{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Description"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Craigslist is the world's largest collection of used vehicles for sale,this dataset which includes every used vehicle entry within the United States on Craigslist."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Importing Libraries"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {
    "_cell_guid": "b1076dfc-b9ad-4769-8c92-a6c4dae69d19",
    "_uuid": "8f2839f25d086af736a60e9eeb907d3b93b6e0e5"
   },
   "outputs": [],
   "source": [
    "import numpy as np # linear algebra\n",
    "import pandas as pd # data processing, CSV file I/O (e.g. pd.read_csv)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Reading Data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {
    "_cell_guid": "79c7e3d0-c299-4dcb-8224-4455121ee9b0",
    "_uuid": "d629ff2d2480ee46fbb7e2d37f6b5fab8052498a"
   },
   "outputs": [],
   "source": [
    "df=pd.read_csv(\"vehicles.csv\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 161,
   "metadata": {},
   "outputs": [],
   "source": [
    "import seaborn as sns\n",
    "import matplotlib.pyplot as plt\n",
    "sns.set()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 162,
   "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>id</th>\n",
       "      <th>url</th>\n",
       "      <th>region</th>\n",
       "      <th>region_url</th>\n",
       "      <th>price</th>\n",
       "      <th>year</th>\n",
       "      <th>manufacturer</th>\n",
       "      <th>model</th>\n",
       "      <th>condition</th>\n",
       "      <th>cylinders</th>\n",
       "      <th>...</th>\n",
       "      <th>drive</th>\n",
       "      <th>size</th>\n",
       "      <th>type</th>\n",
       "      <th>paint_color</th>\n",
       "      <th>image_url</th>\n",
       "      <th>description</th>\n",
       "      <th>county</th>\n",
       "      <th>state</th>\n",
       "      <th>lat</th>\n",
       "      <th>long</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>7088746062</td>\n",
       "      <td>https://greensboro.craigslist.org/ctd/d/cary-2...</td>\n",
       "      <td>greensboro</td>\n",
       "      <td>https://greensboro.craigslist.org</td>\n",
       "      <td>10299</td>\n",
       "      <td>2012.0</td>\n",
       "      <td>acura</td>\n",
       "      <td>tl</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>...</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>other</td>\n",
       "      <td>blue</td>\n",
       "      <td>https://images.craigslist.org/01414_3LIXs9EO33...</td>\n",
       "      <td>2012 Acura TL Base 4dr Sedan     Offered by: B...</td>\n",
       "      <td>NaN</td>\n",
       "      <td>nc</td>\n",
       "      <td>35.7636</td>\n",
       "      <td>-78.7443</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>7088745301</td>\n",
       "      <td>https://greensboro.craigslist.org/ctd/d/bmw-3-...</td>\n",
       "      <td>greensboro</td>\n",
       "      <td>https://greensboro.craigslist.org</td>\n",
       "      <td>0</td>\n",
       "      <td>2011.0</td>\n",
       "      <td>bmw</td>\n",
       "      <td>335</td>\n",
       "      <td>NaN</td>\n",
       "      <td>6 cylinders</td>\n",
       "      <td>...</td>\n",
       "      <td>rwd</td>\n",
       "      <td>NaN</td>\n",
       "      <td>convertible</td>\n",
       "      <td>blue</td>\n",
       "      <td>https://images.craigslist.org/00S0S_1kTatLGLxB...</td>\n",
       "      <td>BMW 3 Series 335i Convertible Navigation Dakot...</td>\n",
       "      <td>NaN</td>\n",
       "      <td>nc</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>7088744126</td>\n",
       "      <td>https://greensboro.craigslist.org/cto/d/greens...</td>\n",
       "      <td>greensboro</td>\n",
       "      <td>https://greensboro.craigslist.org</td>\n",
       "      <td>9500</td>\n",
       "      <td>2011.0</td>\n",
       "      <td>jaguar</td>\n",
       "      <td>xf</td>\n",
       "      <td>excellent</td>\n",
       "      <td>NaN</td>\n",
       "      <td>...</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>blue</td>\n",
       "      <td>https://images.craigslist.org/00505_f22HGItCRp...</td>\n",
       "      <td>2011 jaguar XF premium - estate sale. Retired ...</td>\n",
       "      <td>NaN</td>\n",
       "      <td>nc</td>\n",
       "      <td>36.1032</td>\n",
       "      <td>-79.8794</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>7088743681</td>\n",
       "      <td>https://greensboro.craigslist.org/ctd/d/cary-2...</td>\n",
       "      <td>greensboro</td>\n",
       "      <td>https://greensboro.craigslist.org</td>\n",
       "      <td>3995</td>\n",
       "      <td>2004.0</td>\n",
       "      <td>honda</td>\n",
       "      <td>element</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>...</td>\n",
       "      <td>fwd</td>\n",
       "      <td>NaN</td>\n",
       "      <td>SUV</td>\n",
       "      <td>orange</td>\n",
       "      <td>https://images.craigslist.org/00E0E_eAUnhFF86M...</td>\n",
       "      <td>2004 Honda Element LX 4dr SUV     Offered by: ...</td>\n",
       "      <td>NaN</td>\n",
       "      <td>nc</td>\n",
       "      <td>35.7636</td>\n",
       "      <td>-78.7443</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>7074612539</td>\n",
       "      <td>https://lincoln.craigslist.org/ctd/d/gretna-20...</td>\n",
       "      <td>lincoln</td>\n",
       "      <td>https://lincoln.craigslist.org</td>\n",
       "      <td>41988</td>\n",
       "      <td>2016.0</td>\n",
       "      <td>chevrolet</td>\n",
       "      <td>silverado k2500hd</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>...</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>https://images.craigslist.org/00S0S_8msT7RQquO...</td>\n",
       "      <td>Shop Indoors, Heated Showroom!!!www.gretnaauto...</td>\n",
       "      <td>NaN</td>\n",
       "      <td>ne</td>\n",
       "      <td>41.1345</td>\n",
       "      <td>-96.2458</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>5 rows × 25 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "           id                                                url      region  \\\n",
       "0  7088746062  https://greensboro.craigslist.org/ctd/d/cary-2...  greensboro   \n",
       "1  7088745301  https://greensboro.craigslist.org/ctd/d/bmw-3-...  greensboro   \n",
       "2  7088744126  https://greensboro.craigslist.org/cto/d/greens...  greensboro   \n",
       "3  7088743681  https://greensboro.craigslist.org/ctd/d/cary-2...  greensboro   \n",
       "4  7074612539  https://lincoln.craigslist.org/ctd/d/gretna-20...     lincoln   \n",
       "\n",
       "                          region_url  price    year manufacturer  \\\n",
       "0  https://greensboro.craigslist.org  10299  2012.0        acura   \n",
       "1  https://greensboro.craigslist.org      0  2011.0          bmw   \n",
       "2  https://greensboro.craigslist.org   9500  2011.0       jaguar   \n",
       "3  https://greensboro.craigslist.org   3995  2004.0        honda   \n",
       "4     https://lincoln.craigslist.org  41988  2016.0    chevrolet   \n",
       "\n",
       "               model  condition    cylinders  ... drive  size         type  \\\n",
       "0                 tl        NaN          NaN  ...   NaN   NaN        other   \n",
       "1                335        NaN  6 cylinders  ...   rwd   NaN  convertible   \n",
       "2                 xf  excellent          NaN  ...   NaN   NaN          NaN   \n",
       "3            element        NaN          NaN  ...   fwd   NaN          SUV   \n",
       "4  silverado k2500hd        NaN          NaN  ...   NaN   NaN          NaN   \n",
       "\n",
       "  paint_color                                          image_url  \\\n",
       "0        blue  https://images.craigslist.org/01414_3LIXs9EO33...   \n",
       "1        blue  https://images.craigslist.org/00S0S_1kTatLGLxB...   \n",
       "2        blue  https://images.craigslist.org/00505_f22HGItCRp...   \n",
       "3      orange  https://images.craigslist.org/00E0E_eAUnhFF86M...   \n",
       "4         NaN  https://images.craigslist.org/00S0S_8msT7RQquO...   \n",
       "\n",
       "                                         description county state      lat  \\\n",
       "0  2012 Acura TL Base 4dr Sedan     Offered by: B...    NaN    nc  35.7636   \n",
       "1  BMW 3 Series 335i Convertible Navigation Dakot...    NaN    nc      NaN   \n",
       "2  2011 jaguar XF premium - estate sale. Retired ...    NaN    nc  36.1032   \n",
       "3  2004 Honda Element LX 4dr SUV     Offered by: ...    NaN    nc  35.7636   \n",
       "4  Shop Indoors, Heated Showroom!!!www.gretnaauto...    NaN    ne  41.1345   \n",
       "\n",
       "      long  \n",
       "0 -78.7443  \n",
       "1      NaN  \n",
       "2 -79.8794  \n",
       "3 -78.7443  \n",
       "4 -96.2458  \n",
       "\n",
       "[5 rows x 25 columns]"
      ]
     },
     "execution_count": 162,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 163,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(539759, 25)"
      ]
     },
     "execution_count": 163,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 164,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<class 'pandas.core.frame.DataFrame'>\n",
      "RangeIndex: 539759 entries, 0 to 539758\n",
      "Data columns (total 25 columns):\n",
      " #   Column        Non-Null Count   Dtype  \n",
      "---  ------        --------------   -----  \n",
      " 0   id            539759 non-null  int64  \n",
      " 1   url           539759 non-null  object \n",
      " 2   region        539759 non-null  object \n",
      " 3   region_url    539759 non-null  object \n",
      " 4   price         539759 non-null  int64  \n",
      " 5   year          538772 non-null  float64\n",
      " 6   manufacturer  516175 non-null  object \n",
      " 7   model         531746 non-null  object \n",
      " 8   condition     303707 non-null  object \n",
      " 9   cylinders     321264 non-null  object \n",
      " 10  fuel          536366 non-null  object \n",
      " 11  odometer      440783 non-null  float64\n",
      " 12  title_status  536819 non-null  object \n",
      " 13  transmission  535786 non-null  object \n",
      " 14  vin           315349 non-null  object \n",
      " 15  drive         383987 non-null  object \n",
      " 16  size          168550 non-null  object \n",
      " 17  type          392290 non-null  object \n",
      " 18  paint_color   365520 non-null  object \n",
      " 19  image_url     539740 non-null  object \n",
      " 20  description   539738 non-null  object \n",
      " 21  county        0 non-null       float64\n",
      " 22  state         539759 non-null  object \n",
      " 23  lat           530785 non-null  float64\n",
      " 24  long          530785 non-null  float64\n",
      "dtypes: float64(5), int64(2), object(18)\n",
      "memory usage: 103.0+ MB\n"
     ]
    }
   ],
   "source": [
    "df.info()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Data cleaning "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 165,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "7091246178    1\n",
      "7085809585    1\n",
      "7092244640    1\n",
      "7091885677    1\n",
      "7086549719    1\n",
      "             ..\n",
      "7092856281    1\n",
      "7092850140    1\n",
      "7088653789    1\n",
      "7090755039    1\n",
      "7085236228    1\n",
      "Name: id, Length: 539759, dtype: int64\n",
      "https://columbia.craigslist.org/cto/d/hopkins-2006-nissan-xterra-rebuilt/7093121779.html               1\n",
      "https://worcester.craigslist.org/ctd/d/north-oxford-2012-chrysler-300/7090410080.html                  1\n",
      "https://reno.craigslist.org/ctd/d/sacramento-2008-lexus-is-fully-loaded/7087877774.html                1\n",
      "https://lasvegas.craigslist.org/ctd/d/north-las-vegas-2015-ford-mustang-gt-50/7092971197.html          1\n",
      "https://kalispell.craigslist.org/cto/d/kalispell-1987-jeep-wrangler/7079103289.html                    1\n",
      "                                                                                                      ..\n",
      "https://greenbay.craigslist.org/ctd/d/neenah-2017-hyundai-elantra-se-4dr/7086660239.html               1\n",
      "https://flagstaff.craigslist.org/ctd/d/cornville-2013-honda-cr-ex-call-text/7089199855.html            1\n",
      "https://minneapolis.craigslist.org/hnp/ctd/d/saint-paul-2012-ford-150-xlt-no-credit/7092569858.html    1\n",
      "https://tucson.craigslist.org/ctd/d/tucson-2004-ford-mustang-svt-cobra-svt/7088373935.html             1\n",
      "https://ventura.craigslist.org/cto/d/simi-valley-72-chevy-long-bed/7087273871.html                     1\n",
      "Name: url, Length: 539759, dtype: int64\n",
      "fayetteville        4131\n",
      "springfield         3985\n",
      "rochester           3819\n",
      "columbus            3589\n",
      "jacksonville        3541\n",
      "                    ... \n",
      "southwest MS          38\n",
      "susanville            37\n",
      "ogden-clearfield      16\n",
      "st louis               4\n",
      "kansas city            4\n",
      "Name: region, Length: 403, dtype: int64\n",
      "https://york.craigslist.org           2995\n",
      "https://salem.craigslist.org          2991\n",
      "https://tricities.craigslist.org      2991\n",
      "https://bakersfield.craigslist.org    2990\n",
      "https://ocala.craigslist.org          2990\n",
      "                                      ... \n",
      "https://wv.craigslist.org               44\n",
      "https://bigbend.craigslist.org          42\n",
      "https://natchez.craigslist.org          38\n",
      "https://susanville.craigslist.org       37\n",
      "https://ogden.craigslist.org            16\n",
      "Name: region_url, Length: 413, dtype: int64\n",
      "0        44689\n",
      "6995      5193\n",
      "7995      4966\n",
      "5995      4951\n",
      "3500      4879\n",
      "         ...  \n",
      "13466        1\n",
      "15515        1\n",
      "5278         1\n",
      "7327         1\n",
      "4960         1\n",
      "Name: price, Length: 18386, dtype: int64\n",
      "2017.0    40806\n",
      "2016.0    39716\n",
      "2015.0    38935\n",
      "2013.0    37904\n",
      "2014.0    37261\n",
      "          ...  \n",
      "1909.0        1\n",
      "1903.0        1\n",
      "1901.0        1\n",
      "1945.0        1\n",
      "0.0           1\n",
      "Name: year, Length: 113, dtype: int64\n",
      "ford               98858\n",
      "chevrolet          80608\n",
      "toyota             40317\n",
      "nissan             28546\n",
      "honda              26077\n",
      "jeep               25759\n",
      "ram                25673\n",
      "gmc                23908\n",
      "dodge              18898\n",
      "bmw                14709\n",
      "hyundai            12748\n",
      "mercedes-benz      11652\n",
      "subaru             11581\n",
      "volkswagen         10845\n",
      "kia                 9712\n",
      "chrysler            8802\n",
      "cadillac            8265\n",
      "buick               7442\n",
      "lexus               6699\n",
      "mazda               6347\n",
      "audi                6011\n",
      "infiniti            4416\n",
      "acura               4108\n",
      "pontiac             3774\n",
      "lincoln             3666\n",
      "volvo               3159\n",
      "mitsubishi          2760\n",
      "mini                2376\n",
      "rover               1996\n",
      "mercury             1847\n",
      "saturn              1773\n",
      "jaguar              1138\n",
      "fiat                 926\n",
      "tesla                268\n",
      "harley-davidson      217\n",
      "alfa-romeo            99\n",
      "datsun                68\n",
      "ferrari               58\n",
      "aston-martin          28\n",
      "land rover            25\n",
      "porche                13\n",
      "morgan                 2\n",
      "hennessey              1\n",
      "Name: manufacturer, dtype: int64\n",
      "f-150                           11630\n",
      "silverado 1500                   7302\n",
      "1500                             6623\n",
      "silverado                        5679\n",
      "wrangler                         4270\n",
      "                                ...  \n",
      "300 4dr sdn 300s awd premium        1\n",
      "2500 crew cab 4wd automatic         1\n",
      "m38                                 1\n",
      "f-150 4x4 platinum leather          1\n",
      "Oldsmobile Delta 88 Royale          1\n",
      "Name: model, Length: 36948, dtype: int64\n",
      "excellent    142619\n",
      "good         119938\n",
      "like new      29925\n",
      "fair           8882\n",
      "new            1611\n",
      "salvage         732\n",
      "Name: condition, dtype: int64\n",
      "6 cylinders     116713\n",
      "8 cylinders     100664\n",
      "4 cylinders      96429\n",
      "5 cylinders       2728\n",
      "10 cylinders      2487\n",
      "other             1464\n",
      "3 cylinders        571\n",
      "12 cylinders       208\n",
      "Name: cylinders, dtype: int64\n",
      "gas         469078\n",
      "diesel       44258\n",
      "other        17712\n",
      "hybrid        4242\n",
      "electric      1076\n",
      "Name: fuel, dtype: int64\n",
      "0.0         2376\n",
      "150000.0    1233\n",
      "130000.0    1230\n",
      "140000.0    1146\n",
      "120000.0    1116\n",
      "            ... \n",
      "12556.0        1\n",
      "50223.0        1\n",
      "89727.0        1\n",
      "126004.0       1\n",
      "131071.0       1\n",
      "Name: odometer, Length: 122400, dtype: int64\n",
      "clean         513925\n",
      "rebuilt        13003\n",
      "salvage         5775\n",
      "lien            3226\n",
      "missing          684\n",
      "parts only       206\n",
      "Name: title_status, dtype: int64\n",
      "automatic    475946\n",
      "manual        34981\n",
      "other         24859\n",
      "Name: transmission, dtype: int64\n",
      "WDZPE7CC9D5767661    262\n",
      "77777777777777777     82\n",
      "CALL 203 231 1817     76\n",
      "Email for VIN         69\n",
      "5TFTX4GN8CX009283     56\n",
      "                    ... \n",
      "1G6DW677070148149      1\n",
      "1HD4LE218EC426325      1\n",
      "5TDJKRFH0GS315727      1\n",
      "JF1GD29685H512061      1\n",
      "2G1FC1E35E9157717      1\n",
      "Name: vin, Length: 181677, dtype: int64\n",
      "4wd    178592\n",
      "fwd    133148\n",
      "rwd     72247\n",
      "Name: drive, dtype: int64\n",
      "full-size      92545\n",
      "mid-size       47033\n",
      "compact        25014\n",
      "sub-compact     3958\n",
      "Name: size, dtype: int64\n",
      "sedan          96119\n",
      "SUV            94626\n",
      "pickup         55934\n",
      "truck          50419\n",
      "coupe          21664\n",
      "other          18351\n",
      "hatchback      14791\n",
      "wagon          12194\n",
      "van            11006\n",
      "convertible     9089\n",
      "mini-van        6685\n",
      "offroad          835\n",
      "bus              577\n",
      "Name: type, dtype: int64\n",
      "white     95528\n",
      "black     73986\n",
      "silver    54442\n",
      "blue      37221\n",
      "red       36440\n",
      "grey      34873\n",
      "green      9580\n",
      "custom     9237\n",
      "brown      8245\n",
      "yellow     2639\n",
      "orange     2417\n",
      "purple      912\n",
      "Name: paint_color, dtype: int64\n",
      "https://images.craigslist.org/00x0x_lrea3FJu7Rm_600x450.jpg    191\n",
      "https://images.craigslist.org/00404_6IsdW1FYvyJ_600x450.jpg    100\n",
      "https://images.craigslist.org/00i0i_ChcqziILO2_600x450.jpg      97\n",
      "https://images.craigslist.org/00c0c_hHuL9bNLUgi_600x450.jpg     87\n",
      "https://images.craigslist.org/01414_jqiaedffIY6_600x450.jpg     82\n",
      "                                                              ... \n",
      "https://images.craigslist.org/00b0b_dOERjAAMhL_600x450.jpg       1\n",
      "https://images.craigslist.org/00000_hcQrslWT4dv_600x450.jpg      1\n",
      "https://images.craigslist.org/00I0I_dqsI2vVWhXt_600x450.jpg      1\n",
      "https://images.craigslist.org/00303_aBfjIx3sqCc_600x450.jpg      1\n",
      "https://images.craigslist.org/00r0r_dR2fWBKDJzY_600x450.jpg      1\n",
      "Name: image_url, Length: 364282, dtype: int64\n",
      "You Don't Need to Live With Crappy Credit Anymore...I'm not sure how you found this ad, but consider yourself very lucky! You're about to discover the little known loophole to get perfect credit within 24-72 hours from right now...Get APPROVED for...New Car [APPROVED!]House / Apartment Rental [APPROVED!]Credit Cards [APPROVED!]Loans [APPROVED!]How is this possible? You ask; simple. With a new CPN! It's a 100% legal way to get perfect credit in 24-72 hours...Actors, Congressmen/women and Celebrities use this strategy all the time, now you can too!Within 24-72 hours from right now, you can get approved for things like; a new car, loans, an apartment rental, credit cards... The list goes on and on...If you are tired of being denied credit...VISIT US @  >>> https://FastCreditFixers.com <<<                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                       191\n",
      "TAX TIME SPECIAL!!!! 30TH YEAR ANNIVERSARY!!!!  BUY NOW WITH NO MONEY!!! WE WAIT FOR TAX $$  $1000 DOWN - ASK ABOUT OUR NO CREDIT CHECK!!!!  OVER 250+ VEHICLES IN STOCK!!!!!  CALL 321-242-0328  OUR ADDRESS:  1900 AURORA RD. MELBOURNE, FL 32935  321-242-0328                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                  154\n",
      "SUPER EASY BUYING EXPERIENCE WITH OUR SUPER LOW NO HAGGLE PRICES. ALL VEHICLES STATE INSPECTED WITH WARRANTIES AVAILABLE  KELLY'S CARS 725 WEST HIGHWAY 54 CAMDENTON MO 65020  573-873-7300  IF YOU NEED FINANCING FOR ONE OF OUR VEHICLES PLEASE TRY https://www.loansbyworld.com/locations/camdenton/ OR https://www.heightsfinance.com/branch.asp?ddBranch=7009 TELL THEM KELLY'S CARS SENT YOU!  WWW.KELLYSCARSALES.COM FOR MORE INFO AND COMPLETE INVENTORY                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                   151\n",
      "Available at Standard Auto Sales 1503 Broadwater ave. Billings, MT 59102 standardautosales.net   Need help with financing? We have options for most credit situations. We never charge a doc fee! Extended service contract available. We buy cars and take consignments! Call or text today to find out more. (406) 281-0038   Welcome to Standard Auto Sales, located in Billings, MT, where quality service and customer satisfaction come first. We are here to help you find a vehicle that fits your lifestyle from our wide selection of used cars, trucks, and SUVs. We pride ourselves on a hassle-free car buying experience where your needs come first. Swing by to let us exceed your expectations while finding the perfect vehicle! Do you need financing for your next used vehicle purchase? Do you have a good credit, bad credit or no credit history situation? We work with a variety of financial institutions and we will work hard to get you approved quickly and easily, at the best rate possible! Apply now or call us at (406) 245-1785 to schedule a test drive today! We work with customers from all over the area, including; Billings, Lockwood, Yegen, Hesper, Mossmain, Laurel, Park City, Molt, Indian Arrow, Huntley, Shepherd, Ballantine, Worden, Acton, Comanche, Billings Heights, Silesia, Rockvale, Newton, Nibbe, Anita, Pompeys Pillar, Bull Mountain, Waco, Toluca, Hardin, Kingley, Custer, Dunmore, Crow Agency, Garryowen, Benteen, Lodge Grass, Forty Mile Colony, Bighorn, Myers, Hysham, Sanders, Roundup, Klein, Elso, Lavina, Belmont, Broadview, Columbus, Reed Point, Quebec, Greycliff, Big Timber, Sourdough, Carney, Melville, Ryegate, Golden Valley Colony, Shawmut, Harlowton, Springwater Colony, Parkman, Aberdeen, Springdale, Bridger, Red Lodge, Bearcreek, Cowley, Lovell, Powell, Bozeman and everywhere in between! Apply for financing to get started or call us at (406) 245-1785 for any inquiries. We look forward to working with you!                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                 116\n",
      "Pennington Ford, and our sister store, right across the street, Pennington Chevrolet Buick, have been working hard to provide you with a Premier selection of used cars and trucks. We are dedicated to you, our customer. Front to back, we will be here for everything. From helping you search to find the car or truck of your dreams, to delivery. Making your Car shopping experience easier is what we do! Be sure to check out the rest of our inventory, and call with any questions. 618-783-2385. As always here at The Pennington Auto Group, we have financing available and all trades are welcomed. Stop by Newton Illinois, Premier Car Dealership or give us a call, we look forward to doing business with you!!! Pennington Ford & Polaris 806 S Van Buren Newton, IL 62448 618-783-2385 OVER 200+ NEW/USED VEHICLES IN STOCK!! CHECK OUT OUR INVENTORY WWW.PENNINGTONFORD.COM WWW.PENNINGTONCHEVROLETBUICK.COM                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                  99\n",
      "                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                  ... \n",
      "2016 Lincoln MKZ Premier AWD - $19,600Fazio's Auto Sales has been proudly serving the community for 25 years! With the finest selection of quality pre - owned vehicles in the CNY area , stop down and see why we are the largest pre - owned dealership in the area! We offer financing for people with Great Credit , Poor Credit , or No Credit. With our easy , no hassle process , we make the car buying process enjoyable not stressful! With over 100 vehicles available we are sure to have the vehicle that fits your needs. So stop down to 1025 E Dominick St Rome , Ny and see just how easy our process is! You won't be disappointed , and we look forward to meeting you!  Year: 2016 Make:Lincoln Model:MKZ Trim:Premier AWD Mileage:27,195 Stock #:3519 VIN:3LN6L2J90GR610299 Trans:Automatic Color:GOLD Vehicle Type:Sedan State:NY Drive Train:AWD Engine:2.0L  Notes 2016 Lincoln MKZ Base mylincoln touch INCLUDES WARRANTY, 125 POINT INSPECTION, LEATHER, Adaptive suspension, Automatic temperature control, Driver door bin, Dual front impact airbags, Electronic Stability Control, Exterior Parking Camera Rear, Front Bucket Seats, Front reading lights, Fully automatic headlights, Genuine wood dashboard insert, Genuine wood door panel insert, Heated door mirrors, Heated front seats, Illuminated entry, Knee airbag, Lincoln Luxury Soft Touch Leatherette Seats, Memory seat, Occupant sensing airbag, Outside temperature display, Overhead console, Passenger vanity mirror, Power driver seat, Power steering, Radio data system, Remote keyless entry, Security system, Speed control, Steering wheel mounted audio controls, SYNC w/MyLincoln Touch, Telescoping steering wheel, Tilt steering wheel, Traction control, Turn signal indicator mirrors. Odometer is 11108 miles below market average! 22/31 City/Highway MPG We stand behind every car.  Vehicle Options Child Safety Door LocksVehicle Anti-Theft4WD/AWDABS BrakesElectronic Brake AssistanceTraction ControlVehicle Stability Control SystemDriver AirbagFront Side AirbagPassenger AirbagSide Head Curtain AirbagKeyless EntryAir ConditioningSeparate Driver/Front Passenger Climate ControlsCruise ControlTachometerTilt Steering ColumnLeather Steering WheelSteering Wheel Mounted ControlsTelescopic Steering ColumnTire Pressure MonitorTrip ComputerAM/FM RadioNavigation AidDriver Multi-Adjustable Power SeatFront Heated SeatFront Power Lumbar SupportLeather SeatPassenger Multi-Adjustable Power SeatCargo Area TiedownsAutomatic HeadlightsAlloy WheelsRun Flat TiresPower WindowsElectrochromic Interior Rearview MirrorInterval WipersRear Window Defogger  Fazio's Auto Sales Joe Fazio 1025 E Dominick St. Rome NY 13440 315-339-5320                         BatchID: MATK2P8FTFID: 13543622      1\n",
      "2004 Chevy Silverado 1500 Z71 Fully loaded with heated seats , power seats, power windows leather interior, new tunnel cover, new after market rims and tires standard size, new brakes and calipers on all four , new tie rod ends, new flow master super 10 exhaust, new wind shield, bed liner, oil just changed, no leaks, runs great. Overall condition good for age and miles. clean car fax. tabs are good to October.                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                        1\n",
      "JUST IN!!! ONE OWNER!!! LOW MILES!!! ONLY 11K MILES!!! VERY CLEAN IN AND OUT!!! RUNS AND DRIVES GREAT!!! JUST LIKE BRAND NEW!!! TRUCK IS IN EXCELLENT CONDITION!!! CALL OR TEXT 321-247-2070   ****NO DEALER FEES!!!                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                 1\n",
      "2018 Chevrolet Cruze LT Kendall Ford of Kenai☎ 866-991-403210288 Kenai Spur HighwayKenai, AK 99611  Call us today at 866-991-4032Or use the link below to view more information! CLICK AND HOLD LINK ON MOBILE!http://www.carprices.com/AF2/vdp/46866792.html  Price: $16,934Mileage: 17,782Stock #: UR1664   Type: Used Trim: LT Bodystyle: Sedan Transmission: automatic Drive: FWD Engine: 1.4L 4-Cyl Engine Fuel Type: Regular Gasoline Exterior Color: Red Hot Interior Color: N/A Seats: 5   Features  Kendall Ford Kenai has a wide selection of exceptional pre-owned vehicles to choose from, including this 2018 Chevrolet Cruze. This wonderfully fuel-efficient vehicle offers a supple ride, quick acceleration and superior styling without sacrificing MPGs. This is the one. Just what you've been looking for. The Chevrolet Cruze LT will provide you with everything you have always wanted in a car -- Quality, Reliability, and Character. There is no reason why you shouldn't buy this Chevrolet Cruze LT. It is incomparable for the price and quality.  Kendall Ford of Kenai☎ 866-991-403210288 Kenai Spur HighwayKenai, AK 99611  Call us today at 866-991-4032Or use the link below to view more information! CLICK AND HOLD LINK ON MOBILE!http://www.carprices.com/AF2/vdp/46866792.html   Although every reasonable effort has been made to ensure the accuracy of the information contained on this site, absolute accuracy cannot be guaranteed. This site, and all information and materials appearing on it, are presented to the user \"as is\" without warranty of any kind, either express or implied. All vehicles are subject to prior sale. Price does not include applicable tax, title, license, processing and/or documentation fees, and destination charges. Vehicles shown at different locations are not currently in our inventory (Not in Stock) but can be made available to you at our location within a reasonable date from the time of your request, not to exceed one week. \\t\\t\\t Chevy                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                       1\n",
      "2010 Chevrolet Silverado LT ....List Price...$16995.... …..SALE.....$15995...…. ...CASH...Discount... ………….Military...Discount...!  4x4 Z-71 LT Package Nice Wheels tilt cruise tow hitch Automatic Transmission Air Conditioning Reclining Seats Power Windows Power Door Locks Power Mirrors We Can Saaaaaaaave You Money Charles Says \"Sell It !\" Cash gets a SUPER Deal  Credit Cards Get A FAST Deal Use Both Get A SUPER FAST Deal GARNER Home of the Express Lane in and out Speeeeedy Gonzales Delivery Location Location Location Corner Washington and Baston Rd Right in Front of PuttPutt Miniture Golf and Games Augusta/Martinez GA Military Discount CASH Discount                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                    1\n",
      "Name: description, Length: 454053, dtype: int64\n",
      "Series([], Name: county, dtype: int64)\n",
      "ca    55178\n",
      "fl    39265\n",
      "tx    30057\n",
      "mi    23417\n",
      "ny    23287\n",
      "oh    20700\n",
      "nc    19906\n",
      "or    19835\n",
      "pa    18556\n",
      "wa    17042\n",
      "tn    15490\n",
      "wi    15272\n",
      "va    14197\n",
      "co    12580\n",
      "il    12258\n",
      "ia    10948\n",
      "mt    10725\n",
      "id    10430\n",
      "ma    10298\n",
      "mn    10269\n",
      "nj    10228\n",
      "sc     9604\n",
      "az     9069\n",
      "al     8528\n",
      "ga     8344\n",
      "in     7702\n",
      "mo     7195\n",
      "ct     6922\n",
      "ar     6901\n",
      "ks     6861\n",
      "ok     6804\n",
      "ky     6497\n",
      "la     5977\n",
      "md     5046\n",
      "nm     4649\n",
      "ak     3944\n",
      "ne     3261\n",
      "nv     3117\n",
      "ms     2984\n",
      "nh     2973\n",
      "vt     2972\n",
      "dc     2967\n",
      "hi     2966\n",
      "me     2963\n",
      "ri     2962\n",
      "sd     2283\n",
      "wv     1727\n",
      "de     1495\n",
      "ut     1259\n",
      "wy     1185\n",
      "nd      664\n",
      "Name: state, dtype: int64\n",
      "33.7792    10881\n",
      "33.7865     4113\n",
      "43.1824     3248\n",
      "46.2348     2473\n",
      "47.6561     2473\n",
      "           ...  \n",
      "44.9224        1\n",
      "34.9645        1\n",
      "37.7662        1\n",
      "41.7424        1\n",
      "36.1085        1\n",
      "Name: lat, Length: 54587, dtype: int64\n",
      "-84.4118     10881\n",
      "-84.4454      4112\n",
      "-84.1122      3248\n",
      "-119.1280     2475\n",
      "-117.2370     2474\n",
      "             ...  \n",
      "-113.4750        1\n",
      "-77.4188         1\n",
      "-84.2157         1\n",
      "-86.1211         1\n",
      "-92.7775         1\n",
      "Name: long, Length: 54552, dtype: int64\n"
     ]
    }
   ],
   "source": [
    "r=df.columns\n",
    "for i in r:\n",
    "    print(df[i].value_counts())"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Based on above observation the features which are too common or of no use like url can be dropped"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 166,
   "metadata": {},
   "outputs": [],
   "source": [
    "df= df.drop(columns=['id','url', 'region_url', 'vin', 'image_url', 'description', 'lat', 'long','county','region'], axis=1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 167,
   "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>price</th>\n",
       "      <th>year</th>\n",
       "      <th>manufacturer</th>\n",
       "      <th>model</th>\n",
       "      <th>condition</th>\n",
       "      <th>cylinders</th>\n",
       "      <th>fuel</th>\n",
       "      <th>odometer</th>\n",
       "      <th>title_status</th>\n",
       "      <th>transmission</th>\n",
       "      <th>drive</th>\n",
       "      <th>size</th>\n",
       "      <th>type</th>\n",
       "      <th>paint_color</th>\n",
       "      <th>state</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>10299</td>\n",
       "      <td>2012.0</td>\n",
       "      <td>acura</td>\n",
       "      <td>tl</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>gas</td>\n",
       "      <td>90186.0</td>\n",
       "      <td>clean</td>\n",
       "      <td>automatic</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>other</td>\n",
       "      <td>blue</td>\n",
       "      <td>nc</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>0</td>\n",
       "      <td>2011.0</td>\n",
       "      <td>bmw</td>\n",
       "      <td>335</td>\n",
       "      <td>NaN</td>\n",
       "      <td>6 cylinders</td>\n",
       "      <td>gas</td>\n",
       "      <td>115120.0</td>\n",
       "      <td>clean</td>\n",
       "      <td>automatic</td>\n",
       "      <td>rwd</td>\n",
       "      <td>NaN</td>\n",
       "      <td>convertible</td>\n",
       "      <td>blue</td>\n",
       "      <td>nc</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>9500</td>\n",
       "      <td>2011.0</td>\n",
       "      <td>jaguar</td>\n",
       "      <td>xf</td>\n",
       "      <td>excellent</td>\n",
       "      <td>NaN</td>\n",
       "      <td>gas</td>\n",
       "      <td>85000.0</td>\n",
       "      <td>clean</td>\n",
       "      <td>automatic</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>blue</td>\n",
       "      <td>nc</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>3995</td>\n",
       "      <td>2004.0</td>\n",
       "      <td>honda</td>\n",
       "      <td>element</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>gas</td>\n",
       "      <td>212526.0</td>\n",
       "      <td>clean</td>\n",
       "      <td>automatic</td>\n",
       "      <td>fwd</td>\n",
       "      <td>NaN</td>\n",
       "      <td>SUV</td>\n",
       "      <td>orange</td>\n",
       "      <td>nc</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>41988</td>\n",
       "      <td>2016.0</td>\n",
       "      <td>chevrolet</td>\n",
       "      <td>silverado k2500hd</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>gas</td>\n",
       "      <td>NaN</td>\n",
       "      <td>clean</td>\n",
       "      <td>automatic</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>ne</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   price    year manufacturer              model  condition    cylinders fuel  \\\n",
       "0  10299  2012.0        acura                 tl        NaN          NaN  gas   \n",
       "1      0  2011.0          bmw                335        NaN  6 cylinders  gas   \n",
       "2   9500  2011.0       jaguar                 xf  excellent          NaN  gas   \n",
       "3   3995  2004.0        honda            element        NaN          NaN  gas   \n",
       "4  41988  2016.0    chevrolet  silverado k2500hd        NaN          NaN  gas   \n",
       "\n",
       "   odometer title_status transmission drive size         type paint_color  \\\n",
       "0   90186.0        clean    automatic   NaN  NaN        other        blue   \n",
       "1  115120.0        clean    automatic   rwd  NaN  convertible        blue   \n",
       "2   85000.0        clean    automatic   NaN  NaN          NaN        blue   \n",
       "3  212526.0        clean    automatic   fwd  NaN          SUV      orange   \n",
       "4       NaN        clean    automatic   NaN  NaN          NaN         NaN   \n",
       "\n",
       "  state  \n",
       "0    nc  \n",
       "1    nc  \n",
       "2    nc  \n",
       "3    nc  \n",
       "4    ne  "
      ]
     },
     "execution_count": 167,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 168,
   "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>price</th>\n",
       "      <th>year</th>\n",
       "      <th>odometer</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>count</th>\n",
       "      <td>5.397590e+05</td>\n",
       "      <td>538772.000000</td>\n",
       "      <td>4.407830e+05</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>mean</th>\n",
       "      <td>1.954214e+05</td>\n",
       "      <td>2009.830982</td>\n",
       "      <td>1.008008e+05</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>std</th>\n",
       "      <td>2.208252e+07</td>\n",
       "      <td>9.161334</td>\n",
       "      <td>1.767058e+05</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>min</th>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000e+00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25%</th>\n",
       "      <td>4.400000e+03</td>\n",
       "      <td>2007.000000</td>\n",
       "      <td>4.703850e+04</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>50%</th>\n",
       "      <td>9.500000e+03</td>\n",
       "      <td>2012.000000</td>\n",
       "      <td>9.330000e+04</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>75%</th>\n",
       "      <td>1.792600e+04</td>\n",
       "      <td>2015.000000</td>\n",
       "      <td>1.377550e+05</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>max</th>\n",
       "      <td>4.294967e+09</td>\n",
       "      <td>2021.000000</td>\n",
       "      <td>6.480922e+07</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "              price           year      odometer\n",
       "count  5.397590e+05  538772.000000  4.407830e+05\n",
       "mean   1.954214e+05    2009.830982  1.008008e+05\n",
       "std    2.208252e+07       9.161334  1.767058e+05\n",
       "min    0.000000e+00       0.000000  0.000000e+00\n",
       "25%    4.400000e+03    2007.000000  4.703850e+04\n",
       "50%    9.500000e+03    2012.000000  9.330000e+04\n",
       "75%    1.792600e+04    2015.000000  1.377550e+05\n",
       "max    4.294967e+09    2021.000000  6.480922e+07"
      ]
     },
     "execution_count": 168,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.describe()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Handling outliers"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Lets see if any outliers in Target variable as we remove them the model can be more accurate because they cause a bring a lot of difference in values of mean and SD."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "the difference between 75% value and max value is too large so lets leave 10% values at both ends of a distribution"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 169,
   "metadata": {},
   "outputs": [],
   "source": [
    "rr=sorted(df[\"price\"])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 170,
   "metadata": {},
   "outputs": [],
   "source": [
    "quantile1, quantile3= np.percentile(rr,[10,90])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 171,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "500.0 27500.0\n"
     ]
    }
   ],
   "source": [
    "print(quantile1,quantile3)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 172,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(432385, 15)"
      ]
     },
     "execution_count": 172,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df=df[(df.price < 27500) & (df.price >= 500 )]\n",
    "df.shape"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Lets observe the odometer column"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 173,
   "metadata": {},
   "outputs": [
    {
     "data": {
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       " ...]"
      ]
     },
     "execution_count": 173,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "r=sorted(df[\"odometer\"])\n",
    "r"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "There are nan values and only one 0 value"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 174,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "80206"
      ]
     },
     "execution_count": 174,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df[\"odometer\"].isna().sum()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 175,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "ax = sns.scatterplot(x=\"odometer\", y=\"price\", data=df)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 176,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "64809218.0"
      ]
     },
     "execution_count": 176,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df[\"odometer\"].max()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 177,
   "metadata": {},
   "outputs": [],
   "source": [
    "df.drop(df[df[\"odometer\"]==64809218.0].index,inplace=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 178,
   "metadata": {},
   "outputs": [],
   "source": [
    "df.drop(df[df[\"odometer\"]==0.0].index,inplace=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 179,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "ax = sns.scatterplot(x=\"odometer\", y=\"price\", data=df)\n",
    "ax.get_xaxis().get_major_formatter().set_scientific(False)\n",
    "ax.get_yaxis().get_major_formatter().set_scientific(False)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 180,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "80206"
      ]
     },
     "execution_count": 180,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df[\"odometer\"].isna().sum()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "here the values above 3000000  can be considered as outliers"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 181,
   "metadata": {},
   "outputs": [],
   "source": [
    "df=df[(df.odometer < 3000000)]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 182,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "ax = sns.scatterplot(x=\"odometer\", y=\"price\", data=df)\n",
    "ax.get_xaxis().get_major_formatter().set_scientific(False)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Now lets see year column"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 183,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "0"
      ]
     },
     "execution_count": 183,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df[\"odometer\"].isna().sum()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 184,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "413"
      ]
     },
     "execution_count": 184,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df[\"year\"].isna().sum()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "the null values in a year column cannot be replaced so lets eliminate them"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 185,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "0.0"
      ]
     },
     "execution_count": 185,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df[\"year\"].min()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "we must alo drop this 0 values"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 186,
   "metadata": {},
   "outputs": [],
   "source": [
    "df.drop(df[df[\"year\"]==0.0].index,inplace=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 187,
   "metadata": {},
   "outputs": [],
   "source": [
    "df=df.dropna(subset=['year'])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 188,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "bx = sns.scatterplot(x=\"year\", y=\"price\", data=df)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 189,
   "metadata": {},
   "outputs": [],
   "source": [
    "df=df[(df.year > 1940)]"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "we have removed outliers from all three numerical columns .\n",
    "now lets how we can remove with nan values if any."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Handling Null Values"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "I am taking out % of null values in each column"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 190,
   "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>null</th>\n",
       "      <th>percent</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>size</th>\n",
       "      <td>22639700</td>\n",
       "      <td>64.604</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>condition</th>\n",
       "      <td>12309900</td>\n",
       "      <td>35.127</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>cylinders</th>\n",
       "      <td>11826600</td>\n",
       "      <td>33.748</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>paint_color</th>\n",
       "      <td>8496900</td>\n",
       "      <td>24.247</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>drive</th>\n",
       "      <td>7496300</td>\n",
       "      <td>21.391</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>type</th>\n",
       "      <td>6496400</td>\n",
       "      <td>18.538</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>manufacturer</th>\n",
       "      <td>1009100</td>\n",
       "      <td>2.880</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>model</th>\n",
       "      <td>310100</td>\n",
       "      <td>0.885</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>transmission</th>\n",
       "      <td>283500</td>\n",
       "      <td>0.809</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>fuel</th>\n",
       "      <td>225500</td>\n",
       "      <td>0.643</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>title_status</th>\n",
       "      <td>185700</td>\n",
       "      <td>0.530</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>price</th>\n",
       "      <td>0</td>\n",
       "      <td>0.000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>year</th>\n",
       "      <td>0</td>\n",
       "      <td>0.000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>odometer</th>\n",
       "      <td>0</td>\n",
       "      <td>0.000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>state</th>\n",
       "      <td>0</td>\n",
       "      <td>0.000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                  null  percent\n",
       "size          22639700   64.604\n",
       "condition     12309900   35.127\n",
       "cylinders     11826600   33.748\n",
       "paint_color    8496900   24.247\n",
       "drive          7496300   21.391\n",
       "type           6496400   18.538\n",
       "manufacturer   1009100    2.880\n",
       "model           310100    0.885\n",
       "transmission    283500    0.809\n",
       "fuel            225500    0.643\n",
       "title_status    185700    0.530\n",
       "price                0    0.000\n",
       "year                 0    0.000\n",
       "odometer             0    0.000\n",
       "state                0    0.000"
      ]
     },
     "execution_count": 190,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "null_values=df.isnull().sum()\n",
    "null_values=pd.DataFrame(null_values,columns=['null'])\n",
    "j=1\n",
    "sum_tot=len(df)\n",
    "null_values['percent']=null_values['null']/sum_tot\n",
    "round(null_values*100,3).sort_values('percent',ascending=False)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 191,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "excellent    104964\n",
       "good          95798\n",
       "like new      19551\n",
       "fair           6166\n",
       "new             429\n",
       "salvage         429\n",
       "Name: condition, dtype: int64"
      ]
     },
     "execution_count": 191,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.condition.value_counts()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "the misssing values in the condition can be found using odometer as mileage affects condition of car."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "what i am trying to do here is finding mean value of odometer readings grouping by there conditions"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 192,
   "metadata": {},
   "outputs": [],
   "source": [
    "excellent_odo_mean = df[df['condition'] == 'excellent']['odometer'].mean()\n",
    "good_odo_mean = df[df['condition'] == 'good']['odometer'].mean()\n",
    "like_new_odo_mean = df[df['condition'] == 'like new']['odometer'].mean()\n",
    "salvage_odo_mean = df[df['condition'] == 'salvage']['odometer'].mean()\n",
    "fair_odo_mean = df[df['condition'] == 'fair']['odometer'].mean()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 193,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Like new average odometer: 87806.17\n",
      "Excellent average odometer: 113088.59\n",
      "Good average odometer: 109720.47\n",
      "Fair average odometer: 184276.67\n",
      "Salvage average odometer: 157700.62\n"
     ]
    }
   ],
   "source": [
    "print('Like new average odometer:', round( like_new_odo_mean,2))\n",
    "print('Excellent average odometer:', round( excellent_odo_mean,2))\n",
    "print('Good average odometer:', round( good_odo_mean,2))\n",
    "print('Fair average odometer:', round( fair_odo_mean,2))\n",
    "print('Salvage average odometer:', round( salvage_odo_mean,2))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "these are mean values regarding each condition.\n",
    "\n",
    "now these can be used to group the odometer readings which have nan values in condition."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 194,
   "metadata": {},
   "outputs": [],
   "source": [
    "df.loc[df.year>=2019, 'condition'] = df.loc[df.year>=2019, 'condition'].fillna('new')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "the values are being filled by the values from above calculated mean value ranges"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 195,
   "metadata": {},
   "outputs": [],
   "source": [
    "df.loc[df['odometer'] <= like_new_odo_mean, 'condition'] = df.loc[df['odometer'] <= like_new_odo_mean, 'condition'].fillna('like new')\n",
    "\n",
    "df.loc[df['odometer'] >= fair_odo_mean, 'condition'] = df.loc[df['odometer'] >= fair_odo_mean, 'condition'].fillna('fair')\n",
    "\n",
    "df.loc[((df['odometer'] > good_odo_mean) & \n",
    "       (df['odometer'] <= excellent_odo_mean)), 'condition'] = df.loc[((df['odometer'] > good_odo_mean) & \n",
    "       (df['odometer'] <= excellent_odo_mean)), 'condition'].fillna('excellent')\n",
    "\n",
    "df.loc[((df['odometer'] > like_new_odo_mean) & \n",
    "       (df['odometer'] <= good_odo_mean)), 'condition'] = df.loc[((df['odometer'] > like_new_odo_mean) & \n",
    "       (df['odometer'] <= good_odo_mean)), 'condition'].fillna('good')\n",
    "\n",
    "df.loc[((df['odometer'] > good_odo_mean) & \n",
    "       (df['odometer'] <= fair_odo_mean)), 'condition'] = df.loc[((df['odometer'] > good_odo_mean) & \n",
    "       (df['odometer'] <= fair_odo_mean)), 'condition'].fillna('salvage')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 196,
   "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>null</th>\n",
       "      <th>percent</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>size</th>\n",
       "      <td>22639700</td>\n",
       "      <td>64.604</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>cylinders</th>\n",
       "      <td>11826600</td>\n",
       "      <td>33.748</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>paint_color</th>\n",
       "      <td>8496900</td>\n",
       "      <td>24.247</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>drive</th>\n",
       "      <td>7496300</td>\n",
       "      <td>21.391</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>type</th>\n",
       "      <td>6496400</td>\n",
       "      <td>18.538</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>manufacturer</th>\n",
       "      <td>1009100</td>\n",
       "      <td>2.880</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>model</th>\n",
       "      <td>310100</td>\n",
       "      <td>0.885</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>transmission</th>\n",
       "      <td>283500</td>\n",
       "      <td>0.809</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>fuel</th>\n",
       "      <td>225500</td>\n",
       "      <td>0.643</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>title_status</th>\n",
       "      <td>185700</td>\n",
       "      <td>0.530</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>price</th>\n",
       "      <td>0</td>\n",
       "      <td>0.000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>year</th>\n",
       "      <td>0</td>\n",
       "      <td>0.000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>condition</th>\n",
       "      <td>0</td>\n",
       "      <td>0.000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>odometer</th>\n",
       "      <td>0</td>\n",
       "      <td>0.000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>state</th>\n",
       "      <td>0</td>\n",
       "      <td>0.000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                  null  percent\n",
       "size          22639700   64.604\n",
       "cylinders     11826600   33.748\n",
       "paint_color    8496900   24.247\n",
       "drive          7496300   21.391\n",
       "type           6496400   18.538\n",
       "manufacturer   1009100    2.880\n",
       "model           310100    0.885\n",
       "transmission    283500    0.809\n",
       "fuel            225500    0.643\n",
       "title_status    185700    0.530\n",
       "price                0    0.000\n",
       "year                 0    0.000\n",
       "condition            0    0.000\n",
       "odometer             0    0.000\n",
       "state                0    0.000"
      ]
     },
     "execution_count": 196,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "null_values=df.isnull().sum()\n",
    "null_values=pd.DataFrame(null_values,columns=['null'])\n",
    "j=1\n",
    "sum_tot=len(df)\n",
    "null_values['percent']=null_values['null']/sum_tot\n",
    "round(null_values*100,3).sort_values('percent',ascending=False)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "I am droping the null values with less then 5% nan."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 197,
   "metadata": {},
   "outputs": [],
   "source": [
    "df=df.dropna(subset=['title_status','fuel','transmission','model','manufacturer'])"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "I am also droping the columns with more then 30% null values.\n",
    "but cylinders can be important feature ."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 198,
   "metadata": {},
   "outputs": [],
   "source": [
    "df=df.drop([\"size\"],axis=1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 199,
   "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>null</th>\n",
       "      <th>percent</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>cylinders</th>\n",
       "      <td>11048100</td>\n",
       "      <td>33.345</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>paint_color</th>\n",
       "      <td>7943400</td>\n",
       "      <td>23.975</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>drive</th>\n",
       "      <td>7034400</td>\n",
       "      <td>21.231</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>type</th>\n",
       "      <td>6135900</td>\n",
       "      <td>18.519</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>price</th>\n",
       "      <td>0</td>\n",
       "      <td>0.000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>year</th>\n",
       "      <td>0</td>\n",
       "      <td>0.000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>manufacturer</th>\n",
       "      <td>0</td>\n",
       "      <td>0.000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>model</th>\n",
       "      <td>0</td>\n",
       "      <td>0.000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>condition</th>\n",
       "      <td>0</td>\n",
       "      <td>0.000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>fuel</th>\n",
       "      <td>0</td>\n",
       "      <td>0.000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>odometer</th>\n",
       "      <td>0</td>\n",
       "      <td>0.000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>title_status</th>\n",
       "      <td>0</td>\n",
       "      <td>0.000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>transmission</th>\n",
       "      <td>0</td>\n",
       "      <td>0.000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>state</th>\n",
       "      <td>0</td>\n",
       "      <td>0.000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                  null  percent\n",
       "cylinders     11048100   33.345\n",
       "paint_color    7943400   23.975\n",
       "drive          7034400   21.231\n",
       "type           6135900   18.519\n",
       "price                0    0.000\n",
       "year                 0    0.000\n",
       "manufacturer         0    0.000\n",
       "model                0    0.000\n",
       "condition            0    0.000\n",
       "fuel                 0    0.000\n",
       "odometer             0    0.000\n",
       "title_status         0    0.000\n",
       "transmission         0    0.000\n",
       "state                0    0.000"
      ]
     },
     "execution_count": 199,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "null_values=df.isnull().sum()\n",
    "null_values=pd.DataFrame(null_values,columns=['null'])\n",
    "j=1\n",
    "sum_tot=len(df)\n",
    "null_values['percent']=null_values['null']/sum_tot\n",
    "round(null_values*100,3).sort_values('percent',ascending=False)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 200,
   "metadata": {},
   "outputs": [],
   "source": [
    "df['paint_color'] = df['paint_color'].fillna(method='ffill')\n",
    "df['drive'] = df['drive'].fillna(method='ffill')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 201,
   "metadata": {},
   "outputs": [],
   "source": [
    "df['type'] = df['type'].fillna(method='ffill')\n",
    "df['cylinders'] = df['cylinders'].fillna(method='ffill')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 202,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "price            0\n",
       "year             0\n",
       "manufacturer     0\n",
       "model            0\n",
       "condition        0\n",
       "cylinders       11\n",
       "fuel             0\n",
       "odometer         0\n",
       "title_status     0\n",
       "transmission     0\n",
       "drive            2\n",
       "type             0\n",
       "paint_color      0\n",
       "state            0\n",
       "dtype: int64"
      ]
     },
     "execution_count": 202,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.isnull().sum()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 203,
   "metadata": {},
   "outputs": [],
   "source": [
    "df=df.dropna(subset=['cylinders','drive'])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 204,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "price           0\n",
       "year            0\n",
       "manufacturer    0\n",
       "model           0\n",
       "condition       0\n",
       "cylinders       0\n",
       "fuel            0\n",
       "odometer        0\n",
       "title_status    0\n",
       "transmission    0\n",
       "drive           0\n",
       "type            0\n",
       "paint_color     0\n",
       "state           0\n",
       "dtype: int64"
      ]
     },
     "execution_count": 204,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.isnull().sum()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Exploratory Data Analysis"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 205,
   "metadata": {},
   "outputs": [],
   "source": [
    "from scipy import stats"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 206,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<seaborn.axisgrid.PairGrid at 0x7f76c43e1cd0>"
      ]
     },
     "execution_count": 206,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 540x540 with 12 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sns.pairplot(df)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The above were relation between numerical values of the table."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 207,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<class 'pandas.core.frame.DataFrame'>\n",
      "Int64Index: 331313 entries, 13 to 539758\n",
      "Data columns (total 14 columns):\n",
      " #   Column        Non-Null Count   Dtype  \n",
      "---  ------        --------------   -----  \n",
      " 0   price         331313 non-null  int64  \n",
      " 1   year          331313 non-null  float64\n",
      " 2   manufacturer  331313 non-null  object \n",
      " 3   model         331313 non-null  object \n",
      " 4   condition     331313 non-null  object \n",
      " 5   cylinders     331313 non-null  object \n",
      " 6   fuel          331313 non-null  object \n",
      " 7   odometer      331313 non-null  float64\n",
      " 8   title_status  331313 non-null  object \n",
      " 9   transmission  331313 non-null  object \n",
      " 10  drive         331313 non-null  object \n",
      " 11  type          331313 non-null  object \n",
      " 12  paint_color   331313 non-null  object \n",
      " 13  state         331313 non-null  object \n",
      "dtypes: float64(2), int64(1), object(11)\n",
      "memory usage: 47.9+ MB\n"
     ]
    }
   ],
   "source": [
    "df.info()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 208,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "6995     4157\n",
      "7995     4043\n",
      "5995     3976\n",
      "8995     3793\n",
      "4995     3790\n",
      "         ... \n",
      "20189       1\n",
      "15201       1\n",
      "23405       1\n",
      "5220        1\n",
      "4098        1\n",
      "Name: price, Length: 11443, dtype: int64\n",
      "2013.0    25718\n",
      "2014.0    24097\n",
      "2012.0    23670\n",
      "2017.0    23281\n",
      "2016.0    22704\n",
      "          ...  \n",
      "1951.0       11\n",
      "1958.0        9\n",
      "2021.0        6\n",
      "1946.0        3\n",
      "1942.0        1\n",
      "Name: year, Length: 78, dtype: int64\n",
      "ford               59552\n",
      "chevrolet          48560\n",
      "toyota             26813\n",
      "nissan             19985\n",
      "honda              18755\n",
      "jeep               16646\n",
      "gmc                13129\n",
      "dodge              11972\n",
      "ram                11941\n",
      "bmw                10226\n",
      "hyundai             9371\n",
      "subaru              8883\n",
      "volkswagen          8279\n",
      "mercedes-benz       7517\n",
      "kia                 7164\n",
      "chrysler            6105\n",
      "buick               5521\n",
      "cadillac            5226\n",
      "mazda               4812\n",
      "lexus               4589\n",
      "audi                4235\n",
      "infiniti            2938\n",
      "acura               2920\n",
      "pontiac             2494\n",
      "lincoln             2439\n",
      "volvo               2214\n",
      "mini                1955\n",
      "mitsubishi          1887\n",
      "mercury             1315\n",
      "saturn              1228\n",
      "rover                918\n",
      "jaguar               757\n",
      "fiat                 749\n",
      "harley-davidson      124\n",
      "alfa-romeo            42\n",
      "datsun                25\n",
      "land rover            15\n",
      "porche                 8\n",
      "aston-martin           2\n",
      "ferrari                1\n",
      "tesla                  1\n",
      "Name: manufacturer, dtype: int64\n",
      "f-150                                     6844\n",
      "silverado 1500                            4264\n",
      "1500                                      4132\n",
      "silverado                                 2978\n",
      "escape                                    2721\n",
      "                                          ... \n",
      "renegade altitude 4x4                        1\n",
      "tsx🚘                                         1\n",
      "silverado 2500hd 4d crew cab automatic       1\n",
      "f250 super duty xlt 4x4                      1\n",
      "century sedan                                1\n",
      "Name: model, Length: 20550, dtype: int64\n",
      "good         109693\n",
      "excellent    103738\n",
      "like new      62920\n",
      "salvage       36796\n",
      "fair          14805\n",
      "new            3361\n",
      "Name: condition, dtype: int64\n",
      "6 cylinders     125495\n",
      "4 cylinders     107887\n",
      "8 cylinders      91728\n",
      "5 cylinders       3096\n",
      "10 cylinders      1716\n",
      "other              801\n",
      "3 cylinders        487\n",
      "12 cylinders       103\n",
      "Name: cylinders, dtype: int64\n",
      "gas         303065\n",
      "diesel       15758\n",
      "other         8764\n",
      "hybrid        3170\n",
      "electric       556\n",
      "Name: fuel, dtype: int64\n",
      "150000.0    1143\n",
      "130000.0    1139\n",
      "140000.0    1063\n",
      "160000.0    1001\n",
      "120000.0     965\n",
      "            ... \n",
      "172859.0       1\n",
      "78770.0        1\n",
      "86429.0        1\n",
      "55245.0        1\n",
      "94121.0        1\n",
      "Name: odometer, Length: 102725, dtype: int64\n",
      "clean         316470\n",
      "rebuilt         9070\n",
      "salvage         3705\n",
      "lien            1856\n",
      "missing          155\n",
      "parts only        57\n",
      "Name: title_status, dtype: int64\n",
      "automatic    294889\n",
      "manual        18785\n",
      "other         17639\n",
      "Name: transmission, dtype: int64\n",
      "4wd    139159\n",
      "fwd    131930\n",
      "rwd     60224\n",
      "Name: drive, dtype: int64\n",
      "sedan          90776\n",
      "SUV            83705\n",
      "pickup         39930\n",
      "truck          35135\n",
      "coupe          17827\n",
      "other          14238\n",
      "hatchback      14150\n",
      "wagon          11456\n",
      "van             9138\n",
      "convertible     7284\n",
      "mini-van        6755\n",
      "offroad          583\n",
      "bus              336\n",
      "Name: type, dtype: int64\n",
      "white     80565\n",
      "black     65438\n",
      "silver    52416\n",
      "blue      36177\n",
      "red       33618\n",
      "grey      32775\n",
      "green      9139\n",
      "custom     8490\n",
      "brown      7779\n",
      "orange     2102\n",
      "yellow     2018\n",
      "purple      796\n",
      "Name: paint_color, dtype: int64\n",
      "ca    33279\n",
      "fl    23817\n",
      "mi    16244\n",
      "tx    15918\n",
      "ny    14339\n",
      "oh    13506\n",
      "pa    12815\n",
      "nc    11511\n",
      "or    10818\n",
      "wi    10573\n",
      "tn    10425\n",
      "wa     9066\n",
      "va     9034\n",
      "co     8351\n",
      "ma     7377\n",
      "ia     7245\n",
      "mn     7022\n",
      "il     6933\n",
      "nj     6711\n",
      "mt     6259\n",
      "id     6097\n",
      "az     5738\n",
      "sc     5644\n",
      "al     5139\n",
      "in     5080\n",
      "ct     5047\n",
      "ga     4747\n",
      "ks     4468\n",
      "mo     4196\n",
      "ky     4010\n",
      "ok     3923\n",
      "ar     3283\n",
      "md     3245\n",
      "la     3193\n",
      "nm     2407\n",
      "ak     2225\n",
      "ri     2033\n",
      "vt     2032\n",
      "dc     2021\n",
      "nv     1984\n",
      "nh     1964\n",
      "me     1785\n",
      "ms     1767\n",
      "hi     1580\n",
      "ne     1436\n",
      "sd     1423\n",
      "de     1039\n",
      "ut      752\n",
      "wv      718\n",
      "wy      677\n",
      "nd      417\n",
      "Name: state, dtype: int64\n"
     ]
    }
   ],
   "source": [
    "c=df.columns\n",
    "for i in c:\n",
    "    print(df[i].value_counts())"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 209,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "ax = sns.barplot(x=\"condition\", y=\"price\", data=df)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Clearly vehicles with condition  new has highest price as one expects."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 210,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<seaborn.axisgrid.FacetGrid at 0x7f76ed565e50>"
      ]
     },
     "execution_count": 210,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 360x360 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sns.catplot(y=\"cylinders\", x=\"price\",kind = \"violin\", data=df)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "This violinplot provides clear idea about the distribution of number of cylinders and the price."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 211,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<seaborn.axisgrid.FacetGrid at 0x7f76f1bc48d0>"
      ]
     },
     "execution_count": 211,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 360x360 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sns.catplot(x=\"fuel\", y=\"price\", kind=\"boxen\",\n",
    "            data=df)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "This figure shows the price range between which majority of each type of car based on fuel lies.\n",
    "\n",
    "Gas=5k-17k\n",
    "\n",
    "diesel=12k-20k\n",
    "\n",
    "hybrid=7k-15k\n",
    "\n",
    "other=11k-20k\n",
    "\n",
    "electric=10k-18k"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 212,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<seaborn.axisgrid.FacetGrid at 0x7f76f1e8ce10>"
      ]
     },
     "execution_count": 212,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 360x360 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sns.catplot(x=\"title_status\", y=\"price\",kind=\"violin\", data=df)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The distribution of price of cars based on title_status can be seen here."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 213,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<seaborn.axisgrid.FacetGrid at 0x7f76bdc9a390>"
      ]
     },
     "execution_count": 213,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 360x360 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sns.catplot(x=\"transmission\", y=\"price\",kind=\"bar\", palette=\"ch:.25\", data=df)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The relation between price and transmission."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 214,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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W0ZiM+PSHGtW+jkW8z1QIxdSb+AgjLclrNB+PaLqT2o/Fp4mbx8WMBkBwibSOgU2bltGYDJvNFotxViLad65EEAQBm82KOhst8Rt/WhJDmz95fGvqTFva2toQROG8yprnYo1oLAyJIAg6Rg9ZkUuJIh5plG6/+I1otKTbRARilR4ttKO9vQ3pApU1z0Vyy/h9Pvx+7afCtcQyGpOhqiroVsxKsAppJYiurljuPW+SRzSSKJDmkC2j0ZjW1hZwX/rcxhNuxtd0UhXLaExGNBqN3ewFHU6dIKKq6kDWBYuR09HRgSgkf+oMwGsTxkwlR6PQ3NKElHbpHHbx32lubk62JF2xjMZkhMMhAARR8zR1A32GQlba+dHS0dGO1yEjaTAV6XWIKf/EbCT6+nrx9fcjDSFZqng28WlTU2qnCbKMxmQMzOWKycn4e1HOGk0gENC+7xSjvb0Nr12b9a4Mh0hHR7s17akRDQ31AEieSwfNiDYRyWWjsbE+2bJ0xTIakxE3GkHS3mjiGaN9Pu03i6YaHe2teC+SByuReB0SwWAIv986b1owYDTeoV2jokemtrY6mZJ0xzIak9Hf3wegT5kAMW40/Zr3nUqoqkpXdzdehzaXn9ceT3ViBQRoQW1tdawOzUWyAnwSKcNOQ2NDSq99WkZjMuI3+fhNX0vio6j+fstoRoPP108kEklqeYBPEu/HijzThpqaaqSMS4c2x5Ez7EQjkZRep7GMxmToOnV2dl3ImoIZHR9nBdDm8otHto2FdPR6oygKtbXVSBlDfxCUMhwAKT19ZhmNyYhEzmYE0Cm8+VMaLEZEfFTqkrU5h/F+rJFo8mltbSEUCg3PaDw2BFGgtrYmicr0xTIakyFJZxeQVUWH3mNRS7KsfWh1KhFfZ3PK2kSdxfuJ92uRPOLTX0OJOIsjiAJSup2mpoZkydIdy2hMxsdJNUOa961Gg5/SYDEyfL7Y9KdToxGNLArIokAgkNppToxAS0sTwJA2a34SIU2iKYVLbltGYzJyc/MAUMLaT4Moof5PabAYGfGpM61GNAAum0RfnzV1lmy6uroQRAFhmBGFkktO6ahAy2hMRl7eWaMJaV9fRAnHpl5yc3M17zuV6OnpRoCk16L5JGk2gb4+Kxgg2XR1dSI55WEnnxWcEgG/n1BI+5kKLbCMxmQ4HE683kx9jCbUS0ZGJg6HU/O+U4m2tlbSNUo/E8drF2htSe18Wkagq6sTLlEa4EKIzti6Z3d3V6IlGQLLaExIenq6bvVo0tLSte83xairqyHPpe2ll++WaWxqtCIGk0xbeyuiawRGc/YzqVqbxjIaE6JnziorX9bo6O/vo66uhvEebSP3xntsKIrC6dPlmvY7lggEArS2tiJ5h7+ZWj77mVQNcbaMxmT4/X6am5sQ7dqPLARbOs0tTSlfpCmZHD16GEVRmZOt7fTj9Ew7kihw8OB+TfsdS5w5UwGqipw5fKMRXTKSS6ai4lQSlOmPZTQm49ixwyhKFCmtUPO+5fRClGiUY8eOaN53qrDjvW1kOGXNRzQOWWRmlp0P9uxM2QVnvTlwYC+iLGLLc43o83KBiyNHD6Xk+bGMxkREo1HWrn0dyeFBcmsfYiy585AcHtauW53SCQCTRVXVGcpOnWR+oRNRh5LY88e76e3rY8+e9zXvO9UJBoN8uHcPcoELYYT7oxwT0gkFgxw4sDfB6vRHE6Pp7Ozk/vvvZ9GiRdx555386Ec/oqMjVsq2srKSpUuXsmjRIpYuXUpVVdXA55LRZmZ27NhOU1MDttyrEHRIQSMIIrbcq2hqbGDHju2a92923nxzDU5Z5DPjRvbEO1qmZNgY77Gx4a21VlBAgtm9eye+/n6c070jPoac50T22Hl701sptxaqyd1KEATuu+8+Nm3axPr165k4cSK/+tWvAFi+fDnLli1j06ZNLFu2jEcffXTgc8loMyvd3d28tvplZHc+smeCbjpkzwRkdz6vrX6Z7u5u3XSYjcrKMxw+fIDPjndplhHgXARB4IuT0mhta2PXrh26aEhFFEXhnXc2IGc5kHNGvvYmCAKOGV5qa6o5depkAhXqjyb/8ZmZmcyfP3/g9dy5c2loaKC9vZ3S0lIWL14MwOLFiyktLaWjoyMpbWZm9eqXCQYCOMbNG/ZmsEQiCAL2cfMIBgK8/vrLuukwG2+9tRanTeSzRW5ddczMslN0dlRjTX8mhtLSYzQ3N+Gc7h31temYmI5ol9iy5e0EqTMGmmdHVBSFl156iYULF9LY2EhBQcFAokhJksjPz6exsRFVVRPelp2dPWSdOTnG2S/S2trKnj07kTNnIDpGPjRPFJLDi5w5g9273+fv//47VqaAS1BXV8ehQwe4aYJbt9FMHEEQ+PwEN6+caOPUqaMsWLBAVz2pwL59u5GcMvYJo79nCLKIfXI6hw4dwOUSYnvmUgDNjebxxx/H7XbzjW98g9LSUq27HzLt7X0oijHmSV9/fS2KquLKma23lAHs2bPo7ypn9eq1/NVfLdVbjqFZv34jAirXj9d3NBNndo6DLJfMhg1vU1x8jd5yTE00GmXf/v3I+U4EMTEzDfbxaQTKu3nvvd1cf/0NCTmmFoiiMOgDuqaPVytWrKC6upqnn34aURQpLCykubl5YAgfjUZpaWmhsLAwKW1mpazsJJIzB9FmnKzJoj0dyZmdcnPJiUZVVfbv+4ApGXbSNaqoeSlEQeDyHDsnThynr0/7VEapRF1dDQG/H1tB4h4i5GwHok3i5EnjPogPF83+85966imOHz/OypUrsdtjG5pycnIoLi6mpKQEgJKSEoqLi8nOzk5KmxlRVZWammpEZ5beUs5DdGZTXV2ltwxD093dRUtrC7OyHXpL+RQzsx0oikpFhZUpYDTE///lrMSdX0EQkDLtKXVtaTJ1Vl5eznPPPceUKVO45557AJgwYQIrV67kscce46GHHuLZZ5/F6/WyYsWKgc8lo81sRKNRQqEg9gzjJbIUZCehUJBIJGIVQxuE+vo6APLTjPX3yXfH9DQ21jN37md0VmNeqqsrEW0SYoLPr5Rhp7aqOmWuLU2+wcyZMykrK7tg2/Tp03nttdc0azMb8V3CgjD8RH3JJq4pHA6lxMWQDLq6YjVGModZnyTZuGwiTlk0fTSm3lRUnELKtCc8ElTOdhCo6Ka2toapU6cl9Nh6YKz/fovzUJSzJZt1DGkelLOaBjRanEcoFKtKapeMd/5skjigz2L4dHd3U1tXg5yb+NkG29n9OB99dDThx9YDy2gMzsc38dHfqFRVRQn7UYI9hDorErD72DKaSxGJxIJS9Eg5cylEAWsvzSg4fPgAqGAvTHw0oeiSkbMcHDiwL+HH1gPLaAxOvM67IA6vBvmFCHdVoIb7UKNBgk37CXdVjOp4ghibLrOyOQ9OfEoxasCUIoqKNeU5Cnbs3I7ssSNlDD9b81CwT0ijurqSujrzlw6wjMbg9PbGwk8FafT/zJHehou+Hi6CFIu0sUJkB2fAaAw46IsoKpJkGc1IqKw8Q+WZ09inepKWqcMx2YMgiWzd+k5Sjq8lltEYnJaWJgCERNSfUSMXfz1M4pqam5tGdZxUJm40EYNs/v0kUUXFZhv9SHksUlKyBtEm4ZjsSVofol3CPjGN999/j46O9qT1owWW0Ric+vo6EERdCp1dCtGeDoI4EMJrcT7xVEgG9BkUVR3QZzF0qqrOcOjQARwzvIi25N5CXXMyUVSFkpK1Se0n2VhGY3DKK04hOTMNG94sOTNTtipgYkjMtIqqqvQGo7T5Iuxr9CUkjbwBvc8UrH79FUS7hHNGRtL7ktw27JM97Nix3dQzB5bRGJhwOEzlmdOILuMmrRRduZw5c5pwOKy3FIOSmNv5/kY/HQGF/rDKWxW97G8cfQCGAClX9yTZnDjxEaUfHcM5OyPpo5k47jmZqCKsWWvevYGW0RiY06fLiUTCyO4CvaUMiuTOJxIJx+qlW5xHvMDYaJM2l3UEL/p6JEiiYIU3DwNVVVm7bjWSy4ZzmnZZ1EWXjGOal71795h2mtoyGgNz4sRHgKBL2eahIrvzAYHS0uN6SzEk8ZGeNMrMvuFzFnnOfT0SZFEkHE69+vTJ4uTJUspPleGY5UWQtL11umZmIEoi69ev0bTfRGEZjYE5ebIUyZWdkNDmZCFIdiRXFifLTugtxZAEg2czAyQohXwisUnCgD6LS7N+/Rokp4xzSvIizQZDdEjYp3nYt+8DmpoaNe9/tFhGY1AikQhnDL4+E0d05XHmdIVVh/4CBIMBIHZTNxp2Ectohkh5eRknT5bimKn9aCaOa0YmiIIpI9AsozEoDQ11RKMRJKfxyxtIzmyi0QgNDfV6SzEcwWAQSRCQjTiiET82QouLs2bNa7HRzFT9KtyKTgnHVA979rxvulGNZTQGJb7oJzozdVZyaeIaGxrMuVCZTILBIDadnoAvhc0a0QyJkydLY6OZWRkIOpfids3KBElg3brVuuoYLsa8Aizo7u4CQJSNUf73YoiyC4Curi6dlRiPcDiEbMBpMwCbKFjZmy+Bqqq8/sYrsUizqdqvzZyL6JRwTPPy4d49psqBZhmNQenr60MQRBBNkItKtIEgWjnPLkAkEkE2ps8giwIRa//TRTl27DCnK8pxzs7QbW3mXFyzMhBliTfeMM++GmP85SzOQ1EUEMSkJexLJIIgIAiCtfnvAihK1JAlAiBWJsAq8TA4iqKw+vVXkNNsOHSINBsM0S7hmOnl8OEDnD5tjv1rltEYFrPdtAVU1bppnYuiqIasWQexunWW0QzO3r0fUFdbg7M4E8FgwRyuGRlITpnXVr9kigc8y2gMiiCImMpsVAVRNF4+Nv0x8jk01s3TSITDYVa//hJypgP7ROMltBVkEefsDE6VneDIkUN6y7kkltEYGRM8qXwSMzxZaY2hRzRY52wwtm59h472dlxXZBl2+tox1YvssfPqq6sMn0rIMhqDEg6HBipYmgFBlKzEmhdAVRXDXmTW1NmF6evr4831b2ArcGPPN27UpyAKOC/Loqmpkffff09vORfFqNfAmMfn8yFI5ilKJUg2/H6f3jIMRyQSwWDT+wNIAkSjVjaHc9mwYR0Bvx/3FcbfLG0f78aW4+SNNa8aek/UsI2msbGRw4cPJ0OLxSdoa2sFyaW3jKEjuWOaLT5FKBRCo2zyw8YmCYRCVlLNT9LR0c7mLZtwTEpHzjBujsE4giDgujyb3p4etmx5W285gzLkS6ChoYF77rmH22+/nXvvvReAt99+m4cffjhp4sYyjY2NiSnfrBGCPZ2Gxga9ZRiOgN9vyISaAHZJIBAMWus0n2DNmtUoShTXZVl6SxkytlwntnFuSt5aR29vj95yLsiQjebRRx/li1/8IgcPHhyog37jjTeye/fuS352xYoVLFy4kNmzZ3Pq1MfVGBcuXMhtt93GkiVLWLJkCTt37hxoq6ysZOnSpSxatIilS5dSVVU16jaz0NXVSW9vN5LTPP/skiOL3p7ugYwGFjH6+/twGnTHpksWURTF0FMuWlJXV8Ou3e/hmO5Fcptn2hrAfUU2wWCAkpJ1eku5IEM2mmPHjvG9730PUfx4E6HH46G399K7wW+++WZWrVpFUVHReW3PPPMM69atY926ddx0000D7y9fvpxly5axadMmli1bxqOPPjrqNrNQXV0FgGgioxFdMa3V1ZU6KzEW/f19uAw6d+Y6m7fLyugQY82a1xBlCdds4+cXPBfZa8cxycO2be/Q2dmht5zzGPIVkJOTQ3V19afeq6iooLCw8JKfnTdv3pB+L057ezulpaUsXrwYgMWLF1NaWkpHR8eI28xE/GYtOcxjNHGtVVWW0cRRFAWf30+aQY3GbYs9MPb39+msRH9qa2s4dOgAjukeRLs594O55mSiKAobN67XW8p5DDl+9rvf/S7f//73+d73vkckEqGkpITf/va33H///aMS8OCDD6KqKtdeey0/+clP8Hq9NDY2UlBQgCTFTrgkSeTn59PY2IiqqiNqy84eXgRJTo5+6yPt7c1IDo/pos4kRzrt7c3k5RknXYee9PT0oKrqwMjBaMR1SVJ0zJ+ztWt3I0gizhkZeksZMVKaDdvENF00+AoAACAASURBVN7f9R7/6399f2CJwwgMWcnXv/51MjMzeeWVVygsLGTt2rU88MAD3HLLLSPufNWqVRQWFhIKhXjyySf5xS9+wa9+9asRHy+RtLf3oSSgXO5IqKtrABNkbT4PKY26+kZaW62pGIDm5mYAw67ROM8aTUNDGxMmjO1ztueDD5BznaYdzcRxjE+jt6aZPXsOMGfOZZr2LYrCoA/ow7K8W265ZVTGci7x6TS73c6yZcv4wQ9+MPB+c3Mz0WgUSZKIRqO0tLRQWFiIqqojajMTXd3dCFKa3jKGjSA7rVIBn8Dni+0rMqrRuM7q8vn6dVaiLz6fj9aWFtyXJ2/fjKqqKP4IakQhcKYHx1RPUjIOyLlOACorT2tuNBdjyGP6J554goMHD37qvYMHD/Lkk0+OqGOfzzcQSKCqKhs2bKC4uBiIrQcVFxdTUlICQElJCcXFxWRnZ4+4zUxETJYVII4gSkQiVnaAOIGAHwCHQdLLn4vjbJ2cQGBsV9ns6ekGQHQlbzQTrOxF6Y+gBhX6D7cRrEzOCFKwiQiSaLgw5yFfASUlJVxxxRWfeu+KK64YuKlfjCeeeIIFCxbQ1NTEvffeyx133EF7ezvf/OY3ufPOO1m8eDGVlZUsX7584DOPPfYYL774IosWLeLFF1/k5z//+ajbzIJ5tzUIqDpNNxqR+A3cYdTCZwNG49dZib7Ev38yq2eGGvsv+jpRCIKAaJPw+411Tof82HyheiPRaHRIuZIeeeQRHnnkkfPeX7t27aCfmT59Oq+9duHCPiNtMwt2h51AxNhJ8i6EqkRwOBx6yzAM8RuY3aBGIwoCdkkc8yOaWKb05KJG1Yu+TnBviKKxRtFDVjNv3jyefvrpAWNRFIVf//rXzJs3L2nixioulxui5puCUpUwTpeJ0uYkmYGpM4Ou0QA4ZHHMj2hstlh0Z3Jv/tqhRhRk2VgRq0Me0Tz88MP8wz/8A5///OcZP348jY2N5OXl8dxzzyVT35jE6/HQ1N6st4zhEw2R4TXXelgy8fliN3CnQddoIGaC8aCFsUpaWixSSg2ZbxbhXFRFRYkopKcbK33VkI1m3LhxrFmzhiNHjtDU1ERhYSFXXXWV4YZoqYDXmwFKjd4yho8SxOPx6q3CMPh8/UiigEG30QDgFK2os/T0dBAElKD5jSb+HYx2HQ4rtEkURa655ppkabE4S0ZGBkrYj6qqhi26dC6qqqKE/WRkmC99R7Lo7+/DbZMMfQ5dNoE+g0UoaY0kSaSnpxMOmN9o1LPfwWjX4UWN5vbbb2fjxo0AfOELXxj0gnn33XcTLmwsk5mZhapEQImAWbIDKGFUJUJmpnnS5iSbvr6+gb0qRsUti7Rbuc5IT0+nI2R+w1XOTv+Zaurs8ccfH/j53//935MuxiJGZmZsnUOJ+JAkc6TEUCKx9YisLMto4vT19ZLErRkJwWUT6e8a21NnAE6nC7Xf/JuN1UgsWMvhcOqs5NNc1GjiEWXRaJTXX3+dxx9/HLvd+MWAzE58g6ka9oHDHEajhmMLyllZVjBAHF9/n2ETasZxSgLBUGggm8ZYxW6zp8YesLORc0a7Tw/pKpAkiV27dhl6rjmVyM3NA0AJm+dJUwnHMgDn5eXrrMQ4BAJ+w27WjBMPvQ4Gx/ZeGkmSIAV8Jr7V0WhBWkNW8+1vf5tf//rXhMPm299hNjIzs5BtNhQTzRkrwV5sNrvhFiH1JBKJYHCfQTr78BgOR3RWoi9utxvC5ncaNRybOnO7jZUrcchRZy+++CJtbW386U9/Ijs7eyBTgCAIVjBAghFFkcLCIhrau/WWMmSUUDdFheMN9yRlcXEM7oOa4fF4ByK2zIwSiCCKYsw4DcSQjcYKBtCWSRMnUd+41xQhzqqqoga7mTRpjt5SDIUkyURVY5dJjm+Glwy8qVQLxo0rJBqKxG7UTvMltI0T7QmTn19guAe+If9F586dy29+8xveeustWlpayM/P5ytf+cpAan+LxDJp0hR27dqBGgkg2Iyd1kWNBFAiASZNmqK3FEPhdDkJBYxdvTIYjU21OJ3G/h9LNpMnTwUg0hnCXmhOo1FVFaU7zJSrp+ot5TyG/Bd97LHHqKys5OGHH6aoqIj6+nqef/55mpub+eUvf5lMjWOSiRMnAaAEuxANbjRKMBYWGtdsESMtzYO/t0VvGRfFH1Fx2O2GqsaoB1OmTEOSZcItPuyFxpp2GirR3jBRf5hZs4r1lnIeQ/7v2rp1K5s3b8brjaU2mDFjBldffTW33npr0sSNZcaPnwCAEuyB9MQUblOjYZxOJ7feeivvvPMOoQQl7lSCsaCF8eOLEnK8VMHr9VJdr7eKi9MfUvB4xnYZZwCHw8GcOcWUVZWZYrr6QoSbYlsMrrzyap2VnM+QJ/Jyc3PPq3EQDAbJy8tLuCiL2E3KZnegRBKX8FBVwtx6663cf//9fPnLX0ZVEmQ0ER92u8Nw+ZX0Jj3dgy986TIaeuKLKKRb5w2A6+Z9lkhfiEinsdfVBiNU28/UqdPIycnVW8p5DHlEs2TJEu677z6++c1vUlBQQFNTE6tWrWLJkiXs2bNn4PduuOGGpAgdi3g9XrrDidvfIIg23nnnHVRVZfPmzQhiYnYPq5EAXutmdR5paen4w1FDPyEHIipZ6da5A5g373r+58U/Eartw5ZtrJ31lyLSEyLSHeSGO27SW8oFGbLRvPzyywDnlQV4+eWXB9oEQWDr1q0JlDfGSfDNSZBsBHxdrF+/HgDJnagpE+PeSPXEbnegqLHILqOmPAsrxttFrhdudxpXXH4lx8uPo15lrv/pUH1sc/e8edfrrOTCDNlotm3blkwdFhcgGPAjyMZKjnchBFEmMMZ3ll8Is9ynzKJTC665Zh5Hjhwi2htG9prHgCMtfqZMnWbYpLbGCra2GKCnp5u+vl5Eu/GnNUS7h77eHnp6zJPJQAt8vn5kUUA08I3cLkF/v3lSHSWbiRMnA6D0mSsDitIXYdJZ7UbEMhqDUl5eBoDoMn6SStGVA0B5+UmdlRiLtrZWMp0yooGHDJkOibZWE1ZzTRLxhLaK3zwpeVRFJRqMGDqhrWU0BmXXrp2INheSy3gRJOciuXIRZSe7d7+vtxTDoKoqp0+Xk+dKzCUWjCg4nU7uuusunE4nwUhiotny3TJt7e309Jgn3VEyCQbPRpwZuSzquQggiAKhUEhvJYNior/m2KGtrZUjRw4he6cgCMY/RYIgImdM4fDhg7S1teotxxA0NNTT2dnJ9KzEzPMHIuqnQtMDkcQkgIzrO378aEKOZ3Y6OzsAEB3mKZkgCAKiQx7QbkSMfxcbg6xduxoEAVvWTL2lDBlb1iwQBNate11vKYZg9+6diALMynYk5HhOWeCdd97h+eefZ/PmzTgTFMZWmC6T4ZTZvXtnQo5ndk6dik1Zy1mJOW9aIWXZKSs7obeMQdHEaFasWMHChQuZPXs2p06dGni/srKSpUuXsmjRIpYuXUpVVVVS28xATU01u3e/j5w5E9FmnlQYos2NnDmD3bt3Ultbo7ccXQmHw7y/czuzsh14E/Rk7JBFAoEA69evJxAI4EjQ1I4oCHymwEFp6XGamxsTckyzoqoqBw/uQ850mGpEA2DLd9HZ2UF1dZXeUi6IJkZz8803s2rVKoqKPp2iZPny5SxbtoxNmzaxbNkyHn300aS2GR1VVVm16r8RZTuOXOPlK7oUjtzLECQ7q1b9N6pq/toeI+X999+jt6+P6wuNnaMuzmfGuZBFgY0bS/SWoitnzlRQXV2JY7LxtxSci31CGoIssmXLJr2lXBBNjGbevHkUFn46X1d7ezulpaUsXrwYgMWLF1NaWkpHR0dS2szAwYP7KS8vw5Z7JYJkrqE7gCA5sOVewalTJzl4cL/ecnQhEomw4a21TPDamJppjn0YHrvENQVOdu3aQXt7m95ydGPDxvWINgnHZPPlfhPtEvaJ6Xzwwft0dLTrLec8dFujaWxspKCgYKBOuSRJ5Ofn09jYmJQ2o6MoCm+88SqSw4stc5reckaMLXM6ksPLG2+8iqIYO89XMti9eyftHR0smJhmqp3lN05IA0XhrbfW6S1FF2pqqjh0cD+OGV4EM0WcfQLXrAwUReGtt97UW8p5jO3c4BchJ0fb4fOePXtobKzHWfQ5U0SaDYYgiNhyr6CxfjdnzpSOqdx38dFMkcfGzARFm2lFpjM2qtm5812++c1l5Ofn6y1JU/7wx7cQbRLO6cbfID0YUpoN++R0du7czr33fpOsLONkCdDNaAoLC2lubiYajSJJEtFolJaWFgoLC1FVNeFtw6W9vQ9F0W6d4a233ka0uZA9EzTrM1nIngmINhcbNrzNjBlX6C1HM3bt2kFLayvLLs801WgmzucnpnGwOcBLL73KsmXf1luOZjQ3N7F7124cM72IdnMFAZyLa1YmXVW9vPzyar7+9Xs07VsUhUEf0HV7dM7JyaG4uJiSktgCZElJCcXFxWRnZyelzcj4fD6OHTuM5Jls6tFMHEEQkTyTOHr0MH5/4socGBlFUdi44U0K0sw3momT6ZS4Ms/Be+9to7d37KQTWrfudRAFXNMz9JYyaqR0G/YJaWzZuslQm3A1uas98cQTLFiwgKamJu69917uuOMOIFa188UXX2TRokW8+OKL/PznPx/4TDLajEpFxSkURUFOH6e3lIQhpxeiKAoVFeV6S9GEjz46RkNjA5+b4DLlaCbOjRPSCIfDvPfe2EiiW1NTzQcf7sIx3YPoSo2VBHdxFqFQiPXr1+otZQBN/rKPPPIIjzzyyHnvT58+nddee+2Cn0lGm1GpqDgFgmCKdDNDRXLlgiBQXl5myIp/iWbz5o14HBKX55qrjsm55KfJTMu0s23rJm67bXFKl3iORCL8/g+/QbLLuGZl6i0nYUgeO44pHrZu28R1181n1qw5ekuyMgMYgdraGiSHF0FMnYtaEGUkh5e6utTfvNnc3Mjx40e5tsCJbORUzUPks0Vuurq7Uz5Efc2a16irrcF9TY7p12bOJe2KbGS3jd8+vxKfT//s3JbRGICammoEu/nnh89FsGdQU5P6RrNt2xYkQeBak2zQvBQzsuxkuWS2bn1bbylJ4/DhA2zcuB7HFA/28WlJ708NfzopqprkEt+CTcQ9L4+uzg5+//vndN9AbRmNzgQCATo72xEdqWc0oiODjo42gilcFC0QCLBz53aKcx14UuSpWBQE5o1zUl5+ipqaar3lJJyWlmae/91K5EwHaVfnaNKnGlY+lRQ12UYDYMtx4roym8OHD/D22/pmfbCMRmcaGxsATFHgbLjEv1NDQ4POSpLH7t07CQQCzB+fGqOZONcUuLBJIlu2pNaoJhwO85vfPEMoEiZ9fj6CpM0tULCJn0qKKti06dc53Yu9KI3Vr788UONKDyyj0Zn6+loApBQc0cS/U0NDnc5KkoOiKGzZvJHxHhsTPDa95SQUt03kqjwHH3ywK6Uqp65e/TLV1ZW4P5OLlKbdORNsn06KqpXRCIJA2mfykFwyv/nNM/T19WrS77lYRqMzdXW1CKKEYDdfIr9LIdjTEUSJurpavaUkhePHj9LU3MRnx5s7pHkw5o93E4lEeO+9rXpLSQiHDx9k8+aNOKd7cRQlf13GKIg2kbTr8+nu6eJPf3pel/Uay2h0pra2GtGRkRIbNc9FEERER0ZKzvMDvPPOBjwOictMHtI8GPlpMtOzHGzbuolIxDyljS9Ed3cXf/jjc8gZDtxXGHsDdzKQsxy4Ls/i0KEDvPuu9g8OqXd3MxGqqlJdXYWYghFncUR7BjU1VbpHvSSa+vo6SkuPc93ZFPupyg1FLrp7eti7d4/eUkaMqqr8+c9/wOfvJ+26PM3WZYyGc0YGtnwXr7zyIq2tLZr2PTb/4gahvb0Nn68f0Zm6T1iiM5v+/j5Dpi4fDVu3bkIWBealSEjzYEzPtJPntrFl80bTPix8+OEeDh8+gKs4C9lrzvRAiSC+XhNRo/zxj7/V9HxaRqMjVVWVAEiu1DWa+HerrDyjs5LE0d/fx65dO7gq34lbo0VdvRAEgesLnVRVV3H6tPnSCfl8/fzlpT9jy3LinJm6MwdDRXLLuC7PoqzsBHv2vK9Zv6l9lRic06fLEUQJ0ZE66S/ORXRkIggiZ86Y7yY1GLt27SQcDnNdio9m4lxV4MQhi2zbtllvKcPm1Vf/Ql9fL+5rclIyYGMkOKZ6sGU7eenl/9EsotAyGh05daoM0ZmFIKbGRr8LIYgSoiubsjL9YvgTiaqqvLt9MxO8NgrTUyukeTAcUizUef++D0yV1fnIkUPs2LEd54wM5EzzVaxNFoIg4L4mF5+vnz//+XeaTKFZRqMTgUCAqqozSK7ULzAlufKorj5DIGD+DAHl5WU0NTdx7bixMZqJM6/QRSQa5YMPduktZUh0dnZ8HGV2WepOTY8UOcP+iSi0LUnvzzIanaioKENVFSR3nt5Sko7kzj9bMuCU3lJGzc6d72KXRNNnaR4uBWk2ijw2duzYbviggHA4zH+tfOoTUWbWlNmFcM7IwFbgZtVfXkj6tWkZjU6UlZ2IlQZwp05pgMGIlwwoKzuht5RREQwG2b//Qy7PtWMfgzevuflO6uvrqK01dqLUV155kcozp3Ffmzumo8wuhSAIpF+Xh+iS+K+VTyW1UJplNDpRXn4KyZmFIGo4zy/IF3+drG4lG5Izy/QjmsOHDxAMBrkqf2xNm8W5LM+JKAiGnj7bv/9Dtm3bjHNGBo6i1Mu2kWhEu0Ta9Xn09vXw+9//BkVJTrJPy2h0QFGU2EZNjffPyJ7xF32dTERHNlVVlUn7R9aCffs+wOOQmJwxNoIAziXNJjI9086+vbsNOX3W3d3FH//0PHKWc0zu/h8pcqYD95U5HD9+lO3bkxNZaBmNDnR0tBMMBjQPa7ZlzkCwpSNIDhzj5mHLnKFZ36Izk2AwYNqNm4FAgGNHD1OcbUccw2Gyl+U5aO/ooKrKePuiXn75RYLBAOnzchFSOFtDMnBM9WDLd7F69ct0dnYm/PiW0ehAPP2DqHEiTUEQEG0uRIcXe9YMTfcVxL9rW1urZn0mkuPHjxCORCgeY0EA5zIn24EowMGD+/SW8ilOnTrJhx/uxjkrA8ljrcsMF0EQSJubSygS4vXXX0748S2j0YGurtgTgyi7dVaiHfHv2tnZobOSkXHgwD7cNolJY3TaLI7LJjI5w86B/Xv1ljKAqqqsXv0ykkvGNSt1Nz8nGyndhmOal917dlJfn9jSHpbR6IDf74/9II2hJy8pdoMOBPw6Cxk+kUiEY0cPMSvbhjSGp83izMl20NTcRFNTo95SgNhopqLiFM5ZGQiydUsbDa5ZmYiyxFtvrUvoca2zogPhcAggJUsDDIYgxLIfhEIhnZUMn/LyMnx+P7Ozrd3lALNzYn+HQ4f266wkxvbtWxDtEo7JHr2lmB7RIWGfmMa+BGeBGDt3OgMhDqScMV7kTtI4G6UkSdqEVCeSI0cOIosC07P0MxrbOYvb577WkkynxLh0G0eOHNRNQxy/38eBA3uxT0yzRjMJwjHVSzQa5cMPE1cawjozOmC3x6bMVMXcxaSGg6rGvmv8u5uJw4cPMDVD302a546m9B5dzcqyU1Fxir6+Pl11HD16mGg0it3aM5Mw5Aw7stfOgYOJW4czhNEsXLiQ2267jSVLlrBkyRJ27twJQGVlJUuXLmXRokUsXbqUqqqqgc+MtM0IpKfHhvhq1HzTSCMl/l3T0811Q2htbaGlpYUZWfoa5LxCF9lOkTSbwB0zPLrXwZmRbUdRVE6eLNVVx/79e5GcMnKONa2ZSGyFbk6VnUxYdmdDGA3AM888w7p161i3bh033XQTAMuXL2fZsmVs2rSJZcuW8eijjw78/kjbjEBGRqwuhho238L4SIl/V6/XXDVBTpz4CICpmfoajSAIeBwSuW6Z6wrduqe8L0q3YZdETpw4rpsGv98fm9Ycr//fI9WwF6WhqioHDiRmVGMYozmX9vZ2SktLWbx4MQCLFy+mtLSUjo6OEbcZhdzcWCJNJdyvsxLtiH/XvDxzZauurDyN0yaR507dUg4jQRIFijwylWdO66bhyJFDRCIRHBPSdNOQqkgZdmSPnQ8TVMLbMCuzDz74IKqqcu211/KTn/yExsZGCgoKkKTYBS5JEvn5+TQ2NqKq6ojasrONkZbC683AbneghMxT22O0KKEe7HYHHo9XbynDoq62hgK3ZD0xX4CCNJkDDXUoioIoav/Mum/fHiSXDTlnbG+iTQaCIGArclNedpLu7i4yMka3P8kQRrNq1SoKCwsJhUI8+eST/OIXv+A73/mOrppycpK7ljB16hQqao0zyko2SrCLGdOmUlBgrqmz7u5OihyGHfjrSqZDIhz24XIJeL3ahharqsrJslLkAqcpHgLOLVVghtIF9sI0/Ce7aGysYsaMm0Z1LEMYTWFhIRCLSFq2bBk/+MEP+NnPfkZzczPRaBRJkohGo7S0tFBYWIiqqiNqGw7t7X0oSvLCjydNmsap8gpUJYIgGuI0JA1ViaAEOpg8aR6trb16yxkWfr8fe4bxbwp6EI/Cq69vIxjU9m/U1dWJ3+fHnZGjab8jxV6YRrjZ/6nXRkfyxDZZl5WdZs6cuZf8fVEUBn1A1/1Rzefz0dsbu/moqsqGDRsoLi4mJyeH4uJiSkpKACgpKaG4uJjs7OwRtxmJyy+/ElWJEvWZM/fXcIj6WlGVKJdffpXeUoaNzWYjnMQHDjMTjsb+Ljab9oES8bBq0WGOtTPHVA9imozgEEmbm4tjqvE3lwqyiGiTEhLCrvujdHt7Oz/+8Y+JRqMoisL06dNZvnw5AI899hgPPfQQzz77LF6vlxUrVgx8bqRtRmH27GKcThfh7irk9OGNtsxGuLsSp9PF7NnFeksZNjm5eXS1GbvQl150BaPYZBmvV/t1N5crFt6ths1RdkIQBERX7HbrnGaOdUpVVVHC0YG/9WjQ3WgmTpzI2rVrL9g2ffp0XnvttYS2GQWHw8GNN97Etm1bUCLXIMqpuaCpRAJEe+v4wsIvm3Kz5pQp03iv8jTBqIJD0n0CwFBUdYeZNHmKLmskXm8GsiwT7R07e9G0JtobBj6Okh0N1pWjIzffvAhBgFDrUb2lJI1Qy1EEAW655Va9pYyIa6+9noiicqo9qLcUQ9Hmi9DYF2bevPm69G+z2Zg1u5hIc8CQRdhSgXCzD4DLLrti1MeyjEZHxo0r5JZbbiPcdYZICq7VRHythLvP8OUv305BgTmnB2fNmkNBfgHv1fqIWms1A2yr7sNuszF//ud00/DZ+Z8j0hsiVKtvGpxURAlFCZb3MG3aDGtEkwrcddfXyMnNI9iwGyWFMgUoYT/Bht3k5OZx551f1VvOiBFFkaX3fJM2X4Q99T695RiC051BStuC3P6Vu8jMzNJNx+c+dxNTpk7Df7yTqC+sm45UQ1VVfEfbiQYjfOMb30nIMS2j0Rm3280D//i/kQWFQP3OlMh/pkZDBOp3IgsKD/zjg7jd5i7wdvXV1/CZa+axrbqPis6xPYXW4Y+wuqyXcePGcdttd+iqRRRFvnvv97AJMr07mqz1mgSgKir9B1oJ1vSx+I67mTJlWkKOaxmNAZgwYRLf//6PUIPd+GvfRY2a92amRoKx7xDs5vvf/xETJkzUW9KoEQSBv7/vB4wfP4HVJ3to6B2bT8+9oSh/Ke1BtDn4p3/6KQ6H/gEsEyZM4qGfPopTdNC7s4lQszXqHClKMErvB80Ea/q4++6v89Wv/nXCjm0ZjUGYO/dafvSj/wdCPfhrtpsyD5oS7sdfux3CPfz4xz9h7txr9ZaUMFwuFw/80/9LmjeT/z7WxekxNrJp80X4w5EueqMCP/7HB8nPL9Bb0gCTJk3h//vZcnIzc+nd1UTf4TbUiDnCno1CqKGfnq31KK1B/u7vvsNdd30todGE0mOPPfZYwo6WQvj9IbQOZhk3rpAZM2ZyYO/7BDtPIzlzEW2JnXYKd1cCYMtMzJA4TsTXSqD2XexilAf+8UGuvPLqhB7fCLjdbq677gaOHTvC7jOtpNkECtNlzcJ7D5/dWX5NgbYlAs50hVhV2g02Fw/+88NMnz5T0/6HgsfjZcFNXyIUCnJq/0eE632ILgkx3WaYFDXB6tjGdKeBKoFGfRH6D7XiL+2kqHAC//snDzF37mdGdCxBEHC7L7yFwTKaQdDDaCCW3fgzn5nH0cMH6Gn8CCQnojMrYRdLoo1GVVXCXacJNuwhNyeLn/70EaZNm5GQYxsRl8vF/M/eSFV1JbvKamn3R5iWaUfWoOKl1kYTVVXere5nfXkPOXkF/PM/P2LoqVBJkrjiiquZPbuY8hMn6TjZRKQ9iJRhR3TqvmXQUEajhhX8Jzvp39+K0K+wePHd3H//D0cV3HExoxFUKwj9giQ719ml6Ovr47nnfk1p6THkjCk4x81LSE40X/VWANyTbx71sVQlQqBpP5HuKi677Eq+//0fm66w2UhRFIUNG95kzZrXyHJK3D3Tw6SM5G5I/dPRWBLWe69KfjqlDn+EteW91HSHuPHGBXzjG98xxJrMUIlEIuzYsZ031ryKr78f+4Q0XLOzkJN8ji5G944GADIWjNdNgxpWCFT2EKzoIRqI8NnP3sjXv34P2dmjzxl3sVxnltEMgt5GA7Gb2ZtvvsGbb65BcmbgLLoR0T66p6FEGY0S6iVQv4tooJu77voqd931NV1SxevNqVMn+d3vVtLR3s71493cPCU9aSWftTAaRVXZ2+Bna3U/ks3O3/3dd7jxxgVJ6y/Z+Hz9bNiwni1bNxEKBrGPd8cMJ0v7ipx6Go0SihI4EzMYJRTlssuv5Gtf/euEzj5YRjMCjGA0cY4ePcxvn19JMBjCPu56bN6RT18kwmjCPbWEmvbidNj5h3/4KTU6LwAAFAFJREFUUUquxwyHQCDA6tUvsW3bZrJcMounpzM9CTeyZBtNS3+E9RW91PaEuPLKq/n2t+9LyJOuEejr62Xz5rfZvGUjAX8AW74L58wMbPkuzdZw9DCaqC9C4HQ3oao+lHCUq66ay513fo3p0xM/vW0ZzQgwktEAtLe38eyz/5fKytPYsufgyL8KQRj+CGI0RqOqCsGWo4Q7TjJ16nR++MMHyMnJHfZxUpWyshP86Y+/paW1havynSya6iHNnrhRXrKMJqyo7KzpZ1edD6fLxT1/+y0+97mbDLOInkh8Ph/bt2/mnc0b6e3pQc5w4JjuxTExPek1YrQ0mkhnEH95F6F6H4IgcN28+dx++51MnjwlaX1aRjMCjGY0EJt3fumlF9i+fQty2jicRTcgSMN7ch6p0ajRIIH6PUT6m/jSl27hb//2W8iy/gusRiMcDrF+/Vo2blyPXYRbp6YxNz8xxbmSYTSVXSFKTvfS7otwww2fZ+nSb+iSjVlrwuEwe/fuYePbJTTU1yE55ZjhTPUg2pNTeiDZRqOqKuFmP4HybsKtfhwOB1/4ws3ccsuihKSRuRSW0YwAIxpNnB07tvPCC39EsLlxTvgCon3oC/AjMRol1Eeg7j2I+PjmN7/LggVfGrbmsUZ9fR0v/Pn3lFecYkqGnTtneshxjc6YE2k0vrDCO5W9HG4OkJeXx7e+dR+XX37lqI9rNlRVpbT0OBvfLqH0o2OIsoh9igfnjAwkd2IfpJJlNKqiEqrtI1DRQ6Q7SGZmFrfe+hUWLPiSplk5LKMZAUY2GoDy8jKe/r+/IhhWcE5YgOQcWljicI0m6u8gULcDh13inx54kJkzZ49Y81hDURR27NjOa6+uIhwK8sVJadwwwY00wtFNIoxGVVU+aguy8Uwf/ojK7bcv5s47v2bKEg6JpqamirfffosP9+4BVOyTPbjmZCKN8gEhTqKNRlVUgjW9BMq6ifaHGT++iK985S6uv/4GXWYbLKMZAUY3GoCGhnr+4z/+le6eHpwTv4jkuvTC7XCMJupvJ1D7LhleLw8++BCFhUWj1jwW6erq5MUX/5uDB/dR5LGxZKaX/LTh3whGazR9oShvVfRyoj3IlMlTuPe732fixEkjOlYq09bWyoYNb7Jj57uoKDimeHDNzhz1XpxEGY2qnh3BnOwm0hdi8uSpfPWrX+fKK+fquq5mGc0IMIPRAHR0tPOv//o4HZ1dZ83m4jehoRpN1N9BoPZdsrMyeeih/5My0Ud6oaoq+/Z9yIv/8wf8fh8LJ6dxQ5EbcRg3htEYTWlbgJKKPkIK3P3Vv2bRojuQJHOUQdaLtrZW1q9fw/u73kMQBZxzMnFOzxhx0EAijCbcHsB3pJ1IV5AJEyby1a/+DXPnfsYQgRuW0YwAsxgNxCLS/uWXP6e7pw/XpJsRHYMv5g7FaJRgD/6arWR6PfzsZ49akWUJpKenhxde+AMHD+5jaqadu2d5yRhi3fuRGE0wqvD26V4ONQeYMnkKf3/fDykqmjAi7WOV5uZGXn75RY4cOYScbsd1ZTb2wuGvfYzGaKL+CL7jHYRq+8jMzOJv/ubvuP76zxpq75plNCPATEYD0NzcxBNPLicQUnFOvmXQ0tCXMholEiBQvQWnXeD/PPILQyVPTBVUVeX999/jL6v+G1GNsmRmOnNyLr3rfrhG09QX5rWyXjp8Yb5yx10sWfJ1K1JwFBw7doRVf/kzLc1N2IvSSLs6Z1jTaSMxGlVVCVb24v+oE0EVuP22xdxxx12GzNJwMaOxcp0Ngl65zkZKeno6c2YXs+v9bUT6mpG9ky+4z+Ziuc5UJUKg9j0Excc/P/gzJkyw5u+TgSAITJ48heuum0/pyRPsqmgmrKhMybRfdCptOLnODjX5eeVENzZXOv/4wD+zYMGXDPX0a0YKCsbxxS/ejM1m48TB4wQqexDsIlKGfUhTV8PNdRbtDdH3QQuByh5mzy7mf//kIebNm2/YhwUrqeYIMJvRAGRlZVNUNIEPd29HCfcheyacdwEMZjSqqhJo+IBofzM//OE/ctllYy/UVWvS0z3ceOMCent72HnsFDXdYWZmOwZNYTMUo4koKiUVvbxb08/sOZfx4IMPU1Rk3ESYZkMURWbNmsN18+ZTU11F0/FaIh1B5BznJfffDNVoVEUlcKqbvn0t2FU73/7W33PP0m8YPo+gZTQjwIxGA1BYWITdbuf4oV0AyGmfnvoazGhCbccJd1Xw13/9t9Y+GQ2RJIm5cz9DXl4+O/Yd4KPWANMy7BfMKHApo+kPK7xU2s3J9iB33HEX3/3u93E6tS0pMFbweDzc+LkFZPz/7d15UFRnusfxLw00CNeAEmVxiYiGkhIFEekGzBTxGhYpwGWUSSJaWmVS1wyazFQC5CbiEhMzppzcWNaUxJmMeicmllFvtTEhXkMspYmJcaHExCgmKossyr70On8QezSJDiYeDnQ/n7/a7j7Uc+rY/Tvv0+e8r58fZ786Q+fFJtw83HAf4nXH0U1vgsbSbKLth8XHYqbE8uyzeYwfH94vfuz/d+4WNP1zDCZ+lZSUdKqrqzh27AgaLz88H7h7C8zc/D2mhrMkJPyGlJT0PqpS3Co+fjqBgcG89T9/YtuZG2RP8CPUv/f3tlzvtLDzbDMtZli2bDk6XYKC1QroGd0kJc0kMjKKd/7+NhWnyzFVd+AbM+yeb/a023tGMZ3nbuDj48uy/3qaqVPjFKq870nT1gm5ubmRk7OUceMeprvmc6xdN+74XmvXDbprjzNufDg5OUsGxJmTswoLG8dLL79CwLAg/vdsE+ev924Vz7p2C38rb6LbTcvzz/+3hEwfe/DBYfzhuTxycpbi1myl5f+r6Pph9NIb1jYzrZ/V0HH2OlOiY1n/ykanChlw4qvOLl26RF5eHk1NTfj7+7NhwwbGjBnT6+0H2lVnP6elpZlVqwpo6zQzaMxjuLlrMTfdbJ2FYrd20/ndJwz28aSwcD0PPOCncsUCoLW1hTfeeJWrVy6zYIIf4QE989ndbJ1F3dI6q+/oCRkPb1/++McX+/XCZK6gru4a2/76F749/w1eYwbjOzkAN/ee8/mbrTOvW1pnppp22r9sQOuhJWfhUuLi9AP2ZM8lL2/Oyclh7ty5ZGZmsn//fvbs2cP27dt7vb0zBA3AxYvf8uqra9D4hjBo5O1nup1Xj2FrryY/f5Ui04aLX66jo4ONG1+h6sr3LI70Z8Rgz5+8p9VkZdvpJmxaH/LzCwkMDFKhUvFjNpuNvXvf58CB/8NjiDeDdcPR/GgaG7vdTue5G3R+3cSoUaP5/e//0CcTXyrpbkHjlK2zxsZGKioqSE/v+b0hPT2diooKrl+/rnJlfS8sbDyZmXOxtF7B3HLV8by55QqW1itkZc2VkOmHfHx8WLHiefz8h/KPimZaTdbbXrfa7OyqaKHD6sbKlc9LyPQjGo2GuXOzeeaZZ9F02Gk9dg3bj47fzZCJj5/Oiy+uGfAh8+845cUANTU1BAYGOqbYcHd3Z/jw4dTU1DB0aO9udrtTMg9EOTm/4+TJL7hSfRKPwSGAHXP9KUJDQ1m48Hf99rp8Vzds2GBWr1nNypUrMVxoJXuCn6OtcvRqO1WtJvLy8oiNde2F5/qr5ORHCQoKYFXhKtpKrzF4ehBu7hq6Klvo/LqJGTNmsGLFigHbKrsX8g1zB87SOrspK2sef/7zn7A0fw/YsZraycz8LTdudKpdmriLQYOGMHv2b3n//X9wrrGbiAe9aeiwcORyB3Fxeh5+eBL19b3/4Vn0rZCQsTy17Bm2bHmTrosteI36DzrKrzMxcjLZ2YtpaGhTu8T7xuVaZ8HBwVy7dg2rtWe4arVaqaurIzg4WOXK1BMZGUVIyEjMTRcwN10kZMRIl1+CeaB47LE0ggKDOHq1A7vdjrGqA427O9nZOWqXJnph6tQ4Jk6cRNf5ZtrLG3HDjSefWOxSk5o6ZdAEBAQwYcIEDAYDAAaDgQkTJvS6beaM3NzciI2Nw9rZiLWzkWmxOpcYsjsDjUbDzMfSqG41c/66idN1Xejjp+PnJ1cJDhQZGXOwmayYrraj1yW43ByCThk0AIWFhezcuZPk5GR27tzJ6tWr1S5JdbeuoBgRMVHFSsS90usT0Wg0fFTZisVmJzHxN2qXJO5BaGiY47ErrmTqtL/RhIWFsXv3brXL6FdCQv41PbxMFT+weHt7EzZ2HN9eOI+3t/dtX1yi/3N3dycjYw5ff13BxImu17J22qARP+Xj44Of/xDcgEGD+m4tcXF/hI4N49sL5xk9+iGX6u87i6yseWqXoBoJGhfz2qtvqF2C+IWGD++5V2bwYPltRgwsEjQupj8umCR6JypqCpWVF0hK+k+1SxHinjjtFDS/lrPdRyOEEEpyuftohBBC9B8SNEIIIRQlQSOEEEJREjRCCCEUJUEjhBBCURI0QgghFCX30dyBRiMTTgohRG/d7TtT7qMRQgihKGmdCSGEUJQEjRBCCEVJ0AghhFCUBI0QQghFSdAIIYRQlASNEEIIRUnQCCGEUJQEjRBCCEVJ0AghhFCUBI0T2rx5M+Hh4Zw/f/4X/43w8HDa29vvY1WiL3zwwQfk5uaqXYZLOnToEKmpqWRlZVFZWXlP237++efMmTNHocrUJ3OdOZmzZ89y6tQpQkJC1C5F/AoWiwUPD/l4DiS7du0iNzeX1NRUtUvpd2RE40RMJhNr1qxh1apVuLn1THC3a9cuVq9eDcCZM2cIDw/nzJkzABQWFvLee+8BUFxcTEpKCtnZ2WzZskWdHXBx4eHhvP322yxcuJDNmzezYMGC247VrFmzgJ4QiouLo6OjA5PJxMsvv0xycjI5OTmO94u+tX79ek6cOMHGjRtZuHAhBw8eBKCoqIiYmBisVisAaWlpXLp0CYBNmzYxc+ZMnnzySUpKStQqvU/IKZMTefPNN8nIyGDUqFGO5/R6Pe+88w4ARqOR6OhoysrKmDRpEkajkSVLltDY2MhLL73Eu+++y9ixYykqKlJpD4TNZmPHjh0A2O12x7E6ceIEXl5e1NXVUVVVRVhYGD4+PuzYsYOrV69iMBiwWCw88cQTjBw5UuW9cD0FBQWcO3eOJUuW0NDQgNFoJDU1lbKyMsaPH095eTkhISG0t7cTGhrK4cOHOXz4MPv27cPb25vly5ervQuKkhGNkzh58iTl5eU8/vjjtz3/0EMP0d3dTW1tLUajkeeeew6j0UhNTQ1ms5nRo0dz6tQpIiIiGDt2LAALFixQYxcEMHv2bMdjnU5HaWkpNTU1+Pv7k5SUhNFopLS0FL1eD/T09rOysvD09GTQoEFkZGSoVbr4gU6nw2g0YjKZqK2tZf78+ZSWlv7kuKWlpeHr64u7uzvz5s1TuWplSdA4iS+++ILKykpmzJjBo48+Sm1tLUuXLuXo0aPodDpKSkpobGxk2rRp1NfXU1JSQlxcHNBz5iz6Bx8fH8fjmJgYKioqKCkpQa/Xo9frKSsro6ysDJ1OB8ix649GjRqFzWbDYDAQFRWFXq/HaDS69HGToHESy5Yt4+jRo44heVBQENu2bSMxMRGdTsfWrVuJjo4GYMqUKRQVFTnOrqKjo6moqOC7774DYPfu3WrthriFVqslIiKCoqIi4uPjmTx5Ml999RXffPMNkydPBnpao/v378disdDV1YXBYFC5agE9o5rNmzcTHx9PcHAwTU1NjpM+6DluBw8epKOjA6vVyp49e1SuWFkSNC5Ap9NRVVXlCJab/775nz4gIIC1a9fy9NNPk52djbu7u5rlilvo9Xqam5uZOHEinp6ejB49msjISLRaLQDz588nJCSEWbNm8dRTTxEbG6tyxQJ6jlt1dbXjMxYTE4Ovry9BQUEAJCUlkZSURFZWFosWLSIiIkLNchUnK2wKIYRQlIxohBBCKEqCRgghhKIkaIQQQihKgkYIIYSiJGiEEEIoSoJGiH4gLy+PTZs2/exrX375JcnJyX1ckRD3jwSNEP3c1KlT+fjjj9UuQ4hfTIJGiH7MYrGoXYIQv5oEjRAqqKioYPbs2URHR7Ny5Uq6u7uBnskWH3nkEbZu3UpCQgL5+fmO5wC2bt36k4XN1q1bx7p16wBobW2loKCAxMREpk+fzqZNmxxT1AuhFgkaIfqYyWRi+fLlZGZmcvz4cVJSUiguLna83tDQQHNzM59++ilr1669bdtZs2bx2Wef0dbWBoDVauWjjz4iPT0dgBdeeAEPDw+Ki4vZt28fx44dk7nrhOokaIToY6dPn8ZsNrNo0SI8PT1JSUkhMjLS8bpGoyE3NxetVou3t/dt244YMYKIiAgOHToEQFlZGd7e3kRFRdHQ0MCRI0coKCjAx8eHgIAAFi9ezIEDB/p0/4T4MVn4TIg+VldXR2BgoGMVVOC2pbeHDBmCl5fXHbdPT0/HYDCQlZWFwWBwjGaqq6uxWCwkJiY63muz2QgODlZgL4ToPQkaIfrYsGHDuHbtGna73RE21dXVjpVRbw2gn5OamsqGDRuora3lk08+cSzHHRQUhFarpaysDA8P+WiL/kNaZ0L0saioKDw8PNi+fTsWi4Xi4mLKy8t7vf3QoUOZNm0a+fn5jBw5krCwMACGDx9OQkICr732Gm1tbdhsNi5fvszx48eV2hUhekWCRog+ptVqeeutt9i7dy+xsbF8+OGHzJw5857+Rnp6OqWlpY622U2vv/46ZrOZtLQ0YmNjyc3Npb6+/n6WL8Q9k/VohBBCKEpGNEIIIRQlQSOEEEJREjRCCCEUJUEjhBBCURI0QgghFCVBI4QQQlESNEIIIRQlQSOEEEJREjRCCCEU9U96V6YmJ4jihQAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sns.violinplot(x=df.drive, y=df.price);"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "There doesnt seem too be much difference between the first 2 types of drives .\n",
    "\n",
    "The third one is a bit different."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 215,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 360x360 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sns.catplot(y=\"type\", x=\"price\",kind=\"boxen\", data=df);"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Important observation can be obtained from the above figure regarding the price bracket for each type of vehicle."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 216,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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UbiFEINop0ukMiYSfmtG3ngVSer41btuYZh3LMrFME9OyfGvdOXNJ8QtBCEFiRvYzPciIlkA3/Mxo4Y0kTMmYzWbJZvPkcjlyuVxUNjyRSMTivURpOsENK++erpru2fZd7LkvB0zTpKdnP/v372XP7l3s27cb0/LLmXRkVK4vCdatTbCmqLIiq6Crc/9HrQhfrFP6xZ3b9WQkwFXbF++qDRVbUrH8bRXbpuZY1KwJrJrEciHUaSFAE2AokFUFugaJhEBXwFAVdNVAV0AVAlXxb0DhIoL3IUQwCNJozUvwgv45Htge2K7E8sByPSzXxPHq2C7YNtimxHZhwoOjrqAe3Ijq9pkTjuuaFlVGCJ8AQhEPc+uqqp8S0jAMEokk7e0lQCebzQUC7gv5xT4JxJwfTSe4MXNDrVbj8OF+Dh/up6+vj96efQwMHI4qB6zMq9yxXOGqliRXtagUkkvrj05VBGkF0rqgJbXYvZl7XM+/aZRtSdnylynLv5mUbUnNrlF1qphlSf0EVCU4nsDxArGX4LihyJ/5aUAIQSqZJJlMkkgkopy9InCNKEJBKNM5fsF3m4RVU4QIXShBe0UNBF9DVZVoHbpawvbZbJJ63Wlwv2hB3mDf8g99/ZlMhmzWr1Kh6+efIrPZaErBfeaZZ/jZz37G+Pg4n/nMZ04pgw7w1a9+lddeew3btimVSnz5y19m5cqVAPz4xz/mL//yL3Ec/xf66KOPzqjQ63kejz76KMeOHePRRx+96CTVi4XnuYyNjTE8PMTISFhM8ggDh/sZGx+P2qV1hSsKgv97rcbbSirrSipZY+EeSaWU/KTfZvuog9UktSNrgVWc0sRFW9vzgaHCDZ0a712tI7IX1z9PSuqOb/03infZ8l06fiHIKWx3CtsG15R4gCcB6a89wAl0O9iMJ0OLXvhtpP8E4XngSt/Cd6Vf7cMvLul/Fzxm5qifLblshrb2Tjo7l7Fs2QqWL/eXZcuWk04vjafWphRcIQTf+ta36O3t5aMf/Sg333wzra2tM9p84hOf4Pd///cB+M53vsPXvvY1nnjiCQ4ePMgf/uEf8txzz7FmzRq/ZIo1XQXUNE0eeughVq5cyeOPP96UvrC+vl5eeulFPM895Yup6wrHjh5nbOwYx8fGaKyQJPD/UA0VWlMi8LGCroDrQc+4S8/4wiveibrHaLW5Kjklk0m6u7vZtGkT9an6YnfntOw46vJPvRbFJnn6UE7+U4l+PtvvVpy0biQsvRQscnrtRYvEleB44NhVRg73MtDfy8kel1w2S1t7By0trYElPn09IWDZshX8yq/cu+jC3JSC++EPfxiAdevWcc0117B161buueeeGW3++Z//mb/7u7+jWq3iNAxw/Nu//Rt33nkna9asAcAIBiRCPv7xj/OBD3yA3/7t357/N3KBfP3rf0NPz/5ZtRVAWoesIUhrAl0NtzYPtbkdf5oTuru72bjRL0X/wgsvLHJvzkzNgeJid2Le8P3gYvrH07Y5Gb+KsW+xSwljdclUucxUuczBg71nvFpnZyfvfe89Z9y/EDSl4DYipTzFCj1y5Ahf+cpX+O53v0tXVxebN2/ms5/9bNT+bNx22238y7/8Cx/96EdJp9Pz1u+L4bOffYhdu3YA/t1eCLBth2q1gueZHDkywvj4cY4dHeXo0VEqlkXF9u0EXRV0ZgQrsoKVOYWuvEpXXllUK+kn/RbP7Th3WNlCsmnTphnrZuVXrzK464ql4fKSgTXqer5rwZUycC80WqxhMVH/uz3d3ndBOB5Yri+oZhDFUrElE3XJuCk5VoMTtZnmbUupROeyFbS1tdPS0hqVVldVNfr7SafTXHvtdYv0yUzTlIL7/PPP88lPfpK+vj52797NDTfcMGN/uVxG13Xa29vxPI9vfetb0b53v/vdPPXUU/T19c1wKWSzWQA+9alP8dxzz/Hxj3+cp59+OtreTORyeW677V2n3XdynSwpJRMTJxgenvbhHjkyQM9AP68NjkXtiimVNXnB+pLC+pLKmoI6L1EIp+O9q/3Bjm0jzeTDtfjXH75Iuy5IpZtvokWjD3e2SCkjP6ovXn5khulKavbZfLiSugu2J7C9aX+rJ2c+6nuBPxaI/LGhL7dx31yTTCQoFooUO1q5rr2Tjo6OyH/b2bmcZDI5PxeeB5pScA3D4Nd//dcZHx/nS1/60in+2w0bNtDd3c0HPvABVqxYwS233MIbb7wBwJo1a/jjP/5jPv3pT+O6Lqqq8uijj7Jhw4bo+AceeIBkMsm///f/nv/6X/8rxeLSfWgTQlAsligWS1x99TUz9lWrFQ4d6qev7yAHD/bQc2AvW/eMAP4khXVFhStbVK5q8QfSEvMkwEII7rpi6Vhqi0U4uFVzJLXAsts87EQiGUYsVCxJ1YGqIzBdielIbNdfZqt5mqqSy2bJZHOk8xnyqVQUpaCqahRVoMyIUBBRdIK/nRmRB40RB360goqiqKecT1EUCoU0lYo1o4KzpmlReFsikYyiFC6kgGezIuS5nsFjIo4fL+N5i/txXWwl2ImJCfbt28PevbvZs3sH/Yf6kVKiCugqqKwvKqwuqKzOK3Rm5icW90KQwSNn3fVFyXRkELM6HYvrx94SrH1hqrmCmuM/ptqujOJwFeHH2GoqGKo/ecNQJYYCugqG4sffakEsbhSDG8bj4r8WQuAXgA/6ycyBHtsFO7A0LVf6cbnetDVpB7Pv7FnMwksmEmSzWXK5POlgKnQ4884wjGj6dCheYWn5VCpFZ2cLrquSyfjHp1KpRR0wbqaKxnPdl/b23Bn3xYJ7HlwKgnsy1WqFvXv3sG/fHvbt3c3Bvh4sywZ8QWlLq7QmoSUlyCeU6ZlmGiQ0QVL1rWVDAU0VqMIXKSUQqUiAAqGx3FOtuGrDbLNwBlrdgborgtcS0/aYxaxgNFUNYjezZDI50hk/P0MikYysNyFEMHXXwbYdbNvENP3FMk1s28KyTBzHwbZtpOfhnDS1139895De9LReSTghQqCqajQRwbfaDBLJJIaRiKw4XyT1aGA3tOoa80uEM8xyufxFxaE2k8BBc/VnIQW3KV0KMQtHOp3hxhtv4sYbbwL82N7BwUEOHfJzKQwPD3Ls6FF2Hz/K5NAUrjs/TtjG2VOpXIZUKk1LOh1YcGH+hGSQU2F6Wzqdjqbvrl7dyeSk1TShfs0kKjHNQSy4MTNQFJVVq7pYtarrlH1h1rBqtUK1WsU06ySTCkePnsC2bSzLxnXtKFuY53mBf0+gqv6U02nhTDdYchkMI3HRfU8mk0xN2Rd9npiY+SIW3JhZI4SIBDIktuJiYmZPc0xhiYmJibkMiAU3JiYmZoGIBTcmJiZmgYgFNyYmJmaBiAU3JiYmZoGIBTcmJiZmgYgFNyYmJmaBiONwY86J49icOHGCqakpqtUKVlBoEST5fIpy2UJV1WB6aiKa1JDNZi+JsigxMXNFLLgxMxgfH2fPnp0cPNhDf38fg4OHOXHixAWn3kulkuTzeUqlNlpaWmhpaaWlpY3W1jba2tpoaWkjm802zXTcmJj5JBbcyxzHcdizZxdbt77J1i1vMDzip29UVUFbAZblYcNyQS4NqYQgoYOugar4yW1kmEja84sW2g5YjsS0oGZBzTSp1I8ydWyU4QGFqarEPSkBkGHotJRaaGltp6WlhVKplVKpJVhKlEqtFAoFNC3+usYsbeJv8GWI4zjs3PkWr732c9544xUqlSqqKljVDnfeIFjVLmgv+pVxL4wzHyclVOuCqRpMVqFclUxVHaZqo4yPjDLQLyjXPLyTalYJAdlMlmKpRLHYQqFQpFAoks/ng3WB1auX4bo6+fzFZdaKiZkvYsG9TLBtm1273uK1116JRNbQBeuWw5U3KKxZBro2/4/1QggyKcikYFkLnL5mlUK1DuU6lGtQqUl/Xa9QqZc5emSA/l5BpS5xz5CzMWEYZLJZMpkM6XSWZDJFImFEJbxDF4afptHFcRwcxw6S8FjYtolt2diOFexz8FwvSsnoBT6WMCeuGiTa1g0dQ0+QTKXI5bJomkE6nZmRqCed9rOhpVIpUqk0iUSCRCJJImFEOWzDkuQxlxZNL7hvvfUWzz77LI8//jgDAwPcf//9vPrqq4vdrSXB8ePH2bFjG1u3bmb79i2YpklCF6xdDhveoXDFMj+HbbPRKMqdJTiTxSwlWI6gWoeqCdU61ExJzYSaZVM3xzHtMSpjcMJVcFzf9XGy9awqoATJxhVFoqkSVYGkChlDoCb9/UrgRhH468Z+eGFtLhccV2JXYPSEwHIEpg2mLbHs2TvC/Ty6Ogkj4Q9EptOkUtOCHebL9VNaZoI0lekop64v4gkMIxG7YpqIpv9NXHfddTz++OPzcm7HcS6ZL6OUkuHhIXp69vvVHPbsZGhoCIBsSuGqlZL1KxRWdzanyF4IQvg+5YQOpSjn88W+t/n6bASuJ7FsfAG2wHTAssF2JLbj+8CnFxfHdbHduu8Xr0lOTAlGbUHdhropcWaTkR2/DE4iSnLuW9NGIhkIcmhVa6iqnzB9ujSOEqXVDKtIqKoalcTxS+ecXI6HhgFQfx2W5QlL86iqSmtrjkrFjipT+EnYEyQSxiV9k2iqd1Wr1fj93/99Dhw4gKZprF27lt/4jd/gq1/9Kt/73vdmtP3rv/5rJiYmePjhhwF/dL27u5sf//jHaJrGE088weuvv45t21x11VU88sgjZDIZ/uAP/oBMJkNfXx/j4+OnnLfZ8TyP8fFxjh4dYXDwCAMDh+nvP0h//0Gq1SoACUOwolVy5/WCK5b5g19CzN8jqpSSbT2S3kGJs8BFIs1AwELhXQpoKqxfIbh+vQjE6UJEXuC4MhJvy/E/B9uZKeD+WmI7JrZrYjtTfv2zMtQmwHUFjiciyz9cexI8zx/gPPmJYCFQFIVkwnfNpFMpMtk8+XyefL4Q1PAr0tISDq62LplIl6YS3H/9139lcnKSH/zgB4Bff2vPnj2nbXvffffxkY98hAcffBBN03jppZe4++67SafTPPnkk+RyOb773e8C8Nhjj/H000/z6U9/GoAtW7bw3//7f2/KMume5/Lf/tsz/OhHP5z1MboGhgalLBg6aKr/B9c7JOkdmv+SQOUanCjP+2VOSzKZpLu7m02bNnH0RH1xOnEB9A1L3twnyaYWrw+KAEWT6LMoPRmGBYYVfBu3nfz6tMdH/02/bqwIHEa7TC8enqxRr9SolmF09Ih/IwhuBudLMpnkd3/3s1x//TvO/+A5pKkE9+qrr6a3t5c/+qM/4tZbb+Wuu+46Y9sVK1awfv16fvrTn3LPPffwD//wD5G1+/LLL1Mul/nhD33RsiyLq6++Ojq2u7u7KcUWoFKpzlpsM0nflxgKrqbO9C0uFNYiFlno7u5m48aNALzwwguL15ELwLKBRRTc8yH8Xs339+tkAfYt7Ya1FxTntP0CnbOlXq/zxhuvxoLbSFdXFz/4wQ945ZVX+Od//meeeOIJ/vAP//CM7e+77z5eeOEFurq6mJqa4uabbwb8R9wvfvGL3HHHHac9rlnFFiCXy/GNb/x9NGpumia1Wo1Kpczk5CSOU6Wvb4DR0REGBw8zNDREueYAYOiCjhKsbIWV7YIVrf62+WbbAY8fbV6c4pqbNm2asV5K3HGt4Ia3zZ+rx/Nk5BO2naCCsMO0u8H197tBm5nuhJnrU10OcrqNxLdYG8QypNGy9aRoEFKBEwwyuh44Qan32bgvspkMna2lhrjtForFEvl8gXw+H0SBpEgkkui6HkV9NIPLoakEd3h4mEKhwPve9z5+4Rd+gfe85z1MTEycsf373/9+Hn30UZ555hnuu+++aPvdd9/Ns88+y4033kgymaRcLjMyMsL69esX4m1cNIqiRJVc0+kMpdL0vpNL2riuy9DQIH19vfT0HODAgT28vrePV3d7KIpgeatk7TJYt0LQmmdevnTXr/fP2bMoPtw6L//TC+SS0HbmYqlNRaMPtxEp5UkDZ9MCaTVMKDFtqFu+77Zug2lJLMePiJhuf+aQudngh7r5A1yKqqCpDQNnmoqm6ijBwJmqKAihoAZhHOF3rHEdDpgJoaCqCul0EtclEEQj+r6Hix9pkYxC53EorU8AACAASURBVDKZLNlsbsnHWDeV4O7duzeKSPA8jwceeICOjo4ztk+lUtxzzz1873vf40c/+lG0/YEHHuCv/uqv+NCHPhT9sj/1qU8tGcE9H1R1uujju9/9XgDq9Rr79+9l58632L59K//6Vj//+pakmFV420qPK1cJlrXMnfgKIbjhbYIb3jYnp7sopPT91zUL6ub0oFo4kBRaaKEUKcIP91LDRQ3KvYevlen9iuK3jx6vmbboQmtwplDK6Prh4FYokLv6YVuPL4wXIpCqqpJOp/zQsEyGtky2oZpxIhjxT0SRCa2tBWybIN43ES1+hIIfpRDGKKuqgqKoc/2rmcHlWgtPSHmhs+QvP44fL+NdiMd+DrmQL+rY2HG2bHmTN998jR07tuN5HvmMwlWr5JyL73wgpaRuQaUeLtKPvQ0XU1IzBVVLUD3LZIjFRFEU0qkU6XSaTDYXJPhJR+XeE4nkKVaeYfjCmUz6CYGSyVQUd5tIJM7rd9ZsAtdM/ZnrvrS3n/lRKxbc82CpCm4jlUqZN998nVde+Td27NiG53nk0grrlkvWrhB0tS/MjLMQ1/NnkZWrMFWTlKt+1EO4VExBuXZ6EdU0LQoVKhRKdHS0YhhpcrkcuVyebDZLJpMNxCqJYSSCeNNwppmcMdPMtv2ZZo5jRxnRwllmful3F9d18Twv8FPK6AkqjE/VdT16JF6+vJVaTZLJ+BMSFvOm1kwCB83Vn4UU3KZyKcTMP5lMljvv/EXuvPMXqVTKbN78Bq+//go7dmxjW4+NokBnSbC8FTqK0JoX5DOQNM7PCpZSYjnh7K9QQCVTVfylBlM1Qbl66ihJwjD8pDUdbawphYMixSD+0l8KhQKpVHpGn5rpjxiarz8xi08suJcxmUyW97znLt7znruwLIs9e3axe/dO9uzeyVsHe7Fth9DbqWuCVMKfXOBPfZWRL9MfrRY4rj9oYzpgWqcmoAHQdY2WllbalnXwthY/RWNra1uQttEPZE+n003t4oiJuVBiwY0BwDAMrr/+HVGcouu6DA8PMTQ0yLFjoxw/fpxyeYpKpRwleAHQNAXPC+f+B/P+U6koAbkfqlMI0iy2kM3mYjGNuWyJBTfmtKiqysqVq1i5ctVZ28WPzTExsyfOARcTExOzQMSCGxMTE7NAxIIbExMTs0DEghsTExOzQMSCGxMTE7NAxIIbExMTs0DEYWEx58RxHI4eHWV4eJCxseOcOHGCSqWMaZpomqBetxECVFX363AFdbWSyVQQk5uOCilOT7dNxfG4MZcdseDGnMKxY0fZs2cXe/fuobd3PwMDh3HdmXkXDUOgagI1SColg2xZrguOLc+Zc0JVVbLZDLl8gUK+SKFQIB+sC4USpVI4lbdlyZRPiYk5F7HgxmBZFrt27WDbts1s27aZ0dFRAHRDUGyRrN8AuSJkc5DOQCLpV7flLKVZPBccJ8jMb4Nt+YtlgWWCZbqY9Uksc5KhkcP0H1Ko1ySOc+o5dV2jWCzR2to+Yxpwa2sbra2ttLS0kc1m5+vjiYmZM2LBvUyZmpqMUja+9dZWLMtG0wStHZLrb4a2TigU5QWXVFFUMFQwErM9wk+84NhQr0O9FixVqFUdarWjHBs7yuEBhWrVQ56Up0HXNVpbWykU/GQ3hUKRfD5PNpsjm81GaRCnKwCoM6oAnFxZ1l9UNE1tqFirxZZ2zEURC+5lgpSSQ4f62b59C5s3v86BA/uRUpLOKKxc47F8FbR3yshFsFhoOmR135o+Pb7Y1utQq0Kt4q+rVYd6dYRj4yMcGVIwaxLbnvtUmmF58DBht6bp6IaOoSeiEuR+pYIkpVIB0KLct+l0mlQqHVUxSKVSka9b1/VYzC8DYsG9RPE8j6GhQfbt283u3TvZsWM7k5OTABRbBBv+L8nyVVBs8Ral8OTFIBRIpf2FttO18M1f1wlcGJZvOTuO7+rwXL9Cg2zwisyoJOs1VI8N63a5YRFDN1isaJvrgOVCbQrccXBdxb+eDZZ9qjV+OsKySomE4ScjTyRIBuIdVm7Q9USUnFzT/Ny7mqYHwj99AzAMPcjLGyYTSiNlO6bJouflvdy5pATXcRw07ZJ6S7PC8zyOHh3l0KE++voO0tt7gJ6e/VSrVQCSKYW2Do8rr4WO5ZBKXx4551UNUlogzAvKtMJK6Q8k2oHo2/bMdXgjcBwPx6njOnUcZxLXgYkyeBPgOgLXFbjBzcJxJd4sCy6eTGNpnkwmGxVc9KtLGJGAh+4WRfEjR08W6ca6BVJKzlbH4GRXjapqFIsZ6nUXXddm3Ej8m87MKJdLKaJlyajTD3/4Q5544gmSySTd3d088cQTbN68mXe+85187nOf46c//Sk33XQTH//4x/nKV77C3r17MU2T2267jYceeoidO3fy8MMP89JLL0Xn/NVf/VUeeeQR3vnOdy7iO5sdpmkyOTnB6OghenoOMTo6wvDwEEeOHObIkcOYpp8uUQgoFAUdKyQtbdDaDtn8/FqxUkLvPhg+4lt7C0E4EKcbsBRqCqoaLF8Fa6+8kFLjpx+gDCNDpq1v/7XrTQ9aOk4g8NGgpYttlbHMMlNVGJ8QOLYv5q4TVuaVgZUvo+ucjhnvQ/g13qIfGvoeHn+htWUURSGdTpHN5YKIltKMhPSFQhjlUiCbzWEYxoVdaAFYEoJ7/PhxvvCFL/Dtb3+bNWvW8Oyzz87Y73ke3/zmNwH4/Oc/zy233MKf/Mmf4Hken/3sZ3n++ef5yEc+Qjqd5rXXXuPWW2/ljTfeQFGUphJbKSVPPPFVNm9+Y1btdUOAlKia7/NUNdA0EEJSnoTyJBzqnedO4/tQK+X5v04j4Y1306ZNTIzXF/biF8jIIOzfDanUYvdkGkWRGIm5fuI5+/ki94086bWc+Toszik9D8etMDZW4dixYd/N412YgH/qU5/h9tvfdf4HzhFLYqbZ1q1bueaaa1izZg0A999//4z9jSXSX375Zf72b/+We++9l/vuu4+dO3dy8OBBAD72sY/xd3/3dwA899xz/OZv/ubCvIFZIqXEcexZtxcC37I4ab3QnEeX54zu7m42btxId3f3wl/8InCsxe7B4iOC/4Q46XX4/W1YBDOrJF/sd9zz3HM3mkeWhIUrpTyrDyedTs9o++STT9LV1XVKu+7ubv70T/+UXbt28eqrr/LlL395Xvp7oSiKwoMP/n+nbPc8j1qtxsTECaSs09NzmNHRYYaHhxgcPMzg4CC1qhOcQ1AoQak1cCl0+LGz8+lS6N0HW1+bv/Ofjk2bNs1YLxXefgOsu2ruznc6t0Lk63V8N0FjLLRlTsdD25a/3XVE4CcOzyVnWJnnRJykgSd/16Jzydmf8ySSyQS5XI58vhC4EUqUSqd3KTSzz3dJCO473vEOPv/5z9Pf388VV1zB9773vTO2vfvuu3n66ad55JFHUFWVsbExKpUKXV1d6LrO/fffz8aNG/ngBz9Iqpme7c6CoihkMhkymQzt7TlWrlw/Y39YDmd60Gw/vb0H6N3nm1PpjEJbp0fncn/QLJGc2/6tvdJfDw0spA+3zv/+pxdIpCCbX5hrXigSUBQ/trnUCsdGGgbNnOm160z7XcPXkW/VVSJB9Lf5lYwvRLxSqRSZTJp0Jksp78coT0dC6KiqGsQpC4RQznqzDoU0dCNM+2unjSQhCAbhlGjgrFjMYppuFGnhXz8RRWn4oXWpqFyTutjxinPEkimT/o//+I/82Z/9GaVSibvvvpu/+Iu/YPv27bz97W9n8+bNZDIZAMrlMo899hhvvvkmQgh0Xefhhx/m5ptvBmBkZIT3vve9bNq0KXJRzJalVCbd81wOHz7Mvn272bVrJ7t2vUWlUgGgpU2wbJUfFpYvzK/1u5h43rQ11xgW5ronWW8NvkRo8B96DRakd/oBqkgAA2F0HXBdfyDKccC2Tj977nTouhaJjpFIkjASUXn3xtAwf2S/MTRsOiQs3KbrehQXnEqlWbmyDcsSpNNpFGXxxauZSjMtZJn0JSO45XI5mr75/PPP893vfpf/8T/+x3mf58UXX+R//a//xdNPP33exy4lwT0Zz3M5ePAg27ZtZsuW1yO/djYnWLZSsmwVtHX4llizI6UvorUKVIOJD7WqPzOtVgWzrmDWwaxfQNzULPBnnqmR0IUxr4aRCKxFf+JDsZhHCD2a8OCvUzMmP4ThT8lkYl6FsJkEDpqrPwspuEvCpQDwzW9+k02bNuG6LoVCgf/8n//zeZ/jt3/7tzl06BBPPfXUPPSwuVEUlfXr38b69W/j137tI4yPj7Fly5u88car7Nq1gwN7HHRD0N4p6VgO7Z3+o/pCW7+ee9LU3tq0oNaqUK8qVKsS9ySrUVEUWlqKFAqttHS1kM/7U3tzuRzpdJZUyn9MDScNqOp0rKkIRm7CR+DGeFFVVaL2un5+03ubSVRimoMlY+E2A0vZwj0b9XqNHTveipLXjI2NAZBIKhRbPIotkG9IXmMkzi3EpwT8W9OzvmwTTNMfwPEtUbBMhXodLPNUq1RRFPL5fJC8pjVat7RMJ68pFPJ0dhabSuCaSXCbqS/QXP2JLdyYBSWZTHHzzbdy8823IqVkZGQ4SM+4m97eA+zbeWTGTCJFASOhoGmBC0IEvs5odNz3W57tVi6EIJ1OkcsXaC0VgmQzhWDEOQxqLwaJaApN4XeMiblYYsGNmYEQgmXLlrNs2XLuuuseACzLZGRkhKGhQcbHZyYgVxSJaTrBAKU/mBPO//d9lUlSqYw/Kp7OkM3myGT8ROSxiMZcbsSCG3NODCNBV9dqurpWn7KvmR4NY2KanSUwJh0TExNzaRALbkxMTMwCEQtuTExMzAIRC25MTEzMAhELbkxMTMwCEQtuTExMzAIRh4XFnJN6vU65PEWlUsFxbBzHiUqmTE4WqVZdkskk6XQaXTeaNjVeTMxiEwtuTESlUubAgf309fVy+PAhBocGOHp0lFq1NutzqKpKKqiZlcvmyOXy/utcnmzWX+dyuWCdJ58vkMlkotpZMTGXMrHgXsZUq1V27drBzp1vsWPnNoYGB6N9ek5BKXqoayCXBSUFSgKEyrQjygsq3Nr+4lkgTRfPLDNhlhmvDcMJgTQFbk3inSFNoaIoZLJZCoVCULOqQD5Yh/Wr/Om+RXK5XDxDLWbJEgvuZYSUksHBAbZs2cyWrW+wf99ePM9D0QT6cknuVjA6QW8HxZDMXb2eIDm1A17dX9xa8LoGXs3DrU1ytDbJ6LHDyMOKL9D2qQKtKArZXJZSsYVSqSXK+F8sFlm1ahlS6oFVnSGdzpBIJGbl4nBdF9M0sSwzWluWhWVZ2LaNbVs4joPrunieFyQxkkG2MQVNU1FVLag66+evrddbqdW8KMF3bMXHxIJ7iVOv19m9eyfbt29h85bXOX7sOABGqyB9gyTRBUanRKjz73cVmkDNgpqFsxfa9YXWs8Grglv1114N3KqHU51kuDLJ0EA/3j6BU/POWLdQCIFu6EFybhUhFEDieR6u6+I4Do7t4F1IzfHzIOyHn//WTxWZCHLohpUW/CWBYejoelg2vLEKQiJKMRlWSAiP9df+MZdKdYRLkctacD/2sY/xW7/1W/ziL/7iYndlznAch76+XnbufIudO7ezd98eXMf1rdiVksI1kFzti96iVJw8DxRdoBRAK5ytlV/SO7ScvdByNv1F2hJpW0jPwmmsHxhkOdNVMFTfVSJ0ENppFhUI2wTHzfjoAtcKnm/FSzdwsQSuFmmBZ0ukZeHYFlPOJBM2yBowBXgCXOEf5wbncM7sgjnn56YovignfYFOp9MUCwV0PUE6nQmWMCF6hlTKT4CeSCQD0daj6hGqqgZ5gdVgUaJyOfHg6PlzSQmu4zho2iX1ls6KlJKxsTH6+nrp6dnPgQP72H9gL7bll9E1WgXJayWJVZBYLhHa/PyBSCmp7oR6vy8Wi4Fn+cImDFCMxenDBaEAikQkJak1kL6GSMikBNxAuJ2G5eSfA5EmEmwPadexnTqmPcGEBYPDgKUEN6ILF/NGwkgVoYiGmmWiYS0il4tflVcEyd1VjISOQMXQQ2t+2pIPq2Gk0+lgwDUXDbAWCkXS6fSSFfslr04bNmzgc5/7HD/96U+56aab+PjHP85XvvIV9u7di2ma3HbbbTz00EOoqsqBAwd46KGHcByH9evXY5rmYnf/tHiei207mGader1OpVKmXJ5ifHwc0yzT13eYoaEj9PUdxLKm624LzRccLeOvUST2KNijUAbO+Nx9kbgVcCfn5dSzJplM0t3dzaZNm6gfry9uZy4Q8zCUt4GamYffkwASHkpiesxTevhfiaB2Gw1LY423060DrzwS18+FTEOb4EYBJx3X8PMp52+8tneaY056L5qmoWs6K1as5Morrw58+YUoGiadzkSum9Bd0wwiveQFF/wy4t/85jcB+PznP88tt9zCn/zJn+B5Hp/97Gd5/vnn+chHPsKDDz7Ixz72Me677z62bt3KRz/60UXu+Uxef/0V/vzPvzartmoG1FZQK8GjsL54xSClde428013dzcbN24E4IUXXljk3lw40gIyC3MtESqv2pzOJRncDKJomPC1C67r4JgOPT0H6Ok5MOtz5nI5/vIvn0bTzj6KMF9cEoJ73333Ra9ffvlltm/fzte//nXAHzTq7OykXC6zb98+7r33XsAvvX7VVVctSn/PxKpVq1m5chVHjgycs61bAc8U6CXQWiV6hx9hoJVAKAv751PZKZn4lwW95Cls2rRpxnqpkrsFMtc2o/xdPFLKmVas1+izbnCX2NMuIs9siGypAjUF1wLvAguE3nnn3ajq4sneJSG46XQ6ei2l5Mknn6Srq2tGm3K53BSPFGdj+fIVfPWrf3bG/Z7noqoOe/b0Mjw8yMDAAIcO9XGwr4eJPVUA1IRA65QkVoCxEvQ25v19p6/x1/W+xfPhOlad7//oBUQGjNLi9OFiEBok10x/lnOBlNL3AYfiFQiYNGduC0Vuhk/YJbAuxfS68XG/wQ0ho58bBJWgnZTT7ooLJJFMks1mKRZKFJdNl14qlUqUSq2USiWKxRKZTLbpQ+8uCcFt5O677+bpp5/mkUceQVVVxsbGqFQqdHV1ceWVV/L973+fe++9l+3bt7Nv377F7u55oSgqbW1FNmxIsGHD26PtYR2yAwf2s3fvbnbv2cHwK0MAqCkFY6VHogsSq0FNzb34CiHIXAuZa+f81JccoQieMugVLOYA4MqZ+xuWUwbQHMBhOtIhbOdIPJtzCp0Qwg83SyaCgasEuqZjpA1UVYsqFquqElU6VlUFIdSouvHJixAEwhcOpk0PoIVtCoUM9boT+Ff90Lbp0kwpkkl/tmImk160x//5YMlX7d2wYQObN28mk/EdX+Vymccee4w333wzqLOl8/DDD3PzzTfPGDS79tprOXDgAP/hP/yHWYeFLaWqvePjY+zcuYMdO7ayddsWylP+MUanILFakli9MNbvfCCl9B8zK8EEijBWtzYdFiZNgbTE9GOqK/Hc6d+dUPzy6EIVfrhXEAKGJkGTp4SFhTPshEIUUuZ3hmnLb0ZYl289YgO2EoSISVxLXrC1p+n+xAojkQhieP1RfUOfjsH1hcsXT3/QyK8t19nZgusqDSFhWdLpNMlkclG+A81Ummkhq/YuecFdSJaS4DbieR79/QfZunUzm7e8wcGDPSBBSyvoXR6JlZBYCWpm8cRXSok0AwFtWMJJD24VZE3gVQVO9fQTHRIJg0wuRy6bJ5fNkU77MaaJRCKKKxVC+NeS0h94cRxs28Y0TWzbol73Z5nV6zVM259t5tg2tm3juq4/08z1oj6HllsYp6obfhxrMpkil8uiawmSSd9iS6WSUdhTGAblT3QwogKcJ09kCMUzkTAuakpzMwkcNFd/4jLpMXOKoiisXbuetWvXc999H2Zi4gTbtm1l+/YtbH9rCyf2+v5fvSDQOj30dtBb/AE4JXX+VrCUwSNxOOBhBgIa/lybnt5LXeDV/VwL8jTjIEIIcvkcrYUipeWtFIthCfVSVEq9WCyRzxfo6mpvmj9iaC5RiWkOZiW4nufx6quvctNNN2EYSymqPOZ0FApF7rzzLu688y48z6W/v59du95i37497Nu/h8l90yKhaAI1KxAJD5EIHrGDcQnZMMqMHTzCW+DWTy+eIclkkmw+Rz5XoNBRJJ/3g9rz+TyFQjEIcPcT2ORycTn1mEuHWQmuoih88pOfZMuWLfPdn5gFRlFU1q5dx9q16/jAB+5FSsmJEycYGOhncPAIx44d4/jxY5TLU5QrU9h1G9uxUYIBkFQqhWYYJJOpwDeYIZPxl2w2SyaTC9Iy5shm8+Ry2UtqECQm5nyYtUvhlltuYevWrbzjHe+Yz/7ELDJCiCDcpsR11537dx0/NsfEzJ5ZC+6KFSv4xCc+wT333MOyZctm+PX+03/6T/PSuZiYmJhLiVkLrmmavO997wNgZGRk3joUExMTc6kya8H9yle+Mp/9iImJibnkOa+wsL6+Pl566SVGR0fp6OjgV37lV1izZs08dS0mJibm0mLWE49ffvllfu3Xfo2DBw9SKBQ4ePAg999/Pz/60Y/ms38xMTExlwyztnCfeOIJnnzySW6//fZo26uvvsof//Efc88998xL52JiYmIuJWYtuMPDw9x8880ztt10000MDw/PeadimhPHsanV6liWiW3beJ5HrZZmYqLuT2sNEpEkk8m4rlZMzGmYteBeffXVPPPMMzzwwAPRtq9//eu8/e1vP8tRMUsN13UZGDhEX18v/f39jIwMMTw6wsSJceq12qzPo+k6yVSKTCZDITc9i6xYLNHS0kJLSxutrW20tbVhGIl5fEcxMc3DrAX3kUceYePGjXzjG99g+fLlDA0NkU6neeqpp+azfzELwPDwEFu3buatt7ayZ+9uzLpfokboGqKQRuYSsL4NJaWDoYGmgqpMl5iQEjwJrgeOC46La7lULIeKaTNaHkEcG4CqhVc/tTxENp+no72DjvYO2to6aGtrj5bW1jZSqdRCfhwxMfPGrAV3/fr1/OAHP2Dr1q1RlMINN9yArsfTNJcaUkoOHuzh9ddf5fU3XmV4aBAApZhBrmtFWV5CtOehkJrz1H3CcaFqQbmOLNdhqk5lqsbBqTH6dg/iTdXhpJLlyVTKt4Zbfau4tbWNlpbWGa/j72HMUuC8wsI0TTvFjxuzNPA8l3379vLGG6/x2uuvMHb8GAiBWFFC+YWrEFe0IfLpc5/oIhGaCvkU5FOnraMlpISKOUOQzUqdwXKNoSM9sHfnGa3kZZ2dFAslWlraaGlpoVRqoVAoUigUgmTWWQzDOONNxHXdIA2jn7bRcVw8z/Xz73oeXsONQEov2Obvk9KL0j6Cn39kcjLP1JTlJ/gO0jJeTlWlY07lrL/99773vbOycH7yk5/MVX9i5pBarcaOHdvZsuUNNm95k/LUJEJVYGULynXXINa0IZLNlf1NCAHZJGSTZyxsKGwXKnVk2RdmKnUqU3V6KmOI40PI7XWkdYZaP0KgaxpKMKgXiqnrukjvwupknQ+6YQSJfXLksrkg0c90lVk/f28yyINroGl+xVlVVYPqC2rDElZgUFEUFVVV0DS/SoOuG/HAZRNyVsF97LHHFqof5+Tkyg6z3Xc54TgOBw/2sGvXDra/tY39+/bgeR4ioUNXC8ptqxGr2xDG0rayhK5CMYMonvn3LS0HqiZULWTNAtMG00E6Lo7jzXRbKAooAkVT/Neq/3O4HYHvr240PkSwPSzYqQgg2BYW9Gr0a1suWA6O5TBh2kyYVTgxiRhxwHKRpo2057YgnKKqGIZBKpUmn8+RTmWCNJiFGSkxs4Hwp9OZKOG5rmtxWsx54Kx/ebfeeutC9SPmPPE8j+PHj9HX18vBg73s37+XAz37sS3/cVtpzSGv70LpakUsK/qW7RwjpUTuHED2H0M67pyf/xQsx18MzV/mmPms5SE0FbGmHeWmtWd8apSeBNuNBh5xPF+wXc+3vr1AxBtfy5PWbnAzcT2k42HaLqblcMIqw/gJxFAf1Gw8cxa17YMUnKqiIMJ6ZcFaDWuYBda2pmqRFa5pGlpQDy1cVLXxtUo+n8GyPHRdn2GVh6GFiYQRlRBKJpNBjTM/7edSTu8562+tbds89dRTvPjii9Gg2b333svv/M7vLFhS8meeeYaf/exnjI+P85nPfIb3v//9p7Q52dpt/Hnbtm187Wtfo1KpAPC7v/u73HXXXQvS99lSLk/R07M/+tm2HarVCpOTk0xMnGBqapzDA0cYGhrEMs3pA3UVdA0yGTA0PEXAyARyZGL+OlsxYXL2oWIXSzKZpLu7m02bNlE/Xl6w684FEpCHj8O2fsgsUhicAJnSIaUD6UCcTyPcYdUtCR6SqKpUmHHexS9cGTaS0y9nlOxtrNbbcM7pfRd2i/NLGmlomkpHRydXXLEuyLccWuppEomTY8ElqVSaK6/csKh1/GYtuI899hjbt2/nj/7oj1ixYgWDg4M8+eSTlMtlHn744fnsY4QQgm9961v09vby0Y9+lJtvvpnW1tZZHTs5OckXv/hFnn76aTo6OhgdHeVDH/oQL730Evl8fp57Pnsef/xR9u/fe+6GKQNWlqBu+0K7GN+hM/lJ54nu7m42btwIwAsvvLCg154zLGfxBPdkVAWaxWvQKMCh6EsCaz2w6p3QcndxHBvHsTl0qJ9Dh/pnfZnf+Z3/l3e/+73z8hZmw6wFd9OmTbz44ouUSiUA1q1bxzXXXMO99967YIL74Q9/eMa1t27dOutpxVu2bGFgYIBPfOIT0TYhBP39/Vx33XXz0t8L4Td/8//hf/7P72HbDlJ6UdFDIQS1eo2xseOMjY1BzYIjlu8qaMlCR953HSwvIrLJBemrt3MA71/2LMi1wP8ONq6XIsot61GuXbXY3YiQJ8+HzwAAIABJREFUUvpCFrprbAccDxlZv15g/dIghA0W8YzFP0Y2imTk5jjNz8FaNP7seOC6SMcX1rNawUKQTqd9X3QuTyLReCMLnekibMqqVV28852LG2U1a8E9U3HfxSr6G4rQyaiqGvXJbHjkllKyYcMGnnvuuQXr44XwtrddxWc+8wdn3N/enuPIkeOMjAxx+PBh+vsP0tt7gJ4DB7B2DgCgFDLIlUVEVytiZcu8DZKJa1aiALLv6IL4cOuWwws/2gQZDUrFeb/eXBL6cMU1K8/7WDnDb+udKnSRO2Ba6GQoXrYbiamsW1Cz/Zt13UbUbGTN9NvO6ZsVaKqKGkZVBD5dVVPRNT/iIp1KAkrgw9XRdQ1Nm65WHJZ7TySmqx5nMmkymZnlmpbawN6s/xLDx7n/+B//IytWrODIkSM89dRT/NIv/dJ89m8Gzz//PJ/85Cfp6+tj9+7d3HDDDae06erq4q233uKOO+7g+9//frT9xhtvpL+/n1deeSVKwLN9+3auu+66RfXpXAiGYdDVdQVdXVfwrne9G/BjSA8d6mfPnp3s3LmDXbt3YO06AopALC/5cbZr2xG5uZu1JYRAXLsKmshiOxnpuL7ImDbStCMLatoxyXQ0gqr4TwyqAqrwq2XOiFKAyHfTGLlw8muYFsMwSsF2kZaD7B31+2E6yLrfLywHTN+6FLYXDZxJx/XFcI6MGl3XyebyFAoFCiuKDVEKfoxyKpUimUxG5drDcLPp0DNlxhLu17QwLG369bm4XEszzVpwP/e5z/HUU0/xpS99idHRUTo7O/nlX/5lPvnJT85n/2ZgGAa//uu/zvj4OF/60pdO6799+OGH+cIXvkB7e/uMAbFCocCTTz7JY489xpe//GVs26arq4v/8l/+y5IT3NOhqtPFIH/plz6I49js37+Pbds288bm1xn+t33wb/tQ2vKwth2xrgNRWtphdNJ2pydINKypmPz/7J15lBzldbefqup97+nuWSSNpJGENhYhJAMyOCbCNrIxAYLt4BwS4yVOIE6OTbDZ/NlAAC/Yxkvi2BAfc6zYgQQCTrwIzGLAEsKgfd+l0UgazWiW3quruqq+P6q6pmeRNJJm6ZHqOadVvVRXv92a/vWt+973/oSCgpEvmeJWo7hcLgJWHW4wEMNfF8Dv9+H1+u1Z+r46XHOSqFJ/WxFA83rfVhQle+a/Us/r9weYOrWebLZ2P4tzBcEYr5zABKSrK4euj+/HdbqRQXv7Ed5554+8/c5q9uw2qyDEeAhjehKxJQWpSE398BiabtbR5mSMbEVQS5CXEawFD/oAMRUEgXAkQqLObIoTi9URi8XsWtO+OtPKogAzz1cua/bqMlU1J2NUtYyua+aCCHulmfl/bxg6YKDrRr9VaH0r0QxEUSIaDVAq6XZ5U39X49CAnOPoUmsRZS2NZ6THkkqFj/vYsAX38ccf5/LLL+eiiy6y79u4cSNvvfVWv4mos5mJLLjVdHd3meL79mq279iGoeuIAS/GlDqESXGESTEIj3wfhWqMsgb5Eka2CFlLVK3rQq6EnpcHnUoHgkHq6hKkkimr21iCOktcE4kk5503ld5eedTGfKqczaJyptTSeGpScK+88kpefPFFAoG+9fb5fJ5rrrmGP/zhD2c+ygnA2SK41WSzGTZsWM+GDWvYuGkD+ZxZ3yp63RjJEESDCBG/WcrkcyN4q7uFWQepzGBrZrG+oWrWZE1VrrKoQEFBKChQKKEXSv3GIQgCsXgdDfUNA7qFJUgkUtTVJfD5Tlx9UUtfYqit8dTSWKC2xjOWgntKCx8GNt5wu90oyjBWrDjULOFwhCuv/BOuvPJP0HWdw4cPsWPHVvbv38/+/Xtp33+EYqFwRq8hiiKhcJhIJEZi8lTi8bjd6asirHV1Caexi8NZz7D/ws8//3x+8YtfcOutt9r3PfXUU8yfP380xuUwDoiiyJQpzUyZ0tzv/nw+TzrdSyaTplgs2o4PhmEQDvvI5RQkSbTLeSpLMQOBAMFgEL8/UFP5YQeH8WLYgnvPPffwyU9+kv/93/+lubmZ1tZWjh07xk9/+tPRHJ9DDVBZwz5p0uAa0lo6NXRwqHWGLbjnnXceL7zwAr///e85cuQIH/jAB7jqqqvO+Q5dDg4ODsPllJJmwWCQa6+99riPX3LJJaxdu/aMB+Xg4OBwNjKiPfuckl4HBweH4zOigutMjDg4ODgcn5HvSu3g4ODgMCRO4aPDIHRdJ51O093dRSbTSzabI5/PIssypVLJWu6qYxgQiQRQFN22cgkEAqZfVzhMNBojFotN6A79Dg4jyYgKrpPDnVgoikJbWysHD7bS1naQw4fbONJ+hGPHOtG147RbFEUESTL79ILVCvDEfUtD4QjJZJJUMkUyWU99fT319Q00NDSRTKacBQ8O5wzD/kt/6KGH+PKXvzzo/ocffpj77rsPgCeeeGLkRuYwoui6zpEjh9i1aye7d+9k957dHD500G64IkgSQiyKEQkjXDAXMRRECAbB70Pw+cDrBbcLQRychTIMqw2hqoKiYMglkGUoFjEKRfL5AvlcntbdOzDWvmMKtIUgiiQSSZoam2hqmkRj4ySamposMU5OuH6nDg4nYti9FI5X8nXZZZfx1ltvjfjAapGJ1EtB0zT279/H9u1b2L59Kzt2bqdgebmJXi9GKoGQTCAk6xDq4hAODSmmI41hGKYQZ3KQyWJkMhjpLEImi5HOYKh9HcAkl4tkqp6mhiYaGxupr2+koaGBVKqBZDKJx9O/21atLcKopfHU0ligtsZTU70UnnnmGcD8AleuVzh48CCx2MTqvH+2Ui6X2b9/L9u2bWHbti1s37HNNpkUoxGMyU1IjfUIDSmIjl8rRkEQIBBACASgsb7fY6YYyxjpNKRNAe7IZOk8uJcNmzdglPt7qIUjEZIJsxdDPF5Hc3MTbnfQbLAdjRIORwmHQ04O2aFmOKng/vKXvwTM5jWV62B+cZLJJN/4xjdGb3RnyA9+8AMKhQJ33XXXeA9lxCkWi+zZs4udO7ezY8c2du3e2Sew8RjMmIbU1IDQ1GCK2wTAFGM/QsAPTY39HrPFOJOFbA4jmyOXy5HL5TmwaxtGoYChDN1g2+P1mo2+A6ajq99nOhtUGnRX27q4XO4B9t6S3fzbdDUQbXeDwU4Ileumvbgsh+ntLdqPmz9yAqJobk2TiMHXzc+i6jMZcJ+5f+U55nErr1m57VCbnFRwly9fDsBjjz3GF77whVEf0KlQLpfPiQmXQqFAW1srBw7so729jU1btnL4UJs9USUm6mDmdKSmRoSmegT/yNno1Ar9xHhAZFzBUFQoFDGKRTNtIZdALlEulUgrCumSArk0Qk8XlMv2xShrZvR8lkz6CqKIJIqIkmR7ink9HkTJhdvlxuNx4/WYPzQejxev12P/+Jhbn9WAyGc3Ihp83Y/b7XbE/RQZtlpVxLarq4vCgHZ9zc3NQz3lhMyZM4fPfe5zrFy5kp6eHu644w6uueYa2trauOmmm+y8cPXtyvVbbrmFVatW8Wd/9mccO3aM3bt3UygUOHz4MDNmzOCRRx4hHB6cR3niiSd44YUX0DSNhoYG/vmf/5lUKnXKYx9pdF0jm83R09PFsWPHOHask6NH22lvP0zboTZ6urvsfUW/DyNRh7jwIoT6JEJDCsHjGdXxGYaBvm0HRushU6RG8tiKYvbN9bhH/X3Yr+mSzJ6+VOWADeufYW0H3CdKCKkEwuQmBATL1Vbvs/6uvmBYG2PAcRha8AfeZ9j/DGEr3mcoqRumQ0XZ8m/L65rZr1jToVwCOQ+ahlA2/dPMHx4VQx3+D48oinirxNhfdb2/gHvtMwnzbMJLIhFGljXcbo99NlGxBjLPKPq2lTONynYii/ywBfeNN97g3nvvpbOzs9/9giCwbdu203pxQRB46qmn2Lt3Lx//+MdZvPjkFsa9vb3MnDmTf/iHfwDMtMGaNWt4/vnnSSaT3HPPPfzwhz8clEb45S9/SWtrK//1X/+FKIr84he/4Otf/zrf/va3T2vsJ2P37p385jf/i9avvKrP0qVYLJDJZcjlcuSz2UEldYLHgxAJY8QjiDOnIsRjCIk6CPa1OtR37kF78dVRGX81Rr4AmdGZ4PD5fCxbtowVK1Ygd/WMymuMBcaxLoxDRxCCEyN9A4AkYUhSv9+dvh+WKkdgQ6+63l/Ui4ZOsZiHQm7wPv1+aEYWM6Ui4PZ4CASCpjC73bhdZhTvdrvtFJGZwoG+jvn98XgkFKVctU//8TY3T+PDH77hpA3wh8OwBfeBBx7g9ttv58YbbxyRFwb46Ec/CsCMGTOYP38+69evZ86cOSd8jtfrHeQUfNVVV5FMJgH4yEc+wkMPPTToea+88gqbN2/mxhtvBMxJwFAoNBJvY0ieeeYpNm/eeGpPiscQG+sRGhsQ6pMQCo5J5cBJOU5udCSouEEDPP/886P2OmOCosIEb54nVJyJBeG016HaEXy/i97f6t2o3lbOCIzBon3c1zD95EqyTEkeXVulNWvepqVlBosWXXrGxxq24GYyGW6++eZRC+cNw0AQBFwuV79or1Tqb8Xi95/Ya6tynKHuv+222/jIRz4ycoM+AX/7t//Anj27MAyDcllFURQUpYQsy8iyTKGQtyZ9svSme+nt7SXbm0bv6YVtOwGrNjYSxohHEeJxhEQcIZkwc5mCgDh7JuLsmaP+XrStO9BXjk7p34oVK/ptJzLiogVI808cMNQahmH05bNVK6etlqGsmrfVslmqp1Zuq/1vKyqC/VwrJaGewQ+0pQEVZ2IzB22mE1xWisHtciO5XLhdLnuS0+2upB/6XI4rKYrKtrJvX3rCnAyNxYKk08XKJ0JlUrKiQ8FgkLlzR8ZoYdiCe9NNN/Hss8+OqGA9++yz3H777ezfv59t27axYMECotEoqqpy4MABpk2bxq9+9auTHuf3v/893d3d1NXV8dxzz3HZZZcN2mfp0qX87Gc/4/3vfz/RaBRFUdi7dy9z584dsfdTTTweZ/HiU/tFLJfL9PR009nZQUfHUdrbj3D4cButba0c29faN0kWDGCkklYOt97MH0qjt0BAnDcbAKO1bcRzuLKi8PzLL0HQjxCPjuixT4QxKALDzrH2Xa/aDpVrrWxFESEawSgW0dasH/rUurJ/v+vmcY1+t63XGjTgAWMYmFfud7pfFUFaF0G3POcqF2ui0DjeisKhEAQzH2vla/1+P/5QDJ/Pb9u79+Vwvf1yuB5PdQ7XTUNDnFxO7SeGplCO/UKXsawJHrbgbtiwgeXLl/PEE0/Yp+8Vfv7zn5/Wi3s8Hm6++WZ6enp48MEHSSQSANx333188pOfZPLkyUOK50CWLFnCvffey8GDB2lpaeHuu+8etM8NN9xAb28vt9xyC2B+4T7+8Y+PmuCeDi6Xi1SqnlSqnvnzL+j3mCwXaW09QGfnITZu3MLOXTvo/KO5EEWQJEglzFREU4M5keYeudpTQRDMyK1GozdD0yBfwCgUIG9VKcgyyCW7UkGwVsGhqOiKYgrRSI4hnYHWNjM+EgS7UgBB6CsJs/KOAgKCaG4RQBRMQ07BiqwAO90oVOcdK6VgCH3XBREBcwLLfE0JUaxEcZIdFQaDfjQNO7dZLYAVQewTyqEqFPx4vd4RO8OtpYUPY8mwV5o999xzx32skhc9FebMmcPatWvP2DFiLGtta22lWSaTZteuHezYsY1t27ay/8A+DF0HUURMJcAW4HoEz8Qt/jd03ay9zWQxsn11uEIuD7kCerE46DmCIBAMhQmFQoTDYULBEAGrDtdn1+H2RV6mEHlwu4eaJZfs2tvqy+A6XLHfUuRaEpVaGgvU1nhqaqVZhdMRVYfRJRKJsmjRpXYyv1gssnPndrZv38rWrZvZt2kr2obNZpSVqIPGeruUjGCwpsprDF2HXN5c3pvOgLUVsjn0bK7fBIrL5SKRTFHfOMV2/K2rS9DSMgVB8BKNxgiFwoi1MOHo4FDFCSPc559/nhtuuAFg0LLeasZqImq8qbUI92TIssyuXTvsXgp7du9CVU1bezHgx0jUmf0U6uIIdTGIhEe1KsIoa5Azo1MjmzWX72bMPgp6JtvvNN/r89HQ0MSkpkk0NDTS0NBk9VGoJxaLDymmtRQ1QW2Np5bGArU1npqJcH/961/bglu9rLcaQRDOGcGdaPh8Pi68cAEXXrgAMCflDh48wO7dO9mzZzd79+3lyPpN6FWTP2I4hBEOIYSCZhQcsDqFVbqFuVxQmdgQBLOQXtf6ZqcVFaNUgmJftzDyBYR8AX3Aghm3x0N9fQOTzptLQ0MTjY19l2g0VlMRuIPDSDDsHK7DxItwh4OilDh06BBtba0cOXKYo0fbOdJ+hO7uLnLZzBkd2x8IEo/HqYvXkUymSCSSpFJmL9xKpDqSolpLURPU1nhqaSxQW+OpmQj3eFSKjis4ubKJi8fjpaVlBi0tMwY9pqoqmUyGXC5LLpelVCpRKslomoau6xiGQV1dmEJBxev1mWVCfj/hcIRQKIx7BCslHBzOBoYtuEePHuXBBx/knXfeIZPpH/mc7tJeh9rG7XaTSCTscr2hqKVIxcGh1hl2aPrVr34Vt9vNk08+SSAQ4LnnnmPp0qU88MADozk+BwcHh7OGYUe469at49VXXyUQMJunzJ07l4cffpibb76Zj33sY6M5RgcHB4ezgmFHuKIo2r1nI5EI3d3dBAIBjh49OmqDc3BwcDibGHaEu2DBAl577TXe//73c+WVV/L5z38en8/HBRdccPInO9Q8hmHQ3d1NZ+dRurqOUSwWKZVk+4fW7w8SjUaIRmMkkykCgQneFsvBYRwYtuB+85vftCsT7rvvPn7yk59QKBT467/+61EbnMPoYRgGbW0HWbduDdu3b2X3nl0U8rlhP98XCNDY0Mj0aVOJx1OW424TjY2TCEwQSx8Hh7Fm2ILr8/n4t3/7N37961/T0dFBfX09H/zgB4lGx67Dk8OZ095+hJUrX+eNP7zGsc4OAKR4Eqa04E42IkTiCKEwgscLLre5pFbTMBQZQy5i5HMYuTRqNk1rppeDa9ejZdJUd7gKR6JMsizPGxsbaWxsoqHBdN0dqV7KDg4TkWEL7v3338++ffu47777mDx5MocOHeLxxx/n/vvv52tf+9pojtHhDNE0jTVr3uZ3L61g29bNgIA4eSruKz+ANHUmQvD4hdoVhBOkEIxyGSPTg5HuQU93U0j3sCvdw67W1ejFfL99I9EYjVVLdc1lu+YlGBy9hvAODrXAsAX35Zdf5ne/+x2RSASAWbNmsWDBAj7wgQ+M2uAczox8Pserr77ECy/+lp7uLsRQBNfi9+CafcGwRHa4CC4XQl0K6lIM7GZqKCVTiDO9GJke8pledmd62HPoHbR8//rdQDBkpiVsEW6isdHchkIhZ6mvw4Rn2IKbTCYpFou24ILpxlALJowO/Tl6tJ0XXvg1v3/tFZRSCWnSVDwf+BPE5pljbtkjeLwIqUbEVOOgx4yyipHpxcj0omd6KGV62Z/u4cCmjWir/kB1mqKSM25sqKQnGuwlwvF43bg0rnZwOFWGLbjXX389n/nMZ/irv/orGhoaaG9v5+c//znXX389b775pr3fkiVLRmWgDidG13W2bt3MCy/8mnXr1yIIIuLMeXgvXISYaBjv4Q2J4HIfPzLWyhjZtJWm6EHN9tKa7uHg1i1ob63q165REEVisThNjQ2EwzFisTjRaJRwOEI4HCEYNPvg+v2BKgcCd7/etQ4OY8Gwm9csXbr05AcTBF5++eUzHlStUovNa7q7u1i58nVeefUlOjuOIvoDiHMX4Jq/ECFwduZEDV3DyGUwMmmMXBojmzFv57MIhRxGMWe6OpwE0fK2crlciJILSRSRXOZWrDQYr2ouLgjm7f4NyPssvivuCV6vF5/PTyIRRddF/P6K4Pvx+wO2+Hs8njFLk9TaEuxaGk9NNq955ZVXRmQwZ0K5XLYXX5yrGIbBkSOH2bBhHW+/vZodO7eDYSA2NeO+6lqkGXMQpLP7MxJECSESh0j8uPsYZRVDLoJcMNtFKiUMVbGMDhXQTMNEXdcoaVo//6+Kw6xRcZs1DCgbYGhgqH0us7qOoJvtKU2vsLL5uqqKoZ3c+00QRTviNh0ofPi8fdY3phOF1zJIdNv+X32uEy4kSaxypjAfq9iDV34EPB4vxWKcfL5s/yC43WMn9g591Mw384UXXuCxxx7D5/OxbNkyHnvsMdauXcsll1zCF7/4RV577TUWLVrEZz7zGb72ta+xY8cOSqUSl112Gffccw+SJNHR0cFDDz3E4cOHKZVKXHvttfzd3/0dYEbo119/PatWraKzs5NPfepTtr9ZraJpGj093Rw+fIhDhw6yZ89udu/ZybHOTsAs53JdcgXSzLmI0boRf33DMNC2rUdr3WO6uI7UcRVTAPF4zfKzWsblRpo6E2nexackUIaugaKY4q6UzPesKvZ7NxQFVAXVuuTKiumGmy2AlkbQNNOwUy9jlMtmaZ6um0I+Eh1VBcG2FfJ4PLjcbsv/zLITsjzSBLDft2GYhpeGrqMbBrquWxfNvq7Z9+nmeKtTP4JgnhlIEj6vB1GU8FpeahUjSnMbsM8EKmcDlbODvq0Pl2vidaOrCcHt6uriK1/5Ck8//TTTp0/nySef7Pe4russX74cMBddvOtd7+Lhhx9G13XuvPNOnn32WT72sY9x1113cfvtt/Oud70LRVG49dZbufDCC7niiisA0wHh6aefpq2tjeuuu44bb7zxjD3VzhTDMFi+/Ke8+OJvTrqvFIpAqgn37IsRp7Sgt7eh7dyEfvjA6Iwtn8PI9Iz4cSs/qitWrEDukkf8+CONfnAv5U3vIIxV2ZrkwpBcMODHSLAuhu3WO8A9eJDr8ED3YDNarzgWq4aBaugUZKthfPUxq487aBR9G/O6MMRjwqCnYGDaqWNALjfY2djQ+xyHR5lIJMrnP/9FZs8eWxPZmhDc9evXM3/+fKZPnw6YluzVtb3VfmqvvPIKGzdu5Kc//SlgimhDQwOFQoE//vGPdHd32/vm83n27NljC+6HPvQhAKZMmUIkEqG9vZ2ZM2eO9ts7Iaqq8urvXzrpfmLjFITmGYj1TYj1kxBcbvT2tlEdm6GURuW4y5Yt47bbbgNMG6eJgKGUxk5wT4JQEbTTSAkYhoEwSOiqxNncqfoJQ7340Lerhde+u1ptK5tqa3rdHoNhVNu7a+D2mKmawvBXQA6XTCbNli2bzk3BNQzjhKdr1UtFDcPghz/8Ic3Nzf32yeVyCILAM888c9zG115vX8QgSRKapp3hyM8cj8fDE4//DFkuUiopyHKBfD5PJpOhp6ebrq5ODh8+zMG2Vjrffh0AQXIhNDUjTZ2JZ+mfnXBRwplQ3roOdeXvRvy4K1as6LedCLgXXYFr/sIROZZhGKCaKQWjsi2rpkVR2cwDU1bNnLBm5Yd1K0dsWRr15ZvNVIN9WyuDpiPoZTuvXDmmUVbN49UwgiDg9fvxBwKWy7KfwIBJR5/PbHZvui/77by01+uzc98ulxuPx23lt800SWXyczypCcG9+OKLue+++zhw4ADTpk3jf/7nf46779KlS+0VbpIk0d3dTT6fp7m5mUWLFvH444/z93//9wAcOXIEl8tV87XCLpeLUChMKARw/GbfuVyWzs42Vq5czbr16zi66iXUN19GnDQVac5FSNPPG9EJM2nexQAjnsMtKSV++fKrEIwgxsf2/8aoRFXVp97Vp+LVWwBJQkw1QTCMdmCXPWFmVEdi9oRZRdwUUzzVvlytUJXDNSsoTu202ayocJuTZS4XrkqlhCRZ1124XS5cfj8uyWVbv5tbD7FYGE0TbGHyej1VFvH97eGrqzJEsZLIMD8Tw8rdVraDL1rVdStqtZ5fyeFKkkgyGSWfV22r+koO1+v1ndWTeTUhuMlkkvvvv5/PfvazxONxli5ditvtxu/3D9r33nvv5dFHH+X6669HsBL/9957L83NzXzrW9/ia1/7Gtdddx0AwWCQhx9+uOYFd7iEQmFaWi6lpWUet9zySdraDrJ69Ure+MNrdL3yf2i+AOKcC5HmL0QMRU5+wJMgCAKu+QtHLLIbDQzDgEIOI5fFyGfMvHMxj1HIY8gFKBURrEkrQ7EiyVNE62xH27puWPsKgoDbmggKBoN4vV6C0TorOuuL1EyBMS8VeyKzrMw3oErBY4vgmVBLZVhQe+MZK2rGRDKXyxEyQzyeffZZnnnmGf7zP/9znEfVn1qswwVzUnHLlo289PKLrF3zNgYCUst5uC58F2L9pHEa6cgxcEVa5bqQS6NnM2ZFQBWSJBGORIlEIoRDYUKhMIFA0I6gvN7qyK5SauWyoy9J6ovy+qI9od9paaUOt/LcSkTpdrvtCK2WRKWWxgK1NZ6arMMdbZYvX86KFSvQNI1oNMpDDz003kOaMIiiyIUXXsyFF15MZ2cHv/vdCl559SXkvTsQGybhumAx4vTZY76s91QwVMUS0h70tLk1Mj0Imd4hei4EaahvpH7uPFKpelKpFHV1SWbNmgr4nL4LDjVLzUS4E4FajXCHolgs8vrrr/DbFb/mWGcHYiiCOO9iXHMuRPCPTymcUZJNQc30YqR7MLJWpJrtRRvQizcUjtDY2ERTYxP19Q12i8cTdRWrpagJams8tTQWqK3xnJMRrsPI4vf7ueaaa3n/+5exdu0aXnjxN2x7+3W0NSsRps7ANet8xOYZCCO8cs/sDtaNnu7BSHebUWu6B7K96HKx376RWJzGhkaa5symvr6hX8tGx1HC4WzEEdyzHFGUWLz4UhYvvpRDh9p49dWXWLnqDbIv7TKbx0yehjR5ulnbm0ghDKOhi6EqZv+CjNn/1rDElUwPeqGq/60gUFeXMCPViy60I9X6erPbV3WZnoPDuYDee5QjAAAgAElEQVQjuOcQkydP4ZZbbuXjH/8rtm7dxJo1b7Nm7Rp6VlkLL0QRKRTFCIXB7UVwm44PhqaBIiPIRYxCblCkGgpHaGpsYtKc2ZbVziSamppIpRrweDzj8E4dHGoTR3DPQSRJsifZPvGJz9DVdYzdu3dy4MB+Ojs7ONZ1jEKhQCnfa87Eu90Eg0GiTQ2WiaQ5UdXQ0Mj5559HsehMAzg4DAdHcM9xBEEgmUyRTKa4/PIrTvn5oVCIYrE2Jj8cHGqd2q0TcnBwcDjLcATXwcHBYYxwBNfBwcFhjHAE18HBwWGMcCbNHIaNYRjk8znS6V7y+TzFYhGfT6SnJ4+u61aPAbGfvUulm7/ZUi9w3NaZDg7nAo7gOgxC1zWOHDnMvn17OXiwlUOHDtJ+9CjHOjson2GbRsnlwufzEwgECQaDhIJBgsEQoVDIalEZst12I5Eo0WiUSCR6znvZOZwdOH/FDpRKJXbt2sGOHdvYsWMbe/bsplQyrW8EyYU31oAr0kD4/PNxBeO4/BEkXxDR7UNwec3VaYJgLpLQNQzdanitKehqCV2R0VUZXSmiqzKaUkRWihRKBY525tDbOtBKOcpy/rj2KsFQmFgsTqKujng8QV1dHXV1CZLJJIlEikQiCRx/DbuDQy3gCO45iKZp7Nu3h02bNrBlyyZ27d6JVi6DIOBLNOOftYR4fQu+1DQ80YYxcwE2DB29VECT82hylnIxi1bMUC6kKRfSpAtpuo70oO3eh1rIMLCJdzgSJZFIkkqaApxMJqmrS1JXV0csFicSiTor3xzGFUdwzwEMw6C9/QibN29k8+YNbNm6BblYAAR8yWYi519NYNIc/E3nIXkGN30fKwRBRPKFkHwhoOGE+xpamXK+FzXfjZrtopwztx25Lo7sPoC6bi16WRn0PK/XRzAUxu/3Ewj48XpMy3BJEhFFqcqhdrCrgaZptttB5WKOW7B75Fbsyt1uD9FoCF0XbRv0Si67vy2M6XhQ3Ze32hJGEATrAhXnhIoLw3jbxTicOhNKcNva2li5ciV/8Rd/Md5DqWkMw6Cj4yjbt29l27YtbNm6mZ7uLgA84QT+aYuIT5lPYPJcXP6JeRouSC7ckSTuSBKaBj9uGAZ6KY+a66ac76Vc6EUrZtGKWcqlPGmlSE9OxtDyGFoP6LplB2MdH0AQzVSJIIJg2obb91WbOFY5zhp6xdpcxdBUNLWEpsqj5kQripJtu+N2u/F6ffh8PgJ+P4FAwMqLh2lqSuFy+YhEolZuPEY4HHEaCI0xE0pwDx06xNNPP+0I7gAymTStrQfYt28Pe/bsYueuXWTSpr25yx/G3zSHhgs+RGDyPNyR1DnRnFsQhL5oOTl1XMdiGAaGppr5bFXGsLZ6WcEoK+ZWUzG0spUD1/p+AAY66gKG7XqrY+i6+RytjKGplMolZLVEd05G7z6GXjpAuZgdMtoH8Hi9BIPmZGUwELBNGit+Z5WI3Yy++5sxmpdKBF5xxTB/jKqjcvMxbI80URSJxYLkcopV1VLtmuGxfdfORo+zMWtAvm7dOr75zW+Sz5vt+770pS/x6U9/mrVr1xIMmr1P58yZw9q1axFFkbvuuovdu3fjcrloaWnhe9/7Htdeey1tbW1Mnz6dadOm8f3vf5+NGzfy8MMPUygUCAQC3HfffVx00UW0tbVx00038bGPfYw33ngDWZb51re+xVNPPcWGDRvw+Xz88Ic/PCW/s/FoQF4ul8nn8+RyGdLpNJpWZN++g3R2dnDkyGEOHzlMJt1r7++N1uNJtRBoOg9/03l44pNG/Q/WMAx6t/ye/IENx/1ijwaaUkRXioge/7imQk4V0eUhOH0BsflXjZmY6GrJjO6LGTMvXsygFXNoctbMmZfy6EoRQ5XNi6aiqwq6XrZ/CMYDQRDw+U0H31AoRCRsRuzhcJhwOGJfD4XCBK2KF7/f9I0bbmXLWDYgHxPB7e3t5dprr+UHP/gBl1xyCZqmkcvluPTSS4cU3FWrVvHzn/+cJ598EoB0Ok00GuWtt97iG9/4hu3qqygKH/jAB3jkkUd497vfzZtvvsk999zDiy++SEdHB1dffTU//vGPueqqq/j3f/93fvSjH7F8+XLmzZvH/fffTzQa5Qtf+MKw38doCO6LL/6Wn/3sJ6f8PJc/hOAJoCsyotuL4PKa22H0sx1pyvle1EzHmL+uz+dj2bJlrFixAlmWx/z1zxR3pB5XMDbewzgF+hyNzc3A74IxcB6TfndUP7efS7JRFbVbTr+VFI0VxZt28BVLeOssoCoFdDqEw2G++tVHuPDC2WMmuGOSdV+/fj0zZ87kkksuAcz2gNFo9Lj7z507l7179/LAAw/w29/+9rgzy/v27cPtdvPud78bgCVLluB2u9m3bx8AgUCAq666CoDzzz+fxsZG5s2bZ99ubW0dqbd42hin+UcjCCJ99tWVtOL4nHrpSvHkO40Cy5Yt47bbbmPZsmXj8vpnynh9bqePUEluW5uBf29C9Z9k332VO6sm/vrvKFSOWPWI0JcrrzrOSP6F6/qZCfbpMCY53OMF0ZIk2Y+VSiX7/ubmZn7zm9+wevVqXn/9dR577DH+7//+b8jjDnVKVrmvWqhFUex3W5IkNG18TpOqueaaa7nmmmuP+7iiKBQKebLZLOl0L5pWZP/+Njo6OjjSfpjDhw+Ry3Ta+3tjDXjrZ+BvnGWmFGJNo37a2rPlVTre+PmovsZQrFixot92opF81/XEzr9qTF5LL6toxcyAtELWTinopTyanVIo9eWW9TK6Vjab0A8OX8cEn89PwFocEw6FBqQTKtsQgUCIYNC0ovf5/P0clGuFMRHchQsX8uUvf5l169axcOFCO6XQ3NzMpk2bWLJkST9BbW9vJxqN8r73vY8rrriC97znPfT29hIKhcjl+swGZ8yYgaIorF69mssvv5zVq1dTLpeZPn06HR1jf4o7Gng8HjweD7FYnObmqUPmm9LpXlpb97Nv3152797Frl1bObrzTQDcgQi+pjkEJs8jMGUensjwc9bDJTb/KgDy+8c+h/url/+AGEzhj9d6DtewTo0NBFHC1zADV7Se3IENGGUVXTOrGswJM+vU2SpN63+qXnUKbh3PsPKsuqaaQqmWzEUmShGjlKMs59CUoVMuLrebUChCOBgkFA7i9yfsSTPTRt6Fy+W2S94G28eL/crUKpNjfRNmgn1fZR9z0ixAPq8gin2ldBWr+YqVfaWM7mwqfxsTwY3FYvzgBz/g61//OoVCwZ4Uu/fee/nKV75CKpWyT/0BduzYwbe//W3ADPs/+9nP0tDQQCKRoKWlhQ9/+MPMmDGD73//+3z/+9/vN2n2ve9975wrbo9GY7aDA5iR/9Gj7XZZ2OYtmzi6520APJEU/snzCFplYWbN65khCALx8/+U+Pl/esbHGikMw0BXCqi5brR8mnKh14rssvYEka7IVnWACkPlBAeWhQkiiKZwCILYd7ZrgGFoVWVhGoZVeaCrJTS1NGjSqdi+i54NL5zx+xQEAUlyVZWFmTP8gUCAYDJOKDSVUChMY2MSl8tPJBIhGo3Z5WE+n++Mx3A61JJr71ji2KSfAhPJJr0awzA4cuQwmzdvYPPmjWzZuoWSXAQEfKlpBCbPJTB5Lv6GWYie8fkCniqGrpmTdbluc9FDrstcAJHtQst3o2S70NXSoOe5PV6CwRCBQAC/z4yk3G6PtdhArFr4YKDr1QsftH6LIAB0Q7ezimbJlNm4pxKtRaMhNE2wFjtUX/x2FFcpv3K7zYY/kiSZAir1RZDV0SJgL4aoHu/JqDWBq6XxnHVVCmcLE1VwB1Iul9m7d7e18mwje/bsQtM0BEHEm2zG1zATX30LvtR0PNH6Mat8MKPSIppslSsVs5QLGcrFNFohYy1g6EHL96IW0oNmyUPhCIm6BKlUyu6vkEgkiMfNpb3RaGxMC/3PZlE5U2ppPGMpuBNq4YPDyOByuZg9ey6zZ8/lz//8Y8iyzK5d29mxYzvbd2xj766V9G5+BQBRcuGJNeGK1uOJpHAFY0j+CJI3iOjxIbq8IEoIgmiX8xiail628onlUl9OsdLAplS0a2h1JY9RKqCV8pTl/HHrPQPBkNm8pqGOWKyFRCJBXV3C7pmQSCRpbq6vmS+xg8NQOILrgM/n65cD1nWNQ4cOsW/fXtraDtDWdpCjRw9zrHWD2eTmDBBF0S5kDwYCBOuChEIpe7WTWcQeIRwOE41G7Xyj00fX4WzAEVyHQYiiRHPzVJqb+y+J1XWdfD5Hb28v+XwOWZatBuQ5uwG5KIr27LbHYzZtMZdp+vH5/Hg8npor1XFwGCscwXUYNqIo2s3BK9RSLs7BodY5ewrcHBwcHGocR3AdHBwcxghHcB0cHBzGCEdwHRwcHMYIR3AdHBwcxginSsFhSGRZJpNJk8/nKBaLtp9XpYmJ1+vF7w/g8ejouoE4Dn14HRwmGo7gnuPous6hQwfZuXM7Bw7s58CB/XR0HCWbzQz7GIIgEAyEiMZixGIx6urM5bSVlWCJRIJkMkUgEBzFd+LgUPs4gnsOks/nWL9+LevWrWHzpo3k8mYdrdcbIBmfxrSmRURmpwgGYvi8ITxuP5K1fFfXdTRdRS2XUJQiJSVPUc5SkDMUimm6O3ppPbCJfKEXfcAyXb8/QDKZIpVKkUz2XRKJFMlkknA4cla14nNwGIgjuOcIhUKBd975I6tXr2Tz5o3oukbAH2Ha5IuZ0jSPKQ3ziIRHzmBS13UKcppM7hi5XBeZ/DGyuWNkcsdo3X+UzZu2oKj9HQ9cLle/6DgeryMej9uNZ8xLlGAw5KxWc5iQOIJ7FlMuq2zYsJ5Vq15n7dp3UFWVSCjJwvOXMWvapTSmZliNoUceURQJBeKEAnGoP2/Q44ZhUFIKpgjnj5HNdZHNHyOb6ybX20374R3kCr1omjrouZIkEQpFiETMSzhsbhsakoiid5CpYCAQIBAIOHlmh3HHEdyzDF3X2L59G6tXr+Stt94kn8/h94WYP+sq5sy8gqbUrJqIDgVBwOcN4vMGSSWmDbmPKcp58oVe8sVeCsUMBTlNoZimKGcpFjN0d2Y5dLADuZRFLhVO+Jperxef14/XV+lF29eHdigb8GqrbzAsj0PDupiThZWtXjE8tProAng8EoqiIYqibQfucrnxeDx4vWZv3EAgQDAYIhisWMdUmveEnB+Is5BxF9yKU2/Fudfh1CkWi2zbtoU1a95m3dp3yGTTuF1eWpovYd6sK5g6+UIkcdz/q08ZU5RD+LwhEvEpJ91f08vIpTyynKVYylIq5ZGVvJ1rVpQiSrmEqhYpl1VUuYScL6NpOavBeBndMIVTN/QhXGkBQUAUKo2/BatB+IDtAKtDU5Q1NL2MppcplxVUtYSiyhzPJ0wQBMsa3OyiZkbsAfz+IH6/z2oE5LUtmFwut22HU/kBqfyYuN0eoI5sVsXr9eB2Ow2ExosJ8y0sl8vD9pk/mzEMg56ebvbt28uuXTvYuXM7u3btRNc1vB4/0yYv4MpF76Jl6kLcrpFvtm0YBhu3v8S+g+tQx8C/rKQUUJQCHk8ArycwKq8hSR6kUQgm3S4PLc2XcNHcq4cUOMPQUVSZklJALuWQ5RzFUpainKEo5yjKGfP+Yo4jvd0o6iHzh0MtDZlqGS6CIOB2e2yxrlwfGO1XnCeqHShEUbLPBPo/JtmuF5LksqP6ynPM25J9Ox4Pks+rdplh5bUr4zHPAExfM2k0/nPGiXF3fJgzZw6f+9znWLlyJT09Pdxxxx1cc8019mNf/OIXee2111i0aBG33HILX/3qV217809/+tPccMMNvPHGGyxfvpzHH3+crq4u3v3ud/Pd736XD37wgzzxxBNks1nuuOMOli5dyvXXX8+qVavo7OzkU5/6FLfccsuwxzoajg+6rqNpGuVyGVVVKJVKyLJMoZAnl8uSTqfp6enm2LFOjh5tN116c2ZVgSAIuFxevJ4gPk/QFKRRjlxyhR7SmfZRfY1qfD4fy5YtY8WKFcjy0EaItU4s0kgwEB/Zg1ppDcPQMTD6Uh0Vk0nDwEDvlwIZvK08Vx/8/H5bzG3ldfvdZ1gnAqMnIxU7oT6hr4i9xPTpM5k37/yq6N9vWxmZRphu6wzAZf04SIMqYc45xwdBEHjqqafYu3cvH//4x1m8eDGJRAIwBWn58uUAfP7zn+e8887jX//1X+no6ODP//zPmT9/PosXL+bOO+9EVVXefPNNFi5cyJtvvskHP/hBVq9ezWc+8xn7tWRZ5umnn6atrY3rrruOG2+8cdzSGfl8nr/9208Me/+AP8r0KQupT0wnWTeVnvQRtu9ZNYojHIyinDhPOtIsW7aM2267DYDnn39+TF97pCgphZEXXEFAECQEain66y/OtuOwfd3cpyLQlccrQj/UD4Ju6Bi6jm5oaJqKqqrIcl91S0/PO6xb985pj3jZsg/zhS/8w2k//1SpCcH96Ec/Cpi25/Pnz2f9+vVcffXVANx44432fm+++SZ33303APX19bz3ve/lrbfeYvbs2cyaNYsNGzawatUqbr/9dh599FEURWHz5s1ccskl9jE+9KEPATBlyhQikQjt7e3MnDlzrN5qP/x+H+9979W89trLw9q/UEyzfc9KOrr2kYpPo7H+PK667K9I1jWPWrXBQDZse4lX3/zpmLwWwIoVK/ptJyJLLrmJi+a+b7yHMSS6rlHWFMplFU1TzTyzppo5bUPrM880NEv4dAz7fg3dyk9X72s+rtu5a1M4NWtCsXpfDc3KnWua+bplTaVcLqFqJVRVRldl1HKRknL8fPfp4vF4WLDg4hE95smoCcGtxjCMfvmuQKB/3m5gLqxye8mSJaxevZoNGzZw//33k0gk+NWvfsWcOXP6GQdWX5ckCU0b2kNrLBBFib/5m9v4m7+57bj7aJpGOt1rpxR6ejrYsWMX+/ZtYtuePwDg94VpbjqfluaFtDQvxOcdvYj9ornmD+G+g2vHLIf7yksrCQUaSMRGJ4c7WlRyuBfOufq0nm8YBmpZpijnKCl581IqoJZlFFU2J9/KJcqagqaVLeFS0bQyZV3tu66paJpiCZlCuWxdLyuDFqeMNpW0gOmSbF7cbhcuyYXbyiMHg1683gg+Xz0+n+kUEgwG8fsDdqlfMBg0bZqs2z6fb0JMBNaE4D777LPcfvvt7N+/n23btrFgwYIh91uyZAlPP/00//iP/0hnZyevvfYat956KwCXX345X/rSl2hpacHj8bBkyRL+5V/+xY6eJyqSJFFXZxomzp491843GYZBZ2cHO3ZsY8uWjWzatJGd+1YjCCLNTfOZ3XI5s6a/C583NKLjEQSBBfPex4J5tRmxnQzDMGyxKWslO7KqRFp2eZeV/+wXVAmYFQiWTbmAiCCaVQm2pXnFzrzKbr2z+wCGodsCqJZL5ko9tWhXUMilPHIpR1HOIpey1uRZFk07uYecLVp2hULf5JfH58HvdhMKxQHRLkmrrnAwreL7nleZyKrOefZNePVNilVE08yp9l36T5T1nzircK46hdSE4Ho8Hm6++WZ6enp48MEH7fztQL785S/zla98heuuuw6AO++8k/POM4vqFyxYQE9PD3/5l38JmOL8ne98h8svv3xs3sQYIwgC9fUN1Nc38J73XIWu6+zdu5s1a97mrbdW8dLKf+eVN3/K9CkXM3fmFcxoXojL5RnvYY8Yuq6bwmQtK5blLIWKWMk5SqUcspJDLuVR1IJV7VBEUUuM5gTP6VDpRREMhYhEIqSa6gmHz7MXcITDIYLBsBXVBfD5/Hi9Xks4PcOaxT9XBa7WGPcqhYnEaFQpnCrD+eIYhsH+/Xt5880/sHLlH0ine/B6/MycdilzZiyhuWl+zRbVK6pMrtBNLt9NvtBDrtBLodhLvpCmIKcpymkKRbNs6njCaZ6ChgiFQtYpp3k6OpRYVWpYzaiub+FDZWZcqIpUK9vKxYyGzW3lUpnwAYhE/GQycpW5phk1Vl6/svDB5/OPeg+JWhPcWhrPWFYpOIJ7CkwUwa1G1zW2bt3CypWv8/bbbyHLRfy+MDOmLqKleSFTJ12Ax+0bxRH3YRgGhWKaTK6TTM7srZDNd5n9FvLm0t6hVot5vT67j0IsZtqmRyJRe0lvZTttWhOKIuBy1Yal+tksKmdKLY3HEdwaZSIKbjWKorBx43pWr17J+vVrkeUioijRkJzB5Ma5NCRaSCWmEQmlTjkCNgwDuZQjX+wll+8hV+gmm+uyhNQU00yua1DBfiAQJJFIWl3DEtTVme0cKw1sYrEYPp9/WGOopS8x1NZ4amksUFvjOefqcB3GBo/Hw+LFl7J48aWUyyrbt29j8+aNbNu2hbWbf2PPWIuiRDhYR8Afw+cN4nH7EUUXoiDaS1Qrkz4lJW/nTwfOeAuCQCQSI5lMMrt5BonEpXZLxlTKbMs4sArFweFsxhHccxSXy80FF1zEBRdcBJjR76FDB+0G5J2dHWQyaXK5ND25dtPxQdPMmWiXC5/PRzjmZ2p8Ch5PgHA4TCwW79eAPB6P18zpvYNDLeAIrgNgRr8tLTNpaTm1RSC1dGro4FDrOO31HRwcHMYIR3AdHBwcxghHcB0cHBzGCEdwHRwcHMYIR3AdHBwcxghHcB0cHBzGCEdwHRwcHMYIR3AdHBwcxghn4YPDkOi6Tnd3Fx0dR+nqOkZ3dxfpdJpsNkM+n6NYLFKSZQxdp1Tqa0QuWnbgbo8Hn2VHHgiYflPBYNB2oA2HI4TDYbsRjc83Ng10RppSqUQmY34u2WyGXC5HPp8jn88jCBo9PRkURUFVVTRNs6xjsI0XTQNHN16vF78/gN/vJxAIWo69IavrmWmf7pioTnyc/8FznEoj89bWAxw8eIC2toMcajvI0aPtqOX+jWb8bj8hT5igK4jP5ScuJXCJLiSPhIBgGxKq5TJqSaHUWyKn5WjT2iiqBQpqnuP1SvJ4vEQjUSJ2RzCzO1gkErW3lc5goVBoVNpLGoZBqSSTy+XIZrPkchmy2SyZTJpMxhTUdLqXTDpNOp0mk0lTUkrHPZ5bcuN1+fBIHlyCC0mUEC0rJN3Q0XQNVVdRdRWlXELRTuygEfAHCIejRKIR+3OJRs3uabFYzOqoZl4m6g/Y2Y4juOcQuq7T3n6E/fv3sm/fXvbv38uB/fsoFM2WiAICiWCKScFJzGu+gPpAA6lAPXX+BHFfHR7pzBqY64ZOqSyTU7Lk1BxZJUtWyZAtZckoafN6b4b2jiPsVHaQU7JDCrQgCAT8AatpdxCf34/f7ycSCaHrpgV4JYKsmBbquk65XKZcVlEUBUVRkOUicrFIoVAwL8X8cS2XREEk5A0T8UQIuyO0eGcSnhQm4okS8oQJeyKEPCFCnjABV4CAO4AkntrXS9M1ZE22f5zyap68miOn5MgpWbJq1tx2ZTjSfoidyjZypVyfo24VXo+XaCRminM0SiqVwO32WfY0IQKBgN2Tt9oeXRDMHsCVvr7m56ZZzhiafbG9znTTCLLyvIrlucfjsXoP+wgGzdeaCBY4o43TnvEUmEjtGYvFIocPt9Haup/W1lYO7N/LgQP77YjMJbqZEmlmangazZFpNEemMik0Ba/Le5Ijjx26oZNTcmSVNFklS6aUJm8JdV7NU1DzFNQCcrmIrMmouoKiKai6akeQApbNtiAiiS4kQcIjefGIHrySF5/Lj8/ls0Uy4A4RdAcIecKE3GFLRCME3AE7Oq0lNF0jp5qfTaaUMbdK3/WskiGrZsmrWbKlLGX95JY9o4EkSgSDIcLhMOFIhPr6JD5fkGg0ZjU9ihOPm9tQKDzqDdmrOafbM2pWRyqHE2MYBoVCnq6uY3R2dnLsWAft7e20tx/m8KFDdHUfs/f1unxMCTfz7qY/oTkylWmR6TSFJp1yBHYmY32t9RU2da4/6Wnz6SAKIgFXADj1Vo+KVkLRSmRK6RPuV1SLFMsF/K4Afvfw+vOONh7Jw0Wpi/mTqUuJemMn3d8wDBRNoVguUFALlDSZklZC1VTKukrZ0MAw0A3d9GwTRCRBRBQkJEFCEvtvBQT7R8jA6JcmUTQFRStRLBcplotWxG5G69mjGXa07SRTSlNUi4PGKUkS0UiMWDxOPF5nd6GrNKGvpFEikciEi5zHNMJ9/fXX+c53voOmadTV1fHggw/S3t7OI488wuLFi9m0aRO33XYbuVyOn/3sZ6iqmUO86667WLJkCQBLly7l+uuvZ9WqVXR2dvKpT32KW265BYB33nmHBx54AIDLLruMl19+mR//+MfMnj2bvXv38sgjj9DT04OqqnziE5/gpptuOqXxn0mEq2ka27ZtQVX7BKf6kxcE0HWj6pS3hCzLyLJMsVggn8+Ty+UoFnN0H+uhN9OLMiB/KCDgkTzWxYtX8uKRvLhF97j+UfbKPXQUjo7b648EPp+PZcuWsWLFCmRZHu/h9KM+0EDMFx/vYZwWpkiXKVcuRt91req2btkWDUQSJSLhCKFwmGCoL13i9/vx+/vSJhU7JbfbjShK9vdBEEwrpHS6T/gTiQTTprWc9nuqiQi3q6uLL33pS/zHf/wHs2bN4r//+7+58847ufPOO9m5cyf3338//+///T8Aenp6+PCHP4wgCOzdu5dbb72V119/3T6WLMs8/fTTtLW1cd1113HjjTfidru54447+M53vsPixYv53e9+x/LlywEol8vceeedPProo8ycOZNcLsdNN93ExRdfzMyZp9aO8HT51a+e57//+z9H7HhRb4zGSCMFtYDf5cctecyoowZ/7YvlwVHMRGPZsmXcdptpZ//888+P82j6UywXiTExBVcURETJg/sk8wOGYdiCrGglStYkoygI9KR76En3jOi4vva1b9PcPG1EjwljKLgbNmxg7ty5zJo1C4CbbrqJBx54gHw+z7Rp01i4cKG978GDB2xUpWsAABpfSURBVPmnf/onjh49isvl4tgx87Q5lUoB8KEPfQiAKVOmEIlEaG9vR1VVfD4fixcvBuD9738/kUgEgP3797Nnzx7uuOMO+zVUVWXv3r1jJrhXXXU13d3ddHcfQ9eNiot21QSF7awNVEe/BsVikXwuTz6fI5fLUtbKpEu9pEu99jFivjgpfz2NwSYago00hSbTFJpE3Fc37iL82oGX+cXWn43rGM6UFStW9NvWEteddyPvnbp0vIdxRqiaQrqUtv+ue+Ve0qUe6z4zL50u9R53IhXA5/VZJXUB/JY5pySJ9ner8l2rbMH8nnm9LlRVsx+bN+8CJk2aMirvc8wEt/JmhmKgzcodd9zB3Xffzfve9z50XWfBggWUSn2nz15v38SOJEn2zPLxjm8YBvF4nF/+8pdn+jZOm2g0xic/+TdnfJxkMsSBA+309vZYAt7FsWOddHYepb29nbVH3iF3sG8CIOAJMiXUTHNkKs2RaUyNTKcx2IQ0hq69f2KJwcZRyuGOBUW1yB9eWEnK3YA/UGM53OY/Pa3nm1UjJVTdzOFqhik6laoHkUoe18rbWpOOldsCQj9XYwMrCtVVVE1F1mRKZZlC2ay6yCk5cmqOnJIxJ/WUDBmll3QpTUHJDxqfJEpm3jYWIxWr57zY7Kr8bV+ZoGknHzptd5GxbKI/ZoK7cOFC7rvvPvbs2cPMmTN57rnnmD9/PsFgcNC+2WyWKVPMX5hnnnkGRTn5l3TGjBkUCgXWrFnDokWLeOmll8hkMgC0tLTg8/l4/vnnueGGGwDYs2cPDQ0NhEKhEXyXo48gCHZpz+TJzUPuk81maGs7SFtbK62trbQe2M8bB3+Pst/8HD2Sh8nhZqZGpjPVEuJJocknPa07kzG/d9rVvHfa1af1fMMwkMtFMkrGLpHKqzmzSqFsVSmUZWsCTEUzymi61i/vV6lScIkuPKKZ5/a6vPgkP363H79VpRB0hwi4g4TcIUKe0Kh9JiONbugU1LwZDVrVCXaVgpK1SvGs6o5ygaJaQB1g6Hm6VGqwh4vX4yUejxOKR5gcm8L5sQv7VSnEYuZEWTg8ttUKY8GYCW5dXR3f/OY3ufPOOymXy9TV1fHoo4/S3t4+aN977rmH22+/nYaGBi699FJisZPPwHo8Hr797W9z//334/P5uPzyy0kmk/YKnR/96Ec88sgj/OQnP0HXdRKJBN/97ndH462OO+FwhHnzzmfevPPt+3Rd48iRw+zbt48DB/axb98e/rh/Fa+1vgyYgtQYaqIpaKYiGoNN1AcbqA804HePvNGjppetkq+MXY+bKWXIVkqalLRVm5slW8qcsJzJ5/Xj9/nwB/xIHjdutwtJciGIgn36qOoqcrmIqpqTkqV8iVJJRi6deALM6/LadbZhd4SIN0LYuh3xRs37rdtBTwjXCFV+GIZBsVwgb0eFVi1uv88rTUbJWLXMGTRjcA2xJEqEwxHi8Rj+QJBEKEkwGLJXtXm9XtxuczJJkiSrntZ8rq7rGIaBppWtWlyNcrlsGolqmv24YRiIoogoikiSC7fbhdtt1uH6fD4CgUDVirkQHo/3nLVmOqvqcHO5nB2xrl69mrvvvptXXnllxH4lJ1Id7nDQdZ2OjqMcOLCP1tYDtLbu59DBNjq7OvrlyXwuH3F/HRF3lLA3QsAVsOtXXaILSaiIjFkaVNbLqLpKSStR0mSrpKpIoWyWBuWVHAW1MOSYJEkiErZWl9krp8yVVeFwpGq1WZhgMIjf77dXnZ3OZ6PrelUlSI5cLmctz81aq8zMFWaZTJpMOkMm3UsmlznuAgmfy0fAEyTgCuKTfPhcPtyix/ycrNNwAMPQ0QzdXGmmKfZnJWuyXV98vK+m2+UmHI4QjcX6rTgza1or95klVMFgCEEQak7gamk853Qd7pnw4osv8uSTT2IYhh3xnm2nJCOJKIo0NjbR2NjEZZe9276/VCrR0dFOe/sRq5dCF93dx8ik0xxMt1LI5pHl4qClv9UIgoDXU9VLIRIgHAzTFJpEKBQmEjFFs2/ZrikcgUBwTCf5RFEkEAgQCARIJJLDek6lBrqyvLfSSyGTydh9FPL5HJqmksnkUJUeFEVB13Rr+bOBJEmIomiuygp48Pp8hH0R/H6fHYGGQmE7Kqz8yEQiUfx+/7hPhDqcHmdVhDvanG0R7plSLpeJx/20t1dKcgQkq3mNJLnGXBRq6bOB2hpPLY0Fams8ToTrMCFwuVz4fGZE5uDgcHKc820HBweHMcIRXAcHB4cxwhFcBwcHhzHCEVwHBweHMcIRXAcHB4cxwhFcBwcHhzHCEVwHBweHMcIRXAcHB4cxwln44HBSNE2jUMiTz+cplWTb9tswDCIRH5mMbC9Tdbs9luW3aezodnucZagODhaO4Dqg6xpHj/7/9s49OKqz/OOf3XN2s5fsJQkkJNwTS8u0OKUplrbKlHjhMpRLR8HBojPa1sKgMy3VwtSxjrSMaJ060+K0tFV/nVHLWC1qsbRgZcqvIMWqP6zSJFwSAlkSct1b9nIuvz/O2ZMLSSAh2d3U9zMsy+7ZPe9zXna/+5znPO/ztNDcfIFQqJlLl1q4dKmVjvZ2uro6icaio963LMlmpahC/AGjAE2myEqmgaBRlq/4I1mOTyDoixDc/zI0TeX8+SZOnz7FmTOnaWw4w/nzTaT69FordHqY5A5S5vIzp6QMf7mXQqcbr8NNgeTEKRl1Ze02m1EL1Ww8mNZUUlqalJomoaSIKwni6QTRdA/RVJxoS4SmphY+SEaJpy8viyjZJYKBIMHiYor6NRDsewuawiwajQomHkJwP+LE43FOnaqjru5D6uo+5MzpU1YNWI/DxSx/OYun3sJ0XxlTfZOZ4i3Bm4WutCk1TTgVoysRoTMZMe4TEbqSETq7IoRaG/hP4sSgwmyz2fCZlbN8fqN0Y2Ghj7KyEsCB12u2WXF7cLlcFBS4rLqvTqcDSZKRJMms/zqga4GuoWnGrW8NWEVJk06nzfvex/2fU1DVtPl6hYICiUikB1XtWz82s3/9svKLNpsNu92G3S4hyzKyLJvNDwtwudxWJbHMGYPP50eWxVd4IjGh/re2bt3KTTfdxL333sszzzxDPB7n0UcfzbVZeYOu67S1XaK+vpb6+lrqaj/kXFOj1d5ohn8Kd5bN42NF06gKTqPUU2S1uc42TsnBJHeQSe7hi8un1DRdyQhdiSjdyShdyQjdqRjhZJRIKk74YpjGphaiqTixVM+IOg9kE5vNaCmeOSuwm4W+rfq4GH3tNF0zawoPXm93IF6P1wjNmGcExq2IoqISiouNx4HAlQv4C7LDhBJcQS+6rtPV1UlDg9HB4cyZU5w+VU93uBuAAtnJx4LTWFW1iDlFM6gqmoZbLrjCXvMPp+Sg1FNMqaf4iq/VdI0eJUk8naBHSdKjJEkoSZJqmqSaIq0qpDQFVddQNRVV16xeXBnhs5ser91mR7ZJSHbjXrbLyHYJR997ybh3mMXFHXbJeq1ktyPbJSSb3RTakf2w6bqOqqukVMUI0agp69hi6R4iqTiRVIxwKmb8EIW6qW04T2cigjpArG02GwGfH58/QLCoyCrkbhRxL7QKuWfOBJzOAhwOB7IsY7fbrS4Quq6bnrlmee2Gh9/3DECxvH7D48949yp9HXq/301PTxpZ7r3Qalxs9VhnKB6P9yMX08+Z4L7wwguEQiG++93vAtDW1sbKlSt566232LVrF8ePHyedTjNnzhy+973vDdr7LIOqqjz11FMcPnwYgE996lM88sgjJBIJampqOHLkCJIksXz5cm677TYef/xxTpw4wY4dO3jllVeycryjQdNUIpEI7e1ttLW10dp6ka6uNs6ebeTC+aZ+F7PKCydxU2AWVdOncl3RdKYVlo57o0hd1/nzueP8s7WO1Bj1xxotPekkcSWBR3bhdky8H5YMTsnB/NLrqZlxqynyMh6H66rfr+ka0VSczqQRojFuYfPsIEp3UxsX0+cIJ2Mklfxu6Gmz2fB6vMYPRMBoGun3B/sVrff7M91AjA4g+R7bz5ngrl27luXLl7Nlyxa8Xi979uxhxYoVvPzyy/h8Pl599VUAfvSjH7F7924eeuihIfe1Z88eTp48ye9+9zsA7r//fvbs2cP69euprKzkX//6FxUVFbhcLt5//30Ajh49ysKFC8f/QDGE6cCBNzhx4p/m4/7bDe/B+Hci0UMsGiUSiRCJhtE0rd9r/QVeyjwlLCi+nmQgxfnIJVyyA7vNTntPF+09XbwX+nc2DovORISWeEdWxroSLpeLpUuXsn//fhKR4fuU5TsnLp1i/9mjFLmGLmQ9Wpx2mZICPyUFftOLNkIYqnnhU9d1NLMrhY6O8af3A2vDhvnH6trbe8+Ax7Z+YZPe8Inxt05vt1/NHF+z7NFQNQ1VUYm2d9HV1o5qNgUd6sfdZrPhcXvwerx4vF7cHg9OZwGDZSVmWqcDOJ0ylZVzWLbsbiRpfAU7Z4IbCASoqanh97//PWvXruU3v/kNP//5z/nWt75FNBrlzTffBCCVSnHDDTcMu6+jR4+yZs0anE6jw+o999zDwYMHWb9+PQsXLuTIkSNUVFRQU1PDsWPHuHjxIkeOHGHTpk3jfpwAHR0dvPzyz0b9/hm+MuYUz2BuyWxmByoodvmx2+z87/l/0pEIj6GlI6NHSV75RVli6dKlbNy4EYC9e/fm2Jprp0dJUsTYC25fbDYbsk0C8tsrzKDpOtVlN1AZnEpz9BJNkVaao5e4EGmlOxVD13Vi8RixeAzaRrbv9957j5tvrmbatME7YY8VOY3hbtiwgS1btlBSUkJVVRWzZ89G13Uef/xxbr/99qveT+aiUF8yj2+//XaeeeYZpk6dyuc//3lsNhuHDh3i5MmTzJ8/f0yPZyhKSkp48smnaG/v/ynQNI1UKkUqlbQaGcbjcbORYZiuri66Ojto6m7lXKSFg43HAeO0s6JwElMLS7ml7AZm+cuZ6Z+CewSnnmPBnxuP8z//3pfVMYdi//79/e4nOvdcdxc1MxeM+X6NduoJIqk40XQPsXSPFfNOqClSqpHWp2gqitlq3vR1La/WaDlvR7JJyPbem2NAnDuzXcpcLLTZzL3oqJpmpRKmtd44dcKKUyeIpuNEUz2E0zEiqThJJUVd57nLjsnpdFJSbHTo9hYaWRyZPnWZzsGZ2LTT6USW5T5xaQgE3NjtrnEXW8ix4M6ZM4dgMMiOHTusWG5NTQ2/+MUvmD9/Pi6Xi2g0SktLC1VVVUPu54477uC1115j2bJlgOHhfO5znwPg5ptvpra2ltbWVrZv344kSWzZsoUbb7zR8oizwcyZs5g5c9ao3qsoCp2dHbS2thCLdVJXd4YLF5r497lG3r3wf4DxRajwTaIyYMRwrwtOp7xw0rhmIdTMuBWAf7TW5kUM9903D1HmCOL2TPwY7mJzbq8WXdeJpnvoTISNuG3SuO9KROhIhOlORY3sjkTUOjUfClmSrbbpkl0y2s1jM4RXM079VVVFURVURb3sIt21kAkLuN0efD4fhVMmMcVXacVre+O3QSt+W1Bwbf/f2eyvlvMshS984Qs8/fTT3HXXXQA88MADPPvss5Y3arPZ2Lx587CCu27dOs6dO8eaNWsA+OQnP8natWsB49dv3rx5SJKEw+Fg3rx5dHd3Zy1+OxbIsszkyaXmzccnPtH74eju7qKh4Qxnzpzm9Ol6/lFfx+HzRqzY63TzscA05hTPYE7RDGYHKnBKjjGzy2az8emZC/j0OHhiV4uu6yTUlLGwYoDH1j9LIU1aU0irCopuiIQRL+wfULf3Sd+ShstSkOTLPLrLPDu7HclmeIKZffZNDcvEPTNen2bGM1VNozEcMrw/0/aM9xczsxSiqTjhVIxwKm6IaSJKWlMumx+/z08wWETZrGnMcBda7dP7tpr3eLy43R7cbhdOp3PEF56MnGXFykdOp1NmhoKRj6xphkD3zTsuKfERDifMbAhHPy/0o5aZ0Jecd+197LHHmD17Nvfdd18uzbgqJkLXXl3XuXgxZC50qKX2w/9wsSUEGCu5ZvqncF1wOpXBqVQGKij1FOdlrYNM/m1nImLl32ZycbtTUUtsIsnYoELTF1mSjS+zw4nskHHIDuxDLnzQrYUPqqJYXlzaTHNKK2lUdew8utEgS7KxVNpc+GEsjTaWR2dW6BUXlxAMBpFl4wc2n7rkQn7Zk82uvTkT3JaWFr785S8zefJkXnjhBdzu8V/ddK1MBMEdjHC421oMUV9Xx5mzp0injRCAx+Fiuq+U6b4yKryTKS+cRKmniGKXf1zSyhJKku6kkTtqCWmyzyoz87lYquey90p2Cb/f8Nj8gaB1munz+fD5fFRUlKKqkpXDmcktHevVWBmPrneVWf/808zqtMJCJx0dUVQ14+X1rmID3fws9X6eDM/OhiwbPwbGSjMj7phZNef1FuJ0jrwgUD4JHOSXPf8VgjsRmaiCOxBFUbhwoYkzZ07R0NDAucYGms43kkj0plPZbXaCLh9BZyGBAi8ehxuvw9W/loJ5ASWTymNcADFPgZUUPYpx8SOmmBdpUvFBY72ZGgqBoiKKi4vNgja99xkPzustHPZ0M5++xJBf9uSTLZBf9mRTcHMewxVkH1mWmTlzNjNnzraey6xca26+wKVLrUa1sA6jWlhHdzdN0Q5i7TGSqeRlucF9keyS6ZG5cbnceIsLKfIWMcPnx+czvNFMHDFTkMbn83+k43YCQQYhuALAuACWWYt/JTIXSDRNo7jYS0dH3KqHO96J4wLBREYIrmDEZCpZAfh8PhITe2GXQJA1xHmcQCAQZAnh4Y4Auz0/0qfyxY4M+WRPPtkC+WVPPtkC+WVPtmwRWQoCgUCQJURIQSAQCLKEEFyBQCDIEkJwBQKBIEsIwRUIBIIsIQRXIBAIsoQQXIFAIMgSQnAFAoEgSwjBFQgEgiwhBFcgEAiyhBDcCcTZs2dZt24dS5YsYd26dTQ0NIz5GDU1NSxdupRVq1axatUqDh8+fMWxR7ttIDt37qSmpobrr7+eurq6a97/tdo1lD1DzdF42tPZ2cn999/PkiVLuPvuu9m8eTMdHR05mZ/hbMnF3ABs2rSJlStXsnr1atavX8/JkydzMjdXRBdMGDZs2KDv3btX13Vd37t3r75hw4YxH2Px4sV6bW3tiMYe7baBHD9+XG9ubr7MhvEY+2rsGsqeoeZoPO3p7OzU//rXv1qPf/CDH+jbtm3LyfwMZ0su5kbXdT0cDlv/PnDggL569eqczM2VEII7QWhra9Orq6t1RVF0Xdd1RVH06upqvb29fUzHGewLM9zYo912tTaMx9gjtetqBTeb87R//379K1/5Sl7MT8aWfJmb1157TV+zZk1ezM1ARLWwCUIoFKKsrMwq8C1JEqWlpYRCIYqLr1w0fCQ88sgj6LpOdXU1Dz/88LBj67o+qm1Xa/N4jD0Wdg2cI7/fn7V50jSNX//619TU1OR8fvrakuu5eeyxx3j33XfRdZ0XX3wx53MzGCKGK+jHL3/5S/7whz/w29/+Fl3X+f73v59rk/KOXM/R9u3b8Xg83HvvvVkd92psyeXcPPnkkxw6dIiHHnqIH/7wh1kbdyQIwZ0glJeX09LSYrXoVlWV1tZWysvLx3wcAKfTyfr16/n73/8+7Nij3TYSe8Z67Gu1a7A5Gi9bB7Jz504aGxv5yU9+gt1uz+n8DLQl13OTYfXq1Rw7dowpU6bk3WdHCO4EoaSkhLlz5/L6668D8PrrrzN37twxDSfE43EiEaN7qa7r/OlPf2Lu3LnDjj3abWNx3Lmwa6g5Gi9b+/L000/zwQcfsGvXLpxOZ07nZzBbcjU3sViMUChkPX777bcJBAJ599kBUYB8QnH69Gm2bt1KOBzG7/ezc+dOKisrx2z/TU1NfOMb30BVVTRNo6qqiu985zuUlpYOO/Zotw3kiSee4K233qKtrc1sjR5k37594zL21dg1mD3PPffckHM0nvbU19ezYsUKZs2ahcvlAmDatGns2rUr6/MzlC1bt27Nydy0tbWxadMmenp6sNvtBAIBHn30UW688cacfXaGQgiuQCAQZAkRUhAIBIIsIQRXIBAIsoQQXIFAIMgSQnAFAoEgSwjBFQgEgiwhBFcgGCF/+9vfWLJkSa7NEExARFqYQCAQZAnh4QoEI0BRlFybIJjACMEVCDAKZz///PMsX76cBQsWsG3bNpLJJMeOHWPRokXs3r2bO++8k23btlnPZQiFQmzevJmFCxdy22239SvY8uqrr7Js2TIWLFjA1772NS5cuJCLwxPkCUJwBQKTP/7xj7z00kscOHCAs2fP8tOf/hQwlo52d3fzl7/8he3bt/d7j6qqfP3rX6eiooK3336bd955h+XLlwNw8OBBnn/+eZ599lmOHj1KdXU1W7ZsyfpxCfIHIbgCgcmXvvQlysvLCQaDbNy4kX379gFgt9v55je/idPptGoHZDhx4gStra18+9vfxuPxUFBQwK233grAK6+8wgMPPEBVVRWyLPPggw9y8uRJ4eX+FyMKkAsEJn1L7FVUVNDa2gpAUVERBQUFg74nFApRUVGBLF/+VWpubmbHjh3s3LnTek7XdVpaWpg6deoYWy+YCAjBFQhM+pb4a25utqpc2Wy2Id9TXl5OKBRCUZTLRLe8vJwHH3yQlStXjo/BggmHCCkIBCa/+tWvuHjxIl1dXdYFtCvx8Y9/nMmTJ/PjH/+YeDxOMpnk/fffB+CLX/wiu3fvpr6+HoBIJMIbb7wxrscgyG+E4AoEJitWrOCrX/0qn/nMZ5g+fTobN2684nskSeK5556jsbGRxYsXs2jRIktUP/vZz3Lffffx8MMPc8stt7BixQreeeed8T4MQR4jFj4IBBhpYU888QR33HFHrk0RfIQRHq5AIBBkCSG4AoFAkCVESEEgEAiyhPBwBQKBIEsIwRUIBIIsIQRXIBAIsoQQXIFAIMgSQnAFAoEgSwjBFQgEgizx/7GEVZiCswHkAAAAAElFTkSuQmCC\n",
      "text/plain": [
       "<Figure size 360x360 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sns.catplot(y=\"paint_color\", x=\"price\",kind=\"violin\", data=df);"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Important observation can be obtained from the above figure regarding the distribution of price bracket for each color of vehicle."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 217,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 360x360 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sns.catplot(y=\"manufacturer\", x=\"price\",kind=\"box\", data=df);"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "It just gives and idea about prices based on the manufacturer."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#  Label Processing\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 218,
   "metadata": {},
   "outputs": [],
   "source": [
    "from sklearn import preprocessing\n",
    "import pandas as pd\n",
    "le = preprocessing.LabelEncoder()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 219,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Index(['price', 'year', 'manufacturer', 'model', 'condition', 'cylinders',\n",
       "       'fuel', 'odometer', 'title_status', 'transmission', 'drive', 'type',\n",
       "       'paint_color', 'state'],\n",
       "      dtype='object')"
      ]
     },
     "execution_count": 219,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.columns"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 220,
   "metadata": {},
   "outputs": [],
   "source": [
    "df[['manufacturer', 'model', 'condition',\n",
    "       'cylinders', 'fuel', 'title_status', 'transmission',\n",
    "       'drive', 'type', 'paint_color', 'state']]=df[['manufacturer', 'model', 'condition',\n",
    "       'cylinders', 'fuel', 'title_status', 'transmission',\n",
    "       'drive', 'type', 'paint_color', 'state']].apply(le.fit_transform)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Split Train and Test data\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 221,
   "metadata": {},
   "outputs": [],
   "source": [
    "from sklearn import datasets, linear_model\n",
    "from sklearn.model_selection import train_test_split\n",
    "from matplotlib import pyplot as plt"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 222,
   "metadata": {},
   "outputs": [],
   "source": [
    "y= df.price\n",
    "X= df.drop('price',axis=1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 223,
   "metadata": {},
   "outputs": [],
   "source": [
    "X_train, X_test, y_train, y_test = train_test_split(X, y, test_size=0.2, random_state=42)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 224,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "(265050, 13) (265050,)\n",
      "(66263, 13) (66263,)\n"
     ]
    }
   ],
   "source": [
    "print (X_train.shape, y_train.shape)\n",
    "print (X_test.shape, y_test.shape)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Training Model"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Random Forest"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 225,
   "metadata": {},
   "outputs": [],
   "source": [
    "from sklearn.ensemble import RandomForestRegressor\n",
    "\n",
    "regressor = RandomForestRegressor(n_estimators=20, random_state=0)\n",
    "regressor.fit(X_train, y_train)\n",
    "y_pred = regressor.predict(X_test)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 226,
   "metadata": {},
   "outputs": [],
   "source": [
    "from sklearn import metrics\n",
    "from sklearn.metrics import mean_squared_error as MSE"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 227,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Mean Absolute Error: 1610.98\n",
      "Mean Squared Error: 6585111.0\n",
      "Root Mean Squared Error: 2566.15\n",
      "86.02339690261907\n"
     ]
    }
   ],
   "source": [
    "print('Mean Absolute Error:', round(metrics.mean_absolute_error(y_test, y_pred),2))\n",
    "print('Mean Squared Error:', round(metrics.mean_squared_error(y_test, y_pred),2))\n",
    "print('Root Mean Squared Error:', round(np.sqrt(metrics.mean_squared_error(y_test, y_pred)),2))\n",
    "print(regressor.score(X_test,y_test)*100)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The accuracy is 86.02 ."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
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