEi3bt3u8cxFRERE5Elk9Qn/6dOn2bdvH0FBQXh5eZGRkcG3335L9erV8fDwICsri6ysLPNNssHBwaxZs4aGDRvi6elJVFQUtWvXtpiZv9nVq1cBcHd3B36f7T958qS5PSgoiE2bNtGkSRNcXV1ZvXq1uc1kMtGuXTsWLVrE0KFDKV26NOnp6Rw+fJhmzZpZHMfLy8scg2b4RURE5I8UbHitSMY1vby4SMaVomP1Cb+TkxO//fYbmzdv5sqVKzg7O1O3bl2GDRtG6dKlCQkJYciQIRQUFPDRRx/RunVrLl68yP/8z/+Qk5NDrVq1GDNmzG3H9/Pz4+WXX+att97CxsaG1q1bU6NGDXN727ZtOXv2LKNHj8bBwYHu3bvzww8/YG9vD0C/fv1Yu3Ytb7/9NhkZGbi7uxMUFFQo4RcRERERuR82xo3aE3kk/vOf/zBu3Dj+/ve/W5QG3Yv9+/fTsGFD4uPjCQgIeMgRitxaREREcYcgf2L6+RF59DTDLzdY/bKcxS0vL499+/Zx/fp1MjIyWLZsGc8+++x9J/siIiIiIvfC6kt6HgerV68mMjISOzs76tWrx+DBg4s7JBERERF5QijhL2I3HvolIiIi8iSaNm0aR48eZcmSJfe879WrV3FycuL48eNUrlz5ocf2pFBdiYiIiIg8kJCQEEqUKIGLiwuurq40atSI3bt3AzBx4sT7Svbl4dEMv4jcFd10KSIidzJr1iyGDh1KQUEBixYtonPnzly4cMG8MuGjlpeXV2zHftxohl9EREREHhqTyURYWBjp6emcPXuWiIgIevbsCUBSUhI2NjYsX74cf39/SpUqxahRo8z7FhQUMGHCBLy9vfHz82PlypUWY1+7do0JEyZQuXJlvLy86NWrF5cuXbIYe/HixVSuXJn69etjGAajR4/Gx8cHNzc36tSpw/79+x/dxXhMKOEXERERkYfm+vXrLF26FD8/P8qVK3fLPjt27CAhIYH4+HiioqLYsWMHAIsWLWLt2rX89NNPJCYmsnnzZov9JkyYwL/+9S/27dvHqVOncHBwYMSIERZ9vvnmGw4ePEhcXBzffvstu3fv5siRI2RkZLBu3TrKlClTNCf+GFNJj4gUovIdkSeDftflYRo9ejRvv/02OTk5mEwmli5dip3drVPNd955h5IlS/LUU0/RsmVL9u/fT+vWrVm1ahXh4eE89dRTALz77rts2rQJAMMwmD9/PrGxseakferUqVSpUoWlS5eax3733Xdxc3MDfl885fLlyxw6dIimTZtSvXr1orwEjy3N8IuIiIjIA/v4449JT08nJyeH7du3M2jQIOLj42/Z19fX1/ze2dmZrKwsAM6cOYOfn5+5rVKlSub3KSkpXLlyhWeffRYPDw88PDyoW7cuJpOJ8+fPm/vdvH/r1q0ZMWIEb7zxBmXKlGHAgAHmEqAniRJ+EREREXloTCYTgYGBVKtWjZ07d97TvuXKlePkyZPmzze/9/LywsnJiQMHDpCenm5+Xb16lfLly1sc/2ZvvvkmcXFxHDp0iKSkJKZNm3afZ/bnpYT/f0VHRzNjxoziDkNERETkT2/v3r38+uuv1KlT557269GjB5999hnHjx/n8uXLFmVnJpOJIUOGMGrUKM6ePQvAhQsXzCU/txIbG8tPP/1EXl4ezs7OODo6Ymtre1/n9Gf2xCX8EydOpGvXrnTv3p2wsDDeffddzpw5U9xhiYiIiPypjRw5EhcXF1xcXOjduzfvvfce7dq1u6cxBg4cyMsvv0yTJk2oVasWHTp0sGifPn06zzzzDIGBgbi6utK8eXP27dt32/EyMzMZPHgwpUqVws/PDzc3NyZMmHBf5/dnZmMYhlHcQTxKEydOJCgoiBdffJGcnBw+//xzUlJSqF+/PsnJyYwbN664Q/xD+/fvp2HDhsTHxxMQEFDc4YgV0o18Ik8G/a5bt4INrxXJuKaXFxfJuFJ0nuhVepycnAgJCWHmzJnUr1+f/Px8Pv/8c3744Qfc3Nx4/fXXqV+/PgAXL15k3rx5JCYm4uTkxIsvvkiXLl2wsbHhH//4BzExMdSrV49t27Zhb29P//79CQkJAX5/8EN0dDR79uwhJyeHBg0aMHToUFxcXLh27Rqff/458fHxFBQU4Ovry6RJk/Dy8irGKyMiIiIi1uKJK+m5WXZ2Nrt27cLf3x/4vc6rUaNGrFy5kg4dOvDZZ5+Z+0ZGRlKyZEkWL15MREQEW7duNa8ZC/Cf//yH0qVLs2zZMgYPHszcuXPJzs4GYNmyZRw7doyZM2eyePFi7OzsmD9/PvD7OrRXrlxh8eLFrFixghEjRlCiRIlHeBVERERExJo9kQn/okWLCA0NZdiwYeTl5TFy5EgAatSoQbNmzbC1taV169akpqaSmZlJamoqCQkJDBgwAEdHRypUqECnTp3YtWuXeUxPT086dOiAra0tzZs3x8bGhuTkZAzD4JtvvmHgwIF4eHjg6OhIWFgY/+///T+uX7+Ora0tly9f5syZM9ja2lKlShVcXFwKxZyamsrhw4c5fPgwx48ff1SXSkRERET+5J7Ikp4BAwbw4osvFtpeqlQp83tHR0cAcnJySE9Px9nZ2SIR9/HxIS0tzfzZw8PDYixHR0euXr1KRkYGV69eZfz48RbtNjY2pKen06pVK9LS0pg5cyZZWVm0bNmSvn37Ym9vb9F/3bp1LFy4EMD8zYGIiIiIyB95IhP+e+Xp6Ul2djZXrlyhZMmSAJw/fx5PT88/3NfNzQ0HBwdmzZqFj4/PLfv07NmTnj17kpKSwpQpU/D19S10V3rXrl0JDg4GIDExkW7duj3gWYmIiIjIk+CJLOm5V15eXtSuXZslS5aQm5tLcnIymzdvNt+Ueycmk4l27dqxaNEiLl68CEB6ejp79+4F4ODBgyQlJXH9+nVKlCiByWQq9MCIGzHUqFGDGjVqmO85EBERERH5I5rhv0tjxoxh3rx5vPbaazg5OfH888/TqlWru9q3X79+rF27lrfffpuMjAzc3d0JCgqiWbNmXLp0iS+++IK0tDQcHR159tlnadu2bRGfjYiIiFg7LZ8pNzxx6/BbA63DL0VNa3OLPBn0uy7yZFBJj4iIiIiIFVNJj4iIiIgVMk7MLJJxbSqNLZJxpehohl9ERERExIop4RcRERERsWJK+EVERERErJhq+EWkEK3cISIiYj00wy8iIiIij6WQkBDmzZtX3GH86WmGX0QeO/qGQe6XfnZEikdISAh79+7Fzs4OGxsbqlevTmRkJMHBwcUdmqAZfhERERF5CGbNmkVWVhYZGRkMGTKEzp07k5eXV9xhCUr4RUREROQhMplMhIWFkZ6eztmzZ7l27Rpjx46lQoUK+Pj48Nprr5GZmWnuv3XrVp555hnc3d1p1qwZ+/btu+W4Fy9epFmzZowdOxbDMMjNzWXChAn4+/vj5uZGo0aNOHXqFAAzZsygatWquLq6UrNmTdatW2ce57fffiMkJAR3d3c8PT3p3Lmzue3f//43L774Il5eXlSpUoW5c+ea2/bt20fjxo1xc3OjTJkyDB8+/GFfuiKjhF9EREREHprr16+zdOlS/Pz8KFeuHNOmTWPHjh3s27ePI0eOcObMGcLDw4HfE+xu3brxwQcfkJaWxoABA3jxxRe5dOmSxZinT58mKCiITp06MXPmTGxsbHjrrbf4/vvv2bVrF+np6SxatAhnZ2cA/P392b17NxkZGURERNC7d29Onz4NwOTJk2nbti2XLl0iOTmZMWPGAJCdnc1zzz1Hp06dOHv2LFu3bmX69Ols374dgPDwcN58800yMzM5fvw4vXv3flSX9IEp4RcRERGRBzZ69Gg8PDxwdnZm9OjRzJgxAzs7O1asWME777xDuXLl8PDwYPr06URHR1NQUMDq1at54YUX6NChA3Z2dgwaNIiKFSuyZcsW87hHjhyhZcuWhIeHM3HiRAAMw2DBggV8+umnVKpUCZPJRL169fD09ASgW7dulC9fHpPJRI8ePahevTo//fQTAPb29pw4cYIzZ85QokQJgoKCAPj666/x9fVl2LBh2NvbU716dQYNGsSqVavM+/3222+kpKRQsmRJnn322Ud5eR+IEv5bmDhxIl27dqV79+6EhYXx7rvvcubMmeIOS0REROSx9fHHH5Oenk5OTg7bt29n0KBBxMfHk5ycTOXKlc39KleuzLVr10hJSSnUdqM9OTnZ/Dk6Ohp3d3f69u1r3paSkkJOTg5Vq1a9ZSzLli2jfv36eHh44OHhQUJCAqmpqQB89NFHADRt2pRatWoxf/58AJKSkvjXv/5l3sfDw4OPPvqIc+fOAbBo0SL+/e9/U6tWLRo2bMiGDRse+Jo9Kkr4b2PgwIGsWbOGv/3tbzg7OzNr1qxHduz8/PxHdiwRERGRh8lkMhEYGEi1atXYuXMn5cuX58SJE+b2pKQkHBwc8Pb2LtR2o718+fLmz5MnT+bpp5+mc+fOXL16FQAvLy+cnJz47bffCh3/xIkTDBw4kM8++4y0tDTS09OpW7cuhmEA4Ovry4IFC0hOTmbRokWMHDmShIQE/Pz8aN68Oenp6ebX5cuX2bp1KwBPP/000dHRnD9/nsmTJ9OjR49CpUePKyX8f8DJyYmQkBBOnDjBokWLeO211+jRo4f5h+OG6Ohopk2bRmRkJD169GD48OEW7dnZ2cyZM4dXX32Vvn37Mm/ePK5duwbAL7/8Qt++fdm4cSP9+/fnvffee+TnKSIiIvKw7N27l19//ZU6deoQFhbGe++9x7lz58jIyGDixImEhoZiMpno3r0733zzDd988w35+fksXryYkydP0r59e/NYdnZ2REdH4+Liwssvv0xubi4mk4mBAwcyatQoTp48iWEY/Pzzz6SlpXHlyhUAvL29gd9n+2/OydauXWuu53dzc8PGxgZbW1s6duxIUlISixYtIjc3l/z8fH755RdiY2MBWLFiBSkpKZhMJtzc3DAMAzu7P8cK90r4/0B2dja7du3C39+fKlWqMGvWLKKjowkODubDDz8kNzfX3Hffvn0EBAQQHR1Nly5deP/998nKygLg008/JS8vjzlz5jB37lzOnj3L6tWrzftmZmaSkpLCggULmDBhwiM/TxEREZEHMXLkSFxcXHBxcaF379689957tGvXjokTJxIYGEhAQADVqlWjTJkyfPrppwBUq1aNL7/8krFjx+Lp6cm8efPYsmULpUuXthjbzs6OL7/8EicnJ7p06UJubi4fffQRTZs2pUWLFri7uzNo0CBycnKoVasW48aNo0WLFvj4+HDgwAGaN29uHisuLo6mTZvi4uJCx44dmTFjBjVr1sTFxYXt27fz1VdfUbFiRby9vRk8eLB5RaFvvvmG2rVr4+LiwvDhw4mOjsbV1fXRXeAHYGPc+H5DzCZOnMjRo0ext7fHwcGB6tWr89prr+Hr62vRLzQ0lKlTp1K1alWio6OJjY3lk08+MbeHh4fTuXNnGjRowKuvvsrKlSvNd48nJiYya9YsFi5cyC+//MLkyZNZvXo1jo6Ot4wpNTXVXHuWmJhIt27diI+PJyAgoIiugkjx0cOT5H7pZ0fk/xgnZhbJuDaVxhbJuFJ0/hzfQxSDG8tC3WzDhg1s376dixcvYmNjQ3Z2tsU6sje+OrqhTJkyXLx4kQsXLlBQUMCAAQPMbYZhUFBQYP7s6up622QfYN26dSxcuBD4/VsHEREREZG7oYT/LiUmJvL3v/+d9957z7z8U2hoKDd/QZKSkmKxT0pKCs2bN8fb2xtbW1uWLVuGvb39Lce3sbG54/G7du1qfjz1jRl+EREREZE/ohr+u5STk2O+SeP69eusWbOGnJwciz7Hjx9n9+7dXL9+nZ07d3Lu3DkaNWpEqVKlaNSoEQsXLiQrKwvDMEhJSSE+Pv6uj+/l5UWNGjWoUaMG/v7+D/v0RERERMRKaYb/LjVo0IDGjRvz+uuvU6JECTp16oSXl5dFnyZNmhAXF8fcuXPx8vJiwoQJ5ps5Ro4cyfLlywkPDycrKwsvLy/atWtHw4YNi+N0REREROQJoZt2H5Lo6GiSk5MZN25ckR9r//79NGzYUDftitXSjZdyv/SzI/J/dNOu3KCSHhERERERK6aSHhERERErpJl4uUEJ/0PSq1ev4g5BRERERKQQlfSIiIiIiFgxzfCLyGNHN16KiDwMu4po3JAiGleKimb4RURERESsmBJ+ERERERErppIeeWyprENE7pb+vRARuT3N8IuIiIhIkVmyZAnNmjW7r31PnjyJi4sLubm5DzmqJ4sSfhERERF5YGvXrqVZs2a4uLhQpkwZQkJC2Lx58wON6efnR1ZWFo6Ojg8pyieTEv7b6NSpE6dPn75lW2JiIoMHD37EEYmIiIg8nj799FOGDRvG6NGjOXv2LGfPnmXy5Mls3LixyI5pGAb5+flFNr41+dMm/BMnTqRTp078+uuvFtsXLlxIp06diImJKbJj165dmwULFhTZ+CIiIiJ/FpmZmUyaNIk5c+bQvXt3XF1dsbW1pU2bNixatMjcb9KkSXh6elK+fHlWrlxp3h4TE0NAQABubm5UrFiRyZMnYxgGAElJSdjY2HD16lUAQkJCmDBhAsHBwZQsWZK4uDi2bt1KrVq1cHV1pVy5ckybNu3RXoA/gT9twg9Qvnx5duzYYf6cn5/Pnj17KFu2bDFGJSIiIvLk+PHHH7l69SpdunS5bZ/4+HjKlSvH+fPnmT17NkOGDCEzMxOAkiVLsmTJEtLT09myZQsLFixg3bp1tx1r6dKlfPrpp1y+fJkGDRowYMAA5s+fz+XLl0lMTOT5559/6Of4Z/enXqUnODiYzZs3M2jQIBwdHYmNjcXf35+8vDwAsrOziYyM5OjRo+Tn51OjRg1ef/11vL29Abhy5QpLly4lNjaWnJwcKleuzLvvvmuuE0tISOD999/n0qVLNG7cmDfffBN7e3t++eUXZsyYwbJlywAYOHAgHTp04Pvvv+fMmTPUqlWLMWPG4OLiAsC///1vFi1axIkTJyhVqhS9e/emefPmAMTFxREVFUVqaipOTk60b9+e7t27P+pLKSIiInJf0tLS8PLywt7e/rZ9ypcvz/Dh/5+9O4+u6XofP/6+uZnnKzcRRCJIxVBTzIQE1RobRMxEQ1E105rnoTW3fMxBCDWUGPppfKoiomrWARVTxSwSIkESJDe/P/ycb2+TEMmNBM9rrax1z9n77P3co6trn32fs/cAANq1a0dgYCDnz5+nRo0aNGzYUKlXuXJlOnfuzP79+/H398+yrR49elC1alUA1Go1JiYm/PXXX1SpUgWNRkONGjUM+O3eDm/0DL+dnR3ly5fn8OHDAOzdu5fGjRsr5TqdjsaNG7Ny5UqCg4MxMzNjyZIlSvmCBQu4f/8+CxYsYP369fTo0QMjo/+7JYcOHWLWrFksXbqUc+fOERkZmW0sUVFRjBkzhjVr1vDo0SN27NgBwL1795g0aRJ+fn6EhoYyePBgFi1axLVr1wBYuHAhn332GZs2bWLRokVUq1bNkLdICCGEECJfOTg4EB8fr0y4ZsXZ2Vnv2NLSkocPHwJw5MgRfH19cXR0xM7OjqVLlxIfH59tW66urnrHW7duJTw8HDc3N7y9vTlw4EAevs3b6Y0e8AM0btyYiIgIEhMTiY6Opm7dukqZtbU19evXx8zMDEtLSwICAjhz5gwACQkJHDlyhAEDBmBnZ4daraZChQp6T6f+/v7Y2NhgmUvWuQAAIABJREFUb29PjRo1uHTpUrZxtGrVCkdHRywsLKhXr55Sd9++fVSpUoU6deqgVqspV64cderU4eDBg8CzJ9Nr166RnJyMtbU1Hh4eWbYfHx9PdHQ00dHRXL58Oc/3TQghhBDCEOrVq4e5uTlhYWG5ur5Lly60bNmSq1evkpiYSP/+/ZUc/qz8c3IWoGbNmmzfvp24uDgCAgJemFr0rnqjU3oAatWqxdKlS9m6dSt169bF1NRUKXv8+DErV67k5MmTylNkSkoKT58+JS4uDisrK+zs7LJtW6PRKJ/NzMxISEjItq69vb1e3ecvl9y5c4cjR47QuXNnpTw9PR0fHx8ARo8ezebNmwkJCcHNzY3u3btTsWLFTO1v3bqVFStWAM9SlYQQQgghCgNbW1umT5/O559/jpGRER999BEWFhb88ssvhIaGUr9+/Rde/+DBAzQaDRYWFhw/fpwNGzbg6+ubo76fPHnCli1baNWqFXZ2dlhbW6NWqw3xtd4qb/yA39jYmAYNGrBjxw6+/vprvbKwsDCuXbvG7NmzKVKkCJcvX2bw4MFkZGTg6OjIo0ePSEpKwtbWNt/ic3R0xNvbmyFDhmRZ7uHhwdixY0lPTyc8PJyZM2cSGhqaqV779u1p1KgR8GxZ0Ozy2oQQQgghXrfBgwdTrFgx5syZQ8+ePbGysqJixYqMGDGCuLi4F167ePFihg8fzpAhQ2jUqBEdOnR4YUrPv61bt46BAweSlpaGh4cHGzduzOvXeeu88QN+gICAAGrXro2np6fe+ZSUFExNTbGysuLhw4ds2rRJKdNoNNSqVYvFixfz2WefYWVlxfnz5ylbtuwLXzp5VT4+PgwdOpSjR4/i5eWFTqfj77//xtLSEmdnZw4ePEjNmjWxsrLC3Nw8089Uz2m1WrRaLSAz/EIIIYQofAICArJdeCQwMFDv+Pbt28pnf3//bCcyS5UqpZfe8+/3KU1NTdm9e3fuAn6HvBUDfnt7e72UmufatGnD3Llz6d69O0WKFMHPz49ff/1VKR8yZAirVq1i4MCBPHnyBHd3dyZOnGjQ2LRaLRMmTFCWkIJn//EGBQUBz3L8ly9fTnp6OsWLF2fkyJEG7V8IIYQQQrzbVBkveitCFEonT57Ey8uLEydOUL169YIOJ99MmjSpoEMQQrwh5P8XQmQlMp/a9cmndkV+eeNX6RFCCCGEEEJkTwb8QgghhBBCvMVkwC+EEEIIIcRbTAb8QgghhBBCvMVkwC+EEEIIIcRb7K1YllO8nWTVDSGEECIvfAo6AFFIyAy/EEIIIYQQb7FczfCfPn2aSpUqGToWIYQAoKffunxrO2R793xrWwghCpNbycvypd1iln3zpV2Rf3I1w1+5cmVq167NihUrePDggaFjEkIIIYQQQhhIrgb8u3fvxt3dnUGDBlGsWDF69erFL7/8YujYhBBCCCGEEHmUqwF/s2bN2LhxI7du3eKrr77ijz/+oGHDhpQrV45Zs2Zx+/ZtQ8cphBBCCCGEyIU8vbRrb2/P559/zsmTJ/ntt98oVqwYo0ePxtXVlY8//ph9+/YZKs5CZ8GCBYSEhOTq2r179zJixAgDRySEEEIIIURmeV6l5/79+yxatIhevXoRFRVFjRo1mDJlCvfv36dp06ZMnjzZEHHmqzFjxhAeHl7QYQghhBBCiH84cOAAZcqUKegw3ni5HvDv2bOHzp07U7x4cSZMmED9+vX5/fffOXLkCKNGjWL//v3MmTOHb775xpDxCiGEEEKIQmjLli3UqVMHa2trnJyc8PHxYdeuXXlq09vbm0uXLhkowndXrpbldHNz4/r169SvX59ly5bRoUMHzM3NM9Vr2LAh9+/fz3OQBWX27NmcPn2ax48fU6pUKfr160epUqWU8ocPHzJ58mT++usvXFxcGDRoEG5ubgAkJCSwYsUKTp06hYmJCU2bNqVTp04YGek/Y2VkZLBq1SoiIyN58uQJjo6ODB06VJ5mhRBCCPHG+Oabb5g6dSqLFy+mefPmWFpaEhkZyYYNG2jdunWBxPT06VNMTEwKpO/CJlcz/P7+/pw5c4aoqCi6d++e5WAfwMvLC51Ol6cAC1K1atVYsmQJ69ato0yZMsyZM0evfN++fXz88cesX7+eWrVqMX36dNLT09HpdEybNo1ixYoRHBzM7NmzOXLkCHv27MnUx2+//cbp06dZsmQJGzduZNSoUdjZ2b2uryiEEEIIkSdJSUmMHTuW//znPwQEBGBjY4NaraZJkyYEBweTkZHB119/jbu7O1qtlnbt2ukt8KJSqVi4cCFly5alSJEi9OnTh8ePHwMQGRmJs7OzUvf27dt07NiRokWLUrJkSSZNmqSMNdesWUOdOnUYOXIkjo6ODBo0iPj4eFq1aoVGo6FIkSLUr19faftd8soD/tTUVC5cuEBsbGx+xFOoNG3aFEtLS0xMTOjcuTNXr14lKSlJKffy8qJq1aoYGxvj7+9PcnIy586d4+LFi8THx9OtWzdMTU1xcHDAz8+PqKioTH2o1WpSUlK4fv06GRkZuLi4oNVqM9WLj48nOjqa6OhoLl++nK/fWwghhBAip3799VdSU1Np165dluUhISEsWbKE3bt3c/XqVezt7enSpYtenY0bN/Lrr78SHR3N77//zowZMzK1o9PpaNOmDWXLluXKlSscOXKEHTt2EBwcrNQ5fvw4Tk5O3Lx5k3nz5jF37lxcXFy4c+cOsbGxzJo1C7Vabdgb8AZ45ZQec3Nz9u/fz9ChQ/MjnkIjPT2d0NBQDh48SGJiopKKk5SUhK2tLQCOjo5KfbVajYODA3fv3kWlUpGYmKj3H7NOp8tyIF+lShVatmzJ8uXLiY2NpXbt2nzyySdYW1vr1du6dSsrVqwAIDk52eDfVwghhBAiN+7evYtWq802fSY0NJShQ4dSrlw5AObOnYuDgwPXr1/HxcUFgFGjRuHk5ATAuHHjGD58eKaFX44fP861a9eYNm0aKpWK4sWLM2zYMFavXk2fPn0AcHJyYsSIEahUKkxMTDAxMeHWrVvExMTg4eFB/fr18+s2FGq5yuFv1qwZe/bswdfX19DxFBpRUVEcOnSIKVOmULRoUZKTk+ncubNenbi4OOVzeno6d+/excHBASMjI7RaLStXrsxRX61bt6Z169YkJiYye/ZstmzZQq9evfTqtG/fnkaNGgFw5swZ/P398/gNhRBCCCHyzsHBgfj4+Gxz5m/cuKH3DqRGo8HW1pYbN24oA35XV1el3M3NjRs3bmRqJyYmhri4ODQajXJOp9NRsmRJ5djFxQWVSqUcjxw5kkmTJvHRRx+h0+n45JNPGDdunF6dd0GuBvy9evWiX79+PHz4kObNm+Pk5JTpxlWvXt0gAb4u6enpPHnyRDl++PAhJiYm2NjY8OTJE0JDQzNdc/LkSf744w8qVqzItm3bsLCw4L333kOlUmFra8vGjRvx8/PD1NSU27dvc+/ePSpVqqTXxoULF9DpdJQpUwYzMzNMTEwyvdgLoNVqlV8IZIZfCCGEEIVFvXr1MDc3JywsjICAgEzlJUqU4MqVK8pxQkICSUlJlChRQjl39epVqlSponz+Z9lzrq6uuLi4EBMTk20s/x5D2djYMHfuXObOnctff/1F48aNqV69Oi1btnzVr/lGy9WAv1WrVgAsWrSIRYsW6Q32MzIyUKlUpKenGybC12T58uUsX75cOS5btixFixalV69e2NjY0LVr10zX+Pj4sH37dqZPn46LiwtjxozB2PjZLR0/fjyrV6+mX79+pKamUrRoUdq3b5+pjeTkZIKDg7l9+zYmJiZUrVpVZu+FEEII8cawtbVl+vTpfP755xgZGfHRRx9hYWHBL7/8QmhoKF27dmXatGk0b94cFxcXRo4cScOGDZXZfYBZs2ZRp04dAKZPn54pqwKgZs2aODo6MnXqVIYNG4aFhQWXLl3i5s2bShbEv/3www94enpSpkwZbG1tUavVksOfU2/bDrpZvRiSlcaNGyufhwwZ8sK6Go2GYcOGZVnWpEkTmjRpAjzL4f/2229zGKkQQgghROEzePBgihUrxpw5c+jZsydWVlZUrFiRESNG0Lx5c27dusUHH3zAgwcP8Pb2ZsOGDXrXBwQEULduXe7evUu7du0YO3Zspj7UajW7du1i5MiReHh48OjRI0qXLs2XX36ZbVwXLlxg4MCBxMXFYWdnR1BQEB999JHBv39hp8rIyMgo6CDEqzl58iReXl6cOHHijUudEiInevqty7e2Q7Z3z7e2hRCiMLmVvCxf2i1m2deg7alUKs6ePYunp6dB2xX/J1cz/M9FRUVx4MAB7t27R5EiRWjYsCHe3t6Gik0IIYQQQgiRR7ka8D969Ii2bdvy888/Y2xsrCxHmZ6eTtOmTQkLC8PS0tLQsQohhBBCCCFeUa522v3yyy85cuQIGzZsICUlhVu3bpGSksKGDRs4cuQIo0aNMnScQgghhBDiLZSRkSHpPPksVzP8W7du5auvvqJTp07KObVaTceOHbl79y5Tp06VF1GFELkmefZCCCGE4eRqhv/+/fuULl06y7IyZcpw//79PAUlhBBCCCGEMIxcDfjLly9PSEhIlmUhISFUqFAhT0EJIYQQQgghDCNXKT0TJkygffv2xMTE0KFDB5ydnYmNjWXz5s0cPXqUrVu3GjpOIUQB8/o6oqBDEK/oxJeNX15JCPHWMvTymeLNlasBv5+fH2FhYUyePJkRI0You+tWrVqVsLAwWrdubeg4hRBCCCGEELmQ63X427RpQ5s2bXj06BH379/H3t4eKysrQ8YmhBBCCCGEyKM8bbwFYGVl9cYM9OPi4hgwYADr16/HxMQk23p79+4lPDycOXPmZFm+ePFi7O3t6dKlS36FKoQQQgiRJ9//vT5f2vUv3TVf2hX5J1cD/k8++STbMiMjI+zs7KhWrRrt2rXL8QZcY8aM4dy5c6jVauXcsGHDqFOnTm5CzJKjoyObN2/OczufffaZAaIRQgghhBAi/+VqwH/s2DFiY2OJj4/Hzs4OR0dH4uLiSExMRKvVYmFhwYIFCxg7diwRERGUKVMmR+327t2b5s2b5yYkMjIy0Ol0eg8MQgghhBBCvOtytSznnDlzsLW1Zd++fSQkJHD+/HkSEhLYu3cvtra2LFu2jLNnz2JmZsYXX3yR6+AWLFigt/zn9evXadOmjXI8ZswYQkJCGD16NB06dODChQv07t2bsLAwhg4dSseOHZk8eTIPHz4EIDY2ljZt2vDkyRPgWepOnz596NixI7179+bnn3/W63/dunV07dqVwMBAIiMjs4zr1KlT9OjRgx9++IGePXvSvXt3tm3bptR98uQJCxcupHPnzvTt25f//ve/et/hZTEIIYQQQgiRF7ma4R85ciSTJ0+mUaNGeud9fX2ZOHEiI0aM4PTp04wePZrhw4cbJNDs7Nu3jwkTJuDm5oZOpwMgKiqKMWPGYG1tzcSJE9mxYwddu+rnm6WmprJ8+XLmzp2Li4sLCQkJJCYmKuWXLl3C19eXtWvXcuTIERYsWECtWrWyTFFKSkri7t27rFy5ksuXLzNq1Cjq1KlD8eLF2bRpE1evXmXp0qUAzJw5M8cxCCGEEEIIkVe5muG/cOEC9vb2WZZpNBouXboEPNt1NyUlJcftBgcH07lzZzp37kxQUFCOrvH19aV06dKo1WrlRdxWrVrh6OiIhYUF9erVU+L5NyMjI65evcrjx4/RaDSUKlVKKXNwcKBly5ao1Wrq1auHSqXixo0b2bbTtWtXTExMeO+99yhRogSXL18Gnj18BAQEYGdnh52dHe3bt89xDP8UHx9PdHQ00dHRSttCCCGEEO+qwMBARo0aVdBhvBFyNcPv6enJnDlz8PX11ZvxfvToEbNnz1Z22r158ybOzs45bjcoKEgvh3/BggUvvcbR0THTuX8+jJiZmZGampqpjrm5OV988QVhYWEsXLiQ9957j08++QQ3N7dMbbyoHQBra2uMjY2zrHvv3j20Wq1S9s/PL4vhn7Zu3cqKFSsASE5OzjIOIYQQQoiC4OPjw+HDh/XGQ+XKlePEiRMFGJV4LlcD/oULF9K8eXNcXFzw9fVVXtqNiIggLS2N3bt3A/Dnn39mmtF+Febm5jx+/Fg5TkhIyFRHpVLluv1q1apRrVo1njx5woYNG/jmm2+YN29ertvLSpEiRYiPj8fd3R14NlOfmxjat2+vpFCdOXMGf39/g8YphBBCCJEXCxYsoF+/fgUdhshCrlJ6GjRooLwgm5CQwP79+0lISODTTz/lwoUL1K9fH4AZM2Zku5Z9TpQuXZrjx4+TmJjIgwcP2Lp1a67b+reEhASOHDlCamoqxsbGmJmZYWSUq9vxQg0aNGDLli0kJSWRlJREWFhYrmLQarV4enri6empPDwIIYQQQhRmMTExqFQq1q1bh7u7OxqNhqFDhwIo6czHjx9X6qempmJnZ8dvv/0GPFsZ0tvbG41GQ/ny5fUWRvm3NWvWUK5cOTQaDU2bNuX8+fNKWalSpZg5cybvv/++kmJ9//59pfxF/fz4449UqFABGxsbihcvzowZMwx2f16XXG+85ezszKxZswwZSya+vr6cOnWKvn37UqRIET7++GNOnjxpkLYzMjLYvn078+fPR6VS4ebmxoABAwzS9j916tSJpUuX0rdvX2xtbWnRogXR0dGvNQYhhBBCiIIUERHB6dOniY2NpXr16rRu3ZrGjRvj7+/P+vXrqVGjBgC7du3CxcWFatWqcevWLT766COCg4Np3bo1x48fp3nz5pQvX57y5cvrtR8ZGcnQoUMJDw+nevXqTJs2jVatWnHmzBnlHc81a9YQHh6Oo6MjnTt3ZvDgwYSEhLy0n6CgIDZv3oy3tzcJCQnZvhtamKkyMjIycntxQkICp0+f5tq1azRv3hyNRkNqaiqmpqb5Mlv+Njh06BCrV69m+fLluW7j5MmTeHl5ceLECapXr27A6ITIntfXEQUdgnhFJ75sXNAhCCEK0OvcadfHx4ejR49iamqqnGvfvj3jx4/H3d2dy5cvKwuTtGnThoYNGzJixAj2799Pp06duHHjBkZGRvj5+VG7dm1Gjx7NrFmzOHHiBJs2bVLaDAoKws3NjQkTJhAYGIizszNfffUVvXv3xsbGhvnz5wOQlpaGs7Mz27dvp0GDBpQqVYrhw4czcOBAAP744w9q1apFSkoKc+bMeWE/rq6ujB07ls6dO2Nra5sftzTf5WpUrtPpGDNmDCVLlqRRo0Z0795dWTmmXbt2TJ061aBBvsmePxTpdDru3LnDpk2blJQnIYQQQoi3xbx587h//77yFxwcrJT9cxEXS0tLZY+khg0bYmpqSkREBAkJCezevZsuXboAz9KBduzYgb29vfK3adMmbt26lanvGzdu6K10aGxsjIuLi94Ki66urspnNzc3njx5Qlxc3Ev72bp1K+Hh4bi5ueHt7c2BAwcMc8Neo1yl9EyYMIFFixYxe/ZsfH19lVV54NlT28qVK5k4caLBgnyTpaens2zZMm7fvo2FhQV16tShY8eOBR2WEEIIIUSBU6lUdOnShfXr13Pp0iVq166trFbo6upKp06dWLNmzUvbKVGiBFeuXFGO09PTuX79OiVKlFDOXb16Ve+ziYkJWq32pf3UrFmT7du3k5aWxpIlS2jXrh1xcXG5+8IFJFcD/jVr1jBjxgz69+9Penq6XlmZMmXeyNym/KLValm4cGFBhyGEEEIIUSh1796dunXr8tdff9G7d2/lfLdu3fDy8mLXrl00b94cnU7Hb7/9hq2tbaYc/q5du+Lv70+XLl2oXLkyM2bMQKPRULt2baXO4sWLadWqFVqtlnHjxtGxY0fUavUL+ylTpgxbtmyhVatW2NnZYW1tjVqtfm33xlByldJz9+7dTDf6OZ1Ox9OnT/MUlBBCCCGEeLMMGTIEa2tr5c/FxSVH11WoUIEyZcrwxx9/0KFDB+W8i4sL//3vf1mwYAFFixalWLFijB49Wm/J9ud8fX2ZNWsWXbp0wcnJiaioKHbt2qW8sAvQo0cP2rRpg4uLC2q1mm+++SZH/TxfYcjW1pZFixaxcePGvNymApGrGf733nuPPXv20KRJk0xl+/bto1KlSnkOTAghhBBCvBkiIyOzLfv3+jBZDZizW4WxRo0a7N27N8uyf6fgBAUFERQUlG0c1apVY/To0a/cz/P9pd5kuRrwDx06lD59+mBiYqJsAHX9+nUOHTrEt99+m6NcKyHEm0VWfBFCCCHeTLka8AcGBnLv3j0mTZqkbD7g5+eHpaUl06ZNIyAgwKBBCiGEEEIIIXIn1xtvDRs2jE8//ZRff/2V+Ph4ihQpQr169d7Y9UmFEIVH3wMb9I6XeXcpoEiEEEK8DWJiYgo6hAKVqwH/2rVradmyJQ4ODjRr1kyv7N69e/zwww/06NHDIAEKIYQQQgghci9Xq/T06tUr26U3L1++TK9evfIUlBBCCCGEEMIwcjXg//fb1v+UkJCAjY1NrgMSQgghhBBCGE6OU3rCw8MJDw9XjufOnUvRokX16qSmphIREUHVqlUNF6EQQgghhHhl/qW7FnQIopDI8YD//Pnz7Nq1C3i2DfKBAwcwMzPTq2NqakqlSpWUlXvyy5gxYzh37pzeTmfDhg2jTp06r9RObGwsffr04fvvv8fU1NTQYQohhBBCCFHgcjzgHzx4MIMHDwbA3d2d7du3U6VKlXwL7GV69+5N8+bNC6x/Q0hLS8PYONcLJQkhhBBCCPFSuRptXr582dBx5FlwcDAHDx7k0aNHFCtWjN69eys7/p4/f56lS5dy48YNTE1NqV+/Pv369VN2W+vWrRsAX375JV5eXpw4cYLQ0FBu375N0aJF6dOnDxUrVgSe/bpQoUIFzp49y8WLF3Fzc2PEiBE4OTkBcPPmTZYvX86FCxewsrLCz8+PFi1aALBhwwZiYmKwtLTkyJEjtG/fnnr16rFo0SL+/vtv1Go1FSpUYOzYsa/79gkhhBDiLfPvJY4NRZZKfvPkaXr54sWLnD9/ntTU1Exl7dq1y0vTr6xMmTJ06NABKysrdu7cyddff83KlSsxMzNjxYoVtG7dGl9fX1JTU5W1WGfOnEmfPn0IDQ1VUnouX77MvHnzGDt2LJ6enpw4cYIZM2awZMkSZY+ByMhIJkyYQLFixZg7dy7r169n6NChPH78mPHjx9O+fXvGjRvH7du3lXrVqlUD4NixYwwdOpRBgwbx9OlTvv32W6pWrcq0adNIS0vjwoULr/W+CSGEEEKIt1uuBvxJSUm0a9eOffv2Af+3ao9KpVLqpKenGyC87AUHB7N27VoALC0tCQ4OVsratm3L5s2buXbtGmXLlkWtVnPr1i0SExOxs7PD09Mz23Z3797NBx98QIUKFQCoWbMm7u7uHD9+nMaNGwPQuHFjXF1dAWjYsCEbNjx7gj527BgajUaZ0XdxcaFZs2ZERUUpA/4yZcrQsGFDAMzMzDA2NubOnTvcu3cPrVar/JLwb/Hx8cTHxwOF8xcWIYQQQghROOVqwP/ll19y69YtDhw4QIMGDQgLC0Oj0RAaGkpERATfffedoePMJCgoSC+HPywsjD179nDv3j1UKhXJyckkJSUBMGjQIDZs2MCAAQNwdHQkICCAunXrZtnunTt3OHXqFP/73/+Uc2lpaXorD2k0GuWzmZmZ8gtHbGwsf//9N507d1bKdTqd8vAA4OjoqNdfYGAg69evZ8SIEVhZWdG6dWs++uijTHFt3bqVFStWAJCcnPzyGySEEEIIIQS5HPDv3r2b6dOnU7t2bQCKFy9OzZo1adiwISNGjGDu3Lls3LjRoIG+yJkzZ/j++++ZNm0abm5uGBkZ0blzZ+WXh+LFizNixAh0Oh1Hjx5l1qxZrF27Vu8XieccHR1p164dXbq8en6ao6Mjnp6eL1ylyMhIf+sDjUbD559/DkB0dDTjxo2jfPnyuLm56dVr3749jRo1Ur6vv7//K8cnhBBCCCHePbnaeOvOnTuULFkStVqNlZUVd+/eVcqaN2/O7t27DRZgTqSkpGBkZIStrS3p6els3ryZlJQUpXzfvn0kJiZiZGSEhYUFGRkZGBkZYWdnh5GREbdv31bqfvjhh/z000/89ddf6HQ6Hj9+zJ9//qmk07xIzZo1uXPnDj/99BNPnz4lPT2dmJiYF+bl//LLL0rblpaWQOaHAgCtVounpyeenp64u7vn+N4IIYQQQoh3W65m+EuWLKkMUj08PNi5c6eShvLrr79ibm5uuAhzoFq1atSsWZPPPvsMc3Nz2rRpg1arVcp/++03Vq1axePHj9FqtQwfPlwZXAcEBDB27FjS0tIYOXIk1atXZ/DgwaxatYobN25gbGyMh4cH/fv3f2kcFhYWTJkyhVWrVrFu3TrS0tJwcXFRVgHKysWLF1m5ciXJycnY2trSq1cvSpYsmfebIoQQQgjxmvj4+HD48GG95cZDQ0Px8/N7pXZiYmJwd3cnJSXltY8n32aqjOd5L69g4MCB6HQ6/vOf/7Bu3Tp69uxJtWrVMDU15ejRowwfPpxZs2blR7wCOHnypLJ8aPXq1Qs6HCEM7t9LyckScEII8epe57KcPj4+dOrUiX79+uWp7YIe8D99+hQTE5PX3m9+y1VKz9dff83kyZMB6N69O1u3bsXT05NixYqxaNEivvrqK4MGKYQQQggh3izDhg3D1dUVGxsbqlevzv79+5Wyo0ePUrNmTWxtbXFycmLAgAEAykqGWq0Wa2trJU189+7deHl5YW9vT/Xq1Tlw4IDSlo+PD+PHj8fX1xcbGxvq16/PlStXlPILFy7QvHlztFotZcqUYfHixUrZpEmTaNeuHYGBgdjb2zN37lwuXryIj48PdnZ2ODg4vPKvFIVRrlJ6LC0tlZQYeLYMZtu2bQ0WlBD/kq4gAAAgAElEQVRCCCGEeLN5eXkxZswY7O3t+eabb+jQoYOyAengwYMZNGgQ3bt359GjR/z5558AREVF4e7uTnx8vDLD/8cff9C1a1d27NhBvXr1CA8Px8/Pj3Pnzikp3OvWrePHH3+kbNmydOnShfHjx7N27VqSk5Np2rQpo0aNYufOnfz999988MEHeHh48MEHHwCwa9cu1q1bp6R/f/LJJ3zwwQdERETw5MkTjh07VjA30IByPMOfmprK1KlTiYqKyrZOVFQUU6dO1XthVgghhBBCvP2GDRuGvb099vb2uLm50bVrV7RaLcbGxgwfPpynT59y9uxZAExMTLh48SJxcXFYWVllu1w6wLJly+jduzcNGjTAyMiIli1bUrVqVX788UelTmBgIBUqVMDU1JQuXbpw8uRJAH744QecnZ3p378/JiYmlCtXjj59+ugtIe/l5UWnTp2UxV1MTEy4cuUKN2/exNzcHG9v73y6Y69Pjgf8q1atYvny5Xh5eWVbx8vLixUrVuj9VCKEEEIIId5+8+bN4/79+9y/f58rV64wd+5cypcvj52dHfb29iQmJiqLvgQHB3PhwgUqVKiAl5cXYWFh2bYbExPDwoULlYcJe3t7Dh8+zM2bN5U6zs7OymdLS0sePnyoXPvbb7/pXTtr1iy9FRqfb6b63PP3UGvXrk2FChVYtmxZ3m9OActxSs+qVasYMGAAVlZW2daxsrLi888/Z+PGjQwfPtwgAQoh3j3ykq4QQrzZDhw4wIwZM9i3bx+VKlXCyMgIjUaj7JHk4eHBhg0b0Ol07Ny5k4CAAGJjY7PcI8nV1ZUvvviCSZMmvXIcrq6u1KtXj8jIyGzr/Hs5dGdnZ5YvXw7AoUOHaNy4MfXr16dSpUqv3H9hkeMZ/rNnzyobbb1IjRo1lJ9rhBBCCCHEu+fBgwcYGxuj1WpJS0tj+vTpJCUlKeWhoaHExcUp+yhlZGRgbGyMo6MjRkZGXLp0San76aefsnz5cn755Rd0Oh0pKSns27eP69evvzSOVq1aERMTQ3BwMI8fPyYtLY1Tp069MC9/y5YtStu2traoVCrUanUe7kbBe6WXdnU6XX7FIYQQiu//Xv/a+/Qv3fW19ymEEG+rDz/8kFatWuHp6YmVlRVDhw7V22fof//7H8OGDSM5OZmSJUuyYcMGbGxsABg3bhy+vr48efKETZs28eGHHxISEsKIESM4d+4cJiYm1KpVK0cp5NbW1uzZs4cRI0YwevRonj59iqenJ9OmTcv2muPHjzNkyBASExNxdHRk9uzZlC9fPu83pQDleB3+qlWr0rZtWyZOnPjCepMmTSIsLIw//vjDIAGKzGQdfvG2kwG/EELk3etch18UbjlO6enQoQPz58/n9OnT2dY5ffo03377LR07djRIcEIIIYQQQoi8yXFKz9ChQ9myZQt16tShf//+NG/enJIlS6JSqbh69Srh4eEsXbqUsmXLMnTo0PyMWQghhBBCCJFDOR7wW1paEhERwWeffcb8+fOZN2+eXrlKpaJDhw785z//wcLCwuCBvm4LFixAo9HQs2fPgg5FCCGEEEKIXHull3aLFCnCxo0buXbtGlFRUdy4cYOMjAxcXFxo1KgRLi4u+RLkmDFjOHfunN4b0iVKlGD+/Pn50p8QQgghhBBvi1ca8D9XsmRJunZ9vS+49e7dm+bNm7/WPoUQQgghhHjT5WrA/086nY6yZcuya9cuKlasaIiYciw2NpY+ffowdOhQ1q9fz6NHj2jSpAm9e/fm6dOn9OjRgylTpuDh4QHAkydP6NGjB9OnT6dMmTJcuHCB4OBgrly5gkajoVu3btSrVy/Lvvbu3cv333/P/fv3KVu2LP369aNEiRLAs4eRDz/8kKioKOLi4qhSpQoDBw7E2toa4IX9HD9+nNWrVxMfH4+FhQUtWrQgICDgNdw9IYQQQgjxLsjzgD8jI4OYmBgeP35siHhy5c8//2TRokXcv3+foUOHUrNmTapUqUL9+vXZv3+/MuA/evQoDg4OlClThnv37jFp0iQGDhxIzZo1uXjxIpMnT6ZkyZJ668QCnDp1ipUrVzJx4kTKlCnD5s2bmTp1KosWLcLY+NktjIiIYOLEidja2jJnzhxWrFjB0KFDX9rPwoUL+eKLL6hYsSIPHz7k1q1br/3+CSGEEOLtI8tniudyvCxnQQsODqZz587K37fffquUderUCXNzc5ydnalYsSJ///03AD4+Phw4cEDZMGz//v34+PgAsG/fPqpUqUKdOnVQq9WUK1eOOnXqcPDgwUx9R0ZG0qRJEzw9PTExMaFTp048ePCA8+fPK3VatmyJs7MzlpaWdO/eXen3Zf2o1WquXbtGcnIy1tbWysPJv8XHxxMdHU10dDSXL182yD0VQgghhBBvvzzP8L8uQUFBmXL4Y2NjAdBoNMo5MzMzUlJSAKhYsSLGxsb8+eeflC1blpMnT9KnTx8A7ty5w5EjR+jcubNybXp6uvJA8E93797V2+BKrVaj1Wq5e/euck6r1SqfHR0dSUtLIzEx8aX9jB49ms2bNxMSEoKbmxvdu3fPMjVq69atrFixAoDk5OQX3ywhhBBCCCH+vzwP+NVqNZcvX6Z48eKGiMegVCoVDRs2ZP/+/dy+fZv33nsPJycn4Nmg3NvbmyFDhry0HQcHB+Li4pTj9PR04uPjcXBwUM7Fx8crn+Pi4jA2NsbW1val/Xh4eDB27FjS09MJDw9n5syZhIaGZqrXvn17GjVqBMCZM2fw9/fP2U0QQgghxDvJ6+uIfGn3xJeN86VdkX/ynNJz/fp17ty5o8y2Fza+vr4cOnSIn3/+WW/23sfHhxMnTnD06FHS09N5+vQp586d49q1a5naaNSoEREREVy4cIGnT5+yadMmrK2tee+995Q6P/74I7dv3yY5OZn169fToEED1Gr1C/t5+vQpkZGRPHr0CLVajbm5OUZGWf+TaLVaPD098fT0xN3d3eD3SQghhBBCvJ1yPcO/fPlypk+fzvXr15VzxYsXZ9y4cfTt29cgwf3TypUrWb16tXJsZWXFV1999dLrXF1dcXZ25vLly9SvX185r9VqmTBhAiEhIXzzzTcAlCpViqCgoExtVK5cmZ49ezJ37lwSExMpXbo048ePV17YhWcPFtOnTycuLo7KlSsrqUMv62ffvn0sX76c9PR0ihcvzsiRI3Nxd4QQQgghhMiaKiMjI+NVL5o5cyZjx46lW7dutGvXDicnJ+7cucPWrVvZsGED06ZNY/To0fkRb6HUu3dv+vfvj5eX12vp7+TJk3h5eXHixAm9dwuEeFt8//f6196nf+nXu7eIEELkN0npEc/laoZ/4cKFjBw5kq+//lrvvJ+fH87OzixcuPCdGvALIYQQQghRWOUqhz8pKYmmTZtmWdasWTMePHiQp6CEEEIIIYT4p6tXr2Jtbf3SvZ/WrFlDnTp1si3v168fEydONHR4hVquZvg//PBDfv75Zz744INMZXv27KFx43frp56VK1cWdAhCCCGEEAXGx8eHw4cP673fGBoaip+fn8H6cHV15eHDh3luZ+nSpQaI5s2S4wH/yZMnlc+9e/emb9++3LlzBz8/PyWHPywsjIiICJYtW5YvwQohhBBCiMJpwYIF9OvXL1fXZmRkkJ6ervfAIAwnxyk9NWrUoGbNmtSsWZNWrVpx/fp1QkJCaNu2LQ0aNKBt27asXbuW69ev06pVq/yMWQghhBBCFHKBgYGMGjVKOY6OjkalUinHPj4+jB49mkaNGmFlZcXx48cpVaoUc+fOxcvLC1tbW1q0aEFCQgIAMTExqFQqUlNTAQgJCaF06dLY2NhQqlQpvdUcAcaOHYuDgwMlSpRg/fr/Wwzin3FFRkYq758WK1YMJycnZs+erdRNTU2ld+/eaDQaPDw8+M9//qP3HV4WQ2GR48eoffv25WccQgihkBVzhBDi3RASEsKPP/7I+++/T1paGgAbNmxg+/btaDQamjVrxvz585kyZYredY8ePWLgwIEcO3aMcuXKERsby507d5TyEydO0L17d2JjY9m5cyc9evSgdevW2NraZoohPj6emzdvcuXKFX7//XdlIrts2bJMnTqVM2fOcP78eeDZRqg5jaEwyfGA//kur0IIIYQQQvzbsGHDlJlzOzs7fH19X3pNjx49qFq1KgBqtRqAgQMHUrJkSQD8/f2JiMh6eVEjIyNOnz6Nq6srRYsWpWjRokpZiRIlGDBgAADt2rUjMDCQ8+fPU6NGjSzbmTJlCiYmJtSqVQtPT09+//13ypYty3fffce3336Lo6MjAF988QUHDhzIUQyFiSRKCSEKnVvJ8h6QEIVdMUvDb7Ip3mzz5s3Ty+EPDAx86TWurq6Zzjk7OyufLS0ts3xR18rKis2bNzNnzhyCgoKoU6cOc+bMoVKlSpnaeFE7AEWKFMHExCTLujdv3lQePgC9zy+LoTDJ1bKcRkZGqNXqF/4JIYQQQoh3l7W1NcnJycrx7du3M9UxMsrVUBR4thT8Tz/9xO3bt6lSpQq9evXKdVvZKV68ONeuXVOO//n5dcVgCLma4Z81a5beCwsA9+7dY8+ePcTGxjJw4ECDBCeEEEIIId5M1apVY+bMmYwfPx61Wp1pw9a8iI2N5ciRIzRp0gQLCwssLS3zZcK5Y8eOzJw5U1nXf86cOa89BkPI1YB/xIgRWZ6fPn063bp1IykpKU9BCSGEEEKIN1u3bt2IiIigbNmyFC9enGHDhrF7926DtK3T6Zg7dy7du3dHpVLx/vvvs3z5coO0/U8TJkzgs88+w8PDA61Wy4ABAzh06NBrjcEQVBkZGRmGbPCnn36iR48eWf5s8zY6c+YM33zzzWv9Bz558iReXl6cOHGC6tWrv7Z+hXhdJIdfiMJPcvgLP6+vs37ZNa9OfPlubbD6T2FhYYwcOZKLFy8WdCivxOAv7Z4/f5709HRDN2sQv/zyC9u3b+fq1auYmZlRsmRJ/Pz8qFWrVq7brFixYqF9mhNCCCGEELl3+/Ztzp8/T4MGDbh27RpTp07F39+/oMN6Zbka8M+bNy/TuSdPnnD27Fm2bNlCly5d8hyYoe3cuZNNmzbRv39/qlevjpmZGadPn2b//v15GvDnRVpamuwoJ4QQQghRSKWlpTFgwAD+/vtvbGxs8PPzY/z48QUd1iszWA6/mZkZLi4uDB48uNDdiOTkZEJDQxk4cCANGjRQzlepUoUqVaqQkZHBtm3bCA8PJyUlhYoVK9K/f380Gg0Abdq04dNPP2Xnzp08fPiQevXq0bdvX0xMTDh16hSzZ89m7dq1ACQkJLBixQpOnTqFiYkJTZs2pVOnThgZGbF3717Cw8OpWLEie/fupV69enTr1o0FCxZw9uxZVCoVLi4uTJ8+XW95KCGEEEII8fq5uLhw6tSpgg4jz3I14NfpdIaOI1+dPXuWJ0+eULdu3SzLIyIiCA8PZ9KkSTg6OrJ06VLmzJnD9OnTlTpRUVHMmjULgClTpmT5S4ZOp2PatGlUrVqVIUOG8ODBA6ZMmYKDgwMffvghABcvXqRevXqsWbOG9PR0Nm7ciFarZd26dcCzlKi8LFElhBBCCCHEP70TI8sHDx5ga2ubbfpMZGQkbdq0wcXFBTMzM4KCgjh9+jTx8fFKHX9/f+zt7bG3tycgIIDIyMhM7Vy8eJH4+Hi6deuGqakpDg4O+Pn5ERUVpdSxt7enbdu2GBsbY2ZmhrGxMffu3ePOnTsYGxtToUKFLJd0io+PJzo6mujoaC5fvpz3myKEEEIIId4JOZ7hj4+P5+bNm1SuXFnv/J9//smUKVM4e/Yszs7ODBkyhNatWxs80LywsbEhKSkp25z5u3fv4uTkpBxbW1tjaWnJ3bt30Wq1AMqWygBOTk7cu3cvUzt37twhMTFRb+Zfp9MpbQA4ODjo7WHQtm1bvvvuOyZNmoROp6Np06Z07Ngx0z4HW7duZcWKFQB6m1gIIYQQQgjxIjke8I8ePZoTJ05w8uRJ5dyVK1fw9vYmOTmZKlWqcPr0adq2bUtERAQNGzbMl4Bzo3z58piamnL48GG9HP7nHBwciIuLU44fPnxIcnIyDg4Oyrm4uDjc3d2Vz0WKFMnUjlarRavVsnLlymxj+fdA3tLSkqCgIIKCgrh69Srjxo2jTJky1KxZU69e+/btadSoEfBsKdA38Q1xIYQQQrw+7/LymUJfjlN6Dh48SNeuXfXOzZ8/n4cPH/Lf//6X48ePExMTQ506dQy6k5ohWFpa0q1bN5YtW8bBgwdJSUkhPT2d06dPs2jRIho1asSuXbu4efMmjx8/ZvXq1VSsWFFvZn7btm0kJiaSmJjIli1bsnyg8fDwwNbWlo0bN5KamopOp+PmzZucPn0629iOHTvGzZs3ycjIwNLSEiMjoyxz+LVaLZ6ennh6eioPHkIIIYQQQrxMjmf4b9y4QaVKlfTO7dq1i6pVq9KsWTMALCwsGDhwYLY78RakNm3aUKRIEcLCwliwYAHm5ua4urri5+eHl5cX9+7dY8KECaSkpFChQgWGDx+ud32DBg0YOXIkDx48oG7dugQEBGTqQ61WM378eFavXk2/fv1ITU2laNGitG/fPtu4bt68ybJly0hKSsLS0pIPPvgALy8vg39/IYQQQrxbevqty5d2Q7Z3z5d2Rf7J8YBfpVLppaPExsZy+fJlhgwZolevRIkSei+7FiYNGjTIMqUHICAgIMtB/HNVq1alVatWmc6///77ypKcABqNhmHDhmXZRpMmTWjSpIneuY8//piPP/44J+ELIYQQQgjxynKc0lOuXDl+/vln5fiHH35ApVIps/vP3bp1S+8FVyGEEEIIIUTByfEM/6BBg+jRowcJCQk4OzuzZMkSypYtS9OmTfXq/e9//+P99983eKBCCCGEEEKIV5fjAX/Xrl25du0aixYt4v79+3h5ebF48WK9ZS7v3LnDrl27mDx5cr4EW1B27txZ0CEIIYQQQgiRK6+00+6oUaMYNWpUtuVOTk7ExsbmOSghhBBCCPF2CwwMxNnZma+++uqVr12zZg1Lly7l8OHD+RDZ2+eVBvxCCPE6FLPsW9AhCCGEeAU+Pj506tSJfv36FXQoIgs5fmlXCCGEEEII8eaRGX4h3jmRBR2AEIWAT0EHIMQ7oXPnzkRGRpKcnEzlypVZvHix3uIuCQkJtGjRggMHDlC+fHlWrVql7Pt0+/ZtBg8eTGRkJKampgQFBTFhwoRMG5RmZGQwfPhw1q9fT0pKCq6urqxdu5bq1au/1u9amMkMvxBCCCGEyBfNmjXj3Llz3LlzBy8vLzp37qxXvm7dOoYNG8a9e/do06YNfn5+pKWlodPpaNOmDWXLluXKlSscOXKEHTt2EBwcnKmPn376if3793Pu3DkSExPZunUrTk5Or+srvhFkwC+EEEIIIfJFr169sLW1xczMjEmTJnHmzBnu3r2rlDdv3pymTZtiYmLC6NGjSUxM5PDhwxw/fpxr164xbdo0zM3NKV68OMOGDeO7777L1IeJiQkPHjzg7NmzZGRkUK5cOVxcXF7n1yz0JKVHCCGEEEIYXHp6OmPHjmXLli3ExcUpqTjx8fE4ODgA4OrqqtRXq9WUKFGCGzduoFKpiIuLQ6PRKOU6nY6SJUtm6qdx48Z8/vnnDBw4kJiYGD7++GPmzJmjd+27Tmb4c2Dv3r2MGDEiV9fGxcUREBDA06dPDRyVEEIIIUThtWHDBrZt28aePXtITEzkypUrwLOc++euXr2qfE5PT+fGjRuUKFECV1dXXFxcuH//vvKXlJTEmTNnsuxr0KBBHD9+nLNnzxITE8OMGTPy98u9YWSG/x9++eUXtm/fztWrVzEzM6NkyZL4+fnlqU1HR0c2b95soAiFEEIIIQqntLQ0UlNTleOEhATMzMxwcHAgJSWFcePGZbpm9+7dRERE4O3tzezZs7GxsaF27doYGRnh6OjI1KlTGTZsGBYWFly6dImbN2/SqFEjvTaOHTuGTqejevXqWFpaYmZmhlqtzvfv+yaRGf7/b+fOnSxZsgQ/Pz/WrFnDmjVr6NixY75u6JCRkUF6enq+tS+EEEII8boMHDgQCwsL5W/t2rWULl2aEiVKUL58eWrWrJnpmm7duinpN2FhYYSFhWFiYoJarWbXrl2cP38eDw8PNBoNAQEB3Lp1K1MbSUlJfPrpp2g0GlxdXbG1tWX06NGv4yu/MVQZ//xd5R2VnJxMYGAgAwcOxNvbO1P53r17CQ8Pp0qVKuzevRsTExMCAwPx8fEB4MSJE6xbt45bt25hZWVF48aN6dq1KyqVitjYWPr06cP333+PqakpY8aMoVy5ckRHR3PhwgWmTZvGw4cPWb16NfHx8VhYWNCiRQsCAgKyjffkyZN4eXlx4sQJWXJK5EJkQQcgRCHgU9ABCJHvevqty5d2Q7Z3z5d2Rf6RlB7g7NmzPHnyhLp162Zb59KlS/j6+rJ27VqOHDnCggULqFWrlvLT0eDBg3Fzc+PKlStMmDABd3d36tevn2Vb+/btY8KECbi5uaHT6ejduzdffPEFFStW5OHDh1k+vQohhBBCCJEbktIDPHjwAFtbW4yNs3/+cXBwoGXLlqjVaurVq4dKpeLGjRsAVKpUCXd3d4yMjHB3d6dhw4acPn0627Z8fX0pXbo0arVa+dnq2rVrJCcnY21tjYeHR6Zr4uPjiY6OJjo6msuXL+f9SwshhBBCiHeCzPADNjY2JCUlkZaWlu2g397eXu/YzMxMeTHl3LlzrF27litXrpCWlsbTp0+pU6dOtv05OjrqHY8ePZrNmzcTEhKCm5sb3bt3p2LFinp1tm7dyooVK4BnKUhCCCGEEELkhAz4gfLly2Nqasrhw4dp0KDBK18/d+5cmjdvzoQJEzAzM2PlypUkJCRkW1+lUukde3h4MHbsWNLT0wkPD2fmzJmEhobq1Wnfvr3yVvqZM2fw9/d/5TiFEEIIIcS7Rwb8gKWlJd26dWPZsmWoVCqqV6+OqakpZ8+eJTIykvLly7/w+pSUFKysrDAzM+PChQvs37+fypUr56jvp0+fcvDgQWrWrImVlRXm5ubKxhT/pNVq0Wq1gMzwCyGEEEKInJMB///Xpk0bihQpQlhYGAsWLMDc3BxXV1f8/PxISkp64bX9+vVj1apVBAcHU7FiRerXr8+DBw9y3Pe+fftYvnw56enpFC9enJEjR+b16wghhBBCCAHIspxvJFmWU+RNZEEHIEQh4FPQAQghxGsjq/QIIYQQQgjxFpMBvxBCCCGEEG8xyeEXQgghhHgLTZo06Y1qV+QfmeEXQgghhBDiLSYDfiGEEEIIId5iktIjxDvHp6ADEEIIIcRrJDP8QgghhBBCvMVkhl+It0TGlTkFHcJbTeU2oqBDEEKId5ZKpeLs2bN4enpmKjtw4ACBgYFcunSpACJ7M8gMvxBCCCGEyBMfHx9UKhUHDx7UOz948GBUKhVLly7Nt769vb1lsP8SMuAXQgghhBB59t577xESEqIcP336lE2bNlG2bNkCjEqADPiFEEIIIYQBdO3alW3btpGSkgLADz/8QJUqVShRogQASUlJtG7dGicnJzQaDS1atODq1avK9YmJifTr1w8XFxfs7Ozw9vZW2gKIiorC09MTOzs7unXrxpMnTwCIjIzE2dlZqVeqVCnmzp2Ll5cXtra2tGjRgoSEBKX82LFjeHt7o9FoKF++PNu2bVPKfvzxRypUqICNjQ3FixdnxowZ+XOzXrN3csA/ZswYwsPDCzoMIYQQQoi3hpOTE/Xq1WP79u0ArFmzhsDAQKVcp9PRs2dPYmJiuHr1KlZWVnz22WdKec+ePYmNjeW3337j3r17fPXVVxgZ/d9Qddu2bfz6669cuHCBQ4cOERoamm0sGzZsYPv27dy8eZP79+8zf/58AG7dusVHH33E8OHDiY+PZ82aNfTu3ZuzZ88CEBQUxLJly3jw4AFnzpyhWbNmhrxFBaZQD/jHjBlD+/btCQgIoGPHjgwbNozTp08XdFhCCCGEECILgYGBhISEEBcXx6+//krbtm2VMnt7e/z9/bG0tMTGxoaxY8eyf/9+AG7fvs2OHTtYvnw5jo6OqNVq6tevj5mZmXL9qFGjKFKkCE5OTrRs2ZKTJ09mG8fAgQMpWbIk1tbW+Pv7K3XXrVtH06ZN8fPzQ61WU7t2bdq2bcuWLVsAMDEx4a+//iIpKQmNRkONGjXy4za9doV6wA/Qu3dvNm/ezHfffceHH37I9OnTSUtLK+iwhBBCCCHEv7Ru3Zrff/+dr7/+mnbt2mFubq6UJScn07dvX9zc3LC1taVhw4Y8fPiQx48fc/XqVezs7HB0dPx/7d15WFXl+v/xNxuQQUbdICoilCZglmM5hKJmWg51zBwQZ0xLy1OZOWUOZXVSk7TRkRQ00zKbtCQhq19OmJqKkoJTKhDzIGxg//7wuL9yxLJEGfy8rsvr2ns9w7rXWoD3fvaznnXVvi+ftuPo6EhOTs7frpuUlMRnn32Gm5ub5d9HH33E2bNnAdiwYQNff/01DRs2JCgoiO3bt//jc1GZVJllOQ0GA8HBwbz99tukp6fj5ubGqlWr2L59O0VFRbRu3ZrRo0fj6OgIwO7duy2fML29vXn88ce54447rug3OzubWbNmERgYyIgRIygqKiIqKort27eTnZ1N/fr1mTJlCh4eHnzyySds3ryZzMxMateuTWhoKO3btwfg999/Z/HixRw/fhxra2sCAwOZNm2apeyDDz4gISGBmjVr8sgjj/DQQw8BcPToUd577z3OnDlDjRo16NChA2PHjr1JZ1VERESk/Nja2tK/f38WLFhwxYo98+fP59ChQ/z888/UrVuXffv20bx5c8xmMz4+PmRmZpKamorRaLxh8fn4+DBw4EBWrlxZZnmbNm3YuHEjRUVFvPvuu6y8QDwAACAASURBVPTt25eUlJQbFs/NUulH+C8pLi4mOjoaDw8PatWqxccff8z+/fuZN28e7777LmlpaSxZsgS4mGC/9tprDB06lMjISLp168asWbOu+CSYmprK5MmTueeeexg5ciRWVlasXLmSgwcPMnfuXNasWcNTTz1l+TqpTp06vPrqq6xZs4ZBgwaxYMECUlNTAYiMjKR58+ZERUWxYsUKHnnkEQAKCgp48cUXueeee4iIiGDGjBmsX7+evXv3ArBkyRJ69+7NRx99xJIlSwgODr5JZ1RERESk/E2fPp2tW7fSrl27Utuzs7NxcHDAzc2N9PR05syZYynz8vKid+/ejB07ltTUVIqLi/npp58oKCgo19hCQ0P5+uuv+fzzzykqKqKwsJAdO3Zw+PBhCgsLiYyMJDMzExsbG5ycnLC2ti7X/VeUSp/wL1u2jEGDBvHYY4+xfPlyRowYgbW1NTExMQwcOJDatWvj5OTEsGHDiI2NpaSkhO3bt9OyZUvatGmDtbU13bt3x2g0smvXLku/Z86cYcqUKfTu3Zv+/fsDYDab2bJlC6NHj8bT0xODwYCfnx8uLi4AdOjQgdq1a2MwGAgKCqJ+/focPXoUABsbG5KTk0lLS6NGjRo0bdoUuHgn+KU70W1sbPD29uaBBx7g+++/B8Da2pqzZ8+SmZmJvb19mQ+UgIsfTuLj44mPjycxMfGGnW8RERGR6+Hp6UmXLl2u2P7vf/+bwsJCPDw8uPfee+nWrVup8oiICFxdXWnWrBm1a9dm6tSplJSUlGts3t7efPnllyxcuJA6depQt25dpkyZYvlgsWrVKkvut3jxYtauXVuu+68olX5Kz6hRo3jwwQcpKSkhPj6e2bNn4+XlRVpaGnXq1LHU8/T0pKioiMzMTP744w88PT1L9ePp6UlaWprlfWxsLLVq1Sr1A5mZmUlhYSF169YtM5bvvvuOzz77jOTkZADy8/PJysoCLt6kEhkZycSJE6lZsya9e/emR48enD9/nuPHjzNo0CBLPyUlJQQGBgLw9NNPExUVxbhx4/Dw8KB///5XfCKGi3PKLn2DkZeX97fOoYiIiMiNFBMTc01l/1tvzJgxltfu7u4sW7aszD7MZnOp96+99prldXBwMOfOnbO8T0pKKlV37NixpaZLt27dmujo6DL3s3nz5jK3V3WVPuG/xGAwEBgYSL169Thw4AC1atUiOTkZPz8/AJKTk7GxscHV1ZXatWtf8cS15ORky3x7gAEDBnDw4EFeeeUVpk2bRo0aNXBxcaFGjRqcPXuWxo0bX9F+8eLFzJ49m4CAAKytrZkwYYLlB9Dd3Z3x48cDEB8fz/Tp0wkICMDDwwN/f/+rruNar149Jk6cSElJCTt37uQ///kPH374IU5OTqXqPfroo3Tq1AmAgwcP0q9fv+s4myIiIiJyq6j0U3ouFx8fz6lTp/Dx8SE4OJh169aRnp5Obm4uq1atomPHjhgMBu677z727t1LXFwcxcXFfPvtt6SkpJRaWsna2pqJEyfi4ODA3LlzMZlMGAwGHnjgAZYtW0ZKSgpms5nExESysrK4cOECAK6ursDF0f7LHxbxww8/WObzX7px2GAw0KZNG5KTk/nmm28wmUwUFxeTlJREQkICANu2bSMzMxODwYCDgwNms7nUmrOXGI1G/P398ff3t3zIERERERH5K5V+hH/p0qWsWLECuLh+a2hoKK1ateKuu+4iPz+fZ555huLiYlq1asXo0aMBqF+/Ps8//zwrVqwgJSWF+vXrM2PGDJydnUv1bW1tzfPPP8/rr7/Oq6++ypQpUxg+fDirV6/mhRdeIDc3F29vb6ZMmYKPjw//+te/eOGFF7CysqJLly6l5tv/9ttvLF26lLy8PFxcXBgxYgQNGjQAYPbs2SxfvpxVq1ZRVFSEt7c3oaGhAOzdu5fly5dTUFCA0Wjkueees3xgEBERERG5Xlbm/50UJZVeXFwcrVq1Ys+ePbRs2bKiw5FKwnxiXkWHUK1ZNZxY0SGIiPwtM2fOrFL9yo1Tpab0iIiIiIjI36OEX0RERESkGqv0c/hFRERE5O/T1Bu5RCP8IiIiIiLVmEb4RaoJ3VQqIiIiZVHCLyIiIlINaZUeuUQJv5RS8unIig5BRESkQhn+tbyiQxApV5rDLyIiIiJSjSnhFxERERGpxpTwi4iIiIhUY0r4gXXr1rFw4cJ/1LawsJA+ffpw/vz5co5KREREROT63TI37U6dOpUjR45gbW2NlZUV9evXZ+TIkdx5553079+/osMTERERqbKCg4P5+eefsbGxwc7OjnvvvZfw8HAaN25c0aEJt9gIf1hYGOvWrWPNmjV0796dV155haKiogqLpyL3LSIiIlKeFi5cSE5ODidOnMDV1ZVhw4bdtH2bTKabtq+q6JZK+C8xGAwEBweTm5tLeno6UVFRvPHGGwCcP3+ePn36sG3bNsLCwhg0aBBLly61tC0pKSEiIoLQ0FBGjhxJTExMqb5NJhMRERGEhYUxePBg5s2bR05OTqm+v/32W8LCwpgwYQJms5lly5YxZMgQBgwYwPjx4zl27NhNOxciIiIi5cnJyYnQ0FAOHDjAs88+i4+PD87OzrRs2ZLY2FhLvZkzZ9K3b19CQ0NxdnamadOmpcqzsrIYM2YM3t7eeHl5MX78eC5cuABATEwMXl5eLFiwgHr16tGnT5+bfpxVyS2Z8BcXFxMdHY2Hhwe1atUqs87+/ftZvHgxb775JtHR0ezbtw+Ab7/9lh9//JF58+axePFidu3aVardhx9+yPHjx5k3bx7Lly/HxsaG999/v1SdvXv38tZbb7FgwQL27t3Lr7/+yrvvvsvatWuZPHkyrq6uN+bARURERG6wrKwsVq1aRYsWLWjVqhVxcXGkp6czePBgHnvsMfLy8ix1N23aRPfu3UlPT2fSpEk8/PDDpKenAzBixAgKCgo4dOgQ8fHxJCQkMGfOHEvb1NRUTpw4wfHjx/nkk09u+nFWJbdUwr9s2TIGDRrEY489xvLlyxkxYgTW1tZl1h04cCD29vZ4eXnRtGlTjh8/DsD3339Pnz598PLywtHRkZCQEEsbs9nMli1bCAsLw83NDTs7OwYPHsyPP/5IcXGxpV5ISAiOjo7Y2dlhbW1Nfn4+p0+fxmw24+3tjdFovCKe1NRU4uPjiY+PJzExsZzPjIiIiMj1efbZZ3F3d6dJkyYUFBQQERHB4MGDMRqN2NjY8Nxzz2EymTh8+LClzd13382QIUOwsbFh2LBh+Pn58eWXX5KcnMymTZtYtGgRLi4uuLm5MX36dNasWWNpazabefXVV7G3t8fBwaEiDrnKuGVu2gUYNWoUDz74ICUlJcTHxzN79my8vLzKrOvu7m55bWdnR35+PgBpaWmlEnIPDw/L68zMTC5cuMCkSZNK9WVlZUVGRkaZbe6++2569uzJBx98wPnz57n33nsZOXIkTk5OpfrYsGEDS5YsASj1yVhERESkMliwYAFjx44ttW3+/PksXbqU33//HSsrK7KyskhNTbWU+/j4lKrfsGFDzpw5Q1JSEsXFxTRo0MBSZjabSw2g1q5dG0dHxxt0NNXLLZXwX2IwGAgMDKRevXocOHDgb7WtVatWqR/UlJQUy2sXFxdq1KjBwoULqVOnzhVtLy3daWVlVWp779696d27N5mZmbzxxht8/PHHjBgxolSdRx99lE6dOgFw8OBB+vXr97fiFhEREbmZtm/fzty5c9m2bRt33nknBoMBd3d3zGazpc7JkydLtTl58iT9+vXDx8cHGxsbkpOTqVGjRpn9Gwy31ESV63LLnqn4+HhOnTp1xSfLvxIUFMTnn3/OuXPnyMvLK/XVksFgoEePHixbtoy0tDQAMjIy+Pnnn6/aX0JCAkeOHKGoqAg7OztsbW3L/AE2Go34+/vj7++Pn5/f34pZRERE5GbLzs7GxsYGo9FIUVERr7zyCllZWaXq7Nu3j6ioKIqKili1ahXHjh3joYcewsvLi549ezJhwgTS09Mxm82cOnWKzZs3V9DRVG231Aj/0qVLWbFiBQBubm6EhobSqlUrjhw5cs19dOvWjbNnzzJx4kRq1KjBwIEDSyX0w4YN4+OPP2by5MlkZmbi6upKUFAQbdu2LbO/vLw8li1bxrlz57C1taV58+YavRcREZEqr3v37vTq1Qt/f39q1qzJM888U2qKDkCfPn346quvGDNmDA0aNODTTz+1LKgSERHBtGnTaN68Oenp6Xh7ezN27Fh69OhREYdTpVmZL/9eRaqEuLg4WrVqxZ49e2jZsmW59l3y6chy7U9ERKSqMfxreUWHUC5mzpxZqfudOXMm8fHxrF27tlz6k6u7Zaf0iIiIiIjcCpTwi4iIiIhUY7fUHH4RERERqRxu1JQjuZJG+EVEREREqjEl/CIiIiIi1Zim9Egp1WVlAhERERG5SAm/iIiISDWkOfJyiRJ+Eal0cp++/6bur+ZbW2/q/kRERG4mzeEXEREREanGNMIvIiIiUg1V9iftys2jEX4RERERkWpMCb+IiIiISDWmhP8Gevnll+nbty/Z2dl/Wi86OpqJEyfepKhERERE5FaihP8GycjIIC4uDnt7e2JjY69ar6io6CZGJSIiIiK3Gt20e4PExMRQt25dgoKCiI6OplevXgBERUWRlJSEo6MjO3bsoG/fvqxdu5bi4mL69+8PwIcffoi9vX1Fhi8iIiJy3WbOnEl8fDxr166t6FBuaRrhv0Gio6Pp1KkTwcHBHDt2jMTEREvZrl27aNmyJZGRkfTp04cnn3ySRo0asW7dOtatW6dkX0RERKqU4OBg7O3tcXJyonbt2jz00EMkJCRUdFjyX0r4b4CEhAROnjxJcHAwXl5eBAQEEB0dbSm//fbb6dixIwaDATs7u2vqMzU1lfj4eOLj40t9eBARERGpDBYuXEhOTg4nTpzA1dWVYcOGVXRI8l9K+G+A6OhoAgIC8PT0BKBz587ExMRY5ut7eHj87T43bNhAaGgooaGhvPjii+Uar4iIiEh5cXJyIjQ0lAMHDgBgMpkYPXo0rq6uNGrUiK1b/+/p5mfPnqVv374YjUb8/Px4/fXXMZvNAKxcuZK2bdsybdo0ateuTf369YmMjLS0LSwsZMqUKfj6+mI0GgkJCSE9PR2ACxcuMGTIEGrXro2bmxutWrXi9OnTN/EsVC6aw1/OTCYT33//PSaTiaFDhwJQXFxMdnY2u3btAsBg+Pufsx599FE6deoEwMGDB+nXr1/5BS0iIiJSTrKysli1ahUtWrQA4IsvvmDdunW89957vPXWW4wcOZKTJ08CEBISgp+fHydPnuTUqVM88MADeHl5Wb4d2LNnD0OGDOH8+fNs2rSJoUOH0rt3b1xcXJgyZQoHDx5k586dODs788QTTzB+/HgiIyOJiIggIyODU6dOYWdnx/79+6lZs2aFnZOKphH+cvbzzz9TXFzMokWLCA8PJzw8nMWLF1tu3i2Lm5sbaWlpmEymq/ZrNBrx9/fH398fPz+/GxW+iIiIyD/y7LPP4u7uTpMmTSgoKCAiIgKAdu3a8fDDD2Ntbc2wYcM4deoUqampnD59mtjYWObPn4+joyNNmjThmWeeYdWqVZY+69evz7hx47CxsaFv374YDAaOHj2K2Wzm/fff580338TT0xMHBwfmzJnDxx9/TFFREba2tvzxxx8kJCRgbW1NixYtcHd3r6hTU+E0wl/Otm7dSufOnfHy8iq1vU+fPkyePJlatWpd0eauu+7Cz8+PYcOGYTabWbFihW7cFRERkSplwYIFjB079ortl+dEjo6OAOTk5HD+/HlcXV1LJeK+vr6cOXOmzLaX2ufk5JCSkkJubi7t2rUrVW4wGDh//jxDhgzh9OnThISEkJaWxqBBg3j11Vev+d7J6kYJfzmbNWtWmdubNGnCp59+WmaZra2t5uWLiIjILaV+/fpkZmaSmZmJq6srAElJSdSvX/8v2xqNRhwcHPjll1/w9fUts86MGTOYMWMGJ0+epGfPntx+++2MGzeuPA+hytCUHhERERG56by9venYsSOTJk0iPz+fo0ePEh4eTmho6F+2NRgMjBkzhmeeeYazZ88CkJyczGeffQbAtm3bOHDgAMXFxTg5OWFjY4O1tfUNPZ7KTAm/iIiIiFSIqKgozp8/j7e3Nw888ACjR4+2LHryV1577TXuuusu7rvvPpydnWnfvj07d+4E4Ny5c/Tr1w9XV1cCAgJo27Yto0aNupGHUqlZmS+tfSRVRlxcHK1atWLPnj20bNmyosMRKXe5T99/U/dX862tf11JRKSKmTlzZpXqV24cjfCLiIiIiFRjumlXRCodjbiLiIiUH43wi4iIiIhUYxrhFxEOdXqkokOQaiYwdmNFhyAiIv+lEX4RERERkWpMCb+IiIiISDWmKT0iIiIi1ZCWz5RLbrkR/j59+nD69GkA3nnnHaKioio4IhERERGRG6dSj/C//PLLxMXFERERgbOzc7n3/+STT5Z7nyIiIiIilUmlTfgzMjKIi4vD3t6e2NhYevXqVdEhiYiIiFQZetKuXFJpE/6YmBjq1q1LUFAQ0dHRloQ/KiqKpKQk7Ozs2LlzJ0ajkSeeeII777wTgKlTp9KkSRMOHjzIiRMnaNy4MRMmTMDDw+OKfSxcuBB3d3eGDRtGXl4e8+fP5+jRoxQVFeHv78+TTz5paTd16lQCAwM5fPgwv/32Gw0bNmTixIl4enoCcPr0aZYtW8bRo0cBCAoKYuzYsQDs2bOH1atXc+7cOerUqcPo0aNp2rQpANHR0axdu5asrCycnZ0ZOHAg999//409uSIiIiJyy6i0c/ijo6Pp1KkTwcHBHDt2jMTEREvZzp07admyJVFRUfTt25dXXnmFnJwcS/nWrVsZM2YMq1atom7duixYsOAv91dSUkKXLl1YunQpy5Ytw87OjnfffbdUnZiYGMaMGcPq1aupVasWkZGRAOTn5zNjxgwCAgJYvnw5y5cvp2PHjgAkJiayYMECRo8eTWRkJIMHD2bu3LlkZWVx4cIFPvjgA1566SU++ugj3njjDRo1alQep09EREREBKikCX9CQgInT54kODgYLy8vAgICiI6OtpT7+fnRuXNnrK2t6dq1K56enuzatctSHhwczO23306NGjUYNmwYhw4dIjU19U/36eTkRIcOHbCzs8PR0ZH+/ftz8ODBUnW6dOmCj48Ptra2dOzYkWPHjgGwa9cuSxs7Ozvs7OwIDAwEYPPmzXTr1o3AwEAMBgNt2rTBz8+P3bt3A2AwGDh58iQFBQW4u7vj6+tbZnypqanEx8cTHx9f6sOPiIiIiMifqZRTeqKjowkICLBMl+ncuTOrV69m+PDhAFdMz/H09CQtLc3y/vJyJycnHB0d+eOPPzAajVfdZ0FBAUuXLiUuLs7ybUF+fj4mkwlbW1sA3N3dLfXt7Oy4cOECACkpKdStW7fMfpOTkzlw4ABbtmyxbCsqKqJ58+bY29szadIkPv30UxYtWsQdd9zByJEjadiw4RX9bNiwgSVLlgCQl5d31eMQEREREblcpUv4TSYT33//PSaTiaFDhwJQXFxMdna2ZRQ/JSWlVJuUlBTat29f6v0lubm55OXlUbt27T/d76effsqpU6d44403qFWrFomJiUyYMAGz2fyXMXt4eBATE3PVsr59+xISElJmeYsWLWjRogWFhYVERUURHh5e5hSkRx99lE6dOgFw8OBB+vXr95dxiYiIiNwMP/30Ey+88AIHDhwAoFGjRsyePRtHR0cGDhzIuXPnKjjCW1ulm9Lz888/U1xczKJFiwgPDyc8PJzFixdbbt6Fi/PiY2NjKS4uZtu2bZw7d47WrVtb+oiNjeX48eMUFhYSERFBQEDAn47uw8XR/Bo1alCzZk1ycnL46KOPrjnmNm3akJ2dzfr16ykoKKCgoIBDhw4B0L17d7755hsOHTpESUkJBQUF7N+/n9TUVNLT09mxYwcXLlzAxsYGOzs7DIayL4nRaMTf3x9/f3/8/PyuOTYRERGRGykrK4uePXsSFhZGamoqZ8+eZd68eeWypLrJZCqHCKXSJfxbt26lc+fOeHl54e7ubvnXp08f9uzZQ0ZGBvfccw+7d+8mJCSE9evXM2XKlFI/VF27duW9995jyJAhnDlzhueee+4v99unTx+KiooYMmQIEydOpHnz5tccs4ODA7Nnz2b//v0MHz6cUaNG8eOPPwJw++23M2HCBJYvX87gwYMJCwtj48aNmM1mzGYzGzduZPjw4QwePJh9+/Yxbty4v3/SRERERCrI0aNHMZlMDBs2DBsbGxwcHAgODqZly5Y8+OCDJCcn4+TkhJOTE4cPH8ZsNvP666/j5+eH0Wikb9++pb4BsLKyYvHixTRp0sQyQ+PSwibOzs4EBASwYcMGS/2SkhImT56Mh4cHPj4+LF++HCsrK5KSkgAoLCxkypQp+Pr6YjQaCQkJIT09/aaeo4pmZb6WOSuVSFRUFGfOnOH5558vs3zq1KkEBQXx4IMP3uTIbp64uDhatWrFnj17aNmyZUWHI9XAoU6PVHQIUs0Exm6s6BBEbnk3ax3+rKws/Pz86NGjB4MGDeLee++13E8ZExNzxZSelStXMnPmTLZs2UKDBg0YP348SUlJfPfdd8DFhL9Tp06sW7cOZ2dnHBwcWL9+Pe3ataNu3bp8/PHHDB8+nISEBLy9vVmyZAn/+c9/+PbbbzEajYwYMYL169eTmJiIr68vzz33HAcPHuTDDz/E2dmZJ554ApPJZFlt8VZQ6Ub4RURERKTqcHFx4YcffsDOzo5x48bh5eVFly5dLKsZ/q/Vq1fzzDPP0KRJExwdHZk/fz4xMTGcPn3aUmfy5Ml4enri4OAAQL9+/ahfvz4Gg4EBAwbQpEkTduzYAcCaNWuYMGECvr6+ODk58dJLL1n6MZvNvP/++7z55puW/ubMmcPHH39MUVHRDTwrlYsSfhERERG5LpeeRXTixAmOHTuGra0tQ4YMKbPumTNnSi1D7u7ujouLC2fOnLFs8/HxKdXmww8/pHnz5ri5ueHm5savv/5qWXL9999/p0GDBpa6l79OSUkhNzeXdu3aWdo2a9YMg8HA+fPny+PQq4RKt0rPX7naajeXzJ079yZFIiIiIiL/y9fXl6eeeopBgwZhZWV1RXn9+vU5ceKE5X16ejpZWVnUr1/fsu3yRUxOnDhBWFgYW7dupUOHDlhbW9OiRQvLSor16tXj1KlTlvqXvzYajTg4OPDLL79c9VlHtwKN8IuIiIjIPxYfH88bb7zByZMnMZvNJCcns3TpUtq1a0edOnVIT08vdZPs4MGDCQ8PJyEhgfz8fJ5//nk6duyIt7d3mf3n5uYC//ecpQ8//JBff/3VUj5gwAAWLVrEiRMnyMnJYc6cOZYyg8HAmDFjeOaZZzh79ixw8RlJn332Wbmfh8pMCb+IiIiI/GPOzs7s3r2b9u3b4+zsTPPmzXFyciIiIgJ/f39CQ0Np1KgRbm5uHD58mGHDhjFq1Ci6deuGt7c3qampREVFXbX/wMBAnn/+eTp06ECdOnX45ZdfSj1/KSwsjD59+tC6dWsCAgLo0qULcPEhqQCvvfYad911F/fddx/Ozs60b9+enTt33tiTUslUuVV6RKv0iIiIyF+7Wav0VDZ79+7l3nvv5cKFC1d9vtGtRmdBRERERKqswsJCPv/8c4qKikhJSWHKlCn07dtXyf5lqtxNuyJS/awwdK3oEERumBEl0RUdgki1ZjabmTNnDiEhIdjZ2dG1a1cWLVpU0WFVKkr4RURERKTKsrOzu+Xm5P9d+q5DRERERKQaU8IvIiIiIlKNKeG/AdatW8fChQsrOgwRERERkcozh//ll18mLi6OiIgInJ2dKzqc69K/f/+KDkFEREREBKgkCX9GRgZxcXHY29sTGxtLr169Kjqkf6yoqAgbm0pxWkVEROQWVtnXy5ebp1JkpjExMdStW5egoCCio6MtCX9ubi4RERHs2rWL/Px8fH19mTVrFnZ2dpw+fZply5Zx9OhRAIKCghg7diwAe/bsYfXq1Zw7d446deowevRomjZtCkB0dDRr164lKysLZ2dnBg4cyP3338/vv//O4sWLOX78ONbW1gQGBjJt2jQAjh49ygcffMDp06fx8PBg2LBhtG7dGoCFCxdia2tLeno6+/fvZ/z48Zw+fZozZ87w/PPPA5CQkMCyZcs4ceIE7u7uhIaGWp4Qt3v3blasWEFqaioODg489NBD+oZARERERMpNpUj4o6Oj6dSpEx07diQqKorExET8/PxYuHAhVlZWLFy4ECcnJ44cOYLBYCA/P58ZM2bQo0cPJk+eDMCxY8cASExMZMGCBUybNg1/f3/27NnD3Llzeffdd6lRowYffPAB8+fPx9vbm/T0dDIzMwGIjIykefPmvPzyyxQVFZGQkABATk4OM2fOZNiwYdx///3ExcXx2muv8dZbb1GvXj0AYmNjmT59OtOmTaOwsJDTp09bji0tLY2ZM2fy1FNP0aZNG3777TdmzZpFgwYNaNCgAYsWLWLSpEk0bdqUnJwczp49ezNPvYiIiFRTt+qTduVKFX7TbkJCAidPniQ4OBgvLy8CAgKIjo4mPT2dHTt2MG7cOFxdXS2j7ra2tuzatQtHR0f69++PnZ0ddnZ2BAYGArB582a6detGYGAgBoOBNm3a4Ofnx+7duwEwGAycPHmSgoIC3N3d8fX1BcDGxobk5GTS0tKoUaOG5RuBXbt24eHhQffu3bG2tqZNmza0aNGC7du3W46hTZs23HXXXVhZWWFnZ1fq+LZt28bdd99N27Ztsba2pkmTJrRt25Yff/wRAGtra06dOkVeXh5OTk40bty4zPOUmppKfHw88fHxJCYmlus1EBEREZHqq8JH+KOjowkIhmaRewAAFZ5JREFUCMDT0xOAzp07s3r1aoKCgqhZsyaurq5XtElJSaFu3bpl9pecnMyBAwfYsmWLZVtRURHNmzfH3t6eSZMm8emnn7Jo0SLuuOMORo4cScOGDRk+fDiRkZFMnDiRmjVr0rt3b3r06EFaWhp16tQptQ9PT0/++OMPy3uj0XjV40tOTmbHjh0MGjTIsq24uJjg4GAApkyZwrp164iIiKBhw4YMGTLE8mHjchs2bGDJkiUA5OXlXXV/IiIiIiKXq9CE32Qy8f3332MymRg6dChwMRnOzs7m3Llz5ObmkpWVhYuLS6l2Hh4exMTElNmnh4cHffv2JSQkpMzyFi1a0KJFCwoLC4mKiiI8PJwFCxbg7u7O+PHjAYiPj2f69OkEBARQq1YtkpOTS/WRnJxMo0aNLO8Nhqt/UeLh4UFQUBD//ve/yyxv3Lgx06ZNo7i4mK+//ppXX32V1atXX1Hv0UcfpVOnTgAcPHiQfv36XXWfIiIiIiKXVOiUnp9//pni4mIWLVpEeHg44eHhLF68mKCgILZv384999zDO++8Q1ZWFsXFxRw+fBiTyUSbNm3Izs5m/fr1FBQUUFBQwKFDhwDo3r0733zzDYcOHaKkpISCggL2799PamqqZZrQhQsXsLGxwc7OzpKs//DDD6SmpgLg6OgIXEzkW7duTXJyMtHR0RQXF7Nnzx727t3Lfffdd03HGBwczJ49e9i5cyfFxcWYTCaOHDnCqVOnMJlMxMTEkJubi7W1Nfb29lf98GA0GvH398ff3x8/P7/rPfUiIiIicouo0BH+rVu30rlzZ7y8vEpt79OnD5MnT2b58uWsWrWKp556isLCQvz8/HjppZdwcHBg9uzZLF26lA0bNmBtbU2nTp0IDAzk9ttvZ8KECSxfvpwzZ85gY2ND48aNeeKJJzCbzWzcuJE333wTKysrGjZsyLhx4wD47bffWLp0KXl5ebi4uDBixAgaNGgAwIwZM1iyZAlLlizBw8ODSZMmUb9+/Ws6RqPRyIwZM4iIiCA8PBwAX19fRo0aBVyc4//BBx9QXFxMvXr1LCv7iIiIiMifs7Ky4vDhw/j7+zN27Fjq1KnDrFmzKjqsSsfKbDabKzoI+Xvi4uJo1aoVe/bsoWXLlhUdjsh1W2HoWtEhiNwwI0qiKzoEuUXdzFV6fvrpJ1544QUOHDgAQKNGjZg9ezYPPfTQDYnhkssTfrm6Cr9pV0RERESqrqysLHr27MnChQsZPHgwJpOJHTt2YG1tXdGhyX9V+LKcIiIiIlJ1HT16FJPJxLBhw7CxscHBwYHg4GCCgoJYuXIlbdu2LVXfy8vLsvjKzJkz6du3L6GhoTg7O9O0aVNiY2MtdYODg5kyZQrt27fH2dmZrl27curUqTLjGD58uOX5THBxqfZWrVrh5uZGy5YtSy2pHhERwW233YazszO+vr6sWLGiHM9I5aOEX0RERET+sTvuuAM7OzsGDx7MF198QUpKyt9qv2nTJrp37056ejqTJk3i4YcfJj093VK+fPlyFi9eTEpKCo0aNSI0NPQv+9y3bx+DBw8mPDyctLQ05syZwyOPPEJqaiq5ubk89dRTfP3112RnZ7Njxw5at279t4+7KlHCLyIiIiL/mIuLCz/88AN2dnaMGzcOLy8vunTpwrFjx66p/d13382QIUOwsbFh2LBh+Pn58eWXX1rKQ0NDadmyJfb29rz++uts376d06dP/2mf77//PmFhYdx3330YDAZ69uxJ8+bN+eqrr4CLKzH++uuv5OfnU6dOHZo1a/bPT0AVoDn8IlLhdFOjiEjVFhAQwPLlywFISkpizJgxDBkyhMcff/wv2/r4+JR637BhQ86cOVNmuZubGy4uLpw5cwZvb++r9pmUlERMTAzvv/++ZZvJZKJbt27UrFmTdevWMW/ePEaNGkXbtm2ZN28ed9555zUfb1WjEX4RERERKTe+vr489dRTHDhwACcnJ/Ly8ixlJpOJtLS0UvVPnjx5xfvLlz+/vDwzM5OsrKy/XB7dx8eHSZMmkZGRYfmXm5trmeP/wAMP8M0333Du3DnuvvtuRowY8Y+PtyrQCH8VlJ+fD8Dhw4crOBIRERH5u/z9/S0P+awO4uPj+fzzzxkwYAANGjQgJSWFpUuX0q5dO+6++27i4+PZuXMnzZs356WXXqKkpKRU+3379hEVFUX//v1Zs2YNx44dK7WcZ2RkJEOGDMHf35/JkyfToUOHPx3dB3j88cfp1asX999/P+3bt6egoICff/6Zxo0bY2try44dO+jatSsODg44OjpW+xWFlPBXQUlJSQDXdNOKiIiIVC7V7Tk6zs7O7N69m/DwcDIyMnBxcaFLly68++671K1bl5dffpmePXtiY2PDiy++iNFoLNW+T58+fPXVV4wZM4YGDRrw6aefUqtWLUv58OHDefLJJzlw4ABt2rQhMjLyL2Nq2bIlERERTJw4kSNHjmBra8s999zDO++8Q0lJCfPnz2fIkCFYWVnRrFkzPvjgg3I/L5WJHrxVBaWmprJlyxZ8fX1xcHCo6HCqlMTERF588UXmzJmDn59fRYcjZdA1qvx0jSo/XaPK7WaN8N/MB29dT1/x8fGsXbu2zPLg4GAGDhzI2LFjy22ftyKN8FdBRqORwYMHV3QYVZKjoyOOjo40bdpUT+WrpHSNKj9do8pP10hELqebdkVEREREqjGN8MstxWg0Mnr06CvmD0rloWtU+ekaVX66RlJV/NX0oEtP5JXrozn8IiIiItVQVZjDLzeHpvSIiIiIiFRjSvhFRERERKoxTekREREREanGdNOuVFmffPIJ27ZtIzk5mZo1a9K5c2dCQkIsT8tbuHAh33//PTY2//dj/vbbb+Ph4QHAiRMnWLRoEUlJSXh5efHEE0/QtGlTS90ff/yRlStXkpGRQUBAABMmTKB27dqW8tWrV/P1119TUlJCUFAQjz/+eKl9yd+Xk5PD22+/TVxcHA4ODvTv37/U0xbl+plMJt577z327dtHdnY2RqORxx57jODgYADCwsLIyMjAYLj4BbCHhwdvv/22pf31/F7o+l6bivzbpWskUk2ZRaqo9evXm48ePWo2mUzm8+fPm5966inz+vXrLeVvvvmmeeXKlWW2NZlM5rCwMPP69evNhYWF5u+++848aNAgc3Z2ttlsNptPnTpl7t+/v3nv3r3mCxcumN99913z5MmTLe23bNliHj16tPncuXPmjIwM83PPPWeOjIy8sQd8C5g3b575lVdeMefm5pp/++03c0hIiHnfvn0VHVa1kp+fb169erX57Nmz5uLiYvPBgwfNAwYMMB8+fNhsNpvNo0aNMu/evbvMttf7e6Hre20q8m+XrpFI9aThSKmyHn30UctrT09POnXqxKFDh0ptv5oDBw5QUFDAv/71LwwGA507d2bTpk389NNPPPDAA2zbto2WLVvSvHlzAAYPHszQoUM5e/YsdevWZevWrTzyyCPUqVMHgP79+/Pee+8REhJyYw72FnDhwgV+/PFHFi5ciKOjI7fffjtdunRh69at3HXXXRUdXrVhb29f6sF9gYGBBAQEcPjw4b98QNP1/F7o+paPG/m3S9eo+tEqPXKJbtqVauPgwYP4+PiU2rZlyxZCQkJ4+umn+fbbby3bT548ScOGDS3TFgD8/Pw4efIkcPEr88sfR+/s7IyHhwcnTpywtPf19S3VNjU1ldzc3BtxaLeEM2fOAJS6hrfddpvlnMuNceHCBX777TcaNmxo2bZw4UJCQ0OZOnUqhw4dsmy/nt8LXd+/pyL+dukaiVRfGuGXSqm4uPhPyy/N07/kiy++ICkpiX//+9+Wbb1792bkyJHUrFmTQ4cO8dprr1GzZk3at29Pfn4+NWvWLNVHzZo1ycvLAy4mQY6OjleU5+fnW8ovb3/pdVn9yrW5cOECDg4OpbZdfs6l/JnNZsLDw2ncuDEtWrQA4Nlnn+X2228HIDo6mlmzZrFo0SI8PT2v6/dC1/faVdTfLl0jkepLCb9USi+++CK//vprmWVubm58+OGHlvfbtm1j/fr1vPzyy7i4uFi2X0paAJo1a0bPnj358ccfad++PQ4ODpb/IC/Jy8uz/Gdnb29/RXlubu5Vyy+9/t//LOXa2dvbX5FYXH7OpXyZzWbeeecd/vjjD2bPno2VlRVwcYrPJQ899BDbt29nz549PPjgg9f1e6Hre+0q6m+XrpFI9aWEXyqluXPnXlO92NhYVqxYwZw5c/D29v7TulZWVpj/uwqtj48Pn3zyCSUlJZavxhMTE+nRowcADRs2JCkpydI2JyeH1NRUy7QHHx8fEhMTCQgIsLQ1Go0a3b8O9evXB+DUqVM0aNAAuHheL59qIuXDbDbz3nvvcfz4cebMmYO9vf1V6xoMBsvvzfX8Xuj6/nM362+XrpFI9aU5/FJlxcbGsmTJEl566aUy/0P64YcfyMvLo6SkhEOHDvHll1/Stm1b4OKoma2tLRs3bsRkMhEbG8u5c+do164dAMHBwezZs4d9+/ZRUFBAZGQkTZo0oW7dugB07dqVTZs2kZycTFZWFh999BH333//zTv4asje3p4OHToQGRlJXl4eiYmJREdH07Vr14oOrdp5//33OXLkCLNmzSo1/SMlJYWDBw9iMpkwmUxs2bKFhIQEy3Sf6/m90PW9dhX1t0vXSG42X19fNm/eXGZZUlISVlZWXLhw4SZHVT3pwVtSZYWFhfHHH39ga2tr2RYYGGhZPWDy5MmcOHGCkpISjEYjvXr14sEHH7TUTUpKYvHixSQlJVGnTh2eeOIJ7rzzTkv5Dz/8QEREBOnp6QQGBpZay9psNhMZGcnXX39NcXExHTt21Dr85SAnJ4fFixcTFxeHo6Oj1gC/AZKTkwkLC8PW1rbUvTD9+vWjbdu2zJ8/n7Nnz2JjY0ODBg0IDQ2lWbNmlnrX83uh63ttKvJvl65R9XKzVulxcnKyvM7Pz8fW1tbyMzV16lSmTp1aZj++vr689957lm+oLpeUlISfnx/5+fl/+i2kXBsl/CIiIiLVUEUsy9m2bVvGjh3L8OHD/7IfJfw3j6b0iIiIiEi5S0xMpGvXrtSuXRuj0cigQYNIT08vVWfv3r00a9YMV1dXHn30UTIyMsrsKysrizFjxuDt7Y2Xlxfjx4+3TPdJTU2lV69euLu7U6tWLTp06EBBQcENP76qRAm/iIiIiJQ7s9nMCy+8wO+//87hw4c5c+YML774Yqk6K1eu5LPPPuP06dMUFBQwYcKEMvsaMWIEBQUFHDp0iPj4eBISEpgzZw4A8+fPx9vbm+TkZM6fP89//vOfK5bvvtUp4RcRERGRcnfbbbfxwAMPYGdnh4eHB88++yyxsbGl6owfP57bbrsNZ2dnXnnlFdauXUtJSUmpOsnJyWzatIlFixbh4uKCm5sb06dPZ82aNQDY2tpy9uxZkpKSsLW1pUOHDrqn7n/obIiIiIhIuUtOTubpp59m+/btZGdnU1JSgrOzc6k6lz/ZuWHDhhQWFpKSklKqTlJSEsXFxZblYuHitweXHtL5/PPPM3PmTHr06EFJSQkjR45k+vTplueLiEb4RUREROQGmDJlCiUlJezfv5+srCwiIyP537ViTp48Weq1ra0tRqOxVB0fHx9sbGxITk4mIyODjIwMMjMzycnJAcDZ2Zn58+dz7NgxvvzyS95++22++uqrG3+AVYgSfhEREREpd9nZ2dSsWRNXV1d+//135s2bd0Wdd955h8TERLKzs5k+fToDBgy4Yv69l5cXPXv2ZMKECaSnp2M2mzl16pRlDf8vvviC3377DbPZjIuLC9bW1prD/z+U8IuIiIhIuXvppZfYv38/bm5uPPTQQzzyyCNX1Bk6dCh9+vTB29sba2trwsPDy+wrIiICGxsbmjdvjqurK927d+fo0aMAJCQk0K1bN5ydnbn33nsZNWpUmUt93sq0Dr+IiIhINVQR6/BL5aQRfhGRazBz5kysrKws/zw8POjatSvbt28vl/7j4uJo27Ytjo6OWFlZkZGRQXBwML169bLUiYmJYe7cueWyPxERuXVolR4RkWvk4ODAd999B8Dp06d5+eWX6dq1K3v27KFZs2bX1fe4ceMoLi7myy+/xMHBAWdnZ955551S81BjYmKYN2/eVR9TLyIiUhYl/CIi18hgMNC2bVvL+3vuuQdfX1/ef/99Fi9eXKqu2WymsLAQOzu7a+r78OHDPP3003Tu3NmyLTAwsHwCFxGRW5qm9IiI/EM+Pj4YjUYSExMZPnw4d955J1999RV33303dnZ2bNq0CYCNGzfSokUL7O3t8fLyYty4cZbl5GJiYrCysiIzM5M5c+ZgZWVFcHAwQKkpPTNnzmTWrFnk5uZaphVdqiciIvJnNMIvIvIPZWVlkZaWRr169TCZTPz+++9MmDCB6dOn06BBAxo0aMCmTZvo27cvjz32GHPnzuX48eNMmTKFI0eOsHXrVlq2bMn/+3//jy5duhASEkJYWBguLi5X7CssLIzTp08TFRVlmVZUVj0REZH/pYRfRORvKCoqAi7O4X/uuecoLi6mX79+rFmzhvT0dDZv3sw999xjqT9gwADatGnDRx99ZNlWq1YtQkJCiImJITg4mLZt22IwGPD29i41Zehy3t7eeHt7XzGtSERE5K8o4RcRuUa5ubnY2tpa3ru7u7N48WK6d+/OmjVrMBqNpZL9nJwcfvnlF954441S/Tz22GMMHTqU7du3a1qOiNwwWj5TLlHCLyJyjRwcHPj++++xsrLCaDTSoEEDDIb/uxXK09OzVP2MjAzMZjNeXl6lttvY2FC7dm3S0tJuStwiInJrU8IvInKNDAYDrVu3vmq5lZVVqfdubm5YWVlx/vz5UtuLior4448/qFWr1g2JU0RE5HJapUdE5AZxcnKiefPmrFu3rtT2DRs2UFRURFBQ0N/qr0aNGhQUFJRniCIicgtQwi8icgPNnDmTnTt3MmjQIDZv3sw777zD448/TteuXf/2/P2AgACKiooIDw9n165dHDly5MYELSIi1YoSfhGRG6hPnz5s2LCB+Ph4Hn74YWbNmkVoaCgbN27823317t2bJ598kldffZV7772XMWPG3ICIRUSkurEym83mig5CRERERERuDI3wi4iIiIhUY0r4RURERESqMSX8IiIiIiLVmBJ+EREREZFqTAm/iIiIiEg1poRfRERERKQaU8IvIiIiIlKNKeEXEREREanGlPCLiIiIiFRjSvhFRERERKoxJfwiIiIiItWYEn4RERERkWpMCb+IiIiISDWmhF9EREREpBpTwi8iIiIiUo0p4RcRERERqcaU8IuIiIiIVGNK+EVEREREqjEl/CIiIiIi1ZgSfhERERGRauz/A+zGdlbL1y6bAAAAAElFTkSuQmCC\n",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": [
       "<ggplot: (134617127500)>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "Profit_plot = (ggplot(sample, aes(x='Sub-Category', y='Profit', fill='Sub-Category')) + geom_col() + coord_flip()\n",
    "+ scale_fill_brewer(type='div', palette=\"Spectral\") + theme_classic() + ggtitle('Pie Chart'))\n",
    "\n",
    "display(Profit_plot)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### The above pie chart shows the profit and loss of each and every subcategories.\n",
    "#### Here from the graph we can visualize that \"binders\" sub-category has suffered the highest amount of loss and also profit amongst all other sub-Categories (For now we can't say that what is the reason it may be because of discounts given on binders subcategory).\n",
    "#### Next,\"Copiers\" sub-category has gained highest amount of profit with no loss.There are other sub-categories too haven't faced any kind of losses but their profit margins are also low.\n",
    "\n",
    "#### Next, suffering from highest loss is machines."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1440x1080 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sns.set(style=\"whitegrid\")\n",
    "plt.figure(2, figsize=(20,15))\n",
    "sns.barplot(x='Sub-Category',y='Profit', data=sample, palette='Spectral')\n",
    "plt.suptitle('Pie Consumption Patterns in the United States', fontsize=16)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": [
       "<ggplot: (134617129006)>"
      ]
     },
     "execution_count": 31,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ggplot(sample, aes(x='Ship Mode', fill = 'Category')) + geom_bar(stat = 'count')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<function matplotlib.pyplot.show(*args, **kw)>"
      ]
     },
     "execution_count": 34,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 818.725x720 with 20 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "figsize=(15,10)\n",
    "sns.pairplot(sample1,hue='Sub-Category')\n",
    "plt.show"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "From the above plot we can say that our data is not normal and it has some amount of outliers too.\n",
    "Let's explore more about these outliers by using boxplots.\n",
    "1st we'll check sales from every segments of whole data."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1000x500 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": [
       "<ggplot: (134619059664)>"
      ]
     },
     "execution_count": 35,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "flip_xlabels = theme(axis_text_x = element_text(angle=90, hjust=1),figure_size=(10,5),\n",
    "                     axis_ticks_length_major=10,axis_ticks_length_minor=5)\n",
    "(ggplot(sample, aes(x='Sub-Category', fill='Sales')) + geom_bar() + facet_wrap(['Segment']) \n",
    "+ flip_xlabels +theme(axis_text_x = element_text(size=12))+ggtitle(\"Sales From Every Segment Of United States of Whole Data\"))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "From the above Graph we can say that \"Home Office\" segment has less purchased sub-categories and in that \"Tables\", \"Supplies\", \"Machines\", \"Copiers\", \"Bookcases\" has the lowest sales. \"Consumer\" has purchased more sub-categories as compared to other segments."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 36,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1000x500 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": [
       "<ggplot: (134490695545)>"
      ]
     },
     "execution_count": 36,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "flip_xlabels = theme(axis_text_x = element_text(angle=90, hjust=1),figure_size=(10,5),\n",
    "                     axis_ticks_length_major=10,axis_ticks_length_minor=5)\n",
    "(ggplot(sample, aes(x='Sub-Category', fill='Discount')) + geom_bar() + facet_wrap(['Segment']) \n",
    "+ flip_xlabels +theme(axis_text_x = element_text(size=12))+ggtitle(\"Discount on Categories From Every Segment Of United States of Whole Data\"))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 37,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1000x1000 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": [
       "<ggplot: (134617107429)>"
      ]
     },
     "execution_count": 37,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "flip_xlabels = theme(axis_text_x = element_text(angle=90, hjust=10),figure_size=(10,10),\n",
    "                     axis_ticks_length_major=50,axis_ticks_length_minor=50)\n",
    "(ggplot(sample1, aes(x='Category', fill='Sales')) + geom_bar() + theme(axis_text_x = element_text(size=10)) \n",
    "+ facet_wrap(['Region']) + flip_xlabels+ ggtitle(\"Sales From Every Region Of United States of Whole Data\"))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 38,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 720x288 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(10,4))\n",
    "sns.lineplot('Discount','Profit', data=sample1 , color='y',label='Discount')\n",
    "plt.legend()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 40,
   "metadata": {},
   "outputs": [],
   "source": [
    "import plotly.express as px\n",
    "import plotly.graph_objects as go\n",
    "from plotly.subplots import make_subplots"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 41,
   "metadata": {},
   "outputs": [],
   "source": [
    "state_code = {'Alabama': 'AL','Alaska': 'AK','Arizona': 'AZ','Arkansas': 'AR','California': 'CA','Colorado': 'CO','Connecticut': 'CT','Delaware': 'DE','Florida': 'FL','Georgia': 'GA','Hawaii': 'HI','Idaho': 'ID','Illinois': 'IL','Indiana': 'IN','Iowa': 'IA','Kansas': 'KS','Kentucky': 'KY','Louisiana': 'LA','Maine': 'ME','Maryland': 'MD','Massachusetts': 'MA','Michigan': 'MI','Minnesota': 'MN','Mississippi': 'MS','Missouri': 'MO','Montana': 'MT','Nebraska': 'NE','Nevada': 'NV','New Hampshire': 'NH','New Jersey': 'NJ','New Mexico': 'NM','New York': 'NY','North Carolina': 'NC','North Dakota': 'ND','Ohio': 'OH','Oklahoma': 'OK','Oregon': 'OR','Pennsylvania': 'PA','Rhode Island': 'RI','South Carolina': 'SC','South Dakota': 'SD','Tennessee': 'TN','Texas': 'TX','Utah': 'UT','Vermont': 'VT','Virginia': 'VA','District of Columbia': 'WA','Washington': 'WA','West Virginia': 'WV','Wisconsin': 'WI','Wyoming': 'WY'}\n",
    "sample1['state_code'] = sample1.State.apply(lambda x: state_code[x])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 45,
   "metadata": {},
   "outputs": [
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     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "state_data = sample1[['Sales', 'Profit', 'state_code']].groupby(['state_code']).sum()\n",
    "\n",
    "\n",
    "fig = go.Figure(data=go.Choropleth(\n",
    "    locations=state_data.index, \n",
    "    z = state_data.Sales, \n",
    "    locationmode = 'USA-states', \n",
    "    colorscale = 'Reds',\n",
    "    colorbar_title = 'Sales in USD',\n",
    "))\n",
    "\n",
    "fig.update_layout(\n",
    "    title_text = 'Total State-Wise Sales',\n",
    "    geo_scope='usa',\n",
    "    height=800,\n",
    ")\n",
    "\n",
    "fig.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Now, let us analyze the sales of a few random states from each profit bracket (high profit, medium profit, low profit, low loss and high loss) and try to observe some crucial trends which might help us in increasing the sales.\n",
    "\n",
    "We have a few **questions** to answer here.\n",
    "\n",
    "1. What products do the most profit making states buy?\n",
    "\n",
    "2. What products do the loss bearing states buy?\n",
    "\n",
    "3. What product segment needs to be improved in order to drive the profits higher?"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 43,
   "metadata": {},
   "outputs": [],
   "source": [
    "def state_data_viewer(states):\n",
    "    \"\"\"Plots the turnover generated by different product categories and sub-categories for the list of given states.\n",
    "    Args:\n",
    "        states- List of all the states you want the plots for\n",
    "    Returns:\n",
    "        None\n",
    "    \"\"\"\n",
    "    product_data = sample1.groupby(['State'])\n",
    "    for state in states:\n",
    "        data = product_data.get_group(state).groupby(['Category'])\n",
    "        fig, ax = plt.subplots(1, 3, figsize = (28,5))\n",
    "        fig.suptitle(state, fontsize=14)        \n",
    "        ax_index = 0\n",
    "        for cat in ['Furniture', 'Office Supplies', 'Technology']:\n",
    "            cat_data = data.get_group(cat).groupby(['Sub-Category']).sum()\n",
    "            sns.barplot(x = cat_data.Profit, y = cat_data.index, ax = ax[ax_index])\n",
    "            ax[ax_index].set_ylabel(cat)\n",
    "            ax_index +=1\n",
    "        fig.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 44,
   "metadata": {},
   "outputs": [
    {
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      "text/plain": [
       "<Figure size 2016x360 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
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      "text/plain": [
       "<Figure size 2016x360 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
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      "text/plain": [
       "<Figure size 2016x360 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 2016x360 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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bt9WlSxfL+6CgIK1evdrARAAAGOtOaqp8ly1+qtc0pWfIwdnpqV7zWXDz5s0cS8UWKlRIycnJsrOzk5MT/QUAAPJermbylCtXTt98843s7OyUnp6uuXPnqkKFCnmdDQAA4E/99a9/1ffff295n5iYKDc3NwMTAQBgrBMJCU/9mhR47q9evXoaOnSo9u3bp71792r48OGqU6eOdu7cqcKFCxsdDwAA2IBcTccZPXq0hg8frlOnTqlevXqqW7eupk6dmtfZAAAA/tRPP/2koKAgVatWTY6OjoqPj1eZMmXUtm1bSdL69esNTggAAJ5VH3/8sWbPnq0JEybI0dFRzZo10zvvvKNt27Zp7NixRscDAAA2IFdFnuPHj2vp0qW6ffu2TCZTjqnIAAAARho6dKjREQAAgI0qVKiQ+vTpo9dee00mk0l16tSRi4uLfH19jY4GAABsRK6KPNOmTZOPjw9TjQEAQIHTqFEjnT59Wrt375a9vb2aNm2qihUrGh0LAADYgGPHjqlv3756/vnnZTKZdPXqVc2bN08NGjQwOhoAALARuSryVK1aVXPnztUrr7yiIkWKWLbXqlUrz4IBAADkxooVKzRjxgy9/vrrysrK0rx58xQaGso3aAEAQJ6bNGmSpkyZosaNG0uS9u7dq4kTJ2r16tUGJwMAALYiV0Weo0eP6ujRo1qzZo1lm52dnbZt25ZnwQAAAHJjyZIlWrt2rcqWLSsp+xk9vXv3psgDALBZNWtmfyEzM8MkRycHg9M821JSUiwFHklq0qSJPv30UwMTAQAAW5OrIs/27dvzOgcAAMBjcXV1tRR4JKl8+fJydnY2MBEAAMYqXLiQPh31lT78pIPRUZ55dnZ2unz5sipUqCBJunTpkhwcKKwBAID8k6siz+LFi++7PSQk5KmGAQAAeFSenp766KOP1L17dzk4OCgmJkYVK1bUiRMnJLG8LAAAyDv9+vVT586d1aRJE0nS7t279dFHHxmcCgAA2JJcFXkSExMtr9PT0/Xdd99ZbmAAAACMtGHDBknSrl27cmwfMGAAy8sCAIA85ePjo7/+9a/at2+fsrKy1KdPH1WuXNnoWAAAwIbkqsgzYcKEHO+vXr2qUaNG5UkgAACAR8GysgAAIL9t2bIlx/vnn39ekvTDDz/ohx9+0BtvvGFELAAAYINyVeT5X2XLltXly5efdhYAAIBHxrKyAAAgv0VERDxwn52dHUUeAACQbx75mTxms1lxcXEqXbp0noUCngVZmRlyH77I6BgAUKClpaUpLi7uia7BsrIAACC//W+RJzMzU2azWU5OTgYlAmDL0m6nMgb1DMnKzJC9Iz9PkHuP/EweSSpXrpxGjBiRJ4GAZ8Xd/xkfOnRI7u7uBqcxHv2QjX7IRj9kox+eDpaVBQAARklKStLIkSO1d+9emUwmNWzYUJMnT1bZsmWNjgbAhsTFJ/C75QNY4+/dFHjwqHJV5GnevLl8fHxybFu7dq3atWuXJ6EAAAAeF8vKAgCA/DJ27FjVrVtXU6dOlclkUkREhMLCwjR37lyjowEAABvx0CLP9u3blZmZqfDwcJnNZpnNZknZ05BnzpxJkQcAABjuaS4re+nSJbVs2VKVK1fOsX3evHkqV65crq8TFBT00LX6AQDAs+HHH3/U9OnTLe8HDhyo1q1bG5gIAADYmocWeRISErRv3z4lJSVp2bJl/3eSo6OCg4PzOhsAAMCfut+yssOHD3/s673wwguKiYl5okwHDhx4ovMBAIB1yMzMVFpamlxcXCRJt2/flp2dncGpAACALXlokadfv37q16+fli9fru7du+dXJgAAgFz732fy5IXExESNGzdOqampun79unr37q2uXbtq7969mjx5siSpePHimjp1qubMmSNJ6tixo9asWaPY2FjNmDFDmZmZcnNz07hx41SyZEl5e3vLz89P3377rW7fvq1Jkyapdu3aOn/+vMLCwnTjxg0VKlRIo0ePVs2aNTVy5EjduHFD58+f17Bhw/Tdd99p9+7dsre3l4+Pj/r375/n/QAAAHLy9fVVcHCwAgICZGdnp8jISLVo0cLoWAAAwIY8tMgTExMjf39/paWl5VgK5a6QkJA8CwYAAPAwGRkZmjVrlnx8fPT3v/9dU6dO1fLly1WrVi19/vnnj71k2y+//CJ/f3/L+7Zt2+rq1avq27evmjRpoosXL8rPz09du3bVnDlzFBYWpjp16mjhwoWKj49XaGioIiIitGbNGl2/fl1Tp07VsmXLVLx4ca1cuVJTpkzRJ598IkkqUaKEvvrqK0VERGj+/PmaOXOmRowYoTFjxqhmzZo6c+aM+vXrp82bN1uOnzdvni5fvqypU6dq48aNun37tj744IMc3yIGAAD5o1+/fnrxxRe1a9cuZWVlKSAgQB06dDA6FgAAsCEPLfKcP39eknT69Ol8CQMAAJBbn332mc6dO6fOnTvr4MGD+vLLL7Vw4UKdOnVKEydOtMyweVT3W67NZDJp165dmj9/vhITE5WamipJat68ufr37y8fHx81b95cnp6eOc47evSorly5ojfffFOSlJWVpeLFi1v2v/7665KkKlWqaMuWLUpJSVFcXJw++OADyzGpqan67bffJEl16tSRJJUtW1YuLi7q0qWLvLy8NHToUAo8AAAYpG3btvLx8bE8x/jmzZsqUaKEwakAAICteGiRZ+DAgZLyZxkUAACAR/Htt98qMjJSzs7OioiIkI+Pj9zd3eXu7p7jWYJPw+DBg1WsWDF5eXnJ19dXGzZskCQFBwfLy8tLO3bs0OTJk3Xs2DG9++67lvNMJpMaNGigefPmSZLS0tKUkpJi2X+3MHN37f6srCw5OzvnKDL9/PPPloGiQoUKScp+PuKaNWt04MABxcbGqkuXLoqIiFClSpWearsBAMDDrVixQhMmTFBGRoYkyWw2y87OTgkJCQYnAwAAtsI+NwcdPnxYQUFB8vPzU9u2bS3/AAAAGMXBwUHOzs6Ssu9VGjVqlGPf07R7924NHDhQPj4+io2NlZRdwOnYsaNSUlIUHBys4OBgxcfHWz4/MzNTdevW1ZEjR3Tu3DlJ0pw5cxQeHv7AzylatKgqVqxoKfLs3r37vs9FjI+PV48ePdSwYUONGDFClStXtnwGAADIP1988YVWrFihhIQEJSQk6OTJkxR4AABAvnroTJ67xowZo4CAANWsWdPyTVMAAACjpaen6/bt24qLi9OUKVMkZS+RkpWV9VQ/Z8CAAerWrZtcXFxUvXp1VahQQZcuXdL777+vkSNHytHRUUWKFNH48eMlZS/j5u/vr6ioKH366acaPHiwsrKyVLZs2T9dRm7y5MkKCwvTokWL5OTkpGnTpt1z/1WzZk3Vq1dPbdq0UeHChdWgQQM1bdr0qbYZAAD8ueeff161atUyOgYAALBhuSryODo6KiQkJK+zAAAA5FqbNm305ptvKisrSx4eHnJzc9Phw4f12WefPfaMYzc3N23fvv2e7SEhIfe9F/rLX/6idevW3bN95syZltfe3t7y9va+55g/fo6Hh4c8PDwkSZUrV1ZERMQ9x0+cODHH+xEjRmjEiBEPaQ0AAMhrr732mr788ks1b948x/PxeCYPAADIL7kq8lSpUkWnTp1StWrV8joPAABArvTs2VNubm769ddf1b59e0nSoUOH5OHhkeO5OAAAAHllwYIFSk9P19ixYy3beCYPAADIT7kq8ly8eFGBgYEqX758jm+mrF+/Ps+C4cHSMzPk7OhkdIw/5e7ubnSEAoF+yEY/ZKMfstEP2eiHJ9eyZcsc73v27GlQEgAAYIuOHTtmdATch7WMmzwIvyfcH/3yYDVq1TA6AgAD5arI069fP8uDjWE8Z0cnBS8eZHQMAACeWFGn5xRcI9DoGAAAAI/lzp072rJli65fvy6z2WzZzpL3xmLcBLZmSch0oyMAMFCuijyTJ09WTExMXmcBAAAAAACwGu+//75+/vlnVa1aVXZ2dkbHAQAANihXRZ7ChQvr559/1osvvpjXeQAAAAAAAKzC6dOntXnzZtnb2xsdBQAA2KhcFXlu376t5s2b68UXX1SRIkUs23kmDwAAMFpWVpb+/e9/6/Tp0xo9erSWL1+unj17ysHBwehoAADgGVe6dGllZmayxD0AADBMroo8o0aNyuscAAAAjyU8PFzXr1/X8ePHJUm7du3Sr7/+qtDQUIOTAQBgjNu37+jDTzooM8MkRye+9JAXFi9eLEkqU6aMgoKC1Lx5czk5OVn280weAACQX3JV5KlatWpe5wAAAHgse/fuVXR0tAICAuTq6qp///vf8vf3NzoWAACGiY8/IXd3dwo8eSgxMVGS5OrqKldXV507d87gRAAAwFblqsjTuHFj2dnZyWw2Wx4kWKZMGcXGxuZpOAAAgD/j6OiYYx18Z2dnOTrm6hYHAADgsUyYMMHy+rvvvlPDhg1148YNHTx4UD4+PgYmAwAAtiZXIyAnT560vE5PT9eGDRv4lgoAACgQqlatquXLl8tkMuns2bNasmSJqlevbnQsAABgA6ZNm6bvv/9eERERunPnjhYsWKDExET17dvX6GgAAMBG2P/5ITk5OzsrICBAu3fvzos8AAAAj2TUqFE6ceLE/2vvzsOqrPP/j79YVcRc+ro0Yy5pIlluaVAuTGIqyCIHXAvTbDHTYUqdMNHURBO1SdFJZ1pMssVRwcw1NVOj0XRyG8ksI8EMwl0UOBzu3x/8PCMJpgYczjnPx3V5Xefc97nv835/uL0/n/t+n/u+derUKQ0ZMkSXLl3SSy+9ZOuwAACAE9iyZYvefvttSVKjRo303nvvad26dTaOCgAAOJMbupLn7Nmz1teGYejQoUM6f/58hQUFAABwo7y9vfXss89qxowZunjxoo4fP666devaOiwAAOAEzGazPDw8rO89PDyst7kHAACoDDf9TB5Juv322zVx4sQKDQwAAOBGJCUlafny5VqzZo3OnDmjMWPGaOT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      "text/plain": [
       "<Figure size 2016x360 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "states = ['California', 'Washington', 'Mississippi', 'Arizona', 'Texas']\n",
    "state_data_viewer(states)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Feedback/Suggestion"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "From the above data visualization,we can see the states and the category where sales and profits are high or less.\n",
    "We can improve in those states by providing discounts in prefered range so that the company and cosumer will both be in profit.\n",
    "Here, while the superstore is incurring losses by providing discounts on their products, they can't stop doing so. Most of the heavy discounts are during festivals, end-of-season and clearance sales which are necessary so that the store can make space in their warehouses for fresh stock. Also, by incurring small losses, the company gains in the future by attracting more long term customers. Therefore, the small losses from discounts are an essential part of company's businesses."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Danke schön!"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.8.3"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}