{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Boba Maps of NYC\n",
    "### Best NYC Neighborhoods for Boba Lovers?"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "### Imports for Google Colab Session\n",
    "\n",
    "# # imports for Google Colab Sessions\n",
    "# !apt install gdal-bin python-gdal python3-gdal \n",
    "# # Install rtree - Geopandas requirment\n",
    "# !apt install python3-rtree \n",
    "# # Install Geopandas\n",
    "# !pip install git+git://github.com/geopandas/geopandas.git\n",
    "# # Install descartes - Geopandas requirment\n",
    "# !pip install descartes "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "import os\n",
    "import numpy as np\n",
    "import pandas as pd\n",
    "import geopandas as gpd\n",
    "import matplotlib.pyplot as plt"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "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>alias</th>\n",
       "      <th>name</th>\n",
       "      <th>image_url</th>\n",
       "      <th>is_closed</th>\n",
       "      <th>url</th>\n",
       "      <th>review_count</th>\n",
       "      <th>categories</th>\n",
       "      <th>rating</th>\n",
       "      <th>coordinates</th>\n",
       "      <th>transactions</th>\n",
       "      <th>price</th>\n",
       "      <th>location</th>\n",
       "      <th>phone</th>\n",
       "      <th>display_phone</th>\n",
       "      <th>distance</th>\n",
       "      <th>latitude</th>\n",
       "      <th>longitude</th>\n",
       "      <th>geometry</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>Q3fmTHT7zilDWtfzLK9lMA</td>\n",
       "      <td>truedan-new-york-3</td>\n",
       "      <td>Truedan</td>\n",
       "      <td>https://s3-media2.fl.yelpcdn.com/bphoto/BmUZXO...</td>\n",
       "      <td>False</td>\n",
       "      <td>https://www.yelp.com/biz/truedan-new-york-3?ad...</td>\n",
       "      <td>99</td>\n",
       "      <td>[{'alias': 'bubbletea', 'title': 'Bubble Tea'}]</td>\n",
       "      <td>4.5</td>\n",
       "      <td>{'latitude': 40.7191742, 'longitude': -73.9962...</td>\n",
       "      <td>['pickup', 'delivery']</td>\n",
       "      <td>$$</td>\n",
       "      <td>{'address1': '208 Grand St', 'address2': None,...</td>\n",
       "      <td>1.646559e+10</td>\n",
       "      <td>(646) 559-2886</td>\n",
       "      <td>1535.241614</td>\n",
       "      <td>40.719174</td>\n",
       "      <td>-73.996220</td>\n",
       "      <td>POINT (-73.9962197 40.7191742)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>7-bx74TooPuZKZDNW4WFcQ</td>\n",
       "      <td>chun-yang-tea-new-york</td>\n",
       "      <td>Chun Yang Tea</td>\n",
       "      <td>https://s3-media1.fl.yelpcdn.com/bphoto/JrGwrZ...</td>\n",
       "      <td>False</td>\n",
       "      <td>https://www.yelp.com/biz/chun-yang-tea-new-yor...</td>\n",
       "      <td>91</td>\n",
       "      <td>[{'alias': 'bubbletea', 'title': 'Bubble Tea'}]</td>\n",
       "      <td>4.5</td>\n",
       "      <td>{'latitude': 40.71617, 'longitude': -73.9971}</td>\n",
       "      <td>['pickup', 'delivery']</td>\n",
       "      <td>$$</td>\n",
       "      <td>{'address1': '26B Elizabeth St', 'address2': '...</td>\n",
       "      <td>1.212420e+10</td>\n",
       "      <td>(212) 420-0123</td>\n",
       "      <td>1212.877370</td>\n",
       "      <td>40.716170</td>\n",
       "      <td>-73.997100</td>\n",
       "      <td>POINT (-73.9971 40.71617)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>3aypSFXLfkAL4dhHVFobKg</td>\n",
       "      <td>lazy-sundaes-new-york-6</td>\n",
       "      <td>Lazy Sundaes</td>\n",
       "      <td>https://s3-media3.fl.yelpcdn.com/bphoto/kEfCYC...</td>\n",
       "      <td>False</td>\n",
       "      <td>https://www.yelp.com/biz/lazy-sundaes-new-york...</td>\n",
       "      <td>32</td>\n",
       "      <td>[{'alias': 'bubbletea', 'title': 'Bubble Tea'}...</td>\n",
       "      <td>4.5</td>\n",
       "      <td>{'latitude': 40.720597, 'longitude': -73.984539}</td>\n",
       "      <td>['pickup', 'delivery']</td>\n",
       "      <td>$$</td>\n",
       "      <td>{'address1': '23 Clinton St', 'address2': None...</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1877.016204</td>\n",
       "      <td>40.720597</td>\n",
       "      <td>-73.984539</td>\n",
       "      <td>POINT (-73.984539 40.720597)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>bVJQEeRNi34-3XN_F1AZEg</td>\n",
       "      <td>xing-fu-tang-new-york</td>\n",
       "      <td>Xing Fu Tang</td>\n",
       "      <td>https://s3-media2.fl.yelpcdn.com/bphoto/cyFHFE...</td>\n",
       "      <td>False</td>\n",
       "      <td>https://www.yelp.com/biz/xing-fu-tang-new-york...</td>\n",
       "      <td>91</td>\n",
       "      <td>[{'alias': 'bubbletea', 'title': 'Bubble Tea'}]</td>\n",
       "      <td>4.5</td>\n",
       "      <td>{'latitude': 40.7288, 'longitude': -73.98775}</td>\n",
       "      <td>['pickup', 'delivery']</td>\n",
       "      <td>NaN</td>\n",
       "      <td>{'address1': '133 2nd Ave', 'address2': '', 'a...</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>2656.450427</td>\n",
       "      <td>40.728800</td>\n",
       "      <td>-73.987750</td>\n",
       "      <td>POINT (-73.98775000000001 40.7288)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>zupVwJAFYkHDwrsQd2ktXA</td>\n",
       "      <td>fiftylan-union-square-new-york-3</td>\n",
       "      <td>FIFTYLAN Union Square</td>\n",
       "      <td>https://s3-media3.fl.yelpcdn.com/bphoto/UIwR20...</td>\n",
       "      <td>False</td>\n",
       "      <td>https://www.yelp.com/biz/fiftylan-union-square...</td>\n",
       "      <td>60</td>\n",
       "      <td>[{'alias': 'bubbletea', 'title': 'Bubble Tea'}]</td>\n",
       "      <td>4.0</td>\n",
       "      <td>{'latitude': 40.735516, 'longitude': -73.989191}</td>\n",
       "      <td>['pickup', 'delivery']</td>\n",
       "      <td>NaN</td>\n",
       "      <td>{'address1': '32 Union Square E', 'address2': ...</td>\n",
       "      <td>1.646767e+10</td>\n",
       "      <td>(646) 767-0085</td>\n",
       "      <td>3367.900728</td>\n",
       "      <td>40.735516</td>\n",
       "      <td>-73.989191</td>\n",
       "      <td>POINT (-73.98919100000001 40.735516)</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                       id                             alias  \\\n",
       "0  Q3fmTHT7zilDWtfzLK9lMA                truedan-new-york-3   \n",
       "1  7-bx74TooPuZKZDNW4WFcQ            chun-yang-tea-new-york   \n",
       "2  3aypSFXLfkAL4dhHVFobKg           lazy-sundaes-new-york-6   \n",
       "3  bVJQEeRNi34-3XN_F1AZEg             xing-fu-tang-new-york   \n",
       "4  zupVwJAFYkHDwrsQd2ktXA  fiftylan-union-square-new-york-3   \n",
       "\n",
       "                    name                                          image_url  \\\n",
       "0                Truedan  https://s3-media2.fl.yelpcdn.com/bphoto/BmUZXO...   \n",
       "1          Chun Yang Tea  https://s3-media1.fl.yelpcdn.com/bphoto/JrGwrZ...   \n",
       "2           Lazy Sundaes  https://s3-media3.fl.yelpcdn.com/bphoto/kEfCYC...   \n",
       "3           Xing Fu Tang  https://s3-media2.fl.yelpcdn.com/bphoto/cyFHFE...   \n",
       "4  FIFTYLAN Union Square  https://s3-media3.fl.yelpcdn.com/bphoto/UIwR20...   \n",
       "\n",
       "   is_closed                                                url  review_count  \\\n",
       "0      False  https://www.yelp.com/biz/truedan-new-york-3?ad...            99   \n",
       "1      False  https://www.yelp.com/biz/chun-yang-tea-new-yor...            91   \n",
       "2      False  https://www.yelp.com/biz/lazy-sundaes-new-york...            32   \n",
       "3      False  https://www.yelp.com/biz/xing-fu-tang-new-york...            91   \n",
       "4      False  https://www.yelp.com/biz/fiftylan-union-square...            60   \n",
       "\n",
       "                                          categories  rating  \\\n",
       "0    [{'alias': 'bubbletea', 'title': 'Bubble Tea'}]     4.5   \n",
       "1    [{'alias': 'bubbletea', 'title': 'Bubble Tea'}]     4.5   \n",
       "2  [{'alias': 'bubbletea', 'title': 'Bubble Tea'}...     4.5   \n",
       "3    [{'alias': 'bubbletea', 'title': 'Bubble Tea'}]     4.5   \n",
       "4    [{'alias': 'bubbletea', 'title': 'Bubble Tea'}]     4.0   \n",
       "\n",
       "                                         coordinates            transactions  \\\n",
       "0  {'latitude': 40.7191742, 'longitude': -73.9962...  ['pickup', 'delivery']   \n",
       "1      {'latitude': 40.71617, 'longitude': -73.9971}  ['pickup', 'delivery']   \n",
       "2   {'latitude': 40.720597, 'longitude': -73.984539}  ['pickup', 'delivery']   \n",
       "3      {'latitude': 40.7288, 'longitude': -73.98775}  ['pickup', 'delivery']   \n",
       "4   {'latitude': 40.735516, 'longitude': -73.989191}  ['pickup', 'delivery']   \n",
       "\n",
       "  price                                           location         phone  \\\n",
       "0    $$  {'address1': '208 Grand St', 'address2': None,...  1.646559e+10   \n",
       "1    $$  {'address1': '26B Elizabeth St', 'address2': '...  1.212420e+10   \n",
       "2    $$  {'address1': '23 Clinton St', 'address2': None...           NaN   \n",
       "3   NaN  {'address1': '133 2nd Ave', 'address2': '', 'a...           NaN   \n",
       "4   NaN  {'address1': '32 Union Square E', 'address2': ...  1.646767e+10   \n",
       "\n",
       "    display_phone     distance   latitude  longitude  \\\n",
       "0  (646) 559-2886  1535.241614  40.719174 -73.996220   \n",
       "1  (212) 420-0123  1212.877370  40.716170 -73.997100   \n",
       "2             NaN  1877.016204  40.720597 -73.984539   \n",
       "3             NaN  2656.450427  40.728800 -73.987750   \n",
       "4  (646) 767-0085  3367.900728  40.735516 -73.989191   \n",
       "\n",
       "                               geometry  \n",
       "0        POINT (-73.9962197 40.7191742)  \n",
       "1             POINT (-73.9971 40.71617)  \n",
       "2          POINT (-73.984539 40.720597)  \n",
       "3    POINT (-73.98775000000001 40.7288)  \n",
       "4  POINT (-73.98919100000001 40.735516)  "
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "url = 'https://raw.githubusercontent.com/mebauer/boba-nyc/master/teabook/boba-nyc.csv'\n",
    "df = pd.read_csv(url)\n",
    "df.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "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>review_count</th>\n",
       "      <th>rating</th>\n",
       "      <th>phone</th>\n",
       "      <th>distance</th>\n",
       "      <th>latitude</th>\n",
       "      <th>longitude</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>count</th>\n",
       "      <td>414.000000</td>\n",
       "      <td>414.000000</td>\n",
       "      <td>3.620000e+02</td>\n",
       "      <td>414.000000</td>\n",
       "      <td>414.000000</td>\n",
       "      <td>414.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>mean</th>\n",
       "      <td>89.722222</td>\n",
       "      <td>3.985507</td>\n",
       "      <td>1.613962e+10</td>\n",
       "      <td>8980.359386</td>\n",
       "      <td>40.716170</td>\n",
       "      <td>-73.941997</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>std</th>\n",
       "      <td>116.765312</td>\n",
       "      <td>0.608481</td>\n",
       "      <td>2.375761e+09</td>\n",
       "      <td>5684.076763</td>\n",
       "      <td>0.058255</td>\n",
       "      <td>0.084129</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>min</th>\n",
       "      <td>1.000000</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>1.201432e+10</td>\n",
       "      <td>953.875131</td>\n",
       "      <td>40.537609</td>\n",
       "      <td>-74.166080</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25%</th>\n",
       "      <td>16.250000</td>\n",
       "      <td>3.500000</td>\n",
       "      <td>1.347732e+10</td>\n",
       "      <td>3954.891025</td>\n",
       "      <td>40.689505</td>\n",
       "      <td>-73.994920</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>50%</th>\n",
       "      <td>49.000000</td>\n",
       "      <td>4.000000</td>\n",
       "      <td>1.718286e+10</td>\n",
       "      <td>8254.243639</td>\n",
       "      <td>40.731610</td>\n",
       "      <td>-73.975096</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>75%</th>\n",
       "      <td>109.000000</td>\n",
       "      <td>4.500000</td>\n",
       "      <td>1.718886e+10</td>\n",
       "      <td>13019.588280</td>\n",
       "      <td>40.757300</td>\n",
       "      <td>-73.880179</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>max</th>\n",
       "      <td>740.000000</td>\n",
       "      <td>5.000000</td>\n",
       "      <td>1.934235e+10</td>\n",
       "      <td>25132.157979</td>\n",
       "      <td>40.886959</td>\n",
       "      <td>-73.702410</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "       review_count      rating         phone      distance    latitude  \\\n",
       "count    414.000000  414.000000  3.620000e+02    414.000000  414.000000   \n",
       "mean      89.722222    3.985507  1.613962e+10   8980.359386   40.716170   \n",
       "std      116.765312    0.608481  2.375761e+09   5684.076763    0.058255   \n",
       "min        1.000000    1.000000  1.201432e+10    953.875131   40.537609   \n",
       "25%       16.250000    3.500000  1.347732e+10   3954.891025   40.689505   \n",
       "50%       49.000000    4.000000  1.718286e+10   8254.243639   40.731610   \n",
       "75%      109.000000    4.500000  1.718886e+10  13019.588280   40.757300   \n",
       "max      740.000000    5.000000  1.934235e+10  25132.157979   40.886959   \n",
       "\n",
       "        longitude  \n",
       "count  414.000000  \n",
       "mean   -73.941997  \n",
       "std      0.084129  \n",
       "min    -74.166080  \n",
       "25%    -73.994920  \n",
       "50%    -73.975096  \n",
       "75%    -73.880179  \n",
       "max    -73.702410  "
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.describe()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "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>count</th>\n",
       "      <th>unique</th>\n",
       "      <th>top</th>\n",
       "      <th>freq</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>id</th>\n",
       "      <td>414</td>\n",
       "      <td>414</td>\n",
       "      <td>Q3fmTHT7zilDWtfzLK9lMA</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>alias</th>\n",
       "      <td>414</td>\n",
       "      <td>414</td>\n",
       "      <td>truedan-new-york-3</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>name</th>\n",
       "      <td>414</td>\n",
       "      <td>259</td>\n",
       "      <td>Kung Fu Tea</td>\n",
       "      <td>26</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>image_url</th>\n",
       "      <td>409</td>\n",
       "      <td>409</td>\n",
       "      <td>https://s3-media2.fl.yelpcdn.com/bphoto/BmUZXO...</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>url</th>\n",
       "      <td>414</td>\n",
       "      <td>414</td>\n",
       "      <td>https://www.yelp.com/biz/truedan-new-york-3?ad...</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>categories</th>\n",
       "      <td>414</td>\n",
       "      <td>177</td>\n",
       "      <td>[{'alias': 'bubbletea', 'title': 'Bubble Tea'}]</td>\n",
       "      <td>115</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>coordinates</th>\n",
       "      <td>414</td>\n",
       "      <td>409</td>\n",
       "      <td>{'latitude': 40.71697, 'longitude': -73.99471}</td>\n",
       "      <td>2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>transactions</th>\n",
       "      <td>414</td>\n",
       "      <td>5</td>\n",
       "      <td>['pickup', 'delivery']</td>\n",
       "      <td>229</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>price</th>\n",
       "      <td>258</td>\n",
       "      <td>3</td>\n",
       "      <td>$</td>\n",
       "      <td>166</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>location</th>\n",
       "      <td>414</td>\n",
       "      <td>411</td>\n",
       "      <td>{'address1': '90-15 Queens Blvd', 'address2': ...</td>\n",
       "      <td>2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>display_phone</th>\n",
       "      <td>362</td>\n",
       "      <td>357</td>\n",
       "      <td>(718) 395-8297</td>\n",
       "      <td>2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>geometry</th>\n",
       "      <td>414</td>\n",
       "      <td>409</td>\n",
       "      <td>POINT (-73.99471 40.71697)</td>\n",
       "      <td>2</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "              count unique                                                top  \\\n",
       "id              414    414                             Q3fmTHT7zilDWtfzLK9lMA   \n",
       "alias           414    414                                 truedan-new-york-3   \n",
       "name            414    259                                        Kung Fu Tea   \n",
       "image_url       409    409  https://s3-media2.fl.yelpcdn.com/bphoto/BmUZXO...   \n",
       "url             414    414  https://www.yelp.com/biz/truedan-new-york-3?ad...   \n",
       "categories      414    177    [{'alias': 'bubbletea', 'title': 'Bubble Tea'}]   \n",
       "coordinates     414    409     {'latitude': 40.71697, 'longitude': -73.99471}   \n",
       "transactions    414      5                             ['pickup', 'delivery']   \n",
       "price           258      3                                                  $   \n",
       "location        414    411  {'address1': '90-15 Queens Blvd', 'address2': ...   \n",
       "display_phone   362    357                                     (718) 395-8297   \n",
       "geometry        414    409                         POINT (-73.99471 40.71697)   \n",
       "\n",
       "              freq  \n",
       "id               1  \n",
       "alias            1  \n",
       "name            26  \n",
       "image_url        1  \n",
       "url              1  \n",
       "categories     115  \n",
       "coordinates      2  \n",
       "transactions   229  \n",
       "price          166  \n",
       "location         2  \n",
       "display_phone    2  \n",
       "geometry         2  "
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.describe(include=['O']).T"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Map Boba Data for NYC Neighborhoods"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "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>boro_code</th>\n",
       "      <th>boro_name</th>\n",
       "      <th>county_fip</th>\n",
       "      <th>ntacode</th>\n",
       "      <th>ntaname</th>\n",
       "      <th>shape_area</th>\n",
       "      <th>shape_leng</th>\n",
       "      <th>geometry</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>4.0</td>\n",
       "      <td>Queens</td>\n",
       "      <td>081</td>\n",
       "      <td>QN51</td>\n",
       "      <td>Murray Hill</td>\n",
       "      <td>5.248828e+07</td>\n",
       "      <td>33266.904856</td>\n",
       "      <td>POLYGON ((-73.80379 40.77561, -73.80099 40.775...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>4.0</td>\n",
       "      <td>Queens</td>\n",
       "      <td>081</td>\n",
       "      <td>QN27</td>\n",
       "      <td>East Elmhurst</td>\n",
       "      <td>1.972685e+07</td>\n",
       "      <td>19816.711894</td>\n",
       "      <td>POLYGON ((-73.86110 40.76366, -73.85993 40.762...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>4.0</td>\n",
       "      <td>Queens</td>\n",
       "      <td>081</td>\n",
       "      <td>QN41</td>\n",
       "      <td>Fresh Meadows-Utopia</td>\n",
       "      <td>2.777485e+07</td>\n",
       "      <td>22106.431272</td>\n",
       "      <td>POLYGON ((-73.77758 40.73019, -73.77849 40.729...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>1.0</td>\n",
       "      <td>Manhattan</td>\n",
       "      <td>061</td>\n",
       "      <td>MN17</td>\n",
       "      <td>Midtown-Midtown South</td>\n",
       "      <td>3.019153e+07</td>\n",
       "      <td>27032.700375</td>\n",
       "      <td>POLYGON ((-73.97301 40.76428, -73.97141 40.763...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>2.0</td>\n",
       "      <td>Bronx</td>\n",
       "      <td>005</td>\n",
       "      <td>BX09</td>\n",
       "      <td>Soundview-Castle Hill-Clason Point-Harding Park</td>\n",
       "      <td>5.198380e+07</td>\n",
       "      <td>67340.977626</td>\n",
       "      <td>MULTIPOLYGON (((-73.88064 40.81852, -73.88098 ...</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   boro_code  boro_name county_fip ntacode  \\\n",
       "0        4.0     Queens        081    QN51   \n",
       "1        4.0     Queens        081    QN27   \n",
       "2        4.0     Queens        081    QN41   \n",
       "3        1.0  Manhattan        061    MN17   \n",
       "4        2.0      Bronx        005    BX09   \n",
       "\n",
       "                                           ntaname    shape_area  \\\n",
       "0                                      Murray Hill  5.248828e+07   \n",
       "1                                    East Elmhurst  1.972685e+07   \n",
       "2                             Fresh Meadows-Utopia  2.777485e+07   \n",
       "3                            Midtown-Midtown South  3.019153e+07   \n",
       "4  Soundview-Castle Hill-Clason Point-Harding Park  5.198380e+07   \n",
       "\n",
       "     shape_leng                                           geometry  \n",
       "0  33266.904856  POLYGON ((-73.80379 40.77561, -73.80099 40.775...  \n",
       "1  19816.711894  POLYGON ((-73.86110 40.76366, -73.85993 40.762...  \n",
       "2  22106.431272  POLYGON ((-73.77758 40.73019, -73.77849 40.729...  \n",
       "3  27032.700375  POLYGON ((-73.97301 40.76428, -73.97141 40.763...  \n",
       "4  67340.977626  MULTIPOLYGON (((-73.88064 40.81852, -73.88098 ...  "
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# read neighborhood data as geodataframe\n",
    "url = 'https://data.cityofnewyork.us/api/geospatial/cpf4-rkhq?method=export&format=Shapefile'\n",
    "neighborhoods = gpd.read_file(url)\n",
    "neighborhoods.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "EPSG:4326\n",
      "EPSG:4326\n"
     ]
    }
   ],
   "source": [
    "# re-project neighborhood data\n",
    "neighborhoods = neighborhoods.to_crs('EPSG:4326')\n",
    "\n",
    "# open the boba dataframe as geo data frame using the lat-long info in the data\n",
    "gdf = gpd.GeoDataFrame(df, crs=neighborhoods.crs, geometry=gpd.points_from_xy(df.longitude, df.latitude))\n",
    "\n",
    "print(neighborhoods.crs)\n",
    "print(gdf.crs)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "(414, 27)\n"
     ]
    },
    {
     "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>alias</th>\n",
       "      <th>name</th>\n",
       "      <th>image_url</th>\n",
       "      <th>is_closed</th>\n",
       "      <th>url</th>\n",
       "      <th>review_count</th>\n",
       "      <th>categories</th>\n",
       "      <th>rating</th>\n",
       "      <th>coordinates</th>\n",
       "      <th>...</th>\n",
       "      <th>longitude</th>\n",
       "      <th>geometry</th>\n",
       "      <th>index_right</th>\n",
       "      <th>boro_code</th>\n",
       "      <th>boro_name</th>\n",
       "      <th>county_fip</th>\n",
       "      <th>ntacode</th>\n",
       "      <th>ntaname</th>\n",
       "      <th>shape_area</th>\n",
       "      <th>shape_leng</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>Q3fmTHT7zilDWtfzLK9lMA</td>\n",
       "      <td>truedan-new-york-3</td>\n",
       "      <td>Truedan</td>\n",
       "      <td>https://s3-media2.fl.yelpcdn.com/bphoto/BmUZXO...</td>\n",
       "      <td>False</td>\n",
       "      <td>https://www.yelp.com/biz/truedan-new-york-3?ad...</td>\n",
       "      <td>99</td>\n",
       "      <td>[{'alias': 'bubbletea', 'title': 'Bubble Tea'}]</td>\n",
       "      <td>4.5</td>\n",
       "      <td>{'latitude': 40.7191742, 'longitude': -73.9962...</td>\n",
       "      <td>...</td>\n",
       "      <td>-73.996220</td>\n",
       "      <td>POINT (-73.99622 40.71917)</td>\n",
       "      <td>94</td>\n",
       "      <td>1.0</td>\n",
       "      <td>Manhattan</td>\n",
       "      <td>061</td>\n",
       "      <td>MN24</td>\n",
       "      <td>SoHo-TriBeCa-Civic Center-Little Italy</td>\n",
       "      <td>2.503268e+07</td>\n",
       "      <td>26855.031527</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>7-bx74TooPuZKZDNW4WFcQ</td>\n",
       "      <td>chun-yang-tea-new-york</td>\n",
       "      <td>Chun Yang Tea</td>\n",
       "      <td>https://s3-media1.fl.yelpcdn.com/bphoto/JrGwrZ...</td>\n",
       "      <td>False</td>\n",
       "      <td>https://www.yelp.com/biz/chun-yang-tea-new-yor...</td>\n",
       "      <td>91</td>\n",
       "      <td>[{'alias': 'bubbletea', 'title': 'Bubble Tea'}]</td>\n",
       "      <td>4.5</td>\n",
       "      <td>{'latitude': 40.71617, 'longitude': -73.9971}</td>\n",
       "      <td>...</td>\n",
       "      <td>-73.997100</td>\n",
       "      <td>POINT (-73.99710 40.71617)</td>\n",
       "      <td>88</td>\n",
       "      <td>1.0</td>\n",
       "      <td>Manhattan</td>\n",
       "      <td>061</td>\n",
       "      <td>MN27</td>\n",
       "      <td>Chinatown</td>\n",
       "      <td>1.450188e+07</td>\n",
       "      <td>20786.254332</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>3aypSFXLfkAL4dhHVFobKg</td>\n",
       "      <td>lazy-sundaes-new-york-6</td>\n",
       "      <td>Lazy Sundaes</td>\n",
       "      <td>https://s3-media3.fl.yelpcdn.com/bphoto/kEfCYC...</td>\n",
       "      <td>False</td>\n",
       "      <td>https://www.yelp.com/biz/lazy-sundaes-new-york...</td>\n",
       "      <td>32</td>\n",
       "      <td>[{'alias': 'bubbletea', 'title': 'Bubble Tea'}...</td>\n",
       "      <td>4.5</td>\n",
       "      <td>{'latitude': 40.720597, 'longitude': -73.984539}</td>\n",
       "      <td>...</td>\n",
       "      <td>-73.984539</td>\n",
       "      <td>POINT (-73.98454 40.72060)</td>\n",
       "      <td>88</td>\n",
       "      <td>1.0</td>\n",
       "      <td>Manhattan</td>\n",
       "      <td>061</td>\n",
       "      <td>MN27</td>\n",
       "      <td>Chinatown</td>\n",
       "      <td>1.450188e+07</td>\n",
       "      <td>20786.254332</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>bVJQEeRNi34-3XN_F1AZEg</td>\n",
       "      <td>xing-fu-tang-new-york</td>\n",
       "      <td>Xing Fu Tang</td>\n",
       "      <td>https://s3-media2.fl.yelpcdn.com/bphoto/cyFHFE...</td>\n",
       "      <td>False</td>\n",
       "      <td>https://www.yelp.com/biz/xing-fu-tang-new-york...</td>\n",
       "      <td>91</td>\n",
       "      <td>[{'alias': 'bubbletea', 'title': 'Bubble Tea'}]</td>\n",
       "      <td>4.5</td>\n",
       "      <td>{'latitude': 40.7288, 'longitude': -73.98775}</td>\n",
       "      <td>...</td>\n",
       "      <td>-73.987750</td>\n",
       "      <td>POINT (-73.98775 40.72880)</td>\n",
       "      <td>139</td>\n",
       "      <td>1.0</td>\n",
       "      <td>Manhattan</td>\n",
       "      <td>061</td>\n",
       "      <td>MN22</td>\n",
       "      <td>East Village</td>\n",
       "      <td>1.089424e+07</td>\n",
       "      <td>13555.232094</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>zupVwJAFYkHDwrsQd2ktXA</td>\n",
       "      <td>fiftylan-union-square-new-york-3</td>\n",
       "      <td>FIFTYLAN Union Square</td>\n",
       "      <td>https://s3-media3.fl.yelpcdn.com/bphoto/UIwR20...</td>\n",
       "      <td>False</td>\n",
       "      <td>https://www.yelp.com/biz/fiftylan-union-square...</td>\n",
       "      <td>60</td>\n",
       "      <td>[{'alias': 'bubbletea', 'title': 'Bubble Tea'}]</td>\n",
       "      <td>4.0</td>\n",
       "      <td>{'latitude': 40.735516, 'longitude': -73.989191}</td>\n",
       "      <td>...</td>\n",
       "      <td>-73.989191</td>\n",
       "      <td>POINT (-73.98919 40.73552)</td>\n",
       "      <td>32</td>\n",
       "      <td>1.0</td>\n",
       "      <td>Manhattan</td>\n",
       "      <td>061</td>\n",
       "      <td>MN21</td>\n",
       "      <td>Gramercy</td>\n",
       "      <td>7.526916e+06</td>\n",
       "      <td>12096.891148</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>5 rows × 27 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "                       id                             alias  \\\n",
       "0  Q3fmTHT7zilDWtfzLK9lMA                truedan-new-york-3   \n",
       "1  7-bx74TooPuZKZDNW4WFcQ            chun-yang-tea-new-york   \n",
       "2  3aypSFXLfkAL4dhHVFobKg           lazy-sundaes-new-york-6   \n",
       "3  bVJQEeRNi34-3XN_F1AZEg             xing-fu-tang-new-york   \n",
       "4  zupVwJAFYkHDwrsQd2ktXA  fiftylan-union-square-new-york-3   \n",
       "\n",
       "                    name                                          image_url  \\\n",
       "0                Truedan  https://s3-media2.fl.yelpcdn.com/bphoto/BmUZXO...   \n",
       "1          Chun Yang Tea  https://s3-media1.fl.yelpcdn.com/bphoto/JrGwrZ...   \n",
       "2           Lazy Sundaes  https://s3-media3.fl.yelpcdn.com/bphoto/kEfCYC...   \n",
       "3           Xing Fu Tang  https://s3-media2.fl.yelpcdn.com/bphoto/cyFHFE...   \n",
       "4  FIFTYLAN Union Square  https://s3-media3.fl.yelpcdn.com/bphoto/UIwR20...   \n",
       "\n",
       "   is_closed                                                url  review_count  \\\n",
       "0      False  https://www.yelp.com/biz/truedan-new-york-3?ad...            99   \n",
       "1      False  https://www.yelp.com/biz/chun-yang-tea-new-yor...            91   \n",
       "2      False  https://www.yelp.com/biz/lazy-sundaes-new-york...            32   \n",
       "3      False  https://www.yelp.com/biz/xing-fu-tang-new-york...            91   \n",
       "4      False  https://www.yelp.com/biz/fiftylan-union-square...            60   \n",
       "\n",
       "                                          categories  rating  \\\n",
       "0    [{'alias': 'bubbletea', 'title': 'Bubble Tea'}]     4.5   \n",
       "1    [{'alias': 'bubbletea', 'title': 'Bubble Tea'}]     4.5   \n",
       "2  [{'alias': 'bubbletea', 'title': 'Bubble Tea'}...     4.5   \n",
       "3    [{'alias': 'bubbletea', 'title': 'Bubble Tea'}]     4.5   \n",
       "4    [{'alias': 'bubbletea', 'title': 'Bubble Tea'}]     4.0   \n",
       "\n",
       "                                         coordinates  ...  longitude  \\\n",
       "0  {'latitude': 40.7191742, 'longitude': -73.9962...  ... -73.996220   \n",
       "1      {'latitude': 40.71617, 'longitude': -73.9971}  ... -73.997100   \n",
       "2   {'latitude': 40.720597, 'longitude': -73.984539}  ... -73.984539   \n",
       "3      {'latitude': 40.7288, 'longitude': -73.98775}  ... -73.987750   \n",
       "4   {'latitude': 40.735516, 'longitude': -73.989191}  ... -73.989191   \n",
       "\n",
       "                     geometry index_right  boro_code  boro_name  county_fip  \\\n",
       "0  POINT (-73.99622 40.71917)          94        1.0  Manhattan         061   \n",
       "1  POINT (-73.99710 40.71617)          88        1.0  Manhattan         061   \n",
       "2  POINT (-73.98454 40.72060)          88        1.0  Manhattan         061   \n",
       "3  POINT (-73.98775 40.72880)         139        1.0  Manhattan         061   \n",
       "4  POINT (-73.98919 40.73552)          32        1.0  Manhattan         061   \n",
       "\n",
       "   ntacode                                 ntaname    shape_area    shape_leng  \n",
       "0     MN24  SoHo-TriBeCa-Civic Center-Little Italy  2.503268e+07  26855.031527  \n",
       "1     MN27                               Chinatown  1.450188e+07  20786.254332  \n",
       "2     MN27                               Chinatown  1.450188e+07  20786.254332  \n",
       "3     MN22                            East Village  1.089424e+07  13555.232094  \n",
       "4     MN21                                Gramercy  7.526916e+06  12096.891148  \n",
       "\n",
       "[5 rows x 27 columns]"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# join the neighborhood information to each boba shop\n",
    "join_df = gpd.sjoin(gdf, neighborhoods, how=\"left\")\n",
    "print(join_df.shape)\n",
    "join_df.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "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>counts</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>count</th>\n",
       "      <td>93.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>mean</th>\n",
       "      <td>4.451613</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>std</th>\n",
       "      <td>6.289253</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>min</th>\n",
       "      <td>1.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25%</th>\n",
       "      <td>1.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>50%</th>\n",
       "      <td>2.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>75%</th>\n",
       "      <td>5.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>max</th>\n",
       "      <td>40.000000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "          counts\n",
       "count  93.000000\n",
       "mean    4.451613\n",
       "std     6.289253\n",
       "min     1.000000\n",
       "25%     1.000000\n",
       "50%     2.000000\n",
       "75%     5.000000\n",
       "max    40.000000"
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# get the counts of boba shops groupped by neighborhood names\n",
    "nt_count = join_df.groupby(by='ntaname')['id'].count().sort_values(ascending=True)\n",
    "nt_count = nt_count.reset_index()\n",
    "nt_count.columns = ['ntaname', 'counts']\n",
    "nt_count.describe()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "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>rating</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>count</th>\n",
       "      <td>93.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>mean</th>\n",
       "      <td>4.018089</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>std</th>\n",
       "      <td>0.472595</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>min</th>\n",
       "      <td>2.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25%</th>\n",
       "      <td>3.833333</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>50%</th>\n",
       "      <td>4.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>75%</th>\n",
       "      <td>4.333333</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>max</th>\n",
       "      <td>5.000000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "          rating\n",
       "count  93.000000\n",
       "mean    4.018089\n",
       "std     0.472595\n",
       "min     2.000000\n",
       "25%     3.833333\n",
       "50%     4.000000\n",
       "75%     4.333333\n",
       "max     5.000000"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# get the average ratings of boba shops groupped by neighborhood names\n",
    "nt_rating = join_df.groupby(by='ntaname')['rating'].mean().sort_values(ascending=True)\n",
    "nt_rating = nt_rating.reset_index()\n",
    "nt_rating.columns = ['ntaname','rating']\n",
    "nt_rating.describe()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "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>review_count</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>count</th>\n",
       "      <td>93.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>mean</th>\n",
       "      <td>399.408602</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>std</th>\n",
       "      <td>812.981820</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>min</th>\n",
       "      <td>1.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25%</th>\n",
       "      <td>32.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>50%</th>\n",
       "      <td>114.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>75%</th>\n",
       "      <td>384.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>max</th>\n",
       "      <td>5093.000000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "       review_count\n",
       "count     93.000000\n",
       "mean     399.408602\n",
       "std      812.981820\n",
       "min        1.000000\n",
       "25%       32.000000\n",
       "50%      114.000000\n",
       "75%      384.000000\n",
       "max     5093.000000"
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# get the average ratings of boba shops groupped by neighborhood names\n",
    "nt_revcount = join_df.groupby(by='ntaname')['review_count'].sum().sort_values(ascending=True)\n",
    "nt_revcount = nt_revcount.reset_index()\n",
    "nt_revcount.columns = ['ntaname','review_count']\n",
    "nt_revcount.describe()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "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>boro_code</th>\n",
       "      <th>boro_name</th>\n",
       "      <th>county_fip</th>\n",
       "      <th>ntacode</th>\n",
       "      <th>ntaname</th>\n",
       "      <th>shape_area</th>\n",
       "      <th>shape_leng</th>\n",
       "      <th>geometry</th>\n",
       "      <th>counts</th>\n",
       "      <th>rating</th>\n",
       "      <th>review_count</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>4.0</td>\n",
       "      <td>Queens</td>\n",
       "      <td>081</td>\n",
       "      <td>QN51</td>\n",
       "      <td>Murray Hill</td>\n",
       "      <td>5.248828e+07</td>\n",
       "      <td>33266.904856</td>\n",
       "      <td>POLYGON ((-73.80379 40.77561, -73.80099 40.775...</td>\n",
       "      <td>4.0</td>\n",
       "      <td>4.250000</td>\n",
       "      <td>56.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>4.0</td>\n",
       "      <td>Queens</td>\n",
       "      <td>081</td>\n",
       "      <td>QN27</td>\n",
       "      <td>East Elmhurst</td>\n",
       "      <td>1.972685e+07</td>\n",
       "      <td>19816.711894</td>\n",
       "      <td>POLYGON ((-73.86110 40.76366, -73.85993 40.762...</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>4.0</td>\n",
       "      <td>Queens</td>\n",
       "      <td>081</td>\n",
       "      <td>QN41</td>\n",
       "      <td>Fresh Meadows-Utopia</td>\n",
       "      <td>2.777485e+07</td>\n",
       "      <td>22106.431272</td>\n",
       "      <td>POLYGON ((-73.77758 40.73019, -73.77849 40.729...</td>\n",
       "      <td>5.0</td>\n",
       "      <td>4.000000</td>\n",
       "      <td>338.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>1.0</td>\n",
       "      <td>Manhattan</td>\n",
       "      <td>061</td>\n",
       "      <td>MN17</td>\n",
       "      <td>Midtown-Midtown South</td>\n",
       "      <td>3.019153e+07</td>\n",
       "      <td>27032.700375</td>\n",
       "      <td>POLYGON ((-73.97301 40.76428, -73.97141 40.763...</td>\n",
       "      <td>15.0</td>\n",
       "      <td>3.833333</td>\n",
       "      <td>2564.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>2.0</td>\n",
       "      <td>Bronx</td>\n",
       "      <td>005</td>\n",
       "      <td>BX09</td>\n",
       "      <td>Soundview-Castle Hill-Clason Point-Harding Park</td>\n",
       "      <td>5.198380e+07</td>\n",
       "      <td>67340.977626</td>\n",
       "      <td>MULTIPOLYGON (((-73.88064 40.81852, -73.88098 ...</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   boro_code  boro_name county_fip ntacode  \\\n",
       "0        4.0     Queens        081    QN51   \n",
       "1        4.0     Queens        081    QN27   \n",
       "2        4.0     Queens        081    QN41   \n",
       "3        1.0  Manhattan        061    MN17   \n",
       "4        2.0      Bronx        005    BX09   \n",
       "\n",
       "                                           ntaname    shape_area  \\\n",
       "0                                      Murray Hill  5.248828e+07   \n",
       "1                                    East Elmhurst  1.972685e+07   \n",
       "2                             Fresh Meadows-Utopia  2.777485e+07   \n",
       "3                            Midtown-Midtown South  3.019153e+07   \n",
       "4  Soundview-Castle Hill-Clason Point-Harding Park  5.198380e+07   \n",
       "\n",
       "     shape_leng                                           geometry  counts  \\\n",
       "0  33266.904856  POLYGON ((-73.80379 40.77561, -73.80099 40.775...     4.0   \n",
       "1  19816.711894  POLYGON ((-73.86110 40.76366, -73.85993 40.762...     NaN   \n",
       "2  22106.431272  POLYGON ((-73.77758 40.73019, -73.77849 40.729...     5.0   \n",
       "3  27032.700375  POLYGON ((-73.97301 40.76428, -73.97141 40.763...    15.0   \n",
       "4  67340.977626  MULTIPOLYGON (((-73.88064 40.81852, -73.88098 ...     NaN   \n",
       "\n",
       "     rating  review_count  \n",
       "0  4.250000          56.0  \n",
       "1       NaN           NaN  \n",
       "2  4.000000         338.0  \n",
       "3  3.833333        2564.0  \n",
       "4       NaN           NaN  "
      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# merge the counts, ratings, review counts by neighborhood dataframe to the neighborhood geodataframe, which contains spatial information of the neighborhoods\n",
    "group_nt_gdf = neighborhoods.merge(nt_count, how=\"left\", left_on='ntaname', right_on='ntaname')\n",
    "group_nt_gdf = group_nt_gdf.merge(nt_rating, how=\"left\", left_on='ntaname', right_on='ntaname')\n",
    "group_nt_gdf = group_nt_gdf.merge(nt_revcount, how=\"left\", left_on='ntaname', right_on='ntaname')\n",
    "\n",
    "group_nt_gdf.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "C:\\Users\\datal\\AppData\\Local\\Temp\\ipykernel_14736\\2953681496.py:2: UserWarning: Geometry is in a geographic CRS. Results from 'centroid' are likely incorrect. Use 'GeoSeries.to_crs()' to re-project geometries to a projected CRS before this operation.\n",
      "\n",
      "  group_nt_gdf['label_geometry'] = group_nt_gdf['geometry'].centroid\n"
     ]
    },
    {
     "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>boro_code</th>\n",
       "      <th>boro_name</th>\n",
       "      <th>county_fip</th>\n",
       "      <th>ntacode</th>\n",
       "      <th>ntaname</th>\n",
       "      <th>shape_area</th>\n",
       "      <th>shape_leng</th>\n",
       "      <th>geometry</th>\n",
       "      <th>counts</th>\n",
       "      <th>rating</th>\n",
       "      <th>review_count</th>\n",
       "      <th>label_geometry</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>4.0</td>\n",
       "      <td>Queens</td>\n",
       "      <td>081</td>\n",
       "      <td>QN51</td>\n",
       "      <td>Murray Hill</td>\n",
       "      <td>5.248828e+07</td>\n",
       "      <td>33266.904856</td>\n",
       "      <td>POLYGON ((-73.80379 40.77561, -73.80099 40.775...</td>\n",
       "      <td>4.0</td>\n",
       "      <td>4.250000</td>\n",
       "      <td>56.0</td>\n",
       "      <td>POINT (-73.80955 40.76835)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>4.0</td>\n",
       "      <td>Queens</td>\n",
       "      <td>081</td>\n",
       "      <td>QN27</td>\n",
       "      <td>East Elmhurst</td>\n",
       "      <td>1.972685e+07</td>\n",
       "      <td>19816.711894</td>\n",
       "      <td>POLYGON ((-73.86110 40.76366, -73.85993 40.762...</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>POINT (-73.86840 40.76335)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>4.0</td>\n",
       "      <td>Queens</td>\n",
       "      <td>081</td>\n",
       "      <td>QN41</td>\n",
       "      <td>Fresh Meadows-Utopia</td>\n",
       "      <td>2.777485e+07</td>\n",
       "      <td>22106.431272</td>\n",
       "      <td>POLYGON ((-73.77758 40.73019, -73.77849 40.729...</td>\n",
       "      <td>5.0</td>\n",
       "      <td>4.000000</td>\n",
       "      <td>338.0</td>\n",
       "      <td>POINT (-73.78372 40.73489)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>1.0</td>\n",
       "      <td>Manhattan</td>\n",
       "      <td>061</td>\n",
       "      <td>MN17</td>\n",
       "      <td>Midtown-Midtown South</td>\n",
       "      <td>3.019153e+07</td>\n",
       "      <td>27032.700375</td>\n",
       "      <td>POLYGON ((-73.97301 40.76428, -73.97141 40.763...</td>\n",
       "      <td>15.0</td>\n",
       "      <td>3.833333</td>\n",
       "      <td>2564.0</td>\n",
       "      <td>POINT (-73.98350 40.75573)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>2.0</td>\n",
       "      <td>Bronx</td>\n",
       "      <td>005</td>\n",
       "      <td>BX09</td>\n",
       "      <td>Soundview-Castle Hill-Clason Point-Harding Park</td>\n",
       "      <td>5.198380e+07</td>\n",
       "      <td>67340.977626</td>\n",
       "      <td>MULTIPOLYGON (((-73.88064 40.81852, -73.88098 ...</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>POINT (-73.85619 40.81805)</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   boro_code  boro_name county_fip ntacode  \\\n",
       "0        4.0     Queens        081    QN51   \n",
       "1        4.0     Queens        081    QN27   \n",
       "2        4.0     Queens        081    QN41   \n",
       "3        1.0  Manhattan        061    MN17   \n",
       "4        2.0      Bronx        005    BX09   \n",
       "\n",
       "                                           ntaname    shape_area  \\\n",
       "0                                      Murray Hill  5.248828e+07   \n",
       "1                                    East Elmhurst  1.972685e+07   \n",
       "2                             Fresh Meadows-Utopia  2.777485e+07   \n",
       "3                            Midtown-Midtown South  3.019153e+07   \n",
       "4  Soundview-Castle Hill-Clason Point-Harding Park  5.198380e+07   \n",
       "\n",
       "     shape_leng                                           geometry  counts  \\\n",
       "0  33266.904856  POLYGON ((-73.80379 40.77561, -73.80099 40.775...     4.0   \n",
       "1  19816.711894  POLYGON ((-73.86110 40.76366, -73.85993 40.762...     NaN   \n",
       "2  22106.431272  POLYGON ((-73.77758 40.73019, -73.77849 40.729...     5.0   \n",
       "3  27032.700375  POLYGON ((-73.97301 40.76428, -73.97141 40.763...    15.0   \n",
       "4  67340.977626  MULTIPOLYGON (((-73.88064 40.81852, -73.88098 ...     NaN   \n",
       "\n",
       "     rating  review_count              label_geometry  \n",
       "0  4.250000          56.0  POINT (-73.80955 40.76835)  \n",
       "1       NaN           NaN  POINT (-73.86840 40.76335)  \n",
       "2  4.000000         338.0  POINT (-73.78372 40.73489)  \n",
       "3  3.833333        2564.0  POINT (-73.98350 40.75573)  \n",
       "4       NaN           NaN  POINT (-73.85619 40.81805)  "
      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# get the lat-long of the centroid of each neighborhood (\"label_geometry\") for labeling\n",
    "group_nt_gdf['label_geometry'] = group_nt_gdf['geometry'].centroid\n",
    "group_nt_gdf.sort_values('counts', ascending=True)\n",
    "group_nt_gdf.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "<Figure size 1440x864 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# create a choropleth map of boba shop counts in NYC neighborhoods\n",
    "\n",
    "fig, ax = plt.subplots(figsize=(20, 12))\n",
    "missing_kwds={\"color\": \"lightgrey\",\"edgecolor\": \"lightgrey\",\"label\": \"Missing values\"}\n",
    "group_nt_gdf.plot(ax=ax, column='counts', cmap='OrRd', edgecolor=\"none\", linewidth=1, legend=True, legend_kwds = {'label': \"Counts of Boba Tea Shops in NYC Neighborhoods\"}, missing_kwds=missing_kwds)\n",
    "\n",
    "# lebel the top 3 neighborhoods\n",
    "top_counts = group_nt_gdf.sort_values(\"counts\", ascending=False)[0:3]\n",
    "for x, y, label in zip(top_counts.label_geometry.x, top_counts.label_geometry.y, top_counts.ntaname):\n",
    "    ax.annotate(label, xy=(x, y))\n",
    "\n",
    "ax.set_axis_off()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "<Figure size 1440x864 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# create a choropleth map of average boba shop ratings in NYC neighborhoods\n",
    "\n",
    "fig, ax = plt.subplots(figsize=(20, 12))\n",
    "missing_kwds={\"color\": \"lightgrey\",\"edgecolor\": \"lightgrey\",\"label\": \"Missing values\"}\n",
    "group_nt_gdf.plot(\n",
    "    ax=ax, column='rating', cmap='BuPu', edgecolor=\"none\", linewidth=1, legend=True,\n",
    "    legend_kwds = {'label': \"Rating of Boba Tea Shops in NYC Neighborhoods\"}, missing_kwds=missing_kwds)\n",
    "\n",
    "# lebel the top 3 neighborhoods\n",
    "top_rated = group_nt_gdf.sort_values(\"rating\", ascending=False)[0:3]\n",
    "for x, y, label in zip(top_rated.label_geometry.x, top_rated.label_geometry.y, top_rated.ntaname):\n",
    "    ax.annotate(label, xy=(x, y))\n",
    "ax.set_axis_off()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "''"
      ]
     },
     "execution_count": 19,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "<Figure size 2160x1800 with 5 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Put the maps side to side..\n",
    "# create a choropleth map of boba shop ratings in NYC neighborhoods\n",
    "# and proportional symbol maps of boba shop counts and boba shop review counts in NYC neighborhoods\n",
    "\n",
    "fig, ax = plt.subplots(2, 2, figsize=(30, 25))\n",
    "\n",
    "\n",
    "# draw average rating of boba tea shops\n",
    "ax[0][0].title.set_text('Average Ratings of Boba Shops in NYC')\n",
    "missing_kwds={\"color\": \"lightgrey\",\"edgecolor\": \"lightgrey\",\"label\": \"Missing values\"}\n",
    "group_nt_gdf.plot(ax=ax[0][0], \n",
    "    column='rating',\n",
    "    cmap='BuPu',\n",
    "    edgecolor=\"none\", \n",
    "    linewidth=1,\n",
    "    legend=True,\n",
    "    legend_kwds = {\n",
    "        'label': \"Rating of Boba Tea Shops in NYC Neighborhoods\"\n",
    "    }, \n",
    "    missing_kwds = missing_kwds\n",
    ")\n",
    "\n",
    "# To create proportional symbol maps,\n",
    "# create a copy of the geodataframe using the centroids coordinate as the geometry\n",
    "group_nt_gdf_pt = group_nt_gdf.copy()\n",
    "group_nt_gdf_pt['geometry'] = group_nt_gdf_pt['label_geometry']\n",
    "group_nt_gdf_pt.head()\n",
    "\n",
    "\n",
    "# draw counts of boba tea shops\n",
    "ax[0][1].title.set_text('Counts of Boba Shops in NYC')\n",
    "neighborhoods.plot(ax=ax[0][1], color=\"#ebd7b8\", edgecolor=\"white\",linewidth=0.5, alpha=1)\n",
    "group_nt_gdf_pt.plot(\n",
    "    ax=ax[0][1], color=\"#2e2622\", markersize=group_nt_gdf_pt.counts * 50, alpha=0.5, edgecolor='#2e2622', linewidth=0.4, legend=True, label=\"Counts of Boba Tea Shops in NYC Neighborhoods\")\n",
    "\n",
    "\n",
    "# draw counts of reviews\n",
    "ax[1][0].title.set_text('Counts of Boba Shops Reviews in NYC')\n",
    "neighborhoods.plot(ax=ax[1][0], color=\"#b8bd88\", edgecolor=\"whitesmoke\",linewidth=0.5, alpha=1)\n",
    "group_nt_gdf_pt.plot(\n",
    "    ax=ax[1][0], color=\"#2e2622\", markersize=group_nt_gdf_pt.review_count / 2, alpha=0.4, edgecolor='#2e2622', linewidth=0.4, legend=True, label=\"Counts of Boba Shops Reviews in NYC Neighborhoods\")\n",
    "\n",
    "ax[0][0].set_axis_off()\n",
    "ax[0][1].set_axis_off()\n",
    "ax[1][0].set_axis_off()\n",
    "ax[1][1].set_axis_off()\n",
    "\n",
    "ax[0][1].legend(loc='lower right', markerscale=0.7, frameon=False)\n",
    "ax[1][0].legend(loc='lower right', markerscale=0.7, frameon=False)\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### The top-rated neighborhoods seem to have low counts of boba shops and count of reviews.\n",
    "\n",
    "- fewer boba shops...less competition?\n",
    "- fewer counts of review...less representative rating?"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "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>rating</th>\n",
       "      <th>counts</th>\n",
       "      <th>review_count</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>count</th>\n",
       "      <td>93.000000</td>\n",
       "      <td>93.000000</td>\n",
       "      <td>93.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>mean</th>\n",
       "      <td>4.018089</td>\n",
       "      <td>4.451613</td>\n",
       "      <td>399.408602</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>std</th>\n",
       "      <td>0.472595</td>\n",
       "      <td>6.289253</td>\n",
       "      <td>812.981820</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>min</th>\n",
       "      <td>2.000000</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>1.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25%</th>\n",
       "      <td>3.833333</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>32.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>50%</th>\n",
       "      <td>4.000000</td>\n",
       "      <td>2.000000</td>\n",
       "      <td>114.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>75%</th>\n",
       "      <td>4.333333</td>\n",
       "      <td>5.000000</td>\n",
       "      <td>384.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>max</th>\n",
       "      <td>5.000000</td>\n",
       "      <td>40.000000</td>\n",
       "      <td>5093.000000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "          rating     counts  review_count\n",
       "count  93.000000  93.000000     93.000000\n",
       "mean    4.018089   4.451613    399.408602\n",
       "std     0.472595   6.289253    812.981820\n",
       "min     2.000000   1.000000      1.000000\n",
       "25%     3.833333   1.000000     32.000000\n",
       "50%     4.000000   2.000000    114.000000\n",
       "75%     4.333333   5.000000    384.000000\n",
       "max     5.000000  40.000000   5093.000000"
      ]
     },
     "execution_count": 18,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "group_nt_gdf[['rating', 'counts', 'review_count']].describe()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "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>boro_code</th>\n",
       "      <th>boro_name</th>\n",
       "      <th>county_fip</th>\n",
       "      <th>ntacode</th>\n",
       "      <th>ntaname</th>\n",
       "      <th>shape_area</th>\n",
       "      <th>shape_leng</th>\n",
       "      <th>geometry</th>\n",
       "      <th>counts</th>\n",
       "      <th>rating</th>\n",
       "      <th>review_count</th>\n",
       "      <th>label_geometry</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>64</th>\n",
       "      <td>2.0</td>\n",
       "      <td>Bronx</td>\n",
       "      <td>005</td>\n",
       "      <td>BX06</td>\n",
       "      <td>Belmont</td>\n",
       "      <td>1.355635e+07</td>\n",
       "      <td>17104.422131</td>\n",
       "      <td>POLYGON ((-73.88309 40.86660, -73.88298 40.866...</td>\n",
       "      <td>1.0</td>\n",
       "      <td>5.0</td>\n",
       "      <td>5.0</td>\n",
       "      <td>POINT (-73.88587 40.85778)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>103</th>\n",
       "      <td>4.0</td>\n",
       "      <td>Queens</td>\n",
       "      <td>081</td>\n",
       "      <td>QN23</td>\n",
       "      <td>College Point</td>\n",
       "      <td>5.055398e+07</td>\n",
       "      <td>59454.750110</td>\n",
       "      <td>MULTIPOLYGON (((-73.86788 40.78736, -73.86803 ...</td>\n",
       "      <td>1.0</td>\n",
       "      <td>5.0</td>\n",
       "      <td>2.0</td>\n",
       "      <td>POINT (-73.84281 40.78092)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>145</th>\n",
       "      <td>3.0</td>\n",
       "      <td>Brooklyn</td>\n",
       "      <td>047</td>\n",
       "      <td>BK73</td>\n",
       "      <td>North Side-South Side</td>\n",
       "      <td>2.886227e+07</td>\n",
       "      <td>28155.614043</td>\n",
       "      <td>POLYGON ((-73.95814 40.72440, -73.95772 40.724...</td>\n",
       "      <td>5.0</td>\n",
       "      <td>4.6</td>\n",
       "      <td>434.0</td>\n",
       "      <td>POINT (-73.95862 40.71492)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>122</th>\n",
       "      <td>5.0</td>\n",
       "      <td>Staten Island</td>\n",
       "      <td>085</td>\n",
       "      <td>SI07</td>\n",
       "      <td>Westerleigh</td>\n",
       "      <td>6.325658e+07</td>\n",
       "      <td>41655.704816</td>\n",
       "      <td>POLYGON ((-74.13047 40.63089, -74.13014 40.629...</td>\n",
       "      <td>3.0</td>\n",
       "      <td>4.5</td>\n",
       "      <td>68.0</td>\n",
       "      <td>POINT (-74.12535 40.61688)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>81</th>\n",
       "      <td>4.0</td>\n",
       "      <td>Queens</td>\n",
       "      <td>081</td>\n",
       "      <td>QN71</td>\n",
       "      <td>Old Astoria</td>\n",
       "      <td>1.562046e+07</td>\n",
       "      <td>19367.656081</td>\n",
       "      <td>POLYGON ((-73.92828 40.77690, -73.92785 40.776...</td>\n",
       "      <td>1.0</td>\n",
       "      <td>4.5</td>\n",
       "      <td>124.0</td>\n",
       "      <td>POINT (-73.92833 40.77157)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>63</th>\n",
       "      <td>3.0</td>\n",
       "      <td>Brooklyn</td>\n",
       "      <td>047</td>\n",
       "      <td>BK35</td>\n",
       "      <td>Stuyvesant Heights</td>\n",
       "      <td>3.140694e+07</td>\n",
       "      <td>28239.081099</td>\n",
       "      <td>POLYGON ((-73.91805 40.68721, -73.91800 40.686...</td>\n",
       "      <td>1.0</td>\n",
       "      <td>4.5</td>\n",
       "      <td>49.0</td>\n",
       "      <td>POINT (-73.93189 40.68817)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>97</th>\n",
       "      <td>1.0</td>\n",
       "      <td>Manhattan</td>\n",
       "      <td>061</td>\n",
       "      <td>MN28</td>\n",
       "      <td>Lower East Side</td>\n",
       "      <td>2.329937e+07</td>\n",
       "      <td>26518.511656</td>\n",
       "      <td>MULTIPOLYGON (((-73.98237 40.70554, -73.98246 ...</td>\n",
       "      <td>1.0</td>\n",
       "      <td>4.5</td>\n",
       "      <td>8.0</td>\n",
       "      <td>POINT (-73.98091 40.71784)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>100</th>\n",
       "      <td>4.0</td>\n",
       "      <td>Queens</td>\n",
       "      <td>081</td>\n",
       "      <td>QN68</td>\n",
       "      <td>Queensbridge-Ravenswood-Long Island City</td>\n",
       "      <td>2.331294e+07</td>\n",
       "      <td>27228.382705</td>\n",
       "      <td>POLYGON ((-73.93453 40.77118, -73.93425 40.771...</td>\n",
       "      <td>1.0</td>\n",
       "      <td>4.5</td>\n",
       "      <td>27.0</td>\n",
       "      <td>POINT (-73.93875 40.75756)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>109</th>\n",
       "      <td>1.0</td>\n",
       "      <td>Manhattan</td>\n",
       "      <td>061</td>\n",
       "      <td>MN06</td>\n",
       "      <td>Manhattanville</td>\n",
       "      <td>1.073480e+07</td>\n",
       "      <td>17357.246731</td>\n",
       "      <td>POLYGON ((-73.94608 40.82126, -73.94640 40.820...</td>\n",
       "      <td>1.0</td>\n",
       "      <td>4.5</td>\n",
       "      <td>90.0</td>\n",
       "      <td>POINT (-73.95382 40.81802)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>52</th>\n",
       "      <td>2.0</td>\n",
       "      <td>Bronx</td>\n",
       "      <td>005</td>\n",
       "      <td>BX29</td>\n",
       "      <td>Spuyten Duyvil-Kingsbridge</td>\n",
       "      <td>2.321411e+07</td>\n",
       "      <td>27990.757219</td>\n",
       "      <td>POLYGON ((-73.89788 40.89028, -73.89827 40.889...</td>\n",
       "      <td>1.0</td>\n",
       "      <td>4.5</td>\n",
       "      <td>19.0</td>\n",
       "      <td>POINT (-73.91067 40.88241)</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "     boro_code      boro_name county_fip ntacode  \\\n",
       "64         2.0          Bronx        005    BX06   \n",
       "103        4.0         Queens        081    QN23   \n",
       "145        3.0       Brooklyn        047    BK73   \n",
       "122        5.0  Staten Island        085    SI07   \n",
       "81         4.0         Queens        081    QN71   \n",
       "63         3.0       Brooklyn        047    BK35   \n",
       "97         1.0      Manhattan        061    MN28   \n",
       "100        4.0         Queens        081    QN68   \n",
       "109        1.0      Manhattan        061    MN06   \n",
       "52         2.0          Bronx        005    BX29   \n",
       "\n",
       "                                      ntaname    shape_area    shape_leng  \\\n",
       "64                                    Belmont  1.355635e+07  17104.422131   \n",
       "103                             College Point  5.055398e+07  59454.750110   \n",
       "145                     North Side-South Side  2.886227e+07  28155.614043   \n",
       "122                               Westerleigh  6.325658e+07  41655.704816   \n",
       "81                                Old Astoria  1.562046e+07  19367.656081   \n",
       "63                         Stuyvesant Heights  3.140694e+07  28239.081099   \n",
       "97                            Lower East Side  2.329937e+07  26518.511656   \n",
       "100  Queensbridge-Ravenswood-Long Island City  2.331294e+07  27228.382705   \n",
       "109                            Manhattanville  1.073480e+07  17357.246731   \n",
       "52                 Spuyten Duyvil-Kingsbridge  2.321411e+07  27990.757219   \n",
       "\n",
       "                                              geometry  counts  rating  \\\n",
       "64   POLYGON ((-73.88309 40.86660, -73.88298 40.866...     1.0     5.0   \n",
       "103  MULTIPOLYGON (((-73.86788 40.78736, -73.86803 ...     1.0     5.0   \n",
       "145  POLYGON ((-73.95814 40.72440, -73.95772 40.724...     5.0     4.6   \n",
       "122  POLYGON ((-74.13047 40.63089, -74.13014 40.629...     3.0     4.5   \n",
       "81   POLYGON ((-73.92828 40.77690, -73.92785 40.776...     1.0     4.5   \n",
       "63   POLYGON ((-73.91805 40.68721, -73.91800 40.686...     1.0     4.5   \n",
       "97   MULTIPOLYGON (((-73.98237 40.70554, -73.98246 ...     1.0     4.5   \n",
       "100  POLYGON ((-73.93453 40.77118, -73.93425 40.771...     1.0     4.5   \n",
       "109  POLYGON ((-73.94608 40.82126, -73.94640 40.820...     1.0     4.5   \n",
       "52   POLYGON ((-73.89788 40.89028, -73.89827 40.889...     1.0     4.5   \n",
       "\n",
       "     review_count              label_geometry  \n",
       "64            5.0  POINT (-73.88587 40.85778)  \n",
       "103           2.0  POINT (-73.84281 40.78092)  \n",
       "145         434.0  POINT (-73.95862 40.71492)  \n",
       "122          68.0  POINT (-74.12535 40.61688)  \n",
       "81          124.0  POINT (-73.92833 40.77157)  \n",
       "63           49.0  POINT (-73.93189 40.68817)  \n",
       "97            8.0  POINT (-73.98091 40.71784)  \n",
       "100          27.0  POINT (-73.93875 40.75756)  \n",
       "109          90.0  POINT (-73.95382 40.81802)  \n",
       "52           19.0  POINT (-73.91067 40.88241)  "
      ]
     },
     "execution_count": 19,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "group_nt_gdf.sort_values(\"rating\", ascending=False).dropna()[0:10]"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## NYC Neighborhood Boba Index\n",
    "\n",
    "### that take into account counts of reviews and counts of boba shops in the neighborhood?"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {},
   "outputs": [],
   "source": [
    "# make a copy of the boba dataframe\n",
    "join_df2 = join_df.copy()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>boro_name</th>\n",
       "      <th>ntaname</th>\n",
       "      <th>geometry</th>\n",
       "      <th>label_geometry</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>Queens</td>\n",
       "      <td>Murray Hill</td>\n",
       "      <td>POLYGON ((-73.80379 40.77561, -73.80099 40.775...</td>\n",
       "      <td>POINT (-73.80955 40.76835)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>Queens</td>\n",
       "      <td>East Elmhurst</td>\n",
       "      <td>POLYGON ((-73.86110 40.76366, -73.85993 40.762...</td>\n",
       "      <td>POINT (-73.86840 40.76335)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>Queens</td>\n",
       "      <td>Fresh Meadows-Utopia</td>\n",
       "      <td>POLYGON ((-73.77758 40.73019, -73.77849 40.729...</td>\n",
       "      <td>POINT (-73.78372 40.73489)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>Manhattan</td>\n",
       "      <td>Midtown-Midtown South</td>\n",
       "      <td>POLYGON ((-73.97301 40.76428, -73.97141 40.763...</td>\n",
       "      <td>POINT (-73.98350 40.75573)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>Bronx</td>\n",
       "      <td>Soundview-Castle Hill-Clason Point-Harding Park</td>\n",
       "      <td>MULTIPOLYGON (((-73.88064 40.81852, -73.88098 ...</td>\n",
       "      <td>POINT (-73.85619 40.81805)</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   boro_name                                          ntaname  \\\n",
       "0     Queens                                      Murray Hill   \n",
       "1     Queens                                    East Elmhurst   \n",
       "2     Queens                             Fresh Meadows-Utopia   \n",
       "3  Manhattan                            Midtown-Midtown South   \n",
       "4      Bronx  Soundview-Castle Hill-Clason Point-Harding Park   \n",
       "\n",
       "                                            geometry  \\\n",
       "0  POLYGON ((-73.80379 40.77561, -73.80099 40.775...   \n",
       "1  POLYGON ((-73.86110 40.76366, -73.85993 40.762...   \n",
       "2  POLYGON ((-73.77758 40.73019, -73.77849 40.729...   \n",
       "3  POLYGON ((-73.97301 40.76428, -73.97141 40.763...   \n",
       "4  MULTIPOLYGON (((-73.88064 40.81852, -73.88098 ...   \n",
       "\n",
       "               label_geometry  \n",
       "0  POINT (-73.80955 40.76835)  \n",
       "1  POINT (-73.86840 40.76335)  \n",
       "2  POINT (-73.78372 40.73489)  \n",
       "3  POINT (-73.98350 40.75573)  \n",
       "4  POINT (-73.85619 40.81805)  "
      ]
     },
     "execution_count": 21,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# make a copy of the neighborhoods geodataframe \n",
    "group_nt_gdf2 = group_nt_gdf[['boro_name', 'ntaname', 'geometry', 'label_geometry']].copy()\n",
    "group_nt_gdf2.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "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>alias</th>\n",
       "      <th>name</th>\n",
       "      <th>image_url</th>\n",
       "      <th>is_closed</th>\n",
       "      <th>url</th>\n",
       "      <th>review_count</th>\n",
       "      <th>categories</th>\n",
       "      <th>rating</th>\n",
       "      <th>coordinates</th>\n",
       "      <th>...</th>\n",
       "      <th>geometry</th>\n",
       "      <th>index_right</th>\n",
       "      <th>boro_code</th>\n",
       "      <th>boro_name</th>\n",
       "      <th>county_fip</th>\n",
       "      <th>ntacode</th>\n",
       "      <th>ntaname</th>\n",
       "      <th>shape_area</th>\n",
       "      <th>shape_leng</th>\n",
       "      <th>rate_rev</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>Q3fmTHT7zilDWtfzLK9lMA</td>\n",
       "      <td>truedan-new-york-3</td>\n",
       "      <td>Truedan</td>\n",
       "      <td>https://s3-media2.fl.yelpcdn.com/bphoto/BmUZXO...</td>\n",
       "      <td>False</td>\n",
       "      <td>https://www.yelp.com/biz/truedan-new-york-3?ad...</td>\n",
       "      <td>99</td>\n",
       "      <td>[{'alias': 'bubbletea', 'title': 'Bubble Tea'}]</td>\n",
       "      <td>4.5</td>\n",
       "      <td>{'latitude': 40.7191742, 'longitude': -73.9962...</td>\n",
       "      <td>...</td>\n",
       "      <td>POINT (-73.99622 40.71917)</td>\n",
       "      <td>94</td>\n",
       "      <td>1.0</td>\n",
       "      <td>Manhattan</td>\n",
       "      <td>061</td>\n",
       "      <td>MN24</td>\n",
       "      <td>SoHo-TriBeCa-Civic Center-Little Italy</td>\n",
       "      <td>2.503268e+07</td>\n",
       "      <td>26855.031527</td>\n",
       "      <td>445.5</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>7-bx74TooPuZKZDNW4WFcQ</td>\n",
       "      <td>chun-yang-tea-new-york</td>\n",
       "      <td>Chun Yang Tea</td>\n",
       "      <td>https://s3-media1.fl.yelpcdn.com/bphoto/JrGwrZ...</td>\n",
       "      <td>False</td>\n",
       "      <td>https://www.yelp.com/biz/chun-yang-tea-new-yor...</td>\n",
       "      <td>91</td>\n",
       "      <td>[{'alias': 'bubbletea', 'title': 'Bubble Tea'}]</td>\n",
       "      <td>4.5</td>\n",
       "      <td>{'latitude': 40.71617, 'longitude': -73.9971}</td>\n",
       "      <td>...</td>\n",
       "      <td>POINT (-73.99710 40.71617)</td>\n",
       "      <td>88</td>\n",
       "      <td>1.0</td>\n",
       "      <td>Manhattan</td>\n",
       "      <td>061</td>\n",
       "      <td>MN27</td>\n",
       "      <td>Chinatown</td>\n",
       "      <td>1.450188e+07</td>\n",
       "      <td>20786.254332</td>\n",
       "      <td>409.5</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>3aypSFXLfkAL4dhHVFobKg</td>\n",
       "      <td>lazy-sundaes-new-york-6</td>\n",
       "      <td>Lazy Sundaes</td>\n",
       "      <td>https://s3-media3.fl.yelpcdn.com/bphoto/kEfCYC...</td>\n",
       "      <td>False</td>\n",
       "      <td>https://www.yelp.com/biz/lazy-sundaes-new-york...</td>\n",
       "      <td>32</td>\n",
       "      <td>[{'alias': 'bubbletea', 'title': 'Bubble Tea'}...</td>\n",
       "      <td>4.5</td>\n",
       "      <td>{'latitude': 40.720597, 'longitude': -73.984539}</td>\n",
       "      <td>...</td>\n",
       "      <td>POINT (-73.98454 40.72060)</td>\n",
       "      <td>88</td>\n",
       "      <td>1.0</td>\n",
       "      <td>Manhattan</td>\n",
       "      <td>061</td>\n",
       "      <td>MN27</td>\n",
       "      <td>Chinatown</td>\n",
       "      <td>1.450188e+07</td>\n",
       "      <td>20786.254332</td>\n",
       "      <td>144.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>bVJQEeRNi34-3XN_F1AZEg</td>\n",
       "      <td>xing-fu-tang-new-york</td>\n",
       "      <td>Xing Fu Tang</td>\n",
       "      <td>https://s3-media2.fl.yelpcdn.com/bphoto/cyFHFE...</td>\n",
       "      <td>False</td>\n",
       "      <td>https://www.yelp.com/biz/xing-fu-tang-new-york...</td>\n",
       "      <td>91</td>\n",
       "      <td>[{'alias': 'bubbletea', 'title': 'Bubble Tea'}]</td>\n",
       "      <td>4.5</td>\n",
       "      <td>{'latitude': 40.7288, 'longitude': -73.98775}</td>\n",
       "      <td>...</td>\n",
       "      <td>POINT (-73.98775 40.72880)</td>\n",
       "      <td>139</td>\n",
       "      <td>1.0</td>\n",
       "      <td>Manhattan</td>\n",
       "      <td>061</td>\n",
       "      <td>MN22</td>\n",
       "      <td>East Village</td>\n",
       "      <td>1.089424e+07</td>\n",
       "      <td>13555.232094</td>\n",
       "      <td>409.5</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>zupVwJAFYkHDwrsQd2ktXA</td>\n",
       "      <td>fiftylan-union-square-new-york-3</td>\n",
       "      <td>FIFTYLAN Union Square</td>\n",
       "      <td>https://s3-media3.fl.yelpcdn.com/bphoto/UIwR20...</td>\n",
       "      <td>False</td>\n",
       "      <td>https://www.yelp.com/biz/fiftylan-union-square...</td>\n",
       "      <td>60</td>\n",
       "      <td>[{'alias': 'bubbletea', 'title': 'Bubble Tea'}]</td>\n",
       "      <td>4.0</td>\n",
       "      <td>{'latitude': 40.735516, 'longitude': -73.989191}</td>\n",
       "      <td>...</td>\n",
       "      <td>POINT (-73.98919 40.73552)</td>\n",
       "      <td>32</td>\n",
       "      <td>1.0</td>\n",
       "      <td>Manhattan</td>\n",
       "      <td>061</td>\n",
       "      <td>MN21</td>\n",
       "      <td>Gramercy</td>\n",
       "      <td>7.526916e+06</td>\n",
       "      <td>12096.891148</td>\n",
       "      <td>240.0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>5 rows × 28 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "                       id                             alias  \\\n",
       "0  Q3fmTHT7zilDWtfzLK9lMA                truedan-new-york-3   \n",
       "1  7-bx74TooPuZKZDNW4WFcQ            chun-yang-tea-new-york   \n",
       "2  3aypSFXLfkAL4dhHVFobKg           lazy-sundaes-new-york-6   \n",
       "3  bVJQEeRNi34-3XN_F1AZEg             xing-fu-tang-new-york   \n",
       "4  zupVwJAFYkHDwrsQd2ktXA  fiftylan-union-square-new-york-3   \n",
       "\n",
       "                    name                                          image_url  \\\n",
       "0                Truedan  https://s3-media2.fl.yelpcdn.com/bphoto/BmUZXO...   \n",
       "1          Chun Yang Tea  https://s3-media1.fl.yelpcdn.com/bphoto/JrGwrZ...   \n",
       "2           Lazy Sundaes  https://s3-media3.fl.yelpcdn.com/bphoto/kEfCYC...   \n",
       "3           Xing Fu Tang  https://s3-media2.fl.yelpcdn.com/bphoto/cyFHFE...   \n",
       "4  FIFTYLAN Union Square  https://s3-media3.fl.yelpcdn.com/bphoto/UIwR20...   \n",
       "\n",
       "   is_closed                                                url  review_count  \\\n",
       "0      False  https://www.yelp.com/biz/truedan-new-york-3?ad...            99   \n",
       "1      False  https://www.yelp.com/biz/chun-yang-tea-new-yor...            91   \n",
       "2      False  https://www.yelp.com/biz/lazy-sundaes-new-york...            32   \n",
       "3      False  https://www.yelp.com/biz/xing-fu-tang-new-york...            91   \n",
       "4      False  https://www.yelp.com/biz/fiftylan-union-square...            60   \n",
       "\n",
       "                                          categories  rating  \\\n",
       "0    [{'alias': 'bubbletea', 'title': 'Bubble Tea'}]     4.5   \n",
       "1    [{'alias': 'bubbletea', 'title': 'Bubble Tea'}]     4.5   \n",
       "2  [{'alias': 'bubbletea', 'title': 'Bubble Tea'}...     4.5   \n",
       "3    [{'alias': 'bubbletea', 'title': 'Bubble Tea'}]     4.5   \n",
       "4    [{'alias': 'bubbletea', 'title': 'Bubble Tea'}]     4.0   \n",
       "\n",
       "                                         coordinates  ...  \\\n",
       "0  {'latitude': 40.7191742, 'longitude': -73.9962...  ...   \n",
       "1      {'latitude': 40.71617, 'longitude': -73.9971}  ...   \n",
       "2   {'latitude': 40.720597, 'longitude': -73.984539}  ...   \n",
       "3      {'latitude': 40.7288, 'longitude': -73.98775}  ...   \n",
       "4   {'latitude': 40.735516, 'longitude': -73.989191}  ...   \n",
       "\n",
       "                     geometry index_right boro_code  boro_name county_fip  \\\n",
       "0  POINT (-73.99622 40.71917)          94       1.0  Manhattan        061   \n",
       "1  POINT (-73.99710 40.71617)          88       1.0  Manhattan        061   \n",
       "2  POINT (-73.98454 40.72060)          88       1.0  Manhattan        061   \n",
       "3  POINT (-73.98775 40.72880)         139       1.0  Manhattan        061   \n",
       "4  POINT (-73.98919 40.73552)          32       1.0  Manhattan        061   \n",
       "\n",
       "   ntacode                                 ntaname    shape_area  \\\n",
       "0     MN24  SoHo-TriBeCa-Civic Center-Little Italy  2.503268e+07   \n",
       "1     MN27                               Chinatown  1.450188e+07   \n",
       "2     MN27                               Chinatown  1.450188e+07   \n",
       "3     MN22                            East Village  1.089424e+07   \n",
       "4     MN21                                Gramercy  7.526916e+06   \n",
       "\n",
       "     shape_leng  rate_rev  \n",
       "0  26855.031527     445.5  \n",
       "1  20786.254332     409.5  \n",
       "2  20786.254332     144.0  \n",
       "3  13555.232094     409.5  \n",
       "4  12096.891148     240.0  \n",
       "\n",
       "[5 rows x 28 columns]"
      ]
     },
     "execution_count": 22,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "join_df2['rate_rev'] = join_df2['rating'] * join_df2['review_count']\n",
    "join_df2.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "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>ntaname</th>\n",
       "      <th>rate_rev</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>park-cemetery-etc-Queens</td>\n",
       "      <td>2.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>College Point</td>\n",
       "      <td>10.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>Fort Greene</td>\n",
       "      <td>10.5</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>Belmont</td>\n",
       "      <td>25.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>Georgetown-Marine Park-Bergen Beach-Mill Basin</td>\n",
       "      <td>28.0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                                          ntaname  rate_rev\n",
       "0                        park-cemetery-etc-Queens       2.0\n",
       "1                                   College Point      10.0\n",
       "2                                     Fort Greene      10.5\n",
       "3                                         Belmont      25.0\n",
       "4  Georgetown-Marine Park-Bergen Beach-Mill Basin      28.0"
      ]
     },
     "execution_count": 23,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# sum up the (rating * review_count) by neighborhood\n",
    "nt_raterev2 = join_df2.groupby(by='ntaname')['rate_rev'].sum().sort_values(ascending=True)\n",
    "nt_raterev2 = nt_raterev2.reset_index()\n",
    "nt_raterev2.columns = ['ntaname','rate_rev']\n",
    "nt_raterev2.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>boro_name</th>\n",
       "      <th>ntaname</th>\n",
       "      <th>geometry</th>\n",
       "      <th>label_geometry</th>\n",
       "      <th>counts</th>\n",
       "      <th>rating</th>\n",
       "      <th>review_count</th>\n",
       "      <th>rate_rev</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>Queens</td>\n",
       "      <td>Murray Hill</td>\n",
       "      <td>POLYGON ((-73.80379 40.77561, -73.80099 40.775...</td>\n",
       "      <td>POINT (-73.80955 40.76835)</td>\n",
       "      <td>4.0</td>\n",
       "      <td>4.250000</td>\n",
       "      <td>56.0</td>\n",
       "      <td>245.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>Queens</td>\n",
       "      <td>East Elmhurst</td>\n",
       "      <td>POLYGON ((-73.86110 40.76366, -73.85993 40.762...</td>\n",
       "      <td>POINT (-73.86840 40.76335)</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>Queens</td>\n",
       "      <td>Fresh Meadows-Utopia</td>\n",
       "      <td>POLYGON ((-73.77758 40.73019, -73.77849 40.729...</td>\n",
       "      <td>POINT (-73.78372 40.73489)</td>\n",
       "      <td>5.0</td>\n",
       "      <td>4.000000</td>\n",
       "      <td>338.0</td>\n",
       "      <td>1230.5</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>Manhattan</td>\n",
       "      <td>Midtown-Midtown South</td>\n",
       "      <td>POLYGON ((-73.97301 40.76428, -73.97141 40.763...</td>\n",
       "      <td>POINT (-73.98350 40.75573)</td>\n",
       "      <td>15.0</td>\n",
       "      <td>3.833333</td>\n",
       "      <td>2564.0</td>\n",
       "      <td>9598.5</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>Bronx</td>\n",
       "      <td>Soundview-Castle Hill-Clason Point-Harding Park</td>\n",
       "      <td>MULTIPOLYGON (((-73.88064 40.81852, -73.88098 ...</td>\n",
       "      <td>POINT (-73.85619 40.81805)</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   boro_name                                          ntaname  \\\n",
       "0     Queens                                      Murray Hill   \n",
       "1     Queens                                    East Elmhurst   \n",
       "2     Queens                             Fresh Meadows-Utopia   \n",
       "3  Manhattan                            Midtown-Midtown South   \n",
       "4      Bronx  Soundview-Castle Hill-Clason Point-Harding Park   \n",
       "\n",
       "                                            geometry  \\\n",
       "0  POLYGON ((-73.80379 40.77561, -73.80099 40.775...   \n",
       "1  POLYGON ((-73.86110 40.76366, -73.85993 40.762...   \n",
       "2  POLYGON ((-73.77758 40.73019, -73.77849 40.729...   \n",
       "3  POLYGON ((-73.97301 40.76428, -73.97141 40.763...   \n",
       "4  MULTIPOLYGON (((-73.88064 40.81852, -73.88098 ...   \n",
       "\n",
       "               label_geometry  counts    rating  review_count  rate_rev  \n",
       "0  POINT (-73.80955 40.76835)     4.0  4.250000          56.0     245.0  \n",
       "1  POINT (-73.86840 40.76335)     NaN       NaN           NaN       NaN  \n",
       "2  POINT (-73.78372 40.73489)     5.0  4.000000         338.0    1230.5  \n",
       "3  POINT (-73.98350 40.75573)    15.0  3.833333        2564.0    9598.5  \n",
       "4  POINT (-73.85619 40.81805)     NaN       NaN           NaN       NaN  "
      ]
     },
     "execution_count": 24,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# merge to the neighborhood geodataframe\n",
    "group_nt_gdf2 = group_nt_gdf2.merge(nt_count, how='left', left_on='ntaname', right_on='ntaname')\n",
    "group_nt_gdf2 = group_nt_gdf2.merge(nt_rating, how='left', left_on='ntaname', right_on='ntaname')\n",
    "group_nt_gdf2 = group_nt_gdf2.merge(nt_revcount, how='left', left_on='ntaname', right_on='ntaname')\n",
    "\n",
    "group_nt_gdf2 = group_nt_gdf2.merge(nt_raterev2, how='left', left_on='ntaname', right_on='ntaname')\n",
    "\n",
    "group_nt_gdf2.head()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### The Creation of Boba Index..."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "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>boro_name</th>\n",
       "      <th>ntaname</th>\n",
       "      <th>geometry</th>\n",
       "      <th>label_geometry</th>\n",
       "      <th>counts</th>\n",
       "      <th>rating</th>\n",
       "      <th>review_count</th>\n",
       "      <th>rate_rev</th>\n",
       "      <th>boba_index</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>Queens</td>\n",
       "      <td>Murray Hill</td>\n",
       "      <td>POLYGON ((-73.80379 40.77561, -73.80099 40.775...</td>\n",
       "      <td>POINT (-73.80955 40.76835)</td>\n",
       "      <td>4.0</td>\n",
       "      <td>4.250000</td>\n",
       "      <td>56.0</td>\n",
       "      <td>245.0</td>\n",
       "      <td>4.826066</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>Queens</td>\n",
       "      <td>East Elmhurst</td>\n",
       "      <td>POLYGON ((-73.86110 40.76366, -73.85993 40.762...</td>\n",
       "      <td>POINT (-73.86840 40.76335)</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>Queens</td>\n",
       "      <td>Fresh Meadows-Utopia</td>\n",
       "      <td>POLYGON ((-73.77758 40.73019, -73.77849 40.729...</td>\n",
       "      <td>POINT (-73.78372 40.73489)</td>\n",
       "      <td>5.0</td>\n",
       "      <td>4.000000</td>\n",
       "      <td>338.0</td>\n",
       "      <td>1230.5</td>\n",
       "      <td>4.489884</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>Manhattan</td>\n",
       "      <td>Midtown-Midtown South</td>\n",
       "      <td>POLYGON ((-73.97301 40.76428, -73.97141 40.763...</td>\n",
       "      <td>POINT (-73.98350 40.75573)</td>\n",
       "      <td>15.0</td>\n",
       "      <td>3.833333</td>\n",
       "      <td>2564.0</td>\n",
       "      <td>9598.5</td>\n",
       "      <td>7.996799</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>Bronx</td>\n",
       "      <td>Soundview-Castle Hill-Clason Point-Harding Park</td>\n",
       "      <td>MULTIPOLYGON (((-73.88064 40.81852, -73.88098 ...</td>\n",
       "      <td>POINT (-73.85619 40.81805)</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   boro_name                                          ntaname  \\\n",
       "0     Queens                                      Murray Hill   \n",
       "1     Queens                                    East Elmhurst   \n",
       "2     Queens                             Fresh Meadows-Utopia   \n",
       "3  Manhattan                            Midtown-Midtown South   \n",
       "4      Bronx  Soundview-Castle Hill-Clason Point-Harding Park   \n",
       "\n",
       "                                            geometry  \\\n",
       "0  POLYGON ((-73.80379 40.77561, -73.80099 40.775...   \n",
       "1  POLYGON ((-73.86110 40.76366, -73.85993 40.762...   \n",
       "2  POLYGON ((-73.77758 40.73019, -73.77849 40.729...   \n",
       "3  POLYGON ((-73.97301 40.76428, -73.97141 40.763...   \n",
       "4  MULTIPOLYGON (((-73.88064 40.81852, -73.88098 ...   \n",
       "\n",
       "               label_geometry  counts    rating  review_count  rate_rev  \\\n",
       "0  POINT (-73.80955 40.76835)     4.0  4.250000          56.0     245.0   \n",
       "1  POINT (-73.86840 40.76335)     NaN       NaN           NaN       NaN   \n",
       "2  POINT (-73.78372 40.73489)     5.0  4.000000         338.0    1230.5   \n",
       "3  POINT (-73.98350 40.75573)    15.0  3.833333        2564.0    9598.5   \n",
       "4  POINT (-73.85619 40.81805)     NaN       NaN           NaN       NaN   \n",
       "\n",
       "   boba_index  \n",
       "0    4.826066  \n",
       "1         NaN  \n",
       "2    4.489884  \n",
       "3    7.996799  \n",
       "4         NaN  "
      ]
     },
     "execution_count": 25,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "group_nt_gdf2['boba_index'] = (\n",
    "\n",
    "    # review counts-weighted rating...\n",
    "    group_nt_gdf2['rate_rev']                        # sum of (rating * review counts) in neighborhood\n",
    "    / group_nt_gdf2['review_count']                  # / (the total review counts in neighborhood)\n",
    "\n",
    "    # consider competition...\n",
    "    * np.sqrt(group_nt_gdf2['counts'])               # * (square root of total boba shop count in neighborhood)\n",
    "    / (np.sqrt(group_nt_gdf2['counts'])).mean()      # / (mean of square root boba shop count in whole NYC)\n",
    "\n",
    ")\n",
    "\n",
    "group_nt_gdf2.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "<Figure size 1440x864 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# create a choropleth map of Baba Index in NYC neighborhoods\n",
    "\n",
    "fig, ax = plt.subplots(figsize=(20, 12), sharey=False)\n",
    "\n",
    "ax.title.set_text('Boba Index of NYC Neighborhoods')\n",
    "missing_kwds={\"color\": \"lightgrey\",\"edgecolor\": \"lightgrey\",\"label\": \"Missing values\"}\n",
    "group_nt_gdf2.plot(\n",
    "    ax=ax, column='boba_index', cmap='BuPu', edgecolor=\"none\", linewidth=1, legend=True,\n",
    "    legend_kwds = {'label': \"Boba Index\"}, missing_kwds=missing_kwds)\n",
    "\n",
    "top_rated = group_nt_gdf2.sort_values(\"boba_index\", ascending=False)[0:3]\n",
    "for x, y, label in zip(top_rated.label_geometry.x, top_rated.label_geometry.y, top_rated.ntaname):\n",
    "    ax.annotate(label, xy=(x, y))\n",
    "\n",
    "ax.set_axis_off()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "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>boro_name</th>\n",
       "      <th>ntaname</th>\n",
       "      <th>geometry</th>\n",
       "      <th>label_geometry</th>\n",
       "      <th>counts</th>\n",
       "      <th>rating</th>\n",
       "      <th>review_count</th>\n",
       "      <th>rate_rev</th>\n",
       "      <th>boba_index</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>155</th>\n",
       "      <td>Queens</td>\n",
       "      <td>Flushing</td>\n",
       "      <td>POLYGON ((-73.82331 40.77958, -73.82355 40.779...</td>\n",
       "      <td>POINT (-73.82887 40.76109)</td>\n",
       "      <td>40.0</td>\n",
       "      <td>3.687500</td>\n",
       "      <td>5093.0</td>\n",
       "      <td>19257.0</td>\n",
       "      <td>13.189555</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>88</th>\n",
       "      <td>Manhattan</td>\n",
       "      <td>Chinatown</td>\n",
       "      <td>POLYGON ((-73.98382 40.72147, -73.98386 40.721...</td>\n",
       "      <td>POINT (-73.99463 40.71561)</td>\n",
       "      <td>28.0</td>\n",
       "      <td>4.000000</td>\n",
       "      <td>4803.0</td>\n",
       "      <td>19208.0</td>\n",
       "      <td>11.671691</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>166</th>\n",
       "      <td>Queens</td>\n",
       "      <td>Hunters Point-Sunnyside-West Maspeth</td>\n",
       "      <td>POLYGON ((-73.92563 40.75214, -73.92442 40.752...</td>\n",
       "      <td>POINT (-73.93121 40.73977)</td>\n",
       "      <td>19.0</td>\n",
       "      <td>4.289474</td>\n",
       "      <td>970.0</td>\n",
       "      <td>4076.0</td>\n",
       "      <td>10.102397</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>150</th>\n",
       "      <td>Brooklyn</td>\n",
       "      <td>Sunset Park East</td>\n",
       "      <td>POLYGON ((-73.98906 40.64412, -73.98978 40.643...</td>\n",
       "      <td>POINT (-74.00465 40.64189)</td>\n",
       "      <td>23.0</td>\n",
       "      <td>3.434783</td>\n",
       "      <td>1183.0</td>\n",
       "      <td>4148.5</td>\n",
       "      <td>9.275888</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>144</th>\n",
       "      <td>Queens</td>\n",
       "      <td>Elmhurst</td>\n",
       "      <td>POLYGON ((-73.86791 40.74493, -73.86788 40.744...</td>\n",
       "      <td>POINT (-73.87712 40.73949)</td>\n",
       "      <td>17.0</td>\n",
       "      <td>4.088235</td>\n",
       "      <td>1048.0</td>\n",
       "      <td>4059.5</td>\n",
       "      <td>8.808885</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>140</th>\n",
       "      <td>Manhattan</td>\n",
       "      <td>West Village</td>\n",
       "      <td>POLYGON ((-73.98990 40.73443, -73.98987 40.733...</td>\n",
       "      <td>POINT (-74.00155 40.73305)</td>\n",
       "      <td>13.0</td>\n",
       "      <td>4.269231</td>\n",
       "      <td>1232.0</td>\n",
       "      <td>5169.0</td>\n",
       "      <td>8.343585</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>118</th>\n",
       "      <td>Brooklyn</td>\n",
       "      <td>Park Slope-Gowanus</td>\n",
       "      <td>POLYGON ((-73.97376 40.68305, -73.97375 40.682...</td>\n",
       "      <td>POINT (-73.98390 40.67123)</td>\n",
       "      <td>13.0</td>\n",
       "      <td>4.269231</td>\n",
       "      <td>1764.0</td>\n",
       "      <td>7257.0</td>\n",
       "      <td>8.181170</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>Manhattan</td>\n",
       "      <td>Midtown-Midtown South</td>\n",
       "      <td>POLYGON ((-73.97301 40.76428, -73.97141 40.763...</td>\n",
       "      <td>POINT (-73.98350 40.75573)</td>\n",
       "      <td>15.0</td>\n",
       "      <td>3.833333</td>\n",
       "      <td>2564.0</td>\n",
       "      <td>9598.5</td>\n",
       "      <td>7.996799</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>106</th>\n",
       "      <td>Brooklyn</td>\n",
       "      <td>Bensonhurst West</td>\n",
       "      <td>POLYGON ((-73.97964 40.61556, -73.98022 40.615...</td>\n",
       "      <td>POINT (-73.99526 40.61222)</td>\n",
       "      <td>15.0</td>\n",
       "      <td>3.833333</td>\n",
       "      <td>845.0</td>\n",
       "      <td>3097.5</td>\n",
       "      <td>7.830427</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>139</th>\n",
       "      <td>Manhattan</td>\n",
       "      <td>East Village</td>\n",
       "      <td>POLYGON ((-73.98378 40.72154, -73.98382 40.721...</td>\n",
       "      <td>POINT (-73.98593 40.72762)</td>\n",
       "      <td>12.0</td>\n",
       "      <td>4.041667</td>\n",
       "      <td>1652.0</td>\n",
       "      <td>6668.5</td>\n",
       "      <td>7.712478</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "     boro_name                               ntaname  \\\n",
       "155     Queens                              Flushing   \n",
       "88   Manhattan                             Chinatown   \n",
       "166     Queens  Hunters Point-Sunnyside-West Maspeth   \n",
       "150   Brooklyn                      Sunset Park East   \n",
       "144     Queens                              Elmhurst   \n",
       "140  Manhattan                          West Village   \n",
       "118   Brooklyn                    Park Slope-Gowanus   \n",
       "3    Manhattan                 Midtown-Midtown South   \n",
       "106   Brooklyn                      Bensonhurst West   \n",
       "139  Manhattan                          East Village   \n",
       "\n",
       "                                              geometry  \\\n",
       "155  POLYGON ((-73.82331 40.77958, -73.82355 40.779...   \n",
       "88   POLYGON ((-73.98382 40.72147, -73.98386 40.721...   \n",
       "166  POLYGON ((-73.92563 40.75214, -73.92442 40.752...   \n",
       "150  POLYGON ((-73.98906 40.64412, -73.98978 40.643...   \n",
       "144  POLYGON ((-73.86791 40.74493, -73.86788 40.744...   \n",
       "140  POLYGON ((-73.98990 40.73443, -73.98987 40.733...   \n",
       "118  POLYGON ((-73.97376 40.68305, -73.97375 40.682...   \n",
       "3    POLYGON ((-73.97301 40.76428, -73.97141 40.763...   \n",
       "106  POLYGON ((-73.97964 40.61556, -73.98022 40.615...   \n",
       "139  POLYGON ((-73.98378 40.72154, -73.98382 40.721...   \n",
       "\n",
       "                 label_geometry  counts    rating  review_count  rate_rev  \\\n",
       "155  POINT (-73.82887 40.76109)    40.0  3.687500        5093.0   19257.0   \n",
       "88   POINT (-73.99463 40.71561)    28.0  4.000000        4803.0   19208.0   \n",
       "166  POINT (-73.93121 40.73977)    19.0  4.289474         970.0    4076.0   \n",
       "150  POINT (-74.00465 40.64189)    23.0  3.434783        1183.0    4148.5   \n",
       "144  POINT (-73.87712 40.73949)    17.0  4.088235        1048.0    4059.5   \n",
       "140  POINT (-74.00155 40.73305)    13.0  4.269231        1232.0    5169.0   \n",
       "118  POINT (-73.98390 40.67123)    13.0  4.269231        1764.0    7257.0   \n",
       "3    POINT (-73.98350 40.75573)    15.0  3.833333        2564.0    9598.5   \n",
       "106  POINT (-73.99526 40.61222)    15.0  3.833333         845.0    3097.5   \n",
       "139  POINT (-73.98593 40.72762)    12.0  4.041667        1652.0    6668.5   \n",
       "\n",
       "     boba_index  \n",
       "155   13.189555  \n",
       "88    11.671691  \n",
       "166   10.102397  \n",
       "150    9.275888  \n",
       "144    8.808885  \n",
       "140    8.343585  \n",
       "118    8.181170  \n",
       "3      7.996799  \n",
       "106    7.830427  \n",
       "139    7.712478  "
      ]
     },
     "execution_count": 27,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "group_nt_gdf2.sort_values(\"boba_index\", ascending=False).dropna()[0:10]\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "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>counts</th>\n",
       "      <th>rating</th>\n",
       "      <th>review_count</th>\n",
       "      <th>rate_rev</th>\n",
       "      <th>boba_index</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>count</th>\n",
       "      <td>93.000000</td>\n",
       "      <td>93.000000</td>\n",
       "      <td>93.000000</td>\n",
       "      <td>93.000000</td>\n",
       "      <td>93.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>mean</th>\n",
       "      <td>4.451613</td>\n",
       "      <td>4.018089</td>\n",
       "      <td>399.408602</td>\n",
       "      <td>1576.779570</td>\n",
       "      <td>3.959228</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>std</th>\n",
       "      <td>6.289253</td>\n",
       "      <td>0.472595</td>\n",
       "      <td>812.981820</td>\n",
       "      <td>3165.047052</td>\n",
       "      <td>2.340969</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>min</th>\n",
       "      <td>1.000000</td>\n",
       "      <td>2.000000</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>2.000000</td>\n",
       "      <td>1.103101</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25%</th>\n",
       "      <td>1.000000</td>\n",
       "      <td>3.833333</td>\n",
       "      <td>32.000000</td>\n",
       "      <td>124.000000</td>\n",
       "      <td>2.481977</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>50%</th>\n",
       "      <td>2.000000</td>\n",
       "      <td>4.000000</td>\n",
       "      <td>114.000000</td>\n",
       "      <td>477.500000</td>\n",
       "      <td>3.150041</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>75%</th>\n",
       "      <td>5.000000</td>\n",
       "      <td>4.333333</td>\n",
       "      <td>384.000000</td>\n",
       "      <td>1470.500000</td>\n",
       "      <td>4.826066</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>max</th>\n",
       "      <td>40.000000</td>\n",
       "      <td>5.000000</td>\n",
       "      <td>5093.000000</td>\n",
       "      <td>19257.000000</td>\n",
       "      <td>13.189555</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "          counts     rating  review_count      rate_rev  boba_index\n",
       "count  93.000000  93.000000     93.000000     93.000000   93.000000\n",
       "mean    4.451613   4.018089    399.408602   1576.779570    3.959228\n",
       "std     6.289253   0.472595    812.981820   3165.047052    2.340969\n",
       "min     1.000000   2.000000      1.000000      2.000000    1.103101\n",
       "25%     1.000000   3.833333     32.000000    124.000000    2.481977\n",
       "50%     2.000000   4.000000    114.000000    477.500000    3.150041\n",
       "75%     5.000000   4.333333    384.000000   1470.500000    4.826066\n",
       "max    40.000000   5.000000   5093.000000  19257.000000   13.189555"
      ]
     },
     "execution_count": 28,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "group_nt_gdf2.describe()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "interpreter": {
   "hash": "e9c20e5eaa78a8e5846709ddca39bbf8b8e8bb8859a29ae524d759a085ed5075"
  },
  "kernelspec": {
   "display_name": "boba-nyc",
   "language": "python",
   "name": "boba-nyc"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.10.0"
  },
  "orig_nbformat": 4
 },
 "nbformat": 4,
 "nbformat_minor": 2
}