Phase 1 Project Notebook 4.ipynb

{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "This is the notebook I will use to make data visualizations for my data."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import pandas as pd\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(1692, 17)"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df = pd.read_csv('/Users/Arsh/Flatiron/Phase 1 Film Project/thecsv')\n",
    "df.shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "df.drop('person_id', axis=1, inplace=True)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "I am now just limiting my dataset to only the profitable movies from the master df."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>primary_title</th>\n",
       "      <th>Gross</th>\n",
       "      <th>Distributor</th>\n",
       "      <th>release_year</th>\n",
       "      <th>runtime_minutes</th>\n",
       "      <th>genre1</th>\n",
       "      <th>genre2</th>\n",
       "      <th>release_month</th>\n",
       "      <th>production_budget</th>\n",
       "      <th>worldwide_gross</th>\n",
       "      <th>director</th>\n",
       "      <th>profit</th>\n",
       "      <th>profit_margin</th>\n",
       "      <th>profitable</th>\n",
       "      <th>budget_tier</th>\n",
       "      <th>movie_length</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>The Gallows</td>\n",
       "      <td>22764410</td>\n",
       "      <td>Warner Bros.</td>\n",
       "      <td>2015</td>\n",
       "      <td>81.00000</td>\n",
       "      <td>Horror</td>\n",
       "      <td>Mystery</td>\n",
       "      <td>Jul</td>\n",
       "      <td>100000.0</td>\n",
       "      <td>41656474.0</td>\n",
       "      <td>Travis Cluff</td>\n",
       "      <td>41556474.0</td>\n",
       "      <td>99.759941</td>\n",
       "      <td>True</td>\n",
       "      <td>low_tier</td>\n",
       "      <td>short</td>\n",
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       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>The Devil Inside</td>\n",
       "      <td>53261944</td>\n",
       "      <td>Paramount Pictures</td>\n",
       "      <td>2012</td>\n",
       "      <td>83.00000</td>\n",
       "      <td>Horror</td>\n",
       "      <td>NaN</td>\n",
       "      <td>Jan</td>\n",
       "      <td>1000000.0</td>\n",
       "      <td>101759490.0</td>\n",
       "      <td>William Brent Bell</td>\n",
       "      <td>100759490.0</td>\n",
       "      <td>99.017291</td>\n",
       "      <td>True</td>\n",
       "      <td>low_tier</td>\n",
       "      <td>short</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>Unfriended</td>\n",
       "      <td>32482090</td>\n",
       "      <td>Universal Pictures</td>\n",
       "      <td>2015</td>\n",
       "      <td>83.00000</td>\n",
       "      <td>Horror</td>\n",
       "      <td>Mystery</td>\n",
       "      <td>Apr</td>\n",
       "      <td>1000000.0</td>\n",
       "      <td>64364198.0</td>\n",
       "      <td>Levan Gabriadze</td>\n",
       "      <td>63364198.0</td>\n",
       "      <td>98.446341</td>\n",
       "      <td>True</td>\n",
       "      <td>low_tier</td>\n",
       "      <td>short</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>Split</td>\n",
       "      <td>138291365</td>\n",
       "      <td>Universal Pictures</td>\n",
       "      <td>2017</td>\n",
       "      <td>107.11193</td>\n",
       "      <td>Crime</td>\n",
       "      <td>NaN</td>\n",
       "      <td>Jan</td>\n",
       "      <td>5000000.0</td>\n",
       "      <td>278964806.0</td>\n",
       "      <td>Robbie Walsh</td>\n",
       "      <td>273964806.0</td>\n",
       "      <td>98.207659</td>\n",
       "      <td>True</td>\n",
       "      <td>low_tier</td>\n",
       "      <td>normal</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>Get Out</td>\n",
       "      <td>176040665</td>\n",
       "      <td>Universal Pictures</td>\n",
       "      <td>2017</td>\n",
       "      <td>104.00000</td>\n",
       "      <td>Horror</td>\n",
       "      <td>Mystery</td>\n",
       "      <td>Feb</td>\n",
       "      <td>5000000.0</td>\n",
       "      <td>255367951.0</td>\n",
       "      <td>Jordan Peele</td>\n",
       "      <td>250367951.0</td>\n",
       "      <td>98.042041</td>\n",
       "      <td>True</td>\n",
       "      <td>low_tier</td>\n",
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       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1520</th>\n",
       "      <td>Alex Cross</td>\n",
       "      <td>25888412</td>\n",
       "      <td>Lionsgate</td>\n",
       "      <td>2012</td>\n",
       "      <td>101.00000</td>\n",
       "      <td>Action</td>\n",
       "      <td>Crime</td>\n",
       "      <td>Oct</td>\n",
       "      <td>35000000.0</td>\n",
       "      <td>35426759.0</td>\n",
       "      <td>Rob Cohen</td>\n",
       "      <td>426759.0</td>\n",
       "      <td>1.204623</td>\n",
       "      <td>True</td>\n",
       "      <td>mid_tier</td>\n",
       "      <td>normal</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1521</th>\n",
       "      <td>That's My Boy</td>\n",
       "      <td>36931089</td>\n",
       "      <td>Sony Pictures Entertainment (SPE)</td>\n",
       "      <td>2012</td>\n",
       "      <td>116.00000</td>\n",
       "      <td>Comedy</td>\n",
       "      <td>NaN</td>\n",
       "      <td>Jun</td>\n",
       "      <td>57500000.0</td>\n",
       "      <td>58085235.0</td>\n",
       "      <td>Sean Anders</td>\n",
       "      <td>585235.0</td>\n",
       "      <td>1.007545</td>\n",
       "      <td>True</td>\n",
       "      <td>high_tier</td>\n",
       "      <td>normal</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1522</th>\n",
       "      <td>Pan</td>\n",
       "      <td>35088320</td>\n",
       "      <td>Warner Bros.</td>\n",
       "      <td>2015</td>\n",
       "      <td>111.00000</td>\n",
       "      <td>Adventure</td>\n",
       "      <td>Comedy</td>\n",
       "      <td>Oct</td>\n",
       "      <td>150000000.0</td>\n",
       "      <td>151525973.0</td>\n",
       "      <td>Joe Wright</td>\n",
       "      <td>1525973.0</td>\n",
       "      <td>1.007070</td>\n",
       "      <td>True</td>\n",
       "      <td>high_tier</td>\n",
       "      <td>normal</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1523</th>\n",
       "      <td>Firestarter</td>\n",
       "      <td>9589250</td>\n",
       "      <td>Universal Pictures</td>\n",
       "      <td>2022</td>\n",
       "      <td>94.00000</td>\n",
       "      <td>Documentary</td>\n",
       "      <td>NaN</td>\n",
       "      <td>May</td>\n",
       "      <td>15000000.0</td>\n",
       "      <td>15136870.0</td>\n",
       "      <td>Jamie Bailey</td>\n",
       "      <td>136870.0</td>\n",
       "      <td>0.904216</td>\n",
       "      <td>True</td>\n",
       "      <td>mid_tier</td>\n",
       "      <td>normal</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1524</th>\n",
       "      <td>Stoker</td>\n",
       "      <td>1714221</td>\n",
       "      <td>Fox Searchlight Pictures</td>\n",
       "      <td>2013</td>\n",
       "      <td>99.00000</td>\n",
       "      <td>Drama</td>\n",
       "      <td>Thriller</td>\n",
       "      <td>Mar</td>\n",
       "      <td>12000000.0</td>\n",
       "      <td>12034913.0</td>\n",
       "      <td>Chan-wook Park</td>\n",
       "      <td>34913.0</td>\n",
       "      <td>0.290098</td>\n",
       "      <td>True</td>\n",
       "      <td>mid_tier</td>\n",
       "      <td>normal</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>1525 rows × 16 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "         primary_title      Gross                        Distributor  \\\n",
       "0          The Gallows   22764410                       Warner Bros.   \n",
       "1     The Devil Inside   53261944                 Paramount Pictures   \n",
       "2           Unfriended   32482090                 Universal Pictures   \n",
       "3                Split  138291365                 Universal Pictures   \n",
       "4              Get Out  176040665                 Universal Pictures   \n",
       "...                ...        ...                                ...   \n",
       "1520        Alex Cross   25888412                          Lionsgate   \n",
       "1521     That's My Boy   36931089  Sony Pictures Entertainment (SPE)   \n",
       "1522               Pan   35088320                       Warner Bros.   \n",
       "1523       Firestarter    9589250                 Universal Pictures   \n",
       "1524            Stoker    1714221           Fox Searchlight Pictures   \n",
       "\n",
       "      release_year  runtime_minutes       genre1    genre2 release_month  \\\n",
       "0             2015         81.00000       Horror   Mystery           Jul   \n",
       "1             2012         83.00000       Horror       NaN           Jan   \n",
       "2             2015         83.00000       Horror   Mystery           Apr   \n",
       "3             2017        107.11193        Crime       NaN           Jan   \n",
       "4             2017        104.00000       Horror   Mystery           Feb   \n",
       "...            ...              ...          ...       ...           ...   \n",
       "1520          2012        101.00000       Action     Crime           Oct   \n",
       "1521          2012        116.00000       Comedy       NaN           Jun   \n",
       "1522          2015        111.00000    Adventure    Comedy           Oct   \n",
       "1523          2022         94.00000  Documentary       NaN           May   \n",
       "1524          2013         99.00000        Drama  Thriller           Mar   \n",
       "\n",
       "      production_budget  worldwide_gross            director       profit  \\\n",
       "0              100000.0       41656474.0        Travis Cluff   41556474.0   \n",
       "1             1000000.0      101759490.0  William Brent Bell  100759490.0   \n",
       "2             1000000.0       64364198.0     Levan Gabriadze   63364198.0   \n",
       "3             5000000.0      278964806.0        Robbie Walsh  273964806.0   \n",
       "4             5000000.0      255367951.0        Jordan Peele  250367951.0   \n",
       "...                 ...              ...                 ...          ...   \n",
       "1520         35000000.0       35426759.0           Rob Cohen     426759.0   \n",
       "1521         57500000.0       58085235.0         Sean Anders     585235.0   \n",
       "1522        150000000.0      151525973.0          Joe Wright    1525973.0   \n",
       "1523         15000000.0       15136870.0        Jamie Bailey     136870.0   \n",
       "1524         12000000.0       12034913.0      Chan-wook Park      34913.0   \n",
       "\n",
       "      profit_margin  profitable budget_tier movie_length  \n",
       "0         99.759941        True    low_tier        short  \n",
       "1         99.017291        True    low_tier        short  \n",
       "2         98.446341        True    low_tier        short  \n",
       "3         98.207659        True    low_tier       normal  \n",
       "4         98.042041        True    low_tier       normal  \n",
       "...             ...         ...         ...          ...  \n",
       "1520       1.204623        True    mid_tier       normal  \n",
       "1521       1.007545        True   high_tier       normal  \n",
       "1522       1.007070        True   high_tier       normal  \n",
       "1523       0.904216        True    mid_tier       normal  \n",
       "1524       0.290098        True    mid_tier       normal  \n",
       "\n",
       "[1525 rows x 16 columns]"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df = df[df['profitable'] == 1].sort_values(by='profit_margin', ascending = False)\n",
    "df"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(106, 16)"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "low =  df[df['budget_tier'] == 'low_tier'].sort_values(by='profit_margin', ascending = False)\n",
    "low.shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
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       "      <td>The Gallows</td>\n",
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       "      <td>Warner Bros.</td>\n",
       "      <td>2015</td>\n",
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       "      <td>The Devil Inside</td>\n",
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       "      <td>Paramount Pictures</td>\n",
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       "      <td>83.00000</td>\n",
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       "      <td>1000000.0</td>\n",
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       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>Unfriended</td>\n",
       "      <td>32482090</td>\n",
       "      <td>Universal Pictures</td>\n",
       "      <td>2015</td>\n",
       "      <td>83.00000</td>\n",
       "      <td>Horror</td>\n",
       "      <td>Mystery</td>\n",
       "      <td>Apr</td>\n",
       "      <td>1000000.0</td>\n",
       "      <td>64364198.0</td>\n",
       "      <td>Levan Gabriadze</td>\n",
       "      <td>63364198.0</td>\n",
       "      <td>98.446341</td>\n",
       "      <td>True</td>\n",
       "      <td>low_tier</td>\n",
       "      <td>short</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>Split</td>\n",
       "      <td>138291365</td>\n",
       "      <td>Universal Pictures</td>\n",
       "      <td>2017</td>\n",
       "      <td>107.11193</td>\n",
       "      <td>Crime</td>\n",
       "      <td>NaN</td>\n",
       "      <td>Jan</td>\n",
       "      <td>5000000.0</td>\n",
       "      <td>278964806.0</td>\n",
       "      <td>Robbie Walsh</td>\n",
       "      <td>273964806.0</td>\n",
       "      <td>98.207659</td>\n",
       "      <td>True</td>\n",
       "      <td>low_tier</td>\n",
       "      <td>normal</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>Get Out</td>\n",
       "      <td>176040665</td>\n",
       "      <td>Universal Pictures</td>\n",
       "      <td>2017</td>\n",
       "      <td>104.00000</td>\n",
       "      <td>Horror</td>\n",
       "      <td>Mystery</td>\n",
       "      <td>Feb</td>\n",
       "      <td>5000000.0</td>\n",
       "      <td>255367951.0</td>\n",
       "      <td>Jordan Peele</td>\n",
       "      <td>250367951.0</td>\n",
       "      <td>98.042041</td>\n",
       "      <td>True</td>\n",
       "      <td>low_tier</td>\n",
       "      <td>normal</td>\n",
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       "    <tr>\n",
       "      <th>1469</th>\n",
       "      <td>Hearts Beat Loud</td>\n",
       "      <td>2386251</td>\n",
       "      <td>Gunpowder &amp; Sky</td>\n",
       "      <td>2018</td>\n",
       "      <td>97.00000</td>\n",
       "      <td>Comedy</td>\n",
       "      <td>Drama</td>\n",
       "      <td>Jun</td>\n",
       "      <td>2000000.0</td>\n",
       "      <td>2420962.0</td>\n",
       "      <td>Brett Haley</td>\n",
       "      <td>420962.0</td>\n",
       "      <td>17.388212</td>\n",
       "      <td>True</td>\n",
       "      <td>low_tier</td>\n",
       "      <td>normal</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1483</th>\n",
       "      <td>The Resurrection of Gavin Stone</td>\n",
       "      <td>2303792</td>\n",
       "      <td>BH Tilt</td>\n",
       "      <td>2017</td>\n",
       "      <td>91.00000</td>\n",
       "      <td>Comedy</td>\n",
       "      <td>Drama</td>\n",
       "      <td>Jan</td>\n",
       "      <td>2000000.0</td>\n",
       "      <td>2303792.0</td>\n",
       "      <td>Dallas Jenkins</td>\n",
       "      <td>303792.0</td>\n",
       "      <td>13.186607</td>\n",
       "      <td>True</td>\n",
       "      <td>low_tier</td>\n",
       "      <td>normal</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1489</th>\n",
       "      <td>The Diary of a Teenage Girl</td>\n",
       "      <td>1477002</td>\n",
       "      <td>Sony Pictures Classics</td>\n",
       "      <td>2015</td>\n",
       "      <td>102.00000</td>\n",
       "      <td>Comedy</td>\n",
       "      <td>Drama</td>\n",
       "      <td>Aug</td>\n",
       "      <td>2000000.0</td>\n",
       "      <td>2279959.0</td>\n",
       "      <td>Marielle Heller</td>\n",
       "      <td>279959.0</td>\n",
       "      <td>12.279124</td>\n",
       "      <td>True</td>\n",
       "      <td>low_tier</td>\n",
       "      <td>normal</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1500</th>\n",
       "      <td>First Reformed</td>\n",
       "      <td>3448256</td>\n",
       "      <td>A24</td>\n",
       "      <td>2018</td>\n",
       "      <td>113.00000</td>\n",
       "      <td>Drama</td>\n",
       "      <td>Mystery</td>\n",
       "      <td>May</td>\n",
       "      <td>3500000.0</td>\n",
       "      <td>3874772.0</td>\n",
       "      <td>Paul Schrader</td>\n",
       "      <td>374772.0</td>\n",
       "      <td>9.672105</td>\n",
       "      <td>True</td>\n",
       "      <td>low_tier</td>\n",
       "      <td>normal</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1509</th>\n",
       "      <td>Locke</td>\n",
       "      <td>1375769</td>\n",
       "      <td>A24</td>\n",
       "      <td>2014</td>\n",
       "      <td>85.00000</td>\n",
       "      <td>Drama</td>\n",
       "      <td>NaN</td>\n",
       "      <td>Apr</td>\n",
       "      <td>2000000.0</td>\n",
       "      <td>2088390.0</td>\n",
       "      <td>Steven Knight</td>\n",
       "      <td>88390.0</td>\n",
       "      <td>4.232447</td>\n",
       "      <td>True</td>\n",
       "      <td>low_tier</td>\n",
       "      <td>short</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>106 rows × 16 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "                        primary_title      Gross             Distributor  \\\n",
       "0                         The Gallows   22764410            Warner Bros.   \n",
       "1                    The Devil Inside   53261944      Paramount Pictures   \n",
       "2                          Unfriended   32482090      Universal Pictures   \n",
       "3                               Split  138291365      Universal Pictures   \n",
       "4                             Get Out  176040665      Universal Pictures   \n",
       "...                               ...        ...                     ...   \n",
       "1469                 Hearts Beat Loud    2386251         Gunpowder & Sky   \n",
       "1483  The Resurrection of Gavin Stone    2303792                 BH Tilt   \n",
       "1489      The Diary of a Teenage Girl    1477002  Sony Pictures Classics   \n",
       "1500                   First Reformed    3448256                     A24   \n",
       "1509                            Locke    1375769                     A24   \n",
       "\n",
       "      release_year  runtime_minutes  genre1   genre2 release_month  \\\n",
       "0             2015         81.00000  Horror  Mystery           Jul   \n",
       "1             2012         83.00000  Horror      NaN           Jan   \n",
       "2             2015         83.00000  Horror  Mystery           Apr   \n",
       "3             2017        107.11193   Crime      NaN           Jan   \n",
       "4             2017        104.00000  Horror  Mystery           Feb   \n",
       "...            ...              ...     ...      ...           ...   \n",
       "1469          2018         97.00000  Comedy    Drama           Jun   \n",
       "1483          2017         91.00000  Comedy    Drama           Jan   \n",
       "1489          2015        102.00000  Comedy    Drama           Aug   \n",
       "1500          2018        113.00000   Drama  Mystery           May   \n",
       "1509          2014         85.00000   Drama      NaN           Apr   \n",
       "\n",
       "      production_budget  worldwide_gross            director       profit  \\\n",
       "0              100000.0       41656474.0        Travis Cluff   41556474.0   \n",
       "1             1000000.0      101759490.0  William Brent Bell  100759490.0   \n",
       "2             1000000.0       64364198.0     Levan Gabriadze   63364198.0   \n",
       "3             5000000.0      278964806.0        Robbie Walsh  273964806.0   \n",
       "4             5000000.0      255367951.0        Jordan Peele  250367951.0   \n",
       "...                 ...              ...                 ...          ...   \n",
       "1469          2000000.0        2420962.0         Brett Haley     420962.0   \n",
       "1483          2000000.0        2303792.0      Dallas Jenkins     303792.0   \n",
       "1489          2000000.0        2279959.0     Marielle Heller     279959.0   \n",
       "1500          3500000.0        3874772.0       Paul Schrader     374772.0   \n",
       "1509          2000000.0        2088390.0       Steven Knight      88390.0   \n",
       "\n",
       "      profit_margin  profitable budget_tier movie_length  \n",
       "0         99.759941        True    low_tier        short  \n",
       "1         99.017291        True    low_tier        short  \n",
       "2         98.446341        True    low_tier        short  \n",
       "3         98.207659        True    low_tier       normal  \n",
       "4         98.042041        True    low_tier       normal  \n",
       "...             ...         ...         ...          ...  \n",
       "1469      17.388212        True    low_tier       normal  \n",
       "1483      13.186607        True    low_tier       normal  \n",
       "1489      12.279124        True    low_tier       normal  \n",
       "1500       9.672105        True    low_tier       normal  \n",
       "1509       4.232447        True    low_tier        short  \n",
       "\n",
       "[106 rows x 16 columns]"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "low"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "A24                       11\n",
       "Universal Pictures        10\n",
       "BH Tilt                    9\n",
       "Lionsgate                  8\n",
       "Roadside Attractions       6\n",
       "Open Road Films (II)       5\n",
       "Sony Pictures Classics     5\n",
       "Paramount Pictures         5\n",
       "IFC Films                  4\n",
       "Warner Bros.               4\n",
       "Name: Distributor, dtype: int64"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "low['Distributor'].value_counts().head(10)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(404, 16)"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "mid =  df[df['budget_tier'] == 'mid_tier'].sort_values(by='profit_margin', ascending = False)\n",
    "mid.shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Universal Pictures                   51\n",
       "Warner Bros.                         44\n",
       "Lionsgate                            43\n",
       "Twentieth Century Fox                30\n",
       "Paramount Pictures                   23\n",
       "Fox Searchlight Pictures             21\n",
       "The Weinstein Company                21\n",
       "Focus Features                       19\n",
       "Sony Pictures Entertainment (SPE)    19\n",
       "STX Entertainment                    17\n",
       "Name: Distributor, dtype: int64"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "mid['Distributor'].value_counts().head(10)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(1015, 16)"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "high = df[df['budget_tier'] == 'high_tier'].sort_values(by='profit_margin', ascending = False)\n",
    "high.shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 864x576 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "x = low['runtime_minutes']\n",
    "y = low['profit_margin']\n",
    "fig, ax = plt.subplots(figsize =(12,8))\n",
    "ax.scatter(x, y, s=100, alpha = 0.7, color = 'blue')\n",
    "ax.set_title('Relationship between runtime and profit margin for low budget movies')\n",
    "ax.set_xlabel('runtime')\n",
    "ax.set_ylabel('profit_margin')\n",
    "plt.tight_layout();"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 864x576 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "x = mid['runtime_minutes']\n",
    "y = mid['profit_margin']\n",
    "fig, ax = plt.subplots(figsize =(12,8))\n",
    "ax.scatter(x, y, s=100, alpha = 0.7, color = 'blue')\n",
    "ax.set_title('Relationship between runtime and profit margin for mid budget movies')\n",
    "ax.set_xlabel('runtime')\n",
    "ax.set_ylabel('profit_margin')\n",
    "plt.tight_layout();"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 864x576 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "x = high['runtime_minutes']\n",
    "y = high['profit_margin']\n",
    "fig, ax = plt.subplots(figsize =(12,8))\n",
    "ax.scatter(x, y, s=100, alpha = 0.7, color = 'blue')\n",
    "ax.set_title('Relationship between runtime and profit margin for high budget movies')\n",
    "ax.set_xlabel('runtime')\n",
    "ax.set_ylabel('profit_margin')\n",
    "plt.tight_layout();"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 864x576 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "x = df['runtime_minutes']\n",
    "y = df['profit_margin']\n",
    "fig, ax = plt.subplots(figsize =(12,8))\n",
    "ax.scatter(x, y, s=100, alpha = 0.3, color = 'blue')\n",
    "ax.set_title('Relationship between runtime and profit margin for all movies')\n",
    "ax.set_xlabel('runtime')\n",
    "ax.set_ylabel('profit_margin')\n",
    "plt.tight_layout();"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Clearly there is no linear relationship between runtime and profit margin for movies, of any budget size. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "normal    64.150943\n",
       "short     34.905660\n",
       "long       0.943396\n",
       "Name: movie_length, dtype: float64"
      ]
     },
     "execution_count": 27,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "100 * low['movie_length'].value_counts(normalize=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "normal    81.573770\n",
       "short     15.016393\n",
       "long       3.409836\n",
       "Name: movie_length, dtype: float64"
      ]
     },
     "execution_count": 26,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "100 * df['movie_length'].value_counts(normalize=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 43,
   "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>primary_title</th>\n",
       "      <th>Gross</th>\n",
       "      <th>Distributor</th>\n",
       "      <th>release_year</th>\n",
       "      <th>runtime_minutes</th>\n",
       "      <th>genre1</th>\n",
       "      <th>genre2</th>\n",
       "      <th>release_month</th>\n",
       "      <th>production_budget</th>\n",
       "      <th>worldwide_gross</th>\n",
       "      <th>director</th>\n",
       "      <th>profit</th>\n",
       "      <th>profit_margin</th>\n",
       "      <th>profitable</th>\n",
       "      <th>budget_tier</th>\n",
       "      <th>movie_length</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>The Gallows</td>\n",
       "      <td>22764410</td>\n",
       "      <td>Warner Bros.</td>\n",
       "      <td>2015</td>\n",
       "      <td>81.00000</td>\n",
       "      <td>Horror</td>\n",
       "      <td>Mystery</td>\n",
       "      <td>Jul</td>\n",
       "      <td>100000.0</td>\n",
       "      <td>41656474.0</td>\n",
       "      <td>Travis Cluff</td>\n",
       "      <td>41556474.0</td>\n",
       "      <td>99.759941</td>\n",
       "      <td>True</td>\n",
       "      <td>low_tier</td>\n",
       "      <td>short</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>The Devil Inside</td>\n",
       "      <td>53261944</td>\n",
       "      <td>Paramount Pictures</td>\n",
       "      <td>2012</td>\n",
       "      <td>83.00000</td>\n",
       "      <td>Horror</td>\n",
       "      <td>NaN</td>\n",
       "      <td>Jan</td>\n",
       "      <td>1000000.0</td>\n",
       "      <td>101759490.0</td>\n",
       "      <td>William Brent Bell</td>\n",
       "      <td>100759490.0</td>\n",
       "      <td>99.017291</td>\n",
       "      <td>True</td>\n",
       "      <td>low_tier</td>\n",
       "      <td>short</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>Unfriended</td>\n",
       "      <td>32482090</td>\n",
       "      <td>Universal Pictures</td>\n",
       "      <td>2015</td>\n",
       "      <td>83.00000</td>\n",
       "      <td>Horror</td>\n",
       "      <td>Mystery</td>\n",
       "      <td>Apr</td>\n",
       "      <td>1000000.0</td>\n",
       "      <td>64364198.0</td>\n",
       "      <td>Levan Gabriadze</td>\n",
       "      <td>63364198.0</td>\n",
       "      <td>98.446341</td>\n",
       "      <td>True</td>\n",
       "      <td>low_tier</td>\n",
       "      <td>short</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>Split</td>\n",
       "      <td>138291365</td>\n",
       "      <td>Universal Pictures</td>\n",
       "      <td>2017</td>\n",
       "      <td>107.11193</td>\n",
       "      <td>Crime</td>\n",
       "      <td>NaN</td>\n",
       "      <td>Jan</td>\n",
       "      <td>5000000.0</td>\n",
       "      <td>278964806.0</td>\n",
       "      <td>Robbie Walsh</td>\n",
       "      <td>273964806.0</td>\n",
       "      <td>98.207659</td>\n",
       "      <td>True</td>\n",
       "      <td>low_tier</td>\n",
       "      <td>normal</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>Get Out</td>\n",
       "      <td>176040665</td>\n",
       "      <td>Universal Pictures</td>\n",
       "      <td>2017</td>\n",
       "      <td>104.00000</td>\n",
       "      <td>Horror</td>\n",
       "      <td>Mystery</td>\n",
       "      <td>Feb</td>\n",
       "      <td>5000000.0</td>\n",
       "      <td>255367951.0</td>\n",
       "      <td>Jordan Peele</td>\n",
       "      <td>250367951.0</td>\n",
       "      <td>98.042041</td>\n",
       "      <td>True</td>\n",
       "      <td>low_tier</td>\n",
       "      <td>normal</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1469</th>\n",
       "      <td>Hearts Beat Loud</td>\n",
       "      <td>2386251</td>\n",
       "      <td>Gunpowder &amp; Sky</td>\n",
       "      <td>2018</td>\n",
       "      <td>97.00000</td>\n",
       "      <td>Comedy</td>\n",
       "      <td>Drama</td>\n",
       "      <td>Jun</td>\n",
       "      <td>2000000.0</td>\n",
       "      <td>2420962.0</td>\n",
       "      <td>Brett Haley</td>\n",
       "      <td>420962.0</td>\n",
       "      <td>17.388212</td>\n",
       "      <td>True</td>\n",
       "      <td>low_tier</td>\n",
       "      <td>normal</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1483</th>\n",
       "      <td>The Resurrection of Gavin Stone</td>\n",
       "      <td>2303792</td>\n",
       "      <td>BH Tilt</td>\n",
       "      <td>2017</td>\n",
       "      <td>91.00000</td>\n",
       "      <td>Comedy</td>\n",
       "      <td>Drama</td>\n",
       "      <td>Jan</td>\n",
       "      <td>2000000.0</td>\n",
       "      <td>2303792.0</td>\n",
       "      <td>Dallas Jenkins</td>\n",
       "      <td>303792.0</td>\n",
       "      <td>13.186607</td>\n",
       "      <td>True</td>\n",
       "      <td>low_tier</td>\n",
       "      <td>normal</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1489</th>\n",
       "      <td>The Diary of a Teenage Girl</td>\n",
       "      <td>1477002</td>\n",
       "      <td>Sony Pictures Classics</td>\n",
       "      <td>2015</td>\n",
       "      <td>102.00000</td>\n",
       "      <td>Comedy</td>\n",
       "      <td>Drama</td>\n",
       "      <td>Aug</td>\n",
       "      <td>2000000.0</td>\n",
       "      <td>2279959.0</td>\n",
       "      <td>Marielle Heller</td>\n",
       "      <td>279959.0</td>\n",
       "      <td>12.279124</td>\n",
       "      <td>True</td>\n",
       "      <td>low_tier</td>\n",
       "      <td>normal</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1500</th>\n",
       "      <td>First Reformed</td>\n",
       "      <td>3448256</td>\n",
       "      <td>A24</td>\n",
       "      <td>2018</td>\n",
       "      <td>113.00000</td>\n",
       "      <td>Drama</td>\n",
       "      <td>Mystery</td>\n",
       "      <td>May</td>\n",
       "      <td>3500000.0</td>\n",
       "      <td>3874772.0</td>\n",
       "      <td>Paul Schrader</td>\n",
       "      <td>374772.0</td>\n",
       "      <td>9.672105</td>\n",
       "      <td>True</td>\n",
       "      <td>low_tier</td>\n",
       "      <td>normal</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1509</th>\n",
       "      <td>Locke</td>\n",
       "      <td>1375769</td>\n",
       "      <td>A24</td>\n",
       "      <td>2014</td>\n",
       "      <td>85.00000</td>\n",
       "      <td>Drama</td>\n",
       "      <td>NaN</td>\n",
       "      <td>Apr</td>\n",
       "      <td>2000000.0</td>\n",
       "      <td>2088390.0</td>\n",
       "      <td>Steven Knight</td>\n",
       "      <td>88390.0</td>\n",
       "      <td>4.232447</td>\n",
       "      <td>True</td>\n",
       "      <td>low_tier</td>\n",
       "      <td>short</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>106 rows × 16 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "                        primary_title      Gross             Distributor  \\\n",
       "0                         The Gallows   22764410            Warner Bros.   \n",
       "1                    The Devil Inside   53261944      Paramount Pictures   \n",
       "2                          Unfriended   32482090      Universal Pictures   \n",
       "3                               Split  138291365      Universal Pictures   \n",
       "4                             Get Out  176040665      Universal Pictures   \n",
       "...                               ...        ...                     ...   \n",
       "1469                 Hearts Beat Loud    2386251         Gunpowder & Sky   \n",
       "1483  The Resurrection of Gavin Stone    2303792                 BH Tilt   \n",
       "1489      The Diary of a Teenage Girl    1477002  Sony Pictures Classics   \n",
       "1500                   First Reformed    3448256                     A24   \n",
       "1509                            Locke    1375769                     A24   \n",
       "\n",
       "      release_year  runtime_minutes  genre1   genre2 release_month  \\\n",
       "0             2015         81.00000  Horror  Mystery           Jul   \n",
       "1             2012         83.00000  Horror      NaN           Jan   \n",
       "2             2015         83.00000  Horror  Mystery           Apr   \n",
       "3             2017        107.11193   Crime      NaN           Jan   \n",
       "4             2017        104.00000  Horror  Mystery           Feb   \n",
       "...            ...              ...     ...      ...           ...   \n",
       "1469          2018         97.00000  Comedy    Drama           Jun   \n",
       "1483          2017         91.00000  Comedy    Drama           Jan   \n",
       "1489          2015        102.00000  Comedy    Drama           Aug   \n",
       "1500          2018        113.00000   Drama  Mystery           May   \n",
       "1509          2014         85.00000   Drama      NaN           Apr   \n",
       "\n",
       "      production_budget  worldwide_gross            director       profit  \\\n",
       "0              100000.0       41656474.0        Travis Cluff   41556474.0   \n",
       "1             1000000.0      101759490.0  William Brent Bell  100759490.0   \n",
       "2             1000000.0       64364198.0     Levan Gabriadze   63364198.0   \n",
       "3             5000000.0      278964806.0        Robbie Walsh  273964806.0   \n",
       "4             5000000.0      255367951.0        Jordan Peele  250367951.0   \n",
       "...                 ...              ...                 ...          ...   \n",
       "1469          2000000.0        2420962.0         Brett Haley     420962.0   \n",
       "1483          2000000.0        2303792.0      Dallas Jenkins     303792.0   \n",
       "1489          2000000.0        2279959.0     Marielle Heller     279959.0   \n",
       "1500          3500000.0        3874772.0       Paul Schrader     374772.0   \n",
       "1509          2000000.0        2088390.0       Steven Knight      88390.0   \n",
       "\n",
       "      profit_margin  profitable budget_tier movie_length  \n",
       "0         99.759941        True    low_tier        short  \n",
       "1         99.017291        True    low_tier        short  \n",
       "2         98.446341        True    low_tier        short  \n",
       "3         98.207659        True    low_tier       normal  \n",
       "4         98.042041        True    low_tier       normal  \n",
       "...             ...         ...         ...          ...  \n",
       "1469      17.388212        True    low_tier       normal  \n",
       "1483      13.186607        True    low_tier       normal  \n",
       "1489      12.279124        True    low_tier       normal  \n",
       "1500       9.672105        True    low_tier       normal  \n",
       "1509       4.232447        True    low_tier        short  \n",
       "\n",
       "[106 rows x 16 columns]"
      ]
     },
     "execution_count": 43,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "low"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 44,
   "metadata": {},
   "outputs": [
    {
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       "      <th>Michael Tiddes</th>\n",
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       "      <td>6043</td>\n",
       "      <td>264.00000</td>\n",
       "      <td>11500000.0</td>\n",
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       "      <td>10000000.0</td>\n",
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       "      <td>190.500072</td>\n",
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       "    <tr>\n",
       "      <th>Richard Linklater</th>\n",
       "      <td>33466908</td>\n",
       "      <td>4027</td>\n",
       "      <td>274.00000</td>\n",
       "      <td>7000000.0</td>\n",
       "      <td>80524979.0</td>\n",
       "      <td>73524979.0</td>\n",
       "      <td>180.113757</td>\n",
       "      <td>2</td>\n",
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       "    <tr>\n",
       "      <th>Bille Woodruff</th>\n",
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       "      <td>4030</td>\n",
       "      <td>202.00000</td>\n",
       "      <td>10000000.0</td>\n",
       "      <td>27681292.0</td>\n",
       "      <td>17681292.0</td>\n",
       "      <td>122.321309</td>\n",
       "      <td>2</td>\n",
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       "    <tr>\n",
       "      <th>Greg McLean</th>\n",
       "      <td>20920394</td>\n",
       "      <td>4033</td>\n",
       "      <td>181.00000</td>\n",
       "      <td>9000000.0</td>\n",
       "      <td>22691235.0</td>\n",
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       "      <td>2</td>\n",
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       "    <tr>\n",
       "      <th>Travis Cluff</th>\n",
       "      <td>22764410</td>\n",
       "      <td>2015</td>\n",
       "      <td>81.00000</td>\n",
       "      <td>100000.0</td>\n",
       "      <td>41656474.0</td>\n",
       "      <td>41556474.0</td>\n",
       "      <td>99.759941</td>\n",
       "      <td>1</td>\n",
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       "    <tr>\n",
       "      <th>William Brent Bell</th>\n",
       "      <td>53261944</td>\n",
       "      <td>2012</td>\n",
       "      <td>83.00000</td>\n",
       "      <td>1000000.0</td>\n",
       "      <td>101759490.0</td>\n",
       "      <td>100759490.0</td>\n",
       "      <td>99.017291</td>\n",
       "      <td>1</td>\n",
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       "    <tr>\n",
       "      <th>Levan Gabriadze</th>\n",
       "      <td>32482090</td>\n",
       "      <td>2015</td>\n",
       "      <td>83.00000</td>\n",
       "      <td>1000000.0</td>\n",
       "      <td>64364198.0</td>\n",
       "      <td>63364198.0</td>\n",
       "      <td>98.446341</td>\n",
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       "    <tr>\n",
       "      <th>Robbie Walsh</th>\n",
       "      <td>138291365</td>\n",
       "      <td>2017</td>\n",
       "      <td>107.11193</td>\n",
       "      <td>5000000.0</td>\n",
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       "    <tr>\n",
       "      <th>Jordan Peele</th>\n",
       "      <td>176040665</td>\n",
       "      <td>2017</td>\n",
       "      <td>104.00000</td>\n",
       "      <td>5000000.0</td>\n",
       "      <td>255367951.0</td>\n",
       "      <td>250367951.0</td>\n",
       "      <td>98.042041</td>\n",
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      "text/plain": [
       "                        Gross  release_year  runtime_minutes  \\\n",
       "director                                                       \n",
       "Michael Tiddes       69058109          6043        264.00000   \n",
       "Christopher Landon   88146217          4031        180.00000   \n",
       "Richard Linklater    33466908          4027        274.00000   \n",
       "Bille Woodruff       27060291          4030        202.00000   \n",
       "Greg McLean          20920394          4033        181.00000   \n",
       "Travis Cluff         22764410          2015         81.00000   \n",
       "William Brent Bell   53261944          2012         83.00000   \n",
       "Levan Gabriadze      32482090          2015         83.00000   \n",
       "Robbie Walsh        138291365          2017        107.11193   \n",
       "Jordan Peele        176040665          2017        104.00000   \n",
       "\n",
       "                    production_budget  worldwide_gross       profit  \\\n",
       "director                                                              \n",
       "Michael Tiddes             11500000.0      103242494.0   91742494.0   \n",
       "Christopher Landon         10000000.0      215915114.0  205915114.0   \n",
       "Richard Linklater           7000000.0       80524979.0   73524979.0   \n",
       "Bille Woodruff             10000000.0       27681292.0   17681292.0   \n",
       "Greg McLean                 9000000.0       22691235.0   13691235.0   \n",
       "Travis Cluff                 100000.0       41656474.0   41556474.0   \n",
       "William Brent Bell          1000000.0      101759490.0  100759490.0   \n",
       "Levan Gabriadze             1000000.0       64364198.0   63364198.0   \n",
       "Robbie Walsh                5000000.0      278964806.0  273964806.0   \n",
       "Jordan Peele                5000000.0      255367951.0  250367951.0   \n",
       "\n",
       "                    profit_margin  profitable  \n",
       "director                                       \n",
       "Michael Tiddes         254.355071           3  \n",
       "Christopher Landon     190.500072           2  \n",
       "Richard Linklater      180.113757           2  \n",
       "Bille Woodruff         122.321309           2  \n",
       "Greg McLean            120.898763           2  \n",
       "Travis Cluff            99.759941           1  \n",
       "William Brent Bell      99.017291           1  \n",
       "Levan Gabriadze         98.446341           1  \n",
       "Robbie Walsh            98.207659           1  \n",
       "Jordan Peele            98.042041           1  "
      ]
     },
     "execution_count": 44,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "low.groupby(\"director\").sum().sort_values(by=\"profit_margin\", ascending=False).head(10)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 45,
   "metadata": {},
   "outputs": [
    {
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       "      <th>Dan Trachtenberg</th>\n",
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       "      <td>2016</td>\n",
       "      <td>103.00000</td>\n",
       "      <td>5000000.0</td>\n",
       "      <td>108286422.0</td>\n",
       "      <td>103286422.0</td>\n",
       "      <td>95.382616</td>\n",
       "      <td>1</td>\n",
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       "      <th>Alex Kendrick</th>\n",
       "      <td>67790117</td>\n",
       "      <td>2015</td>\n",
       "      <td>120.00000</td>\n",
       "      <td>3000000.0</td>\n",
       "      <td>73975239.0</td>\n",
       "      <td>70975239.0</td>\n",
       "      <td>95.944589</td>\n",
       "      <td>1</td>\n",
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       "    <tr>\n",
       "      <th>Fabrice Gobert</th>\n",
       "      <td>67268835</td>\n",
       "      <td>2016</td>\n",
       "      <td>87.00000</td>\n",
       "      <td>5000000.0</td>\n",
       "      <td>148806510.0</td>\n",
       "      <td>143806510.0</td>\n",
       "      <td>96.639932</td>\n",
       "      <td>1</td>\n",
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       "    <tr>\n",
       "      <th>M. Night Shyamalan</th>\n",
       "      <td>65206105</td>\n",
       "      <td>2015</td>\n",
       "      <td>94.00000</td>\n",
       "      <td>5000000.0</td>\n",
       "      <td>98677816.0</td>\n",
       "      <td>93677816.0</td>\n",
       "      <td>94.933005</td>\n",
       "      <td>1</td>\n",
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       "    <tr>\n",
       "      <th>James DeMonaco</th>\n",
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       "      <td>2013</td>\n",
       "      <td>85.00000</td>\n",
       "      <td>3000000.0</td>\n",
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       "      <td>1</td>\n",
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       "    <tr>\n",
       "      <th>Ariel Schulman</th>\n",
       "      <td>53885000</td>\n",
       "      <td>2012</td>\n",
       "      <td>88.00000</td>\n",
       "      <td>5000000.0</td>\n",
       "      <td>142817992.0</td>\n",
       "      <td>137817992.0</td>\n",
       "      <td>96.499041</td>\n",
       "      <td>1</td>\n",
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      ],
      "text/plain": [
       "                        Gross  release_year  runtime_minutes  \\\n",
       "director                                                       \n",
       "Jordan Peele        176040665          2017        104.00000   \n",
       "Robbie Walsh        138291365          2017        107.11193   \n",
       "Christopher Landon   88146217          4031        180.00000   \n",
       "Dan Trachtenberg     72082998          2016        103.00000   \n",
       "Michael Tiddes       69058109          6043        264.00000   \n",
       "Alex Kendrick        67790117          2015        120.00000   \n",
       "Fabrice Gobert       67268835          2016         87.00000   \n",
       "M. Night Shyamalan   65206105          2015         94.00000   \n",
       "James DeMonaco       64473115          2013         85.00000   \n",
       "Ariel Schulman       53885000          2012         88.00000   \n",
       "\n",
       "                    production_budget  worldwide_gross       profit  \\\n",
       "director                                                              \n",
       "Jordan Peele                5000000.0      255367951.0  250367951.0   \n",
       "Robbie Walsh                5000000.0      278964806.0  273964806.0   \n",
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       "James DeMonaco              3000000.0       91266581.0   88266581.0   \n",
       "Ariel Schulman              5000000.0      142817992.0  137817992.0   \n",
       "\n",
       "                    profit_margin  profitable  \n",
       "director                                       \n",
       "Jordan Peele            98.042041           1  \n",
       "Robbie Walsh            98.207659           1  \n",
       "Christopher Landon     190.500072           2  \n",
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       "Michael Tiddes         254.355071           3  \n",
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       "Fabrice Gobert          96.639932           1  \n",
       "M. Night Shyamalan      94.933005           1  \n",
       "James DeMonaco          96.712926           1  \n",
       "Ariel Schulman          96.499041           1  "
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     },
     "execution_count": 45,
     "metadata": {},
     "output_type": "execute_result"
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   "source": [
    "low.groupby(\"director\").sum().sort_values(by=\"Gross\", ascending=False).head(10)"
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  {
   "cell_type": "code",
   "execution_count": 46,
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       "                       Gross  release_year  runtime_minutes  \\\n",
       "director                                                      \n",
       "Tim Story          247951217          6042       330.000000   \n",
       "Steven Soderbergh  192617701          8054       427.000000   \n",
       "Malcolm D. Lee     239726831          6046       356.000000   \n",
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       "\n",
       "                   production_budget  worldwide_gross       profit  \\\n",
       "director                                                             \n",
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       "\n",
       "                   profit_margin  profitable  \n",
       "director                                      \n",
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     "execution_count": 46,
     "metadata": {},
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  {
   "cell_type": "code",
   "execution_count": 47,
   "metadata": {},
   "outputs": [
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       "                       Gross  release_year  runtime_minutes  \\\n",
       "director                                                      \n",
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       "David O. Russell   282210765          4025        260.00000   \n",
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       "director                                                             \n",
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       "director                                      \n",
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     "execution_count": 47,
     "metadata": {},
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   "cell_type": "code",
   "execution_count": 48,
   "metadata": {},
   "outputs": [
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       "      <td>732722794.0</td>\n",
       "      <td>2.063688e+09</td>\n",
       "      <td>1.330966e+09</td>\n",
       "      <td>364.647139</td>\n",
       "      <td>6</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>James Wan</th>\n",
       "      <td>874125282</td>\n",
       "      <td>8062</td>\n",
       "      <td>520.000000</td>\n",
       "      <td>455445588.0</td>\n",
       "      <td>3.018965e+09</td>\n",
       "      <td>2.563519e+09</td>\n",
       "      <td>313.855008</td>\n",
       "      <td>4</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Anthony Russo</th>\n",
       "      <td>2205039403</td>\n",
       "      <td>8067</td>\n",
       "      <td>613.000000</td>\n",
       "      <td>772722794.0</td>\n",
       "      <td>4.079279e+09</td>\n",
       "      <td>3.306557e+09</td>\n",
       "      <td>309.786021</td>\n",
       "      <td>4</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Francis Lawrence</th>\n",
       "      <td>1090402339</td>\n",
       "      <td>8060</td>\n",
       "      <td>546.000000</td>\n",
       "      <td>484000000.0</td>\n",
       "      <td>2.426382e+09</td>\n",
       "      <td>1.942382e+09</td>\n",
       "      <td>296.732834</td>\n",
       "      <td>4</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Christopher Nolan</th>\n",
       "      <td>882708767</td>\n",
       "      <td>8063</td>\n",
       "      <td>546.111930</td>\n",
       "      <td>642722794.0</td>\n",
       "      <td>2.427330e+09</td>\n",
       "      <td>1.784607e+09</td>\n",
       "      <td>290.028955</td>\n",
       "      <td>4</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Harold Cronk</th>\n",
       "      <td>90593461</td>\n",
       "      <td>8066</td>\n",
       "      <td>442.000000</td>\n",
       "      <td>210891176.0</td>\n",
       "      <td>7.066953e+08</td>\n",
       "      <td>4.958041e+08</td>\n",
       "      <td>280.632471</td>\n",
       "      <td>4</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Rohit Shetty</th>\n",
       "      <td>18829128</td>\n",
       "      <td>8067</td>\n",
       "      <td>564.111930</td>\n",
       "      <td>210891176.0</td>\n",
       "      <td>7.066953e+08</td>\n",
       "      <td>4.958041e+08</td>\n",
       "      <td>280.632471</td>\n",
       "      <td>4</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Dinesh D'Souza</th>\n",
       "      <td>66879400</td>\n",
       "      <td>8060</td>\n",
       "      <td>406.000000</td>\n",
       "      <td>210891176.0</td>\n",
       "      <td>7.066953e+08</td>\n",
       "      <td>4.958041e+08</td>\n",
       "      <td>280.632471</td>\n",
       "      <td>4</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                        Gross  release_year  runtime_minutes  \\\n",
       "director                                                       \n",
       "Tyler Perry         446667692         18134       969.000000   \n",
       "Praveen Gowtham     141932821         14122       734.335791   \n",
       "Ridley Scott        550125626         12093       812.000000   \n",
       "James Wan           874125282          8062       520.000000   \n",
       "Anthony Russo      2205039403          8067       613.000000   \n",
       "Francis Lawrence   1090402339          8060       546.000000   \n",
       "Christopher Nolan   882708767          8063       546.111930   \n",
       "Harold Cronk         90593461          8066       442.000000   \n",
       "Rohit Shetty         18829128          8067       564.111930   \n",
       "Dinesh D'Souza       66879400          8060       406.000000   \n",
       "\n",
       "                   production_budget  worldwide_gross        profit  \\\n",
       "director                                                              \n",
       "Tyler Perry              474505146.0     1.590064e+09  1.115559e+09   \n",
       "Praveen Gowtham          401336764.0     1.268585e+09  8.672483e+08   \n",
       "Ridley Scott             732722794.0     2.063688e+09  1.330966e+09   \n",
       "James Wan                455445588.0     3.018965e+09  2.563519e+09   \n",
       "Anthony Russo            772722794.0     4.079279e+09  3.306557e+09   \n",
       "Francis Lawrence         484000000.0     2.426382e+09  1.942382e+09   \n",
       "Christopher Nolan        642722794.0     2.427330e+09  1.784607e+09   \n",
       "Harold Cronk             210891176.0     7.066953e+08  4.958041e+08   \n",
       "Rohit Shetty             210891176.0     7.066953e+08  4.958041e+08   \n",
       "Dinesh D'Souza           210891176.0     7.066953e+08  4.958041e+08   \n",
       "\n",
       "                   profit_margin  profitable  \n",
       "director                                      \n",
       "Tyler Perry           631.423059           9  \n",
       "Praveen Gowtham       480.189562           7  \n",
       "Ridley Scott          364.647139           6  \n",
       "James Wan             313.855008           4  \n",
       "Anthony Russo         309.786021           4  \n",
       "Francis Lawrence      296.732834           4  \n",
       "Christopher Nolan     290.028955           4  \n",
       "Harold Cronk          280.632471           4  \n",
       "Rohit Shetty          280.632471           4  \n",
       "Dinesh D'Souza        280.632471           4  "
      ]
     },
     "execution_count": 48,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "high.groupby(\"director\").sum().sort_values(by=\"profit_margin\", ascending=False).head(10)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 49,
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Gross</th>\n",
       "      <th>release_year</th>\n",
       "      <th>runtime_minutes</th>\n",
       "      <th>production_budget</th>\n",
       "      <th>worldwide_gross</th>\n",
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       "  </thead>\n",
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       "    <tr>\n",
       "      <th>Anthony Russo</th>\n",
       "      <td>2205039403</td>\n",
       "      <td>8067</td>\n",
       "      <td>613.00000</td>\n",
       "      <td>772722794.0</td>\n",
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       "      <td>309.786021</td>\n",
       "      <td>4</td>\n",
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       "    <tr>\n",
       "      <th>J.J. Abrams</th>\n",
       "      <td>1165440886</td>\n",
       "      <td>4028</td>\n",
       "      <td>268.00000</td>\n",
       "      <td>242722794.0</td>\n",
       "      <td>6.440554e+08</td>\n",
       "      <td>4.013326e+08</td>\n",
       "      <td>129.506109</td>\n",
       "      <td>2</td>\n",
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       "    <tr>\n",
       "      <th>Francis Lawrence</th>\n",
       "      <td>1090402339</td>\n",
       "      <td>8060</td>\n",
       "      <td>546.00000</td>\n",
       "      <td>484000000.0</td>\n",
       "      <td>2.426382e+09</td>\n",
       "      <td>1.942382e+09</td>\n",
       "      <td>296.732834</td>\n",
       "      <td>4</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Joss Whedon</th>\n",
       "      <td>1082363778</td>\n",
       "      <td>4027</td>\n",
       "      <td>284.00000</td>\n",
       "      <td>555600000.0</td>\n",
       "      <td>2.920950e+09</td>\n",
       "      <td>2.365350e+09</td>\n",
       "      <td>161.613682</td>\n",
       "      <td>2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Pierre Coffin</th>\n",
       "      <td>968735455</td>\n",
       "      <td>6045</td>\n",
       "      <td>278.00000</td>\n",
       "      <td>225000000.0</td>\n",
       "      <td>3.170281e+09</td>\n",
       "      <td>2.945281e+09</td>\n",
       "      <td>278.581116</td>\n",
       "      <td>3</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Christopher Nolan</th>\n",
       "      <td>882708767</td>\n",
       "      <td>8063</td>\n",
       "      <td>546.11193</td>\n",
       "      <td>642722794.0</td>\n",
       "      <td>2.427330e+09</td>\n",
       "      <td>1.784607e+09</td>\n",
       "      <td>290.028955</td>\n",
       "      <td>4</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>James Wan</th>\n",
       "      <td>874125282</td>\n",
       "      <td>8062</td>\n",
       "      <td>520.00000</td>\n",
       "      <td>455445588.0</td>\n",
       "      <td>3.018965e+09</td>\n",
       "      <td>2.563519e+09</td>\n",
       "      <td>313.855008</td>\n",
       "      <td>4</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Zack Snyder</th>\n",
       "      <td>850430007</td>\n",
       "      <td>6046</td>\n",
       "      <td>414.00000</td>\n",
       "      <td>775000000.0</td>\n",
       "      <td>2.191445e+09</td>\n",
       "      <td>1.416445e+09</td>\n",
       "      <td>191.763379</td>\n",
       "      <td>3</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Peter Jackson</th>\n",
       "      <td>816490211</td>\n",
       "      <td>6039</td>\n",
       "      <td>474.00000</td>\n",
       "      <td>750000000.0</td>\n",
       "      <td>2.922948e+09</td>\n",
       "      <td>2.172948e+09</td>\n",
       "      <td>222.947397</td>\n",
       "      <td>3</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>James Gunn</th>\n",
       "      <td>778807126</td>\n",
       "      <td>6052</td>\n",
       "      <td>364.11193</td>\n",
       "      <td>275445588.0</td>\n",
       "      <td>1.124215e+09</td>\n",
       "      <td>8.487696e+08</td>\n",
       "      <td>218.263159</td>\n",
       "      <td>3</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                        Gross  release_year  runtime_minutes  \\\n",
       "director                                                       \n",
       "Anthony Russo      2205039403          8067        613.00000   \n",
       "J.J. Abrams        1165440886          4028        268.00000   \n",
       "Francis Lawrence   1090402339          8060        546.00000   \n",
       "Joss Whedon        1082363778          4027        284.00000   \n",
       "Pierre Coffin       968735455          6045        278.00000   \n",
       "Christopher Nolan   882708767          8063        546.11193   \n",
       "James Wan           874125282          8062        520.00000   \n",
       "Zack Snyder         850430007          6046        414.00000   \n",
       "Peter Jackson       816490211          6039        474.00000   \n",
       "James Gunn          778807126          6052        364.11193   \n",
       "\n",
       "                   production_budget  worldwide_gross        profit  \\\n",
       "director                                                              \n",
       "Anthony Russo            772722794.0     4.079279e+09  3.306557e+09   \n",
       "J.J. Abrams              242722794.0     6.440554e+08  4.013326e+08   \n",
       "Francis Lawrence         484000000.0     2.426382e+09  1.942382e+09   \n",
       "Joss Whedon              555600000.0     2.920950e+09  2.365350e+09   \n",
       "Pierre Coffin            225000000.0     3.170281e+09  2.945281e+09   \n",
       "Christopher Nolan        642722794.0     2.427330e+09  1.784607e+09   \n",
       "James Wan                455445588.0     3.018965e+09  2.563519e+09   \n",
       "Zack Snyder              775000000.0     2.191445e+09  1.416445e+09   \n",
       "Peter Jackson            750000000.0     2.922948e+09  2.172948e+09   \n",
       "James Gunn               275445588.0     1.124215e+09  8.487696e+08   \n",
       "\n",
       "                   profit_margin  profitable  \n",
       "director                                      \n",
       "Anthony Russo         309.786021           4  \n",
       "J.J. Abrams           129.506109           2  \n",
       "Francis Lawrence      296.732834           4  \n",
       "Joss Whedon           161.613682           2  \n",
       "Pierre Coffin         278.581116           3  \n",
       "Christopher Nolan     290.028955           4  \n",
       "James Wan             313.855008           4  \n",
       "Zack Snyder           191.763379           3  \n",
       "Peter Jackson         222.947397           3  \n",
       "James Gunn            218.263159           3  "
      ]
     },
     "execution_count": 49,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "high.groupby(\"director\").sum().sort_values(by=\"Gross\", ascending=False).head(10)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
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